From - Fri Mar 17 10:40:15 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id KAA00319 for <shelton@mtwilson.edu>; Fri, 17 Mar 2000 10:39:43 -0800 (PST)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.76.21])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id IAA16919
	for <shelton@mtwilson.edu>; Fri, 17 Mar 2000 08:38:27 -1000 (HST)
Received: from wobbegibg.ifa.hawaii.edu (wobbegong [128.171.76.27])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id IAA19044
	for <shelton@mtwilson.edu>; Fri, 17 Mar 2000 08:38:27 -1000 (HST)
Message-ID: <052d01bf9042$22e2e680$1b4cab80@ifa.hawaii.edu>
From: "Doug Toomey" <toomey@ifa.hawaii.edu>
To: <shelton@mtwilson.edu>
Subject: Hi,
Date: Fri, 17 Mar 2000 08:53:50 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2314.1300
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2314.1300
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000
X-UIDL: <052d01bf9042$22e2e680$1b4cab80@ifa.hawaii.edu>

I am in the middle of an 8 day realuminization run at the IRTF.
I should be back on line ednesday the 22nd.

I have asked the mech eng to come up with an envelope drawing 
And will send that to you a soon as I get it.

Happy occulting,

Doug



From - Tue Apr 04 15:58:50 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id NAA00873 for <shelton@mtwilson.edu>; Tue, 4 Apr 2000 13:51:37 -0700 (PDT)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.76.21])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id KAA27487
	for <shelton@mtwilson.edu>; Tue, 4 Apr 2000 10:50:20 -1000 (HST)
Received: from wobbegibg.ifa.hawaii.edu (wobbegong [128.171.76.27])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id KAA12465
	for <shelton@mtwilson.edu>; Tue, 4 Apr 2000 10:50:19 -1000 (HST)
Message-ID: <040001bf9e79$dcb760a0$1b4cab80@ifa.hawaii.edu>
From: "Doug Toomey" <toomey@ifa.hawaii.edu>
To: <shelton@mtwilson.edu>
References: <38CC17E1.8FA2AA12@mtwilson.edu>
Subject: Re: irtf ao relay specs
Date: Tue, 4 Apr 2000 11:08:00 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2314.1300
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2314.1300
X-Mozilla-Status: 8013
X-Mozilla-Status2: 00000000
X-UIDL: <040001bf9e79$dcb760a0$1b4cab80@ifa.hawaii.edu>

Hi Chris,

On the IRTF Ao relay.
Part 4 and 5 -  I think that you have the wrong diameters.
they look like radii.  can you check?

Doug


----- Original Message ----- 
From: Chris Shelton <cshelton@mtwilson.edu>
To: <toomey@ifa.hawaii.edu>
Sent: Sunday, March 12, 2000 12:19 PM
Subject: irtf ao relay specs


| Doug,
| 
| Here are the IRTF AO relay component specs.  I put in dimensions for
| both round and rectangular insertable flats -- your choice.  Let
| me know if this is ok or if you want more.
| 
| I leave for the mainland Wednesday 3/15, go to Germany from there,
| back Tuesday 4/4.  Let's talk about what you want done in the
| few days left.
| 
| Chris
| 
| Common specs
|   1/4 wave p-v at 633 nm at full aperture
|   1/8                       half aperture
|   1/10                      quarter aperture
|   All size dimensions +/- 0.2 mm.
|   Material: zerodur or silica, vendor's choice.
| 
| Part 1
|   Round flat mirror
|   114 mm clear aperture
|   134 mm part diameter
|   22 mm min thickness
| OR
|   Rectangular flat mirror
|   106 x 72 mm clear aperture
|   126 x 92 mm part size
|   21 mm min thickness
| 
| Part 2
|   Round flat mirror
|   66 mm clear aperture diameter
|   86 mm part diameter
|   14 mm min thickness
| 
| Part 3
|   Round flat mirror
|   126 mm clear aperture diameter
|   146 mm part diameter
|   24 mm min thickness
| OR
|   Rectangular flat mirror
|   112 x 80 mm clear aperture
|   132 x 100 mm part size
|   22 mm min thickness
| 
| Part 4 and Part 5
| Off-axis parabolas (two identical parts)
| 
|   1914.3 mm focal length +/- 1%
|   8 degree off-axis angle +/- 0.1 degree 
|   267.72 mm decenter +/- 1%
|   64 mm clear aperture
|   84 mm part diameter
|   14 mm min thickness
| 
| The focal length, off-axis angle and decenter values are not
| independent, 
| but are related by
| 
|   decenter = focal length * 2*sin(angle) / (1 + cos(angle))
| 


From - Tue Apr 04 15:58:52 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id NAA00879 for <shelton@mtwilson.edu>; Tue, 4 Apr 2000 13:54:16 -0700 (PDT)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.76.21])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id KAA27545
	for <shelton@mtwilson.edu>; Tue, 4 Apr 2000 10:53:00 -1000 (HST)
Received: from wobbegibg.ifa.hawaii.edu (wobbegong [128.171.76.27])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id KAA12476
	for <shelton@mtwilson.edu>; Tue, 4 Apr 2000 10:52:59 -1000 (HST)
Message-ID: <041a01bf9e7a$3bec3dc0$1b4cab80@ifa.hawaii.edu>
From: "Doug Toomey" <toomey@ifa.hawaii.edu>
To: <shelton@mtwilson.edu>
References: <38CC17E1.8FA2AA12@mtwilson.edu>
Subject: Re: irtf ao relay specs
Date: Tue, 4 Apr 2000 11:10:41 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2314.1300
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2314.1300
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000
X-UIDL: <041a01bf9e7a$3bec3dc0$1b4cab80@ifa.hawaii.edu>

Hi,

could you please verify the coordinates of the optics in the 
mechanical design.  I want to make sure that we are all on the
same version.

Doug


Below you'll find coordiante information taken from the latest raytrace in our cad system.
This information should be verified for its correctness by the optical engineer.
 
Notes: a) The first focal plane, located near Fold 2, was taken as the origin of coordinates.
          b) Dimension are in inches.
          c) Coordinate information is always with respect to the center/vertex of the optical
              element indicated in the raytrace by a crosshair.
 
A) First focal plane  ( 0, 0, 0)
 
B) Fold 2                ( -3.331927, 0, 0.433401)
 
C) Fold 1                (39.46448, 4.419417, 0.433401)
 
D) Fold 3                (39.46448, 0, 0.433401)
 
E) OAP 1                (75.10334, 0, -9.759044)
 
F) OAP 2                (73.22512, 0, -0.3883072)
 
G) DM                    (-16.00922, 0, -10.69548)
 
H) 2nd focal plane   (39.46448, -41.96457, 0.433401)
 
I) Primary               (39.46448, 49.39681, 0.433401)
 
J) Secondary          (39.46448, 325.8151, 0.433401)
 
It was observed in the raytrace that some of the elements, notably the flats, do not have enough
oversize. In order for us to start designing the mounts for all the optics, it is of primary importance
to have ALL THE FINAL SIZES FOR THE OPTICS.


From - Fri Apr 07 13:35:25 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id NAA00521 for <shelton@mtwilson.edu>; Fri, 7 Apr 2000 13:54:51 -0700 (PDT)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.76.21])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id KAA06368
	for <shelton@mtwilson.edu>; Fri, 7 Apr 2000 10:53:32 -1000 (HST)
Received: from wobbegibg.ifa.hawaii.edu (wobbegong [128.171.76.27])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id KAA29307
	for <shelton@mtwilson.edu>; Fri, 7 Apr 2000 10:53:25 -1000 (HST)
Message-ID: <04fa01bfa0d5$e0cef140$1b4cab80@ifa.hawaii.edu>
From: "Doug Toomey" <toomey@ifa.hawaii.edu>
To: "Chris Shelton" <shelton@mtwilson.edu>
References: <38CC17E1.8FA2AA12@mtwilson.edu> <041a01bf9e7a$3bec3dc0$1b4cab80@ifa.hawaii.edu> <38EDCE9D.896A44B1@mtwilson.edu>
Subject: Re: irtf ao relay specs
Date: Fri, 7 Apr 2000 11:11:38 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2314.1300
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2314.1300
X-Mozilla-Status: 8013
X-Mozilla-Status2: 00000000
X-UIDL: <04fa01bfa0d5$e0cef140$1b4cab80@ifa.hawaii.edu>

Hi Chris,

I sent your reply along to the Mech Engs.  I will talk to them about the
coordinate system.  They always seem to make up their own.  Sorry for the
extra work.

Not sure what the ~.01 errors are but the spec on the oap focal length 
Tolarence is about 10 mm so I doubt that it matters.

Yes I got the specs for the mirrors and have sent those the the ME.  I am
trying to finalize the purchase.  One vendor I am talking to has asked:

How well to the two off-axis distances have to match?
What alignment accuracy is required?

He is proposing pyrex since the cost of a zerodur or ule blank
is about $12k.

He is very comfortable with lambda/20 optics and has built
much harder things.  He sounds pretty good.

He would give us raw interferograms.  Is that OK?
1:6 aspect ratio.

Who would you have flats made by?

I agree that we are pretty much done on the Relay optics
aside from the few odd questions like those above.
Go ahead and bill on the Relay.

I would love to get going on the WFS optics.  I have asked the
ME for an envelope drawing.  I will forward that as soon as I get it.
Do you want to get together to talk about the WFS?

Doug


----- Original Message ----- 
From: Chris Shelton <shelton@mtwilson.edu>
To: Doug Toomey <toomey@ifa.hawaii.edu>
Sent: Friday, April 07, 2000 2:03 AM
Subject: Re: irtf ao relay specs


| > Hi Doug,
| 
| > I have converted optics units and coordinates into the apparent units and coordinates
| > of your email and tabulated the result with your email, below.  The conversion I used
| > was
| >   email_z = optics_y + 11.01
| >   email_x = optics_x - 1002.40
| >   email_y = -optics_z + 1254.68,
| > where all these dimensions are in mm.
| 
| > The agreement between the converted raytrace coordinates and your email is within 0.001 inch except for
| > your z coordinate of OAP1 (collimator), which differs by 0.010 inch, and your z coordinate of OAP2
| > (camera), which differs by 0.014 inch (see listing).  This sounds good enough to fly with to me.
| >
| > The detective work to figure out the coordinate transformation, the conversion of the coordinates and
| > this write up took about 5 hours.  Had we been using the same coordinate system, it would have taken
| > about 1 hour.  When you and I first talked last August, we discussed coordinates systems, and I believe
| > we agreed on a right-handed system with the origin at the primary vertex with z along the optic axis
| > pointing down.  This is a fairly standard system for large telescopes.  It was also the system used in
| > John Raynor's file spex2tel.zmx that you gave me about the same time.  That he and I had independently
| > picked the same coordinate system was reassuring, and I thought that we had a standard.
| >
| > While I sympathize with those machinists and mechanical designers who prefer to work in inches, and don't
| > take a strong stand on the mm vs inches issue, can we at least agree on an origin and axes direction?  It
| > doesn't take too long or a lot of neurons to convert between mm and inches, but the rotations and offsets
| > make for a lot of slow manual labor.  Of course, if you standardize the units, that can only help too.
| >
| > Regarding the request for final sizes for the optics, I'm assuming that you have already relayed these to
| > your mechanical designer, per the email I sent before going to Munich.  Let me know if that isn't so, or
| > if there is anything else I need to do on the relay.  You and I would both like to close off the AO relay
| > phase.
| 
| > We also need to talk about the WFS layout.  I will get started on the non-folded WFS optics now, which
| > should give you a chance to think about envelope dimensions for the WFS.
| 
| > Cheers,
| 
| > Chris Shelton
| 
| >
| > Doug Toomey wrote:
| > Hi,
| > could you please verify the coordinates of the optics in the
| > mechanical design.  I want to make sure that we are all on the
| > same version.
| > Doug
| > Below you'll find coordiante information taken from the latest raytrace in our cad system.
| > This information should be verified for its correctness by the optical engineer.
| > Notes: a) The first focal plane, located near Fold 2, was taken as the origin of coordinates.
| >           b) Dimension are in inches.
| >           c) Coordinate information is always with respect to the center/vertex of the optical
| >               element indicated in the raytrace by a crosshair.
| > A) First focal plane  ( 0, 0, 0)
| >    Surface 13              0.000, 0.000, 0.000
| >
| > B) Fold 2                ( -3.331927, 0, 0.433401)
| >    Surface 10              -3.332, 0.000, 0.433
| >
| > C) Fold 1                (39.46448, 4.419417, 0.433401)
| >    Surface 6               39.464, 4.420, 0.433
| >
| > D) Fold 3                (39.46448, 0, 0.433401)
| >    Surface 25            39.464, 0.000, 0.433
| >
| > E) OAP 1                (75.10334, 0, -9.759044)
| >    Surface 15              75.103, 0.000, -9.769
| >
| > F) OAP 2                (73.22512, 0, -0.3883072)
| >    Surface 21              73.224, 0.000, -0.374
| >
| > G) DM                    (-16.00922, 0, -10.69548)
| >    Surface 18             -16.009, 0.000, -10.695
| >
| > H) 2nd focal plane   (39.46448, -41.96457, 0.433401)
| >    Surface 27            39.465, -41.965, 0.433
| >
| > I) Primary               (39.46448, 49.39681, 0.433401)
| >    Surface 1              39.465, 49.397, 0.433
| >
| > J) Secondary          (39.46448, 325.8151, 0.433401)
| >    Surface 2              39.465, 325.815, 0.433
| > It was observed in the raytrace that some of the elements, notably the flats, do not have enough
| > oversize. In order for us to start designing the mounts for all the optics, it is of primary importance
| > to have ALL THE FINAL SIZES FOR THE OPTICS.
| >
| 
| 


From - Tue Apr 04 17:56:50 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <38EA8F44.8C4BBABF@mtwilson.edu>
Date: Tue, 04 Apr 2000 17:56:36 -0700
From: Chris Shelton <shelton@mtwilson.edu>
X-Mailer: Mozilla 4.7 [en] (Win98; I)
X-Accept-Language: en
MIME-Version: 1.0
To: Doug Toomey <toomey@ifa.hawaii.edu>
Subject: Re: irtf ao relay specs
References: <38CC17E1.8FA2AA12@mtwilson.edu> <040001bf9e79$dcb760a0$1b4cab80@ifa.hawaii.edu>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Doug,

You are correct, the "diameters" are radii.  Here are
corrected figures for parts 4 and 5.

Chris

Part 4 and Part 5
Off-axis parabolas (two identical parts)

    1914.3 mm focal length
    267.72 mm decenter
    128 mm clear aperture
    148 mm part diameter
    25 mm min thickness (for 6:1)

Doug Toomey wrote:

> Hi Chris,
>
> On the IRTF Ao relay.
> Part 4 and 5 -  I think that you have the wrong diameters.
> they look like radii.  can you check?
>
> Doug
>
> ----- Original Message -----
> From: Chris Shelton <cshelton@mtwilson.edu>
> To: <toomey@ifa.hawaii.edu>
> Sent: Sunday, March 12, 2000 12:19 PM
> Subject: irtf ao relay specs
>
> | Doug,
> |
> | Here are the IRTF AO relay component specs.  I put in dimensions for
> | both round and rectangular insertable flats -- your choice.  Let
> | me know if this is ok or if you want more.
> |
> | I leave for the mainland Wednesday 3/15, go to Germany from there,
> | back Tuesday 4/4.  Let's talk about what you want done in the
> | few days left.
> |
> | Chris
> |
> | Common specs
> |   1/4 wave p-v at 633 nm at full aperture
> |   1/8                       half aperture
> |   1/10                      quarter aperture
> |   All size dimensions +/- 0.2 mm.
> |   Material: zerodur or silica, vendor's choice.
> |
> | Part 1
> |   Round flat mirror
> |   114 mm clear aperture
> |   134 mm part diameter
> |   22 mm min thickness
> | OR
> |   Rectangular flat mirror
> |   106 x 72 mm clear aperture
> |   126 x 92 mm part size
> |   21 mm min thickness
> |
> | Part 2
> |   Round flat mirror
> |   66 mm clear aperture diameter
> |   86 mm part diameter
> |   14 mm min thickness
> |
> | Part 3
> |   Round flat mirror
> |   126 mm clear aperture diameter
> |   146 mm part diameter
> |   24 mm min thickness
> | OR
> |   Rectangular flat mirror
> |   112 x 80 mm clear aperture
> |   132 x 100 mm part size
> |   22 mm min thickness
> |
> | Part 4 and Part 5
> | Off-axis parabolas (two identical parts)
> |
> |   1914.3 mm focal length +/- 1%
> |   8 degree off-axis angle +/- 0.1 degree
> |   267.72 mm decenter +/- 1%
> |   64 mm clear aperture
> |   84 mm part diameter
> |   14 mm min thickness
> |
> | The focal length, off-axis angle and decenter values are not
> | independent,
> | but are related by
> |
> |   decenter = focal length * 2*sin(angle) / (1 + cos(angle))
> |

From - Fri Apr 07 05:04:07 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <38EDCE9D.896A44B1@mtwilson.edu>
Date: Fri, 07 Apr 2000 05:03:42 -0700
From: Chris Shelton <shelton@mtwilson.edu>
X-Mailer: Mozilla 4.7 [en] (Win98; I)
X-Accept-Language: en
MIME-Version: 1.0
To: Doug Toomey <toomey@ifa.hawaii.edu>
Subject: Re: irtf ao relay specs
References: <38CC17E1.8FA2AA12@mtwilson.edu> <041a01bf9e7a$3bec3dc0$1b4cab80@ifa.hawaii.edu>
Content-Type: text/plain; charset=iso-8859-1
Content-Transfer-Encoding: 8bit

> Hi Doug,

> I have converted optics units and coordinates into the apparent units and coordinates
> of your email and tabulated the result with your email, below.  The conversion I used
> was
>   email_z = optics_y + 11.01
>   email_x = optics_x - 1002.40
>   email_y = -optics_z + 1254.68,
> where all these dimensions are in mm.

> The agreement between the converted raytrace coordinates and your email is within 0.001 inch except for
> your z coordinate of OAP1 (collimator), which differs by 0.010 inch, and your z coordinate of OAP2
> (camera), which differs by 0.014 inch (see listing).  This sounds good enough to fly with to me.
>
> The detective work to figure out the coordinate transformation, the conversion of the coordinates and
> this write up took about 5 hours.  Had we been using the same coordinate system, it would have taken
> about 1 hour.  When you and I first talked last August, we discussed coordinates systems, and I believe
> we agreed on a right-handed system with the origin at the primary vertex with z along the optic axis
> pointing down.  This is a fairly standard system for large telescopes.  It was also the system used in
> John Raynor’s file spex2tel.zmx that you gave me about the same time.  That he and I had independently
> picked the same coordinate system was reassuring, and I thought that we had a standard.
>
> While I sympathize with those machinists and mechanical designers who prefer to work in inches, and don’t
> take a strong stand on the mm vs inches issue, can we at least agree on an origin and axes direction?  It
> doesn’t take too long or a lot of neurons to convert between mm and inches, but the rotations and offsets
> make for a lot of slow manual labor.  Of course, if you standardize the units, that can only help too.
>
> Regarding the request for final sizes for the optics, I’m assuming that you have already relayed these to
> your mechanical designer, per the email I sent before going to Munich.  Let me know if that isn't so, or
> if there is anything else I need to do on the relay.  You and I would both like to close off the AO relay
> phase.

> We also need to talk about the WFS layout.  I will get started on the non-folded WFS optics now, which
> should give you a chance to think about envelope dimensions for the WFS.

> Cheers,

> Chris Shelton

>
> Doug Toomey wrote:
> Hi,
> could you please verify the coordinates of the optics in the
> mechanical design.  I want to make sure that we are all on the
> same version.
> Doug
> Below you'll find coordiante information taken from the latest raytrace in our cad system.
> This information should be verified for its correctness by the optical engineer.
> Notes: a) The first focal plane, located near Fold 2, was taken as the origin of coordinates.
>           b) Dimension are in inches.
>           c) Coordinate information is always with respect to the center/vertex of the optical
>               element indicated in the raytrace by a crosshair.
> A) First focal plane  ( 0, 0, 0)
>    Surface 13              0.000, 0.000, 0.000
>
> B) Fold 2                ( -3.331927, 0, 0.433401)
>    Surface 10              -3.332, 0.000, 0.433
>
> C) Fold 1                (39.46448, 4.419417, 0.433401)
>    Surface 6               39.464, 4.420, 0.433
>
> D) Fold 3                (39.46448, 0, 0.433401)
>    Surface 25            39.464, 0.000, 0.433
>
> E) OAP 1                (75.10334, 0, -9.759044)
>    Surface 15              75.103, 0.000, -9.769
>
> F) OAP 2                (73.22512, 0, -0.3883072)
>    Surface 21              73.224, 0.000, -0.374
>
> G) DM                    (-16.00922, 0, -10.69548)
>    Surface 18             -16.009, 0.000, -10.695
>
> H) 2nd focal plane   (39.46448, -41.96457, 0.433401)
>    Surface 27            39.465, -41.965, 0.433
>
> I) Primary               (39.46448, 49.39681, 0.433401)
>    Surface 1              39.465, 49.397, 0.433
>
> J) Secondary          (39.46448, 325.8151, 0.433401)
>    Surface 2              39.465, 325.815, 0.433
> It was observed in the raytrace that some of the elements, notably the flats, do not have enough
> oversize. In order for us to start designing the mounts for all the optics, it is of primary importance
> to have ALL THE FINAL SIZES FOR THE OPTICS.
>

From - Fri Apr 07 17:50:32 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <38EE8233.6FFBC72C@mtwilson.edu>
Date: Fri, 07 Apr 2000 17:49:56 -0700
From: Chris Shelton <shelton@mtwilson.edu>
X-Mailer: Mozilla 4.7 [en] (Win98; I)
X-Accept-Language: en
MIME-Version: 1.0
To: Doug Toomey <toomey@ifa.hawaii.edu>
Subject: Re: irtf ao relay specs
References: <38CC17E1.8FA2AA12@mtwilson.edu> <041a01bf9e7a$3bec3dc0$1b4cab80@ifa.hawaii.edu> <38EDCE9D.896A44B1@mtwilson.edu> <04fa01bfa0d5$e0cef140$1b4cab80@ifa.hawaii.edu>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hi Doug,


> Not sure what the ~.01 errors are but the spec on the oap focal length
> Tolarence is about 10 mm so I doubt that it matters.

The error is on decenter, so I'll check the sideways tolerance when I'm wading
in zemax next.  My guess is 0.010 inch = 0.25 mm of decenter translates to
1/100 wave of astigmatism.  DM will eat it, and you'd never see it anyway.

This is the off-axis decenter; when you are tuning an OAP, you move in and out on
this axis (or the off-axis angle, no diff), to null astigmatism.  If you embed the OAPs
in an AO system, bolting the mirror at the nominal position works fine, and you can
let the AO eat any residual astigmatism from being off-nominal.

> How well to the two off-axis distances have to match?

If they don't match, the plate scale changes a bit, no biggie.  If they are off nominal
absolutely (each mirror vs its own spec), the pupil mapping is off, which is painful
when you get to 1/8 of a subaperture size.  Is this a five-ring curvature system?
Guessing that it is, that's nine subaps across the pupil, so 1/72 is the pupil reg
tolerance.  So 1% is a good spec on focal length tolerance, and each OAP should
meet it independently of the other.  No matching spec needed.

> What alignment accuracy is required?

A mm on positional accuracy, 0.1 degree in off-axis angle,
0.5 degree in clocking (spinning the mirror in its holder).

>
> He would give us raw interferograms.  Is that OK?

Sure.

> Who would you have flats made by?

Doesn't matter a whole lot.  Maybe the OAP guy would bid on knocking them off.
Anything close to stock, you could order next bigger from Melles Griot and have
them size them down.  I've ordered big flats from Melles Griot, but you can probably
do better on price to contact the optics job shops directly.  There are a ton of
them on optics alley (Edinger Ave. in Orange Co., CA), close to the Newport and
Melles Griot home offices there.  As of two years ago, Melles Griot couldn't do
enhanced silver -- I had some of their mirrors stripped and recoated at Denton, who
can do good enhanced silver.  You can always do coating separately from fab; not
a bad idea, since Denton does the best coatings, and is not a fab house.  If you want
some names, I can suggest some, although all I'd really do is look at old POs and in the
Laser Focus Buyer's Guide, and ask the CHARA, Palomar and JPL interferometer folks
about their recent experiences, as they have bought a lot of parts in the last year.

> I agree that we are pretty much done on the Relay optics
> aside from the few odd questions like those above.
> Go ahead and bill on the Relay.

Hey, thanks, will do.  It's been fun so far.

> Do you want to get together to talk about the WFS?

Yep, say, after I have a chance to digest the soon-to-come envelope
drawings.

On another front, isn't there a meeting coming up about the Gemini AO coronagraph?
It would be a huge favor if you could see your way clear to inviting me, as there is
a guy (Keith Taylor) from Australia that I need to interview with for a possible CELT
job that will be there.  If the job comes through, it should be of benefit to you; I've listed
the NICI job with them (Caltech) as a preexisting committment, plus the job would be
an excellent place to steer instrumentation orders from.

On the issue of how much to say or not say about the 2-mirror concept, that's your call,
and I'll respect your wishes.  I will at some point want to either publish or propose the
concept, but I fully understand that the nici job may not be the place to start it.  Having
said that, if you want a 5 min discussion of the concept, I'd be happy to present it, being
careful not to advocate it for the current design.

Question: would the 2-mirror concept be more attractive to you as an official and paid
upgrade?  I would think that would be a realistic line to draw.  I must say that if I put myself
in Gemini shoes, that I would be exactly neutral.  Do I spend design money on a promising but
untried concept that saves two mirrors and some manufacturing costs, or go with a proven
but expensive 4-mirror concept?  As an optical designer, I know the thing will work (it
feels right and has good math both), but is that enough to justify changing course on a
fairly large project already underway?  Hey, at least I give you choices.

Hasta,

Chris

From ???@??? Fri Aug 6 16:23:18 1999
To: toomey@ifa.hawaii.edu
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: ratrace
Cc: 
Bcc: 
X-Attachments: C:\MK\IRTF5.PDF;
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

Doug,

irtf5.pdf is attached

Chris

From ???@??? Mon Aug 9 14:39:37 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id OAA01717
	for <cshelton@keck.hawaii.edu>; Mon, 9 Aug 1999 14:43:36 -1000 (HST)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.76.21])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id OAA23793
	for <cshelton@keck.hawaii.edu>; Mon, 9 Aug 1999 14:43:29 -1000 (HST)
Received: from wobbegibg.ifa.hawaii.edu (wobbegong [128.171.76.27])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id OAA06691
	for <cshelton@keck.hawaii.edu>; Mon, 9 Aug 1999 14:43:13 -1000 (HST)
Message-ID: <002f01bee2c9$674a9ec0$1b4cab80@wobbegibg.ifa.hawaii.edu>
From: "Doug Toomey" <toomey@ifa.hawaii.edu>
To: "Chris Shelton" <cshelton@keck.hawaii.edu>
Subject: Re: ratrace
Date: Mon, 9 Aug 1999 14:43:38 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 4.72.2106.4
X-MimeOLE: Produced By Microsoft MimeOLE V4.72.2106.4
X-UIDL: e9be10882f89bd9b8bf7a52c55dc8ec4
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

I got the error message:

There was an error opening irtf5.pdf, could not repair file.

so I could not look at it

Why don't you try post script and I will see if that works.

Doug


-----Original Message-----
From: Chris Shelton <cshelton@keck.hawaii.edu>
To: toomey@ifa.hawaii.edu <toomey@ifa.hawaii.edu>
Date: Friday, August 06, 1999 4:31 PM
Subject: ratrace


>Doug,
>
>irtf5.pdf is attached
>
>Chris
>


From ???@??? Mon Aug 9 14:48:44 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id OAA01798
	for <cshelton@hapuna.keck.hawaii.edu>; Mon, 9 Aug 1999 14:52:48 -1000 (HST)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.76.21])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id OAA23865;
	Mon, 9 Aug 1999 14:52:47 -1000 (HST)
Received: from wobbegibg.ifa.hawaii.edu (wobbegong [128.171.76.27])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id OAA06729;
	Mon, 9 Aug 1999 14:52:47 -1000 (HST)
Message-ID: <004801bee2ca$b87e2ae0$1b4cab80@wobbegibg.ifa.hawaii.edu>
From: "Doug Toomey" <toomey@ifa.hawaii.edu>
To: <cshelton@hapuna.keck.hawaii.edu>
Subject: Draft SOW
Date: Mon, 9 Aug 1999 14:53:11 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 4.72.2106.4
X-MimeOLE: Produced By Microsoft MimeOLE V4.72.2106.4
X-UIDL: d3e0776bdb0345e4eb1e4a249d069873
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

Hi,

Here is the first cut let me now what you think.

Doug

Statement of work

The IRTF is embarking on an important and progressive project
to improve the quality of images at the telescope.  That project is
the installation of an Adaptive Optics(AO) system that will cancel
image degradation caused by the atmosphere and telescope
optics.  This system will improve the images and sensitivites
on the telescope by about a factor of 5-10 resulting in very sharp images
in a fraction of the time. This system will specifically target
planetary observations and will produce images of the planets
that will exceed many of those from spacecraft.  

In order to maximize the utility of the new AO system we require the
assistance of an experienced Adaptive Optics Systems Optical
Design Consultant.  The Optical Design Consultant will:


1)Develop a conceptual model for the IRTF Adaptive Optics Relay

2) Develop a conceptual model for the IRTF Adaptive Optics Wavefront Sensor

3) Contribute to the development of the conceptual model for the 
on-axis acquisition camera, off- axis guide camera and high
resolution wavefront sensor/visible photometric camera.

4) Participate in a review meeting of the concepts mentioned in 1,2 and 3

5) Develop final designs for the Adaptive Optics Relay and the 
Adaptive Optics Wavefront Sensor suitible for building.
The delivered documentation will include:

Full ray trace data in Zemax compatible format
Manufacturing specifications for the curved optics or lenses
Spot diagrams vs. field and wavelength 
Strehl vs. field and wavelength 
Positional Tolerance information - translations and tilts
DXF File that includes chief ray and four marginal rays 
Recommendations on surface errors and rougness



From ???@??? Mon Aug 9 15:05:48 1999
To: "Doug Toomey" <toomey@ifa.hawaii.edu>
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: ratrace, take two
Cc: 
Bcc: 
X-Attachments: C:\MK\IRTF5.EPS; C:\MK\IRTF5.PDF;
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

At 02:43 PM 8/9/1999 -1000, you wrote:
>I got the error message:
>
>There was an error opening irtf5.pdf, could not repair file.
>
>so I could not look at it
>
>Why don't you try post script and I will see if that works.
>
>Doug


here's both -c

From ???@??? Mon Aug 9 15:48:08 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id PAA02297
	for <cshelton@hapuna.keck.hawaii.edu>; Mon, 9 Aug 1999 15:50:45 -1000 (HST)
Received: from galileo.ifa.hawaii.edu (galileo.IfA.Hawaii.Edu [128.171.160.7])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id PAA24293;
	Mon, 9 Aug 1999 15:50:44 -1000 (HST)
Received: (from rayner@localhost)
	by galileo.ifa.hawaii.edu (8.9.0/8.9.0) id PAA22668;
	Mon, 9 Aug 1999 15:50:44 -1000 (HST)
Date: Mon, 9 Aug 1999 15:50:44 -1000 (HST)
From: John Rayner <rayner@IfA.Hawaii.Edu>
Message-Id: <199908100150.PAA22668@galileo.ifa.hawaii.edu>
To: cshelton@hapuna.keck.hawaii.edu, toomey@IfA.Hawaii.Edu
Subject: Re: Draft SOW
X-UIDL: cc3ba68da38653f2469d4372d20fe83d
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Doug,

>in a fraction of the time. This system will specifically target
planetary observations and will produce images of the planets
that will exceed many of those from spacecraft.  

AO should be targeted to improve spatial resolution and 
sensitivity of IR cameras AND IR spectrographs. It will
significantly improve the quality of IRTF's planetary
projects but it can't hope to compete with most spacecraft
imaging. Increasing light through the slit will probably
enable better all round science than AO imaging...but I'm
biased.

John


From ???@??? Mon Aug 9 15:53:13 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id PAA02371
	for <cshelton@keck.hawaii.edu>; Mon, 9 Aug 1999 15:57:12 -1000 (HST)
Received: from galileo.ifa.hawaii.edu (galileo.IfA.Hawaii.Edu [128.171.160.7])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id PAA24365
	for <cshelton@keck.hawaii.edu>; Mon, 9 Aug 1999 15:57:11 -1000 (HST)
Received: from localhost (doc@localhost)
	by galileo.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id PAA22714;
	Mon, 9 Aug 1999 15:57:10 -1000 (HST)
Date: Mon, 9 Aug 1999 15:57:10 -1000 (HST)
From: "Dan O'Connor" <doc@IfA.Hawaii.Edu>
To: Doug Toomey <toomey@galileo.ifa.hawaii.edu>
cc: Bob Joseph <joseph@galileo.ifa.hawaii.edu>,
        John Rayner <rayner@galileo.ifa.hawaii.edu>,
        John Sender <sender@galileo.ifa.hawaii.edu>, cshelton@keck.hawaii.edu
Subject: A/O meeting
Message-ID: <Pine.SOL.3.96.990809154558.18650D-100000@galileo>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
X-UIDL: b58ff56967caa0e6032ef6b121247231
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000


Hi Doug - I'm trying to set up a meeting to hammer out some A/O issues.

I am composing a list of technical questions to be discussed, and this
will determine the agenda.

Would like to have Buzz and Malcolm attend and any interested IRTF staff
and especially John Rayner and John Sender. 

Constraints: Malcolm won't be back til the 16th of Aug, so I initially
thought that the 17th would be good. I learned that you
will be out of town on this date...(til when).

Chris seems pretty flexible as well as Buzz and myself. Let me know a
date you can make it.  

Thanks,

Dan O'C


From ???@??? Tue Aug 10 11:39:26 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id LAA07970
	for <cshelton@keck.hawaii.edu>; Tue, 10 Aug 1999 11:42:49 -1000 (HST)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.76.21])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id LAA00651;
	Tue, 10 Aug 1999 11:42:47 -1000 (HST)
Received: from wobbegibg.ifa.hawaii.edu (wobbegong [128.171.76.27])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id LAA09215;
	Tue, 10 Aug 1999 11:42:47 -1000 (HST)
Message-ID: <006a01bee379$5dbbf6a0$1b4cab80@wobbegibg.ifa.hawaii.edu>
From: "Doug Toomey" <toomey@ifa.hawaii.edu>
To: "Chris Shelton" <cshelton@keck.hawaii.edu>
Cc: <doc@ifa.hawai.edu>
Subject: prod
Date: Tue, 10 Aug 1999 11:43:21 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 4.72.2106.4
X-MimeOLE: Produced By Microsoft MimeOLE V4.72.2106.4
X-UIDL: f086e8fcbea5fe5cefa31a876bf3aad6
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

Hi,

Any progress on picking a time for me to visit.

I go the ps file and it worked, thanks.

Doug


From ???@??? Tue Aug 10 16:07:46 1999
To: "Doug Toomey" <toomey@ifa.hawaii.edu>
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: prod
Cc: 
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Hi Doug,

Wed, Thurs, Fri are all ok.  I got your note about Friday.
Dan O'Conner called, said he would consult you about scheduling
a meeting on the Gemini biz. Did he ever get through to you?

Chris

>Hi,
>
>Any progress on picking a time for me to visit.
>
>I go the ps file and it worked, thanks.
>
>Doug
>
>
>

From ???@??? Wed Aug 11 11:33:28 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id LAA16390
	for <cshelton@keck.hawaii.edu>; Wed, 11 Aug 1999 11:37:27 -1000 (HST)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.76.21])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id LAA10096
	for <cshelton@keck.hawaii.edu>; Wed, 11 Aug 1999 11:37:26 -1000 (HST)
Received: from wobbegibg.ifa.hawaii.edu (wobbegong [128.171.76.27])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id LAA12618
	for <cshelton@keck.hawaii.edu>; Wed, 11 Aug 1999 11:37:26 -1000 (HST)
Message-ID: <000d01bee441$ce760200$1b4cab80@wobbegibg.ifa.hawaii.edu>
From: "Doug Toomey" <toomey@ifa.hawaii.edu>
To: "Chris Shelton" <cshelton@keck.hawaii.edu>
Subject: Re: prod
Date: Wed, 11 Aug 1999 11:38:09 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 4.72.2106.4
X-MimeOLE: Produced By Microsoft MimeOLE V4.72.2106.4
X-UIDL: a9232b2fb0525caf3a13560a865d3161
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Hi 

How about Thursday afternoon?  I think that Dan will come over too.

Doug
-----Original Message-----
From: Chris Shelton <cshelton@keck.hawaii.edu>
To: Doug Toomey <toomey@ifa.hawaii.edu>
Date: Tuesday, August 10, 1999 4:12 PM
Subject: Re: prod


>Hi Doug,
>
>Wed, Thurs, Fri are all ok.  I got your note about Friday.
>Dan O'Conner called, said he would consult you about scheduling
>a meeting on the Gemini biz. Did he ever get through to you?
>
>Chris
>
>>Hi,
>>
>>Any progress on picking a time for me to visit.
>>
>>I go the ps file and it worked, thanks.
>>
>>Doug
>>
>>
>>
>
>


From ???@??? Wed Aug 11 12:14:40 1999
To: "Doug Toomey" <toomey@ifa.hawaii.edu>
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: prod
Cc: 
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Hi Doug,

Thursday afternoon is just fine.

Chris

>Hi 
>
>How about Thursday afternoon?  I think that Dan will come over too.
>
>Doug
>-----Original Message-----
>From: Chris Shelton <cshelton@keck.hawaii.edu>
>To: Doug Toomey <toomey@ifa.hawaii.edu>
>Date: Tuesday, August 10, 1999 4:12 PM
>Subject: Re: prod
>
>
>>Hi Doug,
>>
>>Wed, Thurs, Fri are all ok.  I got your note about Friday.
>>Dan O'Conner called, said he would consult you about scheduling
>>a meeting on the Gemini biz. Did he ever get through to you?
>>
>>Chris
>>
>>>Hi,
>>>
>>>Any progress on picking a time for me to visit.
>>>
>>>I go the ps file and it worked, thanks.
>>>
>>>Doug
>>>
>>>
>>>
>>
>>
>
>
>

From ???@??? Wed Aug 11 12:18:42 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id MAA16905
	for <cshelton@keck.hawaii.edu>; Wed, 11 Aug 1999 12:22:36 -1000 (HST)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.76.21])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id MAA10494
	for <cshelton@keck.hawaii.edu>; Wed, 11 Aug 1999 12:22:35 -1000 (HST)
Received: from wobbegibg.ifa.hawaii.edu (wobbegong [128.171.76.27])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id MAA12794
	for <cshelton@keck.hawaii.edu>; Wed, 11 Aug 1999 12:22:36 -1000 (HST)
Message-ID: <003301bee448$1ddaa840$1b4cab80@wobbegibg.ifa.hawaii.edu>
From: "Doug Toomey" <toomey@ifa.hawaii.edu>
To: "Chris Shelton" <cshelton@keck.hawaii.edu>
Subject: Re: prod
Date: Wed, 11 Aug 1999 12:23:19 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 4.72.2106.4
X-MimeOLE: Produced By Microsoft MimeOLE V4.72.2106.4
X-UIDL: fae8d8d3a4ed4191e546f24323e64cce
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

We will be there at aroudn 2:00pm

Doug
-----Original Message-----
From: Chris Shelton <cshelton@keck.hawaii.edu>
To: Doug Toomey <toomey@ifa.hawaii.edu>
Date: Wednesday, August 11, 1999 12:19 PM
Subject: Re: prod


>Hi Doug,
>
>Thursday afternoon is just fine.
>
>Chris
>
>>Hi 
>>
>>How about Thursday afternoon?  I think that Dan will come over too.
>>
>>Doug
>>-----Original Message-----
>>From: Chris Shelton <cshelton@keck.hawaii.edu>
>>To: Doug Toomey <toomey@ifa.hawaii.edu>
>>Date: Tuesday, August 10, 1999 4:12 PM
>>Subject: Re: prod
>>
>>
>>>Hi Doug,
>>>
>>>Wed, Thurs, Fri are all ok.  I got your note about Friday.
>>>Dan O'Conner called, said he would consult you about scheduling
>>>a meeting on the Gemini biz. Did he ever get through to you?
>>>
>>>Chris
>>>
>>>>Hi,
>>>>
>>>>Any progress on picking a time for me to visit.
>>>>
>>>>I go the ps file and it worked, thanks.
>>>>
>>>>Doug
>>>>
>>>>
>>>>
>>>
>>>
>>
>>
>>
>
>


From ???@??? Wed Aug 11 14:28:40 1999
To: "Doug Toomey" <toomey@ifa.hawaii.edu>
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: prod
Cc: 
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Doug,

I'm looking forward to it.

Chris

>We will be there at aroudn 2:00pm
>
>Doug

From ???@??? Thu Aug 12 14:30:45 1999
To: "Doug Toomey" <toomey@ifa.hawaii.edu>,doc@ifa.hawaii.edu
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: Draft SOW
Cc: 
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000


Statement of work

The IRTF is embarking on an important and progressive project
to improve the quality of images at the telescope.  That project is
the installation of an Adaptive Optics(AO) system that will cancel
image degradation caused by the atmosphere and telescope
optics.  This system will improve the images and sensitivites
on the telescope by about a factor of 5-10 resulting in very sharp images
in a fraction of the time. This system will specifically target
planetary observations and will produce images of the planets
comparable to that of Space Telescope, but in the infrared.

In order to maximize the utility of the new AO system we require the
assistance of an experienced Adaptive Optics Systems Optical
Design Consultant.  The Optical Design Consultant will:


1)Develop a conceptual model for the IRTF Adaptive Optics Relay.

2) Develop a conceptual model for the IRTF Adaptive Optics Wavefront Sensor

3) Contribute to the development of the conceptual model for the 
on-axis acquisition camera, off-axis guide camera and high
resolution wavefront sensor/visible photometric camera.

4) Participate in a review meeting of the concepts mentioned in 1,2 and 3

5) Develop final designs for the Adaptive Optics Relay and the 
Adaptive Optics Wavefront Sensor suitable for building.
The delivered documentation will include:

Full ray trace data in Zemax compatible format
Manufacturing specifications for the curved optics or lenses
Spot diagrams vs. field and wavelength 
Strehl vs. field and wavelength 
Positional Tolerance information - translations and tilts
DXF File that includes chief ray and four marginal rays 
Recommendations on surface errors and rougness.



From ???@??? Fri Aug 13 10:49:16 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id KAA05350
	for <cshelton@keck.hawaii.edu>; Fri, 13 Aug 1999 10:46:43 -1000 (HST)
Received: from galileo.ifa.hawaii.edu (galileo.IfA.Hawaii.Edu [128.171.160.7])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id KAA27224
	for <cshelton@keck.hawaii.edu>; Fri, 13 Aug 1999 10:46:43 -1000 (HST)
Received: from localhost (doc@localhost)
	by galileo.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id KAA20958
	for <cshelton@keck.hawaii.edu>; Fri, 13 Aug 1999 10:46:42 -1000 (HST)
Date: Fri, 13 Aug 1999 10:46:42 -1000 (HST)
From: "Dan O'Connor" <doc@IfA.Hawaii.Edu>
To: cshelton@keck.hawaii.edu
Message-ID: <Pine.SOL.3.96.990813104437.23054E-100000@galileo>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
X-UIDL: 89d29097b689618d46c5014b23450ad5
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000


Chris -

	A good meeting yesterday, glad I came.
	I would still like  a copy of the French paper w/re
	the transfer optics if you get a chance.

	Dan O'Connor
	Institute for Astronomy
	2680 Woodlawn Dr.
	Honolulu, HI 96822

	Mahalo Nui

	Daniel
	


From ???@??? Fri Aug 13 15:31:19 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id PAA08018
	for <cshelton@keck.hawaii.edu>; Fri, 13 Aug 1999 15:21:03 -1000 (HST)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.76.21])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id PAA29207
	for <cshelton@keck.hawaii.edu>; Fri, 13 Aug 1999 15:21:03 -1000 (HST)
Received: from wobbegibg.ifa.hawaii.edu (wobbegong [128.171.76.27])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id PAA20455;
	Fri, 13 Aug 1999 15:21:02 -1000 (HST)
Message-ID: <003701bee5f2$83cdc6e0$1b4cab80@wobbegibg.ifa.hawaii.edu>
From: "Doug Toomey" <toomey@ifa.hawaii.edu>
To: "Chris Shelton" <cshelton@keck.hawaii.edu>
Cc: <hughes@jeans.ifa.hawaii.edu>
Subject: Re: prod
Date: Fri, 13 Aug 1999 15:15:31 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 4.72.2106.4
X-MimeOLE: Produced By Microsoft MimeOLE V4.72.2106.4
X-UIDL: 553b5e3ae7a88971b72110566d11a987
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Hi,

I have sent the SOW and the sole source justification through.  It will be waiting
on your quote.  Please send it directly to Karan Hughes at

hughes.ifa.hawaii.edu

or Fax it to here at

988-3893

Aloha,

Doug


From ???@??? Fri Aug 13 18:54:18 1999
To: "Dan O'Connor" <doc@IfA.Hawaii.Edu>
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: paper
Cc: toomey@ifa.hawaii.edu
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Hi Daniel,

I referred to the optics paper in my SPIE article on the MMT AO (SPIE 3126,
pp 2-7) --

  Ghedina,  A., Ragazzoni. R., "Optimum configurations for two off-axis
parabolae relay," to be published in Journal of Modern Optics.

They gave me a preprint, which I think is in a box in my garage.  I'll see 
if I can dig it out on the weekend.  If you have access to a computerized
library search, maybe you can find it faster that way, in which case,
let me know.

Chris

>
>Chris -
>
>	A good meeting yesterday, glad I came.
>	I would still like  a copy of the French paper w/re
>	the transfer optics if you get a chance.
>
>	Dan O'Connor
>	Institute for Astronomy
>	2680 Woodlawn Dr.
>	Honolulu, HI 96822
>
>	Mahalo Nui
>
>	Daniel
>	
>
>
>

From ???@??? Mon Aug 16 14:33:39 1999
To: hughes@ifa.hawaii.edu
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Quotation
Cc: 
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

Hello, Karan,

Or Karen?  I have a quotation to send you for Doug Toomey's statement of
work -- is this the correct spelling of your name?

Chris Shelton

>Hi,
>
>I have sent the SOW and the sole source justification through.  It will be
waiting
>on your quote.  Please send it directly to Karan Hughes at
>
>hughes.ifa.hawaii.edu
>
>or Fax it to here at
>
>988-3893
>
>Aloha,
>
>Doug

From ???@??? Mon Aug 16 15:05:02 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id PAA25639
	for <cshelton@keck.hawaii.edu>; Mon, 16 Aug 1999 15:08:30 -1000 (HST)
Received: from jeans.ifa.hawaii.edu (jeans.IfA.Hawaii.Edu [128.171.79.127])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id PAA15231
	for <cshelton@keck.hawaii.edu>; Mon, 16 Aug 1999 15:08:30 -1000 (HST)
Received: from [128.171.79.162] (karanmac [128.171.79.162])
	by jeans.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id PAA04651
	for <cshelton@keck.hawaii.edu>; Mon, 16 Aug 1999 15:08:29 -1000 (HST)
Message-Id: <v02140b14b3de6658837c@[128.171.79.162]>
Mime-Version: 1.0
Content-Type: text/plain; charset="us-ascii"
Date: Mon, 16 Aug 1999 15:12:05 -1000
To: Chris Shelton <cshelton@keck.hawaii.edu>
From: hughes@jeans.ifa.hawaii.edu (Karan Hughes)
Subject: Re: Quotation
X-UIDL: b07cb6e2d8354918eb195c5df4a5dffe
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Hi,
Yes, it's Karan.  Can you please let me know if we should make the P.O. out
to Carpe Photon or to Chris Shelton (Christopher??)?  If it's to Carpe
Photon, I will need a Fed. ID number and if it's to you personally, I will
need your Social Security number.  May I have the address, phone and fax
numbers as well.  Thanks.

Karan



>Hello, Karan,
>
>Or Karen?  I have a quotation to send you for Doug Toomey's statement of
>work -- is this the correct spelling of your name?
>
>Chris Shelton
>
>>Hi,
>>
>>I have sent the SOW and the sole source justification through.  It will be
>waiting
>>on your quote.  Please send it directly to Karan Hughes at
>>
>>hughes.ifa.hawaii.edu
>>
>>or Fax it to here at
>>
>>988-3893
>>
>>Aloha,
>>
>>Doug



From ???@??? Tue Aug 17 10:07:58 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id IAA00707
	for <cshelton@keck.hawaii.edu>; Tue, 17 Aug 1999 08:43:50 -1000 (HST)
Received: from galileo.ifa.hawaii.edu (galileo.IfA.Hawaii.Edu [128.171.160.7])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id IAA19959
	for <cshelton@keck.hawaii.edu>; Tue, 17 Aug 1999 08:43:46 -1000 (HST)
Received: from localhost (doc@localhost)
	by galileo.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id IAA09449
	for <cshelton@keck.hawaii.edu>; Tue, 17 Aug 1999 08:43:47 -1000 (HST)
Date: Tue, 17 Aug 1999 08:43:47 -1000 (HST)
From: "Dan O'Connor" <doc@IfA.Hawaii.Edu>
To: cshelton@keck.hawaii.edu
Subject: Re: SPeX spacer (fwd)
Message-ID: <Pine.SOL.3.96.990817084139.23054L-100000@galileo>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
X-UIDL: b9cbbfeb30cf5b4dbd7dca6dfa853ef2
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000


Chris here is some data from John Rayner, designer of SPEX.

I still have to get you one number, that is the dist from
the top of the truck to where the fold mirror can be positioned.

Dan O'C
---------- Forwarded message ----------
Date: Fri, 13 Aug 1999 15:10:46 -1000 (HST)
From: John Rayner <rayner@galileo>
To: doc@galileo
Cc: toomey@galileo
Subject: Re: SPeX spacer

Hi Dan,

Sorry for the delay. Answers:

1.) What is the thickness of the spacer between the Truck and
        SPex?? (I understand the design is finished.)

279.4 mm (11.0ins)

 
2.) What is the distance from the top of the dewar to focus in
        Spex?

434.1mm

The e-mail following this is the raytrace. (You might need
to change the glass names in the .zmx file to whatever you
have for CaF2.) Check the distances I gave you with the
raytrace.

Hope this helps,

John



From ???@??? Tue Aug 17 10:07:58 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id IAA00729
	for <cshelton@keck.hawaii.edu>; Tue, 17 Aug 1999 08:44:35 -1000 (HST)
Received: from galileo.ifa.hawaii.edu (galileo.IfA.Hawaii.Edu [128.171.160.7])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id IAA19970
	for <cshelton@keck.hawaii.edu>; Tue, 17 Aug 1999 08:44:33 -1000 (HST)
Received: from localhost (doc@localhost)
	by galileo.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id IAA09458
	for <cshelton@keck.hawaii.edu>; Tue, 17 Aug 1999 08:44:33 -1000 (HST)
Date: Tue, 17 Aug 1999 08:44:33 -1000 (HST)
From: "Dan O'Connor" <doc@IfA.Hawaii.Edu>
To: cshelton@keck.hawaii.edu
Subject: Forwarded mail....
Message-ID: <Pine.SOL.3.96.990817084354.23054M-100000@galileo>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
X-UIDL: e342ef9256b55bcf05e37cd1133d67df
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000


Here is the zeemax file.

DOC

---------- Forwarded message ----------
Date: Fri, 13 Aug 1999 15:11:04 -1000 (HST)
From: John Rayner <rayner@basil.ifa.hawaii.edu>
To: doc@galileo.ifa.hawaii.edu, toomey@galileo.ifa.hawaii.edu

VERS 7020 657
NAME Location of SpeX cold telescope focal plane
NOTE 1 Notes...
NOTE 2  
NOTE 3  
UNIT MM
FLOA
PUPD 86374.8 3001.76
ENVD -196 0
GFAC 0 0
GCAT schott SW misc jtr miscair
RAIM 1.0E-8 1 1 1 0 0
PUSH 0 0 0 0
SDMA 0 1
FTYP 0
ROPD 2
PICB 1
XFLD 0 0.008 -0.008 -0.0082 0.0082
YFLD 0 0.008 -0.008 -0.0082 0.0082
FWGT 1 1 1 1 1
WAVL 0.9 1.25 1.65 2.2 3.6 4.8
WWGT 1 1 1 1 1 1
PWAV 3
POLS 1 0 1 0 0
GLRS 1
SURF 0
  TYPE STANDARD
  CURV 0 0 0 0
  DISZ INFINITY
  DIAM 0 0 0
SURF 1
  TYPE STANDARD
  CURV 0 0 0 0
  DISZ 0
  DIAM 1517.55054 0 0
  OBSC 0 122
SURF 2
  COMM PRIMARY
  TYPE STANDARD
  CURV -6.54259721e-005 0 0 0
  DISZ -7021.0228
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1
  DIAM 1524 1 0
  CLAP 152 1e+010
SURF 3
  COMM SECONDARY
  STOP
  TYPE STANDARD
  CURV -0.000751385536 0 0 0
  DISZ 7021.0228
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1.314627
  PZUP 2 -1 0
  DIAM 122 1 0
  CLAP 0 1e+010
SURF 4
  COMM PRIMARY POLE
  TYPE STANDARD
  CURV 0 0 0 0
  DISZ 1610.61
  GLAS AIR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 47.7530209 0 0
SURF 5
  COMM FO/VJ ALIGNMENT
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 6
  COMM TOP OF CAL BOX
  TYPE STANDARD
  CURV 0 0 0 0
  DISZ 279.4
  GLAS AIR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 30.7390339 0 0
SURF 7
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  PARM 1 0
  PARM 2 0
  PARM 3 5
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 8
  COMM WINDOW
  TYPE STANDARD
  CURV 0 0 0 0
  DISZ 6.35
  GLAS CAF2T293 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 38.1 1 0
  SQAP 38.0999985 38.0999985
SURF 9
  TYPE STANDARD
  CURV 0 0 0 0
  DISZ 0
  DIAM 38.1 1 0
  SQAP 38.0999985 38.0999985
SURF 10
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  PARM 1 0
  PARM 2 0.33
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 11
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  PARM 1 0
  PARM 2 0
  PARM 3 -5
  PPAR 3 7 -1 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 5
  DIAM 0 1 0
SURF 12
  COMM SQ. BAFFLE
  TYPE STANDARD
  CURV 0 0 0 0
  DISZ 75.47
  DIAM 27.7332225 0 0
  SQAP 30 30
SURF 13
  COMM BAFFLE
  TYPE STANDARD
  CURV 0 0 0 0
  DISZ 60
  DIAM 26.9370197 0 0
  CLAP 0 28.95
SURF 14
  COMM BAFFLE
  TYPE STANDARD
  CURV 0 0 0 0
  DISZ 48
  DIAM 26.3040243 0 0
  CLAP 0 28.3
SURF 15
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  PARM 1 0
  PARM 2 0
  PARM 3 -45
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 16
  COMM DICHROIC
  TYPE STANDARD
  CURV 0 0 0 0
  DISZ 6
  GLAS CAF2T77 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 40 1 0
  SQAP 27.051 36.576
SURF 17
  TYPE STANDARD
  CURV 0 0 0 0
  DISZ 0
  DIAM 40 1 0
  SQAP 27.051 36.576
SURF 18
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  PARM 1 0
  PARM 2 -3.46
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 19
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  TCED 18.4 0 0
  PARM 1 0
  PARM 2 0
  PARM 3 45
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 40
  DIAM 0 0 0
SURF 20
  COMM BAFFLE
  TYPE STANDARD
  CURV 0 0 0 0
  TCED 18.4 0 0
  DISZ 45
  DIAM 25.3550615 0 0
  CLAP 0 27.35
SURF 21
  COMM BAFFLE
  TYPE STANDARD
  CURV 0 0 0 0
  TCED 18.4 0 0
  DISZ 54
  DIAM 24.8803227 0 0
  CLAP 0 26.9
SURF 22
  COMM BAFFLE
  TYPE STANDARD
  CURV 0 0 0 0
  TCED 18.4 0 0
  DISZ 94.3
  DIAM 24.3106365 0 0
  SQAP 22.5 22.5
SURF 23
  COMM F/38.3 TFP
  TYPE STANDARD
  CURV 0 0 0 0
  TCED 18.4 0 0
  DISZ 0
  DIAM 23.3558045 0 0
CONF   1   0              0              0              0              0              0              0   0.0208987187
CTGT  22   1              0              0              0              0              5              1              0
CTGT  22   1              0              0              0              0              5              1              0
CTGT  22   1              0              0              0              0              7              1              0
CTGT  22   1              0              0              0              0              3              1              0
CTGT  22   1              0              0              0              0              5              1              0
DMLT  22   1              0              0    0.167854995    0.290733993           12.6              1              0
TRAR   0   1              0              0    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   1              0              0    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   1              0              0    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   1              0              0    0.335711002              0              0  0.00484813284              0
TRAR   0   1              0              0    0.707107008              0              0  0.00775701227              0
TRAR   0   1              0              0    0.941964984              0              0  0.00484813284              0
TRAR   0   1              0              0    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   1              0              0    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   1              0              0    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   1              0              0   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   1              0              0   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   1              0              0   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   1              0              0   -0.335711002              0              0  0.00484813284              0
TRAR   0   1              0              0   -0.707107008              0              0  0.00775701227              0
TRAR   0   1              0              0   -0.941964984              0              0  0.00484813284              0
TRAR   0   1              0              0   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   1              0              0   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   1              0              0   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   2              0              0    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   2              0              0    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   2              0              0    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   2              0              0    0.335711002              0              0  0.00484813284              0
TRAR   0   2              0              0    0.707107008              0              0  0.00775701227              0
TRAR   0   2              0              0    0.941964984              0              0  0.00484813284              0
TRAR   0   2              0              0    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   2              0              0    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   2              0              0    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   2              0              0   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   2              0              0   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   2              0              0   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   2              0              0   -0.335711002              0              0  0.00484813284              0
TRAR   0   2              0              0   -0.707107008              0              0  0.00775701227              0
TRAR   0   2              0              0   -0.941964984              0              0  0.00484813284              0
TRAR   0   2              0              0   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   2              0              0   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   2              0              0   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   3              0              0    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   3              0              0    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   3              0              0    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   3              0              0    0.335711002              0              0  0.00484813284              0
TRAR   0   3              0              0    0.707107008              0              0  0.00775701227              0
TRAR   0   3              0              0    0.941964984              0              0  0.00484813284              0
TRAR   0   3              0              0    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   3              0              0    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   3              0              0    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   3              0              0   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   3              0              0   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   3              0              0   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   3              0              0   -0.335711002              0              0  0.00484813284              0
TRAR   0   3              0              0   -0.707107008              0              0  0.00775701227              0
TRAR   0   3              0              0   -0.941964984              0              0  0.00484813284              0
TRAR   0   3              0              0   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   3              0              0   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   3              0              0   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   4              0              0    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   4              0              0    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   4              0              0    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   4              0              0    0.335711002              0              0  0.00484813284              0
TRAR   0   4              0              0    0.707107008              0              0  0.00775701227              0
TRAR   0   4              0              0    0.941964984              0              0  0.00484813284              0
TRAR   0   4              0              0    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   4              0              0    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   4              0              0    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   4              0              0   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   4              0              0   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   4              0              0   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   4              0              0   -0.335711002              0              0  0.00484813284              0
TRAR   0   4              0              0   -0.707107008              0              0  0.00775701227              0
TRAR   0   4              0              0   -0.941964984              0              0  0.00484813284              0
TRAR   0   4              0              0   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   4              0              0   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   4              0              0   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   5              0              0    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   5              0              0    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   5              0              0    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   5              0              0    0.335711002              0              0  0.00484813284              0
TRAR   0   5              0              0    0.707107008              0              0  0.00775701227              0
TRAR   0   5              0              0    0.941964984              0              0  0.00484813284              0
TRAR   0   5              0              0    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   5              0              0    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   5              0              0    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   5              0              0   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   5              0              0   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   5              0              0   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   5              0              0   -0.335711002              0              0  0.00484813284              0
TRAR   0   5              0              0   -0.707107008              0              0  0.00775701227              0
TRAR   0   5              0              0   -0.941964984              0              0  0.00484813284              0
TRAR   0   5              0              0   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   5              0              0   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   5              0              0   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   6              0              0    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   6              0              0    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   6              0              0    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   6              0              0    0.335711002              0              0  0.00484813284              0
TRAR   0   6              0              0    0.707107008              0              0  0.00775701227              0
TRAR   0   6              0              0    0.941964984              0              0  0.00484813284              0
TRAR   0   6              0              0    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   6              0              0    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   6              0              0    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   6              0              0   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   6              0              0   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   6              0              0   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   6              0              0   -0.335711002              0              0  0.00484813284              0
TRAR   0   6              0              0   -0.707107008              0              0  0.00775701227              0
TRAR   0   6              0              0   -0.941964984              0              0  0.00484813284              0
TRAR   0   6              0              0   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   6              0              0   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   6              0              0   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   1    0.356523991    0.356523991    0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   1    0.356523991    0.356523991    0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   1    0.356523991    0.356523991    0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   1    0.356523991    0.356523991    0.335711002              0              0  0.00969626568              0
TRAR   0   1    0.356523991    0.356523991    0.707107008              0              0   0.0155140245              0
TRAR   0   1    0.356523991    0.356523991    0.941964984              0              0  0.00969626568              0
TRAR   0   1    0.356523991    0.356523991    0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   1    0.356523991    0.356523991    0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   1    0.356523991    0.356523991    0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   1    0.356523991    0.356523991   -0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   1    0.356523991    0.356523991   -0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   1    0.356523991    0.356523991   -0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   1    0.356523991    0.356523991   -0.335711002              0              0  0.00969626568              0
TRAR   0   1    0.356523991    0.356523991   -0.707107008              0              0   0.0155140245              0
TRAR   0   1    0.356523991    0.356523991   -0.941964984              0              0  0.00969626568              0
TRAR   0   1    0.356523991    0.356523991   -0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   1    0.356523991    0.356523991   -0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   1    0.356523991    0.356523991   -0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   2    0.356523991    0.356523991    0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   2    0.356523991    0.356523991    0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   2    0.356523991    0.356523991    0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   2    0.356523991    0.356523991    0.335711002              0              0  0.00969626568              0
TRAR   0   2    0.356523991    0.356523991    0.707107008              0              0   0.0155140245              0
TRAR   0   2    0.356523991    0.356523991    0.941964984              0              0  0.00969626568              0
TRAR   0   2    0.356523991    0.356523991    0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   2    0.356523991    0.356523991    0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   2    0.356523991    0.356523991    0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   2    0.356523991    0.356523991   -0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   2    0.356523991    0.356523991   -0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   2    0.356523991    0.356523991   -0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   2    0.356523991    0.356523991   -0.335711002              0              0  0.00969626568              0
TRAR   0   2    0.356523991    0.356523991   -0.707107008              0              0   0.0155140245              0
TRAR   0   2    0.356523991    0.356523991   -0.941964984              0              0  0.00969626568              0
TRAR   0   2    0.356523991    0.356523991   -0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   2    0.356523991    0.356523991   -0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   2    0.356523991    0.356523991   -0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   3    0.356523991    0.356523991    0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   3    0.356523991    0.356523991    0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   3    0.356523991    0.356523991    0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   3    0.356523991    0.356523991    0.335711002              0              0  0.00969626568              0
TRAR   0   3    0.356523991    0.356523991    0.707107008              0              0   0.0155140245              0
TRAR   0   3    0.356523991    0.356523991    0.941964984              0              0  0.00969626568              0
TRAR   0   3    0.356523991    0.356523991    0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   3    0.356523991    0.356523991    0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   3    0.356523991    0.356523991    0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   3    0.356523991    0.356523991   -0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   3    0.356523991    0.356523991   -0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   3    0.356523991    0.356523991   -0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   3    0.356523991    0.356523991   -0.335711002              0              0  0.00969626568              0
TRAR   0   3    0.356523991    0.356523991   -0.707107008              0              0   0.0155140245              0
TRAR   0   3    0.356523991    0.356523991   -0.941964984              0              0  0.00969626568              0
TRAR   0   3    0.356523991    0.356523991   -0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   3    0.356523991    0.356523991   -0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   3    0.356523991    0.356523991   -0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   4    0.356523991    0.356523991    0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   4    0.356523991    0.356523991    0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   4    0.356523991    0.356523991    0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   4    0.356523991    0.356523991    0.335711002              0              0  0.00969626568              0
TRAR   0   4    0.356523991    0.356523991    0.707107008              0              0   0.0155140245              0
TRAR   0   4    0.356523991    0.356523991    0.941964984              0              0  0.00969626568              0
TRAR   0   4    0.356523991    0.356523991    0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   4    0.356523991    0.356523991    0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   4    0.356523991    0.356523991    0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   4    0.356523991    0.356523991   -0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   4    0.356523991    0.356523991   -0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   4    0.356523991    0.356523991   -0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   4    0.356523991    0.356523991   -0.335711002              0              0  0.00969626568              0
TRAR   0   4    0.356523991    0.356523991   -0.707107008              0              0   0.0155140245              0
TRAR   0   4    0.356523991    0.356523991   -0.941964984              0              0  0.00969626568              0
TRAR   0   4    0.356523991    0.356523991   -0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   4    0.356523991    0.356523991   -0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   4    0.356523991    0.356523991   -0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   5    0.356523991    0.356523991    0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   5    0.356523991    0.356523991    0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   5    0.356523991    0.356523991    0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   5    0.356523991    0.356523991    0.335711002              0              0  0.00969626568              0
TRAR   0   5    0.356523991    0.356523991    0.707107008              0              0   0.0155140245              0
TRAR   0   5    0.356523991    0.356523991    0.941964984              0              0  0.00969626568              0
TRAR   0   5    0.356523991    0.356523991    0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   5    0.356523991    0.356523991    0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   5    0.356523991    0.356523991    0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   5    0.356523991    0.356523991   -0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   5    0.356523991    0.356523991   -0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   5    0.356523991    0.356523991   -0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   5    0.356523991    0.356523991   -0.335711002              0              0  0.00969626568              0
TRAR   0   5    0.356523991    0.356523991   -0.707107008              0              0   0.0155140245              0
TRAR   0   5    0.356523991    0.356523991   -0.941964984              0              0  0.00969626568              0
TRAR   0   5    0.356523991    0.356523991   -0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   5    0.356523991    0.356523991   -0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   5    0.356523991    0.356523991   -0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   6    0.356523991    0.356523991    0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   6    0.356523991    0.356523991    0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   6    0.356523991    0.356523991    0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   6    0.356523991    0.356523991    0.335711002              0              0  0.00969626568              0
TRAR   0   6    0.356523991    0.356523991    0.707107008              0              0   0.0155140245              0
TRAR   0   6    0.356523991    0.356523991    0.941964984              0              0  0.00969626568              0
TRAR   0   6    0.356523991    0.356523991    0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   6    0.356523991    0.356523991    0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   6    0.356523991    0.356523991    0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   6    0.356523991    0.356523991   -0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   6    0.356523991    0.356523991   -0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   6    0.356523991    0.356523991   -0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   6    0.356523991    0.356523991   -0.335711002              0              0  0.00969626568              0
TRAR   0   6    0.356523991    0.356523991   -0.707107008              0              0   0.0155140245              0
TRAR   0   6    0.356523991    0.356523991   -0.941964984              0              0  0.00969626568              0
TRAR   0   6    0.356523991    0.356523991   -0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   6    0.356523991    0.356523991   -0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   6    0.356523991    0.356523991   -0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   1   -0.356523991   -0.356523991    0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   1   -0.356523991   -0.356523991    0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   1   -0.356523991   -0.356523991    0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   1   -0.356523991   -0.356523991    0.335711002              0              0  0.00969626568              0
TRAR   0   1   -0.356523991   -0.356523991    0.707107008              0              0   0.0155140245              0
TRAR   0   1   -0.356523991   -0.356523991    0.941964984              0              0  0.00969626568              0
TRAR   0   1   -0.356523991   -0.356523991    0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   1   -0.356523991   -0.356523991    0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   1   -0.356523991   -0.356523991    0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   1   -0.356523991   -0.356523991   -0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   1   -0.356523991   -0.356523991   -0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   1   -0.356523991   -0.356523991   -0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   1   -0.356523991   -0.356523991   -0.335711002              0              0  0.00969626568              0
TRAR   0   1   -0.356523991   -0.356523991   -0.707107008              0              0   0.0155140245              0
TRAR   0   1   -0.356523991   -0.356523991   -0.941964984              0              0  0.00969626568              0
TRAR   0   1   -0.356523991   -0.356523991   -0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   1   -0.356523991   -0.356523991   -0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   1   -0.356523991   -0.356523991   -0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   2   -0.356523991   -0.356523991    0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   2   -0.356523991   -0.356523991    0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   2   -0.356523991   -0.356523991    0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   2   -0.356523991   -0.356523991    0.335711002              0              0  0.00969626568              0
TRAR   0   2   -0.356523991   -0.356523991    0.707107008              0              0   0.0155140245              0
TRAR   0   2   -0.356523991   -0.356523991    0.941964984              0              0  0.00969626568              0
TRAR   0   2   -0.356523991   -0.356523991    0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   2   -0.356523991   -0.356523991    0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   2   -0.356523991   -0.356523991    0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   2   -0.356523991   -0.356523991   -0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   2   -0.356523991   -0.356523991   -0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   2   -0.356523991   -0.356523991   -0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   2   -0.356523991   -0.356523991   -0.335711002              0              0  0.00969626568              0
TRAR   0   2   -0.356523991   -0.356523991   -0.707107008              0              0   0.0155140245              0
TRAR   0   2   -0.356523991   -0.356523991   -0.941964984              0              0  0.00969626568              0

From ???@??? Tue Aug 17 10:07:58 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id IAA00729
	for <cshelton@keck.hawaii.edu>; Tue, 17 Aug 1999 08:44:35 -1000 (HST)
Received: from galileo.ifa.hawaii.edu (galileo.IfA.Hawaii.Edu [128.171.160.7])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id IAA19970
	for <cshelton@keck.hawaii.edu>; Tue, 17 Aug 1999 08:44:33 -1000 (HST)
Received: from localhost (doc@localhost)
	by galileo.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id IAA09458
	for <cshelton@keck.hawaii.edu>; Tue, 17 Aug 1999 08:44:33 -1000 (HST)
Date: Tue, 17 Aug 1999 08:44:33 -1000 (HST)
From: "Dan O'Connor" <doc@IfA.Hawaii.Edu>
To: cshelton@keck.hawaii.edu
Subject: Forwarded mail....
Message-ID: <Pine.SOL.3.96.990817084354.23054M-100000@galileo>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
X-UIDL: e342ef9256b55bcf05e37cd1133d67df
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

TRAR   0   2   -0.356523991   -0.356523991   -0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   2   -0.356523991   -0.356523991   -0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   2   -0.356523991   -0.356523991   -0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   3   -0.356523991   -0.356523991    0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   3   -0.356523991   -0.356523991    0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   3   -0.356523991   -0.356523991    0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   3   -0.356523991   -0.356523991    0.335711002              0              0  0.00969626568              0
TRAR   0   3   -0.356523991   -0.356523991    0.707107008              0              0   0.0155140245              0
TRAR   0   3   -0.356523991   -0.356523991    0.941964984              0              0  0.00969626568              0
TRAR   0   3   -0.356523991   -0.356523991    0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   3   -0.356523991   -0.356523991    0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   3   -0.356523991   -0.356523991    0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   3   -0.356523991   -0.356523991   -0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   3   -0.356523991   -0.356523991   -0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   3   -0.356523991   -0.356523991   -0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   3   -0.356523991   -0.356523991   -0.335711002              0              0  0.00969626568              0
TRAR   0   3   -0.356523991   -0.356523991   -0.707107008              0              0   0.0155140245              0
TRAR   0   3   -0.356523991   -0.356523991   -0.941964984              0              0  0.00969626568              0
TRAR   0   3   -0.356523991   -0.356523991   -0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   3   -0.356523991   -0.356523991   -0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   3   -0.356523991   -0.356523991   -0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   4   -0.356523991   -0.356523991    0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   4   -0.356523991   -0.356523991    0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   4   -0.356523991   -0.356523991    0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   4   -0.356523991   -0.356523991    0.335711002              0              0  0.00969626568              0
TRAR   0   4   -0.356523991   -0.356523991    0.707107008              0              0   0.0155140245              0
TRAR   0   4   -0.356523991   -0.356523991    0.941964984              0              0  0.00969626568              0
TRAR   0   4   -0.356523991   -0.356523991    0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   4   -0.356523991   -0.356523991    0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   4   -0.356523991   -0.356523991    0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   4   -0.356523991   -0.356523991   -0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   4   -0.356523991   -0.356523991   -0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   4   -0.356523991   -0.356523991   -0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   4   -0.356523991   -0.356523991   -0.335711002              0              0  0.00969626568              0
TRAR   0   4   -0.356523991   -0.356523991   -0.707107008              0              0   0.0155140245              0
TRAR   0   4   -0.356523991   -0.356523991   -0.941964984              0              0  0.00969626568              0
TRAR   0   4   -0.356523991   -0.356523991   -0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   4   -0.356523991   -0.356523991   -0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   4   -0.356523991   -0.356523991   -0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   5   -0.356523991   -0.356523991    0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   5   -0.356523991   -0.356523991    0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   5   -0.356523991   -0.356523991    0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   5   -0.356523991   -0.356523991    0.335711002              0              0  0.00969626568              0
TRAR   0   5   -0.356523991   -0.356523991    0.707107008              0              0   0.0155140245              0
TRAR   0   5   -0.356523991   -0.356523991    0.941964984              0              0  0.00969626568              0
TRAR   0   5   -0.356523991   -0.356523991    0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   5   -0.356523991   -0.356523991    0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   5   -0.356523991   -0.356523991    0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   5   -0.356523991   -0.356523991   -0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   5   -0.356523991   -0.356523991   -0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   5   -0.356523991   -0.356523991   -0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   5   -0.356523991   -0.356523991   -0.335711002              0              0  0.00969626568              0
TRAR   0   5   -0.356523991   -0.356523991   -0.707107008              0              0   0.0155140245              0
TRAR   0   5   -0.356523991   -0.356523991   -0.941964984              0              0  0.00969626568              0
TRAR   0   5   -0.356523991   -0.356523991   -0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   5   -0.356523991   -0.356523991   -0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   5   -0.356523991   -0.356523991   -0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   6   -0.356523991   -0.356523991    0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   6   -0.356523991   -0.356523991    0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   6   -0.356523991   -0.356523991    0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   6   -0.356523991   -0.356523991    0.335711002              0              0  0.00969626568              0
TRAR   0   6   -0.356523991   -0.356523991    0.707107008              0              0   0.0155140245              0
TRAR   0   6   -0.356523991   -0.356523991    0.941964984              0              0  0.00969626568              0
TRAR   0   6   -0.356523991   -0.356523991    0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   6   -0.356523991   -0.356523991    0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   6   -0.356523991   -0.356523991    0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   6   -0.356523991   -0.356523991   -0.167854995   -0.290733993              0  0.00969626568              0
TRAR   0   6   -0.356523991   -0.356523991   -0.353552997   -0.612371981              0   0.0155140245              0
TRAR   0   6   -0.356523991   -0.356523991   -0.470982999   -0.815765977              0  0.00969626568              0
TRAR   0   6   -0.356523991   -0.356523991   -0.335711002              0              0  0.00969626568              0
TRAR   0   6   -0.356523991   -0.356523991   -0.707107008              0              0   0.0155140245              0
TRAR   0   6   -0.356523991   -0.356523991   -0.941964984              0              0  0.00969626568              0
TRAR   0   6   -0.356523991   -0.356523991   -0.167854995    0.290733993              0  0.00969626568              0
TRAR   0   6   -0.356523991   -0.356523991   -0.353552997    0.612371981              0   0.0155140245              0
TRAR   0   6   -0.356523991   -0.356523991   -0.470982999    0.815765977              0  0.00969626568              0
TRAR   0   1   -0.707107008   -0.707107008    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   1   -0.707107008   -0.707107008    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   1   -0.707107008   -0.707107008    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   1   -0.707107008   -0.707107008    0.335711002              0              0  0.00484813284              0
TRAR   0   1   -0.707107008   -0.707107008    0.707107008              0              0  0.00775701227              0
TRAR   0   1   -0.707107008   -0.707107008    0.941964984              0              0  0.00484813284              0
TRAR   0   1   -0.707107008   -0.707107008    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   1   -0.707107008   -0.707107008    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   1   -0.707107008   -0.707107008    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   1   -0.707107008   -0.707107008   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   1   -0.707107008   -0.707107008   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   1   -0.707107008   -0.707107008   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   1   -0.707107008   -0.707107008   -0.335711002              0              0  0.00484813284              0
TRAR   0   1   -0.707107008   -0.707107008   -0.707107008              0              0  0.00775701227              0
TRAR   0   1   -0.707107008   -0.707107008   -0.941964984              0              0  0.00484813284              0
TRAR   0   1   -0.707107008   -0.707107008   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   1   -0.707107008   -0.707107008   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   1   -0.707107008   -0.707107008   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   2   -0.707107008   -0.707107008    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   2   -0.707107008   -0.707107008    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   2   -0.707107008   -0.707107008    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   2   -0.707107008   -0.707107008    0.335711002              0              0  0.00484813284              0
TRAR   0   2   -0.707107008   -0.707107008    0.707107008              0              0  0.00775701227              0
TRAR   0   2   -0.707107008   -0.707107008    0.941964984              0              0  0.00484813284              0
TRAR   0   2   -0.707107008   -0.707107008    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   2   -0.707107008   -0.707107008    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   2   -0.707107008   -0.707107008    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   2   -0.707107008   -0.707107008   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   2   -0.707107008   -0.707107008   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   2   -0.707107008   -0.707107008   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   2   -0.707107008   -0.707107008   -0.335711002              0              0  0.00484813284              0
TRAR   0   2   -0.707107008   -0.707107008   -0.707107008              0              0  0.00775701227              0
TRAR   0   2   -0.707107008   -0.707107008   -0.941964984              0              0  0.00484813284              0
TRAR   0   2   -0.707107008   -0.707107008   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   2   -0.707107008   -0.707107008   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   2   -0.707107008   -0.707107008   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   3   -0.707107008   -0.707107008    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   3   -0.707107008   -0.707107008    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   3   -0.707107008   -0.707107008    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   3   -0.707107008   -0.707107008    0.335711002              0              0  0.00484813284              0
TRAR   0   3   -0.707107008   -0.707107008    0.707107008              0              0  0.00775701227              0
TRAR   0   3   -0.707107008   -0.707107008    0.941964984              0              0  0.00484813284              0
TRAR   0   3   -0.707107008   -0.707107008    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   3   -0.707107008   -0.707107008    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   3   -0.707107008   -0.707107008    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   3   -0.707107008   -0.707107008   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   3   -0.707107008   -0.707107008   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   3   -0.707107008   -0.707107008   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   3   -0.707107008   -0.707107008   -0.335711002              0              0  0.00484813284              0
TRAR   0   3   -0.707107008   -0.707107008   -0.707107008              0              0  0.00775701227              0
TRAR   0   3   -0.707107008   -0.707107008   -0.941964984              0              0  0.00484813284              0
TRAR   0   3   -0.707107008   -0.707107008   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   3   -0.707107008   -0.707107008   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   3   -0.707107008   -0.707107008   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   4   -0.707107008   -0.707107008    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   4   -0.707107008   -0.707107008    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   4   -0.707107008   -0.707107008    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   4   -0.707107008   -0.707107008    0.335711002              0              0  0.00484813284              0
TRAR   0   4   -0.707107008   -0.707107008    0.707107008              0              0  0.00775701227              0
TRAR   0   4   -0.707107008   -0.707107008    0.941964984              0              0  0.00484813284              0
TRAR   0   4   -0.707107008   -0.707107008    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   4   -0.707107008   -0.707107008    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   4   -0.707107008   -0.707107008    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   4   -0.707107008   -0.707107008   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   4   -0.707107008   -0.707107008   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   4   -0.707107008   -0.707107008   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   4   -0.707107008   -0.707107008   -0.335711002              0              0  0.00484813284              0
TRAR   0   4   -0.707107008   -0.707107008   -0.707107008              0              0  0.00775701227              0
TRAR   0   4   -0.707107008   -0.707107008   -0.941964984              0              0  0.00484813284              0
TRAR   0   4   -0.707107008   -0.707107008   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   4   -0.707107008   -0.707107008   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   4   -0.707107008   -0.707107008   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   5   -0.707107008   -0.707107008    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   5   -0.707107008   -0.707107008    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   5   -0.707107008   -0.707107008    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   5   -0.707107008   -0.707107008    0.335711002              0              0  0.00484813284              0
TRAR   0   5   -0.707107008   -0.707107008    0.707107008              0              0  0.00775701227              0
TRAR   0   5   -0.707107008   -0.707107008    0.941964984              0              0  0.00484813284              0
TRAR   0   5   -0.707107008   -0.707107008    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   5   -0.707107008   -0.707107008    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   5   -0.707107008   -0.707107008    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   5   -0.707107008   -0.707107008   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   5   -0.707107008   -0.707107008   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   5   -0.707107008   -0.707107008   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   5   -0.707107008   -0.707107008   -0.335711002              0              0  0.00484813284              0
TRAR   0   5   -0.707107008   -0.707107008   -0.707107008              0              0  0.00775701227              0
TRAR   0   5   -0.707107008   -0.707107008   -0.941964984              0              0  0.00484813284              0
TRAR   0   5   -0.707107008   -0.707107008   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   5   -0.707107008   -0.707107008   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   5   -0.707107008   -0.707107008   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   6   -0.707107008   -0.707107008    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   6   -0.707107008   -0.707107008    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   6   -0.707107008   -0.707107008    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   6   -0.707107008   -0.707107008    0.335711002              0              0  0.00484813284              0
TRAR   0   6   -0.707107008   -0.707107008    0.707107008              0              0  0.00775701227              0
TRAR   0   6   -0.707107008   -0.707107008    0.941964984              0              0  0.00484813284              0
TRAR   0   6   -0.707107008   -0.707107008    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   6   -0.707107008   -0.707107008    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   6   -0.707107008   -0.707107008    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   6   -0.707107008   -0.707107008   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   6   -0.707107008   -0.707107008   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   6   -0.707107008   -0.707107008   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   6   -0.707107008   -0.707107008   -0.335711002              0              0  0.00484813284              0
TRAR   0   6   -0.707107008   -0.707107008   -0.707107008              0              0  0.00775701227              0
TRAR   0   6   -0.707107008   -0.707107008   -0.941964984              0              0  0.00484813284              0
TRAR   0   6   -0.707107008   -0.707107008   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   6   -0.707107008   -0.707107008   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   6   -0.707107008   -0.707107008   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   1    0.707107008    0.707107008    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   1    0.707107008    0.707107008    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   1    0.707107008    0.707107008    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   1    0.707107008    0.707107008    0.335711002              0              0  0.00484813284              0
TRAR   0   1    0.707107008    0.707107008    0.707107008              0              0  0.00775701227              0
TRAR   0   1    0.707107008    0.707107008    0.941964984              0              0  0.00484813284              0
TRAR   0   1    0.707107008    0.707107008    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   1    0.707107008    0.707107008    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   1    0.707107008    0.707107008    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   1    0.707107008    0.707107008   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   1    0.707107008    0.707107008   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   1    0.707107008    0.707107008   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   1    0.707107008    0.707107008   -0.335711002              0              0  0.00484813284              0
TRAR   0   1    0.707107008    0.707107008   -0.707107008              0              0  0.00775701227              0
TRAR   0   1    0.707107008    0.707107008   -0.941964984              0              0  0.00484813284              0
TRAR   0   1    0.707107008    0.707107008   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   1    0.707107008    0.707107008   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   1    0.707107008    0.707107008   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   2    0.707107008    0.707107008    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   2    0.707107008    0.707107008    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   2    0.707107008    0.707107008    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   2    0.707107008    0.707107008    0.335711002              0              0  0.00484813284              0
TRAR   0   2    0.707107008    0.707107008    0.707107008              0              0  0.00775701227              0
TRAR   0   2    0.707107008    0.707107008    0.941964984              0              0  0.00484813284              0
TRAR   0   2    0.707107008    0.707107008    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   2    0.707107008    0.707107008    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   2    0.707107008    0.707107008    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   2    0.707107008    0.707107008   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   2    0.707107008    0.707107008   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   2    0.707107008    0.707107008   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   2    0.707107008    0.707107008   -0.335711002              0              0  0.00484813284              0
TRAR   0   2    0.707107008    0.707107008   -0.707107008              0              0  0.00775701227              0
TRAR   0   2    0.707107008    0.707107008   -0.941964984              0              0  0.00484813284              0
TRAR   0   2    0.707107008    0.707107008   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   2    0.707107008    0.707107008   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   2    0.707107008    0.707107008   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   3    0.707107008    0.707107008    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   3    0.707107008    0.707107008    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   3    0.707107008    0.707107008    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   3    0.707107008    0.707107008    0.335711002              0              0  0.00484813284              0
TRAR   0   3    0.707107008    0.707107008    0.707107008              0              0  0.00775701227              0
TRAR   0   3    0.707107008    0.707107008    0.941964984              0              0  0.00484813284              0
TRAR   0   3    0.707107008    0.707107008    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   3    0.707107008    0.707107008    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   3    0.707107008    0.707107008    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   3    0.707107008    0.707107008   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   3    0.707107008    0.707107008   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   3    0.707107008    0.707107008   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   3    0.707107008    0.707107008   -0.335711002              0              0  0.00484813284              0
TRAR   0   3    0.707107008    0.707107008   -0.707107008              0              0  0.00775701227              0
TRAR   0   3    0.707107008    0.707107008   -0.941964984              0              0  0.00484813284              0
TRAR   0   3    0.707107008    0.707107008   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   3    0.707107008    0.707107008   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   3    0.707107008    0.707107008   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   4    0.707107008    0.707107008    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   4    0.707107008    0.707107008    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   4    0.707107008    0.707107008    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   4    0.707107008    0.707107008    0.335711002              0              0  0.00484813284              0
TRAR   0   4    0.707107008    0.707107008    0.707107008              0              0  0.00775701227              0
TRAR   0   4    0.707107008    0.707107008    0.941964984              0              0  0.00484813284              0
TRAR   0   4    0.707107008    0.707107008    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   4    0.707107008    0.707107008    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   4    0.707107008    0.707107008    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   4    0.707107008    0.707107008   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   4    0.707107008    0.707107008   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   4    0.707107008    0.707107008   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   4    0.707107008    0.707107008   -0.335711002              0              0  0.00484813284              0
TRAR   0   4    0.707107008    0.707107008   -0.707107008              0              0  0.00775701227              0
TRAR   0   4    0.707107008    0.707107008   -0.941964984              0              0  0.00484813284              0
TRAR   0   4    0.707107008    0.707107008   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   4    0.707107008    0.707107008   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   4    0.707107008    0.707107008   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   5    0.707107008    0.707107008    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   5    0.707107008    0.707107008    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   5    0.707107008    0.707107008    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   5    0.707107008    0.707107008    0.335711002              0              0  0.00484813284              0
TRAR   0   5    0.707107008    0.707107008    0.707107008              0              0  0.00775701227              0
TRAR   0   5    0.707107008    0.707107008    0.941964984              0              0  0.00484813284              0
TRAR   0   5    0.707107008    0.707107008    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   5    0.707107008    0.707107008    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   5    0.707107008    0.707107008    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   5    0.707107008    0.707107008   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   5    0.707107008    0.707107008   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   5    0.707107008    0.707107008   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   5    0.707107008    0.707107008   -0.335711002              0              0  0.00484813284              0
TRAR   0   5    0.707107008    0.707107008   -0.707107008              0              0  0.00775701227              0
TRAR   0   5    0.707107008    0.707107008   -0.941964984              0              0  0.00484813284              0
TRAR   0   5    0.707107008    0.707107008   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   5    0.707107008    0.707107008   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   5    0.707107008    0.707107008   -0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   6    0.707107008    0.707107008    0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   6    0.707107008    0.707107008    0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   6    0.707107008    0.707107008    0.470982999    0.815765977              0  0.00484813284              0
TRAR   0   6    0.707107008    0.707107008    0.335711002              0              0  0.00484813284              0
TRAR   0   6    0.707107008    0.707107008    0.707107008              0              0  0.00775701227              0
TRAR   0   6    0.707107008    0.707107008    0.941964984              0              0  0.00484813284              0
TRAR   0   6    0.707107008    0.707107008    0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   6    0.707107008    0.707107008    0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   6    0.707107008    0.707107008    0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   6    0.707107008    0.707107008   -0.167854995   -0.290733993              0  0.00484813284              0
TRAR   0   6    0.707107008    0.707107008   -0.353552997   -0.612371981              0  0.00775701227              0
TRAR   0   6    0.707107008    0.707107008   -0.470982999   -0.815765977              0  0.00484813284              0
TRAR   0   6    0.707107008    0.707107008   -0.335711002              0              0  0.00484813284              0
TRAR   0   6    0.707107008    0.707107008   -0.707107008              0              0  0.00775701227              0
TRAR   0   6    0.707107008    0.707107008   -0.941964984              0              0  0.00484813284              0
TRAR   0   6    0.707107008    0.707107008   -0.167854995    0.290733993              0  0.00484813284              0
TRAR   0   6    0.707107008    0.707107008   -0.353552997    0.612371981              0  0.00775701227              0
TRAR   0   6    0.707107008    0.707107008   -0.470982999    0.815765977              0  0.00484813284              0
MNUM 1


From ???@??? Tue Aug 17 11:08:28 1999
To: hughes@jeans.ifa.hawaii.edu (Karan Hughes)
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: Quotation
Cc: 
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Hi Karan,

Thanks for the reply.  

The PO and any other paperwork involving taxes should be made out to 
J. Christopher Shelton.  Here's the other info, which I will duplicate
on the quotation.  I'll fax the quotation, plus send an email version.

SSN 
  572 62 2748 
Address
  P.O. Box 323
  Paauilo, HI 96776
Phone numbers
  808 881 3817 Keck office
  808 776 1172 home phone
  808 776 1250 fax

Thanks,

Chris S
 
>Hi,
>Yes, it's Karan.  Can you please let me know if we should make the P.O. out
>to Carpe Photon or to Chris Shelton (Christopher??)?  If it's to Carpe
>Photon, I will need a Fed. ID number and if it's to you personally, I will
>need your Social Security number.  May I have the address, phone and fax
>numbers as well.  Thanks.
>
>Karan
>
>
>
>>Hello, Karan,
>>
>>Or Karen?  I have a quotation to send you for Doug Toomey's statement of
>>work -- is this the correct spelling of your name?
>>
>>Chris Shelton
>>
>>>Hi,
>>>
>>>I have sent the SOW and the sole source justification through.  It will be
>>waiting
>>>on your quote.  Please send it directly to Karan Hughes at
>>>
>>>hughes.ifa.hawaii.edu
>>>
>>>or Fax it to here at
>>>
>>>988-3893
>>>
>>>Aloha,
>>>
>>>Doug
>
>
>
>

From ???@??? Tue Aug 17 11:09:41 1999
To: hughes@ifa.hawaii.edu
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Quotation
Cc: toomey@ifa.hawaii.edu
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

Carpe Photon
P.O. Box 323
Paauilo, HI 96776
(808) 881-3817   Keck office
(808) 776-1250   fax

Quotation
17 August, 1999

Karan Hughes
Institute for Astronomy
(808) 988-3893 fax

Karan,

I am pleased to offer the following fixed-price quotation on the attached Statement of Work, received from Doug Toomey on 12 August, 1999.  I have organized the requested work by tasks into three phases, which I expect to take one to two months each.  As completion of these phases depends on contributions from all the members of the IRTF adaptive optics design team, the delivery times of the three phases are estimates only.

Phase 1, consisting of items 1 and 3:

Develop conceptual models of IRTF Adaptive Optics Relay and contribute to the development of the conceptual model for the off-axis acquisition camera, off-axis guide camera and high resolution wavefront sensor/visible photometric camera.
	
$5000, payable on completion of Phase 1
Estimated delivery 30 days ARO.

Phase 2, consisting of item 2:

Develop a conceptual model for the IRTF Adaptive Optics Wavefront Sensor.
	
$5000.00, payable on completion of Phase 2.
Estimated delivery 30 days after completion of Phase 1.

Phase 3, consisting of item 5:

Develop final designs for the Adaptive Optics Relay and the Adaptive Optics Wavefront Sensor suitable for building.  The delivered documentation will include the items specified in the Statement of Work.

$4000, payable on completion of Phase 3.
Estimated delivery 30 days after completion of Phase 2.

For item 4:

For review meetings in Hilo or Waimea, and up to two meetings on Oahu, no separate charge.  Meetings elsewhere, and meetings after the second on Oahu, will be reimbursed at normal IFA travel and per diem rates.

Sincerely,



Dr. J. Christopher Shelton
cshelton@keck.hawaii.edu
(808) 881-3817 Keck office
(808) 776-1250 fax
(808) 776-1172 home office
SSN 572 62 2748

Attachment:

Statement of work

The IRTF is embarking on an important and progressive project to improve the quality of images at the telescope.  That project is the installation of an Adaptive Optics(AO) system that will cancel image degradation caused by the atmosphere and telescope optics.  This system will improve the images and sensitivities on the telescope by about a factor of 5-10 resulting in very sharp images in a fraction of the time. This system will specifically target planetary observations and will produce images of the planets comparable to that of Space Telescope, but in the infrared.

In order to maximize the utility of the new AO system we require the assistance of an experienced Adaptive Optics Systems Optical Design Consultant.  The Optical Design Consultant will:

1) Develop a conceptual model for the IRTF Adaptive Optics Relay.

2) Develop a conceptual model for the IRTF Adaptive Optics Wavefront Sensor

3) Contribute to the development of the conceptual model for the  on-axis acquisition camera, off-axis guide camera and high resolution wavefront sensor/visible photometric camera.

4) Participate in a review meeting of the concepts mentioned in 1,2 and 3

5) Develop final designs for the Adaptive Optics Relay and the Adaptive Optics Wavefront Sensor suitable for building.

The delivered documentation will include:

Full ray trace data in Zemax compatible format
Manufacturing specifications for the curved optics or lenses
Spot diagrams vs. field and wavelength 
Strehl vs. field and wavelength 
Positional Tolerance information - translations and tilts
DXF File that includes chief ray and four marginal rays 
Recommendations on surface errors and roughness.

From ???@??? Tue Aug 17 14:37:40 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id OAA04674
	for <cshelton@keck.hawaii.edu>; Tue, 17 Aug 1999 14:41:37 -1000 (HST)
Received: from jeans.ifa.hawaii.edu (jeans.IfA.Hawaii.Edu [128.171.79.127])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id OAA23653
	for <cshelton@keck.hawaii.edu>; Tue, 17 Aug 1999 14:41:36 -1000 (HST)
Received: from [128.171.79.162] (karanmac [128.171.79.162])
	by jeans.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id OAA09233
	for <cshelton@keck.hawaii.edu>; Tue, 17 Aug 1999 14:41:36 -1000 (HST)
Message-Id: <v02140b01b3dfb17d92cf@[128.171.79.162]>
Mime-Version: 1.0
Content-Type: text/plain; charset="us-ascii"
Date: Tue, 17 Aug 1999 14:42:04 -1000
To: Chris Shelton <cshelton@keck.hawaii.edu>
From: hughes@jeans.ifa.hawaii.edu (Karan Hughes)
Subject: Re: Quotation
X-UIDL: 744c9e3fc19e0842d6d6857c6e7ad506
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Hi Chris,
Thank you for the quotation.  Also just received the faxed version.  I hope
to get the paperwork signed by Bob Joseph and to our Administration office
by tomorrow.

Karan



From ???@??? Wed Aug 18 10:30:09 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id KAA10259
	for <cshelton@keck.hawaii.edu>; Wed, 18 Aug 1999 10:34:48 -1000 (HST)
Received: from hubble.ifa.hawaii.edu (hubble.IFA.Hawaii.Edu [128.171.2.5])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id KAA00244
	for <cshelton@keck.hawaii.edu>; Wed, 18 Aug 1999 10:34:48 -1000 (HST)
Received: from localhost (kaukali@localhost)
	by hubble.ifa.hawaii.edu (8.9.1b+Sun/8.9.1) with SMTP id KAA20343;
	Wed, 18 Aug 1999 10:34:47 -1000 (HST)
Date: Wed, 18 Aug 1999 10:34:47 -1000 (HST)
From: Chris Kaukali <kaukali@IfA.Hawaii.Edu>
To: cshelton@keck.hawaii.edu
cc: Karan Hughes <hughes@hubble.ifa.hawaii.edu>,
        Bob Joseph <joseph@hubble.ifa.hawaii.edu>,
        Doug Toomey <toomey@hubble.ifa.hawaii.edu>
Subject: Services Contract
Message-ID: <Pine.SOL.3.96.990818100709.14099B-100000@hubble>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
X-UIDL: 695335916d48e5c319562c94ca095546
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

Hi Dr. Shelton,

Doug Toomey has informed me that you have agreed to provide your services
for the IRTF AO project.  I have a couple questions before I can proceed
drafting up the constulant contract.

You mentioned that you would rather have the contract made out to you as
an individual instead of through your company.  It will save a  week if we
could draft the contract with your company.  The University rules requires
contracts with individuals to go through an "independent contractor 
review" (takes 7-10 days), where if we use your company, this is not
required.  

Also, you will need to obtain a tax clearance from the State/IRS.  This is
required for all contracts over $10,000.  I will fax you a copy of the tax
rules and the procedures for obtaining this clearance.  Information can be
obtained by telephone or on the web.  I would request at least 3 original
copies, one for you, one for us, and one to mail back to the tax office if
you need to renew it.  If you fax in your request, it should take 10-15
days.

Please contact me if you have any questions.


Chris Kaukali
Administrative Officer
University of Hawaii
Institute for Astronomy
ph: 808-956-7271 fax: 808-956-4644






From ???@??? Thu Aug 26 12:42:34 1999
To: Chris Kaukali <kaukali@IfA.Hawaii.Edu>
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: Services Contract
Cc: toomey@ifa.hawaii.edu
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Hi Chris Kaukali,

I filed applications for the tax clearance on the 24th, requesting 
four copies.  On the 25th I talked with Diane at the Hilo office, who
confirmed receipt, said everything looks ok, and confirmed your estimate 
of 10-15 days turnaround.

My company was set up, in California, as a sole proprietorship with no 
employees, and I have been using my SSN (572-62-2748) as a tax ID for it. 
I just filed the Hawaiian BB1 form for it on the same day (8/24) as the tax 
clearance form, and so from a State of Hawaii perspective it may not exist
yet. If it is possible under these circumstances to contract with you as a company, I would prefer that too -- otherwise, we should proceed with the 
independent contractor review.  I would appreciate your advice on this.

Thank you,
Chris Shelton

>Hi Dr. Shelton,
>
>Doug Toomey has informed me that you have agreed to provide your services
>for the IRTF AO project.  I have a couple questions before I can proceed
>drafting up the constulant contract.
>
>You mentioned that you would rather have the contract made out to you as
>an individual instead of through your company.  It will save a  week if we
>could draft the contract with your company.  The University rules requires
>contracts with individuals to go through an "independent contractor 
>review" (takes 7-10 days), where if we use your company, this is not
>required.  
>
>Also, you will need to obtain a tax clearance from the State/IRS.  This is
>required for all contracts over $10,000.  I will fax you a copy of the tax
>rules and the procedures for obtaining this clearance.  Information can be
>obtained by telephone or on the web.  I would request at least 3 original
>copies, one for you, one for us, and one to mail back to the tax office if
>you need to renew it.  If you fax in your request, it should take 10-15
>days.
>
>Please contact me if you have any questions.
>
>
>Chris Kaukali
>Administrative Officer
>University of Hawaii
>Institute for Astronomy
>ph: 808-956-7271 fax: 808-956-4644

From ???@??? Thu Aug 26 13:04:42 1999
To: toomey@ifa.hawaii.edu
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Oahu meeting
Cc: kaukali@IfA.Hawaii.Edu
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

Hi Doug,

Is any paperwork needed to get reimbursed for the Oahu meeting?
Plane, car, parking and meals came to $348.13.  You mentioned a
per-diem, which would change this number some.

We successfully ran the Keck guide star laser 8 hours Tuesday
night, staying above 8 watts output for that time.  This was a
big milestone; it means I'm happier, Keck and LLNL are happier, and 
I can come up for air and resume the IRTF work.  There is still plenty
to do before taking the laser to the summit, which should happen early
next year.

The Zemax 8.0 upgrade arrived yesterday.  Is this the same version
you have?  We should stay software compatible on the optical design.

Aloha,
Chris

From ???@??? Thu Aug 26 14:30:10 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id OAA10542
	for <cshelton@keck.hawaii.edu>; Thu, 26 Aug 1999 14:29:44 -1000 (HST)
Received: from hubble.ifa.hawaii.edu (hubble.IFA.Hawaii.Edu [128.171.2.5])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id OAA19520
	for <cshelton@keck.hawaii.edu>; Thu, 26 Aug 1999 14:29:44 -1000 (HST)
Received: from localhost (kaukali@localhost)
	by hubble.ifa.hawaii.edu (8.9.1b+Sun/8.9.1) with SMTP id OAA02601
	for <cshelton@keck.hawaii.edu>; Thu, 26 Aug 1999 14:29:44 -1000 (HST)
Date: Thu, 26 Aug 1999 14:29:44 -1000 (HST)
From: Chris Kaukali <kaukali@IfA.Hawaii.Edu>
To: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: Services Contract
In-Reply-To: <2.2.16.19990826124235.11bf96fa@hapuna.keck.hawaii.edu>
Message-ID: <Pine.SOL.3.96.990826140118.16471D-100000@hubble>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
X-UIDL: 5bf5859a17505741c192d67addb932c1
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Mr. Shelton,

I'll need to do more research on registering your business with the State
of HI, and how long the process takes.  My wife owns her own business, and
if I recall, it was quite a bit of paperwork (registering the name,
obtaining a General Excise Tax License, etc).  

The easiest and fastest way to get this taken care of is to offer a
temporary position at UH for the maximum equivalent of 3 months full time.
This way, as a UH employee, we can pay for *most* of the expenses,
including travel.  You will also be paid a salary and will not need to
deal with all these tax forms (tax clearance, GE tax license, IRS Form
1099).  Doug mentioned that you are currently employed full time with
Keck, so I don't know if you feel comfortable with that.  We can probably
work something out where you might be a 75% time employee (doesn't matter
when you put in the hours, as long as you work them) for 4 months.  You
will also be covered (for insurance purposes) if you are injured while on
the job.  So there are a lot of benefits.  As for pay scale, i'll check on
that and let you know what the range is.  I can't pin down a figure since
there really is no job description (as of yet).


Chris Kaukali
Administrative Officer
University of Hawaii
Institute for Astronomy
ph:  808-956-7271 fax:  808-956-4644 
  


From ???@??? Tue Aug 31 15:04:23 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id PAA14443
	for <cshelton@keck.hawaii.edu>; Tue, 31 Aug 1999 15:04:18 -1000 (HST)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.76.21])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id PAA08251
	for <cshelton@keck.hawaii.edu>; Tue, 31 Aug 1999 15:04:17 -1000 (HST)
Received: from wobbegibg.ifa.hawaii.edu (wobbegong [128.171.76.27])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id PAA27986
	for <cshelton@keck.hawaii.edu>; Tue, 31 Aug 1999 15:04:15 -1000 (HST)
Message-ID: <01ea01bef414$feeb2860$1b4cab80@wobbegibg.ifa.hawaii.edu>
From: "Doug Toomey" <toomey@ifa.hawaii.edu>
To: "Chris Shelton" <cshelton@keck.hawaii.edu>
Subject: HI
Date: Tue, 31 Aug 1999 14:57:41 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 4.72.2106.4
X-MimeOLE: Produced By Microsoft MimeOLE V4.72.2106.4
X-UIDL: 79b099406a207ee31922e0c4e5921fd9
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

Hi,

Are you around.  I have been trying to call you but no luck.
I just got back the end of last week from Flagstaff.
I wanted to chase up any loose ends regarding your contract.

Doug


From ???@??? Wed Sep 1 16:28:43 1999
To: "Doug Toomey" <toomey@ifa.hawaii.edu>
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: HI
Cc: 
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Hi Doug,

Hope Flag was good to you.

I've been trading email with the ifa-chris about biz stuff, and
think the contract is on track.  I had to do some state forms,
they are in process.  Dan sent raytrace and other info on Spex.
The raytrace reads in fine and looks plausible.  I'll be around
tomorrow and the day after if you want to talk.  Once the Labor
day weekend starts I could be hard to find, through Wednesday of
next week.

Hasta,
Chris

>Hi,
>
>Are you around.  I have been trying to call you but no luck.
>I just got back the end of last week from Flagstaff.
>I wanted to chase up any loose ends regarding your contract.
>
>Doug

From ???@??? Thu Sep 16 10:43:44 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id JAA08823
	for <cshelton@keck.hawaii.edu>; Thu, 16 Sep 1999 09:34:45 -1000 (HST)
Received: from hubble.ifa.hawaii.edu (hubble.IFA.Hawaii.Edu [128.171.2.5])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id JAA14319
	for <cshelton@keck.hawaii.edu>; Thu, 16 Sep 1999 09:34:44 -1000 (HST)
Received: from localhost (kaukali@localhost)
	by hubble.ifa.hawaii.edu (8.9.1b+Sun/8.9.1) with SMTP id JAA06719;
	Thu, 16 Sep 1999 09:34:43 -1000 (HST)
Date: Thu, 16 Sep 1999 09:34:42 -1000 (HST)
From: Chris Kaukali <kaukali@IfA.Hawaii.Edu>
To: Chris Shelton <cshelton@keck.hawaii.edu>
cc: Doug Toomey <toomey@hubble.ifa.hawaii.edu>,
        Bob Joseph <joseph@hubble.ifa.hawaii.edu>
Subject: Services Contract
In-Reply-To: <2.2.16.19990826124235.11bf96fa@hapuna.keck.hawaii.edu>
Message-ID: <Pine.SOL.3.96.990916093222.5923A-100000@hubble>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
X-UIDL: 870a9479cdfda1abec9c56d235c7f9e8
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

Dr. Shelton,

I've mailed the services contract to you today.  Please review, sign and
return as soon as possible.  If you have any questions, please contact me
via email or phone 808-956-7271.


Chris Kaukali
Administrative Officer



From ???@??? Mon Sep 20 17:07:54 1999
To: Chris Kaukali <kaukali@IfA.Hawaii.Edu>,hughes@ifa.hawaii.edu
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: Services Contract
Cc: toomey@ifa.hawaii.edu,graves@laplacian.com
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Chris, Karan,

The GE ID number has arrived.  It is

GE ID 30117364

Shelton, Jean Christopher
DBA Carpe Photon
PO Box 323
Paauilo, HI 96776

Thank you for the IRTF contract.  It looks fine to me.  I will
pass it by my lawyer tomorrow then return it, also tomorrow.

Chris Shelton

Carpe Photon
cshelton@keck.hawaii.edu
808 881-3817 (Keck office)

From ???@??? Tue Sep 21 11:43:42 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id JAA09891
	for <cshelton@keck.hawaii.edu>; Tue, 21 Sep 1999 09:03:52 -1000 (HST)
Received: from hubble.ifa.hawaii.edu (hubble.IFA.Hawaii.Edu [128.171.2.5])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id JAA22656
	for <cshelton@keck.hawaii.edu>; Tue, 21 Sep 1999 09:03:52 -1000 (HST)
Received: from localhost (kaukali@localhost)
	by hubble.ifa.hawaii.edu (8.9.1b+Sun/8.9.1) with SMTP id JAA13293
	for <cshelton@keck.hawaii.edu>; Tue, 21 Sep 1999 09:03:52 -1000 (HST)
Date: Tue, 21 Sep 1999 09:03:52 -1000 (HST)
From: Chris Kaukali <kaukali@IfA.Hawaii.Edu>
To: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: Services Contract
In-Reply-To: <2.2.16.19990920170755.3857d49c@hapuna.keck.hawaii.edu>
Message-ID: <Pine.SOL.3.96.990921085954.13196A-100000@hubble>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
X-UIDL: 828db365cf125dba8dbcd5b9b0b0b9a5
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Hi Dr. Shelton,

The Taxation Office seems to be the only office that gets things done
quickly!  Please fill in the ID number on the contract.  You will also
need to get the tax clearance taken care of if you haven't already.  I
think I faxed the instructions on how to do that to you.  If you need
assistance, or if your lawyer has any questions, please contact me via
email or phone, 808-956-7271.  Thanks.


Chris Kaukali
Administrative Officer

On Mon, 20 Sep 1999, Chris Shelton wrote:

> Chris, Karan,
> 
> The GE ID number has arrived.  It is
> 
> GE ID 30117364
> 
> Shelton, Jean Christopher
> DBA Carpe Photon
> PO Box 323
> Paauilo, HI 96776
> 
> Thank you for the IRTF contract.  It looks fine to me.  I will
> pass it by my lawyer tomorrow then return it, also tomorrow.
> 
> Chris Shelton
> 
> Carpe Photon
> cshelton@keck.hawaii.edu
> 808 881-3817 (Keck office)
> 
> 


From ???@??? Wed Sep 22 09:40:59 1999
To: Chris Kaukali <kaukali@IfA.Hawaii.Edu>
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: Services Contract
Cc: toomey@ifa.hawaii.edu,graves@laplacian.com
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Hi Chris,

The stamped tax clearance forms have arrived.  The contract and one copy of 
the tax clearance should go out to you today.  Hopefully this will do it.
Is there anything you want faxed, or will mail be ok?

Thanks much,

Chris Shelton

>Hi Dr. Shelton,
>
>The Taxation Office seems to be the only office that gets things done
>quickly!  Please fill in the ID number on the contract.  You will also
>need to get the tax clearance taken care of if you haven't already.  I
>think I faxed the instructions on how to do that to you.  If you need
>assistance, or if your lawyer has any questions, please contact me via
>email or phone, 808-956-7271.  Thanks.
>
>
>Chris Kaukali
>Administrative Officer

From ???@??? Wed Sep 22 16:40:24 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id LAA20188
	for <cshelton@keck.hawaii.edu>; Wed, 22 Sep 1999 11:15:16 -1000 (HST)
Received: from hubble.ifa.hawaii.edu (hubble.IFA.Hawaii.Edu [128.171.2.5])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id LAA05114
	for <cshelton@keck.hawaii.edu>; Wed, 22 Sep 1999 11:15:16 -1000 (HST)
Received: from localhost (kaukali@localhost)
	by hubble.ifa.hawaii.edu (8.9.1b+Sun/8.9.1) with SMTP id LAA04787
	for <cshelton@keck.hawaii.edu>; Wed, 22 Sep 1999 11:15:16 -1000 (HST)
Date: Wed, 22 Sep 1999 11:15:16 -1000 (HST)
From: Chris Kaukali <kaukali@IfA.Hawaii.Edu>
To: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: Services Contract
In-Reply-To: <2.2.16.19990922094100.39ff2818@hapuna.keck.hawaii.edu>
Message-ID: <Pine.SOL.3.96.990922111249.2095A-100000@hubble>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
X-UIDL: 3b8e6abcfb86f6a45ef3098f8825f05b
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Great!  The State Tax Office does it again.  You do not need to fax
anything.  Send them all in the mail.

Chris Kaukali

On Wed, 22 Sep 1999, Chris Shelton wrote:

> Hi Chris,
> 
> The stamped tax clearance forms have arrived.  The contract and one copy of 
> the tax clearance should go out to you today.  Hopefully this will do it.
> Is there anything you want faxed, or will mail be ok?
> 
> Thanks much,
> 
> Chris Shelton



From ???@??? Fri Sep 24 14:46:30 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id OAA07925
	for <cshelton@hapuna.keck.hawaii.edu>; Fri, 24 Sep 1999 14:45:40 -1000 (HST)
Received: from jeans.ifa.hawaii.edu (jeans.IfA.Hawaii.Edu [128.171.79.127])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id OAA27289
	for <cshelton@hapuna.keck.hawaii.edu>; Fri, 24 Sep 1999 14:45:40 -1000 (HST)
Received: from [128.171.79.162] (karanmac [128.171.79.162])
	by jeans.ifa.hawaii.edu (8.9.0/8.9.0) with ESMTP id OAA19029;
	Fri, 24 Sep 1999 14:45:35 -1000 (HST)
Mime-Version: 1.0
Message-Id: <v04210104b411caa51780@[128.171.79.162]>
Date: Fri, 24 Sep 1999 14:47:01 -1000
To: cshelton@hapuna.keck.hawaii.edu, oconnor@hubble.ifa.hawaii.edu,
        graves@hubble.ifa.hawaii.edu, northcott@hubble.ifa.hawaii.edu,
        joseph@jeans.ifa.hawaii.edu, rayner@jeans.ifa.hawaii.edu,
        vacca@jeans.ifa.hawaii.edu
From: Karan Hughes <hughes@jeans.ifa.hawaii.edu>
Subject: Adaptive Optics Meeting
Cc: toomey@jeans.ifa.hawaii.edu
Content-Type: multipart/alternative; boundary="============_-1273902073==_ma============"
X-UIDL: 885e9e1802ac8059704c07dddc6af207
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

This is a multi-part message in MIME format.
--============_-1273902073==_ma============
Content-Type: text/plain; charset="us-ascii"
Content-Transfer-Encoding: 7bit                                             

The IRTF Adaptive Optics meeting will be held on Tuesday, September 
28, beginning at 10:30 a.m. (not 10:00 a.m.) in the IfA Moon Room.

The agenda is as follows:

Morning (10:30 am)
Plate scales and sampling issues with AO
Special concerns for use of AO with SPEX

After Lunch(1:30pm)
Optical Concept for the AO relay
    Ideas for the wavefront sensor
The IRTF Adaptive Optics meeting will be held on Tuesday, September 28, beginning at 10:30 a.m. (not 10:00 a.m.) in the IfA Moon Room.  

The agenda is as follows:

Morning (10:30 am)
Plate scales and sampling issues with AO
Special concerns for use of AO with SPEX

After Lunch(1:30pm)
Optical Concept for the AO relay
    Ideas for the wavefront sensor 
--============_-1273902073==_ma============--

From ???@??? Mon Sep 27 08:12:36 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id FAA10800
	for <cshelton@hapuna.keck.hawaii.edu>; Sat, 25 Sep 1999 05:50:41 -1000 (HST)
Received: from jeans.ifa.hawaii.edu (jeans.IfA.Hawaii.Edu [128.171.79.127])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id FAA00940
	for <cshelton@hapuna.keck.hawaii.edu>; Sat, 25 Sep 1999 05:50:42 -1000 (HST)
Received: from [128.171.75.13] (ppp13.IfA.Hawaii.Edu [128.171.75.13])
	by jeans.ifa.hawaii.edu (8.9.0/8.9.0) with ESMTP id FAA20775;
	Sat, 25 Sep 1999 05:50:42 -1000 (HST)
Mime-Version: 1.0
Message-Id: <v04210100b4129e9f1a6c@[128.171.79.163]>
Date: Sat, 25 Sep 1999 05:50:38 -1000
To: cshelton@hapuna.keck.hawaii.edu
From: Bob Joseph <joseph@jeans.ifa.hawaii.edu>
Subject: Letter of invitation to IRTF meeting
Cc: kaukali@galileo.ifa.hawaii.edu, hughes@jeans.ifa.hawaii.edu,
        toomey@jeans.ifa.hawaii.edu
Content-Type: multipart/alternative; boundary="============_-1273847848==_ma============"
X-UIDL: 35246d52c4c4f03e849866181b44716d
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

Dear Dr. Shelton

I should like to invite you to attend a meeting on the adaptive 
optics system for the NASA Infrared Telescope Facility (IRTF).  The 
NASA Infrared Telescope Adaptive Optics Design meeting will be held 
on 28 September 1999 at the Institute for Astronomy, beginning at 
10:00 a.m.

The agenda is as follows:

Morning (10:00 a.m.)
Plate scales and sampling issues with AO
Special concerns for use of AO with SPEX

After Lunch (1:30 p.m.)
Optical Concept for the AO relay
Ideas for the wavefront sensor

Your expenses, which include your airline ticket, meals, mileage, car 
rental, taxi and parking shall be reimbursed by the NASA IRTF. A 
reimbursement form, which include the regulations for reimbursement, 
will be issued to you on the day of the meeting. Please submit 
receipts for airline ticket, hotel, car rental, taxi and parking 
together with your reimbursement form. In addition, we will ask that 
you complete the "Statement of Citizenship and Residence for Tax 
Purpose Form", which is a requirement of the University of Hawaii for 
all non-employees requesting travel reimbursements.

Please confirm that you are able to attend.

Aloha

Bob Joseph
IRTF Division Chief
Dear Dr. Shelton

I should like to invite you to attend a meeting on the adaptive optics system for the NASA Infrared Telescope Facility (IRTF).  The NASA Infrared Telescope Adaptive Optics Design meeting will be held on 28 September 1999 at the Institute for Astronomy, beginning at 10:00 a.m.

The agenda is as follows:

Morning (10:00 a.m.)
Plate scales and sampling issues with AO
Special concerns for use of AO with SPEX

After Lunch (1:30 p.m.)
Optical Concept for the AO relay
Ideas for the wavefront sensor

Your expenses, which include your airline ticket, meals, mileage, car rental, taxi and parking shall be reimbursed by the NASA IRTF. A reimbursement form, which include the regulations for reimbursement, will be issued to you on the day of the meeting. Please submit receipts for airline ticket, hotel, car rental, taxi and parking together with your reimbursement form. In addition, we will ask that you complete the "Statement of Citizenship and Residence for Tax Purpose Form", which is a requirement of the University of Hawaii for all non-employees requesting travel reimbursements.

Please confirm that you are able to attend.

Aloha

Bob Joseph
IRTF Division Chief

From ???@??? Mon Sep 27 08:15:45 1999
To: Bob Joseph <joseph@jeans.ifa.hawaii.edu>
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: Letter of invitation to IRTF meeting
Cc: 
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Dear Bob Joseph,

Thank you for your invitation to the IRTF Adaptive Optics Design
meeting.  I will be able to attend.

Aloha,

Chris Shelton
cshelton@keck.hawaii.edu
808 881-3817
808 885-4464 fax


>Dear Dr. Shelton
>
>I should like to invite you to attend a meeting on the adaptive 
>optics system for the NASA Infrared Telescope Facility (IRTF).  The 
>NASA Infrared Telescope Adaptive Optics Design meeting will be held 
>on 28 September 1999 at the Institute for Astronomy, beginning at 
>10:00 a.m.
>
>The agenda is as follows:
>
>Morning (10:00 a.m.)
>Plate scales and sampling issues with AO
>Special concerns for use of AO with SPEX
>
>After Lunch (1:30 p.m.)
>Optical Concept for the AO relay
>Ideas for the wavefront sensor
>
>Your expenses, which include your airline ticket, meals, mileage, car 
>rental, taxi and parking shall be reimbursed by the NASA IRTF. A 
>reimbursement form, which include the regulations for reimbursement, 
>will be issued to you on the day of the meeting. Please submit 
>receipts for airline ticket, hotel, car rental, taxi and parking 
>together with your reimbursement form. In addition, we will ask that 
>you complete the "Statement of Citizenship and Residence for Tax 
>Purpose Form", which is a requirement of the University of Hawaii for 
>all non-employees requesting travel reimbursements.
>
>Please confirm that you are able to attend.
>
>Aloha
>
>Bob Joseph
>IRTF Division Chief

From ???@??? Mon Sep 27 17:22:08 1999
To: hlewis,gkihoi,sshutes,jseerveld
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: back Wednesday
Cc: pennington1@llnl.gov
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

I will be at the IRTF AO Design Workshop at IFA in Manoa, Oahu, 
on Tuesday, Sep 28, returning mid-day Wednesday.

Chris S

From ???@??? Mon Oct 4 08:59:10 1999
Received: from keck.hawaii.edu (shelton [128.171.96.222])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id NAA07578;
	Sun, 3 Oct 1999 13:23:48 -1000 (HST)
Message-ID: <37F7E5D6.F66D398@keck.hawaii.edu>
Date: Sun, 03 Oct 1999 13:25:10 -1000
From: Chris Shelton <cshelton@keck.hawaii.edu>
X-Mailer: Mozilla 4.5 [en] (WinNT; I)
X-Accept-Language: en
MIME-Version: 1.0
To: toomey@ifa.hawaii.edu, oconnor@ifa.hawaii.edu, oconner@ifa.hawaii.edu,
        graves@laplacian.com, northcott@laplaceian.com, rayner@ifa.hawaii.edu
Subject: IRTF AO relay
Content-Type: multipart/mixed;
 boundary="------------3EA9DE04CAE9AA7668DC5017"
X-UIDL: f0344dbc7f05db5ef4461c9d912ce921
Status: RO
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

This is a multi-part message in MIME format.
--------------3EA9DE04CAE9AA7668DC5017
Content-Type: text/plain; charset="us-ascii"
Content-Transfer-Encoding: 7bit                                             

Doug and the gang,

I have the next and possibly final version of the IRTF AO relay done.

One fold mirror and the concept of two layers of optics is gone. 
Everything is planar except the first fold is 50 mm up out 
of plane.  This is on the assumption a holder can be fabricated
with both the input and output fold mirrors on it, with vertical
spacing between the axes of 50 mm.  The input and output beams
are almost 180 degrees apart -- exactly 180 isn't quite reachable.

The AO image parity is now the same as non-AO, with a 178.4 degree
rotation.  The back focus, exit pupil diameter and exit pupil
position all exactly match the SPEX-focussed IRTF telescope.
The plane of the optics is 1280 mm below the primary vertex, or
41 inches above SPEX focus.  The focal surface is flat to 0.1 mm
>from center to corner, considerably flatter than 0.8 mm for the 
naked telescope, while image distortion (plate scale change from 
center to corner of the field) is 0.26 percent, not as good as 
the naked telescope, which is distortion-free for this 80 arcsec
square field.

For fit in the box, here are some extreme rays.  This gives
clearance for rays only, the optics and mounts must be added
in.

Long axis, distance from center line:
  DM    1387 mm 54.6 inch
  FOLD2 1025 mm 40.4 inch
  OAP1   932 mm 36.7 inch

Width axis, distance from center line:
  OAP1   316 mm 12.6 inch

The zemax file aorelay19991003.zmx is attached.

Chris SVERS 8130 671
NAME IRTF ADAPTIVE OPTICS
NOTE 1 Notes...
NOTE 2  
NOTE 3  
UNIT MM
FLOA
PUPD 86375.2 3001.78
GFAC 0 0
GCAT 
RAIM 1.0E-8 1 1 1 0 0
PUSH 0 0 0 0
SDMA 0 1
FTYP 0
ROPD 2
PICB 1
XFLD 0 -0.01111 0.01111 -0.01111 0.01111
YFLD 0 0.01111 0.01111 -0.01111 -0.01111
FWGT 1 0.25 0.25 1 1
WAVL 1.2 1.6 2.2
WWGT 0.5 1 0.5
PWAV 1
POLS 1 0 1 0 0
GLRS 1
COFN COATING.DAT
SURF 0
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 22
  DISZ INFINITY
  DIAM 0 0 0
SURF 1
  COMM PRIMARY
  TYPE STANDARD
  CURV -6.542597214816e-005 0 0 0
  SLAB 23
  DISZ -7021.0253761
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1
  DIAM 1523.83679 0 0
SURF 2
  COMM SECONDARY
  STOP
  TYPE STANDARD
  CURV -0.00075138536677 0 0 0
  SLAB 24
  DISZ 7021.0253761
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1.314627
  PZUP 1 -1 0
  DIAM 122 1 0
SURF 3
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 1
  DISZ 892.075
  DIAM 53.9495838 0 0
SURF 4
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 2
  DISZ 338.004
  DIAM 45.3101339 0 0
SURF 5
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 3
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 46.38570261456
  VPAR 4
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 6
  COMM FOLD1
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 4
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 52.7278667 0 0
  SQAP 53.0408 53.0408
SURF 7
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 5
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 46.38570261456
  PPAR 4 5 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -1034.1324908
  VDSZ 0 0
  DIAM 0 0 0
SURF 8
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 6
  PARM 1 0
  PARM 2 0
  PARM 3 3.829381826212
  VPAR 3
  PARM 4 -1.393418437155
  VPAR 4
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 9
  COMM FOLD2
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 7
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 32.1082074 0 0
SURF 10
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 8
  PARM 1 0
  PARM 2 0
  PARM 3 3.829381826212
  PPAR 3 8 1 0
  PARM 4 -1.393418437155
  PPAR 4 8 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 56.367509162
  PZUP 7 1 1090.5
  DIAM 0 0 0
SURF 11
  COMM FOC1
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 6
  DISZ 1895.6721
  DIAM 31.565898 0 0
SURF 12
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 13
  PARM 1 0
  PARM 2 266.6721
  PARM 3 -8
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 13
  COMM OAP1 COLL
  TYPE STANDARD
  CURV -0.0002611918077712 0 0 0
  SLAB 8
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1
  DIAM 315.862072 0 0
  CLAP 0 64
  OBDC 0 -267.722
SURF 14
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 9
  PARM 1 0
  PARM 2 -267.722
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -2323.7417
  DIAM 0 0 0
SURF 15
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 10
  PARM 1 0
  PARM 2 0
  PARM 3 -3
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 16
  COMM AO DM
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 11
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 25.4134309 0 0
  CLAP 0 30
SURF 17
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 12
  PARM 1 0
  PARM 2 0
  PARM 3 -3
  PPAR 3 15 1 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 18
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 27
  PARM 1 0
  PARM 2 267.722
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 2290.9823427
  DIAM 0 0 0
SURF 19
  COMM OAP2 CAM
  TYPE STANDARD
  CURV -0.0002611918077712 0 0 0
  SLAB 14
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1
  DIAM 314.643571 0 0
  CLAP 0 64
  OBDC 0 -267.722
SURF 20
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 15
  PARM 1 0
  PARM 2 -266.6721
  PARM 3 8
  PARM 4 0
  PARM 5 0
  PARM 6 1
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 21
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 17
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -855.1721
  DIAM 0 0 0
SURF 22
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 18
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -45
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 23
  COMM FOLD 3
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 19
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 60.0483409 0 0
  SQAP 60.2983 60.2983
SURF 24
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 20
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -45
  PPAR 4 22 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 1040.5
  DIAM 0 0 0
SURF 25
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 21
  DISZ 0
  DIAM 31.8516451 0 0
GLCA  25   1              0              0              0              0              0              1
GLCB  25   1              0              0              0              0              0              1
GLCC  25   1              0              0              0              0              1              1
GLCZ  23   1              0              0              0              0       1280.079              1
GLCX  23   1              0              0              0              0              0              1
GLCY  23   1              0              0              0              0              0              1
EXPP   0   0              0              0              0              0       9341.928              0
DMFS   0   0              0              0              0              0              0              0
BLNK Start of default merit function.
BLNK No default air thickness boundary constraints.
BLNK No default glass thickness boundary constraints.
BLNK Operands for field 1.
OPDX   0   1              0              0    0.167855344    0.290733983              0  0.00484813681
OPDX   0   1              0              0    0.353553391    0.612372436              0   0.0077570189
OPDX   0   1              0              0    0.470982573    0.815765745              0  0.00484813681
OPDX   0   1              0              0    0.335710687              0              0  0.00484813681
OPDX   0   1              0              0    0.707106781              0              0   0.0077570189
OPDX   0   1              0              0    0.941965145              0              0  0.00484813681
OPDX   0   1              0              0    0.167855344   -0.290733983              0  0.00484813681
OPDX   0   1              0              0    0.353553391   -0.612372436              0   0.0077570189
OPDX   0   1              0              0    0.470982573   -0.815765745              0  0.00484813681
OPDX   0   1              0              0   -0.167855344   -0.290733983              0  0.00484813681
OPDX   0   1              0              0   -0.353553391   -0.612372436              0   0.0077570189
OPDX   0   1              0              0   -0.470982573   -0.815765745              0  0.00484813681
OPDX   0   1              0              0   -0.335710687 2.57059643e-016              0  0.00484813681
OPDX   0   1              0              0   -0.707106781 5.41444238e-016              0   0.0077570189
OPDX   0   1              0              0   -0.941965145 7.21279464e-016              0  0.00484813681
OPDX   0   1              0              0   -0.167855344    0.290733983              0  0.00484813681
OPDX   0   1              0              0   -0.353553391    0.612372436              0   0.0077570189
OPDX   0   1              0              0   -0.470982573    0.815765745              0  0.00484813681
OPDX   0   2              0              0    0.167855344    0.290733983              0  0.00969627362
OPDX   0   2              0              0    0.353553391    0.612372436              0   0.0155140378
OPDX   0   2              0              0    0.470982573    0.815765745              0  0.00969627362
OPDX   0   2              0              0    0.335710687              0              0  0.00969627362
OPDX   0   2              0              0    0.707106781              0              0   0.0155140378
OPDX   0   2              0              0    0.941965145              0              0  0.00969627362
OPDX   0   2              0              0    0.167855344   -0.290733983              0  0.00969627362
OPDX   0   2              0              0    0.353553391   -0.612372436              0   0.0155140378
OPDX   0   2              0              0    0.470982573   -0.815765745              0  0.00969627362
OPDX   0   2              0              0   -0.167855344   -0.290733983              0  0.00969627362
OPDX   0   2              0              0   -0.353553391   -0.612372436              0   0.0155140378
OPDX   0   2              0              0   -0.470982573   -0.815765745              0  0.00969627362
OPDX   0   2              0              0   -0.335710687 2.57059643e-016              0  0.00969627362
OPDX   0   2              0              0   -0.707106781 5.41444238e-016              0   0.0155140378
OPDX   0   2              0              0   -0.941965145 7.21279464e-016              0  0.00969627362
OPDX   0   2              0              0   -0.167855344    0.290733983              0  0.00969627362
OPDX   0   2              0              0   -0.353553391    0.612372436              0   0.0155140378
OPDX   0   2              0              0   -0.470982573    0.815765745              0  0.00969627362
OPDX   0   3              0              0    0.167855344    0.290733983              0  0.00484813681
OPDX   0   3              0              0    0.353553391    0.612372436              0   0.0077570189
OPDX   0   3              0              0    0.470982573    0.815765745              0  0.00484813681
OPDX   0   3              0              0    0.335710687              0              0  0.00484813681
OPDX   0   3              0              0    0.707106781              0              0   0.0077570189
OPDX   0   3              0              0    0.941965145              0              0  0.00484813681
OPDX   0   3              0              0    0.167855344   -0.290733983              0  0.00484813681
OPDX   0   3              0              0    0.353553391   -0.612372436              0   0.0077570189
OPDX   0   3              0              0    0.470982573   -0.815765745              0  0.00484813681
OPDX   0   3              0              0   -0.167855344   -0.290733983              0  0.00484813681
OPDX   0   3              0              0   -0.353553391   -0.612372436              0   0.0077570189
OPDX   0   3              0              0   -0.470982573   -0.815765745              0  0.00484813681
OPDX   0   3              0              0   -0.335710687 2.57059643e-016              0  0.00484813681
OPDX   0   3              0              0   -0.707106781 5.41444238e-016              0   0.0077570189
OPDX   0   3              0              0   -0.941965145 7.21279464e-016              0  0.00484813681
OPDX   0   3              0              0   -0.167855344    0.290733983              0  0.00484813681
OPDX   0   3              0              0   -0.353553391    0.612372436              0   0.0077570189
OPDX   0   3              0              0   -0.470982573    0.815765745              0  0.00484813681
BLNK Operands for field 2.
OPDX   0   1   -0.707106781    0.707106781    0.167855344    0.290733983              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781    0.353553391    0.612372436              0  0.00193925472
OPDX   0   1   -0.707106781    0.707106781    0.470982573    0.815765745              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781    0.335710687              0              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781    0.707106781              0              0  0.00193925472
OPDX   0   1   -0.707106781    0.707106781    0.941965145              0              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781    0.167855344   -0.290733983              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00193925472
OPDX   0   1   -0.707106781    0.707106781    0.470982573   -0.815765745              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781   -0.167855344   -0.290733983              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00193925472
OPDX   0   1   -0.707106781    0.707106781   -0.470982573   -0.815765745              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781   -0.335710687 2.57059643e-016              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00193925472
OPDX   0   1   -0.707106781    0.707106781   -0.941965145 7.21279464e-016              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781   -0.167855344    0.290733983              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00193925472
OPDX   0   1   -0.707106781    0.707106781   -0.470982573    0.815765745              0   0.0012120342
OPDX   0   2   -0.707106781    0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781   -0.470982573    0.815765745              0  0.00242406841
OPDX   0   3   -0.707106781    0.707106781    0.167855344    0.290733983              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781    0.353553391    0.612372436              0  0.00193925472
OPDX   0   3   -0.707106781    0.707106781    0.470982573    0.815765745              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781    0.335710687              0              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781    0.707106781              0              0  0.00193925472
OPDX   0   3   -0.707106781    0.707106781    0.941965145              0              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781    0.167855344   -0.290733983              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00193925472
OPDX   0   3   -0.707106781    0.707106781    0.470982573   -0.815765745              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781   -0.167855344   -0.290733983              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00193925472
OPDX   0   3   -0.707106781    0.707106781   -0.470982573   -0.815765745              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781   -0.335710687 2.57059643e-016              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00193925472
OPDX   0   3   -0.707106781    0.707106781   -0.941965145 7.21279464e-016              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781   -0.167855344    0.290733983              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00193925472
OPDX   0   3   -0.707106781    0.707106781   -0.470982573    0.815765745              0   0.0012120342
BLNK Operands for field 3.
OPDX   0   1    0.707106781    0.707106781    0.167855344    0.290733983              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781    0.353553391    0.612372436              0  0.00193925472
OPDX   0   1    0.707106781    0.707106781    0.470982573    0.815765745              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781    0.335710687              0              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781    0.707106781              0              0  0.00193925472
OPDX   0   1    0.707106781    0.707106781    0.941965145              0              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781    0.167855344   -0.290733983              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00193925472
OPDX   0   1    0.707106781    0.707106781    0.470982573   -0.815765745              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781   -0.167855344   -0.290733983              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00193925472
OPDX   0   1    0.707106781    0.707106781   -0.470982573   -0.815765745              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781   -0.335710687 2.57059643e-016              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00193925472
OPDX   0   1    0.707106781    0.707106781   -0.941965145 7.21279464e-016              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781   -0.167855344    0.290733983              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00193925472
OPDX   0   1    0.707106781    0.707106781   -0.470982573    0.815765745              0   0.0012120342
OPDX   0   2    0.707106781    0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781   -0.470982573    0.815765745              0  0.00242406841
OPDX   0   3    0.707106781    0.707106781    0.167855344    0.290733983              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781    0.353553391    0.612372436              0  0.00193925472
OPDX   0   3    0.707106781    0.707106781    0.470982573    0.815765745              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781    0.335710687              0              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781    0.707106781              0              0  0.00193925472
OPDX   0   3    0.707106781    0.707106781    0.941965145              0              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781    0.167855344   -0.290733983              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00193925472
OPDX   0   3    0.707106781    0.707106781    0.470982573   -0.815765745              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781   -0.167855344   -0.290733983              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00193925472
OPDX   0   3    0.707106781    0.707106781   -0.470982573   -0.815765745              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781   -0.335710687 2.57059643e-016              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00193925472
OPDX   0   3    0.707106781    0.707106781   -0.941965145 7.21279464e-016              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781   -0.167855344    0.290733983              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00193925472
OPDX   0   3    0.707106781    0.707106781   -0.470982573    0.815765745              0   0.0012120342
BLNK Operands for field 4.
OPDX   0   1   -0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781    0.353553391    0.612372436              0   0.0077570189
OPDX   0   1   -0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781    0.335710687              0              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781    0.707106781              0              0   0.0077570189
OPDX   0   1   -0.707106781   -0.707106781    0.941965145              0              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781    0.353553391   -0.612372436              0   0.0077570189
OPDX   0   1   -0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781   -0.353553391   -0.612372436              0   0.0077570189
OPDX   0   1   -0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0   0.0077570189
OPDX   0   1   -0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781   -0.353553391    0.612372436              0   0.0077570189
OPDX   0   1   -0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00484813681
OPDX   0   2   -0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781    0.353553391    0.612372436              0   0.0155140378
OPDX   0   2   -0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781    0.335710687              0              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781    0.707106781              0              0   0.0155140378
OPDX   0   2   -0.707106781   -0.707106781    0.941965145              0              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781    0.353553391   -0.612372436              0   0.0155140378
OPDX   0   2   -0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781   -0.353553391   -0.612372436              0   0.0155140378
OPDX   0   2   -0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0   0.0155140378
OPDX   0   2   -0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781   -0.353553391    0.612372436              0   0.0155140378
OPDX   0   2   -0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00969627362
OPDX   0   3   -0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781    0.353553391    0.612372436              0   0.0077570189
OPDX   0   3   -0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781    0.335710687              0              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781    0.707106781              0              0   0.0077570189
OPDX   0   3   -0.707106781   -0.707106781    0.941965145              0              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781    0.353553391   -0.612372436              0   0.0077570189
OPDX   0   3   -0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781   -0.353553391   -0.612372436              0   0.0077570189
OPDX   0   3   -0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0   0.0077570189
OPDX   0   3   -0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781   -0.353553391    0.612372436              0   0.0077570189
OPDX   0   3   -0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00484813681
BLNK Operands for field 5.
OPDX   0   1    0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781    0.353553391    0.612372436              0   0.0077570189
OPDX   0   1    0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781    0.335710687              0              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781    0.707106781              0              0   0.0077570189
OPDX   0   1    0.707106781   -0.707106781    0.941965145              0              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781    0.353553391   -0.612372436              0   0.0077570189
OPDX   0   1    0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781   -0.353553391   -0.612372436              0   0.0077570189
OPDX   0   1    0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0   0.0077570189
OPDX   0   1    0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781   -0.353553391    0.612372436              0   0.0077570189
OPDX   0   1    0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00484813681
OPDX   0   2    0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781    0.353553391    0.612372436              0   0.0155140378
OPDX   0   2    0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781    0.335710687              0              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781    0.707106781              0              0   0.0155140378
OPDX   0   2    0.707106781   -0.707106781    0.941965145              0              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781    0.353553391   -0.612372436              0   0.0155140378
OPDX   0   2    0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781   -0.353553391   -0.612372436              0   0.0155140378
OPDX   0   2    0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0   0.0155140378
OPDX   0   2    0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781   -0.353553391    0.612372436              0   0.0155140378
OPDX   0   2    0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00969627362
OPDX   0   3    0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781    0.353553391    0.612372436              0   0.0077570189
OPDX   0   3    0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781    0.335710687              0              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781    0.707106781              0              0   0.0077570189
OPDX   0   3    0.707106781   -0.707106781    0.941965145              0              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781    0.353553391   -0.612372436              0   0.0077570189
OPDX   0   3    0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781   -0.353553391   -0.612372436              0   0.0077570189
OPDX   0   3    0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0   0.0077570189
OPDX   0   3    0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781   -0.353553391    0.612372436              0   0.0077570189
OPDX   0   3    0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00484813681
MNUM 1
--------------3EA9DE04CAE9AA7668DC5017--

From ???@??? Mon Oct 4 08:59:10 1999
Received: from keck.hawaii.edu (shelton [128.171.96.222])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id NAA07578;
	Sun, 3 Oct 1999 13:23:48 -1000 (HST)
Message-ID: <37F7E5D6.F66D398@keck.hawaii.edu>
Date: Sun, 03 Oct 1999 13:25:10 -1000
From: Chris Shelton <cshelton@keck.hawaii.edu>
X-Mailer: Mozilla 4.5 [en] (WinNT; I)
X-Accept-Language: en
MIME-Version: 1.0
To: toomey@ifa.hawaii.edu, oconnor@ifa.hawaii.edu, oconner@ifa.hawaii.edu,
        graves@laplacian.com, northcott@laplaceian.com, rayner@ifa.hawaii.edu
Subject: IRTF AO relay
Content-Type: multipart/mixed;
 boundary="------------3EA9DE04CAE9AA7668DC5017"
X-UIDL: f0344dbc7f05db5ef4461c9d912ce921
Status: RO
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

This is a multi-part message in MIME format.
--------------3EA9DE04CAE9AA7668DC5017
Content-Type: text/plain; charset="us-ascii"
Content-Transfer-Encoding: 7bit                                             

Doug and the gang,

I have the next and possibly final version of the IRTF AO relay done.

One fold mirror and the concept of two layers of optics is gone. 
Everything is planar except the first fold is 50 mm up out 
of plane.  This is on the assumption a holder can be fabricated
with both the input and output fold mirrors on it, with vertical
spacing between the axes of 50 mm.  The input and output beams
are almost 180 degrees apart -- exactly 180 isn't quite reachable.

The AO image parity is now the same as non-AO, with a 178.4 degree
rotation.  The back focus, exit pupil diameter and exit pupil
position all exactly match the SPEX-focussed IRTF telescope.
The plane of the optics is 1280 mm below the primary vertex, or
41 inches above SPEX focus.  The focal surface is flat to 0.1 mm
>from center to corner, considerably flatter than 0.8 mm for the 
naked telescope, while image distortion (plate scale change from 
center to corner of the field) is 0.26 percent, not as good as 
the naked telescope, which is distortion-free for this 80 arcsec
square field.

For fit in the box, here are some extreme rays.  This gives
clearance for rays only, the optics and mounts must be added
in.

Long axis, distance from center line:
  DM    1387 mm 54.6 inch
  FOLD2 1025 mm 40.4 inch
  OAP1   932 mm 36.7 inch

Width axis, distance from center line:
  OAP1   316 mm 12.6 inch

The zemax file aorelay19991003.zmx is attached.

Chris SVERS 8130 671
NAME IRTF ADAPTIVE OPTICS
NOTE 1 Notes...
NOTE 2  
NOTE 3  
UNIT MM
FLOA
PUPD 86375.2 3001.78
GFAC 0 0
GCAT 
RAIM 1.0E-8 1 1 1 0 0
PUSH 0 0 0 0
SDMA 0 1
FTYP 0
ROPD 2
PICB 1
XFLD 0 -0.01111 0.01111 -0.01111 0.01111
YFLD 0 0.01111 0.01111 -0.01111 -0.01111
FWGT 1 0.25 0.25 1 1
WAVL 1.2 1.6 2.2
WWGT 0.5 1 0.5
PWAV 1
POLS 1 0 1 0 0
GLRS 1
COFN COATING.DAT
SURF 0
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 22
  DISZ INFINITY
  DIAM 0 0 0
SURF 1
  COMM PRIMARY
  TYPE STANDARD
  CURV -6.542597214816e-005 0 0 0
  SLAB 23
  DISZ -7021.0253761
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1
  DIAM 1523.83679 0 0
SURF 2
  COMM SECONDARY
  STOP
  TYPE STANDARD
  CURV -0.00075138536677 0 0 0
  SLAB 24
  DISZ 7021.0253761
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1.314627
  PZUP 1 -1 0
  DIAM 122 1 0
SURF 3
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 1
  DISZ 892.075
  DIAM 53.9495838 0 0
SURF 4
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 2
  DISZ 338.004
  DIAM 45.3101339 0 0
SURF 5
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 3
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 46.38570261456
  VPAR 4
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 6
  COMM FOLD1
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 4
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 52.7278667 0 0
  SQAP 53.0408 53.0408
SURF 7
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 5
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 46.38570261456
  PPAR 4 5 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -1034.1324908
  VDSZ 0 0
  DIAM 0 0 0
SURF 8
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 6
  PARM 1 0
  PARM 2 0
  PARM 3 3.829381826212
  VPAR 3
  PARM 4 -1.393418437155
  VPAR 4
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 9
  COMM FOLD2
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 7
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 32.1082074 0 0
SURF 10
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 8
  PARM 1 0
  PARM 2 0
  PARM 3 3.829381826212
  PPAR 3 8 1 0
  PARM 4 -1.393418437155
  PPAR 4 8 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 56.367509162
  PZUP 7 1 1090.5
  DIAM 0 0 0
SURF 11
  COMM FOC1
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 6
  DISZ 1895.6721
  DIAM 31.565898 0 0
SURF 12
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 13
  PARM 1 0
  PARM 2 266.6721
  PARM 3 -8
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 13
  COMM OAP1 COLL
  TYPE STANDARD
  CURV -0.0002611918077712 0 0 0
  SLAB 8
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1
  DIAM 315.862072 0 0
  CLAP 0 64
  OBDC 0 -267.722
SURF 14
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 9
  PARM 1 0
  PARM 2 -267.722
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -2323.7417
  DIAM 0 0 0
SURF 15
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 10
  PARM 1 0
  PARM 2 0
  PARM 3 -3
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 16
  COMM AO DM
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 11
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 25.4134309 0 0
  CLAP 0 30
SURF 17
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 12
  PARM 1 0
  PARM 2 0
  PARM 3 -3
  PPAR 3 15 1 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 18
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 27
  PARM 1 0
  PARM 2 267.722
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 2290.9823427
  DIAM 0 0 0
SURF 19
  COMM OAP2 CAM
  TYPE STANDARD
  CURV -0.0002611918077712 0 0 0
  SLAB 14
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1
  DIAM 314.643571 0 0
  CLAP 0 64
  OBDC 0 -267.722
SURF 20
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 15
  PARM 1 0
  PARM 2 -266.6721
  PARM 3 8
  PARM 4 0
  PARM 5 0
  PARM 6 1
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 21
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 17
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -855.1721
  DIAM 0 0 0
SURF 22
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 18
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -45
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 23
  COMM FOLD 3
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 19
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 60.0483409 0 0
  SQAP 60.2983 60.2983
SURF 24
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 20
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -45
  PPAR 4 22 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 1040.5
  DIAM 0 0 0
SURF 25
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 21
  DISZ 0
  DIAM 31.8516451 0 0
GLCA  25   1              0              0              0              0              0              1
GLCB  25   1              0              0              0              0              0              1
GLCC  25   1              0              0              0              0              1              1
GLCZ  23   1              0              0              0              0       1280.079              1
GLCX  23   1              0              0              0              0              0              1
GLCY  23   1              0              0              0              0              0              1
EXPP   0   0              0              0              0              0       9341.928              0
DMFS   0   0              0              0              0              0              0              0
BLNK Start of default merit function.
BLNK No default air thickness boundary constraints.
BLNK No default glass thickness boundary constraints.
BLNK Operands for field 1.
OPDX   0   1              0              0    0.167855344    0.290733983              0  0.00484813681
OPDX   0   1              0              0    0.353553391    0.612372436              0   0.0077570189
OPDX   0   1              0              0    0.470982573    0.815765745              0  0.00484813681
OPDX   0   1              0              0    0.335710687              0              0  0.00484813681
OPDX   0   1              0              0    0.707106781              0              0   0.0077570189
OPDX   0   1              0              0    0.941965145              0              0  0.00484813681
OPDX   0   1              0              0    0.167855344   -0.290733983              0  0.00484813681
OPDX   0   1              0              0    0.353553391   -0.612372436              0   0.0077570189
OPDX   0   1              0              0    0.470982573   -0.815765745              0  0.00484813681
OPDX   0   1              0              0   -0.167855344   -0.290733983              0  0.00484813681
OPDX   0   1              0              0   -0.353553391   -0.612372436              0   0.0077570189
OPDX   0   1              0              0   -0.470982573   -0.815765745              0  0.00484813681
OPDX   0   1              0              0   -0.335710687 2.57059643e-016              0  0.00484813681
OPDX   0   1              0              0   -0.707106781 5.41444238e-016              0   0.0077570189
OPDX   0   1              0              0   -0.941965145 7.21279464e-016              0  0.00484813681
OPDX   0   1              0              0   -0.167855344    0.290733983              0  0.00484813681
OPDX   0   1              0              0   -0.353553391    0.612372436              0   0.0077570189
OPDX   0   1              0              0   -0.470982573    0.815765745              0  0.00484813681
OPDX   0   2              0              0    0.167855344    0.290733983              0  0.00969627362
OPDX   0   2              0              0    0.353553391    0.612372436              0   0.0155140378
OPDX   0   2              0              0    0.470982573    0.815765745              0  0.00969627362
OPDX   0   2              0              0    0.335710687              0              0  0.00969627362
OPDX   0   2              0              0    0.707106781              0              0   0.0155140378
OPDX   0   2              0              0    0.941965145              0              0  0.00969627362
OPDX   0   2              0              0    0.167855344   -0.290733983              0  0.00969627362
OPDX   0   2              0              0    0.353553391   -0.612372436              0   0.0155140378
OPDX   0   2              0              0    0.470982573   -0.815765745              0  0.00969627362
OPDX   0   2              0              0   -0.167855344   -0.290733983              0  0.00969627362
OPDX   0   2              0              0   -0.353553391   -0.612372436              0   0.0155140378
OPDX   0   2              0              0   -0.470982573   -0.815765745              0  0.00969627362
OPDX   0   2              0              0   -0.335710687 2.57059643e-016              0  0.00969627362
OPDX   0   2              0              0   -0.707106781 5.41444238e-016              0   0.0155140378
OPDX   0   2              0              0   -0.941965145 7.21279464e-016              0  0.00969627362
OPDX   0   2              0              0   -0.167855344    0.290733983              0  0.00969627362
OPDX   0   2              0              0   -0.353553391    0.612372436              0   0.0155140378
OPDX   0   2              0              0   -0.470982573    0.815765745              0  0.00969627362
OPDX   0   3              0              0    0.167855344    0.290733983              0  0.00484813681
OPDX   0   3              0              0    0.353553391    0.612372436              0   0.0077570189
OPDX   0   3              0              0    0.470982573    0.815765745              0  0.00484813681
OPDX   0   3              0              0    0.335710687              0              0  0.00484813681
OPDX   0   3              0              0    0.707106781              0              0   0.0077570189
OPDX   0   3              0              0    0.941965145              0              0  0.00484813681
OPDX   0   3              0              0    0.167855344   -0.290733983              0  0.00484813681
OPDX   0   3              0              0    0.353553391   -0.612372436              0   0.0077570189
OPDX   0   3              0              0    0.470982573   -0.815765745              0  0.00484813681
OPDX   0   3              0              0   -0.167855344   -0.290733983              0  0.00484813681
OPDX   0   3              0              0   -0.353553391   -0.612372436              0   0.0077570189
OPDX   0   3              0              0   -0.470982573   -0.815765745              0  0.00484813681
OPDX   0   3              0              0   -0.335710687 2.57059643e-016              0  0.00484813681
OPDX   0   3              0              0   -0.707106781 5.41444238e-016              0   0.0077570189
OPDX   0   3              0              0   -0.941965145 7.21279464e-016              0  0.00484813681
OPDX   0   3              0              0   -0.167855344    0.290733983              0  0.00484813681
OPDX   0   3              0              0   -0.353553391    0.612372436              0   0.0077570189
OPDX   0   3              0              0   -0.470982573    0.815765745              0  0.00484813681
BLNK Operands for field 2.
OPDX   0   1   -0.707106781    0.707106781    0.167855344    0.290733983              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781    0.353553391    0.612372436              0  0.00193925472
OPDX   0   1   -0.707106781    0.707106781    0.470982573    0.815765745              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781    0.335710687              0              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781    0.707106781              0              0  0.00193925472
OPDX   0   1   -0.707106781    0.707106781    0.941965145              0              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781    0.167855344   -0.290733983              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00193925472
OPDX   0   1   -0.707106781    0.707106781    0.470982573   -0.815765745              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781   -0.167855344   -0.290733983              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00193925472
OPDX   0   1   -0.707106781    0.707106781   -0.470982573   -0.815765745              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781   -0.335710687 2.57059643e-016              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00193925472
OPDX   0   1   -0.707106781    0.707106781   -0.941965145 7.21279464e-016              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781   -0.167855344    0.290733983              0   0.0012120342
OPDX   0   1   -0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00193925472
OPDX   0   1   -0.707106781    0.707106781   -0.470982573    0.815765745              0   0.0012120342
OPDX   0   2   -0.707106781    0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781   -0.470982573    0.815765745              0  0.00242406841
OPDX   0   3   -0.707106781    0.707106781    0.167855344    0.290733983              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781    0.353553391    0.612372436              0  0.00193925472
OPDX   0   3   -0.707106781    0.707106781    0.470982573    0.815765745              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781    0.335710687              0              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781    0.707106781              0              0  0.00193925472
OPDX   0   3   -0.707106781    0.707106781    0.941965145              0              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781    0.167855344   -0.290733983              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00193925472
OPDX   0   3   -0.707106781    0.707106781    0.470982573   -0.815765745              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781   -0.167855344   -0.290733983              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00193925472
OPDX   0   3   -0.707106781    0.707106781   -0.470982573   -0.815765745              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781   -0.335710687 2.57059643e-016              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00193925472
OPDX   0   3   -0.707106781    0.707106781   -0.941965145 7.21279464e-016              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781   -0.167855344    0.290733983              0   0.0012120342
OPDX   0   3   -0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00193925472
OPDX   0   3   -0.707106781    0.707106781   -0.470982573    0.815765745              0   0.0012120342
BLNK Operands for field 3.
OPDX   0   1    0.707106781    0.707106781    0.167855344    0.290733983              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781    0.353553391    0.612372436              0  0.00193925472
OPDX   0   1    0.707106781    0.707106781    0.470982573    0.815765745              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781    0.335710687              0              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781    0.707106781              0              0  0.00193925472
OPDX   0   1    0.707106781    0.707106781    0.941965145              0              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781    0.167855344   -0.290733983              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00193925472
OPDX   0   1    0.707106781    0.707106781    0.470982573   -0.815765745              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781   -0.167855344   -0.290733983              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00193925472
OPDX   0   1    0.707106781    0.707106781   -0.470982573   -0.815765745              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781   -0.335710687 2.57059643e-016              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00193925472
OPDX   0   1    0.707106781    0.707106781   -0.941965145 7.21279464e-016              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781   -0.167855344    0.290733983              0   0.0012120342
OPDX   0   1    0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00193925472
OPDX   0   1    0.707106781    0.707106781   -0.470982573    0.815765745              0   0.0012120342
OPDX   0   2    0.707106781    0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781   -0.470982573    0.815765745              0  0.00242406841
OPDX   0   3    0.707106781    0.707106781    0.167855344    0.290733983              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781    0.353553391    0.612372436              0  0.00193925472
OPDX   0   3    0.707106781    0.707106781    0.470982573    0.815765745              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781    0.335710687              0              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781    0.707106781              0              0  0.00193925472
OPDX   0   3    0.707106781    0.707106781    0.941965145              0              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781    0.167855344   -0.290733983              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00193925472
OPDX   0   3    0.707106781    0.707106781    0.470982573   -0.815765745              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781   -0.167855344   -0.290733983              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00193925472
OPDX   0   3    0.707106781    0.707106781   -0.470982573   -0.815765745              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781   -0.335710687 2.57059643e-016              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00193925472
OPDX   0   3    0.707106781    0.707106781   -0.941965145 7.21279464e-016              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781   -0.167855344    0.290733983              0   0.0012120342
OPDX   0   3    0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00193925472
OPDX   0   3    0.707106781    0.707106781   -0.470982573    0.815765745              0   0.0012120342
BLNK Operands for field 4.
OPDX   0   1   -0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781    0.353553391    0.612372436              0   0.0077570189
OPDX   0   1   -0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781    0.335710687              0              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781    0.707106781              0              0   0.0077570189
OPDX   0   1   -0.707106781   -0.707106781    0.941965145              0              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781    0.353553391   -0.612372436              0   0.0077570189
OPDX   0   1   -0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781   -0.353553391   -0.612372436              0   0.0077570189
OPDX   0   1   -0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0   0.0077570189
OPDX   0   1   -0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00484813681
OPDX   0   1   -0.707106781   -0.707106781   -0.353553391    0.612372436              0   0.0077570189
OPDX   0   1   -0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00484813681
OPDX   0   2   -0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781    0.353553391    0.612372436              0   0.0155140378
OPDX   0   2   -0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781    0.335710687              0              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781    0.707106781              0              0   0.0155140378
OPDX   0   2   -0.707106781   -0.707106781    0.941965145              0              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781    0.353553391   -0.612372436              0   0.0155140378
OPDX   0   2   -0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781   -0.353553391   -0.612372436              0   0.0155140378
OPDX   0   2   -0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0   0.0155140378
OPDX   0   2   -0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00969627362
OPDX   0   2   -0.707106781   -0.707106781   -0.353553391    0.612372436              0   0.0155140378
OPDX   0   2   -0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00969627362
OPDX   0   3   -0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781    0.353553391    0.612372436              0   0.0077570189
OPDX   0   3   -0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781    0.335710687              0              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781    0.707106781              0              0   0.0077570189
OPDX   0   3   -0.707106781   -0.707106781    0.941965145              0              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781    0.353553391   -0.612372436              0   0.0077570189
OPDX   0   3   -0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781   -0.353553391   -0.612372436              0   0.0077570189
OPDX   0   3   -0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0   0.0077570189
OPDX   0   3   -0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00484813681
OPDX   0   3   -0.707106781   -0.707106781   -0.353553391    0.612372436              0   0.0077570189
OPDX   0   3   -0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00484813681
BLNK Operands for field 5.
OPDX   0   1    0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781    0.353553391    0.612372436              0   0.0077570189
OPDX   0   1    0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781    0.335710687              0              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781    0.707106781              0              0   0.0077570189
OPDX   0   1    0.707106781   -0.707106781    0.941965145              0              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781    0.353553391   -0.612372436              0   0.0077570189
OPDX   0   1    0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781   -0.353553391   -0.612372436              0   0.0077570189
OPDX   0   1    0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0   0.0077570189
OPDX   0   1    0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00484813681
OPDX   0   1    0.707106781   -0.707106781   -0.353553391    0.612372436              0   0.0077570189
OPDX   0   1    0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00484813681
OPDX   0   2    0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781    0.353553391    0.612372436              0   0.0155140378
OPDX   0   2    0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781    0.335710687              0              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781    0.707106781              0              0   0.0155140378
OPDX   0   2    0.707106781   -0.707106781    0.941965145              0              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781    0.353553391   -0.612372436              0   0.0155140378
OPDX   0   2    0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781   -0.353553391   -0.612372436              0   0.0155140378
OPDX   0   2    0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0   0.0155140378
OPDX   0   2    0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00969627362
OPDX   0   2    0.707106781   -0.707106781   -0.353553391    0.612372436              0   0.0155140378
OPDX   0   2    0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00969627362
OPDX   0   3    0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781    0.353553391    0.612372436              0   0.0077570189
OPDX   0   3    0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781    0.335710687              0              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781    0.707106781              0              0   0.0077570189
OPDX   0   3    0.707106781   -0.707106781    0.941965145              0              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781    0.353553391   -0.612372436              0   0.0077570189
OPDX   0   3    0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781   -0.353553391   -0.612372436              0   0.0077570189
OPDX   0   3    0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0   0.0077570189
OPDX   0   3    0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00484813681
OPDX   0   3    0.707106781   -0.707106781   -0.353553391    0.612372436              0   0.0077570189
OPDX   0   3    0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00484813681
MNUM 1
--------------3EA9DE04CAE9AA7668DC5017--

From ???@??? Mon Oct 4 08:59:11 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id IAA11658
	for <cshelton@keck.hawaii.edu>; Mon, 4 Oct 1999 08:40:28 -1000 (HST)
Received: from hubble.ifa.hawaii.edu (hubble.IFA.Hawaii.Edu [128.171.2.5])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id IAA19197
	for <cshelton@keck.hawaii.edu>; Mon, 4 Oct 1999 08:40:26 -1000 (HST)
Received: from [128.171.163.103] (lightyear [128.171.163.103])
	by hubble.ifa.hawaii.edu (8.9.1b+Sun/8.9.1) with ESMTP id IAA01645
	for <cshelton@keck.hawaii.edu>; Mon, 4 Oct 1999 08:40:26 -1000 (HST)
Mime-Version: 1.0
Message-Id: <v04210105b41ea5a104e8@[128.171.163.103]>
In-Reply-To: <37F7E5D6.F66D398@keck.hawaii.edu>
References: <37F7E5D6.F66D398@keck.hawaii.edu>
Date: Mon, 4 Oct 1999 08:44:24 -1000
To: Chris Shelton <cshelton@keck.hawaii.edu>
From: Buzz Graves <graves@IfA.Hawaii.Edu>
Subject: Re: IRTF AO relay
Content-Type: text/plain; charset="us-ascii" ; format="flowed"
X-UIDL: 79255ad0b28e2462440555e82c5c232f
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Chris,

The Zemax file came thru as a listing in the email message and not as 
a attachment.  Could you try again.

Thanks,

Buzz

From ???@??? Mon Oct 4 09:43:47 1999
To: Buzz Graves <graves@IfA.Hawaii.Edu>
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: IRTF AO relay
Cc: toomey@ifa.hawaii.edu,northcott@ifa.hawaii.edu,doc@ifa.hawaii.edu,rayner@ifa.hawaii.edu
Bcc: 
X-Attachments: C:\CARPE\MK\AORELAY2.ZMX; C:\CARPE\MK\CALPATH.ZMX;
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Buzz,

Sure.  The Netscape mailer seems to put anything it thinks is a text
file into the text.  I can try Eudora, but it doesn't handle long file
names, so I'll rename aorelay19991003.zmx to aorelay2.zmx.  

I'll also throw in calpath.zmx, which is the same file with everything 
before the first telescope focus snipped out.  It lets you see the image
quality from the calibration fiber through the ao relay.  It shows
that the ao relay is clean, and that the aberrations visible in
aorelay2.zmx are from the telescope operating off of its nominal focus.
I believe you need the ao relay to be clean in order to use the first
focus as a calibrator for the whole system.

BTW, you can always just cut the zmx part out of the email and paste it
to a file.  That's what I did with John Rayner's raytrace of SPEX, as
forwarded by Dan.  It was embedded in the text and even split across two 
emails.

Chris


>Chris,
>
>The Zemax file came thru as a listing in the email message and not as 
>a attachment.  Could you try again.
>
>Thanks,
>
>Buzz
>
>

From ???@??? Fri Oct 8 09:48:12 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id LAA08277
	for <cshelton@keck.hawaii.edu>; Thu, 7 Oct 1999 11:41:10 -1000 (HST)
Received: from hubble.ifa.hawaii.edu (hubble.IFA.Hawaii.Edu [128.171.2.5])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id LAA26674
	for <cshelton@keck.hawaii.edu>; Thu, 7 Oct 1999 11:41:10 -1000 (HST)
Received: from localhost (kaukali@localhost)
	by hubble.ifa.hawaii.edu (8.9.1b+Sun/8.9.1) with SMTP id LAA27005;
	Thu, 7 Oct 1999 11:41:08 -1000 (HST)
Date: Thu, 7 Oct 1999 11:41:08 -1000 (HST)
From: Chris Kaukali <kaukali@IfA.Hawaii.Edu>
To: Chris Shelton <cshelton@keck.hawaii.edu>
cc: Doug Toomey <toomey@hubble.ifa.hawaii.edu>,
        Bob Joseph <joseph@hubble.ifa.hawaii.edu>
Subject: Re: Services Contract
In-Reply-To: <2.2.16.19990826124235.11bf96fa@hapuna.keck.hawaii.edu>
Message-ID: <Pine.SOL.3.96.991007113621.21264G-100000@hubble>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
X-UIDL: 25254a4d470cd8bdd34062768eec999f
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Dr. Shelton,

If it's OK with everyone, i'm going to change the effective date of the
contract to the date that RCUH signs it.  The period of performance
(#2) will be changed to read "completed within approximately 90 days of
execution"

This should not affect anything already done.  It's ok to finish early,
just need to submit your invoices stating that phase xxx is completed.

Any travel reimbursements will be handled outside of this contract, so
that should not be an issue.  

CHris


From ???@??? Fri Oct 8 10:02:10 1999
To: Chris Kaukali <kaukali@IfA.Hawaii.Edu>
From: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: Services Contract
Cc: 
Bcc: 
X-Attachments: 
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000

Chris K,

This is fine with me.

Chris S

>Dr. Shelton,
>
>If it's OK with everyone, i'm going to change the effective date of the
>contract to the date that RCUH signs it.  The period of performance
>(#2) will be changed to read "completed within approximately 90 days of
>execution"
>
>This should not affect anything already done.  It's ok to finish early,
>just need to submit your invoices stating that phase xxx is completed.
>
>Any travel reimbursements will be handled outside of this contract, so
>that should not be an issue.  
>
>CHris
>
>
>

From ???@??? Tue Oct 12 13:22:13 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id KAA10966
	for <cshelton@keck.hawaii.edu>; Tue, 12 Oct 1999 10:59:59 -1000 (HST)
Received: from hubble.ifa.hawaii.edu (hubble.IFA.Hawaii.Edu [128.171.2.5])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id KAA24461
	for <cshelton@keck.hawaii.edu>; Tue, 12 Oct 1999 10:59:59 -1000 (HST)
Received: from [128.171.163.103] (lightyear [128.171.163.103])
	by hubble.ifa.hawaii.edu (8.9.1b+Sun/8.9.1) with ESMTP id KAA21368
	for <cshelton@keck.hawaii.edu>; Tue, 12 Oct 1999 10:59:59 -1000 (HST)
Mime-Version: 1.0
Message-Id: <v0421010bb429519f4388@[128.171.163.103]>
In-Reply-To: <2.2.16.19990920170755.3857d49c@hapuna.keck.hawaii.edu>
References: <2.2.16.19990920170755.3857d49c@hapuna.keck.hawaii.edu>
Date: Tue, 12 Oct 1999 11:04:10 -1000
To: Chris Shelton <cshelton@keck.hawaii.edu>
From: Buzz Graves <graves@IfA.Hawaii.Edu>
Subject: Open loop Keck AO data
Content-Type: text/plain; charset="us-ascii" ; format="flowed"
X-UIDL: 9c10a6a2d4c133ef2cf2898ea529031e
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

Chris,

We have some interesting ideas which are heavily dependent on 
atmospheric statistic.  Is there anyway we could get our hands on a 
time series of open loop AO WFS data taken with your AO system.  A 
few minutes would be great.  It sort of related to wavefront 
propagation and evolution across the pupil.  The larger diameter the 
telescope the more interesting.

I have looked over your IRTF AO design.  Looks good.  Sometime we 
need to start on the WFS package.

Aloha,

Buzz

From ???@??? Thu Oct 28 11:28:12 1999
Received: from keck.hawaii.edu (hapuna.keck.hawaii.edu [128.171.96.129]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id RAA01040 for <shelton@mtwilson.edu>; Fri, 22 Oct 1999 17:46:17 -0700 (PDT)
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id OAA22454
	for <cshelton@keck.hawaii.edu>; Fri, 22 Oct 1999 14:44:40 -1000 (HST)
Received: from hubble.ifa.hawaii.edu (hubble.IFA.Hawaii.Edu [128.171.2.5])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id OAA15185
	for <cshelton@keck.hawaii.edu>; Fri, 22 Oct 1999 14:44:40 -1000 (HST)
Received: from localhost (kaukali@localhost)
	by hubble.ifa.hawaii.edu (8.9.1b+Sun/8.9.1) with SMTP id OAA19146
	for <cshelton@keck.hawaii.edu>; Fri, 22 Oct 1999 14:44:40 -1000 (HST)
Date: Fri, 22 Oct 1999 14:44:40 -1000 (HST)
From: Chris Kaukali <kaukali@IfA.Hawaii.Edu>
To: Chris Shelton <cshelton@keck.hawaii.edu>
Subject: Re: Services Contract
In-Reply-To: <2.2.16.19991008100211.523f1c8c@hapuna.keck.hawaii.edu>
Message-ID: <Pine.SOL.3.96.991022144313.10009B-100000@hubble>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
Status: RO
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000


Your copy of the contract was mailed today.  I asked Karan Hughes to fax
you copies of the PO and the signature pages.  Let me know if there is
anything else I can do for you.

Chris Kaukali



From - Thu Apr 20 11:55:20 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <38FF7CC0.A67C91EE@mtwilson.edu>
Date: Thu, 20 Apr 2000 11:55:12 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.7 [en] (WinNT; I)
X-Accept-Language: en
MIME-Version: 1.0
To: graves@laplacian.com, mal@laplacian.com
Subject: irtf wfs
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hi Buzz,


Have you recovered all right from all the German beer?
I'm getting started on the IRTF WFS, and wanted to confirm some
numbers with you.

 50mm  Pupil diam at DM           Cast in concrete, concrete has
hardened
 20mm  Pupil diam at lenslet      About to pour concrete
 f/60  F num at membrane mirror   About to pour concrete
 

>From looking at the Spex raytrace, the unvignetted field appears to be 
square, 59 arcsec on an edge.  I'm assuming this will be the region over
which the WFS has to patrol.  Please let me know if you have heard
otherwise.

Is this a 36 actuator design?

In Munich, you mentioned my coming over for a visit.  Is this
still a possibility?  Next week is out, but after that is free.

I'm supposed to interview with Keith Taylor from the Anglo-Aussie
telescope next Wednesday, for a Caltech job.  He's been made an
offer, and I would be working with him and Richard Ellis, who has
already moved to Pasadena.  If you run into any of these people
(this would be in Hilo or elsewhere), please put in a good word.

Have you and Malcolm come to any decisions on Laplacian?

Cheers,

Chris S

From - Tue Apr 25 10:53:25 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id NAA00521 for <cshelton@mtwilson.edu>; Tue, 25 Apr 2000 13:13:46 -0700 (PDT)
Received: from galileo.ifa.hawaii.edu (galileo.IfA.Hawaii.Edu [128.171.160.7])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id KAA22365
	for <cshelton@mtwilson.edu>; Tue, 25 Apr 2000 10:12:29 -1000 (HST)
Received: from localhost (doc@localhost)
	by galileo.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id KAA06456
	for <cshelton@mtwilson.edu>; Tue, 25 Apr 2000 10:12:29 -1000 (HST)
Date: Tue, 25 Apr 2000 10:12:29 -1000 (HST)
From: "Dan O'Connor" <doc@IfA.Hawaii.Edu>
To: cshelton@mtwilson.edu
Subject: Re: question (fwd)
Message-ID: <Pine.SOL.3.96.1000425100916.7633Y-100000@galileo>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000
X-UIDL: <Pine.SOL.3.96.1000425100916.7633Y-100000@galileo>


Chris - 
	forgot:

	Vern Stahlberger is the mechanical engineer
	on the WFS project, email: vern@ifa.hawaii.edu
	phone: 808 956 6527

	Dan

---------- Forwarded message ----------
Date: Tue, 25 Apr 2000 09:52:23 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
Cc: Dan O'Connor <doc@IfA.Hawaii.Edu>
Subject: Re: question

Dan,

I just sent you a reply to your 3 question email, but Netscape
croaked just as it was going out.  Let me know if you didn't get
it and I'll send it out again.

Chris


From - Tue Apr 25 10:53:24 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id NAA00506 for <shelton@mtwilson.edu>; Tue, 25 Apr 2000 13:09:00 -0700 (PDT)
Received: from galileo.ifa.hawaii.edu (galileo.IfA.Hawaii.Edu [128.171.160.7])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id KAA22292
	for <shelton@mtwilson.edu>; Tue, 25 Apr 2000 10:07:42 -1000 (HST)
Received: from localhost (doc@localhost)
	by galileo.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id KAA06303
	for <shelton@mtwilson.edu>; Tue, 25 Apr 2000 10:07:42 -1000 (HST)
Date: Tue, 25 Apr 2000 10:07:42 -1000 (HST)
From: "Dan O'Connor" <doc@IfA.Hawaii.Edu>
To: shelton@mtwilson.edu
Subject: Re: question
In-Reply-To: <3905F777.5B6E76F0@mtwilson.edu>
Message-ID: <Pine.SOL.3.96.1000425100353.7633X-100000@galileo>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000
X-UIDL: <Pine.SOL.3.96.1000425100353.7633X-100000@galileo>


	Chris -

	Thanks for the quick response....
	yes it came thru loud and clear.
	This is for the Munich conference.

	No, I don't think I will be organizing
	any WFS meeting, got my little hand
	slapped last time I tried that...

	Will have a look at your Zeemax file.

	Thanks again,

	dan'l


On Tue, 25 Apr 2000, Chris Shelton wrote:

> Dan,
> 
> I just sent you a reply to your 3 question email, but Netscape
> croaked just as it was going out.  Let me know if you didn't get
> it and I'll send it out again.
> 
> Chris
> 


From - Tue Apr 25 07:56:31 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id AAA01090 for <shelton@mtwilson.edu>; Tue, 25 Apr 2000 00:56:24 -0700 (PDT)
Received: from galileo.ifa.hawaii.edu (galileo.IfA.Hawaii.Edu [128.171.160.7])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id VAA18023
	for <shelton@mtwilson.edu>; Mon, 24 Apr 2000 21:55:08 -1000 (HST)
Received: from localhost (doc@localhost)
	by galileo.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id VAA23966
	for <shelton@mtwilson.edu>; Mon, 24 Apr 2000 21:55:06 -1000 (HST)
Date: Mon, 24 Apr 2000 21:55:06 -1000 (HST)
From: "Dan O'Connor" <doc@IfA.Hawaii.Edu>
To: shelton@mtwilson.edu
Subject: question
Message-ID: <Pine.SOL.3.96.1000424214637.7633V-100000@galileo>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
X-Mozilla-Status: 8003
X-Mozilla-Status2: 00000000
X-UIDL: <Pine.SOL.3.96.1000424214637.7633V-100000@galileo>


	Greetings Chris -

	Hope you are well.

	Two things....
	
	1.) I am finishing up a SPIE paper, drop
	    dead date is this thursday, APR 27, and 
	    I have a question. In a discussion about
	    the relay optics I have a sentence.
		"Field distortion (for the relay optics)
	         is less than XXXXX waves over a field of
	         YYYYY"

	    Can you give me numbers for XXXXX and YYYYY?

	2.) I feel totally out of the loop for the WFS design.
	    I would like to know what decisions are being
	    made and the reasons for them. This will aid
	    me in my understanding of what I will ultimately
	    inherit. 

	3.) Also what is your phone number??

						Thanks,

						Dan O'Connor

						808 956 9842


From - Mon Apr 24 20:13:34 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id VAA00928 for <shelton@mtwilson.edu>; Mon, 24 Apr 2000 21:02:17 -0700 (PDT)
Received: from hubble.ifa.hawaii.edu (hubble.IFA.Hawaii.Edu [128.171.2.5])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id SAA16732
	for <shelton@mtwilson.edu>; Mon, 24 Apr 2000 18:00:55 -1000 (HST)
Received: from [128.171.163.103] (lightyear [128.171.163.103])
	by hubble.ifa.hawaii.edu (8.9.3+Sun/8.9.1) with ESMTP id SAA12058
	for <shelton@mtwilson.edu>; Mon, 24 Apr 2000 18:00:53 -1000 (HST)
Mime-Version: 1.0
Message-Id: <v0421012ab525478bd7fb@[128.171.163.103]>
In-Reply-To: <38FF7CC0.A67C91EE@mtwilson.edu>
References: <38FF7CC0.A67C91EE@mtwilson.edu>
Date: Mon, 24 Apr 2000 18:02:48 -1000
To: shelton@mtwilson.edu
From: Buzz Graves <graves@IfA.Hawaii.Edu>
Subject: Re: irtf wfs
Content-Type: text/plain; charset="us-ascii" ; format="flowed"
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000
X-UIDL: <v0421012ab525478bd7fb@[128.171.163.103]>

>Hi Buzz,
>
>
>Have you recovered all right from all the German beer?
>I'm getting started on the IRTF WFS, and wanted to confirm some
>numbers with you.
>
> 50mm  Pupil diam at DM           Cast in concrete, concrete has
>hardened
> 20mm  Pupil diam at lenslet      About to pour concrete

yes

> f/60  F num at membrane mirror   About to pour concrete


yes

>
>
>From looking at the Spex raytrace, the unvignetted field appears to be
>square, 59 arcsec on an edge.  I'm assuming this will be the region over
>which the WFS has to patrol.  Please let me know if you have heard
>otherwise.

Field limit to B/S in Spec's and NSF Cam, not sure what that is? 
Rayner should know.


>
>Is this a 36 actuator design?

yes


>
>In Munich, you mentioned my coming over for a visit.  Is this
>still a possibility?  Next week is out, but after that is free.

Yes, I hoping Dan will pull together a meeting to sort out details in 
the WFS design.


>
>I'm supposed to interview with Keith Taylor from the Anglo-Aussie
>telescope next Wednesday, for a Caltech job.  He's been made an
>offer, and I would be working with him and Richard Ellis, who has
>already moved to Pasadena.  If you run into any of these people
>(this would be in Hilo or elsewhere), please put in a good word.
>
>Have you and Malcolm come to any decisions on Laplacian?

It is still going forward.  Arrival of the money now and it's a done 
deal, May to June are possible.

Aloha,

Buzz


From - Tue Apr 25 09:49:33 2000
X-Mozilla-Status: 8013
X-Mozilla-Status2: 00000000
Message-ID: <3905F6B9.261ED999@mtwilson.edu>
Date: Tue, 25 Apr 2000 09:49:13 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.7 [en] (WinNT; I)
X-Accept-Language: en
MIME-Version: 1.0
To: Dan O'Connor <doc@IfA.Hawaii.Edu>, graves@laplacian.com
Subject: Re: question
References: <Pine.SOL.3.96.1000424214637.7633V-100000@galileo>
Content-Type: multipart/mixed;
 boundary="------------A3E1031BFB63B38B53DDE8A6"

This is a multi-part message in MIME format.
--------------A3E1031BFB63B38B53DDE8A6
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hi Dan,

Taking your questions in reverse order --

  3.  808 776-1172 phone   808 776-1250 fax/data  808 938-4498 cell

  2.  I just got started this last week on a WFS concept.  It is
based on a faxed drawing Doug sent on 4/28 from the mechanical
engineer.  I don't know who this person is and I don't know if he
knows who I am.  So there isn't a loop yet, and it is time to create
one.  Buzz said that he was hoping you would pull together a meeting 
to sort out details in the WFS design.  I hope you can do this, too.

Buzz confirmed a couple of numbers that I wrote down from last year's
meeting: 20mm pupil diam at the lenslet, f/60 at the membrane mirror.  
Doug said by phone that the WFS patrol region was square, 80 arcsec 
on a side.  This is what the relay was designed too, also.

I talked with Doug also about the benefits of parfocalizing (if 
this is a word) NSFCAM.  If this isn't done, a focus mechanism
with 2 1/2 inch range has to be built into the WFS assembly, which
would probably cost more than equalizing the back focal length of
the relay assemblies in NSFCAM.

I am well into a design concept for the WFS now that has a steering
mirror, and no focus apparatus.  It fits in the envelope, and
plays well optically.  It goes as far as the membrane mirror.
I'll attach the raytrace file.  I should be able to finish a
working design today, through the lenslet.

  1.  I have always thought of field distortion as a change in
plate scale across the field, and that it was expressed in percent,
so I'm a little confused by your first question.  Here's what I 
said back in October:

> The AO image parity is now the same as non-AO, with a 178.4 degree
> rotation.  The back focus, exit pupil diameter and exit pupil
> position all exactly match the SPEX-focussed IRTF telescope.
> The plane of the optics is 1280 mm below the primary vertex, or
> 41 inches above SPEX focus.  The focal surface is flat to 0.1 mm
> >from center to corner, considerably flatter than 0.8 mm for the 
> naked telescope, while image distortion (plate scale change from 
> center to corner of the field) is 0.26 percent, not as good as 
> the naked telescope, which is distortion-free for this 80 arcsec
> square field.

If what you want is wavefront error, the best place to get it is
to bring up the file under zemax and read it out.  You can use the 
attached file, lop off the telescope and WFS, and get a reading
on the relay by itself, using Analysis/Wavefront/WavefrontMap.
I typically state a number for center, edge and corner of the
square field.  The error will be fairly symmetrical, so any
edge and any corner will do. Let me know if you have difficulty 
with this.  By the way, if you leave in the telescope, you
will get a big spherical aberration term from it, as the Spex
focus is not at the telescope best focus. 

I'll be in all day today, and will be at Doug's IRTF office
tomorrow 9-11:30 to talk about all of the above.

May I ask what SPIE meeting your paper is for?  Do you want any
drawings of the tentative WFS design?  Any text?

Cheers,

Chris

Dan O'Connor wrote:
> 
>         Greetings Chris -
> 
>         Hope you are well.
> 
>         Two things....
> 
>         1.) I am finishing up a SPIE paper, drop
>             dead date is this thursday, APR 27, and
>             I have a question. In a discussion about
>             the relay optics I have a sentence.
>                 "Field distortion (for the relay optics)
>                  is less than XXXXX waves over a field of
>                  YYYYY"
> 
>             Can you give me numbers for XXXXX and YYYYY?
> 
>         2.) I feel totally out of the loop for the WFS design.
>             I would like to know what decisions are being
>             made and the reasons for them. This will aid
>             me in my understanding of what I will ultimately
>             inherit.
> 
>         3.) Also what is your phone number??
> 
>                                                 Thanks,
> 
>                                                 Dan O'Connor
> 
>                                                 808 956 9842
--------------A3E1031BFB63B38B53DDE8A6
Content-Type: text/plain; charset=us-ascii;
 name="wfs2000apr24h.ZMX"
Content-Transfer-Encoding: 7bit
Content-Disposition: inline;
 filename="wfs2000apr24h.ZMX"

VERS 8165 509
NAME IRTF ADAPTIVE OPTICS
NOTE 1 Notes...
NOTE 2  
NOTE 3  
UNIT MM
FLOA
PUPD 86375.2 3001.78
GFAC 0 0
GCAT INFRARED OLD_SCHO
RAIM 1.0E-8 1 1 1 0 0
PUSH 0 0 0 0
SDMA 0 1
FTYP 0
ROPD 2
PICB 1
XFLD 0 -0.01111 0.01111 -0.01111 0.01111
YFLD 0 0.01111 0.01111 -0.01111 -0.01111
FWGT 1 0.25 0.25 0.25 0.25
WAVL 0.7 0.85 1
WWGT 1 1 1
PWAV 2
POLS 1 0 1 0 0
GLRS 1
COFN COATING.DAT
SURF 0
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 22
  DISZ INFINITY
  DIAM 0 0 0
SURF 1
  COMM PRIMARY
  TYPE STANDARD
  CURV -6.542597214816e-005 0 0 0
  SLAB 23
  DISZ -7021.0253761
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1
  DIAM 1523.83679 0 0
SURF 2
  COMM SECONDARY
  STOP
  TYPE STANDARD
  CURV -0.00075138536677 0 0 0
  SLAB 24
  DISZ 7021.0253761
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1.314627
  PZUP 1 -1 0
  DIAM 122 1 0
SURF 3
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 1
  DISZ 892.075
  DIAM 53.9495838 0 0
SURF 4
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 2
  DISZ 250.3508
  DIAM 45.3101339 0 0
SURF 5
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 3
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 47.94790641024
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 6
  COMM FOLD1
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 4
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 54.9081745 0 0
  SQAP 53.0408 53.0408
SURF 7
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 5
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 47.94790641024
  PPAR 4 5 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -1092.8092938
  DIAM 0 0 0
SURF 8
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 16
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 51.70199301448
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 9
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 6
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -4.729997685035
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 10
  COMM FOLD2
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 7
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 32.4367743 0 0
SURF 11
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 8
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -4.729997685035
  PPAR 4 9 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 12
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 25
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 -51.31981615672
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 85.3439062
  PZUP 7 1 1178.1532
  DIAM 0 0 0
SURF 13
  COMM FOC1
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 6
  DISZ 1895.6721
  DIAM 31.5629186 0 0
SURF 14
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 13
  PARM 1 0
  PARM 2 266.6721
  PARM 3 -8
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 15
  COMM OAP1 COLL
  TYPE STANDARD
  CURV -0.0002611918077712 0 0 0
  SLAB 8
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1
  DIAM 316.029117 0 0
  CLAP 0 64
  OBDC 0 -267.722
SURF 16
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 9
  PARM 1 0
  PARM 2 -267.722
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -2323.7417
  DIAM 0 0 0
SURF 17
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 10
  PARM 1 0
  PARM 2 0
  PARM 3 -3
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 18
  COMM AO DM
  TYPE EVENASPH
  CURV 3.493370544305e-007 0 0 0
  SLAB 11
  PARM 1 0
  PARM 2 -2.75696536067e-010
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 25.3139991 0 0
  CLAP 0 30
SURF 19
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 28
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 25.313999 0 0
SURF 20
  TYPE BICONICX
  CURV 2.405468576967e-009 0 0 0
  SLAB 26
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 25.313999 0 0
SURF 21
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 12
  PARM 1 0
  PARM 2 0
  PARM 3 -3
  PPAR 3 17 1 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 22
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 27
  PARM 1 0
  PARM 2 267.722
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 2290.9823427
  DIAM 0 0 0
SURF 23
  COMM OAP2 CAM
  TYPE STANDARD
  CURV -0.0002611918077712 0 0 0
  SLAB 14
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1
  DIAM 314.840329 0 0
  CLAP 0 64
  OBDC 0 -267.722
SURF 24
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 15
  PARM 1 0
  PARM 2 -266.6721
  PARM 3 8
  PARM 4 0
  PARM 5 0
  PARM 6 1
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 25
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 17
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -829.78378866
  DIAM 0 0 0
SURF 26
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 18
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -45
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 27
  COMM FOLD 3
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 19
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 60.7170567 0 0
  SQAP 60.2983 60.2983
SURF 28
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 20
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -45
  PPAR 4 26 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 356.23422408
  DIAM 0 0 0
SURF 29
  COMM FO/VJ ALIGNMENT
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 3
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 30
  COMM TOP OF CAL BOX
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 4
  DISZ 279.4
  DIAM 43.2676617 0 0
SURF 31
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 5
  PARM 1 0
  PARM 2 0
  PARM 3 5
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 32
  COMM WINDOW
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 6
  DISZ 6.35
  GLAS CAF2 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 38.1 1 0
  SQAP 38.0999985 38.0999985
SURF 33
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 7
  DISZ 0
  DIAM 38.1 1 0
  SQAP 38.0999985 38.0999985
SURF 34
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 8
  PARM 1 0
  PARM 2 0.9
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 35
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 9
  PARM 1 0
  PARM 2 0
  PARM 3 -5
  PPAR 3 31 -1 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 5
  DIAM 0 1 0
SURF 36
  COMM SQ. BAFFLE
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 10
  DISZ 75.47
  DIAM 38.3040662 0 0
  SQAP 60 60
SURF 37
  COMM BAFFLE
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 11
  DISZ 60
  DIAM 37.0985799 0 0
  CLAP 0 57.9
SURF 38
  COMM BAFFLE
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 12
  DISZ 48
  DIAM 36.1401971 0 0
  CLAP 0 56.6
SURF 39
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 13
  PARM 1 0
  PARM 2 0
  PARM 3 -45
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 40
  COMM DICHROIC
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 14
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 40 1 0
  SQAP 54.102 73.052
SURF 41
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 17
  PARM 1 0
  PARM 2 0
  PARM 3 -45
  PPAR 3 39 1 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -237.3507705
  DIAM 0 0 0
SURF 42
  COMM WFS FOCUS
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 29
  DISZ -65
  DIAM 31.5840804 0 0
  CLAP 0 50
SURF 43
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 32
  PARM 1 0
  PARM 2 0
  PARM 3 45
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 44
  COMM WFS MIRROR 1
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 31
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 39.8808092 0 0
SURF 45
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 30
  PARM 1 0
  PARM 2 0
  PARM 3 45
  PPAR 3 43 1 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 342.558319
  DIAM 0 0 0
SURF 46
  COMM WFS LENS1
  TYPE STANDARD
  CURV 0.002739658282642 0 0 0
  SLAB 33
  DISZ 5
  GLAS SF5 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 38.1 1 0
SURF 47
  COMM 427.5 MM FL
  TYPE STANDARD
  CURV 0.005804226626295 0 0 0
  SLAB 45
  DISZ 12
  GLAS SK11 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 38.1 1 0
SURF 48
  TYPE STANDARD
  CURV -0.005804226626295 4 47 -1
  SLAB 47
  DISZ 5
  GLAS SF5 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 38.1 1 0
SURF 49
  TYPE STANDARD
  CURV -0.002739658282642 4 46 -1
  SLAB 46
  DISZ 389.39778669
  CHZH 0 0
  DIAM 38.1 1 0
SURF 50
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 36
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 5
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 51
  COMM STEERING MIRROR
  TYPE BICONICX
  CURV 0 0 0 0
  SLAB 35
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 12.7 1 0
SURF 52
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 34
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PPAR 3 50 1 0
  PARM 4 5
  PPAR 4 50 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 53
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 44
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PPAR 3 50 -2 0
  PARM 4 0
  PPAR 4 50 -2 10
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 54
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 39
  DISZ -250
  DIAM 5.44226224 0 0
SURF 55
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 43
  DISZ -400
  DIAM 24.4625852 0 0
  CLAP 0 8
SURF 56
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 41
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -5
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 57
  COMM WFS MIRROR 3
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 40
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 12.7 1 0
SURF 58
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 37
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -5
  PPAR 4 56 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 59
  TYPE PARAXIAL
  CURV 0.0 0 0.0 0.0
  SLAB 38
  PARM 1 650
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 650
  DIAM 12.7 1 0
SURF 60
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 42
  DISZ 0
  DIAM 25.4 1 0
SURF 61
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 21
  DISZ 0
  DIAM 25.4 1 0
ISFN   0   0              0              0              0              0             60              1
RANG  61   1              0              1              0              0              0              0
EXPP   0   0              0              0              0              0        -1e+010              0
DMFS   0   0              0              0              0              0              0              0
BLNK Start of default merit function.
BLNK No default air thickness boundary constraints.
BLNK No default glass thickness boundary constraints.
BLNK Operands for field 1.
OPDX   0   1              0              0    0.167855344    0.290733983              0  0.00969627362
OPDX   0   1              0              0    0.353553391    0.612372436              0   0.0155140378
OPDX   0   1              0              0    0.470982573    0.815765745              0  0.00969627362
OPDX   0   1              0              0    0.335710687              0              0  0.00969627362
OPDX   0   1              0              0    0.707106781              0              0   0.0155140378
OPDX   0   1              0              0    0.941965145              0              0  0.00969627362
OPDX   0   1              0              0    0.167855344   -0.290733983              0  0.00969627362
OPDX   0   1              0              0    0.353553391   -0.612372436              0   0.0155140378
OPDX   0   1              0              0    0.470982573   -0.815765745              0  0.00969627362
OPDX   0   1              0              0   -0.167855344   -0.290733983              0  0.00969627362
OPDX   0   1              0              0   -0.353553391   -0.612372436              0   0.0155140378
OPDX   0   1              0              0   -0.470982573   -0.815765745              0  0.00969627362
OPDX   0   1              0              0   -0.335710687 2.57059643e-016              0  0.00969627362
OPDX   0   1              0              0   -0.707106781 5.41444238e-016              0   0.0155140378
OPDX   0   1              0              0   -0.941965145 7.21279464e-016              0  0.00969627362
OPDX   0   1              0              0   -0.167855344    0.290733983              0  0.00969627362
OPDX   0   1              0              0   -0.353553391    0.612372436              0   0.0155140378
OPDX   0   1              0              0   -0.470982573    0.815765745              0  0.00969627362
OPDX   0   2              0              0    0.167855344    0.290733983              0  0.00969627362
OPDX   0   2              0              0    0.353553391    0.612372436              0   0.0155140378
OPDX   0   2              0              0    0.470982573    0.815765745              0  0.00969627362
OPDX   0   2              0              0    0.335710687              0              0  0.00969627362
OPDX   0   2              0              0    0.707106781              0              0   0.0155140378
OPDX   0   2              0              0    0.941965145              0              0  0.00969627362
OPDX   0   2              0              0    0.167855344   -0.290733983              0  0.00969627362
OPDX   0   2              0              0    0.353553391   -0.612372436              0   0.0155140378
OPDX   0   2              0              0    0.470982573   -0.815765745              0  0.00969627362
OPDX   0   2              0              0   -0.167855344   -0.290733983              0  0.00969627362
OPDX   0   2              0              0   -0.353553391   -0.612372436              0   0.0155140378
OPDX   0   2              0              0   -0.470982573   -0.815765745              0  0.00969627362
OPDX   0   2              0              0   -0.335710687 2.57059643e-016              0  0.00969627362
OPDX   0   2              0              0   -0.707106781 5.41444238e-016              0   0.0155140378
OPDX   0   2              0              0   -0.941965145 7.21279464e-016              0  0.00969627362
OPDX   0   2              0              0   -0.167855344    0.290733983              0  0.00969627362
OPDX   0   2              0              0   -0.353553391    0.612372436              0   0.0155140378
OPDX   0   2              0              0   -0.470982573    0.815765745              0  0.00969627362
OPDX   0   3              0              0    0.167855344    0.290733983              0  0.00969627362
OPDX   0   3              0              0    0.353553391    0.612372436              0   0.0155140378
OPDX   0   3              0              0    0.470982573    0.815765745              0  0.00969627362
OPDX   0   3              0              0    0.335710687              0              0  0.00969627362
OPDX   0   3              0              0    0.707106781              0              0   0.0155140378
OPDX   0   3              0              0    0.941965145              0              0  0.00969627362
OPDX   0   3              0              0    0.167855344   -0.290733983              0  0.00969627362
OPDX   0   3              0              0    0.353553391   -0.612372436              0   0.0155140378
OPDX   0   3              0              0    0.470982573   -0.815765745              0  0.00969627362
OPDX   0   3              0              0   -0.167855344   -0.290733983              0  0.00969627362
OPDX   0   3              0              0   -0.353553391   -0.612372436              0   0.0155140378
OPDX   0   3              0              0   -0.470982573   -0.815765745              0  0.00969627362
OPDX   0   3              0              0   -0.335710687 2.57059643e-016              0  0.00969627362
OPDX   0   3              0              0   -0.707106781 5.41444238e-016              0   0.0155140378
OPDX   0   3              0              0   -0.941965145 7.21279464e-016              0  0.00969627362
OPDX   0   3              0              0   -0.167855344    0.290733983              0  0.00969627362
OPDX   0   3              0              0   -0.353553391    0.612372436              0   0.0155140378
OPDX   0   3              0              0   -0.470982573    0.815765745              0  0.00969627362
BLNK Operands for field 2.
OPDX   0   1   -0.707106781    0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   1   -0.707106781    0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   1   -0.707106781    0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   1   -0.707106781    0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   1   -0.707106781    0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   1   -0.707106781    0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   1   -0.707106781    0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   1   -0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   1   -0.707106781    0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   1   -0.707106781    0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   1   -0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   1   -0.707106781    0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   1   -0.707106781    0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   1   -0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   1   -0.707106781    0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   1   -0.707106781    0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   1   -0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   1   -0.707106781    0.707106781   -0.470982573    0.815765745              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781    0.707106781   -0.470982573    0.815765745              0  0.00242406841
OPDX   0   3   -0.707106781    0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   3   -0.707106781    0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   3   -0.707106781    0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   3   -0.707106781    0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   3   -0.707106781    0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   3   -0.707106781    0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   3   -0.707106781    0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   3   -0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   3   -0.707106781    0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   3   -0.707106781    0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   3   -0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   3   -0.707106781    0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   3   -0.707106781    0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   3   -0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   3   -0.707106781    0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   3   -0.707106781    0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   3   -0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   3   -0.707106781    0.707106781   -0.470982573    0.815765745              0  0.00242406841
BLNK Operands for field 3.
OPDX   0   1    0.707106781    0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   1    0.707106781    0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   1    0.707106781    0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   1    0.707106781    0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   1    0.707106781    0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   1    0.707106781    0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   1    0.707106781    0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   1    0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   1    0.707106781    0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   1    0.707106781    0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   1    0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   1    0.707106781    0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   1    0.707106781    0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   1    0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   1    0.707106781    0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   1    0.707106781    0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   1    0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   1    0.707106781    0.707106781   -0.470982573    0.815765745              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   2    0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   2    0.707106781    0.707106781   -0.470982573    0.815765745              0  0.00242406841
OPDX   0   3    0.707106781    0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   3    0.707106781    0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   3    0.707106781    0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   3    0.707106781    0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   3    0.707106781    0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   3    0.707106781    0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   3    0.707106781    0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   3    0.707106781    0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   3    0.707106781    0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   3    0.707106781    0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   3    0.707106781    0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   3    0.707106781    0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   3    0.707106781    0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   3    0.707106781    0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   3    0.707106781    0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   3    0.707106781    0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   3    0.707106781    0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   3    0.707106781    0.707106781   -0.470982573    0.815765745              0  0.00242406841
BLNK Operands for field 4.
OPDX   0   1   -0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   1   -0.707106781   -0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   1   -0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   1   -0.707106781   -0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   1   -0.707106781   -0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   1   -0.707106781   -0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   1   -0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   1   -0.707106781   -0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   1   -0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   1   -0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   1   -0.707106781   -0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   1   -0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   1   -0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   1   -0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   1   -0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   1   -0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   1   -0.707106781   -0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   1   -0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00242406841
OPDX   0   2   -0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781   -0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   2   -0.707106781   -0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   2   -0.707106781   -0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   2   -0.707106781   -0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   2   -0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781   -0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2   -0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781   -0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2   -0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   2   -0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   2   -0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   2   -0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   2   -0.707106781   -0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   2   -0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00242406841
OPDX   0   3   -0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   3   -0.707106781   -0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   3   -0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   3   -0.707106781   -0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   3   -0.707106781   -0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   3   -0.707106781   -0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   3   -0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   3   -0.707106781   -0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   3   -0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   3   -0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   3   -0.707106781   -0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   3   -0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   3   -0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   3   -0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   3   -0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   3   -0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   3   -0.707106781   -0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   3   -0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00242406841
BLNK Operands for field 5.
OPDX   0   1    0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   1    0.707106781   -0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   1    0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   1    0.707106781   -0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   1    0.707106781   -0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   1    0.707106781   -0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   1    0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   1    0.707106781   -0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   1    0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   1    0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   1    0.707106781   -0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   1    0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   1    0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   1    0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   1    0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   1    0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   1    0.707106781   -0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   1    0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00242406841
OPDX   0   2    0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   2    0.707106781   -0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   2    0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   2    0.707106781   -0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   2    0.707106781   -0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   2    0.707106781   -0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   2    0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2    0.707106781   -0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2    0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2    0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   2    0.707106781   -0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   2    0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   2    0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   2    0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   2    0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   2    0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   2    0.707106781   -0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   2    0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00242406841
OPDX   0   3    0.707106781   -0.707106781    0.167855344    0.290733983              0  0.00242406841
OPDX   0   3    0.707106781   -0.707106781    0.353553391    0.612372436              0  0.00387850945
OPDX   0   3    0.707106781   -0.707106781    0.470982573    0.815765745              0  0.00242406841
OPDX   0   3    0.707106781   -0.707106781    0.335710687              0              0  0.00242406841
OPDX   0   3    0.707106781   -0.707106781    0.707106781              0              0  0.00387850945
OPDX   0   3    0.707106781   -0.707106781    0.941965145              0              0  0.00242406841
OPDX   0   3    0.707106781   -0.707106781    0.167855344   -0.290733983              0  0.00242406841
OPDX   0   3    0.707106781   -0.707106781    0.353553391   -0.612372436              0  0.00387850945
OPDX   0   3    0.707106781   -0.707106781    0.470982573   -0.815765745              0  0.00242406841
OPDX   0   3    0.707106781   -0.707106781   -0.167855344   -0.290733983              0  0.00242406841
OPDX   0   3    0.707106781   -0.707106781   -0.353553391   -0.612372436              0  0.00387850945
OPDX   0   3    0.707106781   -0.707106781   -0.470982573   -0.815765745              0  0.00242406841
OPDX   0   3    0.707106781   -0.707106781   -0.335710687 2.57059643e-016              0  0.00242406841
OPDX   0   3    0.707106781   -0.707106781   -0.707106781 5.41444238e-016              0  0.00387850945
OPDX   0   3    0.707106781   -0.707106781   -0.941965145 7.21279464e-016              0  0.00242406841
OPDX   0   3    0.707106781   -0.707106781   -0.167855344    0.290733983              0  0.00242406841
OPDX   0   3    0.707106781   -0.707106781   -0.353553391    0.612372436              0  0.00387850945
OPDX   0   3    0.707106781   -0.707106781   -0.470982573    0.815765745              0  0.00242406841
MNUM 1

--------------A3E1031BFB63B38B53DDE8A6--

From - Tue Apr 25 09:52:29 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <3905F777.5B6E76F0@mtwilson.edu>
Date: Tue, 25 Apr 2000 09:52:23 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.7 [en] (WinNT; I)
X-Accept-Language: en
MIME-Version: 1.0
CC: Dan O'Connor <doc@IfA.Hawaii.Edu>
Subject: Re: question
References: <Pine.SOL.3.96.1000424214637.7633V-100000@galileo> <3905F6B9.261ED999@mtwilson.edu>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Dan,

I just sent you a reply to your 3 question email, but Netscape
croaked just as it was going out.  Let me know if you didn't get
it and I'll send it out again.

Chris

From - Tue Apr 25 14:27:31 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <390637EF.AF4B9E39@mtwilson.edu>
Date: Tue, 25 Apr 2000 14:27:27 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.7 [en] (WinNT; I)
X-Accept-Language: en
MIME-Version: 1.0
To: graves@laplacian.com, doc@ifa.hawaii.edu
Subject: sizes
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hi Buzz and Dan,

Do you have suggested numbers for the sizes of the following 
assemblies, or any drawings showing a typical size?  I'm packing 
the IRTF WFS box.

Membrane mirror
  Diameter of assembly
  Depth behind mirror plane
  Any allowance for wires/cables

Lenslet/APD
  Diameter of assembly
  Depth behind lenslet plane
  Any allowance for fibers/wires

Dan, by the close of business today I should have a plausible WFS
layout, if you want a drawing to put into your SPIE paper.  It
already plays optically, I'm just packing it.

Strehl vs field angle, telescope through membrane mirror, for 
a square field 80 arcsec on an edge:
             Center  Corner
0.70 micron  0.993   0.998
0.85         0.999   0.980
1.00         0.991   0.996


Cheers,

Chris

From - Wed Apr 26 08:03:04 2000
X-Mozilla-Status: 8003
X-Mozilla-Status2: 00000000
Message-ID: <39072DEF.156584A9@mtwilson.edu>
Date: Wed, 26 Apr 2000 07:57:03 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.7 [en] (WinNT; I)
X-Accept-Language: en
MIME-Version: 1.0
To: toomey@ifa.hawaii.edu, doc@ifa.hawaii.edu, graves@laplacian.com
Subject: IRTF WFS
Content-Type: multipart/mixed;
 boundary="------------9896BF59FCBF9ED82FA3AECD"

This is a multi-part message in MIME format.
--------------9896BF59FCBF9ED82FA3AECD
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

26 April 2000
Here is a first cut at a WFS for the IRTF AO.

It has f/60.0 at the membrane mirror, a 20 mm diam lenslet pupil,
and steers over a square field 80 arcsec on an edge.  The design
is optimized at 0.70, 0.85 and 1.00 microns.  It fits in the
currently defined envelope.

Strehl ratio, through telescope, AO relay, Spex, and WFS up to the
membrane mirror, is as follows for the center and the corner of
the square field.

Strehl ratio at membrane mirror
Wavelength    Center   Corner
0.70          0.993    0.988
0.85          0.999    0.980
1.00          0.991    0.996

These files are attached:

  wfs2000apr26.zmx   The raytrace file
  raytracefigs.doc   Two annotated views of the WFS, saved as a .doc
page
  wfs2000apr26.zip   A zip of the above, in case the .zmx file appears
inline.


Chris S
--------------9896BF59FCBF9ED82FA3AECD
Content-Type: application/msword;
 name="raytracefigs.doc"
Content-Transfer-Encoding: base64
Content-Disposition: inline;
 filename="raytracefigs.doc"
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--------------9896BF59FCBF9ED82FA3AECD
Content-Type: text/plain; charset=us-ascii;
 name="wfs2000apr26.ZMX"
Content-Transfer-Encoding: 7bit
Content-Disposition: inline;
 filename="wfs2000apr26.ZMX"

VERS 8165 776
NAME IRTF ADAPTIVE OPTICS
NOTE 1 Notes...
NOTE 2  
NOTE 3  
UNIT MM
FLOA
PUPD 86375.2 3001.78
GFAC 0 0
GCAT INFRARED OLD_SCHO
RAIM 1.0E-8 1 1 1 0 0
PUSH 0 0 0 0
SDMA 0 1
FTYP 0
ROPD 2
PICB 1
XFLD 0 -0.01111 0.01111 -0.01111 0.01111
YFLD 0 0.01111 0.01111 -0.01111 -0.01111
FWGT 1 0.25 0.25 0.25 0.25
WAVL 0.7 0.85 1
WWGT 1 1 1
PWAV 2
POLS 1 0 1 0 0
GLRS 1
COFN COATING.DAT
SURF 0
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 22
  DISZ INFINITY
  DIAM 0 0 0
SURF 1
  COMM PRIMARY
  TYPE STANDARD
  CURV -6.542597214816e-005 0 0 0
  SLAB 23
  DISZ -7021.0253761
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1
  DIAM 1523.83679 0 0
SURF 2
  COMM SECONDARY
  STOP
  TYPE STANDARD
  CURV -0.00075138536677 0 0 0
  SLAB 24
  DISZ 7021.0253761
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1.314627
  PZUP 1 -1 0
  DIAM 122 1 0
SURF 3
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 1
  DISZ 892.075
  DIAM 53.9495838 0 0
SURF 4
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 2
  DISZ 250.3508
  DIAM 45.3101339 0 0
SURF 5
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 3
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 47.94790641024
  PARM 5 1.411282358447
  PARM 6 1
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 6
  COMM FOLD1
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 4
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 55.4306504 0 0
  SQAP 53.0408 53.0408
SURF 7
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 5
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 47.94790641024
  PPAR 4 5 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -1092.8092938
  DIAM 0 0 0
SURF 8
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 16
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 51.70199301448
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 9
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 6
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -4.729997685035
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 10
  COMM FOLD2
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 7
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 32.4359971 0 0
SURF 11
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 8
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -4.729997685035
  PPAR 4 9 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 12
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 25
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 -51.31981615672
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 85.3439062
  PZUP 7 1 1178.1532
  DIAM 0 0 0
SURF 13
  COMM FOC1
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 6
  DISZ 1895.6721
  DIAM 31.5629186 0 0
SURF 14
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 13
  PARM 1 0
  PARM 2 266.6721
  PARM 3 -8
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 15
  COMM OAP1 COLL
  TYPE STANDARD
  CURV -0.0002611918077712 0 0 0
  SLAB 8
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1
  DIAM 316.944161 0 0
  CLAP 0 64
  OBDC 0 -267.722
SURF 16
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 9
  PARM 1 0
  PARM 2 -267.722
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -2323.7417
  DIAM 0 0 0
SURF 17
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 10
  PARM 1 0
  PARM 2 0
  PARM 3 -3
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 18
  COMM AO DM
  TYPE EVENASPH
  CURV 3.493370544305e-007 0 0 0
  SLAB 11
  PARM 1 0
  PARM 2 -2.75696536067e-010
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 25.3171154 0 0
  CLAP 0 30
SURF 19
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 28
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 25.3171153 0 0
SURF 20
  TYPE BICONICX
  CURV 2.405468576967e-009 0 0 0
  SLAB 26
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 25.3171154 0 0
SURF 21
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 12
  PARM 1 0
  PARM 2 0
  PARM 3 -3
  PPAR 3 17 1 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 22
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 27
  PARM 1 0
  PARM 2 267.722
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 2290.9823427
  DIAM 0 0 0
SURF 23
  COMM OAP2 CAM
  TYPE STANDARD
  CURV -0.0002611918077712 0 0 0
  SLAB 14
  DISZ 0
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1
  DIAM 315.742678 0 0
  CLAP 0 64
  OBDC 0 -267.722
SURF 24
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 15
  PARM 1 0
  PARM 2 -266.6721
  PARM 3 8
  PARM 4 0
  PARM 5 0
  PARM 6 1
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 25
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 17
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -829.78378866
  DIAM 0 0 0
SURF 26
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 18
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -45
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 27
  COMM FOLD 3
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 19
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 61.2152255 0 0
  SQAP 60.2983 60.2983
SURF 28
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 20
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -45
  PPAR 4 26 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 356.23422408
  DIAM 0 0 0
SURF 29
  COMM FO/VJ ALIGNMENT
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 3
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 30
  COMM TOP OF CAL BOX
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 4
  DISZ 279.4
  DIAM 43.276125 0 0
SURF 31
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 5
  PARM 1 0
  PARM 2 0
  PARM 3 5
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 32
  COMM WINDOW
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 6
  DISZ 6.35
  GLAS CAF2 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 38.1 1 0
  SQAP 38.0999985 38.0999985
SURF 33
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 7
  DISZ 0
  DIAM 38.1 1 0
  SQAP 38.0999985 38.0999985
SURF 34
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 8
  PARM 1 0
  PARM 2 0.9
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 35
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 9
  PARM 1 0
  PARM 2 0
  PARM 3 -5
  PPAR 3 31 -1 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 5
  DIAM 0 1 0
SURF 36
  COMM SQ. BAFFLE
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 10
  DISZ 75.47
  DIAM 38.3047888 0 0
  SQAP 60 60
SURF 37
  COMM BAFFLE
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 11
  DISZ 60
  DIAM 37.0994468 0 0
  CLAP 0 57.9
SURF 38
  COMM BAFFLE
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 12
  DISZ 48
  DIAM 36.1411786 0 0
  CLAP 0 56.6
SURF 39
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 13
  PARM 1 0
  PARM 2 0
  PARM 3 -45
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 40
  COMM DICHROIC
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 14
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 40 1 0
  SQAP 54.102 73.052
SURF 41
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 17
  PARM 1 0
  PARM 2 0
  PARM 3 -45
  PPAR 3 39 1 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -237.3507705
  DIAM 0 0 0
SURF 42
  COMM WFS FOCUS
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 29
  DISZ -65
  DIAM 31.5856304 0 0
  CLAP 0 50
SURF 43
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 32
  PARM 1 0
  PARM 2 0
  PARM 3 45
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 44
  COMM WFS MIRROR 1
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 31
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 40.2128296 0 0
SURF 45
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 30
  PARM 1 0
  PARM 2 0
  PARM 3 45
  PPAR 3 43 1 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 342.558319
  DIAM 0 0 0
SURF 46
  COMM WFS LENS1
  TYPE STANDARD
  CURV 0.002739658282642 0 0 0
  SLAB 33
  DISZ 5
  GLAS SF5 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 38.1 1 0
SURF 47
  COMM 427.5 MM FL
  TYPE STANDARD
  CURV 0.005804226626295 0 0 0
  SLAB 45
  DISZ 12
  GLAS SK11 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 38.1 1 0
SURF 48
  TYPE STANDARD
  CURV -0.005804226626295 4 47 -1
  SLAB 47
  DISZ 5
  GLAS SF5 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 38.1 1 0
SURF 49
  TYPE STANDARD
  CURV -0.002739658282642 4 46 -1
  SLAB 46
  DISZ 389.39778669
  CHZH 0 0
  DIAM 38.1 1 0
SURF 50
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 36
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 5
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 51
  COMM STEERING MIRROR
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 35
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 12.7 1 0
SURF 52
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 34
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PPAR 3 50 1 0
  PARM 4 5
  PPAR 4 50 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 53
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 44
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PPAR 3 50 -2 0
  PARM 4 0
  PPAR 4 50 -2 10
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 54
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 39
  DISZ -250
  DIAM 5.44243487 0 0
SURF 55
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 43
  DISZ -400
  DIAM 24.4626738 0 0
  CLAP 0 8
SURF 56
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 41
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -3
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 57
  COMM WFS MIRROR 3
  TYPE STANDARD
  CURV 0.0007692307692308 0 0 0
  SLAB 40
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 12.7 1 0
SURF 58
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 37
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -3
  PPAR 4 56 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 650
  DIAM 0 0 0
SURF 59
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 38
  PARM 1 0
  PARM 2 0
  PARM 3 -2
  PARM 4 -2
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 60
  COMM MEMBRANE MIRROR
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 48
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 25 1 0
SURF 61
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 42
  PARM 1 0
  PARM 2 0
  PARM 3 -2
  PPAR 3 59 1 0
  PARM 4 -2
  PPAR 4 59 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -900
  DIAM 0 1 0
SURF 62
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 50
  PARM 1 0
  PARM 2 0
  PARM 3 1.9489444089
  PARM 4 4.5
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 63
  COMM WFS MIRROR 4
  TYPE STANDARD
  CURV 0.0003805920123407 0 0 0
  SLAB 49
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 12.7 1 0
SURF 64
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 51
  PARM 1 0
  PARM 2 0
  PARM 3 1.9489444089
  PPAR 3 62 1 0
  PARM 4 4.5
  PPAR 4 62 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 927.99231088
  DIAM 0 0 0
SURF 65
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 54
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 -4.5
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 66
  COMM WFS MIRROR 5
  TYPE STANDARD
  CURV -0.0001323966559731 0 0 0
  SLAB 53
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 24.6152824 0 0
SURF 67
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 55
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PPAR 3 65 1 0
  PARM 4 -4.5
  PPAR 4 65 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -550
  DIAM 0 0 0
SURF 68
  COMM LENSLET
  TYPE PARAXIAL
  CURV 0.0 0 0.0 0.0
  SLAB 52
  PARM 1 100
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -100
  DIAM 18.6583568 0 0
SURF 69
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 56
  DISZ 0
  DIAM 4.17263773 0 0
SURF 70
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 21
  DISZ 0
  DIAM 25.4 1 0
RAGA  40   2              0              0              0              0              0              0
RAGB  63   2              0              0              0              0              0              0
ISFN   0   0              0              0              0              0              5              0
EXPP   0   0              0              0              0              0           -100              0
ISFN   0   0              0              0              0              0             60              0
RANG  70   1              0              1              0              0              0              0
EXPP   0   0              0              0              0              0        -1e+010              0
DMFS   0   0              0              0              0              0              0              0
BLNK Start of default merit function.
BLNK No default air thickness boundary constraints.
BLNK No default glass thickness boundary constraints.
BLNK Operands for field 1.
OPDX   0   1              0              0    0.167855344    0.290733983              0   0.0484813681
OPDX   0   1              0              0    0.353553391    0.612372436              0    0.077570189
OPDX   0   1              0              0    0.470982573    0.815765745              0   0.0484813681
OPDX   0   1              0              0    0.335710687              0              0   0.0484813681
OPDX   0   1              0              0    0.707106781              0              0    0.077570189
OPDX   0   1              0              0    0.941965145              0              0   0.0484813681
OPDX   0   1              0              0    0.167855344   -0.290733983              0   0.0484813681
OPDX   0   1              0              0    0.353553391   -0.612372436              0    0.077570189
OPDX   0   1              0              0    0.470982573   -0.815765745              0   0.0484813681
OPDX   0   1              0              0   -0.167855344   -0.290733983              0   0.0484813681
OPDX   0   1              0              0   -0.353553391   -0.612372436              0    0.077570189
OPDX   0   1              0              0   -0.470982573   -0.815765745              0   0.0484813681
OPDX   0   1              0              0   -0.335710687 2.57059643e-016              0   0.0484813681
OPDX   0   1              0              0   -0.707106781 5.41444238e-016              0    0.077570189
OPDX   0   1              0              0   -0.941965145 7.21279464e-016              0   0.0484813681
OPDX   0   1              0              0   -0.167855344    0.290733983              0   0.0484813681
OPDX   0   1              0              0   -0.353553391    0.612372436              0    0.077570189
OPDX   0   1              0              0   -0.470982573    0.815765745              0   0.0484813681
OPDX   0   2              0              0    0.167855344    0.290733983              0   0.0484813681
OPDX   0   2              0              0    0.353553391    0.612372436              0    0.077570189
OPDX   0   2              0              0    0.470982573    0.815765745              0   0.0484813681
OPDX   0   2              0              0    0.335710687              0              0   0.0484813681
OPDX   0   2              0              0    0.707106781              0              0    0.077570189
OPDX   0   2              0              0    0.941965145              0              0   0.0484813681
OPDX   0   2              0              0    0.167855344   -0.290733983              0   0.0484813681
OPDX   0   2              0              0    0.353553391   -0.612372436              0    0.077570189
OPDX   0   2              0              0    0.470982573   -0.815765745              0   0.0484813681
OPDX   0   2              0              0   -0.167855344   -0.290733983              0   0.0484813681
OPDX   0   2              0              0   -0.353553391   -0.612372436              0    0.077570189
OPDX   0   2              0              0   -0.470982573   -0.815765745              0   0.0484813681
OPDX   0   2              0              0   -0.335710687 2.57059643e-016              0   0.0484813681
OPDX   0   2              0              0   -0.707106781 5.41444238e-016              0    0.077570189
OPDX   0   2              0              0   -0.941965145 7.21279464e-016              0   0.0484813681
OPDX   0   2              0              0   -0.167855344    0.290733983              0   0.0484813681
OPDX   0   2              0              0   -0.353553391    0.612372436              0    0.077570189
OPDX   0   2              0              0   -0.470982573    0.815765745              0   0.0484813681
OPDX   0   3              0              0    0.167855344    0.290733983              0   0.0484813681
OPDX   0   3              0              0    0.353553391    0.612372436              0    0.077570189
OPDX   0   3              0              0    0.470982573    0.815765745              0   0.0484813681
OPDX   0   3              0              0    0.335710687              0              0   0.0484813681
OPDX   0   3              0              0    0.707106781              0              0    0.077570189
OPDX   0   3              0              0    0.941965145              0              0   0.0484813681
OPDX   0   3              0              0    0.167855344   -0.290733983              0   0.0484813681
OPDX   0   3              0              0    0.353553391   -0.612372436              0    0.077570189
OPDX   0   3              0              0    0.470982573   -0.815765745              0   0.0484813681
OPDX   0   3              0              0   -0.167855344   -0.290733983              0   0.0484813681
OPDX   0   3              0              0   -0.353553391   -0.612372436              0    0.077570189
OPDX   0   3              0              0   -0.470982573   -0.815765745              0   0.0484813681
OPDX   0   3              0              0   -0.335710687 2.57059643e-016              0   0.0484813681
OPDX   0   3              0              0   -0.707106781 5.41444238e-016              0    0.077570189
OPDX   0   3              0              0   -0.941965145 7.21279464e-016              0   0.0484813681
OPDX   0   3              0              0   -0.167855344    0.290733983              0   0.0484813681
OPDX   0   3              0              0   -0.353553391    0.612372436              0    0.077570189
OPDX   0   3              0              0   -0.470982573    0.815765745              0   0.0484813681
MNUM 1

--------------9896BF59FCBF9ED82FA3AECD
Content-Type: application/x-zip-compressed;
 name="2000apr26.zip"
Content-Transfer-Encoding: base64
Content-Disposition: inline;
 filename="2000apr26.zip"
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--------------9896BF59FCBF9ED82FA3AECD--

From - Wed May 03 14:07:09 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <3910BF29.B4594726@mtwilson.edu>
Date: Wed, 03 May 2000 14:07:05 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.7 [en] (WinNT; I)
X-Accept-Language: en
MIME-Version: 1.0
To: Dan O'Connor <doc@IfA.Hawaii.Edu>
Subject: Re: Lenslet envelope, Membr Mirror Envel.
References: <Pine.SOL.3.96.1000503103659.7633n-100000@galileo>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Dan,

Thanks much.  I'm putting out another fire right now, will get back
to IRTF WFS shortly. It looks like an all-reflective solution is
possible.

Chris
776-1172
938-4498 cell

Dan O'Connor wrote:
> 
>         Chris -
>                 Sorry for the delay.
> 
>                 Lenslet envelope:
>                         3.75" high x 3.5" wide x 12.25 long (optical axis)
>                         pupil is 2.2" behind front surface of mech housing
> 
>                 Membrane Mirror: some uncertainty here but should be
>                                 very similar to Hokupa'a
> 
>                         4.5" high x 4" wide x 5" long
> 
>                 Any questions give me a call.
> 
>                                                 Dan O'C

From - Wed May 03 14:02:25 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id NAA00882 for <cshelton@mtwilson.edu>; Wed, 3 May 2000 13:43:46 -0700 (PDT)
Received: from galileo.ifa.hawaii.edu (galileo.IfA.Hawaii.Edu [128.171.160.7])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id KAA13938
	for <cshelton@mtwilson.edu>; Wed, 3 May 2000 10:42:29 -1000 (HST)
Received: from localhost (doc@localhost)
	by galileo.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id KAA27163;
	Wed, 3 May 2000 10:42:21 -1000 (HST)
Date: Wed, 3 May 2000 10:42:21 -1000 (HST)
From: "Dan O'Connor" <doc@IfA.Hawaii.Edu>
To: cshelton@mtwilson.edu
cc: Doug Toomey <toomey@galileo.ifa.hawaii.edu>,
        Vern Stahlberger <vern@galileo.ifa.hawaii.edu>
Subject: Lenslet envelope, Membr Mirror Envel.
Message-ID: <Pine.SOL.3.96.1000503103659.7633n-100000@galileo>
MIME-Version: 1.0
Content-Type: TEXT/PLAIN; charset=US-ASCII
X-Mozilla-Status: 8003
X-Mozilla-Status2: 00000000
X-UIDL: <Pine.SOL.3.96.1000503103659.7633n-100000@galileo>


	Chris - 
		Sorry for the delay.

		Lenslet envelope:
			3.75" high x 3.5" wide x 12.25 long (optical axis)
			pupil is 2.2" behind front surface of mech housing

		Membrane Mirror: some uncertainty here but should be 
				very similar to Hokupa'a

			4.5" high x 4" wide x 5" long

		Any questions give me a call.

						Dan O'C


From - Thu May 18 14:32:56 2000
Received: from keck.hawaii.edu (hapuna.keck.hawaii.edu [128.171.96.129]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id NAA00650 for <shelton@mtwilson.edu>; Thu, 18 May 2000 13:26:56 -0700 (PDT)
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id KAA01233
	for <cshelton@hapuna.keck.hawaii.edu>; Thu, 18 May 2000 10:24:58 -1000 (HST)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.76.21])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id KAA14204;
	Thu, 18 May 2000 10:24:57 -1000 (HST)
Received: from wobbegibg.ifa.hawaii.edu (wobbegong [128.171.76.27])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id KAA29935;
	Thu, 18 May 2000 10:24:57 -1000 (HST)
Message-ID: <00ec01bfc107$36021060$1b4cab80@ifa.hawaii.edu>
From: "Doug Toomey" <toomey@ifa.hawaii.edu>
To: "Chris Shelton" <cshelton@hapuna.keck.hawaii.edu>,
        "Dan O'Connor" <doc@ifa.hawaii.edu>
Cc: "Vern Stahlberger" <vern@ifa.hawaii.edu>
Subject: AO relay off-axis mirror specifications
Date: Thu, 18 May 2000 10:25:29 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2314.1300
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2314.1300
X-Mozilla-Status: 8003
X-Mozilla-Status2: 00000000
X-UIDL: <00ec01bfc107$36021060$1b4cab80@ifa.hawaii.edu>

Hi,

These are the specs I have come up with for
the parabolas.  Have I missed anything?

Doug
___________________________________________________
AO relay off-axis parabola specifications

Number Required                Quote price for two and four pieces
Focal length                          1914.3mm focal length  +/-  1 %
Conic                                      parabola
Off -axis angle                       8 degrees  +/-  0.1 degree
Off-axis center distance       267.72mm +/- 1%
Off-axis center matching      2 mm
Clear aperture diameter      128 mm
Physical diameter                 168 mm
Minimum thickness               28 mm
Figure accuracy                    Lambda/4 over whole clear aperture
     @0.6328 microns            Lambda/10 for any 40mm sub-aperture
                                                Lambda/20 for any 20mm sub-aperture
Surface roughness               less than     <30 Angstrom RMS                                   
Coating                                  none

Measure and report as built specs for each of the specs above.

Scribe on back of each mirror at the edge to indicate the 
direction of the parent axis.

Required delivery time - less than 3 months

Include shipping to:

NASA IRTF
Institute for Astronomy
2680 Woodlawn Drive
Honolulu HI 96822

For questions contact:
Douglas Toomey
808-974-4214
toomey@ifa.hawaii.edu



From - Thu May 18 14:35:08 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <3924620A.EBDC6B0E@mtwilson.edu>
Date: Thu, 18 May 2000 14:35:06 -0700
From: Chris Shelton <shelton@mtwilson.edu>
X-Mailer: Mozilla 4.7 [en] (Win98; I)
X-Accept-Language: en
MIME-Version: 1.0
To: Doug Toomey <toomey@ifa.hawaii.edu>
Subject: Re: AO relay off-axis mirror specifications
References: <00ec01bfc107$36021060$1b4cab80@ifa.hawaii.edu>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hi Doug,

The specs look fine as is.  Do you want an interferometer pix?

I'll be back the 23rd.

Chris

Doug Toomey wrote:

> Hi,
>
> These are the specs I have come up with for
> the parabolas.  Have I missed anything?
>
> Doug
> ___________________________________________________
> AO relay off-axis parabola specifications
>
> Number Required                Quote price for two and four pieces
> Focal length                          1914.3mm focal length  +/-  1 %
> Conic                                      parabola
> Off -axis angle                       8 degrees  +/-  0.1 degree
> Off-axis center distance       267.72mm +/- 1%
> Off-axis center matching      2 mm
> Clear aperture diameter      128 mm
> Physical diameter                 168 mm
> Minimum thickness               28 mm
> Figure accuracy                    Lambda/4 over whole clear aperture
>      @0.6328 microns            Lambda/10 for any 40mm sub-aperture
>                                                 Lambda/20 for any 20mm sub-aperture
> Surface roughness               less than     <30 Angstrom RMS
> Coating                                  none
>
> Measure and report as built specs for each of the specs above.
>
> Scribe on back of each mirror at the edge to indicate the
> direction of the parent axis.
>
> Required delivery time - less than 3 months
>
> Include shipping to:
>
> NASA IRTF
> Institute for Astronomy
> 2680 Woodlawn Drive
> Honolulu HI 96822
>
> For questions contact:
> Douglas Toomey
> 808-974-4214
> toomey@ifa.hawaii.edu

From ???@??? Fri Jul 23 16:49:17 1999
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by keck.hawaii.edu (8.8.8+Sun/8.8.8) with ESMTP id NAA01353
	for <cshelton@hapuna.keck.hawaii.edu>; Fri, 23 Jul 1999 13:32:17 -1000 (HST)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.76.21])
	by hale.IfA.Hawaii.Edu (8.9.0/8.9.1) with ESMTP id NAA18314;
	Fri, 23 Jul 1999 13:28:19 -1000 (HST)
Received: from wobbegibg.ifa.hawaii.edu (wobbegong [128.171.76.27])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id NAA25977;
	Fri, 23 Jul 1999 13:28:18 -1000 (HST)
Message-ID: <005f01bed562$b469daa0$1b4cab80@wobbegibg.ifa.hawaii.edu>
From: "Doug Toomey" <toomey@mkir.com>
To: "Chris Shelton" <cshelton@hapuna.keck.hawaii.edu>,
        "Sandy Leggett" <skl@pua.jach.hawaii.edu>,
        "ron probst" <rprobst@noao.edu>, "mark trueblood" <trueblood@noao.edu>,
        "malcolm northcott" <mal@laplacian.com>,
        "john rayner" <rayner@ifa.hawaii.edu>,
        "Fred Gillet" <fgillett@gemini.edu>,
        "francois rigaut" <frigaut@gemini.edu>,
        "Eduardo Martin" <ege@popsicle.berkeley.edu>,
        "Doug Simons" <dsimons@noao.edu>,
        "david trilling" <trilling@ucolick.org>,
        "dana backman" <backman@cma.arc.nasa.gov>,
        "christ ftaclas" <cftaclas@mtu.edu>
Subject: Directions to the Hotel
Date: Fri, 23 Jul 1999 13:25:50 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 4.72.2106.4
X-MimeOLE: Produced By Microsoft MimeOLE V4.72.2106.4
X-UIDL: 514e8662f745495034ba5a4072c4b517
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000

Hi,

To get to the hotel from the airport,
(I am pulling the miles off of a map so they are only approximate.)

Leaving the airport get on H1 heading West.
     ( not sure what the sign says but Pearl City is west, Honolulu is East)
    (as you leave the airport you will be going North, and West will be
left)
Take H1 to H2 (about 9 miles)
Follow H2 to the end and bear right toward Haleiwa.
     (You will be on H2 for about 9 miles)
You wil now be on Kam Highway.
You will stay on Kam Highway all the way to the Hotel
    althoug there are many twists and turns and it is only
    a, 1 lane each way, road in places.
The Turtle Bay is near the northern most point of Oahu.
     I measure about 23 miles from the end of H2.

The drive time is 45-60 mins.  To total distance is supposed
to be around 43 miles so I am a couple short on the distances
quoted above.

_______________________________________________

On a different subject - I will have a LCD project for computer
output and an overhead projector.  Anyone with other needs
should let me know.

Aloha,
Doug


From - Fri Jun 02 10:42:37 2000
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000
Message-ID: <39381BF6.9D874FC3@mtwilson.edu>
Date: Fri, 02 Jun 2000 10:41:26 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.7 [en] (WinNT; I)
X-Accept-Language: en
MIME-Version: 1.0
CC: toomey@ifa.hawaii.edu, doc@ifa.hawaii.edu,
 	graves@laplacian.com, mal@laplacian.com
Subject: Re: IRTF WFS
References: <39072DEF.156584A9@mtwilson.edu>
Content-Type: multipart/mixed;
 boundary="------------8A240216CA56B5E4F487B73C"

This is a multi-part message in MIME format.
--------------8A240216CA56B5E4F487B73C
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Good morning!  Here is your new IRTF WFS optical design.

This one is all reflective.  It uses a small steering mirror 
(14 mm pupil) and has all spherical mirrors, except one mirror 
with a bit of a cylinder component.  That mirror has x focal 
length of -1620 mm and a y focal length of -1641 mm, over a clear 
aperture of 14 mm, so it is very close to a sphere.

A possibility that I discussed with Doug is to make this mirror a
sphere, but include an adjustable astigmatism nuller, which would
be a tiltable plate in the converging beam between the mirror
before the membrane mirror and the membrane mirror itself.  This
would allow nulling the astigmatism in the science path due to
the dichroic thickness, without software offsets, in addition to
eliminating all aspheres.  It might need to be set differently 
for SPEX and NSFCam, or the difference handled as a software offset,
or the difference may be ignorable.

Other properties are the same as the one-lens design of May 26 --
f/60.0 at the membrane mirror, a 20.0 mm diam. lenslet pupil,
steers over a square field 80 arcsec on an edge.  

The WFS box envelope and the envelopes of the membrane mirror
and lenslet assemblies, as emailed by Dan, have been accounted
for.

The strehl ratio at the membrane mirror, at 0.85 microns, is
  Center of field 0.999   
  Four corners    0.958, 0.909, 0.963, 0.980

If the WFS camera mirror is ground as a pure sphere and no
astigmatism nuller is used, the strehls are reduced to
  Center of field 0.769
  Four corners    0.722, 0.857, 0.710, 0.660

A zip file is attached, wfs2000jun2.zip, which contains
  wfs2000may30.zmx, .igs and .eps

The postscript file has annotated plan and side views of the 
optical design showing how it fits with the WFS box, membrane 
mirror assembly and lenslet assembly.

Cheers,

Chris S


> 26 April 2000
> Here is a first cut at a WFS for the IRTF AO.
> 
> It has f/60.0 at the membrane mirror, a 20 mm diam lenslet pupil,
> and steers over a square field 80 arcsec on an edge.  The design
> is optimized at 0.70, 0.85 and 1.00 microns.  It fits in the
> currently defined envelope.
> 
> Strehl ratio, through telescope, AO relay, Spex, and WFS up to the
> membrane mirror, is as follows for the center and the corner of
> the square field.
> 
> Strehl ratio at membrane mirror
> Wavelength    Center   Corner
> 0.70          0.993    0.988
> 0.85          0.999    0.980
> 1.00          0.991    0.996
> 
> These files are attached:
> 
>   wfs2000apr26.zmx   The raytrace file
>   raytracefigs.doc   Two annotated views of the WFS, saved as a .doc
> page
>   wfs2000apr26.zip   A zip of the above, in case the .zmx file appears
> inline.
> 
> Chris S
--------------8A240216CA56B5E4F487B73C
Content-Type: application/x-zip-compressed;
 name="2000jun2.zip"
Content-Transfer-Encoding: base64
Content-Disposition: inline;
 filename="2000jun2.zip"
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--------------8A240216CA56B5E4F487B73C--

From - Fri Jun 02 15:03:29 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id RAA01253 for <shelton@mtwilson.edu>; Fri, 2 Jun 2000 17:57:51 -0700 (PDT)
Received: from hubble.ifa.hawaii.edu (hubble.IFA.Hawaii.Edu [128.171.2.5])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id OAA19110
	for <shelton@mtwilson.edu>; Fri, 2 Jun 2000 14:56:32 -1000 (HST)
Received: from [128.171.163.103] (lightyear [128.171.163.103])
	by hubble.ifa.hawaii.edu (8.9.3+Sun/8.9.1) with ESMTP id OAA20677
	for <shelton@mtwilson.edu>; Fri, 2 Jun 2000 14:56:31 -1000 (HST)
Mime-Version: 1.0
Message-Id: <v04210121b55e088476b2@[128.171.163.103]>
In-Reply-To: <39381BF6.9D874FC3@mtwilson.edu>
References: <39072DEF.156584A9@mtwilson.edu>
 <39381BF6.9D874FC3@mtwilson.edu>
Date: Fri, 2 Jun 2000 14:59:28 -1000
To: shelton@mtwilson.edu
From: Buzz Graves <graves@IfA.Hawaii.Edu>
Subject: Re: IRTF WFS
Content-Type: text/plain; charset="us-ascii" ; format="flowed"
X-Mozilla-Status: 8013
X-Mozilla-Status2: 00000000
X-UIDL: <v04210121b55e088476b2@[128.171.163.103]>

Upon first try to unpack the .ZMX file I'm having trouble.  I tried 
on my MAC and my PC, both claim something is corrupted.   Can you 
send it whole?

Buzz

From - Fri Jun 02 17:02:45 2000
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000
Message-ID: <39387506.B10D749A@mtwilson.edu>
Date: Fri, 02 Jun 2000 17:01:26 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.7 [en] (WinNT; I)
X-Accept-Language: en
MIME-Version: 1.0
To: Buzz Graves <graves@IfA.Hawaii.Edu>
Subject: Re: IRTF WFS
References: <39072DEF.156584A9@mtwilson.edu>
	 <39381BF6.9D874FC3@mtwilson.edu> <v04210121b55e088476b2@[128.171.163.103]>
Content-Type: multipart/mixed;
 boundary="------------20CCA7308545439504E71B26"

This is a multi-part message in MIME format.
--------------20CCA7308545439504E71B26
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Buzz -

Will do.  I'll send the eps file again too, it shows the packing in
the box.  These should be attachments, not text.  There is a button
in Netscape on the recipient side View/Attachments In Line that should
not be checked.

I used Winzip, by the way.  In the past it has worked ok.  I sent the
files zipped because Doug uses a dial-up line.

Chris

Buzz Graves wrote:
> 
> Upon first try to unpack the .ZMX file I'm having trouble.  I tried
> on my MAC and my PC, both claim something is corrupted.   Can you
> send it whole?
> 
> Buzz
--------------20CCA7308545439504E71B26
Content-Type: text/plain; charset=us-ascii;
 name="wfs2000may30.ZMX"
Content-Transfer-Encoding: 7bit
Content-Disposition: inline;
 filename="wfs2000may30.ZMX"

VERS 8165 1862
NAME IRTF ADAPTIVE OPTICS
NOTE 1 Notes...
NOTE 2  
NOTE 3  
UNIT MM
FLOA
PUPD 86375.2 3001.78
GFAC 0 0
GCAT INFRARED OLD_SCHO
RAIM 1.0E-8 1 1 1 0 0
PUSH 0 0 0 0
SDMA 0 1
FTYP 0
ROPD 2
PICB 1
XFLD 0 -0.01111 0.01111 -0.01111 0.01111
YFLD 0 0.01111 0.01111 -0.01111 -0.01111
FWGT 1 0.001 0.001 0.001 0.001
WAVL 0.85
WWGT 1
PWAV 1
POLS 1 0 1 0 0
GLRS 1
COFN COATING.DAT
SURF 0
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 22
  DISZ INFINITY
  DIAM 0 0 0
SURF 1
  COMM PRIMARY
  TYPE STANDARD
  CURV -6.542597214816e-005 0 0 0
  SLAB 23
  DISZ -7021.0253761
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1
  DIAM 1523.83679 0 0
SURF 2
  COMM SECONDARY
  STOP
  TYPE STANDARD
  CURV -0.0007513702363315 0 0 0
  SLAB 24
  DISZ 7021.0253761
  GLAS MIRROR 0 0 0.000000 0.000000 0.000000 0 0 0 0.00000000 0.00000000
  CONI -1.3052
  PZUP 1 -1 0
  DIAM 122 1 0
SURF 3
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 1
  DISZ 892.075
  DIAM 53.9743679 0 0
SURF 4
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 2
  DISZ 250.3508
  DIAM 45.3380645 0 0
SURF 5
  COMM AO SUB
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 15
  DISZ 112.2532
  DIAM 42.9143832 0 0
SURF 6
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 20
  DISZ 356.23422408
  DIAM 41.8276442 0 0
SURF 7
  COMM FO/VJ ALIGNMENT
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 3
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 8
  COMM TOP OF CAL BOX
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 4
  DISZ 279.4
  DIAM 38.3788906 0 0
SURF 9
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 5
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 10
  COMM WINDOW
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 6
  DISZ 0
  GLAS CAF2 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 38.1 1 0
  SQAP 38.0999985 38.0999985
SURF 11
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 18
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PPAR 3 9 -0.69928 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 6.35
  DIAM 0 0 0
SURF 12
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 16
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PPAR 3 11 -1 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 13
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 7
  DISZ 0
  DIAM 38.1 1 0
  SQAP 38.0999985 38.0999985
SURF 14
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 9
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PPAR 3 9 -1 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 5
  DIAM 0 1 0
SURF 15
  COMM SQ. BAFFLE
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 10
  DISZ 75.47
  DIAM 35.5825869 0 0
  SQAP 60 60
SURF 16
  COMM BAFFLE
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 11
  DISZ 60
  DIAM 34.8519512 0 0
  CLAP 0 57.9
SURF 17
  COMM BAFFLE
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 12
  DISZ 48
  DIAM 34.2710828 0 0
  CLAP 0 56.6
SURF 18
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 13
  PARM 1 0
  PARM 2 0
  PARM 3 -45
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 19
  COMM DICHROIC
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 14
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 40 1 0
  SQAP 54.102 73.052
SURF 20
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 17
  PARM 1 0
  PARM 2 0
  PARM 3 -45
  PPAR 3 18 1 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -202.3507705
  DIAM 0 0 0
SURF 21
  COMM BOX WALL
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 27
  DISZ -35
  DIAM 31.8474018 0 0
SURF 22
  COMM WFS FOCUS
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 29
  DISZ -65
  DIAM 31.5298633 0 0
SURF 23
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 32
  PARM 1 0
  PARM 2 0
  PARM 3 45
  PARM 4 0
  PARM 5 -4.2
  PARM 6 1
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 24
  COMM WFS FOLD MIRROR
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 31
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 41.3988464 0 0
SURF 25
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 30
  PARM 1 0
  PARM 2 0
  PARM 3 45
  PPAR 3 23 1 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 460
  DIAM 0 0 0
SURF 26
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 33
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 3.5
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 27
  COMM WFS COLL MIRROR
  TYPE STANDARD
  CURV -0.0009665981447696 0 0 0
  SLAB 46
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 38.1 1 0
SURF 28
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 42
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PPAR 3 26 1 0
  PARM 4 3.5
  PPAR 4 26 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -545.89793825
  DIAM 0 0 0
SURF 29
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 36
  PARM 1 0
  PARM 2 0
  PARM 3 3
  PARM 4 -3.5
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 30
  COMM STEERING MIRROR
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 35
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 12.7 1 0
SURF 31
  COMM BAFFLE 1
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 28
  DISZ 0
  DIAM 6.87059774 0 0
  CLAP 0 7
SURF 32
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 34
  PARM 1 0
  PARM 2 0
  PARM 3 3
  PPAR 3 29 1 0
  PARM 4 -3.5
  PPAR 4 29 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 33
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 44
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PPAR 3 29 -2 6
  PARM 4 0
  PPAR 4 29 -2 -7
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 34
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 26
  DISZ 300
  DIAM 6.83900976 0 0
SURF 35
  COMM BAFFLE 2
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 43
  DISZ 510
  DIAM 25.0869933 0 0
  CLAP 0 9
SURF 36
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 41
  PARM 1 0
  PARM 2 0
  PARM 3 -2.929056965905
  PARM 4 -4.5
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 37
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 19
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 -19.52474724054
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 38
  COMM WFS CAM MIRROR
  TYPE BICONICX
  CURV -0.0006172839506173 0 0 0
  SLAB 40
  PARM 1 -1640.807769992
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 12.7 1 0
SURF 39
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 25
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 19.52474724054
  PPAR 5 37 -1 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 40
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 37
  PARM 1 0
  PARM 2 0
  PARM 3 -2.929056965905
  PPAR 3 36 1 0
  PARM 4 -4.5
  PPAR 4 36 1 0
  PARM 5 0.7874034231008
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 41
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 48
  DISZ -796.00283561
  DIAM 25 1 0
SURF 42
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 38
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 2
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 43
  COMM MEMBRANE MIRROR
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 48
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 49.8902504 0 0
SURF 44
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 42
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PPAR 3 42 1 0
  PARM 4 2
  PPAR 4 42 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 810
  DIAM 0 0 0
SURF 45
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 50
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 2.7
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 46
  COMM WFS MIRROR 4
  TYPE STANDARD
  CURV -0.0003205829029395 0 0 0
  SLAB 49
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 12.7 1 0
SURF 47
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 51
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PPAR 3 45 1 0
  PARM 4 2.7
  PPAR 4 45 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ -810
  DIAM 0 0 0
SURF 48
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 54
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PARM 4 5.7
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 0
  DIAM 0 0 0
SURF 49
  COMM WFS MIRROR 5
  TYPE STANDARD
  CURV 0.0002004074261404 0 0 0
  SLAB 53
  DISZ 0
  GLAS MIRROR 0 0 1.500000 40.000000 0.000000 0 0 0 0.00000000 0.00000000
  DIAM 12.7 1 0
SURF 50
  TYPE COORDBRK
  CURV 0.0 0 0.0 0.0
  SLAB 55
  PARM 1 0
  PARM 2 0
  PARM 3 0
  PPAR 3 48 1 0
  PARM 4 5.7
  PPAR 4 48 1 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 576.45036388
  DIAM 0 0 0
SURF 51
  COMM LENSLET
  TYPE PARAXIAL
  CURV 0.0 0 0.0 0.0
  SLAB 52
  PARM 1 100
  PARM 2 0
  PARM 3 0
  PARM 4 0
  PARM 5 0
  PARM 6 0
  PARM 7 0
  PARM 8 0
  DISZ 100
  DIAM 12.7 1 0
SURF 52
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 56
  DISZ 0
  DIAM 4.16332806 0 0
SURF 53
  TYPE STANDARD
  CURV 0 0 0 0
  SLAB 21
  DISZ 0
  DIAM 25.4 1 0
BLNK 
MNUM 1

--------------20CCA7308545439504E71B26
Content-Type: application/postscript;
 name="wfs2000may30.eps"
Content-Transfer-Encoding: 7bit
Content-Disposition: inline;
 filename="wfs2000may30.eps"

%!PS-Adobe-3.0 EPSF-3.0
%%Creator: Adobe Illustrator(TM) for Windows, version 4.0
%%AI8_CreatorVersion: 8
%%For: (Chris Shelton) (Carpe Photon)
%%Title: (wfs.eps)
%%CreationDate: (6/1/00) (11:16 AM)
%%BoundingBox: 37 53 548 757
%%HiResBoundingBox: 37 53.6006 547.9102 756.874
%%DocumentProcessColors: Black
%%DocumentFonts: Helvetica
%%DocumentNeededFonts: Helvetica
%%DocumentSuppliedResources: procset Adobe_packedarray 2.0 0
%%+ procset Adobe_cshow 1.1 0
%%+ procset Adobe_customcolor 1.0 0
%%+ procset Adobe_typography_AI3 1.0 1
%%+ procset Adobe_pattern_AI3 1.0 0
%%+ procset Adobe_Illustrator_AI3 1.0 1
%AI3_ColorUsage: Black&White
%AI3_IncludePlacedImages
%AI3_TemplateBox: 306.5 395.5 306.5 395.5
%AI3_TileBox: 18 33 594 789
%AI3_DocumentPreview: Header
%%PageOrigin:18 33
%%AI3_PaperRect:-18 789 594 -3
%%AI3_Margin:18 -33 -18 3
%AI7_GridSettings: 72 8 72 8 1 0 0.8 0.8 0.8 0.9 0.9 0.9
%%EndComments
%%BeginProlog
%%BeginResource: procset Adobe_packedarray 2.0 0
%%Title: (Packed Array Operators)
%%Version: 2.0 0
%%CreationDate: (8/2/90) ()
%%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved)
userdict /Adobe_packedarray 5 dict dup begin put
/initialize
{
/packedarray where
	{
	pop
	}
	{
	Adobe_packedarray begin
	Adobe_packedarray
		{
		dup xcheck
			{
			bind
			} if
		userdict 3 1 roll put
		} forall
 end
	} ifelse
} def
/terminate
{
} def
/packedarray
{
array astore readonly
} def
/setpacking
{
pop
} def
/currentpacking
{
false
} def
currentdict readonly pop end
%%EndResource
Adobe_packedarray /initialize get exec
%%BeginResource: procset Adobe_cshow 1.1 0
%%Title: (cshow Operator)
%%Version: 1.1 0
%%CreationDate: (1/23/89) ()
%%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved)
currentpacking true setpacking
userdict /Adobe_cshow 3 dict dup begin put
/initialize
{
/cshow where
	{
	pop
	}
	{
	userdict /Adobe_cshow_vars 1 dict dup begin put
	/_cshow
		{} def
	Adobe_cshow begin
	Adobe_cshow
		{
		dup xcheck
			{
			bind
			} if
		userdict 3 1 roll put
		} forall
 end
 end
	} ifelse
} def
/terminate
{
} def
/cshow
{
exch
Adobe_cshow_vars
	exch /_cshow
	exch put
	{
	0 0 Adobe_cshow_vars /_cshow get exec
	} forall
} def
currentdict readonly pop end
setpacking
%%EndResource
%%BeginResource: procset Adobe_customcolor 1.0 0
%%Title: (Custom Color Operators)
%%Version: 1.0 0
%%CreationDate: (5/9/88) ()
%%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved)
currentpacking true setpacking
userdict /Adobe_customcolor 5 dict dup begin put
/initialize
{
/setcustomcolor where
	{
	pop
	}
	{
	Adobe_customcolor begin
	Adobe_customcolor
		{
		dup xcheck
			{
			bind
			} if
		pop pop
		} forall
 end
	Adobe_customcolor begin
	} ifelse
} def
/terminate
{
currentdict Adobe_customcolor eq
	{
 end
	} if
} def
/findcmykcustomcolor
{
5 packedarray
}  def
/setcustomcolor
{
exch
aload pop pop
4
	{
	4 index mul 4 1 roll
	} repeat
5 -1 roll pop
setcmykcolor
} def
/setoverprint
{
pop
} def
currentdict readonly pop end
setpacking
%%EndResource
%%BeginResource: procset Adobe_typography_AI3 2.0 0
%%Title: (Typography Operators)
%%Version: 2.0 0
%%CreationDate:(5/31/90) ()
%%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved)
currentpacking true setpacking
userdict /Adobe_typography_AI3 48 dict dup begin put
/initialize
{
/TZ
 where
	{
	pop
	}
	{
	Adobe_typography_AI3 begin
	Adobe_typography_AI3
		{
		dup xcheck
			{
			bind
			} if
		pop pop
		} forall
 end
	Adobe_typography_AI3 begin
	} ifelse
} def
/terminate
{
currentdict Adobe_typography_AI3 eq
	{
 end
	} if
} def
/modifyEncoding
{
	/_tempEncode exch ddef
	
	/_pntr 0 ddef
	
	{
		counttomark -1 roll
		dup type dup /marktype eq 		
		{
			pop pop exit
		}
		{
			/nametype eq
			{
				_tempEncode /_pntr dup load dup 3 1 roll 1 add ddef 3 -1 roll
				put
			}
			{
				/_pntr exch ddef					
			}
			ifelse
		}
		ifelse
	}
	loop	
	
	_tempEncode
}
def
/TE
{
	StandardEncoding 256 array copy modifyEncoding 
	/_nativeEncoding exch def
} def
%
/TZ		
{
	dup type /arraytype eq {/_wv exch def} {/_wv 0 def} ifelse 
	/_useNativeEncoding exch def
	pop pop
	
	findfont _wv type /arraytype eq {_wv makeblendedfont} if dup length 2 add dict
	
 begin
	
		mark exch
		{
			1 index /FID ne { def } if cleartomark mark
		}
		forall
		pop
		
		/FontName exch def
		
		counttomark 0 eq
		{
			1 _useNativeEncoding eq
			{
				/Encoding _nativeEncoding def
			}
			if
			cleartomark
		}
		{	
			/Encoding load 256 array copy 
			modifyEncoding /Encoding exch def
		}
		ifelse		
		FontName currentdict
 end
	
	definefont pop
}
def
/tr
{
_ax _ay 3 2 roll
} def
/trj
{
_cx _cy _sp _ax _ay 6 5 roll
} def
/a0
{
/Tx
	{
	dup 
	currentpoint 3 2 roll
	tr _psf
	newpath moveto
	tr _ctm _pss
	} ddef
/Tj
	{
	dup
	currentpoint 3 2 roll
	trj _pjsf
	newpath moveto
	trj _ctm _pjss
	} ddef
	
} def
/a1
{
/Tx
	{
	dup currentpoint 4 2 roll gsave
	dup currentpoint 3 2 roll
	tr _psf
	newpath moveto
	tr _ctm _pss
	grestore 3 1 roll moveto tr sp
	} ddef
/Tj
	{
	dup currentpoint 4 2 roll gsave
	dup currentpoint 3 2 roll
	trj _pjsf
	newpath moveto
	trj _ctm _pjss
	grestore 3 1 roll moveto tr sp
	} ddef
	
} def
/e0
{
/Tx
	{
	tr _psf
	} ddef
/Tj
	{
	trj _pjsf
	} ddef
} def
/e1
{
/Tx
	{
	dup currentpoint 4 2 roll gsave 
	tr _psf  
	grestore 3 1 roll moveto tr sp 
	} ddef
/Tj
	{
	dup currentpoint 4 2 roll gsave 
	trj _pjsf
	grestore 3 1 roll moveto tr sp 
	} ddef
} def
/i0
{
/Tx
	{
	tr sp
	} ddef
/Tj
	{
	trj jsp
	} ddef
} def
/i1
{
W N
} def
/o0
{
/Tx
	{
	tr sw rmoveto
	} ddef
/Tj
	{
	trj swj rmoveto
	} ddef
} def
/r0
{
/Tx
	{
	tr _ctm _pss
	} ddef
/Tj
	{
	trj _ctm _pjss
	} ddef
} def
/r1
{
/Tx
	{
	dup currentpoint 4 2 roll currentpoint gsave newpath moveto
	tr _ctm _pss 
	grestore 3 1 roll moveto tr sp 
	} ddef
/Tj
	{
	dup currentpoint 4 2 roll currentpoint gsave newpath moveto
	trj _ctm _pjss
	grestore 3 1 roll moveto tr sp 
	} ddef
} def
/To
{
	pop _ctm currentmatrix pop
} def
/TO
{
	iTe _ctm setmatrix newpath
} def
/Tp
{
	pop _tm astore pop _ctm setmatrix 
	_tDict begin /W {} def /h {} def
} def
/TP
{
 end
	iTm 0 0 moveto
} def
/Tr
{
	_render 3 le {currentpoint newpath moveto} if
	dup 8 eq {pop 0} {dup 9 eq {pop 1} if} ifelse
	dup /_render exch ddef
	_renderStart exch get load exec
} def
/iTm
{
_ctm setmatrix _tm concat 0 _rise translate _hs 1 scale
} def
/Tm
{
_tm astore pop iTm 0 0 moveto
} def
/Td
{
_mtx translate _tm _tm concatmatrix pop iTm 0 0 moveto
} def
/iTe
{
	_render -1 eq {} {_renderEnd _render get dup null ne {load exec} {pop} ifelse} ifelse
	/_render -1 ddef
} def
/Ta
{
pop
} def
/Tf
{
dup 1000 div /_fScl exch ddef
exch findfont exch scalefont setfont
} def
/Tl
{
pop
0 exch _leading astore pop
} def
/Tt
{
pop
} def
/TW
{
3 npop
} def
/Tw
{
/_cx exch ddef
} def
/TC
{
3 npop
} def
/Tc
{
/_ax exch ddef
} def
/Ts
{
/_rise exch ddef
currentpoint
iTm
moveto
} def
/Ti
{
3 npop
} def
/Tz
{
100 div /_hs exch ddef
iTm
} def
/TA
{
pop
} def
/Tq
{
pop
} def
/Th
{
pop pop pop pop pop
} def
/TX {pop} def
%/Tx
%/Tj
/Tk
{
exch pop _fScl mul neg 0 rmoveto
} def
/TK
{
2 npop
} def
/T*
{
_leading aload pop neg Td
} def
/T*-
{
_leading aload pop Td
} def
/T-
{
_hyphen Tx
} def
/T+
{} def
/TR
{
_ctm currentmatrix pop 	
_tm astore pop 
iTm 0 0 moveto 
} def
/TS
{
0 eq {Tx} {Tj} ifelse
} def
currentdict readonly pop end
setpacking
%%EndResource
%%BeginResource: procset Adobe_pattern_AI3 1.1 0
%%Title: (Adobe Illustrator (R) Version 3.0 Pattern Operators)
%%Version: 1.1 0
%%CreationDate: (7/21/89) ()
%%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved)
currentpacking true setpacking
userdict /Adobe_pattern_AI3 16 dict dup begin put
/initialize
{
/definepattern where
	{
	pop
	}
	{
	Adobe_pattern_AI3 begin
	Adobe_pattern_AI3
		{
		dup xcheck
			{
			bind
			} if
		pop pop
		} forall
	mark
	cachestatus 7 1 roll pop pop pop pop exch pop exch
		{
		{
		10000 add
		dup 2 index gt
			{
			exit
			} if
		dup setcachelimit
		} loop
		} stopped
	cleartomark
	} ifelse
} def
/terminate
{
currentdict Adobe_pattern_AI3 eq
	{
 end
	} if
} def
errordict
/nocurrentpoint
{
pop
stop
} put
errordict
/invalidaccess
{
pop
stop
} put
/patternencoding
256 array def
0 1 255
{
patternencoding exch ( ) 2 copy exch 0 exch put cvn put
} for
/definepattern
{
17 dict begin
/uniform exch def
/cache exch def
/key exch def
/procarray exch def
/mtx exch matrix invertmatrix def
/height exch def
/width exch def
/ctm matrix currentmatrix def
/ptm matrix def
/str 32 string def
/slice 9 dict def
slice /s 1 put
slice /q 256 procarray length div sqrt floor cvi put
slice /b 0 put
/FontBBox [0 0 0 0] def
/FontMatrix mtx matrix copy def
/Encoding patternencoding def
/FontType 3 def
/BuildChar
	{
	exch
 begin
	/setstrokeadjust where {pop true setstrokeadjust} if
	slice begin
	dup q dup mul mod s idiv /i exch def
	dup q dup mul mod s mod /j exch def
	q dup mul idiv procarray exch get
	/xl j width s div mul def
	/xg j 1 add width s div mul def
	/yl i height s div mul def
	/yg i 1 add height s div mul def
	uniform
		{
		1 1
		}
		{
		width 0 dtransform
		dup mul exch dup mul add sqrt dup 1 add exch div
		0 height dtransform
		dup mul exch dup mul add sqrt dup 1 add exch div
		} ifelse
	width 0 cache
		{
		xl 4 index mul yl 4 index mul xg 6 index mul yg 6 index mul
		setcachedevice
		}
		{
		setcharwidth
		} ifelse
	gsave
	scale
	newpath
	xl yl moveto
	xg yl lineto
	xg yg lineto
	xl yg lineto
	closepath
	clip
	newpath
 end
 end
	exec
	grestore
	} def
key currentdict definefont
end
} def
/patterncachesize
{
gsave
newpath
0 0 moveto
width 0 lineto
width height lineto
0 height lineto
closepath
patternmatrix setmatrix
pathbbox
exch ceiling 4 -1 roll floor sub 3 1 roll
ceiling exch floor sub
mul 1 add
grestore
} def
/patterncachelimit
{
cachestatus 7 1 roll 6 npop 8 mul
} def
/patternpath
{
exch dup begin setfont
ctm setmatrix
concat
slice exch /b exch slice /q get dup mul mul put
FontMatrix concat
uniform
	{
	width 0 dtransform round width div exch round width div exch
	0 height dtransform round height div exch height div exch
	0 0 transform round exch round exch
	ptm astore setmatrix
	}
	{
	ptm currentmatrix pop
	} ifelse
{currentpoint} stopped not
	{
	2 npop
	pathbbox
	true
	4 index 3 index eq
	4 index 3 index eq
	and
		{
		pop false
			{
			{2 npop}
			{3 npop true}
			{7 npop true}
			{pop true}
			pathforall
			} stopped
			{
			5 npop true
			} if
		} if
		{
		height div ceiling height mul 4 1 roll
		width div ceiling width mul 4 1 roll
		height div floor height mul 4 1 roll
		width div floor width mul 4 1 roll
		2 index sub height div ceiling cvi exch
		3 index sub width div ceiling cvi exch
		4 2 roll moveto
		FontMatrix mtx invertmatrix
		dup dup 4 get exch 5 get rmoveto
		ptm ptm concatmatrix pop
		slice /s
		patterncachesize patterncachelimit div ceiling sqrt ceiling cvi
		dup slice /q get gt
			{
			pop slice /q get
			} if
		put
		0 1 slice /s get dup mul 1 sub
			{
			slice /b get add
			gsave
			0 1 str length 1 sub
				{
				str exch 2 index put
				} for
			pop
			dup
				{
				gsave
				ptm setmatrix
				1 index str length idiv {str show} repeat
				1 index str length mod str exch 0 exch getinterval show
				grestore
				0 height rmoveto
				} repeat
			grestore
			} for
		2 npop
		}
		{
		4 npop
		} ifelse
	} if
end
} def
/patternclip
{
clip
} def
/patternstrokepath
{
strokepath
} def
/patternmatrix
matrix def
/patternfill
{
dup type /dicttype eq
	{
	Adobe_pattern_AI3 /patternmatrix get
	} if
gsave
patternclip
Adobe_pattern_AI3 /patternpath get exec
grestore
newpath
} def
/patternstroke
{
dup type /dicttype eq
	{
	Adobe_pattern_AI3 /patternmatrix get
	} if
gsave
patternstrokepath
true
	{
		{
			{
			newpath 
			moveto
			}
			{
			lineto
			}
			{
			curveto
			}
			{
			closepath
			3 copy
			Adobe_pattern_AI3 /patternfill get exec
			} pathforall
		3 npop
		} stopped
			{
			5 npop
			patternclip
			Adobe_pattern_AI3 /patternfill get exec
			} if
	}
	{
	patternclip
	Adobe_pattern_AI3 /patternfill get exec
	} ifelse
grestore
newpath
} def
/patternashow
{
3 index type /dicttype eq
	{
	Adobe_pattern_AI3 /patternmatrix get 4 1 roll
	} if
	{
	2 npop (0) exch
	2 copy 0 exch put pop
	gsave
	false charpath currentpoint
	6 index 6 index 6 index
	Adobe_pattern_AI3 /patternfill get exec
	grestore
	newpath moveto
	2 copy rmoveto
	} exch cshow
5 npop
} def
/patternawidthshow
{
6 index type /dicttype eq
	{
	Adobe_pattern_AI3 /patternmatrix get 7 1 roll
	} if
	{
	2 npop (0) exch
	2 copy 0 exch put 
	gsave
	_sp eq {5 index 5 index rmoveto} if
	false charpath currentpoint
	9 index 9 index 9 index
	Adobe_pattern_AI3 /patternfill get exec
	grestore
	newpath moveto
	2 copy rmoveto
	} exch cshow
8 npop
} def
/patternashowstroke
{
4 index type /dicttype eq
	{
	patternmatrix /patternmatrix get 5 1 roll
	} if
4 1 roll
	{
	2 npop (0) exch
	2 copy 0 exch put pop
	gsave
	false charpath
	currentpoint
	4 index setmatrix
	7 index 7 index 7 index
	Adobe_pattern_AI3 /patternstroke get exec
	grestore
	newpath moveto
	2 copy rmoveto
	} exch cshow
6 npop
} def
/patternawidthshowstroke
{
7 index type /dicttype eq
	{
	patternmatrix /patternmatrix get 8 1 roll
	} if
7 1 roll
	{
	2 npop (0) exch
	2 copy 0 exch put
	gsave
	_sp eq {5 index 5 index rmoveto} if
	false charpath currentpoint
	7 index setmatrix
	10 index 10 index 10 index
	Adobe_pattern_AI3 /patternstroke get exec
	grestore
	newpath moveto
	2 copy rmoveto
	} exch cshow
9 npop
} def
currentdict readonly pop end
setpacking
%%EndResource
%%BeginResource: procset Adobe_Illustrator_AI3 1.1 0
%%Title: (Adobe Illustrator (R) Version 3.0 Full Prolog)
%%Version: 1.1 0
%%CreationDate: (3/7/1994) ()
%%Copyright: ((C) 1987-1996 Adobe Systems Incorporated All Rights Reserved)
currentpacking true setpacking
userdict /Adobe_Illustrator_AI3 71 dict dup begin put
/initialize
{
userdict /Adobe_Illustrator_AI3_vars 67 dict dup begin put
/_lp /none def
/_pf {} def
/_ps {} def
/_psf {} def
/_pss {} def
/_pjsf {} def
/_pjss {} def
/_pola 0 def
/_doClip 0 def
/cf	currentflat def
/_tm matrix def
/_renderStart [/e0 /r0 /a0 /o0 /e1 /r1 /a1 /i0] def 
/_renderEnd [null null null null /i1 /i1 /i1 /i1] def
/_render -1 def
/_rise 0 def
/_ax 0 def
/_ay 0 def
/_cx 0 def
/_cy 0 def
/_leading [0 0] def
/_ctm matrix def
/_mtx matrix def
/_sp 16#020 def
/_hyphen (-) def
/_fScl 0 def
/_cnt 0 def
/_hs 1 def
/_nativeEncoding 0 def
/_useNativeEncoding 0 def
/_tempEncode 0 def
/_pntr 0 def
/_tDict 2 dict def
/_wv 0 def
/Tx {} def
/Tj {} def
/CRender {} def
/_AI3_savepage {} def
/_gf null def
/_cf 4 array def
/_if null def
/_of false def
/_fc {} def
/_gs null def
/_cs 4 array def
/_is null def
/_os false def
/_sc {} def
/_pd 1 dict def
/_ed 15 dict def
/_pm matrix def
/_fm null def
/_fd null def
/_fdd null def
/_sm null def
/_sd null def
/_sdd null def
/_i null def
Adobe_Illustrator_AI3 begin
Adobe_Illustrator_AI3 dup /nc get begin
	{
	dup xcheck
		{
		bind
		} if
	pop pop
	} forall
end
end
end
Adobe_Illustrator_AI3 begin
Adobe_Illustrator_AI3_vars begin
newpath
} def
/terminate
{
end
end
} def
/_
null def
/ddef
{
Adobe_Illustrator_AI3_vars 3 1 roll put
} def
/xput
{
dup load dup length exch maxlength eq
	{
	dup dup load dup
	length 2 mul dict copy def
	} if
load begin def end
} def
/npop
{
	{
	pop
	} repeat
} def
/sw
{
dup length exch stringwidth
exch 5 -1 roll 3 index mul add
4 1 roll 3 1 roll mul add
} def
/swj
{
dup 4 1 roll
dup length exch stringwidth 
exch 5 -1 roll 3 index mul add
4 1 roll 3 1 roll mul add 
6 2 roll /_cnt 0 ddef
{1 index eq {/_cnt _cnt 1 add ddef} if} forall pop
exch _cnt mul exch _cnt mul 2 index add 4 1 roll 2 index add 4 1 roll pop pop
} def
/ss
{
4 1 roll
	{
	2 npop 
	(0) exch 2 copy 0 exch put pop
	gsave
	false charpath currentpoint
	4 index setmatrix
	stroke
	grestore
	moveto
	2 copy rmoveto
	} exch cshow
3 npop
} def
/jss
{
4 1 roll
	{
	2 npop 
	(0) exch 2 copy 0 exch put 
	gsave
	_sp eq 
		{
		exch 6 index 6 index 6 index 5 -1 roll widthshow  
		currentpoint
		}
		{
		false charpath currentpoint
		4 index setmatrix stroke
		}ifelse
	grestore
	moveto
	2 copy rmoveto
	} exch cshow
6 npop
} def
/sp
{
	{
	2 npop (0) exch
	2 copy 0 exch put pop
	false charpath
	2 copy rmoveto
	} exch cshow
2 npop
} def
/jsp
{
	{
	2 npop 
	(0) exch 2 copy 0 exch put 
	_sp eq 
		{
		exch 5 index 5 index 5 index 5 -1 roll widthshow  
		}
		{
		false charpath
		}ifelse
	2 copy rmoveto
	} exch cshow
5 npop
} def
/pl
{
transform
0.25 sub round 0.25 add exch
0.25 sub round 0.25 add exch
itransform
} def
/setstrokeadjust where
	{
	pop true setstrokeadjust
	/c
	{
	curveto
	} def
	/C
	/c load def
	/v
	{
	currentpoint 6 2 roll curveto
	} def
	/V
	/v load def
	/y
	{
	2 copy curveto
	} def
	/Y
	/y load def
	/l
	{
	lineto
	} def
	/L
	/l load def
	/m
	{
	moveto
	} def
	}
	{
	/c
	{
	pl curveto
	} def
	/C
	/c load def
	/v
	{
	currentpoint 6 2 roll pl curveto
	} def
	/V
	/v load def
	/y
	{
	pl 2 copy curveto
	} def
	/Y
	/y load def
	/l
	{
	pl lineto
	} def
	/L
	/l load def
	/m
	{
	pl moveto
	} def
	} ifelse
/d
{
setdash
} def
/cf	{} def
/i
{
dup 0 eq
	{
	pop cf
	} if
setflat
} def
/j
{
setlinejoin
} def
/J
{
setlinecap
} def
/M
{
setmiterlimit
} def
/w
{
setlinewidth
} def
/H
{} def
/h
{
closepath
} def
/N
{
_pola 0 eq 
	{
	_doClip 1 eq {clip /_doClip 0 ddef} if 
	newpath
	} 
	{
	/CRender {N} ddef
	}ifelse
} def
/n
{N} def
/F
{
_pola 0 eq 
	{
	_doClip 1 eq 
		{
		gsave _pf grestore clip newpath /_lp /none ddef _fc 
		/_doClip 0 ddef
		}
		{
		_pf
		}ifelse
	} 
	{
	/CRender {F} ddef
	}ifelse
} def
/f
{
closepath
F
} def
/S
{
_pola 0 eq 
	{
	_doClip 1 eq 
		{
		gsave _ps grestore clip newpath /_lp /none ddef _sc 
		/_doClip 0 ddef
		}
		{
		_ps
		}ifelse
	} 
	{
	/CRender {S} ddef
	}ifelse
} def
/s
{
closepath
S
} def
/B
{
_pola 0 eq 
	{
	_doClip 1 eq
	gsave F grestore 
		{
		gsave S grestore clip newpath /_lp /none ddef _sc
		/_doClip 0 ddef
		} 
		{
		S
		}ifelse
	}
	{
	/CRender {B} ddef
	}ifelse
} def
/b
{
closepath
B
} def
/W
{
/_doClip 1 ddef
} def
/*
{
count 0 ne 
	{
	dup type (stringtype) eq {pop} if
	} if 
_pola 0 eq {newpath} if
} def
/u
{} def
/U
{} def
/q
{
_pola 0 eq {gsave} if
} def
/Q
{
_pola 0 eq {grestore} if
} def
/*u
{
_pola 1 add /_pola exch ddef
} def
/*U
{
_pola 1 sub /_pola exch ddef 
_pola 0 eq {CRender} if
} def
/D
{pop} def
/*w
{} def
/*W
{} def
/`
{
/_i save ddef
6 1 roll 4 npop
concat pop
userdict begin
/showpage {} def
0 setgray
0 setlinecap
1 setlinewidth
0 setlinejoin
10 setmiterlimit
[] 0 setdash
/setstrokeadjust where {pop false setstrokeadjust} if
newpath
0 setgray
false setoverprint
} def
/~
{
end
_i restore
} def
/@
{} def
/&
{} def
/O
{
0 ne
/_of exch ddef
/_lp /none ddef
} def
/R
{
0 ne
/_os exch ddef
/_lp /none ddef
} def
/g
{
/_gf exch ddef
/_fc
{
_lp /fill ne
	{
	_of setoverprint
	_gf setgray
	/_lp /fill ddef
	} if
} ddef
/_pf
{
_fc
fill
} ddef
/_psf
{
_fc
ashow
} ddef
/_pjsf
{
_fc
awidthshow
} ddef
/_lp /none ddef
} def
/G
{
/_gs exch ddef
/_sc
{
_lp /stroke ne
	{
	_os setoverprint
	_gs setgray
	/_lp /stroke ddef
	} if
} ddef
/_ps
{
_sc
stroke
} ddef
/_pss
{
_sc
ss
} ddef
/_pjss
{
_sc
jss
} ddef
/_lp /none ddef
} def
/k
{
_cf astore pop
/_fc
{
_lp /fill ne
	{
	_of setoverprint
	_cf aload pop setcmykcolor
	/_lp /fill ddef
	} if
} ddef
/_pf
{
_fc
fill
} ddef
/_psf
{
_fc
ashow
} ddef
/_pjsf
{
_fc
awidthshow
} ddef
/_lp /none ddef
} def
/K
{
_cs astore pop
/_sc
{
_lp /stroke ne
	{
	_os setoverprint
	_cs aload pop setcmykcolor
	/_lp /stroke ddef
	} if
} ddef
/_ps
{
_sc
stroke
} ddef
/_pss
{
_sc
ss
} ddef
/_pjss
{
_sc
jss
} ddef
/_lp /none ddef
} def
/x
{
/_gf exch ddef
findcmykcustomcolor
/_if exch ddef
/_fc
{
_lp /fill ne
	{
	_of setoverprint
	_if _gf 1 exch sub setcustomcolor
	/_lp /fill ddef
	} if
} ddef
/_pf
{
_fc
fill
} ddef
/_psf
{
_fc
ashow
} ddef
/_pjsf
{
_fc
awidthshow
} ddef
/_lp /none ddef
} def
/X
{
/_gs exch ddef
findcmykcustomcolor
/_is exch ddef
/_sc
{
_lp /stroke ne
	{
	_os setoverprint
	_is _gs 1 exch sub setcustomcolor
	/_lp /stroke ddef
	} if
} ddef
/_ps
{
_sc
stroke
} ddef
/_pss
{
_sc
ss
} ddef
/_pjss
{
_sc
jss
} ddef
/_lp /none ddef
} def
/dp
{
dup null eq
{
pop
_dp 0 ne
	{
	0 1 _dp 1 sub _dl mod
		{
		_da exch get 3 get
		} for
	_dp 1 sub _dl mod 1 add packedarray
	_da 0 get aload pop 8 -1 roll 5 -1 roll pop 4 1 roll
	definepattern pop
	} if
}
{
_dp 0 ne _dp _dl mod 0 eq and
	{
	null dp
	} if
7 packedarray _da exch _dp _dl mod exch put
_dp _dl mod _da 0 get 4 get 2 packedarray
/_dp _dp 1 add def
} ifelse
} def
/E
{
_ed begin
dup 0 get type /arraytype ne
	{
	0
		{
		dup 1 add index type /arraytype eq
			{
			1 add
			}
			{
			exit
			} ifelse
		} loop
	array astore
	} if
/_dd exch def
/_ury exch def
/_urx exch def
/_lly exch def
/_llx exch def
/_n exch def
/_y 0 def
/_dl 4 def
/_dp 0 def
/_da _dl array def
0 1 _dd length 1 sub
	{
	/_d exch _dd exch get def
	0 2 _d length 2 sub
		{
		/_x exch def
		/_c _d _x get _ ne def
		/_r _d _x 1 add get cvlit def
		_r _ ne
			{
			_urx _llx sub _ury _lly sub [1 0 0 1 0 0] 
				[
				/save cvx
				_llx neg _lly neg /translate cvx
				_c
					{
					nc /begin cvx
					} if
				_r dup type /stringtype eq
					{
					cvx
					}
					{
					{exec} /forall cvx
					} ifelse
				_c
					{
					/end cvx
					} if
				/restore cvx
				] cvx
			/_fn 12 _n length add string def
			_y _fn cvs pop
			/_y _y 1 add def
			_fn 12 _n putinterval
			_fn _c false dp
			_d exch _x 1 add exch put
			} if
		} for
	} for
null dp
_n _dd /_pd
end xput
} def
/fc
{
_fm dup concatmatrix pop
} def
/p
{
/_fm exch ddef
9 -2 roll _pm translate fc
7 -2 roll _pm scale fc
5 -1 roll _pm rotate fc
4 -2 roll exch 0 ne
	{
	dup _pm rotate fc
	1 -1 _pm scale fc
	neg _pm rotate fc
	}
	{
	pop
	} ifelse
dup _pm rotate fc
exch dup sin exch cos div 1 0 0 1 0 6 2 roll
_pm astore fc
neg _pm rotate fc
_pd exch get /_fdd exch ddef
/_pf
{
save
/_doClip 0 ddef
0 1 _fdd length 1 sub
	{
	/_fd exch _fdd exch get ddef
	_fd
	0 2 _fd length 2 sub
		{
		gsave
		2 copy get dup _ ne
			{
			cvx exec _fc
			}
			{
			pop
			} ifelse
		2 copy 1 add get dup _ ne
			{
			aload pop findfont _fm
			patternfill
			}
			{
			pop
			fill
			} ifelse
		grestore
		pop
		} for
	pop
	} for
restore
newpath
} ddef
/_psf
{
save
/_doClip 0 ddef
0 1 _fdd length 1 sub
	{
	/_fd exch _fdd exch get ddef
	_fd
	0 2 _fd length 2 sub
		{
		gsave
		2 copy get dup _ ne
			{
			cvx exec _fc
			}
			{
			pop
			} ifelse
		2 copy 1 add get dup _ ne
			{
			aload pop findfont _fm
			9 copy 6 npop patternashow
			}
			{
			pop
			6 copy 3 npop ashow
			} ifelse
		grestore
		pop
		} for
	pop
	} for
restore
%3 npop newpath
sw rmoveto
} ddef
/_pjsf
{
save
/_doClip 0 ddef
0 1 _fdd length 1 sub
	{
	/_fd exch _fdd exch get ddef
	_fd
	0 2 _fd length 2 sub
		{
		gsave
		2 copy get dup _ ne
			{
			cvx exec _fc
			}
			{
			pop
			} ifelse
		2 copy 1 add get dup _ ne
			{
			aload pop findfont _fm
			12 copy 6 npop patternawidthshow
			}
			{
			pop 9 copy 3 npop awidthshow
			} ifelse
		grestore
		pop
		} for
	pop
	} for
restore
swj rmoveto
} ddef
/_lp /none ddef
} def
/sc
{
_sm dup concatmatrix pop
} def
/P
{
/_sm exch ddef
9 -2 roll _pm translate sc
7 -2 roll _pm scale sc
5 -1 roll _pm rotate sc
4 -2 roll exch 0 ne
	{
	dup _pm rotate sc
	1 -1 _pm scale sc
	neg _pm rotate sc
	}
	{
	pop
	} ifelse
dup _pm rotate sc
exch dup sin exch cos div 1 0 0 1 0 6 2 roll
_pm astore sc
neg _pm rotate sc
_pd exch get /_sdd exch ddef
/_ps
{
save
/_doClip 0 ddef
0 1 _sdd length 1 sub
	{
	/_sd exch _sdd exch get ddef
	_sd
	0 2 _sd length 2 sub
		{
		gsave
		2 copy get dup _ ne
			{
			cvx exec _sc
			}
			{
			pop
			} ifelse
		2 copy 1 add get dup _ ne
			{
			aload pop findfont _sm
			patternstroke
			}
			{
			pop stroke
			} ifelse
		grestore
		pop
		} for
	pop
	} for
restore
newpath
} ddef
/_pss
{
save
/_doClip 0 ddef
0 1 _sdd length 1 sub
	{
	/_sd exch _sdd exch get ddef
	_sd
	0 2 _sd length 2 sub
		{
		gsave
		2 copy get dup _ ne
			{
			cvx exec _sc
			}
			{
			pop
			} ifelse
		2 copy 1 add get dup _ ne
			{
			aload pop findfont _sm
			10 copy 6 npop patternashowstroke
			}
			{
			pop 7 copy 3 npop ss
			} ifelse
		grestore
		pop
		} for
	pop
	} for
restore
pop sw rmoveto
} ddef
/_pjss
{
save
/_doClip 0 ddef
0 1 _sdd length 1 sub
	{
	/_sd exch _sdd exch get ddef
	_sd
	0 2 _sd length 2 sub
		{
		gsave
		2 copy get dup _ ne
			{
			cvx exec _sc
			}
			{
			pop
			} ifelse
		2 copy 1 add get dup _ ne
			{
			aload pop findfont _sm
			13 copy 6 npop patternawidthshowstroke
			}
			{
			pop 10 copy 3 npop jss
			} ifelse
		grestore
		pop
		} for
	pop
	} for
restore
pop swj rmoveto
} ddef
/_lp /none ddef
} def
/A
{
pop
} def
/nc 3 dict def
nc begin
/setgray
{
pop
} bind def
/setcmykcolor
{
4 npop
} bind def
/setcustomcolor
{
2 npop
} bind def
currentdict readonly pop end
currentdict readonly pop end
setpacking
/annotatepage
{
} def
%%EndResource
%%EndProlog
%%BeginSetup
%%IncludeFont: Helvetica
Adobe_cshow /initialize get exec
Adobe_customcolor /initialize get exec
Adobe_typography_AI3 /initialize get exec
Adobe_pattern_AI3 /initialize get exec
Adobe_Illustrator_AI3 /initialize get exec
[
39/quotesingle 96/grave 130/quotesinglbase/florin/quotedblbase/ellipsis
/dagger/daggerdbl/circumflex/perthousand/Scaron/guilsinglleft/OE 145/quoteleft
/quoteright/quotedblleft/quotedblright/bullet/endash/emdash/tilde/trademark
/scaron/guilsinglright/oe/dotlessi 159/Ydieresis /space 164/currency 166/brokenbar
168/dieresis/copyright/ordfeminine 172/logicalnot/hyphen/registered/macron/ring
/plusminus/twosuperior/threesuperior/acute/mu 183/periodcentered/cedilla
/onesuperior/ordmasculine 188/onequarter/onehalf/threequarters 192/Agrave
/Aacute/Acircumflex/Atilde/Adieresis/Aring/AE/Ccedilla/Egrave/Eacute
/Ecircumflex/Edieresis/Igrave/Iacute/Icircumflex/Idieresis/Eth/Ntilde
/Ograve/Oacute/Ocircumflex/Otilde/Odieresis/multiply/Oslash/Ugrave
/Uacute/Ucircumflex/Udieresis/Yacute/Thorn/germandbls/agrave/aacute
/acircumflex/atilde/adieresis/aring/ae/ccedilla/egrave/eacute/ecircumflex
/edieresis/igrave/iacute/icircumflex/idieresis/eth/ntilde/ograve/oacute
/ocircumflex/otilde/odieresis/divide/oslash/ugrave/uacute/ucircumflex
/udieresis/yacute/thorn/ydieresis
TE
%AI3_BeginEncoding: _Helvetica Helvetica
[/_Helvetica/Helvetica 0 0 1 TZ
%AI3_EndEncoding AdobeType
%AI3_BeginPattern: (Brick)
(Brick) 0 0 72 72 [
%AI3_Tile
(0 O 0 R 0.3 0.85 0.85 0 k
 0.3 0.85 0.85 0 K
) @
(
%AI6_BeginPatternLayer
0 i
0 J 0 j 1 w 4 M []0 d
%AI3_Note:
0 D
0 0 m
0 72 L
72 72 L
72 0 L
0 0 L
f
%AI6_EndPatternLayer
) &
(0 O 0 R 1 g
 1 G
) @
(
%AI6_BeginPatternLayer
0 i
0 J 0 j 0.3 w 4 M []0 d
%AI3_Note:
0 D
0 68.4097 m
72 68.4097 l
S
0 61.209 m
72 61.209 L
S
0 54.0088 m
72 54.0088 L
S
0 46.8076 m
72 46.8076 L
S
0 39.6084 m
72 39.6084 L
S
0 32.4072 m
72 32.4072 L
S
0 25.207 m
72 25.207 L
S
0 18.0059 m
72 18.0059 L
S
0 10.8057 m
72 10.8057 L
S
0 3.6064 m
72 3.6064 L
S
68.4102 68.4097 m
68.4102 61.2217 l
S
54.0098 68.4097 m
54.0098 61.2217 L
S
39.6094 68.4097 m
39.6094 61.2217 L
S
25.21 68.4097 m
25.21 61.2217 L
S
10.8105 68.4097 m
10.8105 61.2217 L
S
68.4102 53.9717 m
68.4102 46.7842 l
S
54.0098 53.9717 m
54.0098 46.7842 L
S
39.6094 53.9717 m
39.6094 46.7842 L
S
25.21 53.9717 m
25.21 46.7842 L
S
10.8105 53.9717 m
10.8105 46.7842 L
S
68.4102 39.5967 m
68.4102 32.4092 l
S
54.0098 39.5967 m
54.0098 32.4092 L
S
39.6094 39.5967 m
39.6094 32.4092 L
S
25.21 39.5967 m
25.21 32.4092 L
S
10.8105 39.5967 m
10.8105 32.4092 L
S
68.4102 25.2217 m
68.4102 18.0342 l
S
54.0098 25.2217 m
54.0098 18.0342 L
S
39.6094 25.2217 m
39.6094 18.0342 L
S
25.21 25.2217 m
25.21 18.0342 L
S
10.8105 25.2217 m
10.8105 18.0342 L
S
68.4102 10.7842 m
68.4102 3.5967 l
S
54.0098 10.7842 m
54.0098 3.5967 L
S
39.6094 10.7842 m
39.6094 3.5967 L
S
25.21 10.7842 m
25.21 3.5967 L
S
10.8105 10.7842 m
10.8105 3.5967 L
S
61.1973 3.5967 m
61.1973 0 L
S
46.7969 3.5967 m
46.7969 0 L
S
32.3965 3.5967 m
32.3965 0 L
S
17.9971 3.5967 m
17.9971 0 L
S
3.5967 3.5967 m
3.5967 0 l
S
61.1973 18.0342 m
61.1973 10.8467 L
S
46.7969 18.0342 m
46.7969 10.8467 L
S
32.3965 18.0342 m
32.3965 10.8467 L
S
17.9971 18.0342 m
17.9971 10.8467 L
S
3.5967 18.0342 m
3.5967 10.8467 l
S
61.1973 32.4092 m
61.1973 25.2217 L
S
46.7969 32.4092 m
46.7969 25.2217 L
S
17.9971 32.4092 m
17.9971 25.2217 L
S
3.5967 32.4092 m
3.5967 25.2217 l
S
61.1973 46.7842 m
61.1973 39.5967 L
S
46.7969 46.7842 m
46.7969 39.5967 L
S
32.3965 46.7842 m
32.3965 39.5967 L
S
17.9971 46.7842 m
17.9971 39.5967 L
S
3.5967 46.7842 m
3.5967 39.5967 l
S
61.1973 61.2217 m
61.1973 54.0347 L
S
46.7969 61.2217 m
46.7969 54.0347 L
S
32.3965 61.2217 m
32.3965 54.0347 L
S
17.9971 61.2217 m
17.9971 54.0347 L
S
3.5967 61.2217 m
3.5967 54.0347 l
S
61.1973 71.959 m
61.1973 68.4717 L
S
46.7969 71.959 m
46.7969 68.4717 L
S
32.3965 71.959 m
32.3965 68.4717 L
S
17.9971 71.959 m
17.9971 68.4717 L
S
3.5967 71.959 m
3.5967 68.4717 l
S
32.3965 32.4092 m
32.3965 25.2217 L
S
%AI6_EndPatternLayer
) &
] E
%AI3_EndPattern
%AI3_BeginPattern: (Confetti)
(Confetti) 4.85 3.617 76.85 75.617 [
%AI3_Tile
(0 O 0 R 1 g
 1 G
) @
(
%AI6_BeginPatternLayer
0 i
0 J 0 j 1 w 4 M []0 d
%AI3_Note:
0 D
4.85 3.617 m
4.85 75.617 L
76.85 75.617 L
76.85 3.617 L
4.85 3.617 L
f
%AI6_EndPatternLayer
) &
(0 O 0 R 0 g
 0 G
) @
(
%AI6_BeginPatternLayer
0 i
0 J 0 j 0.3 w 4 M []0 d
%AI3_Note:
0 D
10.6 64.867 m
7.85 62.867 l
S
9.1 8.617 m
6.85 6.867 l
S
78.1 68.617 m
74.85 67.867 l
S
76.85 56.867 m
74.35 55.117 l
S
79.6 51.617 m
76.6 51.617 l
S
76.35 44.117 m
73.6 45.867 l
S
78.6 35.867 m
76.6 34.367 l
S
76.1 23.867 m
73.35 26.117 l
S
78.1 12.867 m
73.85 13.617 l
S
68.35 14.617 m
66.1 12.867 l
S
76.6 30.617 m
73.6 30.617 l
S
62.85 58.117 m
60.956 60.941 l
S
32.85 59.617 m
31.196 62.181 l
S
47.891 64.061 m
49.744 66.742 l
S
72.814 2.769 m
73.928 5.729 l
S
67.976 2.633 m
67.35 5.909 l
S
61.85 27.617 m
59.956 30.441 l
S
53.504 56.053 m
51.85 58.617 l
S
52.762 1.779 m
52.876 4.776 l
S
45.391 5.311 m
47.244 7.992 l
S
37.062 3.375 m
35.639 5.43 l
S
55.165 34.828 m
57.518 37.491 l
S
20.795 3.242 m
22.12 5.193 l
S
14.097 4.747 m
15.008 8.965 l
S
9.736 1.91 m
8.073 4.225 l
S
31.891 5.573 m
32.005 8.571 l
S
12.1 70.367 m
15.6 68.867 l
S
9.35 54.867 m
9.6 58.117 l
S
12.85 31.867 m
14.35 28.117 l
S
10.1 37.367 m
12.35 41.117 l
S
34.1 71.117 m
31.85 68.617 l
S
38.35 71.117 m
41.6 68.367 l
S
55.1 71.117 m
58.35 69.117 l
S
57.35 65.117 m
55.35 61.867 l
S
64.35 66.367 m
69.35 68.617 l
S
71.85 62.867 m
69.35 61.117 l
S
23.6 70.867 m
23.6 67.867 l
S
20.6 65.867 m
17.35 65.367 l
S
24.85 61.367 m
25.35 58.117 l
S
25.85 65.867 m
29.35 66.617 l
S
14.1 54.117 m
16.85 56.117 l
S
12.35 11.617 m
12.6 15.617 l
S
12.1 19.867 m
14.35 22.367 l
S
26.1 9.867 m
23.6 13.367 l
S
34.6 47.117 m
32.1 45.367 l
S
62.6 41.867 m
59.85 43.367 l
S
31.6 35.617 m
27.85 36.367 l
S
36.35 26.117 m
34.35 24.617 l
S
33.85 14.117 m
31.1 16.367 l
S
37.1 9.867 m
35.1 11.117 l
S
34.35 20.867 m
31.35 20.867 l
S
44.6 56.617 m
42.1 54.867 l
S
47.35 51.367 m
44.35 51.367 l
S
44.1 43.867 m
41.35 45.617 l
S
43.35 33.117 m
42.6 30.617 l
S
43.85 23.617 m
41.1 25.867 l
S
44.35 15.617 m
42.35 16.867 l
S
67.823 31.1 m
64.823 31.1 l
S
27.1 32.617 m
29.6 30.867 l
S
31.85 55.117 m
34.85 55.117 l
S
19.6 40.867 m
22.1 39.117 l
S
16.85 35.617 m
19.85 35.617 l
S
20.1 28.117 m
22.85 29.867 l
S
52.1 42.617 m
54.484 44.178 l
S
52.437 50.146 m
54.821 48.325 l
S
59.572 54.133 m
59.35 51.117 l
S
50.185 10.055 m
53.234 9.928 l
S
51.187 15.896 m
53.571 14.075 l
S
58.322 19.883 m
59.445 16.823 l
S
53.1 32.117 m
50.6 30.367 l
S
52.85 24.617 m
49.6 25.617 l
S
61.85 9.117 m
59.1 10.867 l
S
69.35 34.617 m
66.6 36.367 l
S
67.1 23.617 m
65.1 22.117 l
S
24.435 46.055 m
27.484 45.928 l
S
25.437 51.896 m
27.821 50.075 l
S
62.6 47.117 m
65.321 46.575 l
S
19.85 19.867 m
20.35 16.617 l
S
21.85 21.867 m
25.35 22.617 l
S
37.6 62.867 m
41.6 62.117 l
S
38.323 42.1 m
38.823 38.6 l
S
69.35 52.617 m
66.85 53.867 l
S
14.85 62.117 m
18.1 59.367 l
S
9.6 46.117 m
7.1 44.367 l
S
20.6 51.617 m
18.6 50.117 l
S
46.141 70.811 m
47.994 73.492 l
S
69.391 40.561 m
71.244 43.242 l
S
38.641 49.311 m
39.35 52.117 l
S
25.141 16.811 m
25.85 19.617 l
S
36.6 32.867 m
34.6 31.367 l
S
6.1 68.617 m
2.85 67.867 l
S
4.85 56.867 m
2.35 55.117 l
S
7.6 51.617 m
4.6 51.617 l
S
6.6 35.867 m
4.6 34.367 l
S
6.1 12.867 m
1.85 13.617 l
S
4.6 30.617 m
1.6 30.617 l
S
72.814 74.769 m
73.928 77.729 l
S
67.976 74.633 m
67.35 77.909 l
S
52.762 73.779 m
52.876 76.776 l
S
37.062 75.375 m
35.639 77.43 l
S
20.795 75.242 m
22.12 77.193 l
S
9.736 73.91 m
8.073 76.225 l
S
10.1 23.617 m
6.35 24.367 l
S
73.217 18.276 m
71.323 21.1 l
S
28.823 39.6 m
29.505 42.389 l
S
49.6 38.617 m
47.6 37.117 l
S
60.323 73.6 m
62.323 76.6 l
S
60.323 1.6 m
62.323 4.6 l
S
%AI6_EndPatternLayer
) &
] E
%AI3_EndPattern
%AI3_BeginPattern: (Leaves - Fall )
(Leaves - Fall ) 0 0 64.0781 78.9336 [
%AI3_Tile
(0 O 0 R 0.05 0.2 1 0 k
 0.05 0.2 1 0 K
) @
(
%AI6_BeginPatternLayer
0 i
0 J 0 j 1 w 4 M []0 d
%AI3_Note:
0 D
64.0781 78.9336 m
64.0781 0 L
0 0 L
0 78.9336 L
64.0781 78.9336 L
f
%AI6_EndPatternLayer
) &
(0 O 0 R 0.83 0 1 0 k
 0.83 0 1 0 K
) @
(
%AI6_BeginPatternLayer
0 i
0 J 0 j 1 w 4 M []0 d
%AI3_Note:
1 D
29.7578 0.9902 m
30.4346 1.1914 30.7246 1.3428 V
29.2559 4.0547 33.707 8.3359 34.627 9.0762 C
35.2275 8.8506 35.3477 6.3184 34.6699 4.9805 C
35.5137 5.1035 37.7031 3.7256 38.4609 2.4365 C
38.5254 3.125 40.0957 6.0664 40.9219 6.4434 C
40.002 6.8408 39.3359 8.3135 38.5742 9.7617 C
39.5957 9.9287 40.9961 9.0078 42.4668 8.1025 C
42.9814 8.9043 44.3555 9.875 45.6143 10.3916 C
44.5264 11.0781 44.0313 11.8203 43.5352 13.2793 C
42.4922 12.7139 40.3057 12.5645 39.7764 12.8516 C
40.291 13.9648 42.5371 14.5078 43.2676 14.4551 C
43.0137 15.3164 42.8652 17.4697 43.0391 20.0625 C
41.3789 18.7461 39.834 17.4297 38.1738 17.4883 C
38.4434 16.0664 37.8076 14.2607 37.4307 13.7676 C
36.8574 14.5117 36.4463 15.3389 36.8008 17.3164 C
35.3486 17.8008 34.1113 18.3467 32.7373 19.6045 C
32.7373 17.7734 32.166 16.5723 31.2969 15.2959 C
32.5576 14.8076 33.8301 13.6045 33.8252 12.5664 C
32.9775 12.7178 31.2852 13.4619 30.793 14.4551 C
30.0742 13.707 28.3906 12.3984 26.7871 12.3945 C
27.9746 11.5391 28.8945 10.5059 28.9893 8.5938 C
30.2422 9.5645 32.6953 10.1797 34.0752 9.582 C
29.2344 5.3457 29.7031 2.3125 29.7578 0.9902 C
f
13.8525 29.9844 m
13.3281 29.5127 13.1309 29.25 V
15.623 27.4326 13.3691 21.6074 12.8555 20.5439 C
12.2168 20.4883 10.8096 23.2285 10.8457 24.7266 C
9.7129 23.9707 8.0488 24.0918 6.4463 24.3779 C
7.0186 23.2891 6.6172 21.3447 5.8164 20.5439 C
6.8184 20.5801 8.1699 19.8652 9.4785 18.8838 C
8.6436 18.0645 6.8164 18.2246 4.9004 18.8838 C
4.9004 17.5107 4.0781 15.7734 3.2412 14.5918 C
4.5576 14.6484 5.7031 13.9629 6.5605 12.9316 C
7.2256 14.5 9.2598 15.6133 10.166 15.5645 C
10.1826 14.1992 8.6094 12.1094 7.5879 11.7109 C
8.1875 11.041 9.207 9.5107 10.166 7.0947 C
10.9648 9.0205 12.1348 10.2627 13.3672 11.1953 C
12.2256 12.7578 12.3994 13.6289 12.7988 15.1074 C
13.541 14.5664 14.5723 14.1338 14.7441 12.1309 C
16.4609 12.416 17.5957 12.3447 19.0938 11.4434 C
18.6387 13.1055 18.6348 14.707 18.9551 16.4063 C
17.1055 16.2666 15.5449 16.4795 14.5156 17.9688 C
15.3457 18.1953 17.6055 18.2549 18.4795 17.3223 C
18.8066 18.3047 19.7012 19.7109 21.1475 20.4043 C
19.707 20.6641 18.7227 21.7637 17.8135 23.4492 C
17.1006 22.0332 14.873 20.3691 13.3711 20.3145 C
15.373 24.3779 15.373 27.2959 13.8525 29.9844 C
f
41.2324 26.0742 m
41.5518 26.7021 41.7549 26.959 V
44.1523 25.0176 48.958 28.3262 49.8535 29.0957 C
49.7432 29.7266 47.6182 30.8643 45.9004 29.834 C
46.3408 31.123 45.4395 33.084 44.2402 34.126 C
45.9805 34.0254 48.126 35.3867 48.6484 36.1289 C
48.8701 35.1514 50.0527 33.8809 51.3379 32.8672 C
51.6895 33.8398 50.9941 35.958 50.0781 37.5605 C
51.3125 38.0605 52.4248 38.9912 52.8828 40.25 C
53.3398 38.9336 54.3428 38.2598 55.6875 37.5039 C
54.5273 36.0762 53.7471 33.9023 54.0273 33.0391 C
55.3496 33.374 56.9209 36.0918 57.0439 37.1816 C
57.9189 36.415 59.4727 35.7285 62.0537 35.4219 C
60.3535 34.3438 59.9902 32.3516 59.4063 30.9219 C
58.2588 31.3682 56.0898 31.4277 55.1152 30.8643 C
55.8281 30.2852 57.168 29.7344 59.1777 29.7207 C
59.1777 28.1758 59.6406 27.043 60.8945 25.8281 C
59.1719 25.8418 57.0723 25.3555 55.5762 24.9629 C
55.3281 26.292 54.4844 27.8887 53.3398 28.2891 C
53.334 27.4277 53.5996 25.1797 54.4844 24.5117 C
53.6201 23.9443 52.3672 22.5674 51.9102 20.8496 C
51.2881 22.1758 50.4268 23.4805 48.5645 23.9238 C
49.749 24.9766 50.584 26.9941 50.25 28.4609 C
45.1973 24.4785 42.5215 25.7773 41.2324 26.0742 C
f
27.7578 38.7324 m
28.4346 38.9316 28.7246 39.084 V
27.2559 41.7969 31.707 46.0776 32.627 46.8169 C
33.2275 46.5918 33.3477 44.0586 32.6699 42.7227 C
33.5137 42.8457 35.7031 41.4678 36.4609 40.1787 C
36.5254 40.8652 38.0957 43.8066 38.9219 44.1846 C
38.002 44.582 37.3359 46.0547 36.5742 47.5039 C
37.5957 47.6709 38.9961 46.7485 40.4668 45.8438 C
40.9814 46.6445 42.3555 47.6177 43.6143 48.1328 C
42.5264 48.8198 42.0313 49.5615 41.5352 51.0205 C
40.4922 50.4556 38.3057 50.3057 37.7764 50.5938 C
38.291 51.7056 40.5371 52.2485 41.2676 52.1958 C
41.0137 53.0576 40.8652 55.2109 41.0391 57.8037 C
39.3789 56.4878 37.834 55.1719 36.1738 55.2285 C
36.4434 53.8076 35.8076 52.002 35.4307 51.5088 C
34.8574 52.2529 34.4463 53.0796 34.8008 55.0576 C
33.3486 55.5425 32.1113 56.0879 30.7373 57.3467 C
30.7373 55.5146 30.166 54.314 29.2969 53.0366 C
30.5576 52.5488 31.8301 51.3467 31.8252 50.3076 C
30.9775 50.46 29.2852 51.2036 28.793 52.1958 C
28.0742 51.4497 26.3906 50.1396 24.7871 50.1357 C
25.9746 49.2817 26.8945 48.2466 26.9893 46.335 C
28.2422 47.3057 30.6953 47.9209 32.0752 47.3237 C
27.2344 43.0869 27.7031 40.0547 27.7578 38.7324 C
f
13.5195 70.3916 m
12.9941 69.9209 12.7988 69.6587 V
15.2891 67.8418 13.0352 62.0146 12.5225 60.9517 C
11.8828 60.8955 10.4766 63.6367 10.5117 65.1348 C
9.3809 64.3789 7.7148 64.4995 6.1133 64.7856 C
6.6855 63.6987 6.2842 61.7529 5.4834 60.9517 C
6.4854 60.9878 7.8359 60.2729 9.1455 59.2925 C
8.3105 58.4717 6.4834 58.6338 4.5674 59.2925 C
4.5674 57.9189 3.7461 56.1816 2.9082 54.9995 C
4.2246 55.0576 5.3691 54.3706 6.2275 53.3408 C
6.8926 54.9097 8.9258 56.0215 9.832 55.9727 C
9.8496 54.6079 8.2764 52.5176 7.2539 52.1187 C
7.8545 51.4497 8.873 49.9189 9.832 47.5039 C
10.6309 49.4297 11.8008 50.6719 13.0342 51.6045 C
11.8926 53.1655 12.0664 54.0366 12.4648 55.5146 C
13.209 54.9746 14.2393 54.5415 14.4102 52.5386 C
16.127 52.8247 17.2637 52.7529 18.7598 51.8525 C
18.3057 53.5137 18.3027 55.1147 18.623 56.8149 C
16.7725 56.6748 15.2129 56.8887 14.1826 58.377 C
15.0117 58.6035 17.2725 58.6626 18.1465 57.731 C
18.4736 58.7129 19.3691 60.1187 20.8145 60.8125 C
19.375 61.0728 18.3896 62.1719 17.4805 63.8579 C
16.7676 62.4429 14.541 60.7769 13.0371 60.7227 C
15.041 64.7856 15.041 67.7046 13.5195 70.3916 C
f
41.2324 64.4824 m
41.5518 65.1113 41.7549 65.3682 V
44.1523 63.4272 48.958 66.7354 49.8535 67.5034 C
49.7432 68.1362 47.6182 69.2725 45.9004 68.2422 C
46.3408 69.5313 45.4395 71.4922 44.2402 72.5342 C
45.9805 72.4341 48.126 73.7954 48.6484 74.5371 C
48.8701 73.5601 50.0527 72.29 51.3379 71.2754 C
51.6895 72.249 50.9941 74.3662 50.0781 75.9683 C
51.3125 76.4692 52.4248 77.3994 52.8828 78.6582 C
53.3398 77.3423 54.3428 76.667 55.6875 75.9111 C
54.5273 74.4844 53.7471 72.3101 54.0273 71.4473 C
55.3496 71.7822 56.9209 74.5 57.0439 75.5903 C
57.9189 74.8232 59.4727 74.1372 62.0537 73.8311 C
60.3535 72.7534 59.9902 70.7612 59.4063 69.3301 C
58.2588 69.7773 56.0898 69.8364 55.1152 69.2725 C
55.8281 68.6934 57.168 68.1431 59.1777 68.1284 C
59.1777 66.583 59.6406 65.4512 60.8945 64.2373 C
59.1719 64.249 57.0723 63.7632 55.5762 63.3721 C
55.3281 64.7002 54.4844 66.2974 53.3398 66.6973 C
53.334 65.8364 53.5996 63.5874 54.4844 62.9214 C
53.6201 62.353 52.3672 60.9751 51.9102 59.2583 C
51.2881 60.583 50.4268 61.8882 48.5645 62.333 C
49.749 63.3862 50.584 65.4033 50.25 66.8691 C
45.1973 62.8872 42.5215 64.1851 41.2324 64.4824 C
f
%AI6_EndPatternLayer
) &
] E
%AI3_EndPattern
%AI3_BeginPattern: (Stripes)
(Stripes) 8.45 4.6001 80.45 76.6001 [
%AI3_Tile
(0 O 0 R 1 0.07 1 0 k
 1 0.07 1 0 K
) @
(
%AI6_BeginPatternLayer
0 i
0 J 0 j 3.6 w 4 M []0 d
%AI3_Note:
0 D
8.2 8.2 m
80.7 8.2 L
S
8.2 22.6001 m
80.7 22.6001 L
S
8.2 37.0002 m
80.7 37.0002 L
S
8.2 51.4 m
80.7 51.4 L
S
8.2 65.8001 m
80.7 65.8001 L
S
8.2 15.4 m
80.7 15.4 L
S
8.2 29.8001 m
80.7 29.8001 L
S
8.2 44.2 m
80.7 44.2 L
S
8.2 58.6001 m
80.7 58.6001 L
S
8.2 73.0002 m
80.7 73.0002 L
S
%AI6_EndPatternLayer
) &
] E
%AI3_EndPattern
%%EndSetup
0 A
1 O
0 0 0 1 k
1 R
0 0 0 1 K
0 i
0 J 0 j 0 w 1 M []0 d
%AI3_Note:
0 D
409.375 194.0781 m
419.3809 195.0479 l
B
419.3809 195.0479 m
419.3809 194.6455 l
B
419.3809 195.0479 m
429.3867 194.0781 l
B
429.3867 194.0781 m
428.166 193.834 l
B
410.5957 193.834 m
419.3809 194.6455 l
B
419.3809 194.6455 m
419.3809 194.2363 l
B
419.3809 194.6455 m
428.166 193.834 l
B
428.166 193.834 m
426.9453 193.5049 l
B
411.8164 193.5049 m
419.3809 194.2363 l
B
419.3809 194.2363 m
419.3809 193.834 l
B
419.3809 194.2363 m
426.9453 193.5049 l
B
426.9453 193.5049 m
425.6426 193.2607 l
B
429.3867 194.0781 m
433.5332 191.8018 l
B
433.5332 191.8018 m
431.8242 191.8018 l
B
405.2266 191.8018 m
409.375 194.0781 l
B
409.375 194.0781 m
410.5957 193.834 l
B
419.3809 193.834 m
425.6426 193.2607 l
B
425.6426 193.2607 m
424.4258 192.9375 l
B
413.1172 193.2607 m
419.3809 193.834 l
B
419.3809 193.834 m
419.3809 193.4248 l
B
428.166 193.834 m
431.8242 191.8018 l
B
431.8242 191.8018 m
430.0371 191.8018 l
B
406.9355 191.8018 m
410.5957 193.834 l
B
410.5957 193.834 m
411.8164 193.5049 l
B
426.9453 193.5049 m
430.0371 191.8018 l
B
430.0371 191.8018 m
428.2441 191.8018 l
B
408.7266 191.8018 m
411.8164 193.5049 l
B
411.8164 193.5049 m
413.1172 193.2607 l
B
419.3809 193.4248 m
424.4258 192.9375 l
B
424.4258 192.9375 m
423.1211 192.6934 l
B
414.3379 192.9375 m
419.3809 193.4248 l
B
419.3809 193.4248 m
419.3809 193.0225 l
B
421.9004 192.7783 m
425.8867 191.9609 l
B
425.8867 191.9609 m
425.0742 191.9609 l
B
416.3691 193.0225 m
421.9004 192.7783 l
B
421.9004 192.7783 m
421.5781 192.6133 l
B
412.6289 192.6133 m
416.3691 193.0225 l
B
416.3691 193.0225 m
416.7773 192.8574 l
B
410.5137 191.8018 m
413.1172 193.2607 l
B
413.1172 193.2607 m
414.3379 192.9375 l
B
425.6426 193.2607 m
428.2441 191.8018 l
B
428.2441 191.8018 m
426.457 191.8018 l
B
421.5781 192.6133 m
425.0742 191.9609 l
B
425.0742 191.9609 m
424.2598 191.9609 l
B
416.7773 192.8574 m
421.5781 192.6133 l
B
421.5781 192.6133 m
421.252 192.5342 l
B
413.4434 192.4492 m
416.7773 192.8574 l
B
416.7773 192.8574 m
417.1016 192.6934 l
B
419.3809 193.0225 m
423.1211 192.6934 l
B
423.1211 192.6934 m
421.9004 192.3691 l
B
415.6367 192.6934 m
419.3809 193.0225 l
B
419.3809 193.0225 m
419.3809 192.6133 l
B
421.252 192.5342 m
424.2598 191.9609 l
B
424.2598 191.9609 m
423.4492 191.8818 l
B
417.1016 192.6934 m
421.252 192.5342 l
B
421.252 192.5342 m
420.9258 192.3691 l
B
412.3047 191.8018 m
414.3379 192.9375 l
B
414.3379 192.9375 m
415.6367 192.6934 l
B
424.4258 192.9375 m
426.457 191.8018 l
B
426.457 191.8018 m
424.6699 191.8018 l
B
414.3379 192.3691 m
417.1016 192.6934 l
B
417.1016 192.6934 m
417.5098 192.5342 l
B
420.9258 192.3691 m
423.4492 191.8818 l
B
423.4492 191.8818 m
422.6328 191.8818 l
B
417.5098 192.5342 m
420.9258 192.3691 l
B
420.9258 192.3691 m
420.6016 192.29 l
B
415.1523 192.29 m
417.5098 192.5342 l
B
417.5098 192.5342 m
417.916 192.3691 l
B
423.1211 192.6934 m
424.6699 191.8018 l
B
424.6699 191.8018 m
422.9609 191.8018 l
B
414.0938 191.8018 m
415.6367 192.6934 l
B
415.6367 192.6934 m
416.8574 192.3691 l
B
416.8574 192.3691 m
419.3809 192.6133 l
B
419.3809 192.6133 m
419.3809 192.2051 l
B
419.3809 192.6133 m
421.9004 192.3691 l
B
421.9004 192.3691 m
420.6016 192.126 l
B
420.6016 192.29 m
422.6328 191.8818 l
B
422.6328 191.8818 m
421.8184 191.8818 l
B
417.916 192.3691 m
420.6016 192.29 l
B
420.6016 192.29 m
420.3574 192.126 l
B
415.9629 192.2051 m
417.916 192.3691 l
B
417.916 192.3691 m
418.2422 192.29 l
B
425.8867 191.9609 m
426.1309 191.1494 l
B
426.1309 191.1494 m
425.3184 191.2344 l
B
425.0742 191.9609 m
425.3184 191.2344 l
B
425.3184 191.2344 m
424.4258 191.3145 l
B
418.2422 192.29 m
420.3574 192.126 l
B
420.3574 192.126 m
420.0313 192.0459 l
B
420.3574 192.126 m
421.8184 191.8818 l
B
421.8184 191.8818 m
421.0078 191.8818 l
B
415.8027 191.8018 m
416.8574 192.3691 l
B
416.8574 192.3691 m
418.1602 192.126 l
B
421.9004 192.3691 m
422.9609 191.8018 l
B
422.9609 191.8018 m
421.1699 191.8018 l
B
416.8574 192.126 m
418.2422 192.29 l
B
418.2422 192.29 m
418.6484 192.126 l
B
412.873 191.7168 m
412.6289 192.6133 l
B
412.6289 192.6133 m
413.4434 192.4492 l
B
424.2598 191.9609 m
424.4258 191.3145 l
B
424.4258 191.3145 m
423.6094 191.3936 l
B
413.6875 191.7168 m
413.4434 192.4492 l
B
413.4434 192.4492 m
414.3379 192.3691 l
B
423.4492 191.8818 m
423.6094 191.3936 l
B
423.6094 191.3936 m
422.7168 191.4727 l
B
414.498 191.7168 m
414.3379 192.3691 l
B
414.3379 192.3691 m
415.1523 192.29 l
B
419.3809 192.2051 m
420.6016 192.126 l
B
420.6016 192.126 m
419.3809 191.8018 l
B
418.1602 192.126 m
419.3809 192.2051 l
B
419.3809 192.2051 m
419.3809 191.8018 l
B
418.6484 192.126 m
420.0313 192.0459 l
B
420.0313 192.0459 m
419.7051 191.9609 l
B
420.0313 192.0459 m
421.0078 191.8818 l
B
421.0078 191.8818 m
420.1934 191.8018 l
B
417.6719 192.0459 m
418.6484 192.126 l
B
418.6484 192.126 m
418.9727 191.9609 l
B
422.6328 191.8818 m
422.7168 191.4727 l
B
422.7168 191.4727 m
421.9004 191.5586 l
B
415.3145 191.7168 m
415.1523 192.29 l
B
415.1523 192.29 m
415.9629 192.2051 l
B
417.5898 191.8018 m
418.1602 192.126 l
B
418.1602 192.126 m
419.3809 191.8018 l
B
420.6016 192.126 m
421.1699 191.8018 l
B
421.1699 191.8018 m
419.3809 191.8018 l
B
416.125 191.8018 m
415.9629 192.2051 l
B
415.9629 192.2051 m
416.8574 192.126 l
B
421.8184 191.8818 m
421.9004 191.5586 l
B
421.9004 191.5586 m
421.0898 191.6377 l
B
416.9395 191.8018 m
416.8574 192.126 l
B
416.8574 192.126 m
417.6719 192.0459 l
B
419.7051 191.9609 m
420.1934 191.8018 l
B
420.1934 191.8018 m
419.3809 191.8018 l
B
418.9727 191.9609 m
419.7051 191.9609 l
B
419.7051 191.9609 m
419.3809 191.8018 l
B
418.5664 191.8818 m
418.9727 191.9609 l
B
418.9727 191.9609 m
419.3809 191.8018 l
B
421.0078 191.8818 m
421.0898 191.6377 l
B
421.0898 191.6377 m
420.1934 191.7168 l
B
417.7539 191.8018 m
417.6719 192.0459 l
B
417.6719 192.0459 m
418.5664 191.8818 l
B
420.1934 191.8018 m
420.1934 191.7168 l
B
420.1934 191.7168 m
419.3809 191.8018 l
B
418.5664 191.8018 m
418.5664 191.8818 l
B
418.5664 191.8818 m
419.3809 191.8018 l
B
431.8242 191.8018 m
428.166 189.8496 l
B
428.166 189.8496 m
426.9453 190.0938 l
B
409.375 189.5264 m
405.2266 191.8018 l
B
405.2266 191.8018 m
406.9355 191.8018 l
B
420.1934 191.7168 m
419.7871 191.7168 l
B
419.7871 191.7168 m
419.3809 191.8018 l
B
421.1699 191.8018 m
420.6016 191.5586 l
B
420.6016 191.5586 m
419.3809 191.8018 l
B
420.6016 191.5586 m
419.3809 191.3936 l
B
419.3809 191.3936 m
419.3809 191.8018 l
B
419.3809 191.3936 m
418.1602 191.5586 l
B
418.1602 191.5586 m
419.3809 191.8018 l
B
418.1602 191.5586 m
417.5898 191.8018 l
B
417.5898 191.8018 m
419.3809 191.8018 l
B
428.2441 191.8018 m
425.6426 190.417 l
B
425.6426 190.417 m
424.4258 190.6611 l
B
422.9609 191.8018 m
421.9004 191.2344 l
B
421.9004 191.2344 m
420.6016 191.5586 l
B
433.5332 191.8018 m
429.3867 189.5264 l
B
429.3867 189.5264 m
428.166 189.8496 l
B
414.3379 190.6611 m
412.3047 191.8018 l
B
412.3047 191.8018 m
414.0938 191.8018 l
B
416.8574 191.2344 m
415.8027 191.8018 l
B
415.8027 191.8018 m
417.5898 191.8018 l
B
424.6699 191.8018 m
423.1211 190.9902 l
B
423.1211 190.9902 m
421.9004 191.2344 l
B
411.8164 190.0938 m
408.7266 191.8018 l
B
408.7266 191.8018 m
410.5137 191.8018 l
B
413.1172 190.417 m
410.5137 191.8018 l
B
410.5137 191.8018 m
412.3047 191.8018 l
B
410.5957 189.8496 m
406.9355 191.8018 l
B
406.9355 191.8018 m
408.7266 191.8018 l
B
430.0371 191.8018 m
426.9453 190.0938 l
B
426.9453 190.0938 m
425.6426 190.417 l
B
419.7871 191.7168 m
419.0547 191.7168 l
B
419.0547 191.7168 m
419.3809 191.8018 l
B
415.6367 190.9902 m
414.0938 191.8018 l
B
414.0938 191.8018 m
415.8027 191.8018 l
B
426.457 191.8018 m
424.4258 190.6611 l
B
424.4258 190.6611 m
423.1211 190.9902 l
B
419.0547 191.7168 m
418.5664 191.8018 l
B
418.5664 191.8018 m
419.3809 191.8018 l
B
421.0898 191.6377 m
420.1133 191.5586 l
B
420.1133 191.5586 m
419.7871 191.7168 l
B
418.7285 191.6377 m
417.7539 191.8018 l
B
417.7539 191.8018 m
418.5664 191.8018 l
B
421.9004 191.5586 m
420.5195 191.3936 l
B
420.5195 191.3936 m
420.1133 191.5586 l
B
418.4043 191.4727 m
416.9395 191.8018 l
B
416.9395 191.8018 m
417.7539 191.8018 l
B
420.1133 191.5586 m
418.7285 191.6377 l
B
418.7285 191.6377 m
419.0547 191.7168 l
B
422.7168 191.4727 m
420.8457 191.2344 l
B
420.8457 191.2344 m
420.5195 191.3936 l
B
418.1602 191.3936 m
416.125 191.8018 l
B
416.125 191.8018 m
416.9395 191.8018 l
B
423.6094 191.3936 m
421.252 191.1494 l
B
421.252 191.1494 m
420.8457 191.2344 l
B
419.3809 190.9902 m
416.8574 191.2344 l
B
416.8574 191.2344 m
418.1602 191.5586 l
B
421.9004 191.2344 m
419.3809 190.9902 l
B
419.3809 190.9902 m
419.3809 191.3936 l
B
424.4258 191.3145 m
421.6563 190.9902 l
B
421.6563 190.9902 m
421.252 191.1494 l
B
417.834 191.3145 m
415.3145 191.7168 l
B
415.3145 191.7168 m
416.125 191.8018 l
B
420.5195 191.3936 m
418.4043 191.4727 l
B
418.4043 191.4727 m
418.7285 191.6377 l
B
425.3184 191.2344 m
421.9844 190.8262 l
B
421.9844 190.8262 m
421.6563 190.9902 l
B
417.5098 191.1494 m
414.498 191.7168 l
B
414.498 191.7168 m
415.3145 191.7168 l
B
426.1309 191.1494 m
422.3887 190.7471 l
B
422.3887 190.7471 m
421.9844 190.8262 l
B
417.1836 191.0703 m
413.6875 191.7168 l
B
413.6875 191.7168 m
414.498 191.7168 l
B
420.8457 191.2344 m
418.1602 191.3936 l
B
418.1602 191.3936 m
418.4043 191.4727 l
B
423.1211 190.9902 m
419.3809 190.582 l
B
419.3809 190.582 m
419.3809 190.9902 l
B
419.3809 190.582 m
415.6367 190.9902 l
B
415.6367 190.9902 m
416.8574 191.2344 l
B
416.8574 190.9902 m
412.873 191.7168 l
B
412.873 191.7168 m
413.6875 191.7168 l
B
421.252 191.1494 m
417.834 191.3145 l
B
417.834 191.3145 m
418.1602 191.3936 l
B
419.3809 190.1729 m
414.3379 190.6611 l
B
414.3379 190.6611 m
415.6367 190.9902 l
B
424.4258 190.6611 m
419.3809 190.1729 l
B
419.3809 190.1729 m
419.3809 190.582 l
B
421.6563 190.9902 m
417.5098 191.1494 l
B
417.5098 191.1494 m
417.834 191.3145 l
B
421.9844 190.8262 m
417.1836 191.0703 l
B
417.1836 191.0703 m
417.5098 191.1494 l
B
425.6426 190.417 m
419.3809 189.7705 l
B
419.3809 189.7705 m
419.3809 190.1729 l
B
419.3809 189.7705 m
413.1172 190.417 l
B
413.1172 190.417 m
414.3379 190.6611 l
B
422.3887 190.7471 m
416.8574 190.9902 l
B
416.8574 190.9902 m
417.1836 191.0703 l
B
426.9453 190.0938 m
419.3809 189.3613 l
B
419.3809 189.3613 m
419.3809 189.7705 l
B
419.3809 189.3613 m
411.8164 190.0938 l
B
411.8164 190.0938 m
413.1172 190.417 l
B
419.3809 188.959 m
410.5957 189.8496 l
B
410.5957 189.8496 m
411.8164 190.0938 l
B
428.166 189.8496 m
419.3809 188.959 l
B
419.3809 188.959 m
419.3809 189.3613 l
B
419.3809 188.6289 m
409.375 189.5264 l
B
409.375 189.5264 m
410.5957 189.8496 l
B
429.3867 189.5264 m
419.3809 188.6289 l
B
419.3809 188.6289 m
419.3809 188.959 l
B
445.9785 479.3535 m
449.5586 479.1094 l
B
449.5586 479.1094 m
449.5586 479.1094 l
B
449.5586 479.1094 m
453.1387 478.6211 l
B
453.1387 478.6211 m
452.6504 478.6211 l
B
446.3848 479.2705 m
449.5586 479.1094 l
B
449.5586 479.1094 m
449.5586 479.0264 l
B
449.5586 479.1094 m
452.6504 478.6211 l
B
452.6504 478.6211 m
452.2441 478.6211 l
B
449.5586 479.0264 m
452.2441 478.6211 l
B
452.2441 478.6211 m
451.7559 478.6992 l
B
446.791 479.1875 m
449.5586 479.0264 l
B
449.5586 479.0264 m
449.5586 478.9434 l
B
444.4316 479.2705 m
445.9785 479.3535 l
B
445.9785 479.3535 m
446.3848 479.2705 l
B
453.1387 478.6211 m
454.6035 478.2148 l
B
454.6035 478.2148 m
453.9492 478.2939 l
B
447.2793 479.1094 m
449.5586 478.9434 l
B
449.5586 478.9434 m
449.5586 478.9434 l
B
449.5586 478.9434 m
451.7559 478.6992 l
B
451.7559 478.6992 m
451.3457 478.6992 l
B
445.0859 479.1875 m
446.3848 479.2705 l
B
446.3848 479.2705 m
446.791 479.1875 l
B
452.6504 478.6211 m
453.9492 478.2939 l
B
453.9492 478.2939 m
453.2988 478.377 l
B
445.6523 479.1094 m
446.791 479.1875 l
B
446.791 479.1875 m
447.2793 479.1094 l
B
452.2441 478.6211 m
453.2988 478.377 l
B
453.2988 478.377 m
452.6504 478.377 l
B
447.6875 479.0264 m
449.5586 478.9434 l
B
449.5586 478.9434 m
449.5586 478.8652 l
B
449.5586 478.9434 m
451.3457 478.6992 l
B
451.3457 478.6992 m
450.8594 478.6992 l
B
446.3066 479.1094 m
447.2793 479.1094 l
B
447.2793 479.1094 m
447.6875 479.0264 l
B
451.7559 478.6992 m
452.6504 478.377 l
B
452.6504 478.377 m
452.0781 478.459 l
B
449.5586 478.8652 m
450.8594 478.6992 l
B
450.8594 478.6992 m
450.3711 478.6992 l
B
448.1758 478.9434 m
449.5586 478.8652 l
B
449.5586 478.8652 m
449.4766 478.8652 l
B
446.9551 479.0264 m
447.6875 479.0264 l
B
447.6875 479.0264 m
448.1758 478.9434 l
B
451.3457 478.6992 m
452.0781 478.459 l
B
452.0781 478.459 m
451.4297 478.5381 l
B
447.6055 478.9434 m
448.1758 478.9434 l
B
448.1758 478.9434 m
448.582 478.8652 l
B
450.8594 478.6992 m
451.4297 478.5381 l
B
451.4297 478.5381 m
450.7793 478.6211 l
B
449.4766 478.8652 m
450.3711 478.6992 l
B
450.3711 478.6992 m
449.9648 478.6992 l
B
448.582 478.8652 m
449.4766 478.8652 l
B
449.4766 478.8652 m
449.4766 478.7822 l
B
448.2559 478.8652 m
448.582 478.8652 l
B
448.582 478.8652 m
449.0703 478.7822 l
B
450.3711 478.6992 m
450.7793 478.6211 l
B
450.7793 478.6211 m
450.127 478.6992 l
B
449.4766 478.7822 m
449.9648 478.6992 l
B
449.9648 478.6992 m
449.4766 478.7822 l
B
449.0703 478.7822 m
449.4766 478.7822 l
B
449.4766 478.7822 m
449.4766 478.7822 l
B
448.8262 478.7822 m
449.0703 478.7822 l
B
449.0703 478.7822 m
449.4766 478.7822 l
B
449.9648 478.6992 m
450.127 478.6992 l
B
450.127 478.6992 m
449.4766 478.7822 l
B
445.8965 478.8652 m
444.4316 479.2705 l
B
444.4316 479.2705 m
445.0859 479.1875 l
B
446.3066 478.8652 m
445.0859 479.1875 l
B
445.0859 479.1875 m
445.6523 479.1094 l
B
446.791 478.8652 m
445.6523 479.1094 l
B
445.6523 479.1094 m
446.3066 479.1094 l
B
447.1992 478.7822 m
446.3066 479.1094 l
B
446.3066 479.1094 m
446.9551 479.0264 l
B
447.6875 478.7822 m
446.9551 479.0264 l
B
446.9551 479.0264 m
447.6055 478.9434 l
B
448.1758 478.7822 m
447.6055 478.9434 l
B
447.6055 478.9434 m
448.2559 478.8652 l
B
448.582 478.7822 m
448.2559 478.8652 l
B
448.2559 478.8652 m
448.8262 478.7822 l
B
449.0703 478.7822 m
448.8262 478.7822 l
B
448.8262 478.7822 m
449.4766 478.7822 l
B
450.127 478.6992 m
449.9648 478.6992 l
B
449.9648 478.6992 m
449.4766 478.7822 l
B
449.9648 478.6992 m
449.4766 478.6992 l
B
449.4766 478.6992 m
449.4766 478.7822 l
B
449.4766 478.6992 m
449.0703 478.7822 l
B
449.0703 478.7822 m
449.4766 478.7822 l
B
450.7793 478.6211 m
450.3711 478.6211 l
B
450.3711 478.6211 m
449.9648 478.6992 l
B
451.4297 478.5381 m
450.8594 478.5381 l
B
450.8594 478.5381 m
450.3711 478.6211 l
B
452.0781 478.459 m
451.2676 478.459 l
B
451.2676 478.459 m
450.8594 478.5381 l
B
452.6504 478.377 m
451.7559 478.377 l
B
451.7559 478.377 m
451.2676 478.459 l
B
453.2988 478.377 m
452.1621 478.2939 l
B
452.1621 478.2939 m
451.7559 478.377 l
B
453.9492 478.2939 m
452.6504 478.2148 l
B
452.6504 478.2148 m
452.1621 478.2939 l
B
454.6035 478.2148 m
453.0547 478.1328 l
B
453.0547 478.1328 m
452.6504 478.2148 l
B
449.4766 478.6211 m
448.582 478.7822 l
B
448.582 478.7822 m
449.0703 478.7822 l
B
450.3711 478.6211 m
449.4766 478.6211 l
B
449.4766 478.6211 m
449.4766 478.6992 l
B
449.4766 478.6211 m
448.1758 478.7822 l
B
448.1758 478.7822 m
448.582 478.7822 l
B
450.8594 478.5381 m
449.4766 478.6211 l
B
449.4766 478.6211 m
449.4766 478.6211 l
B
419.3809 178.7129 m
424.5039 178.4688 l
B
424.5039 178.4688 m
423.8535 178.3896 l
B
414.2539 178.4688 m
419.3809 178.7129 l
B
419.3809 178.7129 m
419.3809 178.6328 l
B
449.4766 478.5381 m
447.6875 478.7822 l
B
447.6875 478.7822 m
448.1758 478.7822 l
B
451.2676 478.459 m
449.4766 478.5381 l
B
449.4766 478.5381 m
449.4766 478.6211 l
B
449.4766 478.5381 m
447.1992 478.7822 l
B
447.1992 478.7822 m
447.6875 478.7822 l
B
451.7559 478.377 m
449.4766 478.5381 l
B
449.4766 478.5381 m
449.4766 478.5381 l
B
419.3809 178.6328 m
423.8535 178.3896 l
B
423.8535 178.3896 m
423.2051 178.3096 l
B
414.9082 178.3896 m
419.3809 178.6328 l
B
419.3809 178.6328 m
419.3809 178.4688 l
B
449.4766 478.459 m
446.791 478.8652 l
B
446.791 478.8652 m
447.1992 478.7822 l
B
452.1621 478.2939 m
449.4766 478.459 l
B
449.4766 478.459 m
449.4766 478.5381 l
B
449.4766 478.377 m
446.3066 478.8652 l
B
446.3066 478.8652 m
446.791 478.8652 l
B
452.6504 478.2148 m
449.4766 478.377 l
B
449.4766 478.377 m
449.4766 478.459 l
B
419.3809 178.4688 m
423.2051 178.3096 l
B
423.2051 178.3096 m
422.5508 178.2305 l
B
415.5586 178.3096 m
419.3809 178.4688 l
B
419.3809 178.4688 m
419.3809 178.3896 l
B
449.4766 478.377 m
445.8965 478.8652 l
B
445.8965 478.8652 m
446.3066 478.8652 l
B
453.0547 478.1328 m
449.4766 478.377 l
B
449.4766 478.377 m
449.4766 478.377 l
B
412.1406 177.9014 m
414.2539 178.4688 l
B
414.2539 178.4688 m
414.9082 178.3896 l
B
424.5039 178.4688 m
426.6191 177.9014 l
B
426.6191 177.9014 m
425.7246 177.9014 l
B
416.207 178.2305 m
419.3809 178.3896 l
B
419.3809 178.3896 m
419.3809 178.3096 l
B
419.3809 178.3896 m
422.5508 178.2305 l
B
422.5508 178.2305 m
421.9004 178.1455 l
B
423.8535 178.3896 m
425.7246 177.9014 l
B
425.7246 177.9014 m
424.748 177.9014 l
B
413.0332 177.9014 m
414.9082 178.3896 l
B
414.9082 178.3896 m
415.5586 178.3096 l
B
414.0098 177.9014 m
415.5586 178.3096 l
B
415.5586 178.3096 m
416.207 178.2305 l
B
423.2051 178.3096 m
424.748 177.9014 l
B
424.748 177.9014 m
423.8535 177.9014 l
B
416.8574 178.1455 m
419.3809 178.3096 l
B
419.3809 178.3096 m
419.3809 178.1455 l
B
419.3809 178.3096 m
421.9004 178.1455 l
B
421.9004 178.1455 m
421.252 178.0654 l
B
414.9082 177.9014 m
416.207 178.2305 l
B
416.207 178.2305 m
416.8574 178.1455 l
B
422.5508 178.2305 m
423.8535 177.9014 l
B
423.8535 177.9014 m
422.9609 177.9014 l
B
462.166 647.834 m
467.2109 647.5898 l
B
467.2109 647.5898 m
467.2109 647.5898 l
B
467.2109 647.5898 m
472.334 647.3457 l
B
472.334 647.3457 m
471.6836 647.3457 l
B
417.4277 178.0654 m
419.3809 178.1455 l
B
419.3809 178.1455 m
419.3809 178.0654 l
B
419.3809 178.1455 m
421.252 178.0654 l
B
421.252 178.0654 m
420.6816 177.9863 l
B
421.9004 178.1455 m
422.9609 177.9014 l
B
422.9609 177.9014 m
422.0625 177.9014 l
B
415.8027 177.9014 m
416.8574 178.1455 l
B
416.8574 178.1455 m
417.4277 178.0654 l
B
451.918 338.8242 m
467.2109 338.9102 l
B
467.2109 338.9102 m
467.2109 338.8242 l
B
467.2109 338.9102 m
482.5 338.8242 l
B
482.5 338.8242 m
480.6309 338.7451 l
B
467.2109 647.5898 m
471.6836 647.3457 l
B
471.6836 647.3457 m
471.0332 647.3457 l
B
462.8164 647.834 m
467.2109 647.5898 l
B
467.2109 647.5898 m
467.2109 647.5898 l
B
416.6953 177.9014 m
417.4277 178.0654 l
B
417.4277 178.0654 m
418.0781 177.9863 l
B
421.252 178.0654 m
422.0625 177.9014 l
B
422.0625 177.9014 m
421.1699 177.9014 l
B
419.3809 178.0654 m
420.6816 177.9863 l
B
420.6816 177.9863 m
420.0313 177.9863 l
B
418.0781 177.9863 m
419.3809 178.0654 l
B
419.3809 178.0654 m
419.3809 177.9863 l
B
463.3867 647.752 m
467.2109 647.5898 l
B
467.2109 647.5898 m
467.2109 647.5898 l
B
467.2109 647.5898 m
471.0332 647.3457 l
B
471.0332 647.3457 m
470.3809 647.4277 l
B
420.6816 177.9863 m
421.1699 177.9014 l
B
421.1699 177.9014 m
420.2754 177.9014 l
B
417.5898 177.9014 m
418.0781 177.9863 l
B
418.0781 177.9863 m
418.7285 177.9863 l
B
460.0527 647.916 m
462.166 647.834 l
B
462.166 647.834 m
462.8164 647.834 l
B
472.334 647.3457 m
474.4492 647.1016 l
B
474.4492 647.1016 m
473.5547 647.1836 l
B
419.3809 177.9863 m
420.0313 177.9863 l
B
420.0313 177.9863 m
419.3809 177.9014 l
B
418.7285 177.9863 m
419.3809 177.9863 l
B
419.3809 177.9863 m
419.3809 177.9014 l
B
420.0313 177.9863 m
420.2754 177.9014 l
B
420.2754 177.9014 m
419.3809 177.9014 l
B
418.4863 177.9014 m
418.7285 177.9863 l
B
418.7285 177.9863 m
419.3809 177.9014 l
B
464.0371 647.752 m
467.2109 647.5898 l
B
467.2109 647.5898 m
467.2109 647.5898 l
B
467.2109 647.5898 m
470.3809 647.4277 l
B
470.3809 647.4277 m
469.8145 647.4277 l
B
460.9453 647.834 m
462.8164 647.834 l
B
462.8164 647.834 m
463.3867 647.752 l
B
471.6836 647.3457 m
473.5547 647.1836 l
B
473.5547 647.1836 m
472.5781 647.2666 l
B
419.3809 177.7422 m
418.7285 177.8223 l
B
418.7285 177.8223 m
419.3809 177.9014 l
B
418.7285 177.8223 m
418.4863 177.9014 l
B
418.4863 177.9014 m
419.3809 177.9014 l
B
420.0313 177.8223 m
419.3809 177.7422 l
B
419.3809 177.7422 m
419.3809 177.9014 l
B
420.2754 177.9014 m
420.0313 177.8223 l
B
420.0313 177.8223 m
419.3809 177.9014 l
B
418.0781 177.7422 m
417.5898 177.9014 l
B
417.5898 177.9014 m
418.4863 177.9014 l
B
421.1699 177.9014 m
420.6816 177.7422 l
B
420.6816 177.7422 m
420.0313 177.8223 l
B
422.0625 177.9014 m
421.252 177.6572 l
B
421.252 177.6572 m
420.6816 177.7422 l
B
417.4277 177.6572 m
416.6953 177.9014 l
B
416.6953 177.9014 m
417.5898 177.9014 l
B
422.9609 177.9014 m
421.9004 177.5781 l
B
421.9004 177.5781 m
421.252 177.6572 l
B
416.8574 177.5781 m
415.8027 177.9014 l
B
415.8027 177.9014 m
416.6953 177.9014 l
B
423.8535 177.9014 m
422.5508 177.498 l
B
422.5508 177.498 m
421.9004 177.5781 l
B
416.207 177.498 m
414.9082 177.9014 l
B
414.9082 177.9014 m
415.8027 177.9014 l
B
424.748 177.9014 m
423.2051 177.498 l
B
423.2051 177.498 m
422.5508 177.498 l
B
415.5586 177.498 m
414.0098 177.9014 l
B
414.0098 177.9014 m
414.9082 177.9014 l
B
425.7246 177.9014 m
423.8535 177.4131 l
B
423.8535 177.4131 m
423.2051 177.498 l
B
414.9082 177.4131 m
413.0332 177.9014 l
B
413.0332 177.9014 m
414.0098 177.9014 l
B
426.6191 177.9014 m
424.5039 177.334 l
B
424.5039 177.334 m
423.8535 177.4131 l
B
414.2539 177.334 m
412.1406 177.9014 l
B
412.1406 177.9014 m
413.0332 177.9014 l
B
467.2109 647.5898 m
470.0586 647.4277 l
B
470.0586 647.4277 m
469.6484 647.4277 l
B
464.4434 647.6719 m
467.2109 647.5898 l
B
467.2109 647.5898 m
467.2109 647.5898 l
B
464.5254 647.9961 m
467.2891 647.834 l
B
467.2891 647.834 m
467.2891 647.752 l
B
467.2891 647.834 m
469.9746 647.4277 l
B
469.9746 647.4277 m
469.6484 647.4277 l
B
461.8398 647.834 m
463.3867 647.752 l
B
463.3867 647.752 m
464.0371 647.752 l
B
471.0332 647.3457 m
472.5781 647.2666 l
B
472.5781 647.2666 m
471.6836 647.2666 l
B
453.8711 338.7451 m
467.2109 338.8242 l
B
467.2109 338.8242 m
467.2109 338.666 l
B
467.2109 338.8242 m
480.6309 338.7451 l
B
480.6309 338.7451 m
478.6777 338.5801 l
B
464.6875 647.6719 m
467.2109 647.5898 l
B
467.2109 647.5898 m
467.2109 647.5898 l
B
467.2109 647.5898 m
469.8145 647.4277 l
B
469.8145 647.4277 m
469.1602 647.4277 l
B
464.7695 647.6719 m
467.2109 647.5898 l
B
467.2109 647.5898 m
467.2109 647.5898 l
B
467.2109 647.5898 m
469.6484 647.4277 l
B
469.6484 647.4277 m
469.3262 647.4277 l
B
420.6816 177.7422 m
419.3809 177.6572 l
B
419.3809 177.6572 m
419.3809 177.7422 l
B
419.3809 177.6572 m
418.0781 177.7422 l
B
418.0781 177.7422 m
418.7285 177.8223 l
B
464.8516 647.916 m
467.2891 647.752 l
B
467.2891 647.752 m
467.2109 647.752 l
B
467.2891 647.752 m
469.6484 647.4277 l
B
469.6484 647.4277 m
469.3262 647.4277 l
B
462.7344 647.752 m
464.0371 647.752 l
B
464.0371 647.752 m
464.6875 647.6719 l
B
470.3809 647.4277 m
471.6836 647.2666 l
B
471.6836 647.2666 m
470.7891 647.3457 l
B
465.0957 647.6719 m
467.2109 647.5898 l
B
467.2109 647.5898 m
467.2109 647.5078 l
B
467.2109 647.5898 m
469.3262 647.4277 l
B
469.3262 647.4277 m
468.998 647.4277 l
B
465.1758 647.916 m
467.2109 647.752 l
B
467.2109 647.752 m
467.2109 647.6719 l
B
467.2109 647.752 m
469.3262 647.4277 l
B
469.3262 647.4277 m
468.916 647.4277 l
B
421.252 177.6572 m
419.3809 177.5781 l
B
419.3809 177.5781 m
419.3809 177.6572 l
B
419.3809 177.5781 m
417.4277 177.6572 l
B
417.4277 177.6572 m
418.0781 177.7422 l
B
463.2227 647.752 m
464.4434 647.6719 l
B
464.4434 647.6719 m
464.7695 647.6719 l
B
470.0586 647.4277 m
471.1953 647.3457 l
B
471.1953 647.3457 m
470.707 647.3457 l
B
463.3867 647.916 m
464.5254 647.9961 l
B
464.5254 647.9961 m
464.8516 647.916 l
B
469.9746 647.4277 m
471.1133 647.1016 l
B
471.1133 647.1016 m
470.625 647.1836 l
B
465.3379 647.6719 m
467.2109 647.5898 l
B
467.2109 647.5898 m
467.2109 647.5078 l
B
467.2109 647.5898 m
469.1602 647.4277 l
B
469.1602 647.4277 m
468.5098 647.4277 l
B
463.6309 647.6719 m
464.6875 647.6719 l
B
464.6875 647.6719 m
465.3379 647.6719 l
B
469.8145 647.4277 m
470.7891 647.3457 l
B
470.7891 647.3457 m
469.8926 647.3457 l
B
467.2109 647.5078 m
468.998 647.4277 l
B
468.998 647.4277 m
468.5938 647.4277 l
B
465.502 647.5898 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
463.7109 647.6719 m
464.7695 647.6719 l
B
464.7695 647.6719 m
465.0957 647.6719 l
B
469.6484 647.4277 m
470.707 647.3457 l
B
470.707 647.3457 m
470.2188 647.3457 l
B
465.502 647.834 m
467.2109 647.6719 l
B
467.2109 647.6719 m
467.2109 647.6719 l
B
467.2109 647.6719 m
468.916 647.4277 l
B
468.916 647.4277 m
468.5938 647.5078 l
B
463.875 647.834 m
464.8516 647.916 l
B
464.8516 647.916 m
465.1758 647.916 l
B
469.6484 647.4277 m
470.625 647.1836 l
B
470.625 647.1836 m
470.1367 647.1836 l
B
421.9004 177.5781 m
419.3809 177.498 l
B
419.3809 177.498 m
419.3809 177.5781 l
B
419.3809 177.498 m
416.8574 177.5781 l
B
416.8574 177.5781 m
417.4277 177.6572 l
B
464.2813 647.6719 m
465.0957 647.6719 l
B
465.0957 647.6719 m
465.502 647.5898 l
B
469.3262 647.4277 m
470.2188 647.3457 l
B
470.2188 647.3457 m
469.7305 647.4277 l
B
464.3633 647.834 m
465.1758 647.916 l
B
465.1758 647.916 m
465.502 647.834 l
B
469.3262 647.4277 m
470.1367 647.1836 l
B
470.1367 647.1836 m
469.6484 647.2666 l
B
467.2109 647.5078 m
468.5938 647.4277 l
B
468.5938 647.4277 m
468.2656 647.5078 l
B
465.8262 647.5898 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
465.8262 647.752 m
467.2109 647.6719 l
B
467.2109 647.6719 m
467.2109 647.5898 l
B
467.2109 647.6719 m
468.5938 647.5078 l
B
468.5938 647.5078 m
468.2656 647.5078 l
B
464.5254 647.6719 m
465.3379 647.6719 l
B
465.3379 647.6719 m
465.9902 647.5898 l
B
469.1602 647.4277 m
469.8926 647.3457 l
B
469.8926 647.3457 m
468.998 647.4277 l
B
465.9902 647.5898 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
468.5098 647.4277 l
B
468.5098 647.4277 m
467.8613 647.5078 l
B
464.7695 647.6719 m
465.502 647.5898 l
B
465.502 647.5898 m
465.8262 647.5898 l
B
468.998 647.4277 m
469.7305 647.4277 l
B
469.7305 647.4277 m
469.2422 647.4277 l
B
464.7695 647.752 m
465.502 647.834 l
B
465.502 647.834 m
465.8262 647.752 l
B
468.916 647.4277 m
469.6484 647.2666 l
B
469.6484 647.2666 m
469.1602 647.3457 l
B
419.3809 177.4131 m
416.207 177.498 l
B
416.207 177.498 m
416.8574 177.5781 l
B
422.5508 177.498 m
419.3809 177.4131 l
B
419.3809 177.4131 m
419.3809 177.498 l
B
467.2109 647.5078 m
468.2656 647.5078 l
B
468.2656 647.5078 m
467.9434 647.5078 l
B
466.1523 647.5898 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5898 m
468.2656 647.5078 l
B
468.2656 647.5078 m
467.9434 647.5078 l
B
466.2344 647.6719 m
467.2109 647.5898 l
B
467.2109 647.5898 m
467.2109 647.5898 l
B
465.2578 647.5898 m
465.8262 647.5898 l
B
465.8262 647.5898 m
466.1523 647.5898 l
B
468.5938 647.4277 m
469.2422 647.4277 l
B
469.2422 647.4277 m
468.6719 647.4277 l
B
465.2578 647.752 m
465.8262 647.752 l
B
465.8262 647.752 m
466.2344 647.6719 l
B
468.5938 647.5078 m
469.1602 647.3457 l
B
469.1602 647.3457 m
468.6719 647.3457 l
B
465.4199 647.5898 m
465.9902 647.5898 l
B
465.9902 647.5898 m
466.5566 647.5898 l
B
468.5098 647.4277 m
468.998 647.4277 l
B
468.998 647.4277 m
468.1055 647.5078 l
B
467.2109 338.666 m
478.6777 338.5801 l
B
478.6777 338.5801 m
476.8066 338.501 l
B
455.7402 338.5801 m
467.2109 338.666 l
B
467.2109 338.666 m
467.2109 338.5801 l
B
465.7461 647.5898 m
466.1523 647.5898 l
B
466.1523 647.5898 m
466.5566 647.5898 l
B
468.2656 647.5078 m
468.6719 647.4277 l
B
468.6719 647.4277 m
468.1875 647.4277 l
B
465.7461 647.6719 m
466.2344 647.6719 l
B
466.2344 647.6719 m
466.5566 647.6719 l
B
468.2656 647.5078 m
468.6719 647.3457 l
B
468.6719 647.3457 m
468.1875 647.4277 l
B
467.2109 647.5078 m
467.9434 647.5078 l
B
467.9434 647.5078 m
467.5332 647.5078 l
B
466.5566 647.5898 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5898 m
467.9434 647.5078 l
B
467.9434 647.5078 m
467.5332 647.5078 l
B
466.5566 647.6719 m
467.2109 647.5898 l
B
467.2109 647.5898 m
467.2109 647.5898 l
B
423.2051 177.498 m
419.3809 177.2539 l
B
419.3809 177.2539 m
419.3809 177.4131 l
B
419.3809 177.2539 m
415.5586 177.498 l
B
415.5586 177.498 m
416.207 177.498 l
B
467.2109 647.5078 m
467.8613 647.5078 l
B
467.8613 647.5078 m
467.2109 647.5078 l
B
466.5566 647.5898 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
466.2344 647.5898 m
466.5566 647.5898 l
B
466.5566 647.5898 m
466.8848 647.5078 l
B
467.9434 647.5078 m
468.1875 647.4277 l
B
468.1875 647.4277 m
467.6992 647.5078 l
B
466.2344 647.5898 m
466.5566 647.6719 l
B
466.5566 647.6719 m
466.8848 647.5898 l
B
467.9434 647.5078 m
468.1875 647.4277 l
B
468.1875 647.4277 m
467.6992 647.4277 l
B
466.3125 647.5898 m
466.5566 647.5898 l
B
466.5566 647.5898 m
467.2109 647.5078 l
B
467.8613 647.5078 m
468.1055 647.5078 l
B
468.1055 647.5078 m
467.2109 647.5078 l
B
466.8848 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.5332 647.5078 l
B
467.5332 647.5078 m
467.2109 647.5078 l
B
466.8848 647.5898 m
467.2109 647.5898 l
B
467.2109 647.5898 m
467.2109 647.5078 l
B
467.2109 647.5898 m
467.5332 647.5078 l
B
467.5332 647.5078 m
467.2109 647.5078 l
B
466.7227 647.5078 m
466.8848 647.5078 l
B
466.8848 647.5078 m
467.2109 647.5078 l
B
467.5332 647.5078 m
467.6992 647.5078 l
B
467.6992 647.5078 m
467.2109 647.5078 l
B
466.7227 647.5898 m
466.8848 647.5898 l
B
466.8848 647.5898 m
467.2109 647.5078 l
B
467.5332 647.5078 m
467.6992 647.4277 l
B
467.6992 647.4277 m
467.2109 647.5078 l
B
419.3809 177.1689 m
414.9082 177.4131 l
B
414.9082 177.4131 m
415.5586 177.498 l
B
423.8535 177.4131 m
419.3809 177.1689 l
B
419.3809 177.1689 m
419.3809 177.2539 l
B
482.5 338.8242 m
488.8477 338.666 l
B
488.8477 338.666 m
486.1621 338.5801 l
B
445.5742 338.666 m
451.918 338.8242 l
B
451.918 338.8242 m
453.8711 338.7451 l
B
462.084 647.752 m
460.0527 647.916 l
B
460.0527 647.916 m
460.9453 647.834 l
B
462.7344 647.6719 m
460.9453 647.834 l
B
460.9453 647.834 m
461.8398 647.834 l
B
463.3867 647.6719 m
461.8398 647.834 l
B
461.8398 647.834 m
462.7344 647.752 l
B
464.0371 647.6719 m
462.7344 647.752 l
B
462.7344 647.752 m
463.6309 647.6719 l
B
464.4434 647.5898 m
463.2227 647.752 l
B
463.2227 647.752 m
463.7109 647.6719 l
B
464.6875 647.5898 m
463.6309 647.6719 l
B
463.6309 647.6719 m
464.5254 647.6719 l
B
464.7695 647.5898 m
463.7109 647.6719 l
B
463.7109 647.6719 m
464.2813 647.6719 l
B
465.0957 647.5898 m
464.2813 647.6719 l
B
464.2813 647.6719 m
464.7695 647.6719 l
B
464.4434 647.5898 m
463.3867 647.916 l
B
463.3867 647.916 m
463.875 647.834 l
B
465.3379 647.5898 m
464.5254 647.6719 l
B
464.5254 647.6719 m
465.4199 647.5898 l
B
464.7695 647.5898 m
463.875 647.834 l
B
463.875 647.834 m
464.3633 647.834 l
B
465.4199 647.5898 m
464.7695 647.6719 l
B
464.7695 647.6719 m
465.2578 647.5898 l
B
465.1758 647.5898 m
464.3633 647.834 l
B
464.3633 647.834 m
464.7695 647.752 l
B
465.8262 647.5898 m
465.2578 647.5898 l
B
465.2578 647.5898 m
465.7461 647.5898 l
B
465.502 647.5898 m
464.7695 647.752 l
B
464.7695 647.752 m
465.2578 647.752 l
B
465.9082 647.5898 m
465.4199 647.5898 l
B
465.4199 647.5898 m
466.3125 647.5898 l
B
466.1523 647.5898 m
465.7461 647.5898 l
B
465.7461 647.5898 m
466.2344 647.5898 l
B
465.8262 647.5898 m
465.2578 647.752 l
B
465.2578 647.752 m
465.7461 647.6719 l
B
466.1523 647.5898 m
465.7461 647.6719 l
B
465.7461 647.6719 m
466.2344 647.5898 l
B
466.4785 647.5078 m
466.2344 647.5898 l
B
466.2344 647.5898 m
466.7227 647.5078 l
B
466.5566 647.5078 m
466.3125 647.5898 l
B
466.3125 647.5898 m
467.2109 647.5078 l
B
466.5566 647.5078 m
466.2344 647.5898 l
B
466.2344 647.5898 m
466.7227 647.5898 l
B
466.8848 647.5078 m
466.7227 647.5078 l
B
466.7227 647.5078 m
467.2109 647.5078 l
B
466.8848 647.5078 m
466.7227 647.5898 l
B
466.7227 647.5898 m
467.2109 647.5078 l
B
467.6992 647.5078 m
467.5332 647.5078 l
B
467.5332 647.5078 m
467.2109 647.5078 l
B
467.5332 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.6992 647.4277 m
467.5332 647.4277 l
B
467.5332 647.4277 m
467.2109 647.5078 l
B
467.5332 647.4277 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
466.8848 647.5078 l
B
466.8848 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
466.8848 647.5078 l
B
466.8848 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
466.5566 647.5078 l
B
466.5566 647.5078 m
467.2109 647.5078 l
B
468.1055 647.5078 m
467.8613 647.5078 l
B
467.8613 647.5078 m
467.2109 647.5078 l
B
467.8613 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
468.1875 647.4277 m
467.8613 647.4277 l
B
467.8613 647.4277 m
467.5332 647.4277 l
B
468.1875 647.4277 m
467.9434 647.5078 l
B
467.9434 647.5078 m
467.5332 647.5078 l
B
468.6719 647.3457 m
468.2656 647.3457 l
B
468.2656 647.3457 m
467.8613 647.4277 l
B
468.998 647.4277 m
468.5098 647.4277 l
B
468.5098 647.4277 m
467.8613 647.5078 l
B
468.6719 647.4277 m
468.2656 647.4277 l
B
468.2656 647.4277 m
467.9434 647.5078 l
B
469.1602 647.3457 m
468.5938 647.2666 l
B
468.5938 647.2666 m
468.2656 647.3457 l
B
469.6484 647.2666 m
468.916 647.1836 l
B
468.916 647.1836 m
468.5938 647.2666 l
B
469.2422 647.4277 m
468.5938 647.4277 l
B
468.5938 647.4277 m
468.2656 647.4277 l
B
469.8926 647.3457 m
469.1602 647.4277 l
B
469.1602 647.4277 m
468.5098 647.4277 l
B
470.1367 647.1836 m
469.2422 647.1836 l
B
469.2422 647.1836 m
468.916 647.1836 l
B
469.7305 647.4277 m
468.998 647.4277 l
B
468.998 647.4277 m
468.5938 647.4277 l
B
470.625 647.1836 m
469.5703 647.1016 l
B
469.5703 647.1016 m
469.2422 647.1836 l
B
470.2188 647.3457 m
469.3262 647.3457 l
B
469.3262 647.3457 m
468.998 647.4277 l
B
471.1133 647.1016 m
469.8926 647.0225 l
B
469.8926 647.0225 m
469.5703 647.1016 l
B
470.7891 647.3457 m
469.7305 647.3457 l
B
469.7305 647.3457 m
469.1602 647.4277 l
B
470.707 647.3457 m
469.6484 647.3457 l
B
469.6484 647.3457 m
469.3262 647.3457 l
B
471.1953 647.3457 m
469.9746 647.3457 l
B
469.9746 647.3457 m
469.6484 647.3457 l
B
471.6836 647.2666 m
470.3809 647.3457 l
B
470.3809 647.3457 m
469.7305 647.3457 l
B
472.5781 647.2666 m
471.0332 647.2666 l
B
471.0332 647.2666 m
470.3809 647.3457 l
B
473.5547 647.1836 m
471.6836 647.2666 l
B
471.6836 647.2666 m
471.0332 647.2666 l
B
474.4492 647.1016 m
472.252 647.1836 l
B
472.252 647.1836 m
471.6836 647.2666 l
B
467.2109 647.4277 m
466.5566 647.5078 l
B
466.5566 647.5078 m
466.8848 647.5078 l
B
467.8613 647.4277 m
467.2109 647.4277 l
B
467.2109 647.4277 m
467.2109 647.5078 l
B
419.3809 177.0898 m
414.2539 177.334 l
B
414.2539 177.334 m
414.9082 177.4131 l
B
424.5039 177.334 m
419.3809 177.0898 l
B
419.3809 177.0898 m
419.3809 177.1689 l
B
467.2109 647.5078 m
466.4785 647.5078 l
B
466.4785 647.5078 m
466.8848 647.5078 l
B
467.9434 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
465.9082 647.5898 l
B
465.9082 647.5898 m
466.5566 647.5078 l
B
468.5098 647.4277 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.4277 m
466.1523 647.5898 l
B
466.1523 647.5898 m
466.5566 647.5078 l
B
468.2656 647.3457 m
467.2109 647.4277 l
B
467.2109 647.4277 m
467.2109 647.4277 l
B
467.2109 647.5078 m
466.1523 647.5898 l
B
466.1523 647.5898 m
466.4785 647.5078 l
B
468.2656 647.4277 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.3457 m
465.8262 647.5898 l
B
465.8262 647.5898 m
466.1523 647.5898 l
B
468.5938 647.2666 m
467.2109 647.3457 l
B
467.2109 647.3457 m
467.2109 647.4277 l
B
467.2109 647.5078 m
465.8262 647.5898 l
B
465.8262 647.5898 m
466.1523 647.5898 l
B
468.5938 647.4277 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
465.3379 647.5898 l
B
465.3379 647.5898 m
465.9082 647.5898 l
B
469.1602 647.4277 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.3457 m
465.502 647.5898 l
B
465.502 647.5898 m
465.8262 647.5898 l
B
468.916 647.1836 m
467.2109 647.3457 l
B
467.2109 647.3457 m
467.2109 647.3457 l
B
467.2109 647.5078 m
465.4199 647.5898 l
B
465.4199 647.5898 m
465.8262 647.5898 l
B
468.998 647.4277 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 338.5801 m
476.8066 338.501 l
B
476.8066 338.501 m
474.8535 338.4219 l
B
457.6934 338.501 m
467.2109 338.5801 l
B
467.2109 338.5801 m
467.2109 338.501 l
B
467.2109 647.2666 m
465.1758 647.5898 l
B
465.1758 647.5898 m
465.502 647.5898 l
B
469.2422 647.1836 m
467.2109 647.2666 l
B
467.2109 647.2666 m
467.2109 647.3457 l
B
467.2109 647.5078 m
465.0957 647.5898 l
B
465.0957 647.5898 m
465.4199 647.5898 l
B
469.3262 647.3457 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
448.2559 338.5801 m
453.8711 338.7451 l
B
453.8711 338.7451 m
455.7402 338.5801 l
B
480.6309 338.7451 m
486.1621 338.5801 l
B
486.1621 338.5801 m
483.4766 338.501 l
B
467.2109 647.5078 m
464.6875 647.5898 l
B
464.6875 647.5898 m
465.3379 647.5898 l
B
469.7305 647.3457 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.2666 m
464.7695 647.5898 l
B
464.7695 647.5898 m
465.1758 647.5898 l
B
469.5703 647.1016 m
467.2109 647.2666 l
B
467.2109 647.2666 m
467.2109 647.2666 l
B
467.2109 647.5078 m
464.7695 647.5898 l
B
464.7695 647.5898 m
465.0957 647.5898 l
B
469.6484 647.3457 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.2666 m
464.4434 647.5898 l
B
464.4434 647.5898 m
464.7695 647.5898 l
B
469.8926 647.0225 m
467.2109 647.2666 l
B
467.2109 647.2666 m
467.2109 647.2666 l
B
467.2109 647.5078 m
464.4434 647.5898 l
B
464.4434 647.5898 m
464.7695 647.5898 l
B
469.9746 647.3457 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.4277 m
464.0371 647.6719 l
B
464.0371 647.6719 m
464.6875 647.5898 l
B
470.3809 647.3457 m
467.2109 647.4277 l
B
467.2109 647.4277 m
467.2109 647.5078 l
B
467.2109 647.4277 m
463.3867 647.6719 l
B
463.3867 647.6719 m
464.0371 647.6719 l
B
471.0332 647.2666 m
467.2109 647.4277 l
B
467.2109 647.4277 m
467.2109 647.4277 l
B
478.6777 338.5801 m
483.4766 338.501 l
B
483.4766 338.501 m
480.7129 338.4219 l
B
451.0234 338.501 m
455.7402 338.5801 l
B
455.7402 338.5801 m
457.6934 338.501 l
B
467.2109 647.4277 m
462.7344 647.6719 l
B
462.7344 647.6719 m
463.3867 647.6719 l
B
471.6836 647.2666 m
467.2109 647.4277 l
B
467.2109 647.4277 m
467.2109 647.4277 l
B
459.5645 338.4219 m
467.2109 338.501 l
B
467.2109 338.501 m
467.2109 338.4219 l
B
467.2109 338.501 m
474.8535 338.4219 l
B
474.8535 338.4219 m
472.9844 338.3359 l
B
467.2109 647.4277 m
462.084 647.752 l
B
462.084 647.752 m
462.7344 647.6719 l
B
472.252 647.1836 m
467.2109 647.4277 l
B
467.2109 647.4277 m
467.2109 647.4277 l
B
453.7051 338.4219 m
457.6934 338.501 l
B
457.6934 338.501 m
459.5645 338.4219 l
B
476.8066 338.501 m
480.7129 338.4219 l
B
480.7129 338.4219 m
478.0273 338.3359 l
B
467.2109 338.4219 m
472.9844 338.3359 l
B
472.9844 338.3359 m
471.0332 338.3359 l
B
461.5176 338.3359 m
467.2109 338.4219 l
B
467.2109 338.4219 m
467.2109 338.3359 l
B
474.8535 338.4219 m
478.0273 338.3359 l
B
478.0273 338.3359 m
475.3418 338.3359 l
B
456.3906 338.3359 m
459.5645 338.4219 l
B
459.5645 338.4219 m
461.5176 338.3359 l
B
459.0762 338.3359 m
461.5176 338.3359 l
B
461.5176 338.3359 m
463.3867 338.3359 l
B
472.9844 338.3359 m
475.3418 338.3359 l
B
475.3418 338.3359 m
472.6602 338.2568 l
B
467.2109 338.3359 m
471.0332 338.3359 l
B
471.0332 338.3359 m
469.1602 338.2568 l
B
463.3867 338.3359 m
467.2109 338.3359 l
B
467.2109 338.3359 m
467.2109 338.2568 l
B
467.2109 600.2051 m
479.0039 611.4219 l
B
479.0039 611.4219 m
477.5391 609.7988 l
B
455.4961 587.9336 m
467.2109 600.2051 l
B
467.2109 600.2051 m
467.2109 599.9648 l
B
461.8398 338.2568 m
463.3867 338.3359 l
B
463.3867 338.3359 m
465.3379 338.2568 l
B
471.0332 338.3359 m
472.6602 338.2568 l
B
472.6602 338.2568 m
469.8926 338.2568 l
B
467.2109 338.2568 m
469.1602 338.2568 l
B
469.1602 338.2568 m
467.2109 338.2568 l
B
465.3379 338.2568 m
467.2109 338.2568 l
B
467.2109 338.2568 m
467.2109 338.2568 l
B
464.5254 338.2568 m
465.3379 338.2568 l
B
465.3379 338.2568 m
467.2109 338.2568 l
B
469.1602 338.2568 m
469.8926 338.2568 l
B
469.8926 338.2568 m
467.2109 338.2568 l
B
456.9609 589.3164 m
467.2109 599.9648 l
B
467.2109 599.9648 m
467.2109 599.7207 l
B
467.2109 599.9648 m
477.5391 609.7988 l
B
477.5391 609.7988 m
475.9961 608.1719 l
B
465.3379 338.2568 m
464.5254 338.2568 l
B
464.5254 338.2568 m
467.2109 338.2568 l
B
467.2109 338.2568 m
465.3379 338.2568 l
B
465.3379 338.2568 m
467.2109 338.2568 l
B
469.1602 338.2568 m
467.2109 338.2568 l
B
467.2109 338.2568 m
467.2109 338.2568 l
B
469.8926 338.2568 m
469.1602 338.2568 l
B
469.1602 338.2568 m
467.2109 338.2568 l
B
472.6602 338.2568 m
471.0332 338.2568 l
B
471.0332 338.2568 m
469.1602 338.2568 l
B
463.3867 338.2568 m
461.8398 338.2568 l
B
461.8398 338.2568 m
464.5254 338.2568 l
B
461.5176 338.2568 m
459.0762 338.3359 l
B
459.0762 338.3359 m
461.8398 338.2568 l
B
475.3418 338.3359 m
472.9844 338.2568 l
B
472.9844 338.2568 m
471.0332 338.2568 l
B
478.0273 338.3359 m
474.8535 338.2568 l
B
474.8535 338.2568 m
472.9844 338.2568 l
B
459.5645 338.2568 m
456.3906 338.3359 l
B
456.3906 338.3359 m
459.0762 338.3359 l
B
480.7129 338.4219 m
476.8066 338.2568 l
B
476.8066 338.2568 m
474.8535 338.2568 l
B
457.6934 338.2568 m
453.7051 338.4219 l
B
453.7051 338.4219 m
456.3906 338.3359 l
B
483.4766 338.501 m
478.6777 338.3359 l
B
478.6777 338.3359 m
476.8066 338.2568 l
B
455.7402 338.3359 m
451.0234 338.501 l
B
451.0234 338.501 m
453.7051 338.4219 l
B
486.1621 338.5801 m
480.6309 338.4219 l
B
480.6309 338.4219 m
478.6777 338.3359 l
B
453.8711 338.4219 m
448.2559 338.5801 l
B
448.2559 338.5801 m
451.0234 338.501 l
B
451.918 338.501 m
445.5742 338.666 l
B
445.5742 338.666 m
448.2559 338.5801 l
B
488.8477 338.666 m
482.5 338.501 l
B
482.5 338.501 m
480.6309 338.4219 l
B
523.9863 598.5 m
523.9863 611.2598 l
B
523.9863 611.2598 m
523.9863 609.6328 l
B
523.9863 585.6582 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
504.1387 585.8223 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 611.0977 l
B
504.1387 611.0977 m
504.1387 609.5547 l
B
458.4258 590.6152 m
467.2109 599.7207 l
B
467.2109 599.7207 m
467.2109 599.5557 l
B
467.2109 599.7207 m
475.9961 608.1719 l
B
475.9961 608.1719 m
474.5313 606.5459 l
B
450.6152 581.9199 m
455.4961 587.9336 l
B
455.4961 587.9336 m
456.9609 589.3164 l
B
467.2109 338.1777 m
463.3867 338.2568 l
B
463.3867 338.2568 m
465.3379 338.2568 l
B
471.0332 338.2568 m
467.2109 338.1777 l
B
467.2109 338.1777 m
467.2109 338.2568 l
B
523.9863 587.2832 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 609.6328 l
B
523.9863 609.6328 m
523.9863 608.0098 l
B
479.0039 611.4219 m
483.8047 614.9971 l
B
483.8047 614.9971 m
481.7676 612.9648 l
B
504.1387 598.5 m
504.1387 609.5547 l
B
504.1387 609.5547 m
504.1387 607.9277 l
B
504.1387 587.3662 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
414.2539 636.1289 m
419.3809 636.0508 l
B
419.3809 636.0508 m
419.3809 636.1289 l
B
419.3809 636.0508 m
424.5039 636.1289 l
B
424.5039 636.1289 m
423.8535 636.1289 l
B
472.9844 338.2568 m
467.2109 338.1777 l
B
467.2109 338.1777 m
467.2109 338.1777 l
B
467.2109 338.1777 m
461.5176 338.2568 l
B
461.5176 338.2568 m
463.3867 338.2568 l
B
452.6504 583.9521 m
456.9609 589.3164 l
B
456.9609 589.3164 m
458.4258 590.6152 l
B
459.8867 591.916 m
467.2109 599.5557 l
B
467.2109 599.5557 m
467.2109 599.3115 l
B
467.2109 599.5557 m
474.5313 606.5459 l
B
474.5313 606.5459 m
473.0664 604.9199 l
B
414.9082 636.1289 m
419.3809 636.1289 l
B
419.3809 636.1289 m
419.3809 636.1289 l
B
419.3809 636.1289 m
423.8535 636.1289 l
B
423.8535 636.1289 m
423.2051 636.2119 l
B
477.5391 609.7988 m
481.7676 612.9648 l
B
481.7676 612.9648 m
479.6543 610.8535 l
B
523.9863 598.5 m
523.9863 608.0098 l
B
523.9863 608.0098 m
523.9863 606.4668 l
B
523.9863 588.9102 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
419.3809 636.1289 m
423.2051 636.2119 l
B
423.2051 636.2119 m
422.5508 636.2119 l
B
415.5586 636.2119 m
419.3809 636.1289 l
B
419.3809 636.1289 m
419.3809 636.1289 l
B
504.1387 588.9893 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 607.9277 l
B
504.1387 607.9277 m
504.1387 606.3848 l
B
474.8535 338.2568 m
467.2109 338.2568 l
B
467.2109 338.2568 m
467.2109 338.1777 l
B
467.2109 338.2568 m
459.5645 338.2568 l
B
459.5645 338.2568 m
461.5176 338.2568 l
B
412.1406 636.291 m
414.2539 636.1289 l
B
414.2539 636.1289 m
414.9082 636.1289 l
B
424.5039 636.1289 m
426.6191 636.291 l
B
426.6191 636.291 m
425.7246 636.291 l
B
454.7637 586.0664 m
458.4258 590.6152 l
B
458.4258 590.6152 m
459.8867 591.916 l
B
523.9863 580.376 m
523.9863 585.6582 l
B
523.9863 585.6582 m
523.9863 587.2832 l
B
523.9863 611.2598 m
523.9863 616.5449 l
B
523.9863 616.5449 m
523.9863 614.2676 l
B
504.1387 580.6201 m
504.1387 585.8223 l
B
504.1387 585.8223 m
504.1387 587.3662 l
B
504.1387 611.0977 m
504.1387 616.3789 l
B
504.1387 616.3789 m
504.1387 614.1035 l
B
416.207 636.2119 m
419.3809 636.1289 l
B
419.3809 636.1289 m
419.3809 636.2119 l
B
419.3809 636.1289 m
422.5508 636.2119 l
B
422.5508 636.2119 m
421.9004 636.2119 l
B
413.0332 636.291 m
414.9082 636.1289 l
B
414.9082 636.1289 m
415.5586 636.2119 l
B
423.8535 636.1289 m
425.7246 636.291 l
B
425.7246 636.291 m
424.748 636.291 l
B
423.2051 636.2119 m
424.748 636.291 l
B
424.748 636.291 m
423.8535 636.291 l
B
414.0098 636.291 m
415.5586 636.2119 l
B
415.5586 636.2119 m
416.207 636.2119 l
B
475.9961 608.1719 m
479.6543 610.8535 l
B
479.6543 610.8535 m
477.6211 608.8223 l
B
461.3516 593.2188 m
467.2109 599.3115 l
B
467.2109 599.3115 m
467.2109 599.0674 l
B
467.2109 599.3115 m
473.0664 604.9199 l
B
473.0664 604.9199 m
471.6016 603.2969 l
B
419.3809 636.2119 m
421.9004 636.2119 l
B
421.9004 636.2119 m
421.252 636.291 l
B
416.8574 636.2119 m
419.3809 636.2119 l
B
419.3809 636.2119 m
419.3809 636.2119 l
B
476.8066 338.2568 m
467.2109 338.2568 l
B
467.2109 338.2568 m
467.2109 338.2568 l
B
467.2109 338.2568 m
457.6934 338.2568 l
B
457.6934 338.2568 m
459.5645 338.2568 l
B
523.9863 590.4541 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 606.4668 l
B
523.9863 606.4668 m
523.9863 604.8398 l
B
414.9082 636.291 m
416.207 636.2119 l
B
416.207 636.2119 m
416.8574 636.2119 l
B
422.5508 636.2119 m
423.8535 636.291 l
B
423.8535 636.291 m
422.9609 636.291 l
B
504.1387 598.5 m
504.1387 606.3848 l
B
504.1387 606.3848 m
504.1387 604.7578 l
B
504.1387 590.5371 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
523.9863 609.6328 m
523.9863 614.2676 l
B
523.9863 614.2676 m
523.9863 611.9922 l
B
523.9863 582.6523 m
523.9863 587.2832 l
B
523.9863 587.2832 m
523.9863 588.9102 l
B
504.1387 609.5547 m
504.1387 614.1035 l
B
504.1387 614.1035 m
504.1387 611.9102 l
B
504.1387 582.8145 m
504.1387 587.3662 l
B
504.1387 587.3662 m
504.1387 588.9893 l
B
456.7969 588.0957 m
459.8867 591.916 l
B
459.8867 591.916 m
461.3516 593.2188 l
B
417.4277 636.291 m
419.3809 636.2119 l
B
419.3809 636.2119 m
419.3809 636.291 l
B
419.3809 636.2119 m
421.252 636.291 l
B
421.252 636.291 m
420.6816 636.291 l
B
415.8027 636.291 m
416.8574 636.2119 l
B
416.8574 636.2119 m
417.4277 636.291 l
B
421.9004 636.2119 m
422.9609 636.291 l
B
422.9609 636.291 m
422.0625 636.291 l
B
416.6953 636.291 m
417.4277 636.291 l
B
417.4277 636.291 m
418.0781 636.291 l
B
421.252 636.291 m
422.0625 636.291 l
B
422.0625 636.291 m
421.1699 636.291 l
B
418.0781 636.291 m
419.3809 636.291 l
B
419.3809 636.291 m
419.3809 636.291 l
B
419.3809 636.291 m
420.6816 636.291 l
B
420.6816 636.291 m
420.0313 636.291 l
B
474.5313 606.5459 m
477.6211 608.8223 l
B
477.6211 608.8223 m
475.5078 606.707 l
B
523.9863 608.0098 m
523.9863 611.9922 l
B
523.9863 611.9922 m
523.9863 609.7158 l
B
523.9863 584.9287 m
523.9863 588.9102 l
B
523.9863 588.9102 m
523.9863 590.4541 l
B
478.6777 338.3359 m
467.2109 338.2568 l
B
467.2109 338.2568 m
467.2109 338.2568 l
B
467.2109 338.2568 m
455.7402 338.3359 l
B
455.7402 338.3359 m
457.6934 338.2568 l
B
504.1387 607.9277 m
504.1387 611.9102 l
B
504.1387 611.9102 m
504.1387 609.6328 l
B
504.1387 585.0898 m
504.1387 588.9893 l
B
504.1387 588.9893 m
504.1387 590.5371 l
B
420.6816 636.291 m
421.1699 636.291 l
B
421.1699 636.291 m
420.2754 636.291 l
B
417.5898 636.291 m
418.0781 636.291 l
B
418.0781 636.291 m
418.7285 636.291 l
B
523.9863 592.0801 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 604.8398 l
B
523.9863 604.8398 m
523.9863 603.2139 l
B
419.3809 636.291 m
420.0313 636.291 l
B
420.0313 636.291 m
419.3809 636.291 l
B
418.7285 636.291 m
419.3809 636.291 l
B
419.3809 636.291 m
419.3809 636.291 l
B
504.1387 598.5 m
504.1387 604.7578 l
B
504.1387 604.7578 m
504.1387 603.2139 l
B
504.1387 592.1602 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
462.8164 594.5176 m
467.2109 599.0674 l
B
467.2109 599.0674 m
467.2109 598.9063 l
B
467.2109 599.0674 m
471.6016 603.2969 l
B
471.6016 603.2969 m
470.1367 601.6699 l
B
420.0313 636.291 m
420.2754 636.291 l
B
420.2754 636.291 m
419.3809 636.291 l
B
418.4863 636.291 m
418.7285 636.291 l
B
418.7285 636.291 m
419.3809 636.291 l
B
458.9141 590.21 m
461.3516 593.2188 l
B
461.3516 593.2188 m
462.8164 594.5176 l
B
418.7285 636.373 m
418.4863 636.291 l
B
418.4863 636.291 m
419.3809 636.291 l
B
419.3809 636.373 m
418.7285 636.373 l
B
418.7285 636.373 m
419.3809 636.291 l
B
420.0313 636.373 m
419.3809 636.373 l
B
419.3809 636.373 m
419.3809 636.291 l
B
420.2754 636.291 m
420.0313 636.373 l
B
420.0313 636.373 m
419.3809 636.291 l
B
421.1699 636.291 m
420.6816 636.373 l
B
420.6816 636.373 m
420.0313 636.373 l
B
418.0781 636.373 m
417.5898 636.291 l
B
417.5898 636.291 m
418.4863 636.291 l
B
422.0625 636.291 m
421.252 636.373 l
B
421.252 636.373 m
420.6816 636.373 l
B
417.4277 636.373 m
416.6953 636.291 l
B
416.6953 636.291 m
417.5898 636.291 l
B
416.8574 636.373 m
415.8027 636.291 l
B
415.8027 636.291 m
416.6953 636.291 l
B
422.9609 636.291 m
421.9004 636.373 l
B
421.9004 636.373 m
421.252 636.373 l
B
423.8535 636.291 m
422.5508 636.4561 l
B
422.5508 636.4561 m
421.9004 636.373 l
B
416.207 636.4561 m
414.9082 636.291 l
B
414.9082 636.291 m
415.8027 636.291 l
B
415.5586 636.4561 m
414.0098 636.291 l
B
414.0098 636.291 m
414.9082 636.291 l
B
424.748 636.291 m
423.2051 636.4561 l
B
423.2051 636.4561 m
422.5508 636.4561 l
B
414.9082 636.4561 m
413.0332 636.291 l
B
413.0332 636.291 m
414.0098 636.291 l
B
425.7246 636.291 m
423.8535 636.4561 l
B
423.8535 636.4561 m
423.2051 636.4561 l
B
426.6191 636.291 m
424.5039 636.4561 l
B
424.5039 636.4561 m
423.8535 636.4561 l
B
414.2539 636.4561 m
412.1406 636.291 l
B
412.1406 636.291 m
413.0332 636.291 l
B
523.9863 606.4668 m
523.9863 609.7158 l
B
523.9863 609.7158 m
523.9863 607.5215 l
B
523.9863 587.2012 m
523.9863 590.4541 l
B
523.9863 590.4541 m
523.9863 592.0801 l
B
504.1387 587.2832 m
504.1387 590.5371 l
B
504.1387 590.5371 m
504.1387 592.1602 l
B
504.1387 606.3848 m
504.1387 609.6328 l
B
504.1387 609.6328 m
504.1387 607.4395 l
B
473.0664 604.9199 m
475.5078 606.707 l
B
475.5078 606.707 m
473.4727 604.6758 l
B
480.6309 338.4219 m
467.2109 338.3359 l
B
467.2109 338.3359 m
467.2109 338.2568 l
B
467.2109 338.3359 m
453.8711 338.4219 l
B
453.8711 338.4219 m
455.7402 338.3359 l
B
419.3809 636.373 m
418.0781 636.373 l
B
418.0781 636.373 m
418.7285 636.373 l
B
420.6816 636.373 m
419.3809 636.373 l
B
419.3809 636.373 m
419.3809 636.373 l
B
419.3809 636.373 m
417.4277 636.373 l
B
417.4277 636.373 m
418.0781 636.373 l
B
421.252 636.373 m
419.3809 636.373 l
B
419.3809 636.373 m
419.3809 636.373 l
B
523.9863 593.7031 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 603.2139 l
B
523.9863 603.2139 m
523.9863 601.6699 l
B
504.1387 598.5 m
504.1387 603.2139 l
B
504.1387 603.2139 m
504.1387 601.5879 l
B
504.1387 593.7031 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
461.0293 592.2422 m
462.8164 594.5176 l
B
462.8164 594.5176 m
464.2813 595.8184 l
B
523.9863 604.8398 m
523.9863 607.5215 l
B
523.9863 607.5215 m
523.9863 605.2461 l
B
523.9863 589.3984 m
523.9863 592.0801 l
B
523.9863 592.0801 m
523.9863 593.7031 l
B
504.1387 589.5605 m
504.1387 592.1602 l
B
504.1387 592.1602 m
504.1387 593.7031 l
B
504.1387 604.7578 m
504.1387 607.4395 l
B
504.1387 607.4395 m
504.1387 605.1641 l
B
419.3809 636.4561 m
416.8574 636.373 l
B
416.8574 636.373 m
417.4277 636.373 l
B
421.9004 636.373 m
419.3809 636.4561 l
B
419.3809 636.4561 m
419.3809 636.373 l
B
471.6016 603.2969 m
473.4727 604.6758 l
B
473.4727 604.6758 m
471.3574 602.6465 l
B
467.2109 598.9063 m
470.1367 601.6699 l
B
470.1367 601.6699 m
468.6719 600.0439 l
B
464.2813 595.8184 m
467.2109 598.9063 l
B
467.2109 598.9063 m
467.2109 598.6621 l
B
482.5 338.501 m
467.2109 338.4219 l
B
467.2109 338.4219 m
467.2109 338.3359 l
B
467.2109 338.4219 m
451.918 338.501 l
B
451.918 338.501 m
453.8711 338.4219 l
B
422.5508 636.4561 m
419.3809 636.4561 l
B
419.3809 636.4561 m
419.3809 636.4561 l
B
419.3809 636.4561 m
416.207 636.4561 l
B
416.207 636.4561 m
416.8574 636.373 l
B
419.3809 636.5352 m
415.5586 636.4561 l
B
415.5586 636.4561 m
416.207 636.4561 l
B
423.2051 636.4561 m
419.3809 636.5352 l
B
419.3809 636.5352 m
419.3809 636.4561 l
B
523.9863 591.6719 m
523.9863 593.7031 l
B
523.9863 593.7031 m
523.9863 595.25 l
B
523.9863 603.2139 m
523.9863 605.2461 l
B
523.9863 605.2461 m
523.9863 602.9697 l
B
504.1387 591.7539 m
504.1387 593.7031 l
B
504.1387 593.7031 m
504.1387 595.3301 l
B
504.1387 603.2139 m
504.1387 605.1641 l
B
504.1387 605.1641 m
504.1387 602.9697 l
B
523.9863 598.5 m
523.9863 601.6699 l
B
523.9863 601.6699 m
523.9863 600.0439 l
B
523.9863 595.25 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
504.1387 598.5 m
504.1387 601.5879 l
B
504.1387 601.5879 m
504.1387 600.0439 l
B
504.1387 595.3301 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
463.0605 594.3564 m
464.2813 595.8184 l
B
464.2813 595.8184 m
465.7461 597.1172 l
B
423.8535 636.4561 m
419.3809 636.5352 l
B
419.3809 636.5352 m
419.3809 636.5352 l
B
419.3809 636.5352 m
414.9082 636.4561 l
B
414.9082 636.4561 m
415.5586 636.4561 l
B
470.1367 601.6699 m
471.3574 602.6465 l
B
471.3574 602.6465 m
469.3262 600.5313 l
B
424.5039 636.4561 m
419.3809 636.5352 l
B
419.3809 636.5352 m
419.3809 636.5352 l
B
419.3809 636.5352 m
414.2539 636.4561 l
B
414.2539 636.4561 m
414.9082 636.4561 l
B
523.9863 593.9473 m
523.9863 595.25 l
B
523.9863 595.25 m
523.9863 596.873 l
B
523.9863 601.6699 m
523.9863 602.9697 l
B
523.9863 602.9697 m
523.9863 600.6934 l
B
504.1387 601.5879 m
504.1387 602.9697 l
B
504.1387 602.9697 m
504.1387 600.6934 l
B
504.1387 594.0293 m
504.1387 595.3301 l
B
504.1387 595.3301 m
504.1387 596.873 l
B
467.2109 598.6621 m
468.6719 600.0439 l
B
468.6719 600.0439 m
467.2109 598.5 l
B
465.7461 597.1172 m
467.2109 598.6621 l
B
467.2109 598.6621 m
467.2109 598.5 l
B
523.9863 598.5 m
523.9863 600.0439 l
B
523.9863 600.0439 m
523.9863 598.5 l
B
523.9863 596.873 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
504.1387 598.5 m
504.1387 600.0439 l
B
504.1387 600.0439 m
504.1387 598.5 l
B
504.1387 596.873 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
465.1758 596.3848 m
465.7461 597.1172 l
B
465.7461 597.1172 m
467.2109 598.5 l
B
468.6719 600.0439 m
469.3262 600.5313 l
B
469.3262 600.5313 m
467.2109 598.5 l
B
523.9863 596.2236 m
523.9863 596.873 l
B
523.9863 596.873 m
523.9863 598.5 l
B
523.9863 600.0439 m
523.9863 600.6934 l
B
523.9863 600.6934 m
523.9863 598.5 l
B
504.1387 596.2236 m
504.1387 596.873 l
B
504.1387 596.873 m
504.1387 598.5 l
B
504.1387 600.0439 m
504.1387 600.6934 l
B
504.1387 600.6934 m
504.1387 598.5 l
B
455.4961 585.5781 m
450.6152 581.9199 l
B
450.6152 581.9199 m
452.6504 583.9521 l
B
456.9609 587.1221 m
452.6504 583.9521 l
B
452.6504 583.9521 m
454.7637 586.0664 l
B
458.4258 588.748 m
454.7637 586.0664 l
B
454.7637 586.0664 m
456.7969 588.0957 l
B
459.8867 590.3711 m
456.7969 588.0957 l
B
456.7969 588.0957 m
458.9141 590.21 l
B
461.3516 591.998 m
458.9141 590.21 l
B
458.9141 590.21 m
461.0293 592.2422 l
B
462.8164 593.624 m
461.0293 592.2422 l
B
461.0293 592.2422 m
463.0605 594.3564 l
B
464.2813 595.25 m
463.0605 594.3564 l
B
463.0605 594.3564 m
465.1758 596.3848 l
B
465.7461 596.873 m
465.1758 596.3848 l
B
465.1758 596.3848 m
467.2109 598.5 l
B
523.9863 585.6582 m
523.9863 580.376 l
B
523.9863 580.376 m
523.9863 582.6523 l
B
523.9863 616.5449 m
523.9863 611.2598 l
B
523.9863 611.2598 m
523.9863 609.6328 l
B
504.1387 616.3789 m
504.1387 611.0977 l
B
504.1387 611.0977 m
504.1387 609.5547 l
B
504.1387 585.8223 m
504.1387 580.6201 l
B
504.1387 580.6201 m
504.1387 582.8145 l
B
523.9863 587.2832 m
523.9863 582.6523 l
B
523.9863 582.6523 m
523.9863 584.9287 l
B
523.9863 614.2676 m
523.9863 609.6328 l
B
523.9863 609.6328 m
523.9863 608.0098 l
B
504.1387 614.1035 m
504.1387 609.5547 l
B
504.1387 609.5547 m
504.1387 607.9277 l
B
504.1387 587.3662 m
504.1387 582.8145 l
B
504.1387 582.8145 m
504.1387 585.0898 l
B
523.9863 588.9102 m
523.9863 584.9287 l
B
523.9863 584.9287 m
523.9863 587.2012 l
B
523.9863 611.9922 m
523.9863 608.0098 l
B
523.9863 608.0098 m
523.9863 606.4668 l
B
504.1387 611.9102 m
504.1387 607.9277 l
B
504.1387 607.9277 m
504.1387 606.3848 l
B
504.1387 588.9893 m
504.1387 585.0898 l
B
504.1387 585.0898 m
504.1387 587.2832 l
B
523.9863 609.7158 m
523.9863 606.4668 l
B
523.9863 606.4668 m
523.9863 604.8398 l
B
523.9863 590.4541 m
523.9863 587.2012 l
B
523.9863 587.2012 m
523.9863 589.3984 l
B
504.1387 590.5371 m
504.1387 587.2832 l
B
504.1387 587.2832 m
504.1387 589.5605 l
B
504.1387 609.6328 m
504.1387 606.3848 l
B
504.1387 606.3848 m
504.1387 604.7578 l
B
523.9863 607.5215 m
523.9863 604.8398 l
B
523.9863 604.8398 m
523.9863 603.2139 l
B
523.9863 592.0801 m
523.9863 589.3984 l
B
523.9863 589.3984 m
523.9863 591.6719 l
B
504.1387 607.4395 m
504.1387 604.7578 l
B
504.1387 604.7578 m
504.1387 603.2139 l
B
504.1387 592.1602 m
504.1387 589.5605 l
B
504.1387 589.5605 m
504.1387 591.7539 l
B
523.9863 593.7031 m
523.9863 591.6719 l
B
523.9863 591.6719 m
523.9863 593.9473 l
B
523.9863 605.2461 m
523.9863 603.2139 l
B
523.9863 603.2139 m
523.9863 601.6699 l
B
504.1387 605.1641 m
504.1387 603.2139 l
B
504.1387 603.2139 m
504.1387 601.5879 l
B
504.1387 593.7031 m
504.1387 591.7539 l
B
504.1387 591.7539 m
504.1387 594.0293 l
B
523.9863 602.9697 m
523.9863 601.6699 l
B
523.9863 601.6699 m
523.9863 600.0439 l
B
523.9863 595.25 m
523.9863 593.9473 l
B
523.9863 593.9473 m
523.9863 596.2236 l
B
504.1387 595.3301 m
504.1387 594.0293 l
B
504.1387 594.0293 m
504.1387 596.2236 l
B
504.1387 602.9697 m
504.1387 601.5879 l
B
504.1387 601.5879 m
504.1387 600.0439 l
B
523.9863 600.6934 m
523.9863 600.0439 l
B
523.9863 600.0439 m
523.9863 598.5 l
B
523.9863 596.873 m
523.9863 596.2236 l
B
523.9863 596.2236 m
523.9863 598.5 l
B
504.1387 596.873 m
504.1387 596.2236 l
B
504.1387 596.2236 m
504.1387 598.5 l
B
504.1387 600.6934 m
504.1387 600.0439 l
B
504.1387 600.0439 m
504.1387 598.5 l
B
523.9863 598.5 m
523.9863 596.873 l
B
523.9863 596.873 m
523.9863 598.5 l
B
523.9863 600.0439 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
504.1387 600.0439 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 596.873 l
B
504.1387 596.873 m
504.1387 598.5 l
B
467.2109 598.2559 m
465.7461 596.873 l
B
465.7461 596.873 m
467.2109 598.5 l
B
469.3262 600.5313 m
468.6719 599.7998 l
B
468.6719 599.7998 m
467.2109 598.5 l
B
468.6719 599.7998 m
467.2109 598.2559 l
B
467.2109 598.2559 m
467.2109 598.5 l
B
471.3574 602.6465 m
470.1367 601.0996 l
B
470.1367 601.0996 m
468.6719 599.7998 l
B
473.4727 604.6758 m
471.6016 602.4023 l
B
471.6016 602.4023 m
470.1367 601.0996 l
B
475.5078 606.707 m
473.0664 603.7021 l
B
473.0664 603.7021 m
471.6016 602.4023 l
B
477.6211 608.8223 m
474.5313 605.002 l
B
474.5313 605.002 m
473.0664 603.7021 l
B
479.6543 610.8535 m
475.9961 606.3018 l
B
475.9961 606.3018 m
474.5313 605.002 l
B
481.7676 612.9648 m
477.5391 607.6836 l
B
477.5391 607.6836 m
475.9961 606.3018 l
B
483.8047 614.9971 m
479.0039 608.9834 l
B
479.0039 608.9834 m
477.5391 607.6836 l
B
504.1387 598.5 m
504.1387 595.3301 l
B
504.1387 595.3301 m
504.1387 596.873 l
B
504.1387 601.5879 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
523.9863 598.5 m
523.9863 595.25 l
B
523.9863 595.25 m
523.9863 596.873 l
B
523.9863 601.6699 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
467.2109 598.0117 m
464.2813 595.25 l
B
464.2813 595.25 m
465.7461 596.873 l
B
470.1367 601.0996 m
467.2109 598.0117 l
B
467.2109 598.0117 m
467.2109 598.2559 l
B
504.1387 603.2139 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 593.7031 l
B
504.1387 593.7031 m
504.1387 595.3301 l
B
523.9863 598.5 m
523.9863 593.7031 l
B
523.9863 593.7031 m
523.9863 595.25 l
B
523.9863 603.2139 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
467.2109 597.8496 m
462.8164 593.624 l
B
462.8164 593.624 m
464.2813 595.25 l
B
471.6016 602.4023 m
467.2109 597.8496 l
B
467.2109 597.8496 m
467.2109 598.0117 l
B
504.1387 598.5 m
504.1387 592.1602 l
B
504.1387 592.1602 m
504.1387 593.7031 l
B
504.1387 604.7578 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
523.9863 604.8398 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 592.0801 l
B
523.9863 592.0801 m
523.9863 593.7031 l
B
467.2109 597.6055 m
461.3516 591.998 l
B
461.3516 591.998 m
462.8164 593.624 l
B
504.1387 598.5 m
504.1387 590.5371 l
B
504.1387 590.5371 m
504.1387 592.1602 l
B
504.1387 606.3848 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
523.9863 606.4668 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 590.4541 l
B
523.9863 590.4541 m
523.9863 592.0801 l
B
473.0664 603.7021 m
467.2109 597.6055 l
B
467.2109 597.6055 m
467.2109 597.8496 l
B
419.3809 636.9443 m
439.3926 635.3184 l
B
439.3926 635.3184 m
436.8672 634.8301 l
B
399.3711 635.3184 m
419.3809 636.9443 l
B
419.3809 636.9443 m
419.3809 636.2119 l
B
467.2109 597.3613 m
459.8867 590.3711 l
B
459.8867 590.3711 m
461.3516 591.998 l
B
504.1387 607.9277 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 588.9893 l
B
504.1387 588.9893 m
504.1387 590.5371 l
B
523.9863 598.5 m
523.9863 588.9102 l
B
523.9863 588.9102 m
523.9863 590.4541 l
B
523.9863 608.0098 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
474.5313 605.002 m
467.2109 597.3613 l
B
467.2109 597.3613 m
467.2109 597.6055 l
B
504.1387 598.5 m
504.1387 587.3662 l
B
504.1387 587.3662 m
504.1387 588.9893 l
B
504.1387 609.5547 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
523.9863 609.6328 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 587.2832 l
B
523.9863 587.2832 m
523.9863 588.9102 l
B
467.2109 597.2002 m
458.4258 588.748 l
B
458.4258 588.748 m
459.8867 590.3711 l
B
401.8906 634.8301 m
419.3809 636.2119 l
B
419.3809 636.2119 m
419.3809 635.5625 l
B
419.3809 636.2119 m
436.8672 634.8301 l
B
436.8672 634.8301 m
434.4277 634.3418 l
B
475.9961 606.3018 m
467.2109 597.2002 l
B
467.2109 597.2002 m
467.2109 597.3613 l
B
504.1387 611.0977 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 598.5 l
B
504.1387 598.5 m
504.1387 585.8223 l
B
504.1387 585.8223 m
504.1387 587.3662 l
B
523.9863 598.5 m
523.9863 585.6582 l
B
523.9863 585.6582 m
523.9863 587.2832 l
B
523.9863 611.2598 m
523.9863 598.5 l
B
523.9863 598.5 m
523.9863 598.5 l
B
467.2109 596.9561 m
456.9609 587.1221 l
B
456.9609 587.1221 m
458.4258 588.748 l
B
477.5391 607.6836 m
467.2109 596.9561 l
B
467.2109 596.9561 m
467.2109 597.2002 l
B
467.2109 596.7119 m
455.4961 585.5781 l
B
455.4961 585.5781 m
456.9609 587.1221 l
B
419.3809 635.5625 m
434.4277 634.3418 l
B
434.4277 634.3418 m
431.9063 633.8535 l
B
404.332 634.3418 m
419.3809 635.5625 l
B
419.3809 635.5625 m
419.3809 634.8301 l
B
479.0039 608.9834 m
467.2109 596.7119 l
B
467.2109 596.7119 m
467.2109 596.9561 l
B
391.0742 631.416 m
399.3711 635.3184 l
B
399.3711 635.3184 m
401.8906 634.8301 l
B
439.3926 635.3184 m
447.6875 631.416 l
B
447.6875 631.416 m
444.1875 631.416 l
B
406.8516 633.8535 m
419.3809 634.8301 l
B
419.3809 634.8301 m
419.3809 634.1797 l
B
419.3809 634.8301 m
431.9063 633.8535 l
B
431.9063 633.8535 m
429.3867 633.3652 l
B
436.8672 634.8301 m
444.1875 631.416 l
B
444.1875 631.416 m
440.6094 631.416 l
B
394.5703 631.416 m
401.8906 634.8301 l
B
401.8906 634.8301 m
404.332 634.3418 l
B
398.1504 631.416 m
404.332 634.3418 l
B
404.332 634.3418 m
406.8516 633.8535 l
B
434.4277 634.3418 m
440.6094 631.416 l
B
440.6094 631.416 m
437.1113 631.416 l
B
419.3809 634.1797 m
429.3867 633.3652 l
B
429.3867 633.3652 m
426.8633 632.8809 l
B
409.375 633.3652 m
419.3809 634.1797 l
B
419.3809 634.1797 m
419.3809 633.5303 l
B
401.6465 631.416 m
406.8516 633.8535 l
B
406.8516 633.8535 m
409.375 633.3652 l
B
431.9063 633.8535 m
437.1113 631.416 l
B
437.1113 631.416 m
433.5332 631.416 l
B
411.8965 632.8809 m
419.3809 633.5303 l
B
419.3809 633.5303 m
419.3809 632.7979 l
B
419.3809 633.5303 m
426.8633 632.8809 l
B
426.8633 632.8809 m
424.4258 632.3926 l
B
405.2266 631.416 m
409.375 633.3652 l
B
409.375 633.3652 m
411.8965 632.8809 l
B
429.3867 633.3652 m
433.5332 631.416 l
B
433.5332 631.416 m
430.0371 631.416 l
B
408.7266 631.416 m
411.8965 632.8809 l
B
411.8965 632.8809 m
414.3379 632.3926 l
B
426.8633 632.8809 m
430.0371 631.416 l
B
430.0371 631.416 m
426.457 631.416 l
B
419.3809 632.7979 m
424.4258 632.3926 l
B
424.4258 632.3926 m
421.9004 631.9043 l
B
414.3379 632.3926 m
419.3809 632.7979 l
B
419.3809 632.7979 m
419.3809 632.1484 l
B
419.3809 311.2725 m
424.5039 311.6025 l
B
424.5039 311.6025 m
423.8535 311.6816 l
B
414.2539 311.6025 m
419.3809 311.2725 l
B
419.3809 311.2725 m
419.3809 311.4375 l
B
409.2148 254.7041 m
419.3809 254.1367 l
B
419.3809 254.1367 m
419.3809 254.3809 l
B
419.3809 254.1367 m
429.5488 254.7041 l
B
429.5488 254.7041 m
428.3281 254.8691 l
B
419.3809 311.4375 m
423.8535 311.6816 l
B
423.8535 311.6816 m
423.2051 311.7607 l
B
414.9082 311.6816 m
419.3809 311.4375 l
B
419.3809 311.4375 m
419.3809 311.5166 l
B
415.5586 311.7607 m
419.3809 311.5166 l
B
419.3809 311.5166 m
419.3809 311.6816 l
B
419.3809 311.5166 m
423.2051 311.7607 l
B
423.2051 311.7607 m
422.5508 311.8467 l
B
424.4258 632.3926 m
426.457 631.416 l
B
426.457 631.416 m
422.9609 631.416 l
B
412.3047 631.416 m
414.3379 632.3926 l
B
414.3379 632.3926 m
416.8574 631.9043 l
B
412.1406 312.249 m
414.2539 311.6025 l
B
414.2539 311.6025 m
414.9082 311.6816 l
B
424.5039 311.6025 m
426.6191 312.249 l
B
426.6191 312.249 m
425.7246 312.249 l
B
419.3809 254.3809 m
428.3281 254.8691 l
B
428.3281 254.8691 m
427.0273 255.0342 l
B
410.4316 254.8691 m
419.3809 254.3809 l
B
419.3809 254.3809 m
419.3809 254.625 l
B
419.3809 311.6816 m
422.5508 311.8467 l
B
422.5508 311.8467 m
421.9004 311.9258 l
B
416.207 311.8467 m
419.3809 311.6816 l
B
419.3809 311.6816 m
419.3809 311.7607 l
B
413.0332 312.249 m
414.9082 311.6816 l
B
414.9082 311.6816 m
415.5586 311.7607 l
B
423.8535 311.6816 m
425.7246 312.249 l
B
425.7246 312.249 m
424.748 312.249 l
B
416.8574 631.9043 m
419.3809 632.1484 l
B
419.3809 632.1484 m
419.3809 631.416 l
B
419.3809 632.1484 m
421.9004 631.9043 l
B
421.9004 631.9043 m
419.3809 631.416 l
B
414.0098 312.249 m
415.5586 311.7607 l
B
415.5586 311.7607 m
416.207 311.8467 l
B
423.2051 311.7607 m
424.748 312.249 l
B
424.748 312.249 m
423.8535 312.249 l
B
416.8574 311.9258 m
419.3809 311.7607 l
B
419.3809 311.7607 m
419.3809 311.9258 l
B
419.3809 311.7607 m
421.9004 311.9258 l
B
421.9004 311.9258 m
421.252 312.0049 l
B
411.7344 255.0342 m
419.3809 254.625 l
B
419.3809 254.625 m
419.3809 254.8691 l
B
419.3809 254.625 m
427.0273 255.0342 l
B
427.0273 255.0342 m
425.7246 255.1924 l
B
414.9082 312.249 m
416.207 311.8467 l
B
416.207 311.8467 m
416.8574 311.9258 l
B
422.5508 311.8467 m
423.8535 312.249 l
B
423.8535 312.249 m
422.9609 312.249 l
B
415.8027 631.416 m
416.8574 631.9043 l
B
416.8574 631.9043 m
419.3809 631.416 l
B
421.9004 631.9043 m
422.9609 631.416 l
B
422.9609 631.416 m
419.3809 631.416 l
B
417.4277 312.0049 m
419.3809 311.9258 l
B
419.3809 311.9258 m
419.3809 312.0049 l
B
419.3809 311.9258 m
421.252 312.0049 l
B
421.252 312.0049 m
420.6816 312.084 l
B
429.5488 254.7041 m
433.7773 256.0107 l
B
433.7773 256.0107 m
431.9883 256.0107 l
B
404.9824 256.0107 m
409.2148 254.7041 l
B
409.2148 254.7041 m
410.4316 254.8691 l
B
421.9004 311.9258 m
422.9609 312.249 l
B
422.9609 312.249 m
422.0625 312.249 l
B
415.8027 312.249 m
416.8574 311.9258 l
B
416.8574 311.9258 m
417.4277 312.0049 l
B
416.6953 312.249 m
417.4277 312.0049 l
B
417.4277 312.0049 m
418.0781 312.084 l
B
421.252 312.0049 m
422.0625 312.249 l
B
422.0625 312.249 m
421.1699 312.249 l
B
419.3809 312.0049 m
420.6816 312.084 l
B
420.6816 312.084 m
420.0313 312.1699 l
B
418.0781 312.084 m
419.3809 312.0049 l
B
419.3809 312.0049 m
419.3809 312.1699 l
B
419.3809 254.8691 m
425.7246 255.1924 l
B
425.7246 255.1924 m
424.5039 255.3574 l
B
413.0332 255.1924 m
419.3809 254.8691 l
B
419.3809 254.8691 m
419.3809 255.1133 l
B
428.3281 254.8691 m
431.9883 256.0107 l
B
431.9883 256.0107 m
430.1973 256.0107 l
B
406.7734 256.0107 m
410.4316 254.8691 l
B
410.4316 254.8691 m
411.7344 255.0342 l
B
420.6816 312.084 m
421.1699 312.249 l
B
421.1699 312.249 m
420.2754 312.249 l
B
417.5898 312.249 m
418.0781 312.084 l
B
418.0781 312.084 m
418.7285 312.1699 l
B
418.7285 312.1699 m
419.3809 312.1699 l
B
419.3809 312.1699 m
419.3809 312.249 l
B
419.3809 312.1699 m
420.0313 312.1699 l
B
420.0313 312.1699 m
419.3809 312.249 l
B
418.4863 312.249 m
418.7285 312.1699 l
B
418.7285 312.1699 m
419.3809 312.249 l
B
420.0313 312.1699 m
420.2754 312.249 l
B
420.2754 312.249 m
419.3809 312.249 l
B
401.8906 628.084 m
394.5703 631.416 l
B
394.5703 631.416 m
398.1504 631.416 l
B
447.6875 631.416 m
439.3926 627.5957 l
B
439.3926 627.5957 m
436.8672 628.084 l
B
409.375 629.4658 m
405.2266 631.416 l
B
405.2266 631.416 m
408.7266 631.416 l
B
444.1875 631.416 m
436.8672 628.084 l
B
436.8672 628.084 m
434.4277 628.5723 l
B
419.3809 630.7656 m
416.8574 630.9277 l
B
416.8574 630.9277 m
419.3809 631.416 l
B
404.332 628.5723 m
398.1504 631.416 l
B
398.1504 631.416 m
401.6465 631.416 l
B
411.8965 629.9541 m
408.7266 631.416 l
B
408.7266 631.416 m
412.3047 631.416 l
B
440.6094 631.416 m
434.4277 628.5723 l
B
434.4277 628.5723 m
431.9063 629.0605 l
B
426.457 631.416 m
424.4258 630.4424 l
B
424.4258 630.4424 m
421.9004 630.9277 l
B
430.0371 631.416 m
426.8633 629.9541 l
B
426.8633 629.9541 m
424.4258 630.4424 l
B
414.3379 630.4424 m
412.3047 631.416 l
B
412.3047 631.416 m
415.8027 631.416 l
B
422.9609 631.416 m
421.9004 630.9277 l
B
421.9004 630.9277 m
419.3809 631.416 l
B
416.8574 630.9277 m
415.8027 631.416 l
B
415.8027 631.416 m
419.3809 631.416 l
B
433.5332 631.416 m
429.3867 629.4658 l
B
429.3867 629.4658 m
426.8633 629.9541 l
B
406.8516 629.0605 m
401.6465 631.416 l
B
401.6465 631.416 m
405.2266 631.416 l
B
399.3711 627.5957 m
391.0742 631.416 l
B
391.0742 631.416 m
394.5703 631.416 l
B
437.1113 631.416 m
431.9063 629.0605 l
B
431.9063 629.0605 m
429.3867 629.4658 l
B
421.9004 630.9277 m
419.3809 630.7656 l
B
419.3809 630.7656 m
419.3809 631.416 l
B
427.0273 255.0342 m
430.1973 256.0107 l
B
430.1973 256.0107 m
428.4102 256.0107 l
B
408.5605 256.0107 m
411.7344 255.0342 l
B
411.7344 255.0342 m
413.0332 255.1924 l
B
425.7246 312.249 m
423.8535 312.8164 l
B
423.8535 312.8164 m
423.2051 312.7373 l
B
415.5586 312.7373 m
414.0098 312.249 l
B
414.0098 312.249 m
414.9082 312.249 l
B
424.748 312.249 m
423.2051 312.7373 l
B
423.2051 312.7373 m
422.5508 312.6582 l
B
422.9609 312.249 m
421.9004 312.5723 l
B
421.9004 312.5723 m
421.252 312.4932 l
B
422.0625 312.249 m
421.252 312.4932 l
B
421.252 312.4932 m
420.6816 312.4141 l
B
418.0781 312.4141 m
417.5898 312.249 l
B
417.5898 312.249 m
418.4863 312.249 l
B
420.2754 312.249 m
420.0313 312.3281 l
B
420.0313 312.3281 m
419.3809 312.249 l
B
416.207 312.6582 m
414.9082 312.249 l
B
414.9082 312.249 m
415.8027 312.249 l
B
419.3809 312.3281 m
418.7285 312.3281 l
B
418.7285 312.3281 m
419.3809 312.249 l
B
418.7285 312.3281 m
418.4863 312.249 l
B
418.4863 312.249 m
419.3809 312.249 l
B
421.1699 312.249 m
420.6816 312.4141 l
B
420.6816 312.4141 m
420.0313 312.3281 l
B
414.2539 312.9023 m
412.1406 312.249 l
B
423.8535 312.249 m
422.5508 312.6582 l
B
422.5508 312.6582 m
421.9004 312.5723 l
B
417.4277 312.4932 m
416.6953 312.249 l
B
416.6953 312.249 m
417.5898 312.249 l
B
416.8574 312.5723 m
415.8027 312.249 l
B
415.8027 312.249 m
416.6953 312.249 l
B
424.5039 312.9023 m
423.8535 312.8164 l
B
414.9082 312.8164 m
413.0332 312.249 l
B
413.0332 312.249 m
414.0098 312.249 l
B
420.0313 312.3281 m
419.3809 312.3281 l
B
419.3809 312.3281 m
419.3809 312.249 l
B
419.3809 255.1133 m
424.5039 255.3574 l
B
424.5039 255.3574 m
423.2051 255.5225 l
B
414.2539 255.3574 m
419.3809 255.1133 l
B
419.3809 255.1133 m
419.3809 255.2783 l
B
420.6816 312.4141 m
419.3809 312.4932 l
B
419.3809 312.4932 m
419.3809 312.3281 l
B
419.3809 312.4932 m
418.0781 312.4141 l
B
418.0781 312.4141 m
418.7285 312.3281 l
B
425.7246 255.1924 m
428.4102 256.0107 l
B
428.4102 256.0107 m
426.6191 256.0107 l
B
410.3516 256.0107 m
413.0332 255.1924 l
B
413.0332 255.1924 m
414.2539 255.3574 l
B
421.252 312.4932 m
419.3809 312.5723 l
B
419.3809 312.5723 m
419.3809 312.4932 l
B
419.3809 312.5723 m
417.4277 312.4932 l
B
417.4277 312.4932 m
418.0781 312.4141 l
B
421.9004 312.5723 m
419.3809 312.7373 l
B
419.3809 312.7373 m
419.3809 312.5723 l
B
419.3809 312.7373 m
416.8574 312.5723 l
B
416.8574 312.5723 m
417.4277 312.4932 l
B
419.3809 630.0332 m
414.3379 630.4424 l
B
414.3379 630.4424 m
416.8574 630.9277 l
B
424.4258 630.4424 m
419.3809 630.0332 l
B
419.3809 630.0332 m
419.3809 630.7656 l
B
419.3809 255.2783 m
423.2051 255.5225 l
B
423.2051 255.5225 m
421.9004 255.6807 l
B
415.5586 255.5225 m
419.3809 255.2783 l
B
419.3809 255.2783 m
419.3809 255.5225 l
B
412.1406 256.0107 m
414.2539 255.3574 l
B
414.2539 255.3574 m
415.5586 255.5225 l
B
424.5039 255.3574 m
426.6191 256.0107 l
B
426.6191 256.0107 m
424.748 256.0107 l
B
419.3809 312.8164 m
416.207 312.6582 l
B
416.207 312.6582 m
416.8574 312.5723 l
B
422.5508 312.6582 m
419.3809 312.8164 l
B
419.3809 312.8164 m
419.3809 312.7373 l
B
419.3809 312.9814 m
415.5586 312.7373 l
B
415.5586 312.7373 m
416.207 312.6582 l
B
423.2051 312.7373 m
419.3809 312.9814 l
B
419.3809 312.9814 m
419.3809 312.8164 l
B
423.2051 255.5225 m
424.748 256.0107 l
B
424.748 256.0107 m
422.9609 256.0107 l
B
414.0098 256.0107 m
415.5586 255.5225 l
B
415.5586 255.5225 m
416.8574 255.6807 l
B
419.3809 313.0605 m
414.9082 312.8164 l
B
414.9082 312.8164 m
415.5586 312.7373 l
B
423.8535 312.8164 m
419.3809 313.0605 l
B
419.3809 313.0605 m
419.3809 312.9814 l
B
416.8574 255.6807 m
419.3809 255.5225 l
B
419.3809 255.5225 m
419.3809 255.7666 l
B
419.3809 255.5225 m
421.9004 255.6807 l
B
421.9004 255.6807 m
420.6816 255.8457 l
B
424.5039 312.9023 m
419.3809 313.2256 l
B
419.3809 313.2256 m
419.3809 313.0605 l
B
419.3809 313.2256 m
414.2539 312.9023 l
B
414.2539 312.9023 m
414.9082 312.8164 l
B
419.3809 629.3828 m
411.8965 629.9541 l
B
411.8965 629.9541 m
414.3379 630.4424 l
B
426.8633 629.9541 m
419.3809 629.3828 l
B
419.3809 629.3828 m
419.3809 630.0332 l
B
415.8027 256.0107 m
416.8574 255.6807 l
B
416.8574 255.6807 m
418.0781 255.8457 l
B
421.9004 255.6807 m
422.9609 256.0107 l
B
422.9609 256.0107 m
421.1699 256.0107 l
B
419.3809 255.6807 m
421.0898 255.8457 l
B
421.0898 255.8457 m
420.8457 255.8457 l
B
417.6719 255.8457 m
419.3809 255.6807 l
B
419.3809 255.6807 m
419.3809 255.7666 l
B
419.3809 255.7666 m
420.8457 255.8457 l
B
420.8457 255.8457 m
420.6016 255.8457 l
B
417.916 255.8457 m
419.3809 255.7666 l
B
419.3809 255.7666 m
419.3809 255.7666 l
B
418.0781 255.8457 m
419.3809 255.7666 l
B
419.3809 255.7666 m
419.3809 256.0107 l
B
419.3809 255.7666 m
420.6816 255.8457 l
B
420.6816 255.8457 m
419.3809 256.0107 l
B
419.3809 255.7666 m
420.6016 255.8457 l
B
420.6016 255.8457 m
420.4375 255.9248 l
B
418.1602 255.8457 m
419.3809 255.7666 l
B
419.3809 255.7666 m
419.3809 255.8457 l
B
421.0898 255.8457 m
421.7402 256.0107 l
B
421.7402 256.0107 m
421.4141 256.0107 l
B
417.0215 256.0107 m
417.6719 255.8457 l
B
417.6719 255.8457 m
417.916 255.8457 l
B
418.3223 255.9248 m
419.3809 255.8457 l
B
419.3809 255.8457 m
419.3809 255.8457 l
B
419.3809 255.8457 m
420.4375 255.9248 l
B
420.4375 255.9248 m
420.1934 255.9248 l
B
417.3457 256.0107 m
417.916 255.8457 l
B
417.916 255.8457 m
418.1602 255.8457 l
B
420.8457 255.8457 m
421.4141 256.0107 l
B
421.4141 256.0107 m
421.1699 256.0107 l
B
420.6816 255.8457 m
421.1699 256.0107 l
B
421.1699 256.0107 m
419.3809 256.0107 l
B
417.5898 256.0107 m
418.0781 255.8457 l
B
418.0781 255.8457 m
419.3809 256.0107 l
B
417.5898 256.0107 m
418.1602 255.8457 l
B
418.1602 255.8457 m
418.3223 255.9248 l
B
420.6016 255.8457 m
421.1699 256.0107 l
B
421.1699 256.0107 m
420.8457 256.0107 l
B
418.5664 255.9248 m
419.3809 255.8457 l
B
419.3809 255.8457 m
419.3809 255.9248 l
B
419.3809 255.8457 m
420.1934 255.9248 l
B
420.1934 255.9248 m
420.0313 255.9248 l
B
417.916 256.0107 m
418.3223 255.9248 l
B
418.3223 255.9248 m
418.5664 255.9248 l
B
420.4375 255.9248 m
420.8457 256.0107 l
B
420.8457 256.0107 m
420.6016 256.0107 l
B
419.3809 255.9248 m
420.0313 255.9248 l
B
420.0313 255.9248 m
419.7871 256.0107 l
B
418.7285 255.9248 m
419.3809 255.9248 l
B
419.3809 255.9248 m
419.3809 255.9248 l
B
420.1934 255.9248 m
420.6016 256.0107 l
B
420.6016 256.0107 m
420.2754 256.0107 l
B
418.1602 256.0107 m
418.5664 255.9248 l
B
418.5664 255.9248 m
418.7285 255.9248 l
B
418.4863 256.0107 m
418.7285 255.9248 l
B
418.7285 255.9248 m
418.9727 256.0107 l
B
420.0313 255.9248 m
420.2754 256.0107 l
B
420.2754 256.0107 m
419.9492 256.0107 l
B
419.3809 255.9248 m
419.7871 256.0107 l
B
419.7871 256.0107 m
419.625 256.0107 l
B
418.9727 256.0107 m
419.3809 255.9248 l
B
419.3809 255.9248 m
419.3809 256.0107 l
B
419.3809 628.7334 m
409.375 629.4658 l
B
409.375 629.4658 m
411.8965 629.9541 l
B
429.3867 629.4658 m
419.3809 628.7334 l
B
419.3809 628.7334 m
419.3809 629.3828 l
B
418.8105 256.0107 m
418.9727 256.0107 l
B
418.9727 256.0107 m
419.1367 256.0107 l
B
419.7871 256.0107 m
419.9492 256.0107 l
B
419.9492 256.0107 m
419.7051 256.0107 l
B
419.1367 256.0107 m
419.3809 256.0107 l
B
419.3809 256.0107 m
419.3809 256.0107 l
B
419.3809 256.0107 m
419.625 256.0107 l
B
419.625 256.0107 m
419.3809 256.0107 l
B
419.0547 256.0107 m
419.1367 256.0107 l
B
419.1367 256.0107 m
419.3809 256.0107 l
B
419.625 256.0107 m
419.7051 256.0107 l
B
419.7051 256.0107 m
419.3809 256.0107 l
B
413.0332 256.9014 m
410.3516 256.0107 l
B
410.3516 256.0107 m
412.1406 256.0107 l
B
418.5664 256.1689 m
418.1602 256.0107 l
B
418.1602 256.0107 m
418.4863 256.0107 l
B
415.5586 256.5781 m
414.0098 256.0107 l
B
414.0098 256.0107 m
415.8027 256.0107 l
B
420.2754 256.0107 m
420.0313 256.0898 l
B
420.0313 256.0898 m
419.7871 256.0898 l
B
430.1973 256.0107 m
427.0273 257.0664 l
B
427.0273 257.0664 m
425.7246 256.9014 l
B
417.916 256.248 m
417.3457 256.0107 l
B
417.3457 256.0107 m
417.5898 256.0107 l
B
419.1367 256.0898 m
419.0547 256.0107 l
B
419.0547 256.0107 m
419.3809 256.0107 l
B
419.3809 256.0898 m
419.1367 256.0898 l
B
419.1367 256.0898 m
419.3809 256.0107 l
B
421.1699 256.0107 m
420.6816 256.1689 l
B
420.6816 256.1689 m
419.3809 256.0107 l
B
420.6816 256.1689 m
419.3809 256.248 l
B
419.3809 256.248 m
419.3809 256.0107 l
B
433.7773 256.0107 m
429.5488 257.3896 l
B
429.5488 257.3896 m
428.3281 257.2246 l
B
409.2148 257.3896 m
404.9824 256.0107 l
B
404.9824 256.0107 m
406.7734 256.0107 l
B
426.6191 256.0107 m
424.5039 256.7363 l
B
424.5039 256.7363 m
423.2051 256.5781 l
B
421.1699 256.0107 m
420.6016 256.1689 l
B
420.6016 256.1689 m
420.4375 256.1689 l
B
418.0781 256.1689 m
417.5898 256.0107 l
B
417.5898 256.0107 m
419.3809 256.0107 l
B
419.3809 256.248 m
418.0781 256.1689 l
B
418.0781 256.1689 m
419.3809 256.0107 l
B
422.9609 256.0107 m
421.9004 256.334 l
B
421.9004 256.334 m
420.6816 256.1689 l
B
431.9883 256.0107 m
428.3281 257.2246 l
B
428.3281 257.2246 m
427.0273 257.0664 l
B
419.9492 256.0107 m
419.7871 256.0898 l
B
419.7871 256.0898 m
419.625 256.0898 l
B
416.8574 256.334 m
415.8027 256.0107 l
B
415.8027 256.0107 m
417.5898 256.0107 l
B
417.6719 256.248 m
417.0215 256.0107 l
B
417.0215 256.0107 m
417.3457 256.0107 l
B
418.7285 256.0898 m
418.4863 256.0107 l
B
418.4863 256.0107 m
418.8105 256.0107 l
B
420.6016 256.0107 m
420.1934 256.1689 l
B
420.1934 256.1689 m
420.0313 256.0898 l
B
421.7402 256.0107 m
421.0898 256.248 l
B
421.0898 256.248 m
420.8457 256.248 l
B
424.748 256.0107 m
423.2051 256.5781 l
B
423.2051 256.5781 m
421.9004 256.334 l
B
418.3223 256.1689 m
417.916 256.0107 l
B
417.916 256.0107 m
418.1602 256.0107 l
B
414.2539 256.7363 m
412.1406 256.0107 l
B
412.1406 256.0107 m
414.0098 256.0107 l
B
418.1602 256.1689 m
417.5898 256.0107 l
B
417.5898 256.0107 m
417.916 256.0107 l
B
421.4141 256.0107 m
420.8457 256.248 l
B
420.8457 256.248 m
420.6016 256.1689 l
B
410.4316 257.2246 m
406.7734 256.0107 l
B
406.7734 256.0107 m
408.5605 256.0107 l
B
419.625 256.0898 m
419.3809 256.0898 l
B
419.3809 256.0898 m
419.3809 256.0107 l
B
419.7051 256.0107 m
419.625 256.0898 l
B
419.625 256.0898 m
419.3809 256.0107 l
B
418.9727 256.0898 m
418.8105 256.0107 l
B
418.8105 256.0107 m
419.0547 256.0107 l
B
420.8457 256.0107 m
420.4375 256.1689 l
B
420.4375 256.1689 m
420.1934 256.1689 l
B
428.4102 256.0107 m
425.7246 256.9014 l
B
425.7246 256.9014 m
424.5039 256.7363 l
B
411.7344 257.0664 m
408.5605 256.0107 l
B
408.5605 256.0107 m
410.3516 256.0107 l
B
419.7871 256.0898 m
419.3809 256.0898 l
B
419.3809 256.0898 m
419.3809 256.0898 l
B
419.3809 256.0898 m
418.9727 256.0898 l
B
418.9727 256.0898 m
419.1367 256.0898 l
B
420.0313 256.0898 m
419.3809 256.1689 l
B
419.3809 256.1689 m
419.3809 256.0898 l
B
419.3809 256.1689 m
418.7285 256.0898 l
B
418.7285 256.0898 m
418.9727 256.0898 l
B
420.1934 256.1689 m
419.3809 256.1689 l
B
419.3809 256.1689 m
419.3809 256.1689 l
B
419.3809 256.1689 m
418.5664 256.1689 l
B
418.5664 256.1689 m
418.7285 256.0898 l
B
419.3809 256.248 m
418.3223 256.1689 l
B
418.3223 256.1689 m
418.5664 256.1689 l
B
420.4375 256.1689 m
419.3809 256.248 l
B
419.3809 256.248 m
419.3809 256.1689 l
B
420.6016 256.1689 m
419.3809 256.248 l
B
419.3809 256.248 m
419.3809 256.248 l
B
419.3809 256.248 m
418.1602 256.1689 l
B
418.1602 256.1689 m
418.3223 256.1689 l
B
420.8457 256.248 m
419.3809 256.334 l
B
419.3809 256.334 m
419.3809 256.248 l
B
419.3809 256.334 m
417.916 256.248 l
B
417.916 256.248 m
418.1602 256.1689 l
B
419.3809 256.4922 m
416.8574 256.334 l
B
416.8574 256.334 m
418.0781 256.1689 l
B
421.9004 256.334 m
419.3809 256.4922 l
B
419.3809 256.4922 m
419.3809 256.248 l
B
421.0898 256.248 m
419.3809 256.334 l
B
419.3809 256.334 m
419.3809 256.334 l
B
419.3809 256.334 m
417.6719 256.248 l
B
417.6719 256.248 m
417.916 256.248 l
B
419.3809 628.002 m
406.8516 629.0605 l
B
406.8516 629.0605 m
409.375 629.4658 l
B
431.9063 629.0605 m
419.3809 628.002 l
B
419.3809 628.002 m
419.3809 628.7334 l
B
419.3809 256.7363 m
415.5586 256.5781 l
B
415.5586 256.5781 m
416.8574 256.334 l
B
423.2051 256.5781 m
419.3809 256.7363 l
B
419.3809 256.7363 m
419.3809 256.4922 l
B
424.5039 256.7363 m
419.3809 256.9805 l
B
419.3809 256.9805 m
419.3809 256.7363 l
B
419.3809 256.9805 m
414.2539 256.7363 l
B
414.2539 256.7363 m
415.5586 256.5781 l
B
419.3809 627.3516 m
404.332 628.5723 l
B
404.332 628.5723 m
406.8516 629.0605 l
B
434.4277 628.5723 m
419.3809 627.3516 l
B
419.3809 627.3516 m
419.3809 628.002 l
B
419.3809 257.2246 m
413.0332 256.9014 l
B
413.0332 256.9014 m
414.2539 256.7363 l
B
425.7246 256.9014 m
419.3809 257.2246 l
B
419.3809 257.2246 m
419.3809 256.9805 l
B
427.0273 257.0664 m
419.3809 257.4688 l
B
419.3809 257.4688 m
419.3809 257.2246 l
B
419.3809 257.4688 m
411.7344 257.0664 l
B
411.7344 257.0664 m
413.0332 256.9014 l
B
436.8672 628.084 m
419.3809 626.623 l
B
419.3809 626.623 m
419.3809 627.3516 l
B
419.3809 626.623 m
401.8906 628.084 l
B
401.8906 628.084 m
404.332 628.5723 l
B
428.3281 257.2246 m
419.3809 257.7129 l
B
419.3809 257.7129 m
419.3809 257.4688 l
B
419.3809 257.7129 m
410.4316 257.2246 l
B
410.4316 257.2246 m
411.7344 257.0664 l
B
419.3809 257.957 m
409.2148 257.3896 l
B
409.2148 257.3896 m
410.4316 257.2246 l
B
429.5488 257.3896 m
419.3809 257.957 l
B
419.3809 257.957 m
419.3809 257.7129 l
B
419.3809 625.9688 m
399.3711 627.5957 l
B
399.3711 627.5957 m
401.8906 628.084 l
B
439.3926 627.5957 m
419.3809 625.9688 l
B
419.3809 625.9688 m
419.3809 626.623 l
B
523.9863 598.1738 m
504.1387 598.5 l
B
504.1387 598.5 m
467.6992 598.9063 l
B
467.6992 598.9063 m
471.1133 338.2568 l
B
471.1133 338.2568 m
471.0332 647.3457 l
B
471.0332 647.3457 m
471.0332 647.3457 l
B
471.0332 647.3457 m
471.0332 647.1016 l
B
471.0332 647.1016 m
453.2988 478.377 l
B
453.2988 478.377 m
423.1211 191.6377 l
B
423.1211 191.6377 m
423.1211 191.8818 l
B
423.1211 191.8818 m
419.2988 631.416 l
B
419.2988 631.416 m
415.3965 177.9014 l
B
415.3965 177.9014 m
413.5215 636.291 l
B
413.5215 636.291 m
413.6055 312.249 l
B
413.6055 312.249 m
419.3809 256.0107 l
B
419.3809 256.0107 m
419.3809 256.0107 l
B
523.9863 598.5 m
504.1387 598.5 l
B
504.1387 598.5 m
467.2109 598.5 l
B
467.2109 598.5 m
467.2109 338.2568 l
B
467.2109 338.2568 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
449.4766 478.7822 l
B
449.4766 478.7822 m
419.2988 191.8018 l
B
419.2988 191.8018 m
419.2988 191.8018 l
B
419.2988 191.8018 m
419.2988 631.416 l
B
419.2988 631.416 m
419.2168 177.9014 l
B
419.2168 177.9014 m
419.2168 636.291 l
B
419.2168 636.291 m
419.2988 312.249 l
B
419.2988 312.249 m
419.3809 256.0107 l
B
419.3809 256.0107 m
419.3809 256.0107 l
B
523.9863 598.7441 m
504.1387 598.5 l
B
504.1387 598.5 m
466.7227 598.0117 l
B
466.7227 598.0117 m
463.3047 338.2568 l
B
463.3047 338.2568 m
463.3867 647.752 l
B
463.3867 647.752 m
463.3867 647.752 l
B
463.3867 647.752 m
463.3867 647.916 l
B
463.3867 647.916 m
445.7363 479.1094 l
B
445.7363 479.1094 m
415.5586 191.9609 l
B
415.5586 191.9609 m
415.5586 191.8018 l
B
415.5586 191.8018 m
419.2988 631.416 l
B
419.2988 631.416 m
423.0391 177.9014 l
B
423.0391 177.9014 m
424.8301 636.291 l
B
424.8301 636.291 m
424.9102 312.1699 l
B
424.9102 312.1699 m
419.3809 256.0107 l
B
419.3809 256.0107 m
419.3809 256.0107 l
B
523.9863 610.7715 m
504.1387 611.0977 l
B
504.1387 611.0977 m
479.3301 611.5039 l
B
479.3301 611.5039 m
483.4766 338.8242 l
B
483.4766 338.8242 m
471.1133 647.3457 l
B
471.1133 647.3457 m
471.1133 647.3457 l
B
471.1133 647.3457 m
471.0332 647.1016 l
B
471.0332 647.1016 m
446.4668 478.459 l
B
523.9863 611.0977 m
504.1387 611.0977 l
B
504.1387 611.0977 m
479.0039 611.1777 l
B
479.0039 611.1777 m
479.5742 338.7451 l
B
479.5742 338.7451 m
467.2891 647.5078 l
B
467.2891 647.5078 m
467.2891 647.5078 l
B
467.2891 647.5078 m
467.2891 647.5078 l
B
467.2891 647.5078 m
442.7266 478.8652 l
B
523.9863 611.3418 m
504.1387 611.0977 l
B
504.1387 611.0977 m
478.5977 610.8535 l
B
478.5977 610.8535 m
475.668 338.666 l
B
475.668 338.666 m
463.3867 647.752 l
B
463.3867 647.752 m
463.3867 647.752 l
B
463.3867 647.752 m
463.4668 647.916 l
B
463.4668 647.916 m
438.9824 479.2705 l
B
523.9863 610.7715 m
504.1387 611.0977 l
B
504.1387 611.0977 m
481.1191 611.5039 l
B
481.1191 611.5039 m
485.4297 338.501 l
B
485.4297 338.501 m
471.0332 647.3457 l
B
471.0332 647.3457 m
471.0332 647.3457 l
B
471.0332 647.3457 m
471.0332 647.1016 l
B
471.0332 647.1016 m
445.4922 479.6758 l
B
523.9863 611.0977 m
504.1387 611.0977 l
B
504.1387 611.0977 m
480.793 611.1777 l
B
480.793 611.1777 m
481.5234 338.4219 l
B
481.5234 338.4219 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
441.75 480.082 l
B
523.9863 611.3418 m
504.1387 611.0977 l
B
504.1387 611.0977 m
480.5508 610.8535 l
B
480.5508 610.8535 m
477.6211 338.3359 l
B
477.6211 338.3359 m
463.3867 647.752 l
B
463.3867 647.752 m
463.3867 647.752 l
B
463.3867 647.752 m
463.3867 647.916 l
B
463.3867 647.916 m
437.9277 480.4082 l
B
523.9863 585.5781 m
504.1387 585.8223 l
B
504.1387 585.8223 m
454.1934 586.3896 l
B
454.1934 586.3896 m
456.7969 338.666 l
B
456.7969 338.666 m
471.0332 647.3457 l
B
471.0332 647.3457 m
471.0332 647.3457 l
B
471.0332 647.3457 m
470.9512 647.1836 l
B
470.9512 647.1836 m
461.0293 477.0762 l
B
523.9863 585.9023 m
504.1387 585.8223 l
B
504.1387 585.8223 m
453.543 585.7402 l
B
453.543 585.7402 m
452.8945 338.7451 l
B
452.8945 338.7451 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
457.2051 477.4004 l
B
523.9863 586.1465 m
504.1387 585.8223 l
B
504.1387 585.8223 m
452.8945 585.0078 l
B
452.8945 585.0078 m
448.9883 338.8242 l
B
448.9883 338.8242 m
463.3867 647.752 l
B
463.3867 647.752 m
463.3867 647.752 l
B
463.3867 647.752 m
463.3867 647.916 l
B
463.3867 647.916 m
453.4609 477.8057 l
B
523.9863 585.5781 m
504.1387 585.8223 l
B
504.1387 585.8223 m
456.0645 586.3076 l
B
456.0645 586.3076 m
458.75 338.3359 l
B
458.75 338.3359 m
471.0332 647.3457 l
B
471.0332 647.3457 m
471.0332 647.3457 l
B
471.0332 647.3457 m
471.0332 647.1836 l
B
471.0332 647.1836 m
460.0527 478.2148 l
B
523.9863 585.9023 m
504.1387 585.8223 l
B
504.1387 585.8223 m
455.4141 585.7402 l
B
455.4141 585.7402 m
454.8477 338.4219 l
B
454.8477 338.4219 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
456.2285 478.6211 l
B
523.9863 586.1465 m
504.1387 585.8223 l
B
504.1387 585.8223 m
454.7637 585.0898 l
B
454.7637 585.0898 m
451.0234 338.501 l
B
451.0234 338.501 m
463.3867 647.752 l
B
463.3867 647.752 m
463.3867 647.752 l
B
463.3867 647.752 m
463.3867 647.916 l
B
463.3867 647.916 m
452.4883 479.0264 l
B
523.9863 598.5 m
504.1387 598.5 l
B
504.1387 598.5 m
467.2891 598.5 l
B
467.2891 598.5 m
467.5332 338.2568 l
B
467.5332 338.2568 m
467.5332 647.4277 l
B
467.5332 647.4277 m
467.5332 647.4277 l
B
467.5332 647.4277 m
467.4551 647.1836 l
B
467.4551 647.1836 m
449.7207 478.459 l
B
449.7207 478.459 m
419.543 191.2344 l
B
419.543 191.2344 m
419.543 190.9902 l
B
419.543 190.9902 m
419.2988 631.416 l
B
419.2988 631.416 m
418.9727 178.3096 l
B
418.9727 178.3096 m
418.8926 636.1289 l
B
418.8926 636.1289 m
418.9727 311.5166 l
B
418.9727 311.5166 m
419.3809 256.0107 l
B
419.3809 256.0107 m
419.3809 256.0107 l
B
523.9863 598.5 m
504.1387 598.5 l
B
504.1387 598.5 m
467.2109 598.5 l
B
467.2109 598.5 m
467.2109 338.2568 l
B
467.2109 338.2568 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
449.4766 478.7822 l
B
449.4766 478.7822 m
419.2988 191.8018 l
B
419.2988 191.8018 m
419.2988 191.8018 l
B
419.2988 191.8018 m
419.2988 631.416 l
B
419.2988 631.416 m
419.2168 177.9014 l
B
419.2168 177.9014 m
419.2168 636.291 l
B
419.2168 636.291 m
419.2988 312.249 l
B
419.2988 312.249 m
419.3809 256.0107 l
B
419.3809 256.0107 m
419.3809 256.0107 l
B
504.1387 598.5 m
467.2109 598.5 l
B
467.2109 598.5 m
466.9668 338.3359 l
B
466.9668 338.3359 m
466.9668 647.5898 l
B
466.9668 647.5898 m
466.9668 647.5898 l
B
466.9668 647.5898 m
466.9668 647.834 l
B
466.9668 647.834 m
449.2324 479.0264 l
B
449.2324 479.0264 m
419.1367 192.3691 l
B
419.1367 192.3691 m
419.1367 192.6934 l
B
419.1367 192.6934 m
419.2988 631.416 l
B
419.2988 631.416 m
419.3809 177.498 l
B
419.3809 177.498 m
419.543 636.5352 l
B
419.543 636.5352 m
419.625 312.9814 l
B
419.625 312.9814 m
419.3809 256.0107 l
B
419.3809 256.0107 m
419.3809 256.0107 l
B
523.9863 611.0977 m
504.1387 611.0977 l
B
504.1387 611.0977 m
479.0039 611.1777 l
B
479.0039 611.1777 m
479.8184 338.5801 l
B
479.8184 338.5801 m
467.5332 647.4277 l
B
467.5332 647.4277 m
467.5332 647.4277 l
B
467.5332 647.4277 m
467.4551 647.1836 l
B
467.4551 647.1836 m
442.9707 478.5381 l
B
523.9863 611.0977 m
504.1387 611.0977 l
B
504.1387 611.0977 m
479.0039 611.1777 l
B
479.0039 611.1777 m
479.5742 338.7451 l
B
479.5742 338.7451 m
467.2891 647.5078 l
B
467.2891 647.5078 m
467.2891 647.5078 l
B
467.2891 647.5078 m
467.2891 647.5078 l
B
467.2891 647.5078 m
442.7266 478.8652 l
B
523.9863 611.0977 m
504.1387 611.0977 l
B
504.1387 611.0977 m
478.9219 611.1777 l
B
478.9219 611.1777 m
479.248 338.9102 l
B
479.248 338.9102 m
466.9668 647.5898 l
B
466.9668 647.5898 m
466.9668 647.5898 l
B
466.9668 647.5898 m
467.0449 647.834 l
B
467.0449 647.834 m
442.4824 479.1875 l
B
523.9863 611.0977 m
504.1387 611.0977 l
B
504.1387 611.0977 m
480.875 611.1777 l
B
480.875 611.1777 m
481.7676 338.4219 l
B
481.7676 338.4219 m
467.5332 647.4277 l
B
467.5332 647.4277 m
467.5332 647.4277 l
B
467.5332 647.4277 m
467.4551 647.1836 l
B
467.4551 647.1836 m
441.9941 479.7588 l
B
523.9863 611.0977 m
504.1387 611.0977 l
B
504.1387 611.0977 m
480.793 611.1777 l
B
480.793 611.1777 m
481.5234 338.4219 l
B
481.5234 338.4219 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
441.75 480.082 l
B
523.9863 611.0977 m
504.1387 611.0977 l
B
504.1387 611.0977 m
480.793 611.1777 l
B
480.793 611.1777 m
481.2012 338.3359 l
B
481.2012 338.3359 m
466.9668 647.5898 l
B
466.9668 647.5898 m
466.9668 647.5898 l
B
466.9668 647.5898 m
466.9668 647.834 l
B
466.9668 647.834 m
441.5059 480.3262 l
B
523.9863 585.9023 m
504.1387 585.8223 l
B
504.1387 585.8223 m
453.627 585.7402 l
B
453.627 585.7402 m
453.2168 338.5801 l
B
453.2168 338.5801 m
467.4551 647.4277 l
B
467.4551 647.4277 m
467.4551 647.4277 l
B
467.4551 647.4277 m
467.4551 647.1836 l
B
467.4551 647.1836 m
457.5293 477.1563 l
B
523.9863 585.9023 m
504.1387 585.8223 l
B
504.1387 585.8223 m
453.543 585.7402 l
B
453.543 585.7402 m
452.8945 338.7451 l
B
452.8945 338.7451 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
457.2051 477.4004 l
B
523.9863 585.9023 m
504.1387 585.8223 l
B
504.1387 585.8223 m
453.4609 585.7402 l
B
453.4609 585.7402 m
452.6504 338.8242 l
B
452.6504 338.8242 m
466.8848 647.5898 l
B
466.8848 647.5898 m
466.8848 647.5898 l
B
466.8848 647.5898 m
466.8848 647.834 l
B
466.8848 647.834 m
456.9609 477.7266 l
B
523.9863 585.9023 m
504.1387 585.8223 l
B
504.1387 585.8223 m
455.4961 585.7402 l
B
455.4961 585.7402 m
455.1699 338.4219 l
B
455.1699 338.4219 m
467.5332 647.4277 l
B
467.5332 647.4277 m
467.5332 647.4277 l
B
467.5332 647.4277 m
467.4551 647.1836 l
B
467.4551 647.1836 m
456.5527 478.2939 l
B
523.9863 585.9023 m
504.1387 585.8223 l
B
504.1387 585.8223 m
455.4141 585.7402 l
B
455.4141 585.7402 m
454.8477 338.4219 l
B
454.8477 338.4219 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
467.2109 647.5078 l
B
467.2109 647.5078 m
456.2285 478.6211 l
B
523.9863 585.9023 m
504.1387 585.8223 l
B
504.1387 585.8223 m
455.334 585.7402 l
B
455.334 585.7402 m
454.6035 338.3359 l
B
454.6035 338.3359 m
466.9668 647.5898 l
B
466.9668 647.5898 m
466.9668 647.5898 l
B
466.9668 647.5898 m
466.9668 647.834 l
B
466.9668 647.834 m
455.9844 478.9434 l
B
u
1 w
523.9863 598.5 m
523.9863 98.1113 524.0625 98.1113 523.9863 98.1113 c
354.9102 98.1113 l
354.9102 717.1113 l
523.9102 717.1113 L
523.9863 598.5 L
s
502.9102 598.1113 m
547.9102 598.1113 l
S
U
452.4004 640.1665 m
387.6006 640.1665 L
387.6006 712.1665 L
452.4004 712.1665 L
452.4004 640.1665 L
s
1 O
0 0 0 1 k
0 w
200.3623 600.3945 m
201.9888 599.7446 l
B
201.9888 599.7446 m
200.3623 598.2012 l
B
201.9888 599.7446 m
202.6416 598.2012 l
B
202.6416 598.2012 m
200.3623 598.2012 l
B
202.6416 598.2012 m
201.9888 596.5747 l
B
201.9888 596.5747 m
200.3623 598.2012 l
B
201.9888 596.5747 m
200.3623 595.9248 l
B
200.3623 595.9248 m
200.3623 598.2012 l
B
200.3623 595.9248 m
198.8184 596.5747 l
B
198.8184 596.5747 m
200.3623 598.2012 l
B
198.8184 596.5747 m
198.1685 598.2012 l
B
198.1685 598.2012 m
200.3623 598.2012 l
B
198.1685 598.2012 m
198.8184 599.7446 l
B
198.8184 599.7446 m
200.3623 598.2012 l
B
198.8184 599.7446 m
200.3623 600.3945 l
B
200.3623 600.3945 m
200.3623 598.2012 l
B
200.3623 602.6709 m
203.6182 601.3677 l
B
203.6182 601.3677 m
201.9888 599.7446 l
B
203.6182 601.3677 m
204.918 598.2012 l
B
204.918 598.2012 m
202.6416 598.2012 l
B
204.918 598.2012 m
203.6182 594.9482 l
B
203.6182 594.9482 m
201.9888 596.5747 l
B
203.6182 594.9482 m
200.3623 593.6484 l
B
200.3623 593.6484 m
200.3623 595.9248 l
B
200.3623 593.6484 m
197.1919 594.9482 l
B
197.1919 594.9482 m
198.8184 596.5747 l
B
197.1919 594.9482 m
195.8892 598.2012 l
B
195.8892 598.2012 m
198.1685 598.2012 l
B
195.8892 598.2012 m
197.1919 601.3677 l
B
197.1919 601.3677 m
198.8184 599.7446 l
B
197.1919 601.3677 m
200.3623 602.6709 l
B
200.3623 602.6709 m
200.3623 600.3945 l
B
200.3623 604.9438 m
205.1621 602.915 l
B
205.1621 602.915 m
203.6182 601.3677 l
B
205.1621 602.915 m
207.1973 598.2012 l
B
207.1973 598.2012 m
204.918 598.2012 l
B
207.1973 598.2012 m
205.1621 593.4043 l
B
205.1621 593.4043 m
203.6182 594.9482 l
B
205.1621 593.4043 m
200.3623 591.3726 l
B
200.3623 591.3726 m
200.3623 593.6484 l
B
200.3623 591.3726 m
195.5625 593.4043 l
B
195.5625 593.4043 m
197.1919 594.9482 l
B
195.5625 593.4043 m
193.6128 598.2012 l
B
193.6128 598.2012 m
195.8892 598.2012 l
B
193.6128 598.2012 m
195.5625 602.915 l
B
195.5625 602.915 m
197.1919 601.3677 l
B
195.5625 602.915 m
200.3623 604.9438 l
B
200.3623 604.9438 m
200.3623 602.6709 l
B
200.3623 607.2197 m
206.7881 604.5381 l
B
206.7881 604.5381 m
205.1621 602.915 l
B
206.7881 604.5381 m
209.4736 598.2012 l
B
209.4736 598.2012 m
207.1973 598.2012 l
B
209.4736 598.2012 m
206.7881 591.7783 l
B
206.7881 591.7783 m
205.1621 593.4043 l
B
206.7881 591.7783 m
200.3623 589.0962 l
B
200.3623 589.0962 m
200.3623 591.3726 l
B
200.3623 589.0962 m
194.0186 591.7783 l
B
194.0186 591.7783 m
195.5625 593.4043 l
B
194.0186 591.7783 m
191.3335 598.2012 l
B
191.3335 598.2012 m
193.6128 598.2012 l
B
191.3335 598.2012 m
194.0186 604.5381 l
B
194.0186 604.5381 m
195.5625 602.915 l
B
194.0186 604.5381 m
200.3623 607.2197 l
B
200.3623 607.2197 m
200.3623 604.9438 l
B
200.3623 609.417 m
208.415 606.1646 l
B
208.415 606.1646 m
206.7881 604.5381 l
B
208.415 606.1646 m
211.6709 598.2012 l
B
211.6709 598.2012 m
209.4736 598.2012 l
B
211.6709 598.2012 m
208.415 590.1519 l
B
208.415 590.1519 m
206.7881 591.7783 l
B
208.415 590.1519 m
200.3623 586.9023 l
B
200.3623 586.9023 m
200.3623 589.0962 l
B
200.3623 586.9023 m
192.3921 590.1519 l
B
192.3921 590.1519 m
194.0186 591.7783 l
B
192.3921 590.1519 m
189.1396 598.2012 l
B
189.1396 598.2012 m
191.3335 598.2012 l
B
189.1396 598.2012 m
192.3921 606.1646 l
B
192.3921 606.1646 m
194.0186 604.5381 l
B
192.3921 606.1646 m
200.3623 609.417 l
B
200.3623 609.417 m
200.3623 607.2197 l
B
200.3623 611.6899 m
209.9619 607.708 l
B
209.9619 607.708 m
208.415 606.1646 l
B
209.9619 607.708 m
213.9473 598.2012 l
B
213.9473 598.2012 m
211.6709 598.2012 l
B
213.9473 598.2012 m
209.9619 588.6079 l
B
209.9619 588.6079 m
208.415 590.1519 l
B
209.9619 588.6079 m
200.3623 584.6265 l
B
200.3623 584.6265 m
200.3623 586.9023 l
B
200.3623 584.6265 m
190.8452 588.6079 l
B
190.8452 588.6079 m
192.3921 590.1519 l
B
190.8452 588.6079 m
186.8604 598.2012 l
B
186.8604 598.2012 m
189.1396 598.2012 l
B
186.8604 598.2012 m
190.8452 607.708 l
B
190.8452 607.708 m
192.3921 606.1646 l
B
190.8452 607.708 m
200.3623 611.6899 l
B
200.3623 611.6899 m
200.3623 609.417 l
B
200.3623 613.9658 m
211.5879 609.3345 l
B
211.5879 609.3345 m
209.9619 607.708 l
B
211.5879 609.3345 m
216.2266 598.2012 l
B
216.2266 598.2012 m
213.9473 598.2012 l
B
216.2266 598.2012 m
211.5879 586.9849 l
B
211.5879 586.9849 m
209.9619 588.6079 l
B
211.5879 586.9849 m
200.3623 582.3501 l
B
200.3623 582.3501 m
200.3623 584.6265 l
B
200.3623 582.3501 m
189.2188 586.9849 l
B
189.2188 586.9849 m
190.8452 588.6079 l
B
189.2188 586.9849 m
184.584 598.2012 l
B
184.584 598.2012 m
186.8604 598.2012 l
B
184.584 598.2012 m
189.2188 609.3345 l
B
189.2188 609.3345 m
190.8452 607.708 l
B
189.2188 609.3345 m
200.3623 613.9658 l
B
200.3623 613.9658 m
200.3623 611.6899 l
B
200.3623 616.2422 m
213.2148 610.9609 l
B
213.2148 610.9609 m
211.5879 609.3345 l
B
213.2148 610.9609 m
218.5029 598.2012 l
B
218.5029 598.2012 m
216.2266 598.2012 l
B
218.5029 598.2012 m
213.2148 585.3584 l
B
213.2148 585.3584 m
211.5879 586.9849 l
B
213.2148 585.3584 m
200.3623 580.0737 l
B
200.3623 580.0737 m
200.3623 582.3501 l
B
200.3623 580.0737 m
187.5923 585.3584 l
B
187.5923 585.3584 m
189.2188 586.9849 l
B
187.5923 585.3584 m
182.3047 598.2012 l
B
182.3047 598.2012 m
184.584 598.2012 l
B
182.3047 598.2012 m
187.5923 610.9609 l
B
187.5923 610.9609 m
189.2188 609.3345 l
B
187.5923 610.9609 m
200.3623 616.2422 l
B
200.3623 616.2422 m
200.3623 613.9658 l
B
200.3623 600.3945 m
201.9888 599.7446 l
B
201.9888 599.7446 m
200.3623 598.2012 l
B
201.9888 599.7446 m
202.6416 598.2012 l
B
202.6416 598.2012 m
200.3623 598.2012 l
B
202.6416 598.2012 m
201.9888 596.5747 l
B
201.9888 596.5747 m
200.3623 598.2012 l
B
201.9888 596.5747 m
200.3623 595.9248 l
B
200.3623 595.9248 m
200.3623 598.2012 l
B
200.3623 595.9248 m
198.8184 596.5747 l
B
198.8184 596.5747 m
200.3623 598.2012 l
B
198.8184 596.5747 m
198.1685 598.2012 l
B
198.1685 598.2012 m
200.3623 598.2012 l
B
198.1685 598.2012 m
198.8184 599.7446 l
B
198.8184 599.7446 m
200.3623 598.2012 l
B
198.8184 599.7446 m
200.3623 600.3945 l
B
200.3623 600.3945 m
200.3623 598.2012 l
B
200.3623 602.6709 m
203.5356 601.2886 l
B
203.5356 601.2886 m
201.9888 599.7446 l
B
203.5356 601.2886 m
204.8354 598.2012 l
B
204.8354 598.2012 m
202.6416 598.2012 l
B
204.8354 598.2012 m
203.5356 595.0308 l
B
203.5356 595.0308 m
201.9888 596.5747 l
B
203.5356 595.0308 m
200.3623 593.731 l
B
200.3623 593.731 m
200.3623 595.9248 l
B
200.3623 593.731 m
197.2715 595.0308 l
B
197.2715 595.0308 m
198.8184 596.5747 l
B
197.2715 595.0308 m
195.8892 598.2012 l
B
195.8892 598.2012 m
198.1685 598.2012 l
B
195.8892 598.2012 m
197.2715 601.2886 l
B
197.2715 601.2886 m
198.8184 599.7446 l
B
197.2715 601.2886 m
200.3623 602.6709 l
B
200.3623 602.6709 m
200.3623 600.3945 l
B
200.3623 604.8647 m
205.1621 602.915 l
B
205.1621 602.915 m
203.5356 601.2886 l
B
205.1621 602.915 m
207.1152 598.2012 l
B
207.1152 598.2012 m
204.8354 598.2012 l
B
207.1152 598.2012 m
205.1621 593.4043 l
B
205.1621 593.4043 m
203.5356 595.0308 l
B
205.1621 593.4043 m
200.3623 591.4551 l
B
200.3623 591.4551 m
200.3623 593.731 l
B
200.3623 591.4551 m
195.645 593.4043 l
B
195.645 593.4043 m
197.2715 595.0308 l
B
195.645 593.4043 m
193.6919 598.2012 l
B
193.6919 598.2012 m
195.8892 598.2012 l
B
193.6919 598.2012 m
195.645 602.915 l
B
195.645 602.915 m
197.2715 601.2886 l
B
195.645 602.915 m
200.3623 604.8647 l
B
200.3623 604.8647 m
200.3623 602.6709 l
B
200.3623 607.1406 m
206.709 604.459 l
B
206.709 604.459 m
205.1621 602.915 l
B
206.709 604.459 m
209.3115 598.2012 l
B
209.3115 598.2012 m
207.1152 598.2012 l
B
209.3115 598.2012 m
206.709 591.8608 l
B
206.709 591.8608 m
205.1621 593.4043 l
B
206.709 591.8608 m
200.3623 589.2578 l
B
200.3623 589.2578 m
200.3623 591.4551 l
B
200.3623 589.2578 m
194.1011 591.8608 l
B
194.1011 591.8608 m
195.645 593.4043 l
B
194.1011 591.8608 m
191.416 598.2012 l
B
191.416 598.2012 m
193.6919 598.2012 l
B
191.416 598.2012 m
194.1011 604.459 l
B
194.1011 604.459 m
195.645 602.915 l
B
194.1011 604.459 m
200.3623 607.1406 l
B
200.3623 607.1406 m
200.3623 604.8647 l
B
200.3623 609.3345 m
208.3359 606.082 l
B
208.3359 606.082 m
206.709 604.459 l
B
208.3359 606.082 m
211.5879 598.2012 l
B
211.5879 598.2012 m
209.3115 598.2012 l
B
211.5879 598.2012 m
208.3359 590.2344 l
B
208.3359 590.2344 m
206.709 591.8608 l
B
208.3359 590.2344 m
200.3623 586.9849 l
B
200.3623 586.9849 m
200.3623 589.2578 l
B
200.3623 586.9849 m
192.4717 590.2344 l
B
192.4717 590.2344 m
194.1011 591.8608 l
B
192.4717 590.2344 m
189.2188 598.2012 l
B
189.2188 598.2012 m
191.416 598.2012 l
B
189.2188 598.2012 m
192.4717 606.082 l
B
192.4717 606.082 m
194.1011 604.459 l
B
192.4717 606.082 m
200.3623 609.3345 l
B
200.3623 609.3345 m
200.3623 607.1406 l
B
200.3623 611.6108 m
209.8799 607.6289 l
B
209.8799 607.6289 m
208.3359 606.082 l
B
209.8799 607.6289 m
213.7852 598.2012 l
B
213.7852 598.2012 m
211.5879 598.2012 l
B
213.7852 598.2012 m
209.8799 588.6904 l
B
209.8799 588.6904 m
208.3359 590.2344 l
B
209.8799 588.6904 m
200.3623 584.7881 l
B
200.3623 584.7881 m
200.3623 586.9849 l
B
200.3623 584.7881 m
190.9277 588.6904 l
B
190.9277 588.6904 m
192.4717 590.2344 l
B
190.9277 588.6904 m
186.9429 598.2012 l
B
186.9429 598.2012 m
189.2188 598.2012 l
B
186.9429 598.2012 m
190.9277 607.6289 l
B
190.9277 607.6289 m
192.4717 606.082 l
B
190.9277 607.6289 m
200.3623 611.6108 l
B
200.3623 611.6108 m
200.3623 609.3345 l
B
200.3623 613.8042 m
211.5059 609.252 l
B
211.5059 609.252 m
209.8799 607.6289 l
B
211.5059 609.252 m
216.0615 598.2012 l
B
216.0615 598.2012 m
213.7852 598.2012 l
B
216.0615 598.2012 m
211.5059 587.064 l
B
211.5059 587.064 m
209.8799 588.6904 l
B
211.5059 587.064 m
200.3623 582.5151 l
B
200.3623 582.5151 m
200.3623 584.7881 l
B
200.3623 582.5151 m
189.3013 587.064 l
B
189.3013 587.064 m
190.9277 588.6904 l
B
189.3013 587.064 m
184.7456 598.2012 l
B
184.7456 598.2012 m
186.9429 598.2012 l
B
184.7456 598.2012 m
189.3013 609.252 l
B
189.3013 609.252 m
190.9277 607.6289 l
B
189.3013 609.252 m
200.3623 613.8042 l
B
200.3623 613.8042 m
200.3623 611.6108 l
B
200.3623 616.0806 m
213.0527 610.7959 l
B
213.0527 610.7959 m
211.5059 609.252 l
B
213.0527 610.7959 m
218.2588 598.2012 l
B
218.2588 598.2012 m
216.0615 598.2012 l
B
218.2588 598.2012 m
213.0527 585.52 l
B
213.0527 585.52 m
211.5059 587.064 l
B
213.0527 585.52 m
200.3623 580.3179 l
B
200.3623 580.3179 m
200.3623 582.5151 l
B
200.3623 580.3179 m
187.7544 585.52 l
B
187.7544 585.52 m
189.3013 587.064 l
B
187.7544 585.52 m
182.4692 598.2012 l
B
182.4692 598.2012 m
184.7456 598.2012 l
B
182.4692 598.2012 m
187.7544 610.7959 l
B
187.7544 610.7959 m
189.3013 609.252 l
B
187.7544 610.7959 m
200.3623 616.0806 l
B
200.3623 616.0806 m
200.3623 613.8042 l
B
165.9556 338.5273 m
181.249 338.3652 l
B
181.249 338.3652 m
181.249 338.2832 l
B
181.249 338.3652 m
196.5391 338.2031 l
B
196.5391 338.2031 m
194.6685 338.1211 l
B
181.249 338.2832 m
194.6685 338.1211 l
B
194.6685 338.1211 m
192.7158 338.0391 l
B
167.9082 338.4473 m
181.249 338.2832 l
B
181.249 338.2832 m
181.249 338.2031 l
B
201.583 614.6982 m
217.8525 608.6846 l
B
217.8525 608.6846 m
215.6553 607.3848 l
B
184.6631 611.1226 m
201.583 614.6982 l
B
201.583 614.6982 m
201.5039 612.6665 l
B
169.7788 338.2832 m
181.249 338.2031 l
B
181.249 338.2031 m
181.249 338.1211 l
B
181.249 338.2031 m
192.7158 338.0391 l
B
192.7158 338.0391 m
190.8452 337.959 l
B
196.5391 338.2031 m
202.8857 338.1211 l
B
202.8857 338.1211 m
200.2007 338.0391 l
B
159.6909 338.6094 m
165.9556 338.5273 l
B
165.9556 338.5273 m
167.9082 338.4473 l
B
186.6162 609.4961 m
201.5039 612.6665 l
B
201.5039 612.6665 m
201.3389 610.5518 l
B
201.5039 612.6665 m
215.6553 607.3848 l
B
215.6553 607.3848 m
213.459 606.0024 l
B
171.7319 338.2031 m
181.249 338.1211 l
B
181.249 338.1211 m
181.249 338.0391 l
B
181.249 338.1211 m
190.8452 337.959 l
B
190.8452 337.959 m
188.8955 337.959 l
B
194.6685 338.1211 m
200.2007 338.0391 l
B
200.2007 338.0391 m
197.5156 337.959 l
B
162.3765 338.5273 m
167.9082 338.4473 l
B
167.9082 338.4473 m
169.7788 338.2832 l
B
188.6514 607.8696 m
201.3389 610.5518 l
B
201.3389 610.5518 m
201.1772 608.5229 l
B
201.3389 610.5518 m
213.459 606.0024 l
B
213.459 606.0024 m
211.2617 604.7031 l
B
217.8525 608.6846 m
223.8701 596.4131 l
B
223.8701 596.4131 m
220.9434 596.6538 l
B
176.9375 599.9063 m
184.6631 611.1226 l
B
184.6631 611.1226 m
186.6162 609.4961 l
B
165.0615 338.3652 m
169.7788 338.2832 l
B
169.7788 338.2832 m
171.7319 338.2031 l
B
192.7158 338.0391 m
197.5156 337.959 l
B
197.5156 337.959 m
194.8335 337.959 l
B
181.249 338.0391 m
188.8955 337.959 l
B
188.8955 337.959 m
187.022 337.959 l
B
173.6021 338.1211 m
181.249 338.0391 l
B
181.249 338.0391 m
181.249 338.0391 l
B
190.6011 606.2466 m
201.1772 608.5229 l
B
201.1772 608.5229 m
201.0156 606.4082 l
B
201.1772 608.5229 m
211.2617 604.7031 l
B
211.2617 604.7031 m
209.1475 603.3999 l
B
215.6553 607.3848 m
220.9434 596.6538 l
B
220.9434 596.6538 m
218.0146 596.8979 l
B
179.8667 599.6621 m
186.6162 609.4961 l
B
186.6162 609.4961 m
188.6514 607.8696 l
B
167.7437 338.2832 m
171.7319 338.2031 l
B
171.7319 338.2031 m
173.6021 338.1211 l
B
190.8452 337.959 m
194.8335 337.959 l
B
194.8335 337.959 m
192.0659 337.959 l
B
213.459 606.0024 m
218.0146 596.8979 l
B
218.0146 596.8979 m
215.085 597.063 l
B
182.793 599.4185 m
188.6514 607.8696 l
B
188.6514 607.8696 m
190.6011 606.2466 l
B
201.0156 606.4082 m
209.1475 603.3999 l
B
209.1475 603.3999 m
206.9531 602.1001 l
B
192.5542 604.6206 m
201.0156 606.4082 l
B
201.0156 606.4082 m
200.8506 604.3765 l
B
181.249 338.0391 m
187.022 337.959 l
B
187.022 337.959 m
185.0723 337.959 l
B
175.5552 338.0391 m
181.249 338.0391 l
B
181.249 338.0391 m
181.249 337.959 l
B
170.4287 338.2031 m
173.6021 338.1211 l
B
173.6021 338.1211 m
175.5552 338.0391 l
B
188.8955 337.959 m
192.0659 337.959 l
B
192.0659 337.959 m
189.3804 337.877 l
B
185.7222 599.2563 m
190.6011 606.2466 l
B
190.6011 606.2466 m
192.5542 604.6206 l
B
211.2617 604.7031 m
215.085 597.063 l
B
215.085 597.063 m
212.0762 597.3071 l
B
161.0767 647.0469 m
166.1172 646.8027 l
B
166.1172 646.8027 m
166.1172 646.8818 l
B
166.1172 646.8027 m
171.2437 646.8818 l
B
171.2437 646.8818 m
170.5903 646.9644 l
B
161.7266 647.0469 m
166.1172 646.8818 l
B
166.1172 646.8818 m
166.1172 646.9644 l
B
166.1172 646.8818 m
170.5903 646.9644 l
B
170.5903 646.9644 m
169.9404 646.9644 l
B
200.8506 604.3765 m
206.9531 602.1001 l
B
206.9531 602.1001 m
204.7563 600.8003 l
B
194.5068 602.9941 m
200.8506 604.3765 l
B
200.8506 604.3765 m
200.689 602.3442 l
B
188.6514 599.0127 m
192.5542 604.6206 l
B
192.5542 604.6206 m
194.5068 602.9941 l
B
209.1475 603.3999 m
212.0762 597.3071 l
B
212.0762 597.3071 m
209.1475 597.5479 l
B
173.1963 338.1211 m
175.5552 338.0391 l
B
175.5552 338.0391 m
177.4253 338.0391 l
B
187.022 337.959 m
189.3804 337.877 l
B
189.3804 337.877 m
186.6987 337.877 l
B
181.249 337.959 m
185.0723 337.959 l
B
185.0723 337.959 m
183.1982 337.959 l
B
177.4253 338.0391 m
181.249 337.959 l
B
181.249 337.959 m
181.249 337.959 l
B
166.1172 646.9644 m
169.9404 646.9644 l
B
169.9404 646.9644 m
169.2905 647.0469 l
B
162.2939 647.0469 m
166.1172 646.9644 l
B
166.1172 646.9644 m
166.1172 646.9644 l
B
158.9585 647.291 m
161.0767 647.0469 l
B
161.0767 647.0469 m
161.7266 647.0469 l
B
171.2437 646.8818 m
173.3579 647.126 l
B
173.3579 647.126 m
172.4639 647.126 l
B
162.9468 647.126 m
166.1172 646.9644 l
B
166.1172 646.9644 m
166.1172 647.0469 l
B
166.1172 646.9644 m
169.2905 647.0469 l
B
169.2905 647.0469 m
168.7197 647.0469 l
B
159.856 647.291 m
161.7266 647.0469 l
B
161.7266 647.0469 m
162.2939 647.0469 l
B
170.5903 646.9644 m
172.4639 647.126 l
B
172.4639 647.126 m
171.5669 647.126 l
B
206.9531 602.1001 m
209.1475 597.5479 l
B
209.1475 597.5479 m
206.2207 597.7129 l
B
191.5776 598.7686 m
194.5068 602.9941 l
B
194.5068 602.9941 m
196.46 601.3677 l
B
196.46 601.3677 m
200.689 602.3442 l
B
200.689 602.3442 m
200.5273 600.2329 l
B
200.689 602.3442 m
204.7563 600.8003 l
B
204.7563 600.8003 m
202.5591 599.5005 l
B
166.1172 647.0469 m
168.9639 647.0469 l
B
168.9639 647.0469 m
168.6406 647.0469 l
B
163.3525 647.126 m
166.1172 647.0469 l
B
166.1172 647.0469 m
166.1172 647.0469 l
B
166.1172 646.8027 m
168.8848 646.7202 l
B
168.8848 646.7202 m
168.5581 646.8027 l
B
163.4351 647.126 m
166.1172 646.8027 l
B
166.1172 646.8027 m
166.1172 646.8818 l
B
160.75 647.291 m
162.2939 647.0469 l
B
162.2939 647.0469 m
162.9468 647.126 l
B
185.0723 337.959 m
186.6987 337.877 l
B
186.6987 337.877 m
184.0132 337.959 l
B
175.8784 338.0391 m
177.4253 338.0391 l
B
177.4253 338.0391 m
179.3784 337.959 l
B
169.9404 646.9644 m
171.5669 647.126 l
B
171.5669 647.126 m
170.6729 647.126 l
B
166.1172 647.0469 m
168.7197 647.0469 l
B
168.7197 647.0469 m
168.0698 647.126 l
B
163.5967 647.126 m
166.1172 647.0469 l
B
166.1172 647.0469 m
166.1172 647.0469 l
B
163.6792 647.126 m
166.1172 647.0469 l
B
166.1172 647.0469 m
166.1172 647.0469 l
B
166.1172 647.0469 m
168.6406 647.0469 l
B
168.6406 647.0469 m
168.2319 647.0469 l
B
166.1172 646.8818 m
168.5581 646.8027 l
B
168.5581 646.8027 m
168.2319 646.8818 l
B
163.7583 647.126 m
166.1172 646.8818 l
B
166.1172 646.8818 m
166.1172 646.8818 l
B
161.644 647.291 m
162.9468 647.126 l
B
162.9468 647.126 m
163.5967 647.126 l
B
169.2905 647.0469 m
170.6729 647.126 l
B
170.6729 647.126 m
169.7788 647.2085 l
B
166.1172 647.0469 m
168.2319 647.0469 l
B
168.2319 647.0469 m
167.9082 647.126 l
B
164.0024 647.126 m
166.1172 647.0469 l
B
166.1172 647.0469 m
166.1172 647.126 l
B
204.7563 600.8003 m
206.2207 597.7129 l
B
206.2207 597.7129 m
203.2915 597.957 l
B
194.5068 598.6069 m
196.46 601.3677 l
B
196.46 601.3677 m
198.4126 599.7446 l
B
166.1172 646.8818 m
168.2319 646.8818 l
B
168.2319 646.8818 m
167.8262 646.8818 l
B
164.085 647.126 m
166.1172 646.8818 l
B
166.1172 646.8818 m
166.1172 646.9644 l
B
162.1323 647.291 m
163.3525 647.126 l
B
163.3525 647.126 m
163.6792 647.126 l
B
168.9639 647.0469 m
170.1055 647.2085 l
B
170.1055 647.2085 m
169.6172 647.2085 l
B
162.2939 647.5317 m
163.4351 647.126 l
B
163.4351 647.126 m
163.7583 647.126 l
B
168.8848 646.7202 m
170.0229 646.9644 l
B
170.0229 646.9644 m
169.5347 646.9644 l
B
179.3784 337.959 m
181.249 337.959 l
B
181.249 337.959 m
181.249 337.959 l
B
181.249 337.959 m
183.1982 337.959 l
B
183.1982 337.959 m
181.249 337.959 l
B
166.1172 647.0469 m
168.0698 647.126 l
B
168.0698 647.126 m
167.4204 647.126 l
B
164.2466 647.126 m
166.1172 647.0469 l
B
166.1172 647.0469 m
166.1172 647.126 l
B
162.5381 647.291 m
163.5967 647.126 l
B
163.5967 647.126 m
164.2466 647.126 l
B
168.7197 647.0469 m
169.7788 647.2085 l
B
169.7788 647.2085 m
168.8022 647.2085 l
B
166.1172 647.126 m
167.9082 647.126 l
B
167.9082 647.126 m
167.582 647.126 l
B
164.4082 647.126 m
166.1172 647.126 l
B
166.1172 647.126 m
166.1172 647.126 l
B
162.6206 647.291 m
163.6792 647.126 l
B
163.6792 647.126 m
164.0024 647.126 l
B
168.6406 647.0469 m
169.6172 647.2085 l
B
169.6172 647.2085 m
169.1289 647.2085 l
B
166.1172 646.9644 m
167.8262 646.8818 l
B
167.8262 646.8818 m
167.4995 646.9644 l
B
164.4082 647.126 m
166.1172 646.9644 l
B
166.1172 646.9644 m
166.1172 647.0469 l
B
162.7822 647.4526 m
163.7583 647.126 l
B
163.7583 647.126 m
164.085 647.126 l
B
168.5581 646.8027 m
169.5347 646.9644 l
B
169.5347 646.9644 m
169.0464 646.9644 l
B
163.1909 647.291 m
164.0024 647.126 l
B
164.0024 647.126 m
164.4082 647.126 l
B
168.2319 647.0469 m
169.1289 647.2085 l
B
169.1289 647.2085 m
168.6406 647.2085 l
B
200.5273 600.2329 m
202.5591 599.5005 l
B
202.5591 599.5005 m
200.3623 598.2012 l
B
198.4126 599.7446 m
200.5273 600.2329 l
B
200.5273 600.2329 m
200.3623 598.2012 l
B
163.27 647.4526 m
164.085 647.126 l
B
164.085 647.126 m
164.4082 647.126 l
B
168.2319 646.8818 m
169.0464 646.9644 l
B
169.0464 646.9644 m
168.5581 647.0469 l
B
164.7349 647.126 m
166.1172 647.126 l
B
166.1172 647.126 m
166.1172 647.126 l
B
166.1172 647.126 m
167.582 647.126 l
B
167.582 647.126 m
167.1763 647.126 l
B
166.1172 647.0469 m
167.4995 646.9644 l
B
167.4995 646.9644 m
167.1763 647.0469 l
B
164.7349 647.2085 m
166.1172 647.0469 l
B
166.1172 647.0469 m
166.1172 647.0469 l
B
163.4351 647.291 m
164.2466 647.126 l
B
164.2466 647.126 m
164.8965 647.126 l
B
183.1982 337.959 m
184.0132 337.959 l
B
184.0132 337.959 m
181.249 337.959 l
B
178.5635 337.959 m
179.3784 337.959 l
B
179.3784 337.959 m
181.249 337.959 l
B
168.0698 647.126 m
168.8022 647.2085 l
B
168.8022 647.2085 m
167.9082 647.2085 l
B
164.8965 647.126 m
166.1172 647.126 l
B
166.1172 647.126 m
166.1172 647.2085 l
B
166.1172 647.126 m
167.4204 647.126 l
B
167.4204 647.126 m
166.7705 647.2085 l
B
163.6792 647.2085 m
164.4082 647.126 l
B
164.4082 647.126 m
164.7349 647.126 l
B
167.9082 647.126 m
168.6406 647.2085 l
B
168.6406 647.2085 m
168.1523 647.2085 l
B
163.6792 647.3701 m
164.4082 647.126 l
B
164.4082 647.126 m
164.7349 647.2085 l
B
167.8262 646.8818 m
168.5581 647.0469 l
B
168.5581 647.0469 m
168.0698 647.0469 l
B
165.0615 647.2085 m
166.1172 647.126 l
B
166.1172 647.126 m
166.1172 647.126 l
B
166.1172 647.126 m
167.1763 647.126 l
B
167.1763 647.126 m
166.8496 647.2085 l
B
202.5591 599.5005 m
203.2915 597.957 l
B
203.2915 597.957 m
200.3623 598.2012 l
B
197.436 598.3628 m
198.4126 599.7446 l
B
198.4126 599.7446 m
200.3623 598.2012 l
B
166.1172 647.0469 m
167.1763 647.0469 l
B
167.1763 647.0469 m
166.8496 647.126 l
B
165.1406 647.2085 m
166.1172 647.0469 l
B
166.1172 647.0469 m
166.1172 647.126 l
B
164.1675 647.2085 m
164.7349 647.126 l
B
164.7349 647.126 m
165.0615 647.2085 l
B
167.582 647.126 m
168.1523 647.2085 l
B
168.1523 647.2085 m
167.6641 647.2085 l
B
164.1675 647.3701 m
164.7349 647.2085 l
B
164.7349 647.2085 m
165.1406 647.2085 l
B
167.4995 646.9644 m
168.0698 647.0469 l
B
168.0698 647.0469 m
167.582 647.126 l
B
164.3291 647.2085 m
164.8965 647.126 l
B
164.8965 647.126 m
165.4673 647.2085 l
B
167.4204 647.126 m
167.9082 647.2085 l
B
167.9082 647.2085 m
167.0146 647.2085 l
B
164.6523 647.2085 m
165.0615 647.2085 l
B
165.0615 647.2085 m
165.4673 647.2085 l
B
167.1763 647.126 m
167.6641 647.2085 l
B
167.6641 647.2085 m
167.0938 647.2085 l
B
164.6523 647.291 m
165.1406 647.2085 l
B
165.1406 647.2085 m
165.4673 647.2085 l
B
167.1763 647.0469 m
167.582 647.126 l
B
167.582 647.126 m
167.0938 647.126 l
B
165.4673 647.2085 m
166.1172 647.126 l
B
166.1172 647.126 m
166.1172 647.2085 l
B
166.1172 647.126 m
166.8496 647.2085 l
B
166.8496 647.2085 m
166.5264 647.2085 l
B
165.4673 647.2085 m
166.1172 647.126 l
B
166.1172 647.126 m
166.1172 647.126 l
B
166.1172 647.126 m
166.8496 647.126 l
B
166.8496 647.126 m
166.4438 647.126 l
B
165.4673 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.7705 647.2085 l
B
166.7705 647.2085 m
166.1172 647.2085 l
B
165.1406 647.2085 m
165.4673 647.2085 l
B
165.4673 647.2085 m
165.7939 647.2085 l
B
166.8496 647.2085 m
167.0938 647.2085 l
B
167.0938 647.2085 m
166.6055 647.2085 l
B
165.1406 647.291 m
165.4673 647.2085 l
B
165.4673 647.2085 m
165.7939 647.2085 l
B
166.8496 647.126 m
167.0938 647.126 l
B
167.0938 647.126 m
166.6055 647.2085 l
B
165.2231 647.2085 m
165.4673 647.2085 l
B
165.4673 647.2085 m
166.1172 647.2085 l
B
166.7705 647.2085 m
167.0146 647.2085 l
B
167.0146 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.5264 647.2085 l
B
166.5264 647.2085 m
166.1172 647.2085 l
B
165.7939 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.1172 647.2085 l
B
165.7939 647.2085 m
166.1172 647.126 l
B
166.1172 647.126 m
166.1172 647.2085 l
B
166.1172 647.126 m
166.4438 647.126 l
B
166.4438 647.126 m
166.1172 647.2085 l
B
165.6289 647.2085 m
165.7939 647.2085 l
B
165.7939 647.2085 m
166.1172 647.2085 l
B
166.5264 647.2085 m
166.6055 647.2085 l
B
166.6055 647.2085 m
166.1172 647.2085 l
B
165.6289 647.291 m
165.7939 647.2085 l
B
165.7939 647.2085 m
166.1172 647.2085 l
B
166.4438 647.126 m
166.6055 647.2085 l
B
166.6055 647.2085 m
166.1172 647.2085 l
B
163.3525 647.6968 m
162.2939 647.5317 l
B
162.2939 647.5317 m
162.7822 647.4526 l
B
163.7583 647.6143 m
162.7822 647.4526 l
B
162.7822 647.4526 m
163.27 647.4526 l
B
164.085 647.6143 m
163.27 647.4526 l
B
163.27 647.4526 m
163.6792 647.3701 l
B
164.4082 647.5317 m
163.6792 647.3701 l
B
163.6792 647.3701 m
164.1675 647.3701 l
B
160.9941 647.5317 m
158.9585 647.291 l
B
158.9585 647.291 m
159.856 647.291 l
B
161.644 647.5317 m
159.856 647.291 l
B
159.856 647.291 m
160.75 647.291 l
B
164.7349 647.4526 m
164.1675 647.3701 l
B
164.1675 647.3701 m
164.6523 647.291 l
B
162.2939 647.4526 m
160.75 647.291 l
B
160.75 647.291 m
161.644 647.291 l
B
162.9468 647.4526 m
161.644 647.291 l
B
161.644 647.291 m
162.5381 647.291 l
B
165.1406 647.3701 m
164.6523 647.291 l
B
164.6523 647.291 m
165.1406 647.291 l
B
163.3525 647.3701 m
162.1323 647.291 l
B
162.1323 647.291 m
162.6206 647.291 l
B
163.5967 647.3701 m
162.5381 647.291 l
B
162.5381 647.291 m
163.4351 647.291 l
B
163.6792 647.3701 m
162.6206 647.291 l
B
162.6206 647.291 m
163.1909 647.291 l
B
164.0024 647.3701 m
163.1909 647.291 l
B
163.1909 647.291 m
163.6792 647.2085 l
B
165.4673 647.3701 m
165.1406 647.291 l
B
165.1406 647.291 m
165.6289 647.291 l
B
164.2466 647.3701 m
163.4351 647.291 l
B
163.4351 647.291 m
164.3291 647.2085 l
B
164.4082 647.291 m
163.6792 647.2085 l
B
163.6792 647.2085 m
164.1675 647.2085 l
B
164.7349 647.291 m
164.1675 647.2085 l
B
164.1675 647.2085 m
164.6523 647.2085 l
B
164.8965 647.291 m
164.3291 647.2085 l
B
164.3291 647.2085 m
165.2231 647.2085 l
B
165.0615 647.291 m
164.6523 647.2085 l
B
164.6523 647.2085 m
165.1406 647.2085 l
B
165.7939 647.291 m
165.6289 647.291 l
B
165.6289 647.291 m
166.1172 647.2085 l
B
165.4673 647.291 m
165.1406 647.2085 l
B
165.1406 647.2085 m
165.6289 647.2085 l
B
165.4673 647.291 m
165.2231 647.2085 l
B
165.2231 647.2085 m
166.1172 647.2085 l
B
165.7939 647.2085 m
165.6289 647.2085 l
B
165.6289 647.2085 m
166.1172 647.2085 l
B
192.0659 337.959 m
188.8955 337.959 l
B
188.8955 337.959 m
187.022 337.959 l
B
175.5552 338.0391 m
173.1963 338.1211 l
B
173.1963 338.1211 m
175.8784 338.0391 l
B
179.3784 337.959 m
178.5635 337.959 l
B
178.5635 337.959 m
181.249 337.959 l
B
193.8569 594.2158 m
191.5776 598.7686 l
B
191.5776 598.7686 m
194.5068 598.6069 l
B
212.0762 597.3071 m
208.2529 591.6987 l
B
208.2529 591.6987 m
206.2998 593.3218 l
B
173.6021 338.1211 m
170.4287 338.2031 l
B
170.4287 338.2031 m
173.1963 338.1211 l
B
166.6055 647.2085 m
166.4438 647.2085 l
B
166.4438 647.2085 m
166.1172 647.2085 l
B
209.1475 597.5479 m
206.2998 593.3218 l
B
206.2998 593.3218 m
204.3506 594.9482 l
B
223.8701 596.4131 m
216.1436 585.2764 l
B
216.1436 585.2764 m
214.1084 586.8198 l
B
218.0146 596.8979 m
212.1592 588.4463 l
B
212.1592 588.4463 m
210.2061 590.0728 l
B
166.6055 647.2085 m
166.5264 647.2085 l
B
166.5264 647.2085 m
166.1172 647.2085 l
B
189.4629 591.6167 m
185.7222 599.2563 l
B
185.7222 599.2563 m
188.6514 599.0127 l
B
166.1172 647.2085 m
165.7939 647.2085 l
B
165.7939 647.2085 m
166.1172 647.2085 l
B
186.6987 337.877 m
185.0723 337.959 l
B
185.0723 337.959 m
183.1982 337.959 l
B
200.2832 596.0864 m
198.2476 596.8188 l
B
198.2476 596.8188 m
200.3623 598.2012 l
B
202.3975 596.5747 m
200.2832 596.0864 l
B
200.2832 596.0864 m
200.3623 598.2012 l
B
171.7319 338.2031 m
167.7437 338.2832 l
B
167.7437 338.2832 m
170.4287 338.2031 l
B
185.1514 589.0171 m
179.8667 599.6621 l
B
179.8667 599.6621 m
182.793 599.4185 l
B
203.2915 597.957 m
202.3975 596.5747 l
B
202.3975 596.5747 m
200.3623 598.2012 l
B
202.8857 338.1211 m
196.5391 338.2031 l
B
196.5391 338.2031 m
194.6685 338.1211 l
B
200.2007 338.0391 m
194.6685 338.1211 l
B
194.6685 338.1211 m
192.7158 338.0391 l
B
183.1982 337.959 m
181.249 337.959 l
B
181.249 337.959 m
181.249 337.959 l
B
165.9556 338.5273 m
159.6909 338.6094 l
B
159.6909 338.6094 m
162.3765 338.5273 l
B
167.0146 647.2085 m
166.7705 647.2085 l
B
166.7705 647.2085 m
166.1172 647.2085 l
B
166.7705 647.2085 m
166.1172 647.291 l
B
166.1172 647.291 m
166.1172 647.2085 l
B
184.0132 337.959 m
183.1982 337.959 l
B
183.1982 337.959 m
181.249 337.959 l
B
166.1172 647.291 m
165.4673 647.291 l
B
165.4673 647.291 m
166.1172 647.2085 l
B
169.7788 338.2832 m
165.0615 338.3652 l
B
165.0615 338.3652 m
167.7437 338.2832 l
B
177.4253 338.0391 m
175.8784 338.0391 l
B
175.8784 338.0391 m
178.5635 337.959 l
B
187.3486 590.3169 m
182.793 599.4185 l
B
182.793 599.4185 m
185.7222 599.2563 l
B
215.085 597.063 m
210.2061 590.0728 l
B
210.2061 590.0728 m
208.2529 591.6987 l
B
220.9434 596.6538 m
214.1084 586.8198 l
B
214.1084 586.8198 m
212.1592 588.4463 l
B
194.8335 337.959 m
190.8452 337.959 l
B
190.8452 337.959 m
188.8955 337.959 l
B
181.249 337.959 m
179.3784 337.959 l
B
179.3784 337.959 m
181.249 337.959 l
B
166.5264 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.1172 647.2085 l
B
198.2476 596.8188 m
197.436 598.3628 l
B
197.436 598.3628 m
200.3623 598.2012 l
B
206.2207 597.7129 m
204.3506 594.9482 l
B
204.3506 594.9482 m
202.3975 596.5747 l
B
197.5156 337.959 m
192.7158 338.0391 l
B
192.7158 338.0391 m
190.8452 337.959 l
B
189.3804 337.877 m
187.022 337.959 l
B
187.022 337.959 m
185.0723 337.959 l
B
182.9575 587.6348 m
176.9375 599.9063 l
B
176.9375 599.9063 m
179.8667 599.6621 l
B
196.0508 595.519 m
194.5068 598.6069 l
B
194.5068 598.6069 m
197.436 598.3628 l
B
167.9082 338.4473 m
162.3765 338.5273 l
B
162.3765 338.5273 m
165.0615 338.3652 l
B
191.6602 592.916 m
188.6514 599.0127 l
B
188.6514 599.0127 m
191.5776 598.7686 l
B
166.4438 647.2085 m
166.1172 647.291 l
B
166.1172 647.291 m
166.1172 647.2085 l
B
166.1172 647.291 m
165.7939 647.291 l
B
165.7939 647.291 m
166.1172 647.2085 l
B
167.0938 647.2085 m
166.8496 647.2085 l
B
166.8496 647.2085 m
166.5264 647.2085 l
B
167.9082 647.2085 m
167.4204 647.291 l
B
167.4204 647.291 m
166.7705 647.2085 l
B
167.6641 647.2085 m
167.1763 647.291 l
B
167.1763 647.291 m
166.8496 647.2085 l
B
167.0938 647.126 m
166.8496 647.2085 l
B
166.8496 647.2085 m
166.4438 647.2085 l
B
168.1523 647.2085 m
167.4995 647.291 l
B
167.4995 647.291 m
167.1763 647.291 l
B
168.8022 647.2085 m
168.0698 647.291 l
B
168.0698 647.291 m
167.4204 647.291 l
B
168.6406 647.2085 m
167.9082 647.291 l
B
167.9082 647.291 m
167.4995 647.291 l
B
169.1289 647.2085 m
168.2319 647.291 l
B
168.2319 647.291 m
167.9082 647.291 l
B
169.7788 647.2085 m
168.6406 647.291 l
B
168.6406 647.291 m
168.0698 647.291 l
B
167.582 647.126 m
167.1763 647.291 l
B
167.1763 647.291 m
166.8496 647.2085 l
B
169.6172 647.2085 m
168.5581 647.291 l
B
168.5581 647.291 m
168.2319 647.291 l
B
170.1055 647.2085 m
168.9639 647.291 l
B
168.9639 647.291 m
168.5581 647.291 l
B
170.6729 647.126 m
169.2905 647.3701 l
B
169.2905 647.3701 m
168.6406 647.291 l
B
168.0698 647.0469 m
167.4995 647.291 l
B
167.4995 647.291 m
167.1763 647.291 l
B
171.5669 647.126 m
169.9404 647.3701 l
B
169.9404 647.3701 m
169.2905 647.3701 l
B
172.4639 647.126 m
170.5903 647.3701 l
B
170.5903 647.3701 m
169.9404 647.3701 l
B
168.5581 647.0469 m
167.8262 647.291 l
B
167.8262 647.291 m
167.4995 647.291 l
B
173.3579 647.126 m
171.2437 647.4526 l
B
171.2437 647.4526 m
170.5903 647.3701 l
B
169.0464 646.9644 m
168.1523 647.291 l
B
168.1523 647.291 m
167.8262 647.291 l
B
169.5347 646.9644 m
168.5581 647.291 l
B
168.5581 647.291 m
168.1523 647.291 l
B
170.0229 646.9644 m
168.8848 647.291 l
B
168.8848 647.291 m
168.5581 647.291 l
B
166.1172 647.291 m
165.4673 647.3701 l
B
165.4673 647.3701 m
165.7939 647.291 l
B
166.8496 647.2085 m
166.1172 647.291 l
B
166.1172 647.291 m
166.1172 647.291 l
B
166.1172 647.291 m
165.4673 647.291 l
B
165.4673 647.291 m
165.7939 647.2085 l
B
166.8496 647.2085 m
166.1172 647.291 l
B
166.1172 647.291 m
166.1172 647.2085 l
B
166.1172 647.291 m
164.8965 647.291 l
B
164.8965 647.291 m
165.4673 647.291 l
B
167.4204 647.291 m
166.1172 647.291 l
B
166.1172 647.291 m
166.1172 647.291 l
B
166.1172 647.3701 m
165.1406 647.3701 l
B
165.1406 647.3701 m
165.4673 647.3701 l
B
167.1763 647.291 m
166.1172 647.3701 l
B
166.1172 647.3701 m
166.1172 647.291 l
B
166.1172 647.291 m
165.0615 647.291 l
B
165.0615 647.291 m
165.4673 647.291 l
B
167.1763 647.291 m
166.1172 647.291 l
B
166.1172 647.291 m
166.1172 647.291 l
B
166.1172 647.4526 m
164.7349 647.4526 l
B
164.7349 647.4526 m
165.1406 647.3701 l
B
167.4995 647.291 m
166.1172 647.4526 l
B
166.1172 647.4526 m
166.1172 647.3701 l
B
166.1172 647.291 m
164.7349 647.291 l
B
164.7349 647.291 m
165.0615 647.291 l
B
167.4995 647.291 m
166.1172 647.291 l
B
166.1172 647.291 m
166.1172 647.291 l
B
166.1172 647.3701 m
164.2466 647.3701 l
B
164.2466 647.3701 m
164.8965 647.291 l
B
168.0698 647.291 m
166.1172 647.3701 l
B
166.1172 647.3701 m
166.1172 647.291 l
B
166.1172 647.4526 m
164.4082 647.5317 l
B
164.4082 647.5317 m
164.7349 647.4526 l
B
167.8262 647.291 m
166.1172 647.4526 l
B
166.1172 647.4526 m
166.1172 647.4526 l
B
166.1172 647.3701 m
164.4082 647.291 l
B
164.4082 647.291 m
164.7349 647.291 l
B
167.9082 647.291 m
166.1172 647.3701 l
B
166.1172 647.3701 m
166.1172 647.291 l
B
204.3506 594.9482 m
200.1182 594.0542 l
B
200.1182 594.0542 m
200.2832 596.0864 l
B
200.1182 594.0542 m
196.0508 595.519 l
B
196.0508 595.519 m
198.2476 596.8188 l
B
166.1172 647.5317 m
164.085 647.6143 l
B
164.085 647.6143 m
164.4082 647.5317 l
B
168.1523 647.291 m
166.1172 647.5317 l
B
166.1172 647.5317 m
166.1172 647.4526 l
B
166.1172 647.3701 m
164.0024 647.3701 l
B
164.0024 647.3701 m
164.4082 647.291 l
B
168.2319 647.291 m
166.1172 647.3701 l
B
166.1172 647.3701 m
166.1172 647.3701 l
B
166.1172 647.3701 m
163.5967 647.3701 l
B
163.5967 647.3701 m
164.2466 647.3701 l
B
185.0723 337.959 m
181.249 337.959 l
B
181.249 337.959 m
181.249 337.959 l
B
181.249 337.959 m
177.4253 338.0391 l
B
177.4253 338.0391 m
179.3784 337.959 l
B
168.6406 647.291 m
166.1172 647.3701 l
B
166.1172 647.3701 m
166.1172 647.3701 l
B
166.1172 647.5317 m
163.7583 647.6143 l
B
163.7583 647.6143 m
164.085 647.6143 l
B
168.5581 647.291 m
166.1172 647.5317 l
B
166.1172 647.5317 m
166.1172 647.5317 l
B
166.1172 647.3701 m
163.6792 647.3701 l
B
163.6792 647.3701 m
164.0024 647.3701 l
B
168.5581 647.291 m
166.1172 647.3701 l
B
166.1172 647.3701 m
166.1172 647.3701 l
B
166.1172 647.6143 m
163.3525 647.6968 l
B
163.3525 647.6968 m
163.7583 647.6143 l
B
168.8848 647.291 m
166.1172 647.6143 l
B
166.1172 647.6143 m
166.1172 647.5317 l
B
166.1172 647.4526 m
163.3525 647.3701 l
B
163.3525 647.3701 m
163.6792 647.3701 l
B
168.9639 647.291 m
166.1172 647.4526 l
B
166.1172 647.4526 m
166.1172 647.3701 l
B
166.1172 647.4526 m
162.9468 647.4526 l
B
162.9468 647.4526 m
163.5967 647.3701 l
B
169.2905 647.3701 m
166.1172 647.4526 l
B
166.1172 647.4526 m
166.1172 647.3701 l
B
199.9565 591.9399 m
193.8569 594.2158 l
B
193.8569 594.2158 m
196.0508 595.519 l
B
206.2998 593.3218 m
199.9565 591.9399 l
B
199.9565 591.9399 m
200.1182 594.0542 l
B
166.1172 647.5317 m
162.2939 647.4526 l
B
162.2939 647.4526 m
162.9468 647.4526 l
B
169.9404 647.3701 m
166.1172 647.5317 l
B
166.1172 647.5317 m
166.1172 647.4526 l
B
166.1172 647.5317 m
161.644 647.5317 l
B
161.644 647.5317 m
162.2939 647.4526 l
B
187.022 337.959 m
181.249 338.0391 l
B
181.249 338.0391 m
181.249 337.959 l
B
181.249 338.0391 m
175.5552 338.0391 l
B
175.5552 338.0391 m
177.4253 338.0391 l
B
170.5903 647.3701 m
166.1172 647.5317 l
B
166.1172 647.5317 m
166.1172 647.5317 l
B
208.2529 591.6987 m
199.7949 589.9111 l
B
199.7949 589.9111 m
199.9565 591.9399 l
B
199.7949 589.9111 m
191.6602 592.916 l
B
191.6602 592.916 m
193.8569 594.2158 l
B
166.1172 647.6143 m
160.9941 647.5317 l
B
160.9941 647.5317 m
161.644 647.5317 l
B
171.2437 647.4526 m
166.1172 647.6143 l
B
166.1172 647.6143 m
166.1172 647.5317 l
B
188.8955 337.959 m
181.249 338.0391 l
B
181.249 338.0391 m
181.249 338.0391 l
B
181.249 338.0391 m
173.6021 338.1211 l
B
173.6021 338.1211 m
175.5552 338.0391 l
B
199.6299 587.7964 m
189.4629 591.6167 l
B
189.4629 591.6167 m
191.6602 592.916 l
B
210.2061 590.0728 m
199.6299 587.7964 l
B
199.6299 587.7964 m
199.7949 589.9111 l
B
199.4683 585.7642 m
187.3486 590.3169 l
B
187.3486 590.3169 m
189.4629 591.6167 l
B
212.1592 588.4463 m
199.4683 585.7642 l
B
199.4683 585.7642 m
199.6299 587.7964 l
B
190.8452 337.959 m
181.249 338.1211 l
B
181.249 338.1211 m
181.249 338.0391 l
B
181.249 338.1211 m
171.7319 338.2031 l
B
171.7319 338.2031 m
173.6021 338.1211 l
B
214.1084 586.8198 m
199.3066 583.6499 l
B
199.3066 583.6499 m
199.4683 585.7642 l
B
199.3066 583.6499 m
185.1514 589.0171 l
B
185.1514 589.0171 m
187.3486 590.3169 l
B
192.7158 338.0391 m
181.249 338.2031 l
B
181.249 338.2031 m
181.249 338.1211 l
B
181.249 338.2031 m
169.7788 338.2832 l
B
169.7788 338.2832 m
171.7319 338.2031 l
B
216.1436 585.2764 m
199.1416 581.6211 l
B
199.1416 581.6211 m
199.3066 583.6499 l
B
199.1416 581.6211 m
182.9575 587.6348 l
B
182.9575 587.6348 m
185.1514 589.0171 l
B
181.249 338.2832 m
167.9082 338.4473 l
B
167.9082 338.4473 m
169.7788 338.2832 l
B
194.6685 338.1211 m
181.249 338.2832 l
B
181.249 338.2832 m
181.249 338.2031 l
B
150.0122 478.3184 m
153.6738 477.9126 l
B
153.6738 477.9126 m
153.6738 477.9951 l
B
153.6738 477.9126 m
157.2534 477.8335 l
B
157.2534 477.8335 m
156.7651 477.9126 l
B
153.6738 477.9951 m
156.7651 477.9126 l
B
156.7651 477.9126 m
156.356 477.9951 l
B
150.5005 478.3184 m
153.6738 477.9951 l
B
153.6738 477.9951 m
153.6738 478.0742 l
B
196.5391 338.2031 m
181.249 338.3652 l
B
181.249 338.3652 m
181.249 338.2832 l
B
181.249 338.3652 m
165.9556 338.5273 l
B
165.9556 338.5273 m
167.9082 338.4473 l
B
150.9063 478.3184 m
153.6738 478.0742 l
B
153.6738 478.0742 m
153.6738 478.0742 l
B
153.6738 478.0742 m
156.356 477.9951 l
B
156.356 477.9951 m
155.8677 478.0742 l
B
148.5474 478.8066 m
150.0122 478.3184 l
B
150.0122 478.3184 m
150.5005 478.3184 l
B
157.2534 477.8335 m
158.7144 478.0742 l
B
158.7144 478.0742 m
158.0649 478.0742 l
B
153.6738 478.0742 m
155.8677 478.0742 l
B
155.8677 478.0742 m
155.4619 478.1567 l
B
151.3945 478.4009 m
153.6738 478.0742 l
B
153.6738 478.0742 m
153.6738 478.1567 l
B
149.1973 478.8066 m
150.5005 478.3184 l
B
150.5005 478.3184 m
150.9063 478.3184 l
B
156.7651 477.9126 m
158.0649 478.0742 l
B
158.0649 478.0742 m
157.415 478.1567 l
B
149.8506 478.7275 m
150.9063 478.3184 l
B
150.9063 478.3184 m
151.3945 478.4009 l
B
156.356 477.9951 m
157.415 478.1567 l
B
157.415 478.1567 m
156.8442 478.2393 l
B
153.6738 478.1567 m
155.4619 478.1567 l
B
155.4619 478.1567 m
154.9736 478.2393 l
B
151.8037 478.4009 m
153.6738 478.1567 l
B
153.6738 478.1567 m
153.6738 478.2393 l
B
150.418 478.645 m
151.3945 478.4009 l
B
151.3945 478.4009 m
151.8037 478.4009 l
B
155.8677 478.0742 m
156.8442 478.2393 l
B
156.8442 478.2393 m
156.1943 478.2393 l
B
152.2886 478.4009 m
153.6738 478.2393 l
B
153.6738 478.2393 m
153.6738 478.3184 l
B
153.6738 478.2393 m
154.9736 478.2393 l
B
154.9736 478.2393 m
154.5679 478.3184 l
B
151.0713 478.645 m
151.8037 478.4009 l
B
151.8037 478.4009 m
152.2886 478.4009 l
B
155.4619 478.1567 m
156.1943 478.2393 l
B
156.1943 478.2393 m
155.5444 478.3184 l
B
151.7212 478.5625 m
152.2886 478.4009 l
B
152.2886 478.4009 m
152.6978 478.4009 l
B
154.9736 478.2393 m
155.5444 478.3184 l
B
155.5444 478.3184 m
154.8945 478.3184 l
B
152.6978 478.4009 m
153.6738 478.3184 l
B
153.6738 478.3184 m
153.6738 478.4009 l
B
153.6738 478.3184 m
154.5679 478.3184 l
B
154.5679 478.3184 m
154.0796 478.4009 l
B
152.3711 478.5625 m
152.6978 478.4009 l
B
152.6978 478.4009 m
153.1855 478.4009 l
B
154.5679 478.3184 m
154.8945 478.3184 l
B
154.8945 478.3184 m
154.2412 478.4009 l
B
153.6738 478.4009 m
154.0796 478.4009 l
B
154.0796 478.4009 m
153.5913 478.4834 l
B
153.1855 478.4009 m
153.6738 478.4009 l
B
153.6738 478.4009 m
153.5913 478.4834 l
B
153.021 478.4834 m
153.1855 478.4009 l
B
153.1855 478.4009 m
153.5913 478.4834 l
B
154.0796 478.4009 m
154.2412 478.4009 l
B
154.2412 478.4009 m
153.5913 478.4834 l
B
150.0122 479.0508 m
148.5474 478.8066 l
B
148.5474 478.8066 m
149.1973 478.8066 l
B
150.5005 478.9683 m
149.1973 478.8066 l
B
149.1973 478.8066 m
149.8506 478.7275 l
B
150.9063 478.8892 m
149.8506 478.7275 l
B
149.8506 478.7275 m
150.418 478.645 l
B
151.3945 478.8066 m
150.418 478.645 l
B
150.418 478.645 m
151.0713 478.645 l
B
151.8037 478.7275 m
151.0713 478.645 l
B
151.0713 478.645 m
151.7212 478.5625 l
B
152.2886 478.645 m
151.7212 478.5625 l
B
151.7212 478.5625 m
152.3711 478.5625 l
B
152.6978 478.5625 m
152.3711 478.5625 l
B
152.3711 478.5625 m
153.021 478.4834 l
B
153.1855 478.4834 m
153.021 478.4834 l
B
153.021 478.4834 m
153.5913 478.4834 l
B
154.2412 478.4009 m
154.0796 478.4834 l
B
154.0796 478.4834 m
153.5913 478.4834 l
B
153.5913 478.4834 m
153.1855 478.4834 l
B
153.1855 478.4834 m
153.5913 478.4834 l
B
154.0796 478.4834 m
153.5913 478.4834 l
B
153.5913 478.4834 m
153.5913 478.4834 l
B
154.8945 478.3184 m
154.5679 478.4834 l
B
154.5679 478.4834 m
154.0796 478.4834 l
B
155.5444 478.3184 m
154.9736 478.4834 l
B
154.9736 478.4834 m
154.5679 478.4834 l
B
156.1943 478.2393 m
155.4619 478.4834 l
B
155.4619 478.4834 m
154.9736 478.4834 l
B
156.8442 478.2393 m
155.8677 478.4834 l
B
155.8677 478.4834 m
155.4619 478.4834 l
B
157.415 478.1567 m
156.356 478.5625 l
B
156.356 478.5625 m
155.8677 478.4834 l
B
158.0649 478.0742 m
156.7651 478.5625 l
B
156.7651 478.5625 m
156.356 478.5625 l
B
158.7144 478.0742 m
157.2534 478.5625 l
B
157.2534 478.5625 m
156.7651 478.5625 l
B
153.5913 478.5625 m
152.6978 478.5625 l
B
152.6978 478.5625 m
153.1855 478.4834 l
B
154.5679 478.4834 m
153.5913 478.5625 l
B
153.5913 478.5625 m
153.5913 478.4834 l
B
153.5913 478.645 m
152.2886 478.645 l
B
152.2886 478.645 m
152.6978 478.5625 l
B
154.9736 478.4834 m
153.5913 478.645 l
B
153.5913 478.645 m
153.5913 478.5625 l
B
153.5913 478.7275 m
151.8037 478.7275 l
B
151.8037 478.7275 m
152.2886 478.645 l
B
155.4619 478.4834 m
153.5913 478.7275 l
B
153.5913 478.7275 m
153.5913 478.645 l
B
153.5913 478.8066 m
151.3945 478.8066 l
B
151.3945 478.8066 m
151.8037 478.7275 l
B
235.3398 631.1167 m
254.9443 627.2964 l
B
254.9443 627.2964 m
252.5039 627.7847 l
B
215.6553 635.0156 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
155.8677 478.4834 m
153.5913 478.8066 l
B
153.5913 478.8066 m
153.5913 478.7275 l
B
153.5913 478.8066 m
150.9063 478.8892 l
B
150.9063 478.8892 m
151.3945 478.8066 l
B
156.356 478.5625 m
153.5913 478.8066 l
B
153.5913 478.8066 m
153.5913 478.8066 l
B
153.5913 478.8892 m
150.5005 478.9683 l
B
150.5005 478.9683 m
150.9063 478.8892 l
B
156.7651 478.5625 m
153.5913 478.8892 l
B
153.5913 478.8892 m
153.5913 478.8066 l
B
153.5913 478.9683 m
150.0122 479.0508 l
B
150.0122 479.0508 m
150.5005 478.9683 l
B
157.2534 478.5625 m
153.5913 478.9683 l
B
153.5913 478.9683 m
153.5913 478.8892 l
B
218.1758 634.5308 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
235.3398 631.1167 m
252.5039 627.7847 l
B
252.5039 627.7847 m
250.0625 628.2695 l
B
220.6172 634.0425 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
235.3398 631.1167 m
250.0625 628.2695 l
B
250.0625 628.2695 m
247.625 628.7578 l
B
207.5205 636.6421 m
215.6553 635.0156 l
B
215.6553 635.0156 m
218.1758 634.5308 l
B
254.9443 627.2964 m
263.1592 625.6704 l
B
263.1592 625.6704 m
259.6621 626.3203 l
B
235.3398 631.1167 m
247.625 628.7578 l
B
247.625 628.7578 m
245.1836 629.1636 l
B
223.0586 633.5547 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
211.0176 635.9097 m
218.1758 634.5308 l
B
218.1758 634.5308 m
220.6172 634.0425 l
B
252.5039 627.7847 m
259.6621 626.3203 l
B
259.6621 626.3203 m
256.165 627.0527 l
B
214.5176 635.2598 m
220.6172 634.0425 l
B
220.6172 634.0425 m
223.0586 633.5547 l
B
250.0625 628.2695 m
256.165 627.0527 l
B
256.165 627.0527 m
252.665 627.7021 l
B
243.3135 255.7109 m
253.3975 257.0898 l
B
253.3975 257.0898 m
252.0977 256.9277 l
B
233.1426 254.4063 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
132.3604 191.502 m
142.1216 189.2246 l
B
142.1216 189.2246 m
140.9009 189.5527 l
B
122.5991 193.7773 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
225.499 633.0664 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
235.3398 631.1167 m
245.1836 629.1636 l
B
245.1836 629.1636 m
242.7422 629.6519 l
B
234.4453 254.5723 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
243.3135 255.7109 m
252.0977 256.9277 l
B
252.0977 256.9277 m
250.877 256.7656 l
B
247.625 628.7578 m
252.665 627.7021 l
B
252.665 627.7021 m
249.251 628.4346 l
B
217.9316 634.5308 m
223.0586 633.5547 l
B
223.0586 633.5547 m
225.499 633.0664 l
B
123.8193 193.5332 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
132.3604 191.502 m
140.9009 189.5527 l
B
140.9009 189.5527 m
139.6802 189.7969 l
B
235.666 254.7344 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
243.3135 255.7109 m
250.877 256.7656 l
B
250.877 256.7656 m
249.5742 256.6035 l
B
125.04 193.207 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
132.3604 191.502 m
139.6802 189.7969 l
B
139.6802 189.7969 m
138.4629 190.1191 l
B
227.9375 632.5781 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
235.3398 631.1167 m
242.7422 629.6519 l
B
242.7422 629.6519 m
240.2217 630.1401 l
B
253.3975 257.0898 m
257.5479 257.6602 l
B
257.5479 257.6602 m
255.7559 257.416 l
B
228.9961 253.8398 m
233.1426 254.4063 l
B
233.1426 254.4063 m
234.4453 254.5723 l
B
142.1216 189.2246 m
146.189 188.332 l
B
146.189 188.332 m
144.48 188.6582 l
B
118.5317 194.752 m
122.5991 193.7773 l
B
122.5991 193.7773 m
123.8193 193.5332 l
B
245.1836 629.1636 m
249.251 628.4346 l
B
249.251 628.4346 m
245.751 629.0845 l
B
221.4316 633.8779 m
225.499 633.0664 l
B
225.499 633.0664 m
227.9375 632.5781 l
B
236.9658 254.8945 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
243.3135 255.7109 m
249.5742 256.6035 l
B
249.5742 256.6035 m
248.3535 256.4395 l
B
252.0977 256.9277 m
255.7559 257.416 l
B
255.7559 257.416 m
253.9678 257.1719 l
B
230.7842 254.084 m
234.4453 254.5723 l
B
234.4453 254.5723 m
235.666 254.7344 l
B
132.3604 191.502 m
138.4629 190.1191 l
B
138.4629 190.1191 m
137.2427 190.3633 l
B
126.2607 192.9629 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
120.3228 194.3457 m
123.8193 193.5332 l
B
123.8193 193.5332 m
125.04 193.207 l
B
140.9009 189.5527 m
144.48 188.6582 l
B
144.48 188.6582 m
142.7715 189.0645 l
B
232.5752 254.3281 m
235.666 254.7344 l
B
235.666 254.7344 m
236.9658 254.8945 l
B
250.877 256.7656 m
253.9678 257.1719 l
B
253.9678 257.1719 m
252.1768 256.9277 l
B
122.0317 193.9395 m
125.04 193.207 l
B
125.04 193.207 m
126.2607 192.9629 l
B
139.6802 189.7969 m
142.7715 189.0645 l
B
142.7715 189.0645 m
140.9834 189.4688 l
B
242.7422 629.6519 m
245.751 629.0845 l
B
245.751 629.0845 m
242.2539 629.7344 l
B
224.9287 633.228 m
227.9375 632.5781 l
B
227.9375 632.5781 m
230.4609 632.0898 l
B
243.3135 255.7109 m
248.3535 256.4395 l
B
248.3535 256.4395 m
247.0537 256.2773 l
B
187.1865 635.8306 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
157.0093 178.1719 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
162.0498 177.6035 m
167.0938 177.0371 l
B
167.0938 177.0371 m
166.5264 177.1152 l
B
235.749 311.9512 m
240.7891 312.6016 l
B
240.7891 312.6016 m
240.1396 312.5195 l
B
230.7051 311.3027 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
238.1865 255.0605 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
192.3101 635.9922 m
197.3535 636.1538 l
B
197.3535 636.1538 m
196.7832 636.1538 l
B
132.3604 191.502 m
137.2427 190.3633 l
B
137.2427 190.3633 m
136.022 190.6895 l
B
127.4814 192.6406 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
230.4609 632.0898 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
235.3398 631.1167 m
240.2217 630.1401 l
B
240.2217 630.1401 m
237.7813 630.6284 l
B
129.3516 191.6641 m
134.8013 190.8516 l
B
134.8013 190.8516 m
134.4746 190.9336 l
B
134.8013 190.8516 m
138.8687 190.4453 l
B
138.8687 190.4453 m
138.0542 190.5254 l
B
125.6899 192.4785 m
129.3516 191.6641 l
B
129.3516 191.6641 m
129.7573 191.6641 l
B
249.5742 256.6035 m
252.1768 256.9277 l
B
252.1768 256.9277 m
250.3887 256.6836 l
B
234.3633 254.5723 m
236.9658 254.8945 l
B
236.9658 254.8945 m
238.1865 255.0605 l
B
231.3545 311.3809 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
192.3101 635.9922 m
196.7832 636.1538 l
B
196.7832 636.1538 m
196.1333 636.1538 l
B
187.8364 635.8306 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
235.749 311.9512 m
240.1396 312.5195 l
B
240.1396 312.5195 m
239.4893 312.4395 l
B
157.6592 178.0918 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
162.0498 177.6035 m
166.5264 177.1152 l
B
166.5264 177.1152 m
165.873 177.1973 l
B
123.7402 193.5332 m
126.2607 192.9629 l
B
126.2607 192.9629 m
127.4814 192.6406 l
B
138.4629 190.1191 m
140.9834 189.4688 l
B
140.9834 189.4688 m
139.2744 189.875 l
B
129.7573 191.6641 m
134.4746 190.9336 l
B
134.4746 190.9336 m
134.2305 191.0137 l
B
134.4746 190.9336 m
138.0542 190.5254 l
B
138.0542 190.5254 m
137.2427 190.6895 l
B
126.5049 192.3125 m
129.7573 191.6641 l
B
129.7573 191.6641 m
130.084 191.6641 l
B
192.3101 635.9922 m
196.1333 636.1538 l
B
196.1333 636.1538 m
195.4834 636.1538 l
B
243.3135 255.7109 m
247.0537 256.2773 l
B
247.0537 256.2773 m
245.833 256.0332 l
B
188.4863 635.9097 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
158.2266 178.0098 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
162.0498 177.6035 m
165.873 177.1973 l
B
165.873 177.1973 m
165.2231 177.1973 l
B
239.4893 255.2227 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
231.9258 311.4629 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
235.749 311.9512 m
239.4893 312.4395 l
B
239.4893 312.4395 m
238.9189 312.3574 l
B
128.7017 192.3965 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
132.3604 191.502 m
136.022 190.6895 l
B
136.022 190.6895 m
134.8013 190.9336 l
B
236.1543 254.8164 m
238.1865 255.0605 l
B
238.1865 255.0605 m
239.4893 255.2227 l
B
248.3535 256.4395 m
250.3887 256.6836 l
B
250.3887 256.6836 m
248.5977 256.4395 l
B
228.5908 310.9746 m
230.7051 311.3027 l
B
230.7051 311.3027 m
231.3545 311.3809 l
B
240.7891 312.6016 m
242.9043 312.9258 l
B
242.9043 312.9258 m
242.0098 312.7637 l
B
197.3535 636.1538 m
199.4683 636.2363 l
B
199.4683 636.2363 m
198.5742 636.2363 l
B
185.0723 635.748 m
187.1865 635.8306 l
B
187.1865 635.8306 m
187.8364 635.8306 l
B
167.0938 177.0371 m
169.208 176.793 l
B
169.208 176.793 m
168.314 176.8711 l
B
154.8945 178.416 m
157.0093 178.1719 l
B
157.0093 178.1719 m
157.6592 178.0918 l
B
130.084 191.6641 m
134.2305 191.0137 l
B
134.2305 191.0137 m
133.9072 191.0957 l
B
134.2305 191.0137 m
137.2427 190.6895 l
B
137.2427 190.6895 m
136.4277 190.8516 l
B
137.2427 190.3633 m
139.2744 189.875 l
B
139.2744 189.875 m
137.5659 190.2813 l
B
125.4458 193.1289 m
127.4814 192.6406 l
B
127.4814 192.6406 m
128.7017 192.3965 l
B
240.2217 630.1401 m
242.2539 629.7344 l
B
242.2539 629.7344 m
238.8398 630.4668 l
B
228.4258 632.499 m
230.4609 632.0898 l
B
230.4609 632.0898 m
232.8984 631.605 l
B
127.3164 192.2344 m
130.084 191.6641 l
B
130.084 191.6641 m
130.4897 191.584 l
B
192.3101 635.9922 m
195.4834 636.1538 l
B
195.4834 636.1538 m
194.8335 636.0747 l
B
235.749 311.9512 m
238.9189 312.3574 l
B
238.9189 312.3574 m
238.2695 312.2754 l
B
232.5752 311.5469 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
158.8794 177.9297 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
162.0498 177.6035 m
165.2231 177.1973 l
B
165.2231 177.1973 m
164.5732 177.2773 l
B
189.1396 635.9097 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
240.1396 312.5195 m
242.0098 312.7637 l
B
242.0098 312.7637 m
241.1162 312.6816 l
B
196.7832 636.1538 m
198.5742 636.2363 l
B
198.5742 636.2363 m
197.6802 636.2363 l
B
229.4844 311.1367 m
231.3545 311.3809 l
B
231.3545 311.3809 m
231.9258 311.4629 l
B
166.5264 177.1152 m
168.314 176.8711 l
B
168.314 176.8711 m
167.4204 176.9531 l
B
185.9663 635.8306 m
187.8364 635.8306 l
B
187.8364 635.8306 m
188.4863 635.9097 l
B
155.7886 178.3359 m
157.6592 178.0918 l
B
157.6592 178.0918 m
158.2266 178.0098 l
B
133.9072 191.0957 m
136.4277 190.8516 l
B
136.4277 190.8516 m
135.6162 190.9336 l
B
130.4897 191.584 m
133.9072 191.0957 l
B
133.9072 191.0957 m
133.5811 191.1758 l
B
128.2134 192.0684 m
130.4897 191.584 l
B
130.4897 191.584 m
130.8955 191.584 l
B
237.9424 254.9785 m
239.4893 255.2227 l
B
239.4893 255.2227 m
240.71 255.3828 l
B
247.0537 256.2773 m
248.5977 256.4395 l
B
248.5977 256.4395 m
246.8096 256.1953 l
B
230.3779 311.2188 m
231.9258 311.4629 l
B
231.9258 311.4629 m
232.5752 311.5469 l
B
165.873 177.1973 m
167.4204 176.9531 l
B
167.4204 176.9531 m
166.5264 177.1152 l
B
186.8604 635.8306 m
188.4863 635.9097 l
B
188.4863 635.9097 m
189.1396 635.9097 l
B
156.6826 178.1719 m
158.2266 178.0098 l
B
158.2266 178.0098 m
158.8794 177.9297 l
B
196.1333 636.1538 m
197.6802 636.2363 l
B
197.6802 636.2363 m
196.7832 636.1538 l
B
239.4893 312.4395 m
241.1162 312.6816 l
B
241.1162 312.6816 m
240.2217 312.5195 l
B
127.1548 192.7227 m
128.7017 192.3965 l
B
128.7017 192.3965 m
129.9224 192.0684 l
B
136.022 190.6895 m
137.5659 190.2813 l
B
137.5659 190.2813 m
135.8604 190.6895 l
B
235.749 311.9512 m
238.2695 312.2754 l
B
238.2695 312.2754 m
237.6191 312.1953 l
B
233.2256 311.625 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
189.707 635.9097 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
192.3101 635.9922 m
194.8335 636.0747 l
B
194.8335 636.0747 m
194.1802 636.0747 l
B
243.3135 255.7109 m
245.833 256.0332 l
B
245.833 256.0332 m
244.5332 255.8711 l
B
240.71 255.3828 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
159.5293 177.8477 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
162.0498 177.6035 m
164.5732 177.2773 l
B
164.5732 177.2773 m
163.9233 177.3594 l
B
129.9224 192.0684 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
132.3604 191.502 m
134.8013 190.9336 l
B
134.8013 190.9336 m
133.5811 191.2578 l
B
235.3398 631.1167 m
237.7813 630.6284 l
B
237.7813 630.6284 m
235.3398 631.1167 l
B
232.8984 631.605 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
133.5811 191.1758 m
135.6162 190.9336 l
B
135.6162 190.9336 m
134.8013 191.0957 l
B
130.8955 191.584 m
133.5811 191.1758 l
B
133.5811 191.1758 m
133.2573 191.2578 l
B
129.0249 191.9902 m
130.8955 191.584 l
B
130.8955 191.584 m
131.2222 191.584 l
B
165.2231 177.1973 m
166.5264 177.1152 l
B
166.5264 177.1152 m
165.6289 177.1973 l
B
238.9189 312.3574 m
240.2217 312.5195 l
B
240.2217 312.5195 m
239.3252 312.4395 l
B
187.7544 635.8306 m
189.1396 635.9097 l
B
189.1396 635.9097 m
189.707 635.9097 l
B
195.4834 636.1538 m
196.7832 636.1538 l
B
196.7832 636.1538 m
195.8892 636.1538 l
B
157.5767 178.0918 m
158.8794 177.9297 l
B
158.8794 177.9297 m
159.5293 177.8477 l
B
231.2725 311.3809 m
232.5752 311.5469 l
B
232.5752 311.5469 m
233.2256 311.625 l
B
138.8687 190.4453 m
139.1128 190.6895 l
B
139.1128 190.6895 m
138.2188 190.7695 l
B
160.1792 177.7656 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
190.3569 635.9922 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
192.3101 635.9922 m
194.1802 636.0747 l
B
194.1802 636.0747 m
193.5303 636.0747 l
B
162.0498 177.6035 m
163.9233 177.3594 l
B
163.9233 177.3594 m
163.3525 177.4414 l
B
233.875 311.707 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
235.749 311.9512 m
237.6191 312.1953 l
B
237.6191 312.1953 m
236.9658 312.1133 l
B
138.0542 190.5254 m
138.2188 190.7695 l
B
138.2188 190.7695 m
137.4043 190.8516 l
B
164.5732 177.2773 m
165.6289 177.1973 l
B
165.6289 177.1973 m
164.7349 177.2773 l
B
188.6514 635.9097 m
189.707 635.9097 l
B
189.707 635.9097 m
190.3569 635.9922 l
B
194.8335 636.0747 m
195.8892 636.1538 l
B
195.8892 636.1538 m
194.9951 636.0747 l
B
245.833 256.0332 m
246.8096 256.1953 l
B
246.8096 256.1953 m
245.0215 255.9512 l
B
232.1699 311.4629 m
233.2256 311.625 l
B
233.2256 311.625 m
233.875 311.707 l
B
239.7334 255.2227 m
240.71 255.3828 l
B
240.71 255.3828 m
242.0098 255.5449 l
B
238.2695 312.2754 m
239.3252 312.4395 l
B
239.3252 312.4395 m
238.4307 312.2754 l
B
158.4707 178.0098 m
159.5293 177.8477 l
B
159.5293 177.8477 m
160.1792 177.7656 l
B
131.2222 191.584 m
133.2573 191.2578 l
B
133.2573 191.2578 m
133.0132 191.3398 l
B
133.2573 191.2578 m
134.8013 191.0957 l
B
134.8013 191.0957 m
133.9863 191.2578 l
B
128.9458 192.3125 m
129.9224 192.0684 l
B
129.9224 192.0684 m
131.1396 191.8281 l
B
134.8013 190.9336 m
135.8604 190.6895 l
B
135.8604 190.6895 m
134.0688 191.0957 l
B
231.8428 631.8457 m
232.8984 631.605 l
B
232.8984 631.605 m
235.3398 631.1167 l
B
237.7813 630.6284 m
238.8398 630.4668 l
B
238.8398 630.4668 m
235.3398 631.1167 l
B
125.9341 192.7227 m
125.6899 192.4785 l
B
125.6899 192.4785 m
126.5049 192.3125 l
B
129.8398 191.8281 m
131.2222 191.584 l
B
131.2222 191.584 m
131.6279 191.584 l
B
241.6045 255.5449 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
243.3135 255.7109 m
244.9395 255.9512 l
B
244.9395 255.9512 m
244.6953 255.9512 l
B
137.2427 190.6895 m
137.4043 190.8516 l
B
137.4043 190.8516 m
136.5894 191.0137 l
B
126.749 192.5566 m
126.5049 192.3125 l
B
126.5049 192.3125 m
127.3164 192.2344 l
B
241.8486 255.5449 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
243.3135 255.7109 m
244.6953 255.9512 l
B
244.6953 255.9512 m
244.5332 255.8711 l
B
159.3677 177.8477 m
160.1792 177.7656 l
B
160.1792 177.7656 m
160.75 177.6855 l
B
237.6191 312.1953 m
238.4307 312.2754 l
B
238.4307 312.2754 m
237.5371 312.1953 l
B
233.0635 311.625 m
233.875 311.707 l
B
233.875 311.707 m
234.4453 311.7871 l
B
189.6245 635.9097 m
190.3569 635.9922 l
B
190.3569 635.9922 m
191.0103 635.9922 l
B
163.9233 177.3594 m
164.7349 177.2773 l
B
164.7349 177.2773 m
163.8408 177.3594 l
B
194.1802 636.0747 m
194.9951 636.0747 l
B
194.9951 636.0747 m
194.1011 636.0747 l
B
136.4277 190.8516 m
136.5894 191.0137 l
B
136.5894 191.0137 m
135.6953 191.0957 l
B
127.5605 192.3965 m
127.3164 192.2344 l
B
127.3164 192.2344 m
128.2134 192.0684 l
B
242.0098 255.5449 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
234.4453 311.7871 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
235.749 311.9512 m
236.9658 312.1133 l
B
236.9658 312.1133 m
236.3984 312.0313 l
B
243.3135 255.7109 m
244.5332 255.8711 l
B
244.5332 255.8711 m
243.3135 255.7109 l
B
160.75 177.6855 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
192.3101 635.9922 m
193.5303 636.0747 l
B
193.5303 636.0747 m
192.9595 636.0747 l
B
162.0498 177.6035 m
163.3525 177.4414 l
B
163.3525 177.4414 m
162.7026 177.5215 l
B
191.0103 635.9922 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
131.1396 191.8281 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
132.3604 191.502 m
133.5811 191.2578 l
B
133.5811 191.2578 m
132.3604 191.502 l
B
242.0098 255.5449 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
243.3135 255.7109 m
244.5332 255.8711 l
B
244.5332 255.8711 m
244.2891 255.8711 l
B
133.0132 191.3398 m
133.9863 191.2578 l
B
133.9863 191.2578 m
133.1753 191.4199 l
B
131.6279 191.584 m
133.0132 191.3398 l
B
133.0132 191.3398 m
132.687 191.4199 l
B
244.9395 255.9512 m
245.5889 256.0332 l
B
245.5889 256.0332 m
245.3447 256.0332 l
B
240.9541 255.3828 m
241.6045 255.5449 l
B
241.6045 255.5449 m
241.8486 255.5449 l
B
130.7339 191.7461 m
131.6279 191.584 l
B
131.6279 191.584 m
132.0371 191.502 l
B
128.3755 192.2344 m
128.2134 192.0684 l
B
128.2134 192.0684 m
129.0249 191.9902 l
B
135.6162 190.9336 m
135.6953 191.0957 l
B
135.6953 191.0957 m
134.8838 191.1758 l
B
242.2539 255.627 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
243.3135 255.7109 m
244.2891 255.8711 l
B
244.2891 255.8711 m
244.125 255.8711 l
B
241.1982 255.4668 m
241.8486 255.5449 l
B
241.8486 255.5449 m
242.0098 255.5449 l
B
244.6953 255.9512 m
245.3447 256.0332 l
B
245.3447 256.0332 m
245.0215 255.9512 l
B
244.5332 255.8711 m
245.0215 255.9512 l
B
245.0215 255.9512 m
243.3135 255.7109 l
B
193.5303 636.0747 m
194.1011 636.0747 l
B
194.1011 636.0747 m
193.2036 636.0747 l
B
190.522 635.9922 m
191.0103 635.9922 l
B
191.0103 635.9922 m
191.6602 635.9922 l
B
236.9658 312.1133 m
237.5371 312.1953 l
B
237.5371 312.1953 m
236.6426 312.0313 l
B
160.2617 177.7656 m
160.75 177.6855 l
B
160.75 177.6855 m
161.3999 177.6855 l
B
233.958 311.707 m
234.4453 311.7871 l
B
234.4453 311.7871 m
235.0957 311.8691 l
B
241.5215 255.4668 m
242.0098 255.5449 l
B
242.0098 255.5449 m
243.3135 255.7109 l
B
163.3525 177.4414 m
163.8408 177.3594 l
B
163.8408 177.3594 m
162.9468 177.4414 l
B
130.6514 191.9082 m
131.1396 191.8281 l
B
131.1396 191.8281 m
132.3604 191.502 l
B
133.5811 191.2578 m
134.0688 191.0957 l
B
134.0688 191.0957 m
132.3604 191.502 l
B
241.5215 255.4668 m
242.0098 255.5449 l
B
242.0098 255.5449 m
242.2539 255.627 l
B
244.5332 255.8711 m
245.0215 255.9512 l
B
245.0215 255.9512 m
244.7773 255.9512 l
B
129.1899 192.0684 m
129.0249 191.9902 l
B
129.0249 191.9902 m
129.8398 191.8281 l
B
243.3135 255.7109 m
244.125 255.8711 l
B
244.125 255.8711 m
243.8809 255.7891 l
B
242.416 255.627 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
134.8013 191.0957 m
134.8838 191.1758 l
B
134.8838 191.1758 m
134.0688 191.3398 l
B
244.2891 255.8711 m
244.7773 255.9512 l
B
244.7773 255.9512 m
244.4512 255.8711 l
B
241.8486 255.5449 m
242.2539 255.627 l
B
242.2539 255.627 m
242.416 255.627 l
B
129.9224 191.9902 m
129.8398 191.8281 l
B
129.8398 191.8281 m
130.7339 191.7461 l
B
191.6602 635.9922 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
235.0957 311.8691 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
192.3101 635.9922 m
192.9595 636.0747 l
B
192.9595 636.0747 m
192.3101 635.9922 l
B
161.3999 177.6855 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.7026 177.5215 l
B
162.7026 177.5215 m
162.0498 177.6035 l
B
235.749 311.9512 m
236.3984 312.0313 l
B
236.3984 312.0313 m
235.749 311.9512 l
B
243.3135 255.7109 m
243.8809 255.7891 l
B
243.8809 255.7891 m
243.7188 255.7891 l
B
242.6602 255.627 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
132.687 191.4199 m
133.1753 191.4199 l
B
133.1753 191.4199 m
132.3604 191.502 l
B
132.0371 191.502 m
132.687 191.4199 l
B
132.687 191.4199 m
132.3604 191.502 l
B
244.125 255.8711 m
244.4512 255.8711 l
B
244.4512 255.8711 m
244.125 255.8711 l
B
242.0928 255.5449 m
242.416 255.627 l
B
242.416 255.627 m
242.6602 255.627 l
B
131.5488 191.6641 m
132.0371 191.502 l
B
132.0371 191.502 m
132.3604 191.502 l
B
133.9863 191.2578 m
134.0688 191.3398 l
B
134.0688 191.3398 m
133.1753 191.4199 l
B
162.7026 177.5215 m
162.9468 177.4414 l
B
162.9468 177.4414 m
162.0498 177.6035 l
B
161.1558 177.6855 m
161.3999 177.6855 l
B
161.3999 177.6855 m
162.0498 177.6035 l
B
191.416 635.9922 m
191.6602 635.9922 l
B
191.6602 635.9922 m
192.3101 635.9922 l
B
192.9595 636.0747 m
193.2036 636.0747 l
B
193.2036 636.0747 m
192.3101 635.9922 l
B
234.8516 311.8691 m
235.0957 311.8691 l
B
235.0957 311.8691 m
235.749 311.9512 l
B
236.3984 312.0313 m
236.6426 312.0313 l
B
236.6426 312.0313 m
235.749 311.9512 l
B
242.416 255.627 m
242.6602 255.627 l
B
242.6602 255.627 m
242.8252 255.7109 l
B
243.8809 255.7891 m
244.125 255.8711 l
B
244.125 255.8711 m
243.8809 255.7891 l
B
130.7339 191.8281 m
130.7339 191.7461 l
B
130.7339 191.7461 m
131.5488 191.6641 l
B
243.3135 255.7109 m
243.7188 255.7891 l
B
243.7188 255.7891 m
243.4746 255.7891 l
B
242.8252 255.7109 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
242.6602 255.627 m
242.8252 255.7109 l
B
242.8252 255.7109 m
243.0693 255.7109 l
B
243.7188 255.7891 m
243.8809 255.7891 l
B
243.8809 255.7891 m
243.5576 255.7891 l
B
133.1753 191.4199 m
133.1753 191.4199 l
B
133.1753 191.4199 m
132.3604 191.502 l
B
131.5488 191.6641 m
131.5488 191.6641 l
B
131.5488 191.6641 m
132.3604 191.502 l
B
243.3135 255.7109 m
243.4746 255.7891 l
B
243.4746 255.7891 m
243.3135 255.7109 l
B
243.0693 255.7109 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
242.9863 255.7109 m
243.0693 255.7109 l
B
243.0693 255.7109 m
243.3135 255.7109 l
B
243.4746 255.7891 m
243.5576 255.7891 l
B
243.5576 255.7891 m
243.3135 255.7109 l
B
244.4512 255.8711 m
244.125 255.8711 l
B
244.125 255.8711 m
243.8809 255.7891 l
B
191.6602 635.9922 m
191.416 635.9922 l
B
191.416 635.9922 m
192.3101 635.9922 l
B
192.3101 635.9922 m
191.6602 635.9922 l
B
191.6602 635.9922 m
192.3101 635.9922 l
B
244.125 255.8711 m
243.8809 255.7891 l
B
243.8809 255.7891 m
243.7188 255.7891 l
B
242.2539 255.627 m
241.8486 255.5449 l
B
241.8486 255.5449 m
242.0928 255.5449 l
B
157.0093 178.1719 m
154.8945 178.416 l
B
154.8945 178.416 m
155.7886 178.3359 l
B
245.0215 255.9512 m
244.5332 255.8711 l
B
244.5332 255.8711 m
244.2891 255.8711 l
B
164.7349 177.2773 m
163.9233 177.3594 l
B
163.9233 177.3594 m
163.3525 177.4414 l
B
243.8809 255.7891 m
243.7188 255.7891 l
B
243.7188 255.7891 m
243.4746 255.7891 l
B
243.4746 255.7891 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.0693 255.7109 l
B
243.0693 255.7109 m
243.3135 255.7109 l
B
162.0498 177.6035 m
161.3999 177.6855 l
B
161.3999 177.6855 m
162.0498 177.6035 l
B
231.9258 311.4629 m
230.3779 311.2188 l
B
230.3779 311.2188 m
231.2725 311.3809 l
B
190.3569 635.9922 m
189.6245 635.9097 l
B
189.6245 635.9097 m
190.522 635.9922 l
B
191.0103 635.9922 m
190.522 635.9922 l
B
190.522 635.9922 m
191.416 635.9922 l
B
215.6553 635.0156 m
207.5205 636.6421 l
B
207.5205 636.6421 m
211.0176 635.9097 l
B
242.416 255.627 m
242.0928 255.5449 l
B
242.0928 255.5449 m
242.416 255.627 l
B
245.0215 255.9512 m
244.5332 255.8711 l
B
244.5332 255.8711 m
243.3135 255.7109 l
B
126.2607 192.9629 m
123.7402 193.5332 l
B
123.7402 193.5332 m
125.4458 193.1289 l
B
218.1758 634.5308 m
211.0176 635.9097 l
B
211.0176 635.9097 m
214.5176 635.2598 l
B
232.5752 311.5469 m
231.2725 311.3809 l
B
231.2725 311.3809 m
232.1699 311.4629 l
B
189.707 635.9097 m
188.6514 635.9097 l
B
188.6514 635.9097 m
189.6245 635.9097 l
B
242.0098 255.5449 m
241.5215 255.4668 l
B
241.5215 255.4668 m
243.3135 255.7109 l
B
246.8096 256.1953 m
245.833 256.0332 l
B
245.833 256.0332 m
244.5332 255.8711 l
B
125.04 193.207 m
122.0317 193.9395 l
B
122.0317 193.9395 m
123.7402 193.5332 l
B
144.48 188.6582 m
140.9009 189.5527 l
B
140.9009 189.5527 m
139.6802 189.7969 l
B
196.7832 636.1538 m
195.4834 636.1538 l
B
195.4834 636.1538 m
194.8335 636.0747 l
B
239.3252 312.4395 m
238.2695 312.2754 l
B
238.2695 312.2754 m
237.6191 312.1953 l
B
239.4893 255.2227 m
237.9424 254.9785 l
B
237.9424 254.9785 m
239.7334 255.2227 l
B
123.8193 193.5332 m
120.3228 194.3457 l
B
120.3228 194.3457 m
122.0317 193.9395 l
B
223.0586 633.5547 m
217.9316 634.5308 l
B
217.9316 634.5308 m
221.4316 633.8779 l
B
252.1768 256.9277 m
249.5742 256.6035 l
B
249.5742 256.6035 m
248.3535 256.4395 l
B
236.9658 254.8945 m
234.3633 254.5723 l
B
234.3633 254.5723 m
236.1543 254.8164 l
B
241.6045 255.5449 m
240.9541 255.3828 l
B
240.9541 255.3828 m
241.1982 255.4668 l
B
225.499 633.0664 m
221.4316 633.8779 l
B
221.4316 633.8779 m
224.9287 633.228 l
B
233.875 311.707 m
233.0635 311.625 l
B
233.0635 311.625 m
233.958 311.707 l
B
238.4307 312.2754 m
237.6191 312.1953 l
B
237.6191 312.1953 m
236.9658 312.1133 l
B
235.666 254.7344 m
232.5752 254.3281 l
B
232.5752 254.3281 m
234.3633 254.5723 l
B
194.9951 636.0747 m
194.1802 636.0747 l
B
194.1802 636.0747 m
193.5303 636.0747 l
B
161.3999 177.6855 m
161.1558 177.6855 l
B
161.1558 177.6855 m
162.0498 177.6035 l
B
227.9375 632.5781 m
224.9287 633.228 l
B
224.9287 633.228 m
228.4258 632.499 l
B
234.4453 254.5723 m
230.7842 254.084 l
B
230.7842 254.084 m
232.5752 254.3281 l
B
198.5742 636.2363 m
196.7832 636.1538 l
B
196.7832 636.1538 m
196.1333 636.1538 l
B
237.5371 312.1953 m
236.9658 312.1133 l
B
236.9658 312.1133 m
236.3984 312.0313 l
B
244.7773 255.9512 m
244.2891 255.8711 l
B
244.2891 255.8711 m
244.125 255.8711 l
B
245.751 629.0845 m
242.7422 629.6519 l
B
242.7422 629.6519 m
240.2217 630.1401 l
B
235.3398 631.1167 m
232.8984 631.605 l
B
232.8984 631.605 m
235.3398 631.1167 l
B
232.8984 631.605 m
231.8428 631.8457 l
B
231.8428 631.8457 m
235.3398 631.1167 l
B
230.4609 632.0898 m
228.4258 632.499 l
B
228.4258 632.499 m
231.8428 631.8457 l
B
167.4204 176.9531 m
165.873 177.1973 l
B
165.873 177.1973 m
165.2231 177.1973 l
B
199.4683 636.2363 m
197.3535 636.1538 l
B
197.3535 636.1538 m
196.7832 636.1538 l
B
235.749 311.9512 m
235.0957 311.8691 l
B
235.0957 311.8691 m
235.749 311.9512 l
B
236.3984 312.0313 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
187.1865 635.8306 m
185.0723 635.748 l
B
185.0723 635.748 m
185.9663 635.8306 l
B
169.208 176.793 m
167.0938 177.0371 l
B
167.0938 177.0371 m
166.5264 177.1152 l
B
233.1426 254.4063 m
228.9961 253.8398 l
B
228.9961 253.8398 m
230.7842 254.084 l
B
168.314 176.8711 m
166.5264 177.1152 l
B
166.5264 177.1152 m
165.873 177.1973 l
B
242.2539 629.7344 m
240.2217 630.1401 l
B
240.2217 630.1401 m
237.7813 630.6284 l
B
236.6426 312.0313 m
236.3984 312.0313 l
B
236.3984 312.0313 m
235.749 311.9512 l
B
133.1753 191.4199 m
132.7695 191.502 l
B
132.7695 191.502 m
132.3604 191.502 l
B
132.7695 191.502 m
132.0371 191.584 l
B
132.0371 191.584 m
132.3604 191.502 l
B
235.0957 311.8691 m
234.8516 311.8691 l
B
234.8516 311.8691 m
235.749 311.9512 l
B
255.7559 257.416 m
252.0977 256.9277 l
B
252.0977 256.9277 m
250.877 256.7656 l
B
237.7813 630.6284 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
187.8364 635.8306 m
185.9663 635.8306 l
B
185.9663 635.8306 m
186.8604 635.8306 l
B
249.251 628.4346 m
245.1836 629.1636 l
B
245.1836 629.1636 m
242.7422 629.6519 l
B
253.9678 257.1719 m
250.877 256.7656 l
B
250.877 256.7656 m
249.5742 256.6035 l
B
122.5991 193.7773 m
118.5317 194.752 l
B
118.5317 194.752 m
120.3228 194.3457 l
B
146.189 188.332 m
142.1216 189.2246 l
B
142.1216 189.2246 m
140.9009 189.5527 l
B
234.4453 311.7871 m
233.958 311.707 l
B
233.958 311.707 m
234.8516 311.8691 l
B
238.1865 255.0605 m
236.1543 254.8164 l
B
236.1543 254.8164 m
237.9424 254.9785 l
B
250.3887 256.6836 m
248.3535 256.4395 l
B
248.3535 256.4395 m
247.0537 256.2773 l
B
248.5977 256.4395 m
247.0537 256.2773 l
B
247.0537 256.2773 m
245.833 256.0332 l
B
188.4863 635.9097 m
186.8604 635.8306 l
B
186.8604 635.8306 m
187.7544 635.8306 l
B
220.6172 634.0425 m
214.5176 635.2598 l
B
214.5176 635.2598 m
217.9316 634.5308 l
B
240.71 255.3828 m
239.7334 255.2227 l
B
239.7334 255.2227 m
241.5215 255.4668 l
B
142.7715 189.0645 m
139.6802 189.7969 l
B
139.6802 189.7969 m
138.4629 190.1191 l
B
259.6621 626.3203 m
252.5039 627.7847 l
B
252.5039 627.7847 m
250.0625 628.2695 l
B
197.6802 636.2363 m
196.1333 636.1538 l
B
196.1333 636.1538 m
195.4834 636.1538 l
B
134.0688 191.0957 m
133.5811 191.2578 l
B
133.5811 191.2578 m
132.3604 191.502 l
B
189.1396 635.9097 m
187.7544 635.8306 l
B
187.7544 635.8306 m
188.6514 635.9097 l
B
263.1592 625.6704 m
254.9443 627.2964 l
B
254.9443 627.2964 m
252.5039 627.7847 l
B
245.5889 256.0332 m
244.9395 255.9512 l
B
244.9395 255.9512 m
244.6953 255.9512 l
B
127.4814 192.6406 m
125.4458 193.1289 l
B
125.4458 193.1289 m
127.1548 192.7227 l
B
162.9468 177.4414 m
162.7026 177.5215 l
B
162.7026 177.5215 m
162.0498 177.6035 l
B
233.2256 311.625 m
232.1699 311.4629 l
B
232.1699 311.4629 m
233.0635 311.625 l
B
133.5811 191.2578 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
245.3447 256.0332 m
244.6953 255.9512 l
B
244.6953 255.9512 m
244.5332 255.8711 l
B
163.8408 177.3594 m
163.3525 177.4414 l
B
163.3525 177.4414 m
162.7026 177.5215 l
B
132.3604 191.502 m
131.1396 191.8281 l
B
131.1396 191.8281 m
132.3604 191.502 l
B
240.2217 312.5195 m
238.9189 312.3574 l
B
238.9189 312.3574 m
238.2695 312.2754 l
B
160.1792 177.7656 m
159.3677 177.8477 l
B
159.3677 177.8477 m
160.2617 177.7656 l
B
165.6289 177.1973 m
164.5732 177.2773 l
B
164.5732 177.2773 m
163.9233 177.3594 l
B
159.5293 177.8477 m
158.4707 178.0098 l
B
158.4707 178.0098 m
159.3677 177.8477 l
B
139.2744 189.875 m
137.2427 190.3633 l
B
137.2427 190.3633 m
136.022 190.6895 l
B
128.7017 192.3965 m
127.1548 192.7227 l
B
127.1548 192.7227 m
128.9458 192.3125 l
B
195.8892 636.1538 m
194.8335 636.0747 l
B
194.8335 636.0747 m
194.1802 636.0747 l
B
131.1396 191.8281 m
130.6514 191.9082 l
B
130.6514 191.9082 m
132.3604 191.502 l
B
241.1162 312.6816 m
239.4893 312.4395 l
B
239.4893 312.4395 m
238.9189 312.3574 l
B
242.6602 255.627 m
242.416 255.627 l
B
242.416 255.627 m
242.6602 255.627 l
B
158.2266 178.0098 m
156.6826 178.1719 l
B
156.6826 178.1719 m
157.5767 178.0918 l
B
129.9224 192.0684 m
128.9458 192.3125 l
B
128.9458 192.3125 m
130.6514 191.9082 l
B
242.8252 255.7109 m
242.6602 255.627 l
B
242.6602 255.627 m
242.9863 255.7109 l
B
157.6592 178.0918 m
155.7886 178.3359 l
B
155.7886 178.3359 m
156.6826 178.1719 l
B
135.8604 190.6895 m
134.8013 190.9336 l
B
134.8013 190.9336 m
133.5811 191.2578 l
B
243.0693 255.7109 m
242.9863 255.7109 l
B
242.9863 255.7109 m
243.3135 255.7109 l
B
242.0098 312.7637 m
240.1396 312.5195 l
B
240.1396 312.5195 m
239.4893 312.4395 l
B
193.2036 636.0747 m
192.9595 636.0747 l
B
192.9595 636.0747 m
192.3101 635.9922 l
B
192.9595 636.0747 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
231.3545 311.3809 m
229.4844 311.1367 l
B
229.4844 311.1367 m
230.3779 311.2188 l
B
242.9043 312.9258 m
240.7891 312.6016 l
B
240.7891 312.6016 m
240.1396 312.5195 l
B
194.1011 636.0747 m
193.5303 636.0747 l
B
193.5303 636.0747 m
192.9595 636.0747 l
B
160.75 177.6855 m
160.2617 177.7656 l
B
160.2617 177.7656 m
161.1558 177.6855 l
B
242.0098 255.5449 m
241.5215 255.4668 l
B
241.5215 255.4668 m
241.8486 255.5449 l
B
241.8486 255.5449 m
241.1982 255.4668 l
B
241.1982 255.4668 m
241.5215 255.4668 l
B
257.5479 257.6602 m
253.3975 257.0898 l
B
253.3975 257.0898 m
252.0977 256.9277 l
B
132.0371 191.584 m
131.5488 191.6641 l
B
131.5488 191.6641 m
132.3604 191.502 l
B
230.7051 311.3027 m
228.5908 310.9746 l
B
228.5908 310.9746 m
229.4844 311.1367 l
B
238.8398 630.4668 m
237.7813 630.6284 l
B
237.7813 630.6284 m
235.3398 631.1167 l
B
162.7026 177.5215 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
166.5264 177.1152 m
165.2231 177.1973 l
B
165.2231 177.1973 m
164.5732 177.2773 l
B
252.665 627.7021 m
247.625 628.7578 l
B
247.625 628.7578 m
245.1836 629.1636 l
B
243.5576 255.7891 m
243.4746 255.7891 l
B
243.4746 255.7891 m
243.3135 255.7109 l
B
256.165 627.0527 m
250.0625 628.2695 l
B
250.0625 628.2695 m
247.625 628.7578 l
B
140.9834 189.4688 m
138.4629 190.1191 l
B
138.4629 190.1191 m
137.2427 190.3633 l
B
244.5332 255.8711 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
158.8794 177.9297 m
157.5767 178.0918 l
B
157.5767 178.0918 m
158.4707 178.0098 l
B
243.3135 255.7109 m
242.0098 255.5449 l
B
242.0098 255.5449 m
243.3135 255.7109 l
B
137.5659 190.2813 m
136.022 190.6895 l
B
136.022 190.6895 m
134.8013 190.9336 l
B
243.7188 255.7891 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
243.3135 255.7109 m
242.8252 255.7109 l
B
242.8252 255.7109 m
243.0693 255.7109 l
B
134.0688 191.3398 m
133.0928 191.502 l
B
133.0928 191.502 m
132.7695 191.502 l
B
131.793 191.7461 m
130.7339 191.8281 l
B
130.7339 191.8281 m
131.5488 191.6641 l
B
243.8809 255.7891 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
243.3135 255.7109 m
242.6602 255.627 l
B
242.6602 255.627 m
242.8252 255.7109 l
B
134.8838 191.1758 m
133.4985 191.502 l
B
133.4985 191.502 m
133.0928 191.502 l
B
244.125 255.8711 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
243.3135 255.7109 m
242.416 255.627 l
B
242.416 255.627 m
242.6602 255.627 l
B
192.3101 635.9922 m
191.0103 635.9922 l
B
191.0103 635.9922 m
191.6602 635.9922 l
B
235.749 311.9512 m
234.4453 311.7871 l
B
234.4453 311.7871 m
235.0957 311.8691 l
B
193.5303 636.0747 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
162.0498 177.6035 m
160.75 177.6855 l
B
160.75 177.6855 m
161.3999 177.6855 l
B
163.3525 177.4414 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
236.9658 312.1133 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
131.4663 191.8281 m
129.9224 191.9902 l
B
129.9224 191.9902 m
130.7339 191.8281 l
B
133.0928 191.502 m
131.793 191.7461 l
B
131.793 191.7461 m
132.0371 191.584 l
B
243.3135 255.7109 m
242.2539 255.627 l
B
242.2539 255.627 m
242.416 255.627 l
B
244.2891 255.8711 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
135.6953 191.0957 m
133.9072 191.502 l
B
133.9072 191.502 m
133.4985 191.502 l
B
243.3135 255.7109 m
242.0098 255.5449 l
B
242.0098 255.5449 m
242.2539 255.627 l
B
244.5332 255.8711 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
131.1396 191.9082 m
129.1899 192.0684 l
B
129.1899 192.0684 m
129.9224 191.9902 l
B
136.5894 191.0137 m
134.2305 191.4199 l
B
134.2305 191.4199 m
133.9072 191.502 l
B
243.3135 255.7109 m
241.8486 255.5449 l
B
241.8486 255.5449 m
242.0098 255.5449 l
B
244.6953 255.9512 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
134.8013 190.9336 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
132.3604 191.502 m
129.9224 192.0684 l
B
129.9224 192.0684 m
131.1396 191.8281 l
B
192.3101 635.9922 m
190.3569 635.9922 l
B
190.3569 635.9922 m
191.0103 635.9922 l
B
243.3135 255.7109 m
240.71 255.3828 l
B
240.71 255.3828 m
242.0098 255.5449 l
B
237.6191 312.1953 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
194.1802 636.0747 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
162.0498 177.6035 m
160.1792 177.7656 l
B
160.1792 177.7656 m
160.75 177.6855 l
B
163.9233 177.3594 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
245.833 256.0332 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
235.749 311.9512 m
233.875 311.707 l
B
233.875 311.707 m
234.4453 311.7871 l
B
243.3135 255.7109 m
241.6045 255.5449 l
B
241.6045 255.5449 m
241.8486 255.5449 l
B
244.9395 255.9512 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
130.8955 191.9902 m
128.3755 192.2344 l
B
128.3755 192.2344 m
129.1899 192.0684 l
B
137.4043 190.8516 m
134.6396 191.4199 l
B
134.6396 191.4199 m
134.2305 191.4199 l
B
133.4985 191.502 m
131.4663 191.8281 l
B
131.4663 191.8281 m
131.793 191.7461 l
B
138.2188 190.7695 m
135.0454 191.4199 l
B
135.0454 191.4199 m
134.6396 191.4199 l
B
130.5723 192.0684 m
127.5605 192.3965 l
B
127.5605 192.3965 m
128.3755 192.2344 l
B
164.5732 177.2773 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
162.0498 177.6035 m
159.5293 177.8477 l
B
159.5293 177.8477 m
160.1792 177.7656 l
B
192.3101 635.9922 m
189.707 635.9097 l
B
189.707 635.9097 m
190.3569 635.9922 l
B
235.749 311.9512 m
233.2256 311.625 l
B
233.2256 311.625 m
233.875 311.707 l
B
194.8335 636.0747 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
238.2695 312.2754 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
139.1128 190.6895 m
135.3721 191.4199 l
B
135.3721 191.4199 m
135.0454 191.4199 l
B
130.2456 192.1523 m
126.749 192.5566 l
B
126.749 192.5566 m
127.5605 192.3965 l
B
133.9072 191.502 m
131.1396 191.9082 l
B
131.1396 191.9082 m
131.4663 191.8281 l
B
235.3398 631.1167 m
230.4609 632.0898 l
B
230.4609 632.0898 m
232.8984 631.605 l
B
240.2217 630.1401 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
132.3604 191.502 m
128.7017 192.3965 l
B
128.7017 192.3965 m
129.9224 192.0684 l
B
136.022 190.6895 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
247.0537 256.2773 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
165.2231 177.1973 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
192.3101 635.9922 m
189.1396 635.9097 l
B
189.1396 635.9097 m
189.707 635.9097 l
B
162.0498 177.6035 m
158.8794 177.9297 l
B
158.8794 177.9297 m
159.5293 177.8477 l
B
235.749 311.9512 m
232.5752 311.5469 l
B
232.5752 311.5469 m
233.2256 311.625 l
B
195.4834 636.1538 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
243.3135 255.7109 m
239.4893 255.2227 l
B
239.4893 255.2227 m
240.71 255.3828 l
B
238.9189 312.3574 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
129.9224 192.3125 m
125.9341 192.7227 l
B
125.9341 192.7227 m
126.749 192.5566 l
B
196.1333 636.1538 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
239.4893 312.4395 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
165.873 177.1973 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
162.0498 177.6035 m
158.2266 178.0098 l
B
158.2266 178.0098 m
158.8794 177.9297 l
B
192.3101 635.9922 m
188.4863 635.9097 l
B
188.4863 635.9097 m
189.1396 635.9097 l
B
235.749 311.9512 m
231.9258 311.4629 l
B
231.9258 311.4629 m
232.5752 311.5469 l
B
134.2305 191.4199 m
130.8955 191.9902 l
B
130.8955 191.9902 m
131.1396 191.9082 l
B
137.2427 190.3633 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
132.3604 191.502 m
127.4814 192.6406 l
B
127.4814 192.6406 m
128.7017 192.3965 l
B
192.3101 635.9922 m
187.8364 635.8306 l
B
187.8364 635.8306 m
188.4863 635.9097 l
B
196.7832 636.1538 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
235.749 311.9512 m
231.3545 311.3809 l
B
231.3545 311.3809 m
231.9258 311.4629 l
B
240.1396 312.5195 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
162.0498 177.6035 m
157.6592 178.0918 l
B
157.6592 178.0918 m
158.2266 178.0098 l
B
243.3135 255.7109 m
238.1865 255.0605 l
B
238.1865 255.0605 m
239.4893 255.2227 l
B
166.5264 177.1152 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
248.3535 256.4395 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
134.6396 191.4199 m
130.5723 192.0684 l
B
130.5723 192.0684 m
130.8955 191.9902 l
B
162.0498 177.6035 m
157.0093 178.1719 l
B
157.0093 178.1719 m
157.6592 178.0918 l
B
240.7891 312.6016 m
235.749 311.9512 l
B
235.749 311.9512 m
235.749 311.9512 l
B
192.3101 635.9922 m
187.1865 635.8306 l
B
187.1865 635.8306 m
187.8364 635.8306 l
B
197.3535 636.1538 m
192.3101 635.9922 l
B
192.3101 635.9922 m
192.3101 635.9922 l
B
167.0938 177.0371 m
162.0498 177.6035 l
B
162.0498 177.6035 m
162.0498 177.6035 l
B
235.749 311.9512 m
230.7051 311.3027 l
B
230.7051 311.3027 m
231.3545 311.3809 l
B
135.0454 191.4199 m
130.2456 192.1523 l
B
130.2456 192.1523 m
130.5723 192.0684 l
B
235.3398 631.1167 m
227.9375 632.5781 l
B
227.9375 632.5781 m
230.4609 632.0898 l
B
242.7422 629.6519 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
138.4629 190.1191 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
132.3604 191.502 m
126.2607 192.9629 l
B
126.2607 192.9629 m
127.4814 192.6406 l
B
243.3135 255.7109 m
236.9658 254.8945 l
B
236.9658 254.8945 m
238.1865 255.0605 l
B
249.5742 256.6035 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
135.3721 191.4199 m
129.9224 192.3125 l
B
129.9224 192.3125 m
130.2456 192.1523 l
B
132.3604 191.502 m
125.04 193.207 l
B
125.04 193.207 m
126.2607 192.9629 l
B
139.6802 189.7969 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
243.3135 255.7109 m
235.666 254.7344 l
B
235.666 254.7344 m
236.9658 254.8945 l
B
250.877 256.7656 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
245.1836 629.1636 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
235.3398 631.1167 m
225.499 633.0664 l
B
225.499 633.0664 m
227.9375 632.5781 l
B
132.3604 191.502 m
123.8193 193.5332 l
B
123.8193 193.5332 m
125.04 193.207 l
B
140.9009 189.5527 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
243.3135 255.7109 m
234.4453 254.5723 l
B
234.4453 254.5723 m
235.666 254.7344 l
B
252.0977 256.9277 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
132.3604 191.502 m
122.5991 193.7773 l
B
122.5991 193.7773 m
123.8193 193.5332 l
B
142.1216 189.2246 m
132.3604 191.502 l
B
132.3604 191.502 m
132.3604 191.502 l
B
243.3135 255.7109 m
233.1426 254.4063 l
B
233.1426 254.4063 m
234.4453 254.5723 l
B
253.3975 257.0898 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
247.625 628.7578 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
235.3398 631.1167 m
223.0586 633.5547 l
B
223.0586 633.5547 m
225.499 633.0664 l
B
250.0625 628.2695 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
235.3398 631.1167 m
220.6172 634.0425 l
B
220.6172 634.0425 m
223.0586 633.5547 l
B
252.5039 627.7847 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
235.3398 631.1167 m
218.1758 634.5308 l
B
218.1758 634.5308 m
220.6172 634.0425 l
B
254.9443 627.2964 m
235.3398 631.1167 l
B
235.3398 631.1167 m
235.3398 631.1167 l
B
235.3398 631.1167 m
215.6553 635.0156 l
B
215.6553 635.0156 m
218.1758 634.5308 l
B
200.3623 597.8745 m
200.3623 598.2012 l
B
200.3623 598.2012 m
200.3623 598.6069 l
B
200.3623 598.6069 m
181.0049 337.959 l
B
181.0049 337.959 m
165.873 647.0469 l
B
165.873 647.0469 m
165.873 647.0469 l
B
165.873 647.0469 m
165.873 646.8027 l
B
165.873 646.8027 m
153.3472 478.0742 l
B
153.3472 478.0742 m
132.1162 191.3398 l
B
132.1162 191.3398 m
132.1987 191.584 l
B
132.1987 191.584 m
235.3398 631.1167 l
B
235.3398 631.1167 m
162.2148 177.6035 l
B
162.2148 177.6035 m
192.5542 635.9922 l
B
192.5542 635.9922 m
235.9893 311.9512 l
B
235.9893 311.9512 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
200.3623 598.2012 m
200.3623 598.2012 l
B
200.3623 598.2012 m
200.3623 598.2012 l
B
200.3623 598.2012 m
181.249 337.959 l
B
181.249 337.959 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
153.6738 478.4834 l
B
153.6738 478.4834 m
132.4429 191.502 l
B
132.4429 191.502 m
132.4429 191.502 l
B
132.4429 191.502 m
235.3398 631.1167 l
B
235.3398 631.1167 m
161.9707 177.6035 l
B
161.9707 177.6035 m
192.2305 635.9922 l
B
192.2305 635.9922 m
235.666 311.9512 l
B
235.666 311.9512 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
200.3623 598.4419 m
200.3623 598.2012 l
B
200.3623 598.2012 m
200.3623 597.7129 l
B
200.3623 597.7129 m
181.5723 337.959 l
B
181.5723 337.959 m
166.4438 647.4526 l
B
166.4438 647.4526 m
166.4438 647.4526 l
B
166.4438 647.4526 m
166.4438 647.6143 l
B
166.4438 647.6143 m
153.918 478.8066 l
B
153.918 478.8066 m
132.687 191.6641 l
B
132.687 191.6641 m
132.6045 191.502 l
B
132.6045 191.502 m
235.3398 631.1167 l
B
235.3398 631.1167 m
161.8057 177.6035 l
B
161.8057 177.6035 m
191.9043 635.9922 l
B
191.9043 635.9922 m
235.3398 311.8691 l
B
235.3398 311.8691 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
187.7544 610.4727 m
187.7544 610.7959 l
B
187.7544 610.7959 m
187.6748 611.2051 l
B
187.6748 611.2051 m
166.688 338.5273 l
B
166.688 338.5273 m
165.873 647.0469 l
B
165.873 647.0469 m
165.873 647.0469 l
B
165.873 647.0469 m
165.873 646.8027 l
B
165.873 646.8027 m
161.2383 478.1567 l
B
187.7544 610.7959 m
187.7544 610.7959 l
B
187.7544 610.7959 m
187.6748 610.8784 l
B
187.6748 610.8784 m
166.9321 338.4473 l
B
166.9321 338.4473 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
161.4824 478.5625 l
B
187.7544 611.04 m
187.7544 610.7959 l
B
187.7544 610.7959 m
187.6748 610.5518 l
B
187.6748 610.5518 m
167.2588 338.3652 l
B
167.2588 338.3652 m
166.4438 647.4526 l
B
166.4438 647.4526 m
166.4438 647.4526 l
B
166.4438 647.4526 m
166.4438 647.6143 l
B
166.4438 647.6143 m
161.8057 478.9683 l
B
212.9707 610.4727 m
213.0527 610.7959 l
B
213.0527 610.7959 m
213.1357 611.2051 l
B
213.1357 611.2051 m
193.3687 338.2031 l
B
193.3687 338.2031 m
165.7939 647.0469 l
B
165.7939 647.0469 m
165.7939 647.0469 l
B
165.7939 647.0469 m
165.7939 646.8027 l
B
165.7939 646.8027 m
146.5156 479.377 l
B
212.9707 610.7959 m
213.0527 610.7959 l
B
213.0527 610.7959 m
213.1357 610.8784 l
B
213.1357 610.8784 m
193.6919 338.1211 l
B
193.6919 338.1211 m
166.0381 647.2085 l
B
166.0381 647.2085 m
166.0381 647.2085 l
B
166.0381 647.2085 m
166.0381 647.2085 l
B
166.0381 647.2085 m
146.7598 479.7827 l
B
212.9707 611.04 m
213.0527 610.7959 l
B
213.0527 610.7959 m
213.1357 610.5518 l
B
213.1357 610.5518 m
193.936 338.0391 l
B
193.936 338.0391 m
166.3613 647.4526 l
B
166.3613 647.4526 m
166.3613 647.4526 l
B
166.3613 647.4526 m
166.3613 647.6143 l
B
166.3613 647.6143 m
147.083 480.1064 l
B
187.7544 585.2764 m
187.7544 585.52 l
B
187.7544 585.52 m
187.5923 586.0908 l
B
187.5923 586.0908 m
168.6406 338.3652 l
B
168.6406 338.3652 m
165.873 647.0469 l
B
165.873 647.0469 m
165.873 647.0469 l
B
165.873 647.0469 m
165.873 646.8818 l
B
165.873 646.8818 m
160.1001 476.7744 l
B
187.7544 585.6025 m
187.7544 585.52 l
B
187.7544 585.52 m
187.5923 585.438 l
B
187.5923 585.438 m
168.9639 338.4473 l
B
168.9639 338.4473 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
160.4233 477.1011 l
B
187.7544 585.8467 m
187.7544 585.52 l
B
187.7544 585.52 m
187.5923 584.7085 l
B
187.5923 584.7085 m
169.208 338.5273 l
B
169.208 338.5273 m
166.4438 647.4526 l
B
166.4438 647.4526 m
166.4438 647.4526 l
B
166.4438 647.4526 m
166.4438 647.6143 l
B
166.4438 647.6143 m
160.6675 477.5068 l
B
212.9707 585.2764 m
213.0527 585.52 l
B
213.0527 585.52 m
213.1357 586.0083 l
B
213.1357 586.0083 m
195.3218 338.0391 l
B
195.3218 338.0391 m
165.7939 647.0469 l
B
165.7939 647.0469 m
165.7939 647.0469 l
B
165.7939 647.0469 m
165.7939 646.8818 l
B
165.7939 646.8818 m
145.3774 477.9126 l
B
212.9707 585.6025 m
213.0527 585.52 l
B
213.0527 585.52 m
213.1357 585.438 l
B
213.1357 585.438 m
195.645 338.1211 l
B
195.645 338.1211 m
166.0381 647.2085 l
B
166.0381 647.2085 m
166.0381 647.2085 l
B
166.0381 647.2085 m
166.0381 647.2085 l
B
166.0381 647.2085 m
145.7007 478.3184 l
B
212.9707 585.8467 m
213.0527 585.52 l
B
213.0527 585.52 m
213.1357 584.7881 l
B
213.1357 584.7881 m
195.8892 338.2031 l
B
195.8892 338.2031 m
166.3613 647.4526 l
B
166.3613 647.4526 m
166.3613 647.4526 l
B
166.3613 647.4526 m
166.3613 647.6143 l
B
166.3613 647.6143 m
145.9448 478.7275 l
B
200.1182 598.2012 m
200.3623 598.2012 l
B
200.3623 598.2012 m
200.8506 598.2012 l
B
200.8506 598.2012 m
185.1514 337.959 l
B
185.1514 337.959 m
169.9404 647.126 l
B
169.9404 647.126 m
169.9404 647.126 l
B
169.9404 647.126 m
169.9404 646.8818 l
B
169.9404 646.8818 m
157.415 478.1567 l
B
157.415 478.1567 m
136.1045 190.9336 l
B
136.1045 190.9336 m
136.022 190.6895 l
B
136.022 190.6895 m
235.3398 631.1167 l
B
235.3398 631.1167 m
158.2266 178.0098 l
B
158.2266 178.0098 m
186.6162 635.8306 l
B
186.6162 635.8306 m
230.1338 311.2188 l
B
230.1338 311.2188 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
200.3623 598.2012 m
200.3623 598.2012 l
B
200.3623 598.2012 m
200.3623 598.2012 l
B
200.3623 598.2012 m
181.249 337.959 l
B
181.249 337.959 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
153.6738 478.4834 l
B
153.6738 478.4834 m
132.4429 191.502 l
B
132.4429 191.502 m
132.4429 191.502 l
B
132.4429 191.502 m
235.3398 631.1167 l
B
235.3398 631.1167 m
161.9707 177.6035 l
B
161.9707 177.6035 m
192.2305 635.9922 l
B
192.2305 635.9922 m
235.666 311.9512 l
B
235.666 311.9512 m
243.3135 255.7109 l
B
243.3135 255.7109 m
243.3135 255.7109 l
B
200.689 598.2012 m
200.3623 598.2012 l
B
200.3623 598.2012 m
199.9565 598.2012 l
B
199.9565 598.2012 m
177.4253 338.0391 l
B
177.4253 338.0391 m
162.2939 647.291 l
B
162.2939 647.291 m
162.2939 647.291 l
B
162.2939 647.291 m
162.2939 647.5317 l
B
162.2939 647.5317 m
149.8506 478.7275 l
B
149.8506 478.7275 m
128.7017 192.0684 l
B
128.7017 192.0684 m
128.7813 192.3965 l
B
128.7813 192.3965 m
235.3398 631.1167 l
B
235.3398 631.1167 m
165.7939 177.1973 l
B
165.7939 177.1973 m
197.8418 636.2363 l
B
197.8418 636.2363 m
241.1982 312.6816 l
B
241.1982 312.6816 m
243.2305 255.7109 l
B
243.2305 255.7109 m
243.2305 255.7109 l
B
187.5103 610.7959 m
187.7544 610.7959 l
B
187.7544 610.7959 m
187.998 610.8784 l
B
187.998 610.8784 m
170.8345 338.2832 l
B
170.8345 338.2832 m
169.9404 647.126 l
B
169.9404 647.126 m
169.9404 647.126 l
B
169.9404 647.126 m
169.9404 646.8818 l
B
169.9404 646.8818 m
165.3057 478.2393 l
B
187.7544 610.7959 m
187.7544 610.7959 l
B
187.7544 610.7959 m
187.6748 610.8784 l
B
187.6748 610.8784 m
166.9321 338.4473 l
B
166.9321 338.4473 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
161.4824 478.5625 l
B
188.0806 610.7959 m
187.7544 610.7959 l
B
187.7544 610.7959 m
187.3486 610.8784 l
B
187.3486 610.8784 m
163.1084 338.6094 l
B
163.1084 338.6094 m
162.2939 647.291 l
B
162.2939 647.291 m
162.2939 647.291 l
B
162.2939 647.291 m
162.2939 647.5317 l
B
162.2939 647.5317 m
157.7412 478.8892 l
B
212.7266 610.7959 m
213.0527 610.7959 l
B
213.0527 610.7959 m
213.3799 610.8784 l
B
213.3799 610.8784 m
197.5156 338.1211 l
B
197.5156 338.1211 m
169.9404 647.126 l
B
169.9404 647.126 m
169.9404 647.126 l
B
169.9404 647.126 m
169.8613 646.8818 l
B
169.8613 646.8818 m
150.583 479.4565 l
B
212.9707 610.7959 m
213.0527 610.7959 l
B
213.0527 610.7959 m
213.1357 610.8784 l
B
213.1357 610.8784 m
193.6919 338.1211 l
B
193.6919 338.1211 m
166.0381 647.2085 l
B
166.0381 647.2085 m
166.0381 647.2085 l
B
166.0381 647.2085 m
166.0381 647.2085 l
B
166.0381 647.2085 m
146.7598 479.7827 l
B
213.2969 610.7959 m
213.0527 610.7959 l
B
213.0527 610.7959 m
212.8086 610.8784 l
B
212.8086 610.8784 m
189.7896 338.0391 l
B
189.7896 338.0391 m
162.2148 647.291 l
B
162.2148 647.291 m
162.2148 647.291 l
B
162.2148 647.291 m
162.2939 647.5317 l
B
162.2939 647.5317 m
143.0156 480.0269 l
B
187.5103 585.6025 m
187.7544 585.52 l
B
187.7544 585.52 m
188.3247 585.438 l
B
188.3247 585.438 m
172.7876 338.2832 l
B
172.7876 338.2832 m
169.9404 647.126 l
B
169.9404 647.126 m
169.9404 647.126 l
B
169.9404 647.126 m
169.9404 646.8818 l
B
169.9404 646.8818 m
164.1675 476.8569 l
B
187.7544 585.6025 m
187.7544 585.52 l
B
187.7544 585.52 m
187.5923 585.438 l
B
187.5923 585.438 m
168.9639 338.4473 l
B
168.9639 338.4473 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
166.1172 647.2085 l
B
166.1172 647.2085 m
160.4233 477.1011 l
B
188.0806 585.6025 m
187.7544 585.52 l
B
187.7544 585.52 m
186.9429 585.438 l
B
186.9429 585.438 m
165.0615 338.5273 l
B
165.0615 338.5273 m
162.2939 647.291 l
B
162.2939 647.291 m
162.2939 647.291 l
B
162.2939 647.291 m
162.2939 647.5317 l
B
162.2939 647.5317 m
156.6001 477.4243 l
B
212.7266 585.6025 m
213.0527 585.52 l
B
213.0527 585.52 m
213.7852 585.438 l
B
213.7852 585.438 m
199.4683 338.1211 l
B
199.4683 338.1211 m
169.8613 647.126 l
B
169.8613 647.126 m
169.8613 647.126 l
B
169.8613 647.126 m
169.8613 646.8818 l
B
169.8613 646.8818 m
149.4414 477.9951 l
B
212.9707 585.6025 m
213.0527 585.52 l
B
213.0527 585.52 m
213.1357 585.438 l
B
213.1357 585.438 m
195.645 338.1211 l
B
195.645 338.1211 m
166.0381 647.2085 l
B
166.0381 647.2085 m
166.0381 647.2085 l
B
166.0381 647.2085 m
166.0381 647.2085 l
B
166.0381 647.2085 m
145.7007 478.3184 l
B
213.2969 585.6025 m
213.0527 585.52 l
B
213.0527 585.52 m
212.5645 585.438 l
B
212.5645 585.438 m
191.7427 338.0391 l
B
191.7427 338.0391 m
162.2148 647.291 l
B
162.2148 647.291 m
162.2148 647.291 l
B
162.2148 647.291 m
162.2939 647.5317 l
B
162.2939 647.5317 m
141.8774 478.645 l
B
1 w
286.7998 97.502 m
114 97.502 L
114 716.7026 L
286.7998 716.7026 L
286.7998 97.502 L
s
264.3057 625.8271 m
207.7012 636.4893 L
221.0283 707.2451 L
277.6328 696.583 L
264.3057 625.8271 L
s
u
283.168 142.6875 m
233.1855 136.2148 L
206.8311 339.7148 L
256.8135 346.1895 L
283.168 142.6875 L
s
230 311.4531 m
241 312.7031 l
S
U
u
1 O
0 0 0 1 k
0 w
413.0332 312.249 m
412.1406 312.249 l
426.6191 312.249 l
424.5039 312.9023 l
B
1 w
446 138.2998 m
392 138.2998 L
392 343.5 L
446 343.5 L
446 138.2998 L
s
U
452.3994 624.1665 m
387.5996 624.1665 L
387.5996 696.1665 L
452.3994 696.1665 L
452.3994 624.1665 L
s
0 To
1 0 0 1 47.334 745.7021 0 Tp
TP
0 Tr
0 O
0 0 0 1 k
4 M
/_Helvetica 12 Tf
0 Ts
100 Tz
0 Tt
1 TA
0 0 5 TC
100 100 200 TW
0 0 0 Ti
0 Ta
0 Tq
0 0 Tl
0 Tc
0 Tw
(Membr) Tx 1 10 Tk
(ane\r) Tx 1 0 Tk
0 -14.5 Td
(Mirror) Tx 1 0 Tk
(\r) TX 
TO
309 8587 m
309 -7796 L
(N) *
0 To
1 0 0 1 38 149 0 Tp
TP
0 Tr
0 O
0 0 0 1 k
(Lenslet\r) Tx 1 0 Tk
0 -14.5 Td
(Assemb) Tx 1 20 Tk
(ly) Tx 1 0 Tk
(\r) TX 
TO
0 To
1 0 0 1 49 658 0 Tp
TP
0 Tr
(Steer) Tx 1 -15 Tk
(ing\r) Tx 1 0 Tk
0 -14.5 Td
(Mirror) Tx 1 0 Tk
(\r) TX 
TO
0 To
1 0 0 1 49 479.5 0 Tp
TP
0 Tr
(Baffle) Tx 1 0 Tk
(\r) TX 
TO
0 To
1 0 0 1 37 373 0 Tp
TP
0 Tr
(Place f) Tx 1 30 Tk
(or\r) Tx 1 0 Tk
0 -14.5 Td
(ADC and\r) Tx 1 0 Tk
0 -14.5 Td
(filters) Tx 1 0 Tk
(\r) TX 
TO
u
96 736 m
212 696 l
F
217.7056 694.0327 m
214.6772 693.9624 210.7603 693.4111 208.0752 692.3237 c
211.2515 696.2583 l
211.1753 701.314 l
212.6191 698.8027 215.3643 695.9541 217.7056 694.0327 c
f
U
u
96 650 m
150.377 649 l
F
156.0342 648.896 m
153.3555 647.8916 150.0229 646.1543 147.9458 644.2891 c
149.6343 649.0137 l
148.0996 653.7974 l
150.1157 651.8569 153.3892 649.998 156.0342 648.896 c
f
U
u
88 483 m
135 481 l
F
141.0298 480.7432 m
138.1475 479.8115 134.5508 478.165 132.2886 476.3564 c
134.2085 481.0337 l
132.6929 485.8574 l
134.7935 483.8628 138.2373 481.9165 141.0298 480.7432 c
f
U
0 To
1 0 0 1 95 342.1484 0 Tp
TP
0 Tr
/_Helvetica 76.6582 Tf
46.9617 Tz
({) Tx 1 0 Tk
(\r) Tx 1 0 Tk
TO
u
94 146 m
223 187 l
F
228.7515 188.8281 m
226.3643 186.9639 223.5508 184.1826 222.0464 181.708 c
222.2451 186.7598 l
219.166 190.7705 l
221.8237 189.6182 225.7261 188.9717 228.7515 188.8281 c
f
U
0 To
1 0 0 1 196 59 0 Tp
TP
0 Tr
/_Helvetica 24 Tf
100 Tz
(IR) Tx 1 30 Tk
(TF ) Tx 1 40 Tk
(W) Tx 1 40 Tk
(a) Tx 1 20 Tk
(v) Tx 1 25 Tk
(efront Sensor) Tx 1 0 Tk
(\r) TX 
TO
%%PageTrailer
gsave annotatepage grestore showpage
%%Trailer
Adobe_Illustrator_AI3 /terminate get exec
Adobe_pattern_AI3 /terminate get exec
Adobe_typography_AI3 /terminate get exec
Adobe_customcolor /terminate get exec
Adobe_cshow /terminate get exec
Adobe_packedarray /terminate get exec
%%EOF

--------------20CCA7308545439504E71B26--

From - Mon Jun 05 11:37:28 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <393C1D7E.1F801D36@mtwilson.edu>
Date: Mon, 05 Jun 2000 11:37:02 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.7 [en] (WinNT; I)
X-Accept-Language: en
MIME-Version: 1.0
To: Buzz Graves <graves@IfA.Hawaii.Edu>, toomey@ifa.hawaii.edu,
 	doc@ifa.hawaii.edu, mal@laplacian.com
Subject: Re: IRTF WFS
References: <39072DEF.156584A9@mtwilson.edu>	
	 <39381BF6.9D874FC3@mtwilson.edu>
	 <v04210121b55e088476b2@[128.171.163.103]> <39387506.B10D749A@mtwilson.edu> <v04210103b561a6c9e2b9@[128.171.163.103]>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hi Buzz,

The monolithic biconic is a fancy name for a part which is mostly
sphere with a little cylinder.  I picked it because it was
the cheapest asphere you can get.  When you get a glasses prescription,
it is for a sphere with some cylinder.  For example, mine have -5
diopters
(-200 mm fl) of sphere with about a diopter (1000 mm fl) of cylinder, on
a specified axis not far from vertical.  My guess is that you could
order a pair of glasses with the right prescription, remove and
aluminize the lenses and have a part and a spare.

A professional optiker would probably just polish a sphere while using
a tilted plate as a null corrector.  It's a piece of cake.

For the astigmatizer(tm), it's just a question of desired range.  I'll
run some numbers.  The only complication is the image rotator.  The 
astigmatizer would have to have two degrees of freedom to do the slit 
thing, a tilt for magnitude and a spin around the axis for attitude.

If your WFS likes to run at null as much as you describe, a two degree
of freedom motorized astigmatism creator/nuller might be handy for this 
application.  It would give you diffraction limited imaging along the
slit, and optimal fill across the slit.  And the fill across the slit
could be varied, to accommodate different wavelength bands or seeing.
And the biconic becomes a sphere.

I proposed such a thing for mating NIRSPEC, a non-AO Keck instrument, to 
the Keck AO, but the decision was to just throw together an ordinary
focal 
reducer, as NIRC2, designed for AO, was coming up in a year or so.

Here's yet another reason for not doing the astigmatism in WFS offsets
--
think of what it would do to psf stability, particularly on faint
objects.  I don't know what your experience has been with curvature
systems, but on SH systems, putting any significant offsets into the
WFS hurts the limiting magnitude, and gives you a spot that changes
ellipticity with seeing changes, particularly wind speed changes.

Chris



Buzz Graves wrote:

> I was able to get this last file into Zemax OK.  Any idea how tough
> or expensive  it is to do a monolithic biconic?    If you are going
> to use a warping device, it should have nearly the expansion coef. of
> the glass so it doesn't become a thermometer.  I didn't look at the
> other solution using a glass block as yet.  Historical note, in the
> past we talked with Rayner about such advice to introduce astig just
> to filled his slit.  KSPEC doesn't have a small enough slit at the
> diffraction in J-H.  He proposed to defocus the image just to fill
> the slit properly.  Any thoughts on how this optical arrangement will
> cojugate the foci, WFS to science detector?

From - Mon Jun 05 09:30:57 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id MAA00663 for <shelton@mtwilson.edu>; Mon, 5 Jun 2000 12:08:42 -0700 (PDT)
Received: from hubble.ifa.hawaii.edu (hubble.IFA.Hawaii.Edu [128.171.2.5])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id JAA06052
	for <shelton@mtwilson.edu>; Mon, 5 Jun 2000 09:07:25 -1000 (HST)
Received: from [128.171.163.103] (lightyear [128.171.163.103])
	by hubble.ifa.hawaii.edu (8.9.3+Sun/8.9.1) with ESMTP id JAA04913
	for <shelton@mtwilson.edu>; Mon, 5 Jun 2000 09:07:24 -1000 (HST)
Mime-Version: 1.0
Message-Id: <v04210103b561a6c9e2b9@[128.171.163.103]>
In-Reply-To: <39387506.B10D749A@mtwilson.edu>
References: <39072DEF.156584A9@mtwilson.edu>	
 <39381BF6.9D874FC3@mtwilson.edu>
 <v04210121b55e088476b2@[128.171.163.103]> <39387506.B10D749A@mtwilson.edu>
Date: Mon, 5 Jun 2000 09:10:26 -1000
To: shelton@mtwilson.edu
From: Buzz Graves <graves@IfA.Hawaii.Edu>
Subject: Re: IRTF WFS
Content-Type: text/plain; charset="us-ascii" ; format="flowed"
X-Mozilla-Status: 8013
X-Mozilla-Status2: 00000000
X-UIDL: <v04210103b561a6c9e2b9@[128.171.163.103]>


Chris,

I was able to get this last file into Zemax OK.  Any idea how tough 
or expensive  it is to do a monolithic biconic?    If you are going 
to use a warping device, it should have nearly the expansion coef. of 
the glass so it doesn't become a thermometer.  I didn't look at the 
other solution using a glass block as yet.  Historical note, in the 
past we talked with Rayner about such advice to introduce astig just 
to filled his slit.  KSPEC doesn't have a small enough slit at the 
diffraction in J-H.  He proposed to defocus the image just to fill 
the slit properly.  Any thoughts on how this optical arrangement will 
cojugate the foci, WFS to science detector?

I saw your email to Jeff and his response.  We should know this week 
about the new IfA director, I am told, and there by the stage for a 
bunch of stuff.  Would still like to get you to Manoa for a visit. 
This week we are in town, but next week we are at Gemini telescope, 
monday thru wednesday, Jun 12-14.

Buzz


From - Wed Aug 02 09:09:55 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <398847D1.1084D8C4@mtwilson.edu>
Date: Wed, 02 Aug 2000 09:09:53 -0700
From: Chris Shelton <shelton@mtwilson.edu>
X-Mailer: Mozilla 4.73 [en] (Win98; U)
X-Accept-Language: en
MIME-Version: 1.0
To: Douglas Toomey <toomey@ifa.hawaii.edu>
Subject: Re: stuff
References: <021b01bffc24$8f644a80$3a4cab80@ifa.hawaii.edu>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hi Doug,
The IRTF sphere with a little cylinder has

  1620    1640.8  mm radius on the two axes
   810     820.4  mm focal length
  1.235   1.219   diopter power (eyeglass style prescription)
     0.0156       diopter cylinder (eyeglass style prescription)
   
Its diameter can be 2.00 inch.  The clear aperture needed is
22 mm for a 10 arcsec working space (the WFS field stop is
about 5 arcsec, coming *after* this part), and 30 mm diam
for a 20 arcsec working space.  Don't know how big Mars is, but
here is a place you can leave room for a big guide object.

The x and y axes can be anywhere on the round part, but should be 
clearly marked.  They are right angles to each other, of course.

Tolerances
  The focal lengths should be +/- 0.5%, except the difference
in x and y focal lengths should be 10.4 +/- 2 mm.

Igis file to come...
Cheers, Chris

> Douglas Toomey wrote:
> 
> Hi,
> 
> for the IRTF:
> 
>  I need the prescription of the mirror that has a little
> cylinder in it so I can talk to vendors.
> 
> 
> For NICI:
> 
> Can you send the igis file of the optics to Jeff at:
> (if the WFS is not finished please send the relay so he can get started.)
> 
> douglass@ifa.hawaii.edu
> 
> 
> Aloha,
> 
> Doug
> 
> 
> 
>
From - Tue Aug 01 21:32:29 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <3987A45C.63C6E336@mtwilson.edu>
Date: Tue, 01 Aug 2000 21:32:28 -0700
From: Chris Shelton <shelton@mtwilson.edu>
X-Mailer: Mozilla 4.73 [en] (Win98; U)
X-Accept-Language: en
MIME-Version: 1.0
To: Douglas Toomey <toomey@ifa.hawaii.edu>
Subject: Re: stuff
References: <021b01bffc24$8f644a80$3a4cab80@ifa.hawaii.edu>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hi Doug,
Will do tomorrow.  Should have it before you all start work.
Chris

> Douglas Toomey wrote:
> 
> Hi,
> 
> for the IRTF:
> 
>  I need the prescription of the mirror that has a little
> cylinder in it so I can talk to vendors.
> 
> 
> For NICI:
> 
> Can you send the igis file of the optics to Jeff at:
> (if the WFS is not finished please send the relay so he can get
> started.)
> 
> douglass@ifa.hawaii.edu
> 
> 
> Aloha,
> 
> Doug
> 
> 
> 
>
From - Tue Aug 01 20:31:59 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id SAA01182 for <cshelton@mtwilson.edu>; Tue, 1 Aug 2000 18:54:46 -0700 (PDT)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.76.21])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id PAA22834
	for <cshelton@mtwilson.edu>; Tue, 1 Aug 2000 15:53:27 -1000 (HST)
Received: from Mana (mana [128.171.76.58])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id PAA04555
	for <cshelton@mtwilson.edu>; Tue, 1 Aug 2000 15:53:24 -1000 (HST)
Message-ID: <021b01bffc24$8f644a80$3a4cab80@ifa.hawaii.edu>
From: "Douglas Toomey" <toomey@ifa.hawaii.edu>
To: <cshelton@mtwilson.edu>
Subject: stuff
Date: Tue, 1 Aug 2000 15:54:13 -1000
MIME-Version: 1.0
Content-Type: multipart/alternative;
	boundary="----=_NextPart_000_0218_01BFFBD0.BD08C0A0"
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2615.200
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2615.200
X-Mozilla-Status: 8003
X-Mozilla-Status2: 00000000
X-UIDL: <021b01bffc24$8f644a80$3a4cab80@ifa.hawaii.edu>

This is a multi-part message in MIME format.

------=_NextPart_000_0218_01BFFBD0.BD08C0A0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: quoted-printable

Hi,

for the IRTF:

 I need the prescription of the mirror that has a little
cylinder in it so I can talk to vendors.


For NICI:

Can you send the igis file of the optics to Jeff at:
(if the WFS is not finished please send the relay so he can get =
started.)

douglass@ifa.hawaii.edu


Aloha,

Doug





------=_NextPart_000_0218_01BFFBD0.BD08C0A0
Content-Type: text/html;
	charset="iso-8859-1"
Content-Transfer-Encoding: quoted-printable

<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN">
<HTML><HEAD>
<META content=3D"text/html; charset=3Diso-8859-1" =
http-equiv=3DContent-Type>
<META content=3D"MSHTML 5.00.2614.3500" name=3DGENERATOR>
<STYLE></STYLE>
</HEAD>
<BODY bgColor=3D#ffffff>
<DIV><FONT face=3DArial size=3D2>Hi,</FONT></DIV>
<DIV>&nbsp;</DIV>
<DIV><FONT face=3DArial size=3D2>for the IRTF:</FONT></DIV>
<DIV><FONT face=3DArial size=3D2></FONT>&nbsp;</DIV>
<DIV><FONT face=3DArial size=3D2>&nbsp;I need the prescription of the =
mirror that=20
has a little</FONT></DIV>
<DIV><FONT face=3DArial size=3D2>cylinder in it so I can talk to=20
vendors.</FONT></DIV>
<DIV>&nbsp;</DIV>
<DIV>&nbsp;</DIV>
<DIV><FONT face=3DArial size=3D2>For NICI:</FONT></DIV>
<DIV>&nbsp;</DIV>
<DIV><FONT face=3DArial size=3D2>Can you send the igis file of the =
optics to Jeff=20
at:</FONT></DIV>
<DIV><FONT face=3DArial size=3D2>(if the WFS is not finished please send =
the relay=20
so he can get started.)</FONT></DIV>
<DIV>&nbsp;</DIV>
<DIV><FONT face=3DArial size=3D2><A=20
href=3D"mailto:douglass@ifa.hawaii.edu">douglass@ifa.hawaii.edu</A></FONT=
></DIV>
<DIV>&nbsp;</DIV>
<DIV>&nbsp;</DIV>
<DIV><FONT face=3DArial size=3D2>Aloha,</FONT></DIV>
<DIV>&nbsp;</DIV>
<DIV><FONT face=3DArial size=3D2>Doug</FONT></DIV>
<DIV>&nbsp;</DIV>
<DIV>&nbsp;</DIV>
<DIV>&nbsp;</DIV>
<DIV>&nbsp;</DIV></BODY></HTML>

------=_NextPart_000_0218_01BFFBD0.BD08C0A0--


From - Wed Aug 02 13:19:34 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id MAA00665 for <shelton@mtwilson.edu>; Wed, 2 Aug 2000 12:29:21 -0700 (PDT)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.76.21])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id JAA29325
	for <shelton@mtwilson.edu>; Wed, 2 Aug 2000 09:28:06 -1000 (HST)
Received: from Mana (mana [128.171.76.58])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id JAA07672
	for <shelton@mtwilson.edu>; Wed, 2 Aug 2000 09:28:05 -1000 (HST)
Message-ID: <025301bffcb7$e2fb54c0$3a4cab80@ifa.hawaii.edu>
From: "Douglas Toomey" <toomey@ifa.hawaii.edu>
To: "Chris Shelton" <shelton@mtwilson.edu>
References: <021b01bffc24$8f644a80$3a4cab80@ifa.hawaii.edu> <398847D1.1084D8C4@mtwilson.edu>
Subject: Re: stuff
Date: Wed, 2 Aug 2000 09:28:50 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2615.200
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2615.200
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000
X-UIDL: <025301bffcb7$e2fb54c0$3a4cab80@ifa.hawaii.edu>

thanks for the stuff.

Doug




From - Thu Aug 17 14:21:31 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id OAA00598 for <shelton@mtwilson.edu>; Thu, 17 Aug 2000 14:40:10 -0700 (PDT)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.168.201])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id LAA14562
	for <shelton@mtwilson.edu>; Thu, 17 Aug 2000 11:38:55 -1000 (HST)
Received: from Mana (mana [128.171.168.214])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id LAA04547
	for <shelton@mtwilson.edu>; Thu, 17 Aug 2000 11:38:54 -1000 (HST)
Message-ID: <028201c00893$a62dad80$d6a8ab80@ifa.hawaii.edu>
From: "Douglas Toomey" <toomey@ifa.hawaii.edu>
To: "Chris Shelton" <shelton@mtwilson.edu>
Subject: reminders
Date: Thu, 17 Aug 2000 11:39:40 -1000
MIME-Version: 1.0
Content-Type: multipart/alternative;
	boundary="----=_NextPart_000_027F_01C0083F.D4248960"
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2615.200
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2615.200
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000
X-UIDL: <028201c00893$a62dad80$d6a8ab80@ifa.hawaii.edu>

This is a multi-part message in MIME format.

------=_NextPart_000_027F_01C0083F.D4248960
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: quoted-printable

Hi,

for the IRTf wfs we need

updated igis file with full set of beams through to the steering mirror.

list of beam and mirror sizes.

tilt plate


Doug






------=_NextPart_000_027F_01C0083F.D4248960
Content-Type: text/html;
	charset="iso-8859-1"
Content-Transfer-Encoding: quoted-printable

<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN">
<HTML><HEAD>
<META content=3D"text/html; charset=3Diso-8859-1" =
http-equiv=3DContent-Type>
<META content=3D"MSHTML 5.00.2614.3500" name=3DGENERATOR>
<STYLE></STYLE>
</HEAD>
<BODY bgColor=3D#ffffff>
<DIV><FONT face=3DArial size=3D2>Hi,</FONT></DIV>
<DIV>&nbsp;</DIV>
<DIV><FONT face=3DArial size=3D2>for the IRTf wfs we need</FONT></DIV>
<DIV>&nbsp;</DIV>
<DIV><FONT face=3DArial size=3D2>updated&nbsp;igis file with full set of =
beams=20
through to the steering mirror.</FONT></DIV>
<DIV>&nbsp;</DIV>
<DIV><FONT face=3DArial size=3D2>list of beam and mirror =
sizes.</FONT></DIV>
<DIV>&nbsp;</DIV>
<DIV><FONT face=3DArial size=3D2>tilt plate</FONT></DIV>
<DIV>&nbsp;</DIV>
<DIV>&nbsp;</DIV>
<DIV><FONT face=3DArial size=3D2>Doug</FONT></DIV>
<DIV>&nbsp;</DIV>
<DIV>&nbsp;</DIV>
<DIV>&nbsp;</DIV>
<DIV>&nbsp;</DIV>
<DIV>&nbsp;</DIV></BODY></HTML>

------=_NextPart_000_027F_01C0083F.D4248960--


From - Thu Aug 17 14:21:37 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id OAA00615 for <shelton@mtwilson.edu>; Thu, 17 Aug 2000 14:45:15 -0700 (PDT)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.168.201])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id LAA14581
	for <shelton@mtwilson.edu>; Thu, 17 Aug 2000 11:44:00 -1000 (HST)
Received: from Mana (mana [128.171.168.214])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id LAA04655
	for <shelton@mtwilson.edu>; Thu, 17 Aug 2000 11:44:00 -1000 (HST)
Message-ID: <02a301c00894$5befd440$d6a8ab80@ifa.hawaii.edu>
From: "Douglas Toomey" <toomey@ifa.hawaii.edu>
To: "Chris Shelton" <shelton@mtwilson.edu>
Subject: Fw: Wfs raytrace manipulation
Date: Thu, 17 Aug 2000 11:44:45 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2615.200
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2615.200
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000
X-UIDL: <02a301c00894$5befd440$d6a8ab80@ifa.hawaii.edu>


----- Original Message ----- 
From: Vern Stahlberger <vern@ifa.hawaii.edu>
To: Toomey Doug <toomey@ifa.hawaii.edu>
Cc: Vern Stahlberger <vern@ifa.hawaii.edu>
Sent: Monday, August 14, 2000 3:15 PM
Subject: Wfs raytrace manipulation


> The raytrace was modified in order to get the stiffening rib
> cleared from the breadboard that we are planning to use.
> 
> The moves were as follows:
> 
> a) The part of the raytrace from the Dichroic to the first 45 degree
>      flat was left unchanged, except that the flat itself was moved away
>      from the Dichroic (in SpeX) by 1 1/2 inch.
> b) The remainder of the raytrace was then moved in the -z direction by
>      1 1/2 inch, that is, toward the telescope.
> 
> I will try to see if this provides adequate amounts of clearance for the
> various
> optical mounts.
> 
> Vern
> 
> 
> 
> 


From - Mon Aug 21 15:23:49 2000
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000
Message-ID: <39A1D60D.191FFDE9@mtwilson.edu>
Date: Mon, 21 Aug 2000 15:23:25 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.73 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
To: toomey@ifa.hawaii.edu, vern@ifa.hawaii.edu
Subject: IRTF igs and pdf files
Content-Type: multipart/mixed;
 boundary="------------E4F48125610A5731EF0CD0C3"

This is a multi-part message in MIME format.
--------------E4F48125610A5731EF0CD0C3
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Doug, Vern,

Here are
  wfs2000may30.igs
  wfs2000may30new.igs
  IRTF_diag_mirror.pdf
  wfs2000aug21.igs

The may30 and may30new files are .igs files exported from wfs2000may30.zmx, 
starting at surface 17.  The zemax file *does* have all rays in the field.
The may30 igs file was the original one I sent on June 2, while the may30new 
igs file I just now exported.  The files compare as identical, but I have no 
way to view them to see if the rays are indeed there.  Please let me know
what you see.  If the full set of rays are not there, then I need to dig
into the export option on zemax.

The .pdf file is a blowup of the pinch point at the diagonal mirror
in the wavefront sensor.  The diagonal mirror is shown as a rectangular
part 51.6 x 73.2 mm.  This is the smallest rectangular part that passes
all rays.  The size includes nothing for polishing or mounting margin,
and is just meant to help see how much clearance there is at the tight
place.  The mirror has been moved 1.5 inch from the may30 design, but
not the 2.5 inches you just mentioned on the phone, which I believe
causes an interference.

The last file, wfs2000aug21.igs, is the same design as may30, except
the WFS diagonal mirror has been moved 1.5 inch downstream, and turned
into the rectangular part just described.

Still to come are part sizes and a conclusion to our discussion about
an astigmatism adjuster/corrector. 

Please let me know if there is anything else I can do.

Chris
--------------E4F48125610A5731EF0CD0C3
Content-Type: application/x-zip-compressed;
 name="irtf2000aug21.zip"
Content-Transfer-Encoding: base64
Content-Disposition: inline;
 filename="irtf2000aug21.zip"
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--------------E4F48125610A5731EF0CD0C3--

From - Mon Aug 21 15:32:05 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <39A1D7CA.75E82EA2@mtwilson.edu>
Date: Mon, 21 Aug 2000 15:30:50 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.73 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
To: toomey@mkir.com
Subject: IRTF igs and pdf files
Content-Type: multipart/mixed;
 boundary="------------F8BABC196DB7F00360F096B5"

This is a multi-part message in MIME format.
--------------F8BABC196DB7F00360F096B5
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit


Doug, Vern,

Here are
  wfs2000may30.igs
  wfs2000may30new.igs
  IRTF_diag_mirror.pdf
  wfs2000aug21.igs

The may30 and may30new files are .igs files exported from wfs2000may30.zmx, 
starting at surface 17.  The zemax file *does* have all rays in the field.
The may30 igs file was the original one I sent on June 2, while the may30new 
igs file I just now exported.  The files compare as identical, but I have no 
way to view them to see if the rays are indeed there.  Please let me know
what you see.  If the full set of rays are not there, then I need to dig
into the export option on zemax.

The .pdf file is a blowup of the pinch point at the diagonal mirror
in the wavefront sensor.  The diagonal mirror is shown as a rectangular
part 51.6 x 73.2 mm.  This is the smallest rectangular part that passes
all rays.  The size includes nothing for polishing or mounting margin,
and is just meant to help see how much clearance there is at the tight
place.  The mirror has been moved 1.5 inch from the may30 design, but
not the 2.5 inches you just mentioned on the phone, which I believe
causes an interference.

The last file, wfs2000aug21.igs, is the same design as may30, except
the WFS diagonal mirror has been moved 1.5 inch downstream, and turned
into the rectangular part just described.

Still to come are part sizes and a conclusion to our discussion about
an astigmatism adjuster/corrector. 

Please let me know if there is anything else I can do.

Chris
--------------F8BABC196DB7F00360F096B5
Content-Type: application/x-zip-compressed;
 name="irtf2000aug21.zip"
Content-Transfer-Encoding: base64
Content-Disposition: inline;
 filename="irtf2000aug21.zip"
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--------------F8BABC196DB7F00360F096B5--

From - Wed Aug 23 15:36:17 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <39A47BE0.C9A4F68A@mtwilson.edu>
Date: Wed, 23 Aug 2000 15:35:28 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.73 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
To: toomey@mkir.com, toomey@ifa.hawaii.edu, vern@ifa.hawaii.edu
Subject: Re: IRTF igs and pdf files
References: <39A1D7CA.75E82EA2@mtwilson.edu> <39A2D8F9.8775A3F0@infrared.greensand.net>
Content-Type: multipart/mixed;
 boundary="------------9EF482F29A56BF8A8CD405B4"

This is a multi-part message in MIME format.
--------------9EF482F29A56BF8A8CD405B4
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hi Doug, Vern,

Let's try this again.

I got myself an IGES viewer (from UK, www.imtechdesign.com) and discovered
that you get all the rays if a button called "Delete Vignetted Rays" is 
turned off on the Zemax IGES file export dialogue.  The rays in question
are not vignetted or close to  it, but that's what makes the IGES file
work.

Cheers,
Chris


douglas toomey wrote:
> 
> Hi,
> 
> The igis file still only has the central ray.  So you were right,
> it is consistant with the last file.
> 
> Good luck,
> Doug
--------------9EF482F29A56BF8A8CD405B4
Content-Type: text/plain; charset=us-ascii;
 name="irtf2000aug23.igs"
Content-Transfer-Encoding: 7bit
Content-Disposition: inline;
 filename="irtf2000aug23.igs"

ZEMAX Version 8165                                                      S0000001
Lens Name:IRTF ADAPTIVE OPTICS                                          S0000002
1H,,1H;,10HZEMAX_IGES,                                                  G0000001
40Hc:\carpe\irtf\raytrace\irtf2000aug23.igs,                            G0000002
13H<Unspecified>,13H<Unspecified>,                                      G0000003
32,38,6,99,15,10HZEMAX_Lens,1.0,                                        G0000004
2,2HMM,                                                                 G0000005
8,0.016,13H971216.000000,                                               G0000006
.0001,100.0000,5HZEMAX,3HFSI,10,0,                                      G0000007
13H971216.000000;                                                       G0000008
     124       1       0       0       0       0       0       000000000D0000001
     124       0       0       3       0                               0D0000002
     124       4       0       0       0       0       0       000000000D0000003
     124       0       0       3       0                               0D0000004
     124       7       0       0       0       0       0       000000000D0000005
     124       0       0       3       0                               0D0000006
     124      10       0       0       0       0       0       000000000D0000007
     124       0       0       3       0                               0D0000008
     124      13       0       0       0       0       0       000000000D0000009
     124       0       0       3       0                               0D0000010
     124      16       0       0       0       0       0       000000000D0000011
     124       0       0       3       0                               0D0000012
     124      19       0       0       0       0       0       000000000D0000013
     124       0       0       3       0                               0D0000014
     124      22       0       0       0       0       0       000000000D0000015
     124       0       0       3       0                               0D0000016
     124      25       0       0       0       0       0       000000000D0000017
     124       0       0       3       0                               0D0000018
     124      28       0       0       0       0       0       000000000D0000019
     124       0       0       3       0                               0D0000020
     124      31       0       0       0       0       0       000000000D0000021
     124       0       0       3       0                               0D0000022
     124      34       0       0       0       0       0       000000000D0000023
     124       0       0       3       0                               0D0000024
     124      37       0       0       0       0       0       000000000D0000025
     124       0       0       3       0                               0D0000026
     124      40       0       0       0       0       0       000000000D0000027
     124       0       0       3       0                               0D0000028
     124      43       0       0       0       0       0       000000000D0000029
     124       0       0       3       0                               0D0000030
     124      46       0       0       0       0       0       000000000D0000031
     124       0       0       3       0                               0D0000032
     124      49       0       0       0       0       0       000000000D0000033
     124       0       0       3       0                               0D0000034
     124      52       0       0       0       0       0       000000000D0000035
     124       0       0       3       0                               0D0000036
     124      55       0       0       0       0       0       000000000D0000037
     124       0       0       3       0                               0D0000038
     124      58       0       0       0       0       0       000000000D0000039
     124       0       0       3       0                               0D0000040
     124      61       0       0       0       0       0       000000000D0000041
     124       0       0       3       0                               0D0000042
     124      64       0       0       0       0       0       000000000D0000043
     124       0       0       3       0                               0D0000044
     124      67       0       0       0       0       0       000000000D0000045
     124       0       0       3       0                               0D0000046
     124      70       0       0       0       0       0       000000000D0000047
     124       0       0       3       0                               0D0000048
     124      73       0       0       0       0       0       000000000D0000049
     124       0       0       3       0                               0D0000050
     124      76       0       0       0       0       0       000000000D0000051
     124       0       0       3       0                               0D0000052
     124      79       0       0       0       0       0       000000000D0000053
     124       0       0       3       0                               0D0000054
     124      82       0       0       0       0       0       000000000D0000055
     124       0       0       3       0                               0D0000056
     124      85       0       0       0       0       0       000000000D0000057
     124       0       0       3       0                               0D0000058
     124      88       0       0       0       0       0       000000000D0000059
     124       0       0       3       0                               0D0000060
     124      91       0       0       0       0       0       000000000D0000061
     124       0       0       3       0                               0D0000062
     124      94       0       0       0       0       0       000000000D0000063
     124       0       0       3       0                               0D0000064
     124      97       0       0       0       0       0       000000000D0000065
     124       0       0       3       0                               0D0000066
     124     100       0       0       0       0       0       000000000D0000067
     124       0       0       3       0                               0D0000068
     124     103       0       0       0       0       0       000000000D0000069
     124       0       0       3       0                               0D0000070
     124     106       0       0       0       0       0       000000000D0000071
     124       0       0       3       0                               0D0000072
     124     109       0       0       0       0       0       000000000D0000073
     124       0       0       3       0                               0D0000074
     124     112       0       0       0       0       0       000000000D0000075
     124       0       0       3       0                               0D0000076
     124     115       0       0       0       0       0       000000000D0000077
     124       0       0       3       0                               0D0000078
     124     118       0       0       0       0       0       000000000D0000079
     124       0       0       3       0                               0D0000080
     124     121       0       0       0       0       0       000000000D0000081
     124       0       0       3       0                               0D0000082
     124     124       0       0       0       0       0       000000000D0000083
     124       0       0       3       0                               0D0000084
     124     127       0       0       0       0       0       000000000D0000085
     124       0       0       3       0                               0D0000086
     124     130       0       0       0       0       0       000000000D0000087
     124       0       0       3       0                               0D0000088
     124     133       0       0       0       0       0       000000000D0000089
     124       0       0       3       0                               0D0000090
     124     136       0       0       0       0       0       000000000D0000091
     124       0       0       3       0                               0D0000092
     124     139       0       0       0       0       0       000000000D0000093
     124       0       0       3       0                               0D0000094
     124     142       0       0       0       0       0       000000000D0000095
     124       0       0       3       0                               0D0000096
     124     145       0       0       0       0       0       000000000D0000097
     124       0       0       3       0                               0D0000098
     124     148       0       0       0       0       0       000000000D0000099
     124       0       0       3       0                               0D0000100
     124     151       0       0       0       0       0       000000000D0000101
     124       0       0       3       0                               0D0000102
     124     154       0       0       0       0       0       000000000D0000103
     124       0       0       3       0                               0D0000104
     124     157       0       0       0       0       0       000000000D0000105
     124       0       0       3       0                               0D0000106
     124     160       0       0       0       0       0       000000000D0000107
     124       0       0       3       0                               0D0000108
     124     163       0       0       0       0       0       000000000D0000109
     124       0       0       3       0                               0D0000110
     124     166       0       0       0       0       0       000000000D0000111
     124       0       0       3       0                               0D0000112
     124     169       0       0       0       0       0       000000000D0000113
     124       0       0       3       0                               0D0000114
     124     172       0       0       0       0       0       000000000D0000115
     124       0       0       3       0                               0D0000116
     124     175       0       0       0       0       0       000000000D0000117
     124       0       0       3       0                               0D0000118
     124     178       0       0       0       0       0       000000000D0000119
     124       0       0       3       0                               0D0000120
     124     181       0       0       0       0       0       000000000D0000121
     124       0       0       3       0                               0D0000122
     124     184       0       0       0       0       0       000000000D0000123
     124       0       0       3       0                               0D0000124
     124     187       0       0       0       0       0       000000000D0000125
     124       0       0       3       0                               0D0000126
     124     190       0       0       0       0       0       000000000D0000127
     124       0       0       3       0                               0D0000128
     124     193       0       0       0       0       0       000000000D0000129
     124       0       0       3       0                               0D0000130
     124     196       0       0       0       0       0       000000000D0000131
     124       0       0       3       0                               0D0000132
     110     199       0       1       0       0       1       000000000D0000133
     110       0       0       2       0                               0D0000134
     110     201       0       1       0       0       1       000000000D0000135
     110       0       0       2       0                               0D0000136
     110     203       0       1       0       0       1       000000000D0000137
     110       0       0       2       0                               0D0000138
     110     205       0       1       0       0       1       000000000D0000139
     110       0       0       2       0                               0D0000140
     110     207       0       1       0       0       1       000000000D0000141
     110       0       0       2       0                               0D0000142
     110     209       0       1       0       0       1       000000000D0000143
     110       0       0       2       0                               0D0000144
     110     211       0       1       0       0       7       000000000D0000145
     110       0       0       2       0                               0D0000146
     110     213       0       1       0       0       7       000000000D0000147
     110       0       0       2       0                               0D0000148
     110     215       0       1       0       0       7       000000000D0000149
     110       0       0       2       0                               0D0000150
     110     217       0       1       0       0       7       000000000D0000151
     110       0       0       2       0                               0D0000152
     110     219       0       1       0       0       7       000000000D0000153
     110       0       0       2       0                               0D0000154
     110     221       0       1       0       0       7       000000000D0000155
     110       0       0       2       0                               0D0000156
     110     223       0       1       0       0      13       000000000D0000157
     110       0       0       2       0                               0D0000158
     110     225       0       1       0       0      13       000000000D0000159
     110       0       0       2       0                               0D0000160
     110     227       0       1       0       0      13       000000000D0000161
     110       0       0       2       0                               0D0000162
     110     229       0       1       0       0      13       000000000D0000163
     110       0       0       2       0                               0D0000164
     110     231       0       1       0       0      13       000000000D0000165
     110       0       0       2       0                               0D0000166
     110     233       0       1       0       0      13       000000000D0000167
     110       0       0       2       0                               0D0000168
     100     235       0       1       0       0      19       000000000D0000169
     100       0       0       3       0                               0D0000170
     110     238       0       1       0       0      19       000000000D0000171
     110       0       0       2       0                               0D0000172
     110     240       0       1       0       0      19       000000000D0000173
     110       0       0       2       0                               0D0000174
     100     242       0       1       0       0      25       000000000D0000175
     100       0       0       3       0                               0D0000176
     110     245       0       1       0       0      25       000000000D0000177
     110       0       0       2       0                               0D0000178
     110     247       0       1       0       0      25       000000000D0000179
     110       0       0       2       0                               0D0000180
     110     249       0       1       0       0      31       000000000D0000181
     110       0       0       2       0                               0D0000182
     110     251       0       1       0       0      31       000000000D0000183
     110       0       0       2       0                               0D0000184
     110     253       0       1       0       0      31       000000000D0000185
     110       0       0       2       0                               0D0000186
     110     255       0       1       0       0      31       000000000D0000187
     110       0       0       2       0                               0D0000188
     110     257       0       1       0       0      31       000000000D0000189
     110       0       0       2       0                               0D0000190
     110     259       0       1       0       0      31       000000000D0000191
     110       0       0       2       0                               0D0000192
     100     261       0       1       0       0      37       000000000D0000193
     100       0       0       3       0                               0D0000194
     110     264       0       1       0       0      37       000000000D0000195
     110       0       0       2       0                               0D0000196
     110     266       0       1       0       0      37       000000000D0000197
     110       0       0       2       0                               0D0000198
     100     268       0       1       0       0      43       000000000D0000199
     100       0       0       3       0                               0D0000200
     110     271       0       1       0       0      43       000000000D0000201
     110       0       0       2       0                               0D0000202
     110     273       0       1       0       0      43       000000000D0000203
     110       0       0       2       0                               0D0000204
     110     275       0       1       0       0      49       000000000D0000205
     110       0       0       2       0                               0D0000206
     110     277       0       1       0       0      49       000000000D0000207
     110       0       0       2       0                               0D0000208
     110     279       0       1       0       0      49       000000000D0000209
     110       0       0       2       0                               0D0000210
     110     281       0       1       0       0      49       000000000D0000211
     110       0       0       2       0                               0D0000212
     110     283       0       1       0       0      49       000000000D0000213
     110       0       0       2       0                               0D0000214
     110     285       0       1       0       0      49       000000000D0000215
     110       0       0       2       0                               0D0000216
     100     287       0       1       0       0      55       000000000D0000217
     100       0       0       3       0                               0D0000218
     100     290       0       1       0       0      57       000000000D0000219
     100       0       0       3       0                               0D0000220
     100     293       0       1       0       0      59       000000000D0000221
     100       0       0       3       0                               0D0000222
     100     296       0       1       0       0      61       000000000D0000223
     100       0       0       3       0                               0D0000224
     110     299       0       1       0       0      61       000000000D0000225
     110       0       0       2       0                               0D0000226
     110     301       0       1       0       0      61       000000000D0000227
     110       0       0       2       0                               0D0000228
     100     303       0       1       0       0      67       000000000D0000229
     100       0       0       3       0                               0D0000230
     110     306       0       1       0       0      67       000000000D0000231
     110       0       0       2       0                               0D0000232
     110     308       0       1       0       0      67       000000000D0000233
     110       0       0       2       0                               0D0000234
     100     310       0       1       0       0      73       000000000D0000235
     100       0       0       3       0                               0D0000236
     110     313       0       1       0       0      73       000000000D0000237
     110       0       0       2       0                               0D0000238
     110     315       0       1       0       0      73       000000000D0000239
     110       0       0       2       0                               0D0000240
     100     317       0       1       0       0      79       000000000D0000241
     100       0       0       3       0                               0D0000242
     110     320       0       1       0       0      79       000000000D0000243
     110       0       0       2       0                               0D0000244
     110     322       0       1       0       0      79       000000000D0000245
     110       0       0       2       0                               0D0000246
     112     324       0       1       0       0      85       000000000D0000247
     112       0       0      64       0                               0D0000248
     112     388       0       1       0       0      85       000000000D0000249
     112       0       0      64       0                               0D0000250
     112     452       0       1       0       0      85       000000000D0000251
     112       0       0      64       0                               0D0000252
     100     516       0       1       0       0      91       000000000D0000253
     100       0       0       3       0                               0D0000254
     110     519       0       1       0       0      91       000000000D0000255
     110       0       0       2       0                               0D0000256
     110     521       0       1       0       0      91       000000000D0000257
     110       0       0       2       0                               0D0000258
     100     523       0       1       0       0      97       000000000D0000259
     100       0       0       3       0                               0D0000260
     110     526       0       1       0       0      97       000000000D0000261
     110       0       0       2       0                               0D0000262
     110     528       0       1       0       0      97       000000000D0000263
     110       0       0       2       0                               0D0000264
     100     530       0       1       0       0     103       000000000D0000265
     100       0       0       3       0                               0D0000266
     100     533       0       1       0       0     105       000000000D0000267
     100       0       0       3       0                               0D0000268
     100     536       0       1       0       0     107       000000000D0000269
     100       0       0       3       0                               0D0000270
     100     539       0       1       0       0     109       000000000D0000271
     100       0       0       3       0                               0D0000272
     100     542       0       1       0       0     111       000000000D0000273
     100       0       0       3       0                               0D0000274
     100     545       0       1       0       0     113       000000000D0000275
     100       0       0       3       0                               0D0000276
     100     548       0       1       0       0     115       000000000D0000277
     100       0       0       3       0                               0D0000278
     110     551       0       1       0       0     115       000000000D0000279
     110       0       0       2       0                               0D0000280
     110     553       0       1       0       0     115       000000000D0000281
     110       0       0       2       0                               0D0000282
     100     555       0       1       0       0     121       000000000D0000283
     100       0       0       3       0                               0D0000284
     110     558       0       1       0       0     121       000000000D0000285
     110       0       0       2       0                               0D0000286
     110     560       0       1       0       0     121       000000000D0000287
     110       0       0       2       0                               0D0000288
     100     562       0       1       0       0     127       000000000D0000289
     100       0       0       3       0                               0D0000290
     110     565       0       1       0       0     127       000000000D0000291
     110       0       0       2       0                               0D0000292
     110     567       0       1       0       0     127       000000000D0000293
     110       0       0       2       0                               0D0000294
     110     569       0       1       1       0       0       000000000D0000295
     110       0       0       2       0                               0D0000296
     110     571       0       1       1       0       0       000000000D0000297
     110       0       0       2       0                               0D0000298
     110     573       0       1       1       0       0       000000000D0000299
     110       0       0       2       0                               0D0000300
     110     575       0       1       1       0       0       000000000D0000301
     110       0       0       2       0                               0D0000302
     110     577       0       1       1       0       0       000000000D0000303
     110       0       0       2       0                               0D0000304
     110     579       0       1       1       0       0       000000000D0000305
     110       0       0       2       0                               0D0000306
     110     581       0       1       1       0       0       000000000D0000307
     110       0       0       2       0                               0D0000308
     110     583       0       1       1       0       0       000000000D0000309
     110       0       0       2       0                               0D0000310
     110     585       0       1       1       0       0       000000000D0000311
     110       0       0       2       0                               0D0000312
     110     587       0       1       1       0       0       000000000D0000313
     110       0       0       2       0                               0D0000314
     110     589       0       1       1       0       0       000000000D0000315
     110       0       0       2       0                               0D0000316
     110     591       0       1       1       0       0       000000000D0000317
     110       0       0       2       0                               0D0000318
     110     593       0       1       1       0       0       000000000D0000319
     110       0       0       2       0                               0D0000320
     110     595       0       1       1       0       0       000000000D0000321
     110       0       0       2       0                               0D0000322
     110     597       0       1       1       0       0       000000000D0000323
     110       0       0       2       0                               0D0000324
     110     599       0       1       1       0       0       000000000D0000325
     110       0       0       2       0                               0D0000326
     110     601       0       1       1       0       0       000000000D0000327
     110       0       0       2       0                               0D0000328
     110     603       0       1       1       0       0       000000000D0000329
     110       0       0       2       0                               0D0000330
     110     605       0       1       1       0       0       000000000D0000331
     110       0       0       2       0                               0D0000332
     110     607       0       1       1       0       0       000000000D0000333
     110       0       0       2       0                               0D0000334
     110     609       0       1       1       0       0       000000000D0000335
     110       0       0       2       0                               0D0000336
     110     611       0       1       1       0       0       000000000D0000337
     110       0       0       2       0                               0D0000338
     110     613       0       1       1       0       0       000000000D0000339
     110       0       0       2       0                               0D0000340
     110     615       0       1       1       0       0       000000000D0000341
     110       0       0       2       0                               0D0000342
     110     617       0       1       1       0       0       000000000D0000343
     110       0       0       2       0                               0D0000344
     110     619       0       1       1       0       0       000000000D0000345
     110       0       0       2       0                               0D0000346
     110     621       0       1       1       0       0       000000000D0000347
     110       0       0       2       0                               0D0000348
     110     623       0       1       1       0       0       000000000D0000349
     110       0       0       2       0                               0D0000350
     110     625       0       1       1       0       0       000000000D0000351
     110       0       0       2       0                               0D0000352
     110     627       0       1       1       0       0       000000000D0000353
     110       0       0       2       0                               0D0000354
     110     629       0       1       1       0       0       000000000D0000355
     110       0       0       2       0                               0D0000356
     110     631       0       1       1       0       0       000000000D0000357
     110       0       0       2       0                               0D0000358
     110     633       0       1       1       0       0       000000000D0000359
     110       0       0       2       0                               0D0000360
     110     635       0       1       1       0       0       000000000D0000361
     110       0       0       2       0                               0D0000362
     110     637       0       1       1       0       0       000000000D0000363
     110       0       0       2       0                               0D0000364
     110     639       0       1       1       0       0       000000000D0000365
     110       0       0       2       0                               0D0000366
     110     641       0       1       1       0       0       000000000D0000367
     110       0       0       2       0                               0D0000368
     110     643       0       1       1       0       0       000000000D0000369
     110       0       0       2       0                               0D0000370
     110     645       0       1       1       0       0       000000000D0000371
     110       0       0       2       0                               0D0000372
     110     647       0       1       1       0       0       000000000D0000373
     110       0       0       2       0                               0D0000374
     110     649       0       1       1       0       0       000000000D0000375
     110       0       0       2       0                               0D0000376
     110     651       0       1       1       0       0       000000000D0000377
     110       0       0       2       0                               0D0000378
     110     653       0       1       1       0       0       000000000D0000379
     110       0       0       2       0                               0D0000380
     110     655       0       1       1       0       0       000000000D0000381
     110       0       0       2       0                               0D0000382
     110     657       0       1       1       0       0       000000000D0000383
     110       0       0       2       0                               0D0000384
     110     659       0       1       1       0       0       000000000D0000385
     110       0       0       2       0                               0D0000386
     110     661       0       1       1       0       0       000000000D0000387
     110       0       0       2       0                               0D0000388
     110     663       0       1       1       0       0       000000000D0000389
     110       0       0       2       0                               0D0000390
     110     665       0       1       1       0       0       000000000D0000391
     110       0       0       2       0                               0D0000392
     110     667       0       1       1       0       0       000000000D0000393
     110       0       0       2       0                               0D0000394
     110     669       0       1       1       0       0       000000000D0000395
     110       0       0       2       0                               0D0000396
     110     671       0       1       1       0       0       000000000D0000397
     110       0       0       2       0                               0D0000398
     110     673       0       1       1       0       0       000000000D0000399
     110       0       0       2       0                               0D0000400
     110     675       0       1       1       0       0       000000000D0000401
     110       0       0       2       0                               0D0000402
     110     677       0       1       1       0       0       000000000D0000403
     110       0       0       2       0                               0D0000404
     110     679       0       1       1       0       0       000000000D0000405
     110       0       0       2       0                               0D0000406
     110     681       0       1       1       0       0       000000000D0000407
     110       0       0       2       0                               0D0000408
     110     683       0       1       1       0       0       000000000D0000409
     110       0       0       2       0                               0D0000410
     110     685       0       1       1       0       0       000000000D0000411
     110       0       0       2       0                               0D0000412
     110     687       0       1       1       0       0       000000000D0000413
     110       0       0       2       0                               0D0000414
     110     689       0       1       1       0       0       000000000D0000415
     110       0       0       2       0                               0D0000416
     110     691       0       1       1       0       0       000000000D0000417
     110       0       0       2       0                               0D0000418
     110     693       0       1       1       0       0       000000000D0000419
     110       0       0       2       0                               0D0000420
     110     695       0       1       1       0       0       000000000D0000421
     110       0       0       2       0                               0D0000422
     110     697       0       1       1       0       0       000000000D0000423
     110       0       0       2       0                               0D0000424
     110     699       0       1       1       0       0       000000000D0000425
     110       0       0       2       0                               0D0000426
     110     701       0       1       1       0       0       000000000D0000427
     110       0       0       2       0                               0D0000428
     110     703       0       1       1       0       0       000000000D0000429
     110       0       0       2       0                               0D0000430
     110     705       0       1       1       0       0       000000000D0000431
     110       0       0       2       0                               0D0000432
     110     707       0       1       1       0       0       000000000D0000433
     110       0       0       2       0                               0D0000434
     110     709       0       1       1       0       0       000000000D0000435
     110       0       0       2       0                               0D0000436
     110     711       0       1       1       0       0       000000000D0000437
     110       0       0       2       0                               0D0000438
     110     713       0       1       1       0       0       000000000D0000439
     110       0       0       2       0                               0D0000440
     110     715       0       1       1       0       0       000000000D0000441
     110       0       0       2       0                               0D0000442
     110     717       0       1       1       0       0       000000000D0000443
     110       0       0       2       0                               0D0000444
     110     719       0       1       1       0       0       000000000D0000445
     110       0       0       2       0                               0D0000446
     110     721       0       1       1       0       0       000000000D0000447
     110       0       0       2       0                               0D0000448
     110     723       0       1       1       0       0       000000000D0000449
     110       0       0       2       0                               0D0000450
     110     725       0       1       1       0       0       000000000D0000451
     110       0       0       2       0                               0D0000452
     110     727       0       1       1       0       0       000000000D0000453
     110       0       0       2       0                               0D0000454
     110     729       0       1       1       0       0       000000000D0000455
     110       0       0       2       0                               0D0000456
     110     731       0       1       1       0       0       000000000D0000457
     110       0       0       2       0                               0D0000458
     110     733       0       1       1       0       0       000000000D0000459
     110       0       0       2       0                               0D0000460
     110     735       0       1       1       0       0       000000000D0000461
     110       0       0       2       0                               0D0000462
     110     737       0       1       1       0       0       000000000D0000463
     110       0       0       2       0                               0D0000464
     110     739       0       1       1       0       0       000000000D0000465
     110       0       0       2       0                               0D0000466
     110     741       0       1       1       0       0       000000000D0000467
     110       0       0       2       0                               0D0000468
     110     743       0       1       1       0       0       000000000D0000469
     110       0       0       2       0                               0D0000470
     110     745       0       1       1       0       0       000000000D0000471
     110       0       0       2       0                               0D0000472
     110     747       0       1       1       0       0       000000000D0000473
     110       0       0       2       0                               0D0000474
     110     749       0       1       1       0       0       000000000D0000475
     110       0       0       2       0                               0D0000476
     110     751       0       1       1       0       0       000000000D0000477
     110       0       0       2       0                               0D0000478
     110     753       0       1       1       0       0       000000000D0000479
     110       0       0       2       0                               0D0000480
     110     755       0       1       1       0       0       000000000D0000481
     110       0       0       2       0                               0D0000482
     110     757       0       1       1       0       0       000000000D0000483
     110       0       0       2       0                               0D0000484
     110     759       0       1       1       0       0       000000000D0000485
     110       0       0       2       0                               0D0000486
     110     761       0       1       1       0       0       000000000D0000487
     110       0       0       2       0                               0D0000488
     110     763       0       1       1       0       0       000000000D0000489
     110       0       0       2       0                               0D0000490
     110     765       0       1       1       0       0       000000000D0000491
     110       0       0       2       0                               0D0000492
     110     767       0       1       1       0       0       000000000D0000493
     110       0       0       2       0                               0D0000494
     110     769       0       1       1       0       0       000000000D0000495
     110       0       0       2       0                               0D0000496
     110     771       0       1       1       0       0       000000000D0000497
     110       0       0       2       0                               0D0000498
     110     773       0       1       1       0       0       000000000D0000499
     110       0       0       2       0                               0D0000500
     110     775       0       1       1       0       0       000000000D0000501
     110       0       0       2       0                               0D0000502
     110     777       0       1       1       0       0       000000000D0000503
     110       0       0       2       0                               0D0000504
     110     779       0       1       1       0       0       000000000D0000505
     110       0       0       2       0                               0D0000506
     110     781       0       1       1       0       0       000000000D0000507
     110       0       0       2       0                               0D0000508
     110     783       0       1       1       0       0       000000000D0000509
     110       0       0       2       0                               0D0000510
     110     785       0       1       1       0       0       000000000D0000511
     110       0       0       2       0                               0D0000512
     110     787       0       1       1       0       0       000000000D0000513
     110       0       0       2       0                               0D0000514
     110     789       0       1       1       0       0       000000000D0000515
     110       0       0       2       0                               0D0000516
     110     791       0       1       1       0       0       000000000D0000517
     110       0       0       2       0                               0D0000518
     110     793       0       1       1       0       0       000000000D0000519
     110       0       0       2       0                               0D0000520
     110     795       0       1       1       0       0       000000000D0000521
     110       0       0       2       0                               0D0000522
     110     797       0       1       1       0       0       000000000D0000523
     110       0       0       2       0                               0D0000524
     110     799       0       1       1       0       0       000000000D0000525
     110       0       0       2       0                               0D0000526
     110     801       0       1       1       0       0       000000000D0000527
     110       0       0       2       0                               0D0000528
     110     803       0       1       1       0       0       000000000D0000529
     110       0       0       2       0                               0D0000530
     110     805       0       1       1       0       0       000000000D0000531
     110       0       0       2       0                               0D0000532
     110     807       0       1       1       0       0       000000000D0000533
     110       0       0       2       0                               0D0000534
     110     809       0       1       1       0       0       000000000D0000535
     110       0       0       2       0                               0D0000536
     110     811       0       1       1       0       0       000000000D0000537
     110       0       0       2       0                               0D0000538
     110     813       0       1       1       0       0       000000000D0000539
     110       0       0       2       0                               0D0000540
     110     815       0       1       1       0       0       000000000D0000541
     110       0       0       2       0                               0D0000542
     110     817       0       1       1       0       0       000000000D0000543
     110       0       0       2       0                               0D0000544
     110     819       0       1       1       0       0       000000000D0000545
     110       0       0       2       0                               0D0000546
     110     821       0       1       1       0       0       000000000D0000547
     110       0       0       2       0                               0D0000548
     110     823       0       1       1       0       0       000000000D0000549
     110       0       0       2       0                               0D0000550
     110     825       0       1       1       0       0       000000000D0000551
     110       0       0       2       0                               0D0000552
     110     827       0       1       1       0       0       000000000D0000553
     110       0       0       2       0                               0D0000554
     110     829       0       1       1       0       0       000000000D0000555
     110       0       0       2       0                               0D0000556
     110     831       0       1       1       0       0       000000000D0000557
     110       0       0       2       0                               0D0000558
     110     833       0       1       1       0       0       000000000D0000559
     110       0       0       2       0                               0D0000560
     110     835       0       1       1       0       0       000000000D0000561
     110       0       0       2       0                               0D0000562
     110     837       0       1       1       0       0       000000000D0000563
     110       0       0       2       0                               0D0000564
     110     839       0       1       1       0       0       000000000D0000565
     110       0       0       2       0                               0D0000566
     110     841       0       1       1       0       0       000000000D0000567
     110       0       0       2       0                               0D0000568
     110     843       0       1       1       0       0       000000000D0000569
     110       0       0       2       0                               0D0000570
     110     845       0       1       1       0       0       000000000D0000571
     110       0       0       2       0                               0D0000572
     110     847       0       1       1       0       0       000000000D0000573
     110       0       0       2       0                               0D0000574
     110     849       0       1       1       0       0       000000000D0000575
     110       0       0       2       0                               0D0000576
     110     851       0       1       1       0       0       000000000D0000577
     110       0       0       2       0                               0D0000578
     110     853       0       1       1       0       0       000000000D0000579
     110       0       0       2       0                               0D0000580
     110     855       0       1       1       0       0       000000000D0000581
     110       0       0       2       0                               0D0000582
     110     857       0       1       1       0       0       000000000D0000583
     110       0       0       2       0                               0D0000584
     110     859       0       1       1       0       0       000000000D0000585
     110       0       0       2       0                               0D0000586
     110     861       0       1       1       0       0       000000000D0000587
     110       0       0       2       0                               0D0000588
     110     863       0       1       1       0       0       000000000D0000589
     110       0       0       2       0                               0D0000590
     110     865       0       1       1       0       0       000000000D0000591
     110       0       0       2       0                               0D0000592
     110     867       0       1       1       0       0       000000000D0000593
     110       0       0       2       0                               0D0000594
     110     869       0       1       1       0       0       000000000D0000595
     110       0       0       2       0                               0D0000596
     110     871       0       1       1       0       0       000000000D0000597
     110       0       0       2       0                               0D0000598
     110     873       0       1       1       0       0       000000000D0000599
     110       0       0       2       0                               0D0000600
     110     875       0       1       1       0       0       000000000D0000601
     110       0       0       2       0                               0D0000602
     110     877       0       1       1       0       0       000000000D0000603
     110       0       0       2       0                               0D0000604
     110     879       0       1       1       0       0       000000000D0000605
     110       0       0       2       0                               0D0000606
     110     881       0       1       1       0       0       000000000D0000607
     110       0       0       2       0                               0D0000608
     110     883       0       1       1       0       0       000000000D0000609
     110       0       0       2       0                               0D0000610
     110     885       0       1       1       0       0       000000000D0000611
     110       0       0       2       0                               0D0000612
     110     887       0       1       1       0       0       000000000D0000613
     110       0       0       2       0                               0D0000614
     110     889       0       1       1       0       0       000000000D0000615
     110       0       0       2       0                               0D0000616
     110     891       0       1       1       0       0       000000000D0000617
     110       0       0       2       0                               0D0000618
     110     893       0       1       1       0       0       000000000D0000619
     110       0       0       2       0                               0D0000620
     110     895       0       1       1       0       0       000000000D0000621
     110       0       0       2       0                               0D0000622
     110     897       0       1       1       0       0       000000000D0000623
     110       0       0       2       0                               0D0000624
     110     899       0       1       1       0       0       000000000D0000625
     110       0       0       2       0                               0D0000626
     110     901       0       1       1       0       0       000000000D0000627
     110       0       0       2       0                               0D0000628
     110     903       0       1       1       0       0       000000000D0000629
     110       0       0       2       0                               0D0000630
     110     905       0       1       1       0       0       000000000D0000631
     110       0       0       2       0                               0D0000632
     110     907       0       1       1       0       0       000000000D0000633
     110       0       0       2       0                               0D0000634
     110     909       0       1       1       0       0       000000000D0000635
     110       0       0       2       0                               0D0000636
     110     911       0       1       1       0       0       000000000D0000637
     110       0       0       2       0                               0D0000638
     110     913       0       1       1       0       0       000000000D0000639
     110       0       0       2       0                               0D0000640
     110     915       0       1       1       0       0       000000000D0000641
     110       0       0       2       0                               0D0000642
     110     917       0       1       1       0       0       000000000D0000643
     110       0       0       2       0                               0D0000644
     110     919       0       1       1       0       0       000000000D0000645
     110       0       0       2       0                               0D0000646
     110     921       0       1       1       0       0       000000000D0000647
     110       0       0       2       0                               0D0000648
     110     923       0       1       1       0       0       000000000D0000649
     110       0       0       2       0                               0D0000650
     110     925       0       1       1       0       0       000000000D0000651
     110       0       0       2       0                               0D0000652
     110     927       0       1       1       0       0       000000000D0000653
     110       0       0       2       0                               0D0000654
     110     929       0       1       1       0       0       000000000D0000655
     110       0       0       2       0                               0D0000656
     110     931       0       1       1       0       0       000000000D0000657
     110       0       0       2       0                               0D0000658
     110     933       0       1       1       0       0       000000000D0000659
     110       0       0       2       0                               0D0000660
     110     935       0       1       1       0       0       000000000D0000661
     110       0       0       2       0                               0D0000662
     110     937       0       1       1       0       0       000000000D0000663
     110       0       0       2       0                               0D0000664
     110     939       0       1       1       0       0       000000000D0000665
     110       0       0       2       0                               0D0000666
     110     941       0       1       1       0       0       000000000D0000667
     110       0       0       2       0                               0D0000668
     110     943       0       1       1       0       0       000000000D0000669
     110       0       0       2       0                               0D0000670
     110     945       0       1       1       0       0       000000000D0000671
     110       0       0       2       0                               0D0000672
     110     947       0       1       1       0       0       000000000D0000673
     110       0       0       2       0                               0D0000674
     110     949       0       1       1       0       0       000000000D0000675
     110       0       0       2       0                               0D0000676
     110     951       0       1       1       0       0       000000000D0000677
     110       0       0       2       0                               0D0000678
     110     953       0       1       1       0       0       000000000D0000679
     110       0       0       2       0                               0D0000680
     110     955       0       1       1       0       0       000000000D0000681
     110       0       0       2       0                               0D0000682
     110     957       0       1       1       0       0       000000000D0000683
     110       0       0       2       0                               0D0000684
     110     959       0       1       1       0       0       000000000D0000685
     110       0       0       2       0                               0D0000686
     110     961       0       1       1       0       0       000000000D0000687
     110       0       0       2       0                               0D0000688
     110     963       0       1       1       0       0       000000000D0000689
     110       0       0       2       0                               0D0000690
     110     965       0       1       1       0       0       000000000D0000691
     110       0       0       2       0                               0D0000692
     110     967       0       1       1       0       0       000000000D0000693
     110       0       0       2       0                               0D0000694
     110     969       0       1       1       0       0       000000000D0000695
     110       0       0       2       0                               0D0000696
     110     971       0       1       1       0       0       000000000D0000697
     110       0       0       2       0                               0D0000698
     110     973       0       1       1       0       0       000000000D0000699
     110       0       0       2       0                               0D0000700
     110     975       0       1       1       0       0       000000000D0000701
     110       0       0       2       0                               0D0000702
     110     977       0       1       1       0       0       000000000D0000703
     110       0       0       2       0                               0D0000704
     110     979       0       1       1       0       0       000000000D0000705
     110       0       0       2       0                               0D0000706
     110     981       0       1       1       0       0       000000000D0000707
     110       0       0       2       0                               0D0000708
     110     983       0       1       1       0       0       000000000D0000709
     110       0       0       2       0                               0D0000710
     110     985       0       1       1       0       0       000000000D0000711
     110       0       0       2       0                               0D0000712
     110     987       0       1       1       0       0       000000000D0000713
     110       0       0       2       0                               0D0000714
     110     989       0       1       1       0       0       000000000D0000715
     110       0       0       2       0                               0D0000716
     110     991       0       1       1       0       0       000000000D0000717
     110       0       0       2       0                               0D0000718
     110     993       0       1       1       0       0       000000000D0000719
     110       0       0       2       0                               0D0000720
     110     995       0       1       1       0       0       000000000D0000721
     110       0       0       2       0                               0D0000722
     110     997       0       1       1       0       0       000000000D0000723
     110       0       0       2       0                               0D0000724
     110     999       0       1       1       0       0       000000000D0000725
     110       0       0       2       0                               0D0000726
     110    1001       0       1       1       0       0       000000000D0000727
     110       0       0       2       0                               0D0000728
     110    1003       0       1       1       0       0       000000000D0000729
     110       0       0       2       0                               0D0000730
     110    1005       0       1       1       0       0       000000000D0000731
     110       0       0       2       0                               0D0000732
     110    1007       0       1       1       0       0       000000000D0000733
     110       0       0       2       0                               0D0000734
     110    1009       0       1       1       0       0       000000000D0000735
     110       0       0       2       0                               0D0000736
     110    1011       0       1       1       0       0       000000000D0000737
     110       0       0       2       0                               0D0000738
     110    1013       0       1       1       0       0       000000000D0000739
     110       0       0       2       0                               0D0000740
     110    1015       0       1       1       0       0       000000000D0000741
     110       0       0       2       0                               0D0000742
     110    1017       0       1       1       0       0       000000000D0000743
     110       0       0       2       0                               0D0000744
     110    1019       0       1       1       0       0       000000000D0000745
     110       0       0       2       0                               0D0000746
     110    1021       0       1       1       0       0       000000000D0000747
     110       0       0       2       0                               0D0000748
     110    1023       0       1       1       0       0       000000000D0000749
     110       0       0       2       0                               0D0000750
     110    1025       0       1       1       0       0       000000000D0000751
     110       0       0       2       0                               0D0000752
     110    1027       0       1       1       0       0       000000000D0000753
     110       0       0       2       0                               0D0000754
     110    1029       0       1       1       0       0       000000000D0000755
     110       0       0       2       0                               0D0000756
     110    1031       0       1       1       0       0       000000000D0000757
     110       0       0       2       0                               0D0000758
     110    1033       0       1       1       0       0       000000000D0000759
     110       0       0       2       0                               0D0000760
     110    1035       0       1       1       0       0       000000000D0000761
     110       0       0       2       0                               0D0000762
     110    1037       0       1       1       0       0       000000000D0000763
     110       0       0       2       0                               0D0000764
     110    1039       0       1       1       0       0       000000000D0000765
     110       0       0       2       0                               0D0000766
     110    1041       0       1       1       0       0       000000000D0000767
     110       0       0       2       0                               0D0000768
     110    1043       0       1       1       0       0       000000000D0000769
     110       0       0       2       0                               0D0000770
     110    1045       0       1       1       0       0       000000000D0000771
     110       0       0       2       0                               0D0000772
     110    1047       0       1       1       0       0       000000000D0000773
     110       0       0       2       0                               0D0000774
     110    1049       0       1       1       0       0       000000000D0000775
     110       0       0       2       0                               0D0000776
     110    1051       0       1       1       0       0       000000000D0000777
     110       0       0       2       0                               0D0000778
     110    1053       0       1       1       0       0       000000000D0000779
     110       0       0       2       0                               0D0000780
     110    1055       0       1       1       0       0       000000000D0000781
     110       0       0       2       0                               0D0000782
     110    1057       0       1       1       0       0       000000000D0000783
     110       0       0       2       0                               0D0000784
     110    1059       0       1       1       0       0       000000000D0000785
     110       0       0       2       0                               0D0000786
     110    1061       0       1       1       0       0       000000000D0000787
     110       0       0       2       0                               0D0000788
     110    1063       0       1       1       0       0       000000000D0000789
     110       0       0       2       0                               0D0000790
     110    1065       0       1       1       0       0       000000000D0000791
     110       0       0       2       0                               0D0000792
     110    1067       0       1       1       0       0       000000000D0000793
     110       0       0       2       0                               0D0000794
     110    1069       0       1       1       0       0       000000000D0000795
     110       0       0       2       0                               0D0000796
     110    1071       0       1       1       0       0       000000000D0000797
     110       0       0       2       0                               0D0000798
     110    1073       0       1       1       0       0       000000000D0000799
     110       0       0       2       0                               0D0000800
     110    1075       0       1       1       0       0       000000000D0000801
     110       0       0       2       0                               0D0000802
     110    1077       0       1       1       0       0       000000000D0000803
     110       0       0       2       0                               0D0000804
     110    1079       0       1       1       0       0       000000000D0000805
     110       0       0       2       0                               0D0000806
     110    1081       0       1       1       0       0       000000000D0000807
     110       0       0       2       0                               0D0000808
     110    1083       0       1       1       0       0       000000000D0000809
     110       0       0       2       0                               0D0000810
     110    1085       0       1       1       0       0       000000000D0000811
     110       0       0       2       0                               0D0000812
     110    1087       0       1       1       0       0       000000000D0000813
     110       0       0       2       0                               0D0000814
     110    1089       0       1       1       0       0       000000000D0000815
     110       0       0       2       0                               0D0000816
     110    1091       0       1       1       0       0       000000000D0000817
     110       0       0       2       0                               0D0000818
     110    1093       0       1       1       0       0       000000000D0000819
     110       0       0       2       0                               0D0000820
     110    1095       0       1       1       0       0       000000000D0000821
     110       0       0       2       0                               0D0000822
     110    1097       0       1       1       0       0       000000000D0000823
     110       0       0       2       0                               0D0000824
     110    1099       0       1       1       0       0       000000000D0000825
     110       0       0       2       0                               0D0000826
     110    1101       0       1       1       0       0       000000000D0000827
     110       0       0       2       0                               0D0000828
     110    1103       0       1       1       0       0       000000000D0000829
     110       0       0       2       0                               0D0000830
     110    1105       0       1       1       0       0       000000000D0000831
     110       0       0       2       0                               0D0000832
     110    1107       0       1       1       0       0       000000000D0000833
     110       0       0       2       0                               0D0000834
     110    1109       0       1       1       0       0       000000000D0000835
     110       0       0       2       0                               0D0000836
     110    1111       0       1       1       0       0       000000000D0000837
     110       0       0       2       0                               0D0000838
     110    1113       0       1       1       0       0       000000000D0000839
     110       0       0       2       0                               0D0000840
     110    1115       0       1       1       0       0       000000000D0000841
     110       0       0       2       0                               0D0000842
     110    1117       0       1       1       0       0       000000000D0000843
     110       0       0       2       0                               0D0000844
     110    1119       0       1       1       0       0       000000000D0000845
     110       0       0       2       0                               0D0000846
     110    1121       0       1       1       0       0       000000000D0000847
     110       0       0       2       0                               0D0000848
     110    1123       0       1       1       0       0       000000000D0000849
     110       0       0       2       0                               0D0000850
     110    1125       0       1       1       0       0       000000000D0000851
     110       0       0       2       0                               0D0000852
     110    1127       0       1       1       0       0       000000000D0000853
     110       0       0       2       0                               0D0000854
     110    1129       0       1       1       0       0       000000000D0000855
     110       0       0       2       0                               0D0000856
     110    1131       0       1       1       0       0       000000000D0000857
     110       0       0       2       0                               0D0000858
     110    1133       0       1       1       0       0       000000000D0000859
     110       0       0       2       0                               0D0000860
     110    1135       0       1       1       0       0       000000000D0000861
     110       0       0       2       0                               0D0000862
     110    1137       0       1       1       0       0       000000000D0000863
     110       0       0       2       0                               0D0000864
     110    1139       0       1       1       0       0       000000000D0000865
     110       0       0       2       0                               0D0000866
     110    1141       0       1       1       0       0       000000000D0000867
     110       0       0       2       0                               0D0000868
     110    1143       0       1       1       0       0       000000000D0000869
     110       0       0       2       0                               0D0000870
     110    1145       0       1       1       0       0       000000000D0000871
     110       0       0       2       0                               0D0000872
     110    1147       0       1       1       0       0       000000000D0000873
     110       0       0       2       0                               0D0000874
     110    1149       0       1       1       0       0       000000000D0000875
     110       0       0       2       0                               0D0000876
     110    1151       0       1       1       0       0       000000000D0000877
     110       0       0       2       0                               0D0000878
     110    1153       0       1       1       0       0       000000000D0000879
     110       0       0       2       0                               0D0000880
     110    1155       0       1       1       0       0       000000000D0000881
     110       0       0       2       0                               0D0000882
     110    1157       0       1       1       0       0       000000000D0000883
     110       0       0       2       0                               0D0000884
     110    1159       0       1       1       0       0       000000000D0000885
     110       0       0       2       0                               0D0000886
     110    1161       0       1       1       0       0       000000000D0000887
     110       0       0       2       0                               0D0000888
     110    1163       0       1       1       0       0       000000000D0000889
     110       0       0       2       0                               0D0000890
     110    1165       0       1       1       0       0       000000000D0000891
     110       0       0       2       0                               0D0000892
     110    1167       0       1       1       0       0       000000000D0000893
     110       0       0       2       0                               0D0000894
     110    1169       0       1       1       0       0       000000000D0000895
     110       0       0       2       0                               0D0000896
     110    1171       0       1       1       0       0       000000000D0000897
     110       0       0       2       0                               0D0000898
     110    1173       0       1       1       0       0       000000000D0000899
     110       0       0       2       0                               0D0000900
     110    1175       0       1       1       0       0       000000000D0000901
     110       0       0       2       0                               0D0000902
     110    1177       0       1       1       0       0       000000000D0000903
     110       0       0       2       0                               0D0000904
     110    1179       0       1       1       0       0       000000000D0000905
     110       0       0       2       0                               0D0000906
     110    1181       0       1       1       0       0       000000000D0000907
     110       0       0       2       0                               0D0000908
     110    1183       0       1       1       0       0       000000000D0000909
     110       0       0       2       0                               0D0000910
     110    1185       0       1       1       0       0       000000000D0000911
     110       0       0       2       0                               0D0000912
     110    1187       0       1       1       0       0       000000000D0000913
     110       0       0       2       0                               0D0000914
     110    1189       0       1       1       0       0       000000000D0000915
     110       0       0       2       0                               0D0000916
     110    1191       0       1       1       0       0       000000000D0000917
     110       0       0       2       0                               0D0000918
     110    1193       0       1       1       0       0       000000000D0000919
     110       0       0       2       0                               0D0000920
     110    1195       0       1       1       0       0       000000000D0000921
     110       0       0       2       0                               0D0000922
     110    1197       0       1       1       0       0       000000000D0000923
     110       0       0       2       0                               0D0000924
     110    1199       0       1       1       0       0       000000000D0000925
     110       0       0       2       0                               0D0000926
     110    1201       0       1       1       0       0       000000000D0000927
     110       0       0       2       0                               0D0000928
     110    1203       0       1       1       0       0       000000000D0000929
     110       0       0       2       0                               0D0000930
     110    1205       0       1       1       0       0       000000000D0000931
     110       0       0       2       0                               0D0000932
     110    1207       0       1       1       0       0       000000000D0000933
     110       0       0       2       0                               0D0000934
     110    1209       0       1       1       0       0       000000000D0000935
     110       0       0       2       0                               0D0000936
     110    1211       0       1       1       0       0       000000000D0000937
     110       0       0       2       0                               0D0000938
     110    1213       0       1       1       0       0       000000000D0000939
     110       0       0       2       0                               0D0000940
     110    1215       0       1       1       0       0       000000000D0000941
     110       0       0       2       0                               0D0000942
     110    1217       0       1       1       0       0       000000000D0000943
     110       0       0       2       0                               0D0000944
     110    1219       0       1       1       0       0       000000000D0000945
     110       0       0       2       0                               0D0000946
     110    1221       0       1       1       0       0       000000000D0000947
     110       0       0       2       0                               0D0000948
     110    1223       0       1       1       0       0       000000000D0000949
     110       0       0       2       0                               0D0000950
     110    1225       0       1       1       0       0       000000000D0000951
     110       0       0       2       0                               0D0000952
     110    1227       0       1       1       0       0       000000000D0000953
     110       0       0       2       0                               0D0000954
     110    1229       0       1       1       0       0       000000000D0000955
     110       0       0       2       0                               0D0000956
     110    1231       0       1       1       0       0       000000000D0000957
     110       0       0       2       0                               0D0000958
     110    1233       0       1       1       0       0       000000000D0000959
     110       0       0       2       0                               0D0000960
     110    1235       0       1       1       0       0       000000000D0000961
     110       0       0       2       0                               0D0000962
     110    1237       0       1       1       0       0       000000000D0000963
     110       0       0       2       0                               0D0000964
     110    1239       0       1       1       0       0       000000000D0000965
     110       0       0       2       0                               0D0000966
     110    1241       0       1       1       0       0       000000000D0000967
     110       0       0       2       0                               0D0000968
     110    1243       0       1       1       0       0       000000000D0000969
     110       0       0       2       0                               0D0000970
     110    1245       0       1       1       0       0       000000000D0000971
     110       0       0       2       0                               0D0000972
     110    1247       0       1       1       0       0       000000000D0000973
     110       0       0       2       0                               0D0000974
     110    1249       0       1       1       0       0       000000000D0000975
     110       0       0       2       0                               0D0000976
     110    1251       0       1       1       0       0       000000000D0000977
     110       0       0       2       0                               0D0000978
     110    1253       0       1       1       0       0       000000000D0000979
     110       0       0       2       0                               0D0000980
     110    1255       0       1       1       0       0       000000000D0000981
     110       0       0       2       0                               0D0000982
     110    1257       0       1       1       0       0       000000000D0000983
     110       0       0       2       0                               0D0000984
     110    1259       0       1       1       0       0       000000000D0000985
     110       0       0       2       0                               0D0000986
     110    1261       0       1       1       0       0       000000000D0000987
     110       0       0       2       0                               0D0000988
     110    1263       0       1       1       0       0       000000000D0000989
     110       0       0       2       0                               0D0000990
     110    1265       0       1       1       0       0       000000000D0000991
     110       0       0       2       0                               0D0000992
     110    1267       0       1       1       0       0       000000000D0000993
     110       0       0       2       0                               0D0000994
     110    1269       0       1       1       0       0       000000000D0000995
     110       0       0       2       0                               0D0000996
     110    1271       0       1       1       0       0       000000000D0000997
     110       0       0       2       0                               0D0000998
     110    1273       0       1       1       0       0       000000000D0000999
     110       0       0       2       0                               0D0001000
     110    1275       0       1       1       0       0       000000000D0001001
     110       0       0       2       0                               0D0001002
     110    1277       0       1       1       0       0       000000000D0001003
     110       0       0       2       0                               0D0001004
     110    1279       0       1       1       0       0       000000000D0001005
     110       0       0       2       0                               0D0001006
     110    1281       0       1       1       0       0       000000000D0001007
     110       0       0       2       0                               0D0001008
     110    1283       0       1       1       0       0       000000000D0001009
     110       0       0       2       0                               0D0001010
     110    1285       0       1       1       0       0       000000000D0001011
     110       0       0       2       0                               0D0001012
     110    1287       0       1       1       0       0       000000000D0001013
     110       0       0       2       0                               0D0001014
     110    1289       0       1       1       0       0       000000000D0001015
     110       0       0       2       0                               0D0001016
     110    1291       0       1       1       0       0       000000000D0001017
     110       0       0       2       0                               0D0001018
     110    1293       0       1       1       0       0       000000000D0001019
     110       0       0       2       0                               0D0001020
     110    1295       0       1       1       0       0       000000000D0001021
     110       0       0       2       0                               0D0001022
     110    1297       0       1       1       0       0       000000000D0001023
     110       0       0       2       0                               0D0001024
     110    1299       0       1       1       0       0       000000000D0001025
     110       0       0       2       0                               0D0001026
     110    1301       0       1       1       0       0       000000000D0001027
     110       0       0       2       0                               0D0001028
     110    1303       0       1       1       0       0       000000000D0001029
     110       0       0       2       0                               0D0001030
     110    1305       0       1       1       0       0       000000000D0001031
     110       0       0       2       0                               0D0001032
     110    1307       0       1       1       0       0       000000000D0001033
     110       0       0       2       0                               0D0001034
     110    1309       0       1       1       0       0       000000000D0001035
     110       0       0       2       0                               0D0001036
     110    1311       0       1       1       0       0       000000000D0001037
     110       0       0       2       0                               0D0001038
     110    1313       0       1       1       0       0       000000000D0001039
     110       0       0       2       0                               0D0001040
     110    1315       0       1       1       0       0       000000000D0001041
     110       0       0       2       0                               0D0001042
     110    1317       0       1       1       0       0       000000000D0001043
     110       0       0       2       0                               0D0001044
     110    1319       0       1       1       0       0       000000000D0001045
     110       0       0       2       0                               0D0001046
     110    1321       0       1       1       0       0       000000000D0001047
     110       0       0       2       0                               0D0001048
     110    1323       0       1       1       0       0       000000000D0001049
     110       0       0       2       0                               0D0001050
     110    1325       0       1       1       0       0       000000000D0001051
     110       0       0       2       0                               0D0001052
     110    1327       0       1       1       0       0       000000000D0001053
     110       0       0       2       0                               0D0001054
     110    1329       0       1       1       0       0       000000000D0001055
     110       0       0       2       0                               0D0001056
     110    1331       0       1       1       0       0       000000000D0001057
     110       0       0       2       0                               0D0001058
     110    1333       0       1       1       0       0       000000000D0001059
     110       0       0       2       0                               0D0001060
     110    1335       0       1       1       0       0       000000000D0001061
     110       0       0       2       0                               0D0001062
     110    1337       0       1       1       0       0       000000000D0001063
     110       0       0       2       0                               0D0001064
     110    1339       0       1       1       0       0       000000000D0001065
     110       0       0       2       0                               0D0001066
     110    1341       0       1       1       0       0       000000000D0001067
     110       0       0       2       0                               0D0001068
     110    1343       0       1       1       0       0       000000000D0001069
     110       0       0       2       0                               0D0001070
     110    1345       0       1       1       0       0       000000000D0001071
     110       0       0       2       0                               0D0001072
     110    1347       0       1       1       0       0       000000000D0001073
     110       0       0       2       0                               0D0001074
     110    1349       0       1       1       0       0       000000000D0001075
     110       0       0       2       0                               0D0001076
     110    1351       0       1       1       0       0       000000000D0001077
     110       0       0       2       0                               0D0001078
     110    1353       0       1       1       0       0       000000000D0001079
     110       0       0       2       0                               0D0001080
     110    1355       0       1       1       0       0       000000000D0001081
     110       0       0       2       0                               0D0001082
     110    1357       0       1       1       0       0       000000000D0001083
     110       0       0       2       0                               0D0001084
     110    1359       0       1       1       0       0       000000000D0001085
     110       0       0       2       0                               0D0001086
     110    1361       0       1       1       0       0       000000000D0001087
     110       0       0       2       0                               0D0001088
     110    1363       0       1       1       0       0       000000000D0001089
     110       0       0       2       0                               0D0001090
     110    1365       0       1       1       0       0       000000000D0001091
     110       0       0       2       0                               0D0001092
     110    1367       0       1       1       0       0       000000000D0001093
     110       0       0       2       0                               0D0001094
     110    1369       0       1       1       0       0       000000000D0001095
     110       0       0       2       0                               0D0001096
     110    1371       0       1       1       0       0       000000000D0001097
     110       0       0       2       0                               0D0001098
     110    1373       0       1       1       0       0       000000000D0001099
     110       0       0       2       0                               0D0001100
     110    1375       0       1       1       0       0       000000000D0001101
     110       0       0       2       0                               0D0001102
     110    1377       0       1       1       0       0       000000000D0001103
     110       0       0       2       0                               0D0001104
     110    1379       0       1       1       0       0       000000000D0001105
     110       0       0       2       0                               0D0001106
     110    1381       0       1       1       0       0       000000000D0001107
     110       0       0       2       0                               0D0001108
     110    1383       0       1       1       0       0       000000000D0001109
     110       0       0       2       0                               0D0001110
     110    1385       0       1       1       0       0       000000000D0001111
     110       0       0       2       0                               0D0001112
     110    1387       0       1       1       0       0       000000000D0001113
     110       0       0       2       0                               0D0001114
     110    1389       0       1       1       0       0       000000000D0001115
     110       0       0       2       0                               0D0001116
     110    1391       0       1       1       0       0       000000000D0001117
     110       0       0       2       0                               0D0001118
     110    1393       0       1       1       0       0       000000000D0001119
     110       0       0       2       0                               0D0001120
     110    1395       0       1       1       0       0       000000000D0001121
     110       0       0       2       0                               0D0001122
     110    1397       0       1       1       0       0       000000000D0001123
     110       0       0       2       0                               0D0001124
     110    1399       0       1       1       0       0       000000000D0001125
     110       0       0       2       0                               0D0001126
     110    1401       0       1       1       0       0       000000000D0001127
     110       0       0       2       0                               0D0001128
     110    1403       0       1       1       0       0       000000000D0001129
     110       0       0       2       0                               0D0001130
     110    1405       0       1       1       0       0       000000000D0001131
     110       0       0       2       0                               0D0001132
     110    1407       0       1       1       0       0       000000000D0001133
     110       0       0       2       0                               0D0001134
     110    1409       0       1       1       0       0       000000000D0001135
     110       0       0       2       0                               0D0001136
     110    1411       0       1       1       0       0       000000000D0001137
     110       0       0       2       0                               0D0001138
     110    1413       0       1       1       0       0       000000000D0001139
     110       0       0       2       0                               0D0001140
     110    1415       0       1       1       0       0       000000000D0001141
     110       0       0       2       0                               0D0001142
     110    1417       0       1       1       0       0       000000000D0001143
     110       0       0       2       0                               0D0001144
     110    1419       0       1       1       0       0       000000000D0001145
     110       0       0       2       0                               0D0001146
     110    1421       0       1       1       0       0       000000000D0001147
     110       0       0       2       0                               0D0001148
     110    1423       0       1       1       0       0       000000000D0001149
     110       0       0       2       0                               0D0001150
     110    1425       0       1       1       0       0       000000000D0001151
     110       0       0       2       0                               0D0001152
     110    1427       0       1       1       0       0       000000000D0001153
     110       0       0       2       0                               0D0001154
     110    1429       0       1       1       0       0       000000000D0001155
     110       0       0       2       0                               0D0001156
     110    1431       0       1       1       0       0       000000000D0001157
     110       0       0       2       0                               0D0001158
     110    1433       0       1       1       0       0       000000000D0001159
     110       0       0       2       0                               0D0001160
     110    1435       0       1       1       0       0       000000000D0001161
     110       0       0       2       0                               0D0001162
     110    1437       0       1       1       0       0       000000000D0001163
     110       0       0       2       0                               0D0001164
     110    1439       0       1       1       0       0       000000000D0001165
     110       0       0       2       0                               0D0001166
     110    1441       0       1       1       0       0       000000000D0001167
     110       0       0       2       0                               0D0001168
     110    1443       0       1       1       0       0       000000000D0001169
     110       0       0       2       0                               0D0001170
     110    1445       0       1       1       0       0       000000000D0001171
     110       0       0       2       0                               0D0001172
     110    1447       0       1       1       0       0       000000000D0001173
     110       0       0       2       0                               0D0001174
     110    1449       0       1       1       0       0       000000000D0001175
     110       0       0       2       0                               0D0001176
     110    1451       0       1       1       0       0       000000000D0001177
     110       0       0       2       0                               0D0001178
     110    1453       0       1       1       0       0       000000000D0001179
     110       0       0       2       0                               0D0001180
     110    1455       0       1       1       0       0       000000000D0001181
     110       0       0       2       0                               0D0001182
     110    1457       0       1       1       0       0       000000000D0001183
     110       0       0       2       0                               0D0001184
     110    1459       0       1       1       0       0       000000000D0001185
     110       0       0       2       0                               0D0001186
     110    1461       0       1       1       0       0       000000000D0001187
     110       0       0       2       0                               0D0001188
     110    1463       0       1       1       0       0       000000000D0001189
     110       0       0       2       0                               0D0001190
     110    1465       0       1       1       0       0       000000000D0001191
     110       0       0       2       0                               0D0001192
     110    1467       0       1       1       0       0       000000000D0001193
     110       0       0       2       0                               0D0001194
     110    1469       0       1       1       0       0       000000000D0001195
     110       0       0       2       0                               0D0001196
     110    1471       0       1       1       0       0       000000000D0001197
     110       0       0       2       0                               0D0001198
     110    1473       0       1       1       0       0       000000000D0001199
     110       0       0       2       0                               0D0001200
     110    1475       0       1       1       0       0       000000000D0001201
     110       0       0       2       0                               0D0001202
     110    1477       0       1       1       0       0       000000000D0001203
     110       0       0       2       0                               0D0001204
     110    1479       0       1       1       0       0       000000000D0001205
     110       0       0       2       0                               0D0001206
     110    1481       0       1       1       0       0       000000000D0001207
     110       0       0       2       0                               0D0001208
     110    1483       0       1       1       0       0       000000000D0001209
     110       0       0       2       0                               0D0001210
     110    1485       0       1       1       0       0       000000000D0001211
     110       0       0       2       0                               0D0001212
     110    1487       0       1       1       0       0       000000000D0001213
     110       0       0       2       0                               0D0001214
     110    1489       0       1       1       0       0       000000000D0001215
     110       0       0       2       0                               0D0001216
     110    1491       0       1       1       0       0       000000000D0001217
     110       0       0       2       0                               0D0001218
     110    1493       0       1       1       0       0       000000000D0001219
     110       0       0       2       0                               0D0001220
     110    1495       0       1       1       0       0       000000000D0001221
     110       0       0       2       0                               0D0001222
     110    1497       0       1       1       0       0       000000000D0001223
     110       0       0       2       0                               0D0001224
     110    1499       0       1       1       0       0       000000000D0001225
     110       0       0       2       0                               0D0001226
     110    1501       0       1       1       0       0       000000000D0001227
     110       0       0       2       0                               0D0001228
     110    1503       0       1       1       0       0       000000000D0001229
     110       0       0       2       0                               0D0001230
     110    1505       0       1       1       0       0       000000000D0001231
     110       0       0       2       0                               0D0001232
     110    1507       0       1       1       0       0       000000000D0001233
     110       0       0       2       0                               0D0001234
     110    1509       0       1       1       0       0       000000000D0001235
     110       0       0       2       0                               0D0001236
     110    1511       0       1       1       0       0       000000000D0001237
     110       0       0       2       0                               0D0001238
     110    1513       0       1       1       0       0       000000000D0001239
     110       0       0       2       0                               0D0001240
     110    1515       0       1       1       0       0       000000000D0001241
     110       0       0       2       0                               0D0001242
     110    1517       0       1       1       0       0       000000000D0001243
     110       0       0       2       0                               0D0001244
     110    1519       0       1       1       0       0       000000000D0001245
     110       0       0       2       0                               0D0001246
     110    1521       0       1       1       0       0       000000000D0001247
     110       0       0       2       0                               0D0001248
     110    1523       0       1       1       0       0       000000000D0001249
     110       0       0       2       0                               0D0001250
     110    1525       0       1       1       0       0       000000000D0001251
     110       0       0       2       0                               0D0001252
     110    1527       0       1       1       0       0       000000000D0001253
     110       0       0       2       0                               0D0001254
     110    1529       0       1       1       0       0       000000000D0001255
     110       0       0       2       0                               0D0001256
     110    1531       0       1       1       0       0       000000000D0001257
     110       0       0       2       0                               0D0001258
     110    1533       0       1       1       0       0       000000000D0001259
     110       0       0       2       0                               0D0001260
     110    1535       0       1       1       0       0       000000000D0001261
     110       0       0       2       0                               0D0001262
     110    1537       0       1       1       0       0       000000000D0001263
     110       0       0       2       0                               0D0001264
     110    1539       0       1       1       0       0       000000000D0001265
     110       0       0       2       0                               0D0001266
     110    1541       0       1       1       0       0       000000000D0001267
     110       0       0       2       0                               0D0001268
     110    1543       0       1       1       0       0       000000000D0001269
     110       0       0       2       0                               0D0001270
     110    1545       0       1       1       0       0       000000000D0001271
     110       0       0       2       0                               0D0001272
     110    1547       0       1       1       0       0       000000000D0001273
     110       0       0       2       0                               0D0001274
     110    1549       0       1       1       0       0       000000000D0001275
     110       0       0       2       0                               0D0001276
     110    1551       0       1       1       0       0       000000000D0001277
     110       0       0       2       0                               0D0001278
     110    1553       0       1       1       0       0       000000000D0001279
     110       0       0       2       0                               0D0001280
     110    1555       0       1       1       0       0       000000000D0001281
     110       0       0       2       0                               0D0001282
     110    1557       0       1       1       0       0       000000000D0001283
     110       0       0       2       0                               0D0001284
     110    1559       0       1       1       0       0       000000000D0001285
     110       0       0       2       0                               0D0001286
     110    1561       0       1       1       0       0       000000000D0001287
     110       0       0       2       0                               0D0001288
     110    1563       0       1       1       0       0       000000000D0001289
     110       0       0       2       0                               0D0001290
     110    1565       0       1       1       0       0       000000000D0001291
     110       0       0       2       0                               0D0001292
     110    1567       0       1       1       0       0       000000000D0001293
     110       0       0       2       0                               0D0001294
     110    1569       0       1       1       0       0       000000000D0001295
     110       0       0       2       0                               0D0001296
     110    1571       0       1       1       0       0       000000000D0001297
     110       0       0       2       0                               0D0001298
     110    1573       0       1       1       0       0       000000000D0001299
     110       0       0       2       0                               0D0001300
     110    1575       0       1       1       0       0       000000000D0001301
     110       0       0       2       0                               0D0001302
     110    1577       0       1       1       0       0       000000000D0001303
     110       0       0       2       0                               0D0001304
     110    1579       0       1       1       0       0       000000000D0001305
     110       0       0       2       0                               0D0001306
     110    1581       0       1       1       0       0       000000000D0001307
     110       0       0       2       0                               0D0001308
     110    1583       0       1       1       0       0       000000000D0001309
     110       0       0       2       0                               0D0001310
     110    1585       0       1       1       0       0       000000000D0001311
     110       0       0       2       0                               0D0001312
     110    1587       0       1       1       0       0       000000000D0001313
     110       0       0       2       0                               0D0001314
     110    1589       0       1       1       0       0       000000000D0001315
     110       0       0       2       0                               0D0001316
     110    1591       0       1       1       0       0       000000000D0001317
     110       0       0       2       0                               0D0001318
     110    1593       0       1       1       0       0       000000000D0001319
     110       0       0       2       0                               0D0001320
     110    1595       0       1       1       0       0       000000000D0001321
     110       0       0       2       0                               0D0001322
     110    1597       0       1       1       0       0       000000000D0001323
     110       0       0       2       0                               0D0001324
     110    1599       0       1       1       0       0       000000000D0001325
     110       0       0       2       0                               0D0001326
     110    1601       0       1       1       0       0       000000000D0001327
     110       0       0       2       0                               0D0001328
     110    1603       0       1       1       0       0       000000000D0001329
     110       0       0       2       0                               0D0001330
     110    1605       0       1       1       0       0       000000000D0001331
     110       0       0       2       0                               0D0001332
     110    1607       0       1       1       0       0       000000000D0001333
     110       0       0       2       0                               0D0001334
     110    1609       0       1       1       0       0       000000000D0001335
     110       0       0       2       0                               0D0001336
     110    1611       0       1       1       0       0       000000000D0001337
     110       0       0       2       0                               0D0001338
     110    1613       0       1       1       0       0       000000000D0001339
     110       0       0       2       0                               0D0001340
     110    1615       0       1       1       0       0       000000000D0001341
     110       0       0       2       0                               0D0001342
     110    1617       0       1       1       0       0       000000000D0001343
     110       0       0       2       0                               0D0001344
     110    1619       0       1       1       0       0       000000000D0001345
     110       0       0       2       0                               0D0001346
     110    1621       0       1       1       0       0       000000000D0001347
     110       0       0       2       0                               0D0001348
     110    1623       0       1       1       0       0       000000000D0001349
     110       0       0       2       0                               0D0001350
     110    1625       0       1       1       0       0       000000000D0001351
     110       0       0       2       0                               0D0001352
     110    1627       0       1       1       0       0       000000000D0001353
     110       0       0       2       0                               0D0001354
     110    1629       0       1       1       0       0       000000000D0001355
     110       0       0       2       0                               0D0001356
     110    1631       0       1       1       0       0       000000000D0001357
     110       0       0       2       0                               0D0001358
     110    1633       0       1       1       0       0       000000000D0001359
     110       0       0       2       0                               0D0001360
     110    1635       0       1       1       0       0       000000000D0001361
     110       0       0       2       0                               0D0001362
     110    1637       0       1       1       0       0       000000000D0001363
     110       0       0       2       0                               0D0001364
     110    1639       0       1       1       0       0       000000000D0001365
     110       0       0       2       0                               0D0001366
     110    1641       0       1       1       0       0       000000000D0001367
     110       0       0       2       0                               0D0001368
     110    1643       0       1       1       0       0       000000000D0001369
     110       0       0       2       0                               0D0001370
     110    1645       0       1       1       0       0       000000000D0001371
     110       0       0       2       0                               0D0001372
     110    1647       0       1       1       0       0       000000000D0001373
     110       0       0       2       0                               0D0001374
     110    1649       0       1       1       0       0       000000000D0001375
     110       0       0       2       0                               0D0001376
     110    1651       0       1       1       0       0       000000000D0001377
     110       0       0       2       0                               0D0001378
     110    1653       0       1       1       0       0       000000000D0001379
     110       0       0       2       0                               0D0001380
     110    1655       0       1       1       0       0       000000000D0001381
     110       0       0       2       0                               0D0001382
     110    1657       0       1       1       0       0       000000000D0001383
     110       0       0       2       0                               0D0001384
     110    1659       0       1       1       0       0       000000000D0001385
     110       0       0       2       0                               0D0001386
     110    1661       0       1       1       0       0       000000000D0001387
     110       0       0       2       0                               0D0001388
     110    1663       0       1       1       0       0       000000000D0001389
     110       0       0       2       0                               0D0001390
     110    1665       0       1       1       0       0       000000000D0001391
     110       0       0       2       0                               0D0001392
     110    1667       0       1       1       0       0       000000000D0001393
     110       0       0       2       0                               0D0001394
     110    1669       0       1       1       0       0       000000000D0001395
     110       0       0       2       0                               0D0001396
     110    1671       0       1       1       0       0       000000000D0001397
     110       0       0       2       0                               0D0001398
     110    1673       0       1       1       0       0       000000000D0001399
     110       0       0       2       0                               0D0001400
     110    1675       0       1       1       0       0       000000000D0001401
     110       0       0       2       0                               0D0001402
     110    1677       0       1       1       0       0       000000000D0001403
     110       0       0       2       0                               0D0001404
     110    1679       0       1       1       0       0       000000000D0001405
     110       0       0       2       0                               0D0001406
     110    1681       0       1       1       0       0       000000000D0001407
     110       0       0       2       0                               0D0001408
     110    1683       0       1       1       0       0       000000000D0001409
     110       0       0       2       0                               0D0001410
     110    1685       0       1       1       0       0       000000000D0001411
     110       0       0       2       0                               0D0001412
     110    1687       0       1       1       0       0       000000000D0001413
     110       0       0       2       0                               0D0001414
     110    1689       0       1       1       0       0       000000000D0001415
     110       0       0       2       0                               0D0001416
     110    1691       0       1       1       0       0       000000000D0001417
     110       0       0       2       0                               0D0001418
     110    1693       0       1       1       0       0       000000000D0001419
     110       0       0       2       0                               0D0001420
     110    1695       0       1       1       0       0       000000000D0001421
     110       0       0       2       0                               0D0001422
     110    1697       0       1       1       0       0       000000000D0001423
     110       0       0       2       0                               0D0001424
     110    1699       0       1       1       0       0       000000000D0001425
     110       0       0       2       0                               0D0001426
     110    1701       0       1       1       0       0       000000000D0001427
     110       0       0       2       0                               0D0001428
     110    1703       0       1       1       0       0       000000000D0001429
     110       0       0       2       0                               0D0001430
     110    1705       0       1       1       0       0       000000000D0001431
     110       0       0       2       0                               0D0001432
     110    1707       0       1       1       0       0       000000000D0001433
     110       0       0       2       0                               0D0001434
     110    1709       0       1       1       0       0       000000000D0001435
     110       0       0       2       0                               0D0001436
     110    1711       0       1       1       0       0       000000000D0001437
     110       0       0       2       0                               0D0001438
     110    1713       0       1       1       0       0       000000000D0001439
     110       0       0       2       0                               0D0001440
     110    1715       0       1       1       0       0       000000000D0001441
     110       0       0       2       0                               0D0001442
     110    1717       0       1       1       0       0       000000000D0001443
     110       0       0       2       0                               0D0001444
     110    1719       0       1       1       0       0       000000000D0001445
     110       0       0       2       0                               0D0001446
     110    1721       0       1       1       0       0       000000000D0001447
     110       0       0       2       0                               0D0001448
     110    1723       0       1       1       0       0       000000000D0001449
     110       0       0       2       0                               0D0001450
     110    1725       0       1       1       0       0       000000000D0001451
     110       0       0       2       0                               0D0001452
     110    1727       0       1       1       0       0       000000000D0001453
     110       0       0       2       0                               0D0001454
     110    1729       0       1       1       0       0       000000000D0001455
     110       0       0       2       0                               0D0001456
     110    1731       0       1       1       0       0       000000000D0001457
     110       0       0       2       0                               0D0001458
     110    1733       0       1       1       0       0       000000000D0001459
     110       0       0       2       0                               0D0001460
     110    1735       0       1       1       0       0       000000000D0001461
     110       0       0       2       0                               0D0001462
124,1.000000000,0.000000000,0.000000000,0.000000000E+000,              1P0000001
0.000000000,1.000000000,0.000000000,0.000000000E+000,                  1P0000002
0.000000000,0.000000000,1.000000000,1.890313224E+003,0,0;              1P0000003
124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,             3P0000004
0.000000000,1.000000000,0.000000000,0.000000000E+000,                  3P0000005
1.000000000,0.000000000,0.000000000,1.890313224E+003,0,0;              3P0000006
124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,             5P0000007
0.000000000,0.000000000,-1.000000000,0.000000000E+000,                 5P0000008
1.000000000,0.000000000,0.000000000,1.890313224E+003,0,0;              5P0000009
124,1.000000000,0.000000000,0.000000000,0.000000000E+000,              7P0000010
0.000000000,1.000000000,0.000000000,0.000000000E+000,                  7P0000011
0.000000000,0.000000000,1.000000000,1.896663224E+003,0,0;              7P0000012
124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,             9P0000013
0.000000000,1.000000000,0.000000000,0.000000000E+000,                  9P0000014
1.000000000,0.000000000,0.000000000,1.896663224E+003,0,0;              9P0000015
124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,            11P0000016
0.000000000,0.000000000,-1.000000000,0.000000000E+000,                11P0000017
1.000000000,0.000000000,0.000000000,1.896663224E+003,0,0;             11P0000018
124,1.000000000,0.000000000,0.000000000,0.000000000E+000,             13P0000019
0.000000000,1.000000000,0.000000000,0.000000000E+000,                 13P0000020
0.000000000,0.000000000,1.000000000,1.901663224E+003,0,0;             13P0000021
124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,            15P0000022
0.000000000,1.000000000,0.000000000,0.000000000E+000,                 15P0000023
1.000000000,0.000000000,0.000000000,1.901663224E+003,0,0;             15P0000024
124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,            17P0000025
0.000000000,0.000000000,-1.000000000,0.000000000E+000,                17P0000026
1.000000000,0.000000000,0.000000000,1.901663224E+003,0,0;             17P0000027
124,1.000000000,0.000000000,0.000000000,0.000000000E+000,             19P0000028
0.000000000,1.000000000,0.000000000,0.000000000E+000,                 19P0000029
0.000000000,0.000000000,1.000000000,1.977133224E+003,0,0;             19P0000030
124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,            21P0000031
0.000000000,1.000000000,0.000000000,0.000000000E+000,                 21P0000032
1.000000000,0.000000000,0.000000000,1.977133224E+003,0,0;             21P0000033
124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,            23P0000034
0.000000000,0.000000000,-1.000000000,0.000000000E+000,                23P0000035
1.000000000,0.000000000,0.000000000,1.977133224E+003,0,0;             23P0000036
124,1.000000000,0.000000000,0.000000000,0.000000000E+000,             25P0000037
0.000000000,1.000000000,0.000000000,0.000000000E+000,                 25P0000038
0.000000000,0.000000000,1.000000000,2.037133224E+003,0,0;             25P0000039
124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,            27P0000040
0.000000000,1.000000000,0.000000000,0.000000000E+000,                 27P0000041
1.000000000,0.000000000,0.000000000,2.037133224E+003,0,0;             27P0000042
124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,            29P0000043
0.000000000,0.000000000,-1.000000000,0.000000000E+000,                29P0000044
1.000000000,0.000000000,0.000000000,2.037133224E+003,0,0;             29P0000045
124,1.000000000,0.000000000,0.000000000,0.000000000E+000,             31P0000046
0.000000000,0.707106781,0.707106781,0.000000000E+000,                 31P0000047
0.000000000,-0.707106781,0.707106781,2.085133224E+003,0,0;            31P0000048
124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,            33P0000049
0.707106781,0.707106781,0.000000000,0.000000000E+000,                 33P0000050
0.707106781,-0.707106781,0.000000000,2.085133224E+003,0,0;            33P0000051
124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,            35P0000052
0.707106781,0.000000000,-0.707106781,0.000000000E+000,                35P0000053
0.707106781,0.000000000,0.707106781,2.085133224E+003,0,0;             35P0000054
124,1.000000000,0.000000000,0.000000000,0.000000000E+000,             37P0000055
0.000000000,-0.000000000,1.000000000,-2.023507705E+002,               37P0000056
0.000000000,-1.000000000,-0.000000000,2.085133224E+003,0,0;           37P0000057
124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,            39P0000058
1.000000000,-0.000000000,0.000000000,-2.023507705E+002,               39P0000059
-0.000000000,-1.000000000,0.000000000,2.085133224E+003,0,0;           39P0000060
124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,            41P0000061
1.000000000,0.000000000,0.000000000,-2.023507705E+002,                41P0000062
-0.000000000,0.000000000,1.000000000,2.085133224E+003,0,0;            41P0000063
124,1.000000000,0.000000000,0.000000000,0.000000000E+000,             43P0000064
0.000000000,-0.000000000,1.000000000,-2.373507705E+002,               43P0000065
0.000000000,-1.000000000,-0.000000000,2.085133224E+003,0,0;           43P0000066
124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,            45P0000067
1.000000000,-0.000000000,0.000000000,-2.373507705E+002,               45P0000068
-0.000000000,-1.000000000,0.000000000,2.085133224E+003,0,0;           45P0000069
124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,            47P0000070
1.000000000,0.000000000,0.000000000,-2.373507705E+002,                47P0000071
-0.000000000,0.000000000,1.000000000,2.085133224E+003,0,0;            47P0000072
124,0.997314477,0.051787226,-0.051787226,0.000000000E+000,            49P0000073
0.000000000,0.707106781,0.707106781,-3.404507705E+002,                49P0000074
0.073238197,-0.705207830,0.705207830,2.085133224E+003,0,0;            49P0000075
124,-0.051787226,0.051787226,-0.997314477,0.000000000E+000,           51P0000076
0.707106781,0.707106781,-0.000000000,-3.404507705E+002,               51P0000077
0.705207830,-0.705207830,-0.073238197,2.085133224E+003,0,0;           51P0000078
124,-0.051787226,-0.997314477,-0.051787226,0.000000000E+000,          53P0000079
0.707106781,-0.000000000,-0.707106781,-3.404507705E+002,              53P0000080
0.705207830,-0.073238197,0.705207830,2.085133224E+003,0,0;            53P0000081
124,0.999925370,-0.000000000,-0.012217001,-3.089919537E+001,          55P0000082
0.000000000,1.000000000,0.000000000,-3.404507705E+002,                55P0000083
0.012217001,0.000000000,0.999925370,2.505900202E+003,0,0;             55P0000084
124,-0.012217001,-0.000000000,-0.999925370,-3.089919537E+001,         57P0000085
0.000000000,1.000000000,-0.000000000,-3.404507705E+002,               57P0000086
0.999925370,0.000000000,-0.012217001,2.505900202E+003,0,0;            57P0000087
124,-0.012217001,-0.999925370,0.000000000,-3.089919537E+001,          59P0000088
0.000000000,-0.000000000,-1.000000000,-3.404507705E+002,              59P0000089
0.999925370,-0.012217001,0.000000000,2.505900202E+003,0,0;            59P0000090
124,0.999921283,0.002556599,-0.012283823,-5.756618398E+001,           61P0000091
-0.003195034,0.998629535,-0.052238339,-3.404507705E+002,              61P0000092
0.012133436,0.052273474,0.998559094,1.960653991E+003,0,0;             61P0000093
124,-0.012283823,0.002556599,-0.999921283,-5.756618398E+001,          63P0000094
-0.052238339,0.998629535,0.003195034,-3.404507705E+002,               63P0000095
0.998559094,0.052273474,-0.012133436,1.960653991E+003,0,0;            63P0000096
124,-0.012283823,-0.999921283,-0.002556599,-5.756618398E+001,         65P0000097
-0.052238339,0.003195034,-0.998629535,-3.404507705E+002,              65P0000098
0.998559094,-0.012133436,-0.052273474,1.960653991E+003,0,0;           65P0000099
124,0.999921283,0.002556599,-0.012283823,-5.756618398E+001,           67P0000100
-0.003195034,0.998629535,-0.052238339,-3.404507705E+002,              67P0000101
0.012133436,0.052273474,0.998559094,1.960653991E+003,0,0;             67P0000102
124,-0.012283823,0.002556599,-0.999921283,-5.756618398E+001,          69P0000103
-0.052238339,0.998629535,0.003195034,-3.404507705E+002,               69P0000104
0.998559094,0.052273474,-0.012133436,1.960653991E+003,0,0;            69P0000105
124,-0.012283823,-0.999921283,-0.002556599,-5.756618398E+001,         71P0000106
-0.052238339,0.003195034,-0.998629535,-3.404507705E+002,              71P0000107
0.998559094,-0.012133436,-0.052273474,1.960653991E+003,0,0;           71P0000108
124,0.997299178,0.001910210,-0.073421394,-5.756618398E+001,           73P0000109
-0.009564433,0.994527004,-0.104041143,-3.404507705E+002,              73P0000110
0.072820819,0.104462380,0.991859234,1.960653991E+003,0,0;             73P0000111
124,-0.073421394,0.001910210,-0.997299178,-5.756618398E+001,          75P0000112
-0.104041143,0.994527004,0.009564433,-3.404507705E+002,               75P0000113
0.991859234,0.104462380,-0.072820819,1.960653991E+003,0,0;            75P0000114
124,-0.073421394,-0.997299178,-0.001910210,-5.756618398E+001,         77P0000115
-0.104041143,0.009564433,-0.994527004,-3.404507705E+002,              77P0000116
0.991859234,-0.072820819,-0.104462380,1.960653991E+003,0,0;           77P0000117
124,0.997299178,0.001910210,-0.073421394,-7.959260230E+001,           79P0000118
-0.009564433,0.994527004,-0.104041143,-3.716631134E+002,              79P0000119
0.072820819,0.104462380,0.991859234,2.258211761E+003,0,0;             79P0000120
124,-0.073421394,0.001910210,-0.997299178,-7.959260230E+001,          81P0000121
-0.104041143,0.994527004,0.009564433,-3.716631134E+002,               81P0000122
0.991859234,0.104462380,-0.072820819,2.258211761E+003,0,0;            81P0000123
124,-0.073421394,-0.997299178,-0.001910210,-7.959260230E+001,         83P0000124
-0.104041143,0.009564433,-0.994527004,-3.716631134E+002,              83P0000125
0.991859234,-0.072820819,-0.104462380,2.258211761E+003,0,0;           83P0000126
124,0.929747648,0.335697712,-0.151249319,-1.170375134E+002,           85P0000127
-0.346639615,0.936546380,-0.052171402,-4.247240963E+002,              85P0000128
0.124138181,0.100935244,0.987117920,2.764059970E+003,0,0;             85P0000129
124,-0.151249319,0.335697712,-0.929747648,-1.170375134E+002,          87P0000130
-0.052171402,0.936546380,0.346639615,-4.247240963E+002,               87P0000131
0.987117920,0.100935244,-0.124138181,2.764059970E+003,0,0;            87P0000132
124,-0.151249319,-0.929747648,-0.335697712,-1.170375134E+002,         89P0000133
-0.052171402,0.346639615,-0.936546380,-4.247240963E+002,              89P0000134
0.987117920,-0.124138181,-0.100935244,2.764059970E+003,0,0;           89P0000135
124,0.973695548,0.000000000,-0.227852977,-1.170375134E+002,           91P0000136
-0.000000000,1.000000000,-0.000000000,-4.247240963E+002,              91P0000137
0.227852977,0.000000000,0.973695548,2.764059970E+003,0,0;             91P0000138
124,-0.227852977,0.000000000,-0.973695548,-1.170375134E+002,          93P0000139
-0.000000000,1.000000000,0.000000000,-4.247240963E+002,               93P0000140
0.973695548,0.000000000,-0.227852977,2.764059970E+003,0,0;            93P0000141
124,-0.227852977,-0.973695548,-0.000000000,-1.170375134E+002,         95P0000142
-0.000000000,0.000000000,-1.000000000,-4.247240963E+002,              95P0000143
0.973695548,-0.227852977,-0.000000000,2.764059970E+003,0,0;           95P0000144
124,0.981054353,0.000000000,-0.193732691,6.433410270E+001,            97P0000145
-0.000000000,1.000000000,-0.000000000,-4.247240963E+002,              97P0000146
0.193732691,0.000000000,0.981054353,1.988995553E+003,0,0;             97P0000147
124,-0.193732691,0.000000000,-0.981054353,6.433410270E+001,           99P0000148
-0.000000000,1.000000000,0.000000000,-4.247240963E+002,               99P0000149
0.981054353,0.000000000,-0.193732691,1.988995553E+003,0,0;            99P0000150
124,-0.193732691,-0.981054353,-0.000000000,6.433410270E+001,         101P0000151
-0.000000000,0.000000000,-1.000000000,-4.247240963E+002,             101P0000152
0.981054353,-0.193732691,-0.000000000,1.988995553E+003,0,0;          101P0000153
124,0.993629615,0.000000000,-0.112695112,-6.476075787E+001,          103P0000154
-0.000000000,1.000000000,-0.000000000,-4.247240963E+002,             103P0000155
0.112695112,0.000000000,0.993629615,2.788642048E+003,0,0;            103P0000156
124,-0.112695112,0.000000000,-0.993629615,-6.476075787E+001,         105P0000157
-0.000000000,1.000000000,0.000000000,-4.247240963E+002,              105P0000158
0.993629615,0.000000000,-0.112695112,2.788642048E+003,0,0;           105P0000159
124,-0.112695112,-0.993629615,-0.000000000,-6.476075787E+001,        107P0000160
-0.000000000,0.000000000,-1.000000000,-4.247240963E+002,             107P0000161
0.993629615,-0.112695112,-0.000000000,2.788642048E+003,0,0;          107P0000162
124,0.999433131,0.000000000,0.033666267,-1.149220776E+001,           109P0000163
-0.000000000,1.000000000,-0.000000000,-4.247240963E+002,             109P0000164
-0.033666267,0.000000000,0.999433131,1.980395513E+003,0,0;           109P0000165
124,0.033666267,0.000000000,-0.999433131,-1.149220776E+001,          111P0000166
-0.000000000,1.000000000,0.000000000,-4.247240963E+002,              111P0000167
0.999433131,0.000000000,0.033666267,1.980395513E+003,0,0;            111P0000168
124,0.033666267,-0.999433131,-0.000000000,-1.149220776E+001,         113P0000169
-0.000000000,0.000000000,-1.000000000,-4.247240963E+002,             113P0000170
0.999433131,0.033666267,-0.000000000,1.980395513E+003,0,0;           113P0000171
124,0.991147778,0.000000000,0.132763255,6.503921873E+001,            115P0000172
-0.000000000,1.000000000,-0.000000000,-4.247240963E+002,             115P0000173
-0.132763255,0.000000000,0.991147778,2.551743010E+003,0,0;           115P0000174
124,0.132763255,0.000000000,-0.991147778,6.503921873E+001,           117P0000175
-0.000000000,1.000000000,0.000000000,-4.247240963E+002,              117P0000176
0.991147778,0.000000000,0.132763255,2.551743010E+003,0,0;            117P0000177
124,0.132763255,-0.991147778,-0.000000000,6.503921873E+001,          119P0000178
-0.000000000,0.000000000,-1.000000000,-4.247240963E+002,             119P0000179
0.991147778,0.132763255,-0.000000000,2.551743010E+003,0,0;           119P0000180
124,0.991147778,0.000000000,0.132763255,7.831554420E+001,            121P0000181
-0.000000000,1.000000000,-0.000000000,-4.247240963E+002,             121P0000182
-0.132763255,0.000000000,0.991147778,2.650857788E+003,0,0;           121P0000183
124,0.132763255,0.000000000,-0.991147778,7.831554420E+001,           123P0000184
-0.000000000,1.000000000,0.000000000,-4.247240963E+002,              123P0000185
0.991147778,0.000000000,0.132763255,2.650857788E+003,0,0;            123P0000186
124,0.132763255,-0.991147778,-0.000000000,7.831554420E+001,          125P0000187
-0.000000000,0.000000000,-1.000000000,-4.247240963E+002,             125P0000188
0.991147778,0.132763255,-0.000000000,2.650857788E+003,0,0;           125P0000189
124,0.991147778,0.000000000,0.132763255,7.831554420E+001,            127P0000190
-0.000000000,1.000000000,-0.000000000,-4.247240963E+002,             127P0000191
-0.132763255,0.000000000,0.991147778,2.650857788E+003,0,0;           127P0000192
124,0.132763255,0.000000000,-0.991147778,7.831554420E+001,           129P0000193
-0.000000000,1.000000000,0.000000000,-4.247240963E+002,              129P0000194
0.991147778,0.000000000,0.132763255,2.650857788E+003,0,0;            129P0000195
124,0.132763255,-0.991147778,-0.000000000,7.831554420E+001,          131P0000196
-0.000000000,0.000000000,-1.000000000,-4.247240963E+002,             131P0000197
0.991147778,0.132763255,-0.000000000,2.650857788E+003,0,0;           131P0000198
110,-3.809999850E+001,3.809999850E+001,0.0,                          133P0000199
-3.809999850E+001,-3.809999850E+001,0.0;                             133P0000200
110,0.000000000E+000,3.809999850E+001,0.0,                           135P0000201
0.000000000E+000,-3.809999850E+001,0.0;                              135P0000202
110,3.809999850E+001,3.809999850E+001,0.0,                           137P0000203
3.809999850E+001,-3.809999850E+001,0.0;                              137P0000204
110,3.809999850E+001,-3.809999850E+001,0.0,                          139P0000205
-3.809999850E+001,-3.809999850E+001,0.0;                             139P0000206
110,3.809999850E+001,0.000000000E+000,0.0,                           141P0000207
-3.809999850E+001,0.000000000E+000,0.0;                              141P0000208
110,3.809999850E+001,3.809999850E+001,0.0,                           143P0000209
-3.809999850E+001,3.809999850E+001,0.0;                              143P0000210
110,-3.809999850E+001,3.809999850E+001,0.0,                          145P0000211
-3.809999850E+001,-3.809999850E+001,0.0;                             145P0000212
110,0.000000000E+000,3.809999850E+001,0.0,                           147P0000213
0.000000000E+000,-3.809999850E+001,0.0;                              147P0000214
110,3.809999850E+001,3.809999850E+001,0.0,                           149P0000215
3.809999850E+001,-3.809999850E+001,0.0;                              149P0000216
110,3.809999850E+001,-3.809999850E+001,0.0,                          151P0000217
-3.809999850E+001,-3.809999850E+001,0.0;                             151P0000218
110,3.809999850E+001,0.000000000E+000,0.0,                           153P0000219
-3.809999850E+001,0.000000000E+000,0.0;                              153P0000220
110,3.809999850E+001,3.809999850E+001,0.0,                           155P0000221
-3.809999850E+001,3.809999850E+001,0.0;                              155P0000222
110,-6.000000000E+001,6.000000000E+001,0.0,                          157P0000223
-6.000000000E+001,-6.000000000E+001,0.0;                             157P0000224
110,0.000000000E+000,6.000000000E+001,0.0,                           159P0000225
0.000000000E+000,-6.000000000E+001,0.0;                              159P0000226
110,6.000000000E+001,6.000000000E+001,0.0,                           161P0000227
6.000000000E+001,-6.000000000E+001,0.0;                              161P0000228
110,6.000000000E+001,-6.000000000E+001,0.0,                          163P0000229
-6.000000000E+001,-6.000000000E+001,0.0;                             163P0000230
110,6.000000000E+001,0.000000000E+000,0.0,                           165P0000231
-6.000000000E+001,0.000000000E+000,0.0;                              165P0000232
110,6.000000000E+001,6.000000000E+001,0.0,                           167P0000233
-6.000000000E+001,6.000000000E+001,0.0;                              167P0000234
100,0.000000000E+000,0.000000000E+000,0.000000000E+000,              169P0000235
0.000000000E+000,5.790000000E+001,                                   169P0000236
0.000000000E+000,5.790000000E+001;                                   169P0000237
110,-5.790000000E+001,0.0,0.0,                                       171P0000238
5.790000000E+001,0.0,0.0;                                            171P0000239
110,0.0,-5.790000000E+001,0.0,                                       173P0000240
0.0,5.790000000E+001,0.0;                                            173P0000241
100,0.000000000E+000,0.000000000E+000,0.000000000E+000,              175P0000242
0.000000000E+000,5.660000000E+001,                                   175P0000243
0.000000000E+000,5.660000000E+001;                                   175P0000244
110,-5.660000000E+001,0.0,0.0,                                       177P0000245
5.660000000E+001,0.0,0.0;                                            177P0000246
110,0.0,-5.660000000E+001,0.0,                                       179P0000247
0.0,5.660000000E+001,0.0;                                            179P0000248
110,-5.410200000E+001,7.305200000E+001,0.0,                          181P0000249
-5.410200000E+001,-7.305200000E+001,0.0;                             181P0000250
110,0.000000000E+000,7.305200000E+001,0.0,                           183P0000251
0.000000000E+000,-7.305200000E+001,0.0;                              183P0000252
110,5.410200000E+001,7.305200000E+001,0.0,                           185P0000253
5.410200000E+001,-7.305200000E+001,0.0;                              185P0000254
110,5.410200000E+001,-7.305200000E+001,0.0,                          187P0000255
-5.410200000E+001,-7.305200000E+001,0.0;                             187P0000256
110,5.410200000E+001,0.000000000E+000,0.0,                           189P0000257
-5.410200000E+001,0.000000000E+000,0.0;                              189P0000258
110,5.410200000E+001,7.305200000E+001,0.0,                           191P0000259
-5.410200000E+001,7.305200000E+001,0.0;                              191P0000260
100,0.000000000E+000,0.000000000E+000,0.000000000E+000,              193P0000261
0.000000000E+000,3.184740180E+001,                                   193P0000262
0.000000000E+000,3.184740180E+001;                                   193P0000263
110,-3.184740180E+001,0.0,0.0,                                       195P0000264
3.184740180E+001,0.0,0.0;                                            195P0000265
110,0.0,-3.184740180E+001,0.0,                                       197P0000266
0.0,3.184740180E+001,0.0;                                            197P0000267
100,0.000000000E+000,0.000000000E+000,0.000000000E+000,              199P0000268
0.000000000E+000,3.152986326E+001,                                   199P0000269
0.000000000E+000,3.152986326E+001;                                   199P0000270
110,-3.152986326E+001,0.0,0.0,                                       201P0000271
3.152986326E+001,0.0,0.0;                                            201P0000272
110,0.0,-3.152986326E+001,0.0,                                       203P0000273
0.0,3.152986326E+001,0.0;                                            203P0000274
110,-2.580000000E+001,3.660000000E+001,0.0,                          205P0000275
-2.580000000E+001,-3.660000000E+001,0.0;                             205P0000276
110,0.000000000E+000,3.660000000E+001,0.0,                           207P0000277
0.000000000E+000,-3.660000000E+001,0.0;                              207P0000278
110,2.580000000E+001,3.660000000E+001,0.0,                           209P0000279
2.580000000E+001,-3.660000000E+001,0.0;                              209P0000280
110,2.580000000E+001,-3.660000000E+001,0.0,                          211P0000281
-2.580000000E+001,-3.660000000E+001,0.0;                             211P0000282
110,2.580000000E+001,0.000000000E+000,0.0,                           213P0000283
-2.580000000E+001,0.000000000E+000,0.0;                              213P0000284
110,2.580000000E+001,3.660000000E+001,0.0,                           215P0000285
-2.580000000E+001,3.660000000E+001,0.0;                              215P0000286
100,-7.017998024E-001,0.000000000E+000,0.000000000E+000,             217P0000287
0.000000000E+000,3.810000000E+001,                                   217P0000288
0.000000000E+000,3.810000000E+001;                                   217P0000289
100,0.0,-1.034556093E+003,0.000000000E+000,                          219P0000290
-7.017998024E-001,-3.810000000E+001,                                 219P0000291
-7.017998024E-001,3.810000000E+001;                                  219P0000292
100,0.0,-1.034556093E+003,0.000000000E+000,                          221P0000293
-7.017998024E-001,-3.810000000E+001,                                 221P0000294
-7.017998024E-001,3.810000000E+001;                                  221P0000295
100,0.000000000E+000,0.000000000E+000,0.000000000E+000,              223P0000296
0.000000000E+000,1.270000000E+001,                                   223P0000297
0.000000000E+000,1.270000000E+001;                                   223P0000298
110,-1.270000000E+001,0.0,0.0,                                       225P0000299
1.270000000E+001,0.0,0.0;                                            225P0000300
110,0.0,-1.270000000E+001,0.0,                                       227P0000301
0.0,1.270000000E+001,0.0;                                            227P0000302
100,0.000000000E+000,0.000000000E+000,0.000000000E+000,              229P0000303
0.000000000E+000,7.000000000E+000,                                   229P0000304
0.000000000E+000,7.000000000E+000;                                   229P0000305
110,-7.000000000E+000,0.0,0.0,                                       231P0000306
7.000000000E+000,0.0,0.0;                                            231P0000307
110,0.0,-7.000000000E+000,0.0,                                       233P0000308
0.0,7.000000000E+000,0.0;                                            233P0000309
100,0.000000000E+000,0.000000000E+000,0.000000000E+000,              235P0000310
0.000000000E+000,6.839009763E+000,                                   235P0000311
0.000000000E+000,6.839009763E+000;                                   235P0000312
110,-6.839009763E+000,0.0,0.0,                                       237P0000313
6.839009763E+000,0.0,0.0;                                            237P0000314
110,0.0,-6.839009763E+000,0.0,                                       239P0000315
0.0,6.839009763E+000,0.0;                                            239P0000316
100,0.000000000E+000,0.000000000E+000,0.000000000E+000,              241P0000317
0.000000000E+000,9.000000000E+000,                                   241P0000318
0.000000000E+000,9.000000000E+000;                                   241P0000319
110,-9.000000000E+000,0.0,0.0,                                       243P0000320
9.000000000E+000,0.0,0.0;                                            243P0000321
110,0.0,-9.000000000E+000,0.0,                                       245P0000322
0.0,9.000000000E+000,0.0;                                            245P0000323
112,3,1,3,8,                                                         247P0000324
0.000000000E+000,                                                    247P0000325
1.000000000E+000,                                                    247P0000326
2.000000000E+000,                                                    247P0000327
3.000000000E+000,                                                    247P0000328
4.000000000E+000,                                                    247P0000329
5.000000000E+000,                                                    247P0000330
6.000000000E+000,                                                    247P0000331
7.000000000E+000,                                                    247P0000332
8.000000000E+000,                                                    247P0000333
0.000000000E+000,0.000000000E+000,                                   247P0000334
0.000000000E+000,0.000000000E+000,                                   247P0000335
-1.270000000E+001,2.948214286E+000,                                  247P0000336
6.803571429E-001,-4.535714286E-001,                                  247P0000337
-4.978162908E-002,2.400221991E-002,                                  247P0000338
-4.446581091E-004,-1.777910841E-003,                                 247P0000339
0.000000000E+000,0.000000000E+000,                                   247P0000340
0.000000000E+000,0.000000000E+000,                                   247P0000341
-9.525000000E+000,2.948214286E+000,                                  247P0000342
6.803571429E-001,-4.535714286E-001,                                  247P0000343
-2.800197812E-002,1.777917117E-002,                                  247P0000344
-4.445370932E-004,-1.777919806E-003,                                 247P0000345
0.000000000E+000,0.000000000E+000,                                   247P0000346
0.000000000E+000,0.000000000E+000,                                   247P0000347
-6.350000000E+000,2.948214286E+000,                                  247P0000348
6.803571429E-001,-4.535714286E-001,                                  247P0000349
-1.244526385E-002,1.155633756E-002,                                  247P0000350
-4.444519386E-004,-1.777928770E-003,                                 247P0000351
0.000000000E+000,0.000000000E+000,                                   247P0000352
0.000000000E+000,0.000000000E+000,                                   247P0000353
-3.175000000E+000,2.948214286E+000,                                  247P0000354
6.803571429E-001,-4.535714286E-001,                                  247P0000355
-3.111307000E-003,5.333647374E-003,                                  247P0000356
-4.444026403E-004,-1.777937734E-003,                                 247P0000357
0.000000000E+000,0.000000000E+000,                                   247P0000358
0.000000000E+000,0.000000000E+000,                                   247P0000359
0.000000000E+000,2.948214286E+000,                                   247P0000360
6.803571429E-001,-4.535714286E-001,                                  247P0000361
0.000000000E+000,-8.889711076E-004,                                  247P0000362
-4.443891956E-004,-1.777946697E-003,                                 247P0000363
0.000000000E+000,0.000000000E+000,                                   247P0000364
0.000000000E+000,0.000000000E+000,                                   247P0000365
3.175000000E+000,2.948214286E+000,                                   247P0000366
6.803571429E-001,-4.535714286E-001,                                  247P0000367
-3.111307000E-003,-7.111589589E-003,                                 247P0000368
-4.444116035E-004,-1.777955660E-003,                                 247P0000369
0.000000000E+000,0.000000000E+000,                                   247P0000370
0.000000000E+000,0.000000000E+000,                                   247P0000371
6.350000000E+000,2.948214286E+000,                                   247P0000372
6.803571429E-001,-4.535714286E-001,                                  247P0000373
-1.244526385E-002,-1.333427978E-002,                                 247P0000374
-4.444698655E-004,-1.777964625E-003,                                 247P0000375
0.000000000E+000,0.000000000E+000,                                   247P0000376
0.000000000E+000,0.000000000E+000,                                   247P0000377
9.525000000E+000,2.948214286E+000,                                   247P0000378
6.803571429E-001,-4.535714286E-001,                                  247P0000379
-2.800197812E-002,-1.955711338E-002,                                 247P0000380
-4.445639848E-004,-1.777973590E-003,                                 247P0000381
0.000000000E+000,0.000000000E+000,                                   247P0000382
0.000000000E+000,0.000000000E+000,                                   247P0000383
1.270000000E+001,2.948214286E+000,                                   247P0000384
-6.803571429E-001,-4.535714286E-001,                                 247P0000385
-4.978162908E-002,-2.578016212E-002,                                 247P0000386
-4.978162908E-002,-5.778484755E-003;                                 247P0000387
112,3,1,3,8,                                                         249P0000388
0.000000000E+000,                                                    249P0000389
1.000000000E+000,                                                    249P0000390
2.000000000E+000,                                                    249P0000391
3.000000000E+000,                                                    249P0000392
4.000000000E+000,                                                    249P0000393
5.000000000E+000,                                                    249P0000394
6.000000000E+000,                                                    249P0000395
7.000000000E+000,                                                    249P0000396
8.000000000E+000,                                                    249P0000397
-1.270000000E+001,2.948214286E+000,                                  249P0000398
6.803571429E-001,-4.535714286E-001,                                  249P0000399
0.000000000E+000,0.000000000E+000,                                   249P0000400
0.000000000E+000,0.000000000E+000,                                   249P0000401
-4.915030837E-002,2.369781950E-002,                                  249P0000402
-4.390145823E-004,-1.755363841E-003,                                 249P0000403
-9.525000000E+000,2.948214286E+000,                                  249P0000404
6.803571429E-001,-4.535714286E-001,                                  249P0000405
0.000000000E+000,0.000000000E+000,                                   249P0000406
0.000000000E+000,0.000000000E+000,                                   249P0000407
-2.764686730E-002,1.755369881E-002,                                  249P0000408
-4.388981126E-004,-1.755372470E-003,                                 249P0000409
-6.350000000E+000,2.948214286E+000,                                  249P0000410
6.803571429E-001,-4.535714286E-001,                                  249P0000411
0.000000000E+000,0.000000000E+000,                                   249P0000412
0.000000000E+000,0.000000000E+000,                                   249P0000413
-1.228743906E-002,1.140978518E-002,                                  249P0000414
-4.388161569E-004,-1.755381097E-003,                                 249P0000415
-3.175000000E+000,2.948214286E+000,                                  249P0000416
6.803571429E-001,-4.535714286E-001,                                  249P0000417
0.000000000E+000,0.000000000E+000,                                   249P0000418
0.000000000E+000,0.000000000E+000,                                   249P0000419
-3.071851140E-003,5.266009574E-003,                                  249P0000420
-4.387687104E-004,-1.755389724E-003,                                 249P0000421
0.000000000E+000,2.948214286E+000,                                   249P0000422
6.803571429E-001,-4.535714286E-001,                                  249P0000423
0.000000000E+000,0.000000000E+000,                                   249P0000424
0.000000000E+000,0.000000000E+000,                                   249P0000425
0.000000000E+000,-8.776970186E-004,                                  249P0000426
-4.387557707E-004,-1.755398350E-003,                                 249P0000427
3.175000000E+000,2.948214286E+000,                                   249P0000428
6.803571429E-001,-4.535714286E-001,                                  249P0000429
0.000000000E+000,0.000000000E+000,                                   249P0000430
0.000000000E+000,0.000000000E+000,                                   249P0000431
-3.071851140E-003,-7.021403611E-003,                                 249P0000432
-4.387773369E-004,-1.755406977E-003,                                 249P0000433
6.350000000E+000,2.948214286E+000,                                   249P0000434
6.803571429E-001,-4.535714286E-001,                                  249P0000435
0.000000000E+000,0.000000000E+000,                                   249P0000436
0.000000000E+000,0.000000000E+000,                                   249P0000437
-1.228743906E-002,-1.316517922E-002,                                 249P0000438
-4.388334103E-004,-1.755415605E-003,                                 249P0000439
9.525000000E+000,2.948214286E+000,                                   249P0000440
6.803571429E-001,-4.535714286E-001,                                  249P0000441
0.000000000E+000,0.000000000E+000,                                   249P0000442
0.000000000E+000,0.000000000E+000,                                   249P0000443
-2.764686730E-002,-1.930909285E-002,                                 249P0000444
-4.389239940E-004,-1.755424233E-003,                                 249P0000445
1.270000000E+001,2.948214286E+000,                                   249P0000446
-6.803571429E-001,-4.535714286E-001,                                 249P0000447
0.000000000E+000,0.000000000E+000,                                   249P0000448
0.000000000E+000,0.000000000E+000,                                   249P0000449
-4.915030837E-002,-2.545321354E-002,                                 249P0000450
-4.915030837E-002,-5.705196694E-003;                                 249P0000451
112,3,1,3,8,                                                         251P0000452
0.000000000E+000,                                                    251P0000453
1.000000000E+000,                                                    251P0000454
2.000000000E+000,                                                    251P0000455
3.000000000E+000,                                                    251P0000456
4.000000000E+000,                                                    251P0000457
5.000000000E+000,                                                    251P0000458
6.000000000E+000,                                                    251P0000459
7.000000000E+000,                                                    251P0000460
8.000000000E+000,                                                    251P0000461
1.270000000E+001,2.698915310E-014,                                   251P0000462
-4.014095618E+000,2.943517390E-001,                                  251P0000463
0.000000000E+000,1.010474826E+001,                                   251P0000464
-4.138641814E-001,-7.106279604E-001,                                 251P0000465
-4.915030837E-002,7.902472257E-018,                                  251P0000466
-4.239776771E-004,1.083173862E-004,                                  251P0000467
8.980256121E+000,-7.145136019E+000,                                  251P0000468
-2.545748063E+000,7.106279604E-001,                                  251P0000469
8.980256121E+000,7.145136019E+000,                                   251P0000470
-3.131040401E+000,-2.943517390E-001,                                 251P0000471
-4.946596866E-002,-5.230031956E-004,                                 251P0000472
9.902515187E-005,1.083176306E-004,                                   251P0000473
-4.862307930E-015,-1.010474826E+001,                                 251P0000474
4.138641814E-001,7.106279604E-001,                                   251P0000475
1.270000000E+001,-1.687538997E-014,                                  251P0000476
-4.014095618E+000,2.943517390E-001,                                  251P0000477
-4.978162908E-002,-1.985114047E-017,                                 251P0000478
4.239780438E-004,-1.083176306E-004,                                  251P0000479
-8.980256121E+000,-7.145136019E+000,                                 251P0000480
3.131040401E+000,2.943517390E-001,                                   251P0000481
8.980256121E+000,-7.145136019E+000,                                  251P0000482
-2.545748063E+000,7.106279604E-001,                                  251P0000483
-4.946596866E-002,5.230031956E-004,                                  251P0000484
-9.902551858E-005,-1.083173862E-004,                                 251P0000485
-1.270000000E+001,-3.578344218E-014,                                 251P0000486
4.014095618E+000,-2.943517390E-001,                                  251P0000487
-9.724615861E-015,-1.010474826E+001,                                 251P0000488
4.138641814E-001,7.106279604E-001,                                   251P0000489
-4.915030837E-002,-5.186297929E-017,                                 251P0000490
-4.239776771E-004,1.083173862E-004,                                  251P0000491
-8.980256121E+000,7.145136019E+000,                                  251P0000492
2.545748063E+000,-7.106279604E-001,                                  251P0000493
-8.980256121E+000,-7.145136019E+000,                                 251P0000494
3.131040401E+000,2.943517390E-001,                                   251P0000495
-4.946596866E-002,-5.230031956E-004,                                 251P0000496
9.902515187E-005,1.083176306E-004,                                   251P0000497
2.022685676E-014,1.010474826E+001,                                   251P0000498
-4.138641814E-001,-7.106279604E-001,                                 251P0000499
-1.270000000E+001,-5.884182031E-015,                                 251P0000500
4.014095618E+000,-2.943517390E-001,                                  251P0000501
-4.978162908E-002,3.369984461E-017,                                  251P0000502
4.239780438E-004,-1.083176306E-004,                                  251P0000503
8.980256121E+000,7.145136019E+000,                                   251P0000504
-3.131040401E+000,-2.943517390E-001,                                 251P0000505
-8.980256121E+000,7.145136019E+000,                                  251P0000506
2.545748063E+000,-7.106279604E-001,                                  251P0000507
-4.946596866E-002,5.230031956E-004,                                  251P0000508
-9.902551858E-005,-1.083173862E-004,                                 251P0000509
1.270000000E+001,2.131628207E-014,                                   251P0000510
-4.014095618E+000,-2.943517390E-001,                                 251P0000511
1.598721155E-014,1.010474826E+001,                                   251P0000512
4.138641814E-001,-7.106279604E-001,                                  251P0000513
-4.915030837E-002,7.264154556E-018,                                  251P0000514
-4.915030837E-002,-4.239776771E-004;                                 251P0000515
100,0.000000000E+000,0.000000000E+000,0.000000000E+000,              253P0000516
0.000000000E+000,2.500000000E+001,                                   253P0000517
0.000000000E+000,2.500000000E+001;                                   253P0000518
110,-2.500000000E+001,0.0,0.0,                                       255P0000519
2.500000000E+001,0.0,0.0;                                            255P0000520
110,0.0,-2.500000000E+001,0.0,                                       257P0000521
0.0,2.500000000E+001,0.0;                                            257P0000522
100,0.000000000E+000,0.000000000E+000,0.000000000E+000,              259P0000523
0.000000000E+000,4.989025036E+001,                                   259P0000524
0.000000000E+000,4.989025036E+001;                                   259P0000525
110,-4.989025036E+001,0.0,0.0,                                       261P0000526
4.989025036E+001,0.0,0.0;                                            261P0000527
110,0.0,-4.989025036E+001,0.0,                                       263P0000528
0.0,4.989025036E+001,0.0;                                            263P0000529
100,-2.585351535E-002,0.000000000E+000,0.000000000E+000,             265P0000530
0.000000000E+000,1.270000000E+001,                                   265P0000531
0.000000000E+000,1.270000000E+001;                                   265P0000532
100,0.0,-3.119317939E+003,0.000000000E+000,                          267P0000533
-2.585351535E-002,-1.270000000E+001,                                 267P0000534
-2.585351535E-002,1.270000000E+001;                                  267P0000535
100,0.0,-3.119317939E+003,0.000000000E+000,                          269P0000536
-2.585351535E-002,-1.270000000E+001,                                 269P0000537
-2.585351535E-002,1.270000000E+001;                                  269P0000538
100,1.616188305E-002,0.000000000E+000,0.000000000E+000,              271P0000539
0.000000000E+000,1.270000000E+001,                                   271P0000540
0.000000000E+000,1.270000000E+001;                                   271P0000541
100,0.0,4.989835054E+003,0.000000000E+000,                           273P0000542
1.616188305E-002,1.270000000E+001,                                   273P0000543
1.616188305E-002,-1.270000000E+001;                                  273P0000544
100,0.0,4.989835054E+003,0.000000000E+000,                           275P0000545
1.616188305E-002,1.270000000E+001,                                   275P0000546
1.616188305E-002,-1.270000000E+001;                                  275P0000547
100,0.000000000E+000,0.000000000E+000,0.000000000E+000,              277P0000548
0.000000000E+000,1.270000000E+001,                                   277P0000549
0.000000000E+000,1.270000000E+001;                                   277P0000550
110,-1.270000000E+001,0.0,0.0,                                       279P0000551
1.270000000E+001,0.0,0.0;                                            279P0000552
110,0.0,-1.270000000E+001,0.0,                                       281P0000553
0.0,1.270000000E+001,0.0;                                            281P0000554
100,0.000000000E+000,0.000000000E+000,0.000000000E+000,              283P0000555
0.000000000E+000,4.163328057E+000,                                   283P0000556
0.000000000E+000,4.163328057E+000;                                   283P0000557
110,-4.163328057E+000,0.0,0.0,                                       285P0000558
4.163328057E+000,0.0,0.0;                                            285P0000559
110,0.0,-4.163328057E+000,0.0,                                       287P0000560
0.0,4.163328057E+000,0.0;                                            287P0000561
100,0.000000000E+000,0.000000000E+000,0.000000000E+000,              289P0000562
0.000000000E+000,2.540000000E+001,                                   289P0000563
0.000000000E+000,2.540000000E+001;                                   289P0000564
110,-2.540000000E+001,0.0,0.0,                                       291P0000565
2.540000000E+001,0.0,0.0;                                            291P0000566
110,0.0,-2.540000000E+001,0.0,                                       293P0000567
0.0,2.540000000E+001,0.0;                                            293P0000568
110,0.000000000E+000,5.616091485E+000,1.890313224E+003,              295P0000569
0.000000000E+000,5.558137419E+000,1.896663224E+003;                  295P0000570
110,0.000000000E+000,5.558137419E+000,1.896663224E+003,              297P0000571
0.000000000E+000,5.492877318E+000,1.901663224E+003;                  297P0000572
110,0.000000000E+000,5.492877318E+000,1.901663224E+003,              299P0000573
0.000000000E+000,4.507841346E+000,1.977133224E+003;                  299P0000574
110,0.000000000E+000,4.507841346E+000,1.977133224E+003,              301P0000575
0.000000000E+000,3.724720128E+000,2.037133224E+003;                  301P0000576
110,0.000000000E+000,3.724720128E+000,2.037133224E+003,              303P0000577
0.000000000E+000,3.139196003E+000,2.081994028E+003;                  303P0000578
110,0.000000000E+000,3.139196003E+000,2.081994028E+003,              305P0000579
0.000000000E+000,-2.023507705E+002,2.084676087E+003;                 305P0000580
110,0.000000000E+000,-2.023507705E+002,2.084676087E+003,             307P0000581
0.000000000E+000,-2.373507705E+002,2.085132908E+003;                 307P0000582
110,0.000000000E+000,-2.373507705E+002,2.085132908E+003,             309P0000583
1.387778781E-017,-3.418102004E+002,2.086496315E+003;                 309P0000584
110,1.387778781E-017,-3.418102004E+002,2.086496315E+003,             311P0000585
-3.039485386E+001,-3.472836685E+002,2.505883675E+003;                311P0000586
110,-3.039485386E+001,-3.472836685E+002,2.505883675E+003,            313P0000587
-5.708537565E+001,-3.471913873E+002,1.960307279E+003;                313P0000588
110,-5.708537565E+001,-3.471913873E+002,1.960307279E+003,            315P0000589
-5.708537565E+001,-3.471913873E+002,1.960307279E+003;                315P0000590
110,-5.708537565E+001,-3.471913873E+002,1.960307279E+003,            317P0000591
-5.706174832E+001,-3.471578972E+002,1.959987787E+003;                317P0000592
110,-5.706174832E+001,-3.471578972E+002,1.959987787E+003,            319P0000593
-7.906724878E+001,-3.783491331E+002,2.257549319E+003;                319P0000594
110,-7.906724878E+001,-3.783491331E+002,2.257549319E+003,            321P0000595
-1.165039766E+002,-4.314130391E+002,2.763774121E+003;                321P0000596
110,-1.165039766E+002,-4.314130391E+002,2.763774121E+003,            323P0000597
-1.165948657E+002,-4.314162970E+002,2.764163554E+003;                323P0000598
110,-1.165948657E+002,-4.314162970E+002,2.764163554E+003,            325P0000599
6.432125408E+001,-4.249313072E+002,1.988993016E+003;                 325P0000600
110,6.432125408E+001,-4.249313072E+002,1.988993016E+003,             327P0000601
-6.524614929E+001,-4.183321416E+002,2.788580366E+003;                327P0000602
110,-6.524614929E+001,-4.183321416E+002,2.788580366E+003,            329P0000603
-1.220518455E+001,-4.150495632E+002,1.980428965E+003;                329P0000604
110,-1.220518455E+001,-4.150495632E+002,1.980428965E+003,            331P0000605
6.434158980E+001,-4.149374215E+002,2.551836457E+003;                 331P0000606
110,6.434158980E+001,-4.149374215E+002,2.551836457E+003,             333P0000607
7.831679010E+001,-4.247046446E+002,2.650857621E+003;                 333P0000608
110,7.831679010E+001,-4.247046446E+002,2.650857621E+003,             335P0000609
7.831679010E+001,-4.247046446E+002,2.650857621E+003;                 335P0000610
110,3.971176373E+000,3.971176373E+000,1.890313224E+003,              337P0000611
3.930196660E+000,3.930196660E+000,1.896663224E+003;                  337P0000612
110,3.930196660E+000,3.930196660E+000,1.896663224E+003,              339P0000613
3.884050800E+000,3.884050800E+000,1.901663224E+003;                  339P0000614
110,3.884050800E+000,3.884050800E+000,1.901663224E+003,              341P0000615
3.187525184E+000,3.187525184E+000,1.977133224E+003;                  341P0000616
110,3.187525184E+000,3.187525184E+000,1.977133224E+003,              343P0000617
2.633774861E+000,2.633774861E+000,2.037133224E+003;                  343P0000618
110,2.633774861E+000,2.633774861E+000,2.037133224E+003,              345P0000619
2.211181981E+000,2.211181981E+000,2.082922042E+003;                  345P0000620
110,2.211181981E+000,2.211181981E+000,2.082922042E+003,              347P0000621
3.232445237E-001,-2.023507705E+002,2.084809980E+003;                 347P0000622
110,3.232445237E-001,-2.023507705E+002,2.084809980E+003,             349P0000623
2.235015201E-004,-2.373507705E+002,2.085133001E+003;                 349P0000624
110,2.235015201E-004,-2.373507705E+002,2.085133001E+003,             351P0000625
-9.607971161E-001,-3.414793544E+002,2.086094021E+003;                351P0000626
110,-9.607971161E-001,-3.414793544E+002,2.086094021E+003,            353P0000627
-3.538493888E+001,-3.456401783E+002,2.505822651E+003;                353P0000628
110,-3.538493888E+001,-3.456401783E+002,2.505822651E+003,            355P0000629
-6.198291664E+001,-3.455685325E+002,1.960331929E+003;                355P0000630
110,-6.198291664E+001,-3.455685325E+002,1.960331929E+003,            357P0000631
-6.198291664E+001,-3.455685325E+002,1.960331929E+003;                357P0000632
110,-6.198291664E+001,-3.455685325E+002,1.960331929E+003,            359P0000633
-6.194359137E+001,-3.455126482E+002,1.959798992E+003;                359P0000634
110,-6.194359137E+001,-3.455126482E+002,1.959798992E+003,            361P0000635
-8.390073311E+001,-3.767154588E+002,2.257362890E+003;                361P0000636
110,-8.390073311E+001,-3.767154588E+002,2.257362890E+003,            363P0000637
-1.212218220E+002,-4.297516364E+002,2.763139498E+003;                363P0000638
110,-1.212218220E+002,-4.297516364E+002,2.763139498E+003,            365P0000639
-1.212085020E+002,-4.297512901E+002,2.763083924E+003;                365P0000640
110,-1.212085020E+002,-4.297512901E+002,2.763083924E+003,            367P0000641
6.432313642E+001,-4.249270604E+002,1.988993387E+003;                 367P0000642
110,6.432313642E+001,-4.249270604E+002,1.988993387E+003,             369P0000643
-6.044721409E+001,-4.200192742E+002,2.789124670E+003;                369P0000644
110,-6.044721409E+001,-4.200192742E+002,2.789124670E+003,            371P0000645
-5.032559837E+000,-4.175489454E+002,1.980187267E+003;                371P0000646
110,-5.032559837E+000,-4.175489454E+002,1.980187267E+003,            373P0000647
7.140903932E+001,-4.174422339E+002,2.550889779E+003;                 373P0000648
110,7.140903932E+001,-4.174422339E+002,2.550889779E+003,             375P0000649
7.831495863E+001,-4.247055636E+002,2.650857866E+003;                 375P0000650
110,7.831495863E+001,-4.247055636E+002,2.650857866E+003,             377P0000651
7.831495863E+001,-4.247055636E+002,2.650857866E+003;                 377P0000652
110,5.616091485E+000,3.442054970E-016,1.890313224E+003,              379P0000653
5.558137419E+000,3.406535413E-016,1.896663224E+003;                  379P0000654
110,5.558137419E+000,3.406535413E-016,1.896663224E+003,              381P0000655
5.492877318E+000,3.366538049E-016,1.901663224E+003;                  381P0000656
110,5.492877318E+000,3.366538049E-016,1.901663224E+003,              383P0000657
4.507841346E+000,2.762817833E-016,1.977133224E+003;                  383P0000658
110,4.507841346E+000,2.762817833E-016,1.977133224E+003,              385P0000659
3.724720128E+000,2.282849463E-016,2.037133224E+003;                  385P0000660
110,3.724720128E+000,2.282849463E-016,2.037133224E+003,              387P0000661
3.098223153E+000,1.898874766E-016,2.085133224E+003;                  387P0000662
110,3.098223153E+000,1.898874766E-016,2.085133224E+003,              389P0000663
4.571367894E-001,-2.023507705E+002,2.085133224E+003;                 389P0000664
110,4.571367894E-001,-2.023507705E+002,2.085133224E+003,             391P0000665
3.160788947E-004,-2.373507705E+002,2.085133224E+003;                 391P0000666
110,3.160788947E-004,-2.373507705E+002,2.085133224E+003,             393P0000667
-1.346634470E+000,-3.405493956E+002,2.085133224E+003;                393P0000668
110,-1.346634470E+000,-3.405493956E+002,2.085133224E+003,            395P0000669
-3.774853123E+001,-3.409529762E+002,2.505793715E+003;                395P0000670
110,-3.774853123E+001,-3.409529762E+002,2.505793715E+003,            397P0000671
-6.429181440E+001,-3.409459738E+002,1.960545349E+003;                397P0000672
110,-6.429181440E+001,-3.409459738E+002,1.960545349E+003,            399P0000673
-6.429181440E+001,-3.409459738E+002,1.960545349E+003;                399P0000674
110,-6.429181440E+001,-3.409459738E+002,1.960545349E+003,            401P0000675
-6.425982278E+001,-3.409004108E+002,1.960111336E+003;                401P0000676
110,-6.425982278E+001,-3.409004108E+002,1.960111336E+003,            403P0000677
-8.619344714E+001,-3.721386859E+002,2.257673255E+003;                403P0000678
110,-8.619344714E+001,-3.721386859E+002,2.257673255E+003,            405P0000679
-1.234446293E+002,-4.251925112E+002,2.763040405E+003;                405P0000680
110,-1.234446293E+002,-4.251925112E+002,2.763040405E+003,            407P0000681
-1.233344999E+002,-4.251923566E+002,2.762586422E+003;                407P0000682
110,-1.233344999E+002,-4.251923566E+002,2.762586422E+003,            409P0000683
6.432725334E+001,-4.249289771E+002,1.988994200E+003;                 409P0000684
110,6.432725334E+001,-4.249289771E+002,1.988994200E+003,             411P0000685
-5.823004332E+001,-4.246610707E+002,2.789375778E+003;                411P0000686
110,-5.823004332E+001,-4.246610707E+002,2.789375778E+003,            413P0000687
-1.719707314E+000,-4.244254038E+002,1.980075917E+003;                413P0000688
110,-1.719707314E+000,-4.244254038E+002,1.980075917E+003,            415P0000689
7.467174191E+001,-4.243267763E+002,2.550452743E+003;                 415P0000690
110,7.467174191E+001,-4.243267763E+002,2.550452743E+003,             417P0000691
7.831384448E+001,-4.247069577E+002,2.650858016E+003;                 417P0000692
110,7.831384448E+001,-4.247069577E+002,2.650858016E+003,             419P0000693
7.831384448E+001,-4.247069577E+002,2.650858016E+003;                 419P0000694
110,3.971176360E+000,-3.971176381E+000,1.890313224E+003,             421P0000695
3.930196647E+000,-3.930196668E+000,1.896663224E+003;                 421P0000696
110,3.930196647E+000,-3.930196668E+000,1.896663224E+003,             423P0000697
3.884050787E+000,-3.884050808E+000,1.901663224E+003;                 423P0000698
110,3.884050787E+000,-3.884050808E+000,1.901663224E+003,             425P0000699
3.187525174E+000,-3.187525191E+000,1.977133224E+003;                 425P0000700
110,3.187525174E+000,-3.187525191E+000,1.977133224E+003,             427P0000701
2.633774852E+000,-2.633774866E+000,2.037133224E+003;                 427P0000702
110,2.633774852E+000,-2.633774866E+000,2.037133224E+003,             429P0000703
2.170740457E+000,-2.170740469E+000,2.087303965E+003;                 429P0000704
110,2.170740457E+000,-2.170740469E+000,2.087303965E+003,             431P0000705
3.232445227E-001,-2.023507705E+002,2.085456469E+003;                 431P0000706
110,3.232445227E-001,-2.023507705E+002,2.085456469E+003,             433P0000707
2.235015242E-004,-2.373507705E+002,2.085133448E+003;                 433P0000708
110,2.235015242E-004,-2.373507705E+002,2.085133448E+003,             435P0000709
-9.432595843E-001,-3.395791267E+002,2.084189964E+003;                435P0000710
110,-9.432595843E-001,-3.395791267E+002,2.084189964E+003,            437P0000711
-3.609667259E+001,-3.359710234E+002,2.505813940E+003;                437P0000712
110,-3.609667259E+001,-3.359710234E+002,2.505813940E+003,            439P0000713
-6.265747241E+001,-3.360330081E+002,1.960822470E+003;                439P0000714
110,-6.265747241E+001,-3.360330081E+002,1.960822470E+003,            441P0000715
-6.265747241E+001,-3.360330081E+002,1.960822470E+003;                441P0000716
110,-6.265747241E+001,-3.360330081E+002,1.960822470E+003,            443P0000717
-6.265152485E+001,-3.360245336E+002,1.960741844E+003;                443P0000718
110,-6.265152485E+001,-3.360245336E+002,1.960741844E+003,            445P0000719
-8.460154365E+001,-3.673004252E+002,2.258298604E+003;                445P0000720
110,-8.460154365E+001,-3.673004252E+002,2.258298604E+003,            447P0000721
-1.218715312E+002,-4.204052585E+002,2.763534468E+003;                447P0000722
110,-1.218715312E+002,-4.204052585E+002,2.763534468E+003,            449P0000723
-1.217336783E+002,-4.204086107E+002,2.762961028E+003;                449P0000724
110,-1.217336783E+002,-4.204086107E+002,2.762961028E+003,            451P0000725
6.432533427E+001,-4.249331521E+002,1.988993821E+003;                 451P0000726
110,6.432533427E+001,-4.249331521E+002,1.988993821E+003,             453P0000727
-5.989691194E+001,-4.295359046E+002,2.789186094E+003;                453P0000728
110,-5.989691194E+001,-4.295359046E+002,2.789186094E+003,            455P0000729
-4.211786601E+000,-4.316456105E+002,1.980160392E+003;                455P0000730
110,-4.211786601E+000,-4.316456105E+002,1.980160392E+003,            457P0000731
7.221675853E+001,-4.315543154E+002,2.550781586E+003;                 457P0000732
110,7.221675853E+001,-4.315543154E+002,2.550781586E+003,             459P0000733
7.831458972E+001,-4.247082387E+002,2.650857916E+003;                 459P0000734
110,7.831458972E+001,-4.247082387E+002,2.650857916E+003,             461P0000735
7.831458972E+001,-4.247082387E+002,2.650857916E+003;                 461P0000736
110,6.879968949E-016,-5.616091505E+000,1.890313224E+003,             463P0000737
6.808972568E-016,-5.558137439E+000,1.896663224E+003;                 463P0000738
110,6.808972568E-016,-5.558137439E+000,1.896663224E+003,             465P0000739
6.729025958E-016,-5.492877337E+000,1.901663224E+003;                 465P0000740
110,6.729025958E-016,-5.492877337E+000,1.901663224E+003,             467P0000741
5.522311837E-016,-4.507841362E+000,1.977133224E+003;                 467P0000742
110,5.522311837E-016,-4.507841362E+000,1.977133224E+003,             469P0000743
4.562952525E-016,-3.724720141E+000,2.037133224E+003;                 469P0000744
110,4.562952525E-016,-3.724720141E+000,2.037133224E+003,             471P0000745
3.746564835E-016,-3.058306091E+000,2.088191530E+003;                 471P0000746
110,3.746564835E-016,-3.058306091E+000,2.088191530E+003,             473P0000747
5.600134764E-017,-2.023507705E+002,2.085590361E+003;                 473P0000748
110,5.600134764E-017,-2.023507705E+002,2.085590361E+003,             475P0000749
3.872110854E-020,-2.373507705E+002,2.085133540E+003;                 475P0000750
110,3.872110854E-020,-2.373507705E+002,2.085133540E+003,             477P0000751
-1.665334537E-016,-3.391262771E+002,2.083805164E+003;                477P0000752
110,-1.665334537E-016,-3.391262771E+002,2.083805164E+003,            479P0000753
-3.140026597E+001,-3.336170735E+002,2.505871387E+003;                479P0000754
110,-3.140026597E+001,-3.336170735E+002,2.505871387E+003,            481P0000755
-5.803871696E+001,-3.337096627E+002,1.961000830E+003;                481P0000756
110,-5.803871696E+001,-3.337096627E+002,1.961000830E+003,            483P0000757
-5.803871696E+001,-3.337096627E+002,1.961000830E+003;                483P0000758
110,-5.803871696E+001,-3.337096627E+002,1.961000830E+003,            485P0000759
-5.806237285E+001,-3.337433169E+002,1.961320840E+003;                485P0000760
110,-5.806237285E+001,-3.337433169E+002,1.961320840E+003,            487P0000761
-8.005813540E+001,-3.650356614E+002,2.258872487E+003;                487P0000762
110,-8.005813540E+001,-3.650356614E+002,2.258872487E+003,            489P0000763
-1.174230200E+002,-4.181929383E+002,2.764332708E+003;                489P0000764
110,-1.174230200E+002,-4.181929383E+002,2.764332708E+003,            491P0000765
-1.173423666E+002,-4.181959286E+002,2.763988632E+003;                491P0000766
110,-1.173423666E+002,-4.181959286E+002,2.763988632E+003,            493P0000767
6.432124622E+001,-4.249311595E+002,1.988993014E+003;                 493P0000768
110,6.432124622E+001,-4.249311595E+002,1.988993014E+003,             495P0000769
-6.446885671E+001,-4.317846483E+002,2.788667099E+003;                495P0000770
110,-6.446885671E+001,-4.317846483E+002,2.788667099E+003,            497P0000771
-1.104377971E+001,-4.349754882E+002,1.980390964E+003;                497P0000772
110,-1.104377971E+001,-4.349754882E+002,1.980390964E+003,            499P0000773
6.548602091E+001,-4.348893393E+002,2.551683161E+003;                 499P0000774
110,6.548602091E+001,-4.348893393E+002,2.551683161E+003,             501P0000775
7.831652956E+001,-4.247091502E+002,2.650857656E+003;                 501P0000776
110,7.831652956E+001,-4.247091502E+002,2.650857656E+003,             503P0000777
7.831652956E+001,-4.247091502E+002,2.650857656E+003;                 503P0000778
110,-3.971176383E+000,-3.971176383E+000,1.890313224E+003,            505P0000779
-3.930196670E+000,-3.930196670E+000,1.896663224E+003;                505P0000780
110,-3.930196670E+000,-3.930196670E+000,1.896663224E+003,            507P0000781
-3.884050810E+000,-3.884050810E+000,1.901663224E+003;                507P0000782
110,-3.884050810E+000,-3.884050810E+000,1.901663224E+003,            509P0000783
-3.187525192E+000,-3.187525192E+000,1.977133224E+003;                509P0000784
110,-3.187525192E+000,-3.187525192E+000,1.977133224E+003,            511P0000785
-2.633774867E+000,-2.633774867E+000,2.037133224E+003;                511P0000786
110,-2.633774867E+000,-2.633774867E+000,2.037133224E+003,            513P0000787
-2.170740470E+000,-2.170740470E+000,2.087303965E+003;                513P0000788
110,-2.170740470E+000,-2.170740470E+000,2.087303965E+003,            515P0000789
-3.232445245E-001,-2.023507705E+002,2.085456469E+003;                515P0000790
110,-3.232445245E-001,-2.023507705E+002,2.085456469E+003,            517P0000791
-2.235015307E-004,-2.373507705E+002,2.085133448E+003;                517P0000792
110,-2.235015307E-004,-2.373507705E+002,2.085133448E+003,            519P0000793
9.419969144E-001,-3.394423132E+002,2.084191227E+003;                 519P0000794
110,9.419969144E-001,-3.394423132E+002,2.084191227E+003,             521P0000795
-2.641479562E+001,-3.352667733E+002,2.505932283E+003;                521P0000796
110,-2.641479562E+001,-3.352667733E+002,2.505932283E+003,            523P0000797
-5.314322918E+001,-3.353354539E+002,1.960976001E+003;                523P0000798
110,-5.314322918E+001,-3.353354539E+002,1.960976001E+003,            525P0000799
-5.314322918E+001,-3.353354539E+002,1.960976001E+003;                525P0000800
110,-5.314322918E+001,-3.353354539E+002,1.960976001E+003,            527P0000801
-5.318272643E+001,-3.353915010E+002,1.961509164E+003;                527P0000802
110,-5.318272643E+001,-3.353915010E+002,1.961509164E+003,            529P0000803
-7.522549406E+001,-3.666704618E+002,2.259058736E+003;                529P0000804
110,-7.522549406E+001,-3.666704618E+002,2.259058736E+003,            531P0000805
-1.127037506E+002,-4.198525728E+002,2.764967947E+003;                531P0000806
110,-1.127037506E+002,-4.198525728E+002,2.764967947E+003,            533P0000807
-1.127267419E+002,-4.198519138E+002,2.765068727E+003;                533P0000808
110,-1.127267419E+002,-4.198519138E+002,2.765068727E+003,            535P0000809
6.432323618E+001,-4.249269504E+002,1.988993407E+003;                 535P0000810
110,6.432323618E+001,-4.249269504E+002,1.988993407E+003,             537P0000811
-6.926420921E+001,-4.300925442E+002,2.788123313E+003;                537P0000812
110,-6.926420921E+001,-4.300925442E+002,2.788123313E+003,            539P0000813
-1.820906725E+001,-4.324696328E+002,1.980632316E+003;                539P0000814
110,-1.820906725E+001,-4.324696328E+002,1.980632316E+003,            541P0000815
5.842398472E+001,-4.323821080E+002,2.552629114E+003;                 541P0000816
110,5.842398472E+001,-4.323821080E+002,2.552629114E+003,             543P0000817
7.831803838E+001,-4.247089302E+002,2.650857454E+003;                 543P0000818
110,7.831803838E+001,-4.247089302E+002,2.650857454E+003,             545P0000819
7.831803838E+001,-4.247089302E+002,2.650857454E+003;                 545P0000820
110,-5.616091505E+000,-1.031995342E-015,1.890313224E+003,            547P0000821
-5.558137439E+000,-1.021345885E-015,1.896663224E+003;                547P0000822
110,-5.558137439E+000,-1.021345885E-015,1.896663224E+003,            549P0000823
-5.492877337E+000,-1.009353894E-015,1.901663224E+003;                549P0000824
110,-5.492877337E+000,-1.009353894E-015,1.901663224E+003,            551P0000825
-4.507841362E+000,-8.283467756E-016,1.977133224E+003;                551P0000826
110,-4.507841362E+000,-8.283467756E-016,1.977133224E+003,            553P0000827
-3.724720141E+000,-6.844428788E-016,2.037133224E+003;                553P0000828
110,-3.724720141E+000,-6.844428788E-016,2.037133224E+003,            555P0000829
-3.098223164E+000,-5.693197613E-016,2.085133224E+003;                555P0000830
110,-3.098223164E+000,-5.693197613E-016,2.085133224E+003,            557P0000831
-4.571367910E-001,-2.023507705E+002,2.085133224E+003;                557P0000832
110,-4.571367910E-001,-2.023507705E+002,2.085133224E+003,            559P0000833
-3.160788840E-004,-2.373507705E+002,2.085133224E+003;                559P0000834
110,-3.160788840E-004,-2.373507705E+002,2.085133224E+003,            561P0000835
1.344062421E+000,-3.403523338E+002,2.085133224E+003;                 561P0000836
110,1.344062421E+000,-3.403523338E+002,2.085133224E+003,             563P0000837
-2.405741697E+001,-3.399493637E+002,2.505961046E+003;                563P0000838
110,-2.405741697E+001,-3.399493637E+002,2.505961046E+003,            565P0000839
-5.083726520E+001,-3.399559378E+002,1.960762654E+003;                565P0000840
110,-5.083726520E+001,-3.399559378E+002,1.960762654E+003,            567P0000841
-5.083726520E+001,-3.399559378E+002,1.960762654E+003;                567P0000842
110,-5.083726520E+001,-3.399559378E+002,1.960762654E+003,            569P0000843
-5.086946103E+001,-3.400015294E+002,1.961196832E+003;                569P0000844
110,-5.086946103E+001,-3.400015294E+002,1.961196832E+003,            571P0000845
-7.293391850E+001,-3.712463873E+002,2.258748376E+003;                571P0000846
110,-7.293391850E+001,-3.712463873E+002,2.258748376E+003,            573P0000847
-1.104792112E+002,-4.244132206E+002,2.765067637E+003;                573P0000848
110,-1.104792112E+002,-4.244132206E+002,2.765067637E+003,            575P0000849
-1.105919785E+002,-4.244128879E+002,2.765568280E+003;                575P0000850
110,-1.105919785E+002,-4.244128879E+002,2.765568280E+003,            577P0000851
6.432739927E+001,-4.249289649E+002,1.988994229E+003;                 577P0000852
110,6.432739927E+001,-4.249289649E+002,1.988994229E+003,             579P0000853
-7.147645098E+001,-4.254543186E+002,2.787872913E+003;                579P0000854
110,-7.147645098E+001,-4.254543186E+002,2.787872913E+003,            581P0000855
-2.151550982E+001,-4.256005141E+002,1.980743313E+003;                581P0000856
110,-2.151550982E+001,-4.256005141E+002,1.980743313E+003,            583P0000857
5.516366025E+001,-4.255030262E+002,2.553065831E+003;                 583P0000858
110,5.516366025E+001,-4.255030262E+002,2.553065831E+003,             585P0000859
7.831846027E+001,-4.247072134E+002,2.650857397E+003;                 585P0000860
110,7.831846027E+001,-4.247072134E+002,2.650857397E+003,             587P0000861
7.831846027E+001,-4.247072134E+002,2.650857397E+003;                 587P0000862
110,-3.971176381E+000,3.971176360E+000,1.890313224E+003,             589P0000863
-3.930196668E+000,3.930196647E+000,1.896663224E+003;                 589P0000864
110,-3.930196668E+000,3.930196647E+000,1.896663224E+003,             591P0000865
-3.884050808E+000,3.884050787E+000,1.901663224E+003;                 591P0000866
110,-3.884050808E+000,3.884050787E+000,1.901663224E+003,             593P0000867
-3.187525191E+000,3.187525174E+000,1.977133224E+003;                 593P0000868
110,-3.187525191E+000,3.187525174E+000,1.977133224E+003,             595P0000869
-2.633774866E+000,2.633774852E+000,2.037133224E+003;                 595P0000870
110,-2.633774866E+000,2.633774852E+000,2.037133224E+003,             597P0000871
-2.211181985E+000,2.211181973E+000,2.082922042E+003;                 597P0000872
110,-2.211181985E+000,2.211181973E+000,2.082922042E+003,             599P0000873
-3.232445244E-001,-2.023507705E+002,2.084809980E+003;                599P0000874
110,-3.232445244E-001,-2.023507705E+002,2.084809980E+003,            601P0000875
-2.235015246E-004,-2.373507705E+002,2.085133001E+003;                601P0000876
110,-2.235015246E-004,-2.373507705E+002,2.085133001E+003,            603P0000877
9.594870863E-001,-3.413374098E+002,2.086092711E+003;                 603P0000878
110,9.594870863E-001,-3.413374098E+002,2.086092711E+003,             605P0000879
-2.570466090E+001,-3.449251069E+002,2.505940949E+003;                605P0000880
110,-2.570466090E+001,-3.449251069E+002,2.505940949E+003,            607P0000881
-5.246955395E+001,-3.448659672E+002,1.960485712E+003;                607P0000882
110,-5.246955395E+001,-3.448659672E+002,1.960485712E+003,            609P0000883
-5.246955395E+001,-3.448659672E+002,1.960485712E+003;                609P0000884
110,-5.246955395E+001,-3.448659672E+002,1.960485712E+003,            611P0000885
-5.247556232E+001,-3.448744715E+002,1.960566795E+003;                611P0000886
110,-5.247556232E+001,-3.448744715E+002,1.960566795E+003,            613P0000887
-7.452497898E+001,-3.760835218E+002,2.258123208E+003;                613P0000888
110,-7.452497898E+001,-3.760835218E+002,2.258123208E+003,            615P0000889
-1.120537334E+002,-4.292022415E+002,2.764572957E+003;                615P0000890
110,-1.120537334E+002,-4.292022415E+002,2.764572957E+003,            617P0000891
-1.121947886E+002,-4.292056556E+002,2.765193209E+003;                617P0000892
110,-1.121947886E+002,-4.292056556E+002,2.765193209E+003,            619P0000893
6.432544604E+001,-4.249332457E+002,1.988993843E+003;                 619P0000894
110,6.432544604E+001,-4.249332457E+002,1.988993843E+003,             621P0000895
-6.981316507E+001,-4.205844563E+002,2.788062079E+003;                621P0000896
110,-6.981316507E+001,-4.205844563E+002,2.788062079E+003,            623P0000897
-1.903076772E+001,-4.183867806E+002,1.980659183E+003;                623P0000898
110,-1.903076772E+001,-4.183867806E+002,1.980659183E+003,            625P0000899
5.761323028E+001,-4.182779061E+002,2.552737714E+003;                 625P0000900
110,5.761323028E+001,-4.182779061E+002,2.552737714E+003,             627P0000901
7.831803768E+001,-4.247052334E+002,2.650857454E+003;                 627P0000902
110,7.831803768E+001,-4.247052334E+002,2.650857454E+003,             629P0000903
7.831803768E+001,-4.247052334E+002,2.650857454E+003;                 629P0000904
110,-2.125905904E+001,2.686782551E+001,1.890313224E+003,             631P0000905
-2.126964526E+001,2.682045326E+001,1.896663224E+003;                 631P0000906
110,-2.126964526E+001,2.682045326E+001,1.896663224E+003,             633P0000907
-2.128156588E+001,2.676710967E+001,1.901663224E+003;                 633P0000908
110,-2.128156588E+001,2.676710967E+001,1.901663224E+003,             635P0000909
-2.146149572E+001,2.596194154E+001,1.977133224E+003;                 635P0000910
110,-2.146149572E+001,2.596194154E+001,1.977133224E+003,             637P0000911
-2.160454316E+001,2.532181848E+001,2.037133224E+003;                 637P0000912
110,-2.160454316E+001,2.532181848E+001,2.037133224E+003,             639P0000913
-2.165919381E+001,2.507726226E+001,2.060055962E+003;                 639P0000914
110,-2.165919381E+001,2.507726226E+001,2.060055962E+003,             641P0000915
-2.220141044E+001,-2.023507705E+002,2.062482327E+003;                641P0000916
110,-2.220141044E+001,-2.023507705E+002,2.062482327E+003,            643P0000917
-2.228485478E+001,-2.373507705E+002,2.062855732E+003;                643P0000918
110,-2.228485478E+001,-2.373507705E+002,2.062855732E+003,            645P0000919
-2.248373021E+001,-3.207673312E+002,2.063745680E+003;                645P0000920
110,-2.248373021E+001,-3.207673312E+002,2.063745680E+003,            647P0000921
-5.561038783E+001,-3.255548863E+002,2.505195652E+003;                647P0000922
110,-5.561038783E+001,-3.255548863E+002,2.505195652E+003,            649P0000923
-5.708135287E+001,-3.471383884E+002,1.960310101E+003;                649P0000924
110,-5.708135287E+001,-3.471383884E+002,1.960310101E+003,            651P0000925
-5.708135287E+001,-3.471383884E+002,1.960310101E+003;                651P0000926
110,-5.708135287E+001,-3.471383884E+002,1.960310101E+003,            653P0000927
-5.707267039E+001,-3.470924790E+002,1.959993840E+003;                653P0000928
110,-5.707267039E+001,-3.470924790E+002,1.959993840E+003,            655P0000929
-6.523545659E+001,-3.902539184E+002,2.257324451E+003;                655P0000930
110,-1.729500659E+001,2.522443464E+001,1.890313224E+003,             657P0000931
-1.734657578E+001,2.519403821E+001,1.896663224E+003;                 657P0000932
110,-1.734657578E+001,2.519403821E+001,1.896663224E+003,             659P0000933
-1.740464625E+001,2.515980971E+001,1.901663224E+003;                 659P0000934
110,-1.740464625E+001,2.515980971E+001,1.901663224E+003,             661P0000935
-1.828116200E+001,2.464316484E+001,1.977133224E+003;                 661P0000936
110,-1.828116200E+001,2.464316484E+001,1.977133224E+003,             663P0000937
-1.897800770E+001,2.423242292E+001,2.037133224E+003;                 663P0000938
110,-1.897800770E+001,2.423242292E+001,2.037133224E+003,             665P0000939
-1.925594930E+001,2.406859574E+001,2.061064628E+003;                 665P0000940
110,-1.925594930E+001,2.406859574E+001,2.061064628E+003,             667P0000941
-2.188560533E+001,-2.023507705E+002,2.062614627E+003;                667P0000942
110,-2.188560533E+001,-2.023507705E+002,2.062614627E+003,            669P0000943
-2.229209866E+001,-2.373507705E+002,2.062854227E+003;                669P0000944
110,-2.229209866E+001,-2.373507705E+002,2.062854227E+003,            671P0000945
-2.325783271E+001,-3.205026696E+002,2.063423459E+003;                671P0000946
110,-2.325783271E+001,-3.205026696E+002,2.063423459E+003,            673P0000947
-6.060706286E+001,-3.239047825E+002,2.504977929E+003;                673P0000948
110,-6.060706286E+001,-3.239047825E+002,2.504977929E+003,            675P0000949
-6.197918014E+001,-3.455031265E+002,1.960335397E+003;                675P0000950
110,-6.197918014E+001,-3.455031265E+002,1.960335397E+003,            677P0000951
-6.197918014E+001,-3.455031265E+002,1.960335397E+003;                677P0000952
110,-6.197918014E+001,-3.455031265E+002,1.960335397E+003,            679P0000953
-6.196475580E+001,-3.454263232E+002,1.959806480E+003;                679P0000954
110,-6.196475580E+001,-3.454263232E+002,1.959806480E+003,            681P0000955
-7.007346880E+001,-3.886016319E+002,2.257139638E+003;                681P0000956
110,-1.565524412E+001,2.126038223E+001,1.890313224E+003,             683P0000957
-1.572378909E+001,2.127096877E+001,1.896663224E+003;                 683P0000958
110,-1.572378909E+001,2.127096877E+001,1.896663224E+003,             685P0000959
-1.580097670E+001,2.128289013E+001,1.901663224E+003;                 685P0000960
110,-1.580097670E+001,2.128289013E+001,1.901663224E+003,             687P0000961
-1.696604641E+001,2.146283117E+001,1.977133224E+003;                 687P0000962
110,-1.696604641E+001,2.146283117E+001,1.977133224E+003,             689P0000963
-1.789229768E+001,2.160588751E+001,2.037133224E+003;                 689P0000964
110,-1.789229768E+001,2.160588751E+001,2.037133224E+003,             691P0000965
-1.829878816E+001,2.166866858E+001,2.063464556E+003;                 691P0000966
110,-1.829878816E+001,2.166866858E+001,2.063464556E+003,             693P0000967
-2.175709297E+001,-2.023507705E+002,2.062930432E+003;                693P0000968
110,-2.175709297E+001,-2.023507705E+002,2.062930432E+003,            695P0000969
-2.229740621E+001,-2.373507705E+002,2.062846983E+003;                695P0000970
110,-2.229740621E+001,-2.373507705E+002,2.062846983E+003,            697P0000971
-2.356951741E+001,-3.197546226E+002,2.062650509E+003;                697P0000972
110,-2.356951741E+001,-3.197546226E+002,2.062650509E+003,            699P0000973
-6.296789657E+001,-3.192010417E+002,2.504792483E+003;                699P0000974
110,-6.296789657E+001,-3.192010417E+002,2.504792483E+003,            701P0000975
-6.429319912E+001,-3.408695520E+002,1.960549330E+003;                701P0000976
110,-6.429319912E+001,-3.408695520E+002,1.960549330E+003,            703P0000977
-6.429319912E+001,-3.408695520E+002,1.960549330E+003;                703P0000978
110,-6.429319912E+001,-3.408695520E+002,1.960549330E+003,            705P0000979
-6.428151404E+001,-3.408070708E+002,1.960119521E+003;                705P0000980
110,-6.428151404E+001,-3.408070708E+002,1.960119521E+003,            707P0000981
-7.236492915E+001,-3.840297906E+002,2.257449579E+003;                707P0000982
110,-1.729775654E+001,1.729775652E+001,1.890313224E+003,             709P0000983
-1.734932593E+001,1.734932592E+001,1.896663224E+003;                 709P0000984
110,-1.734932593E+001,1.734932592E+001,1.896663224E+003,             711P0000985
-1.740739795E+001,1.740739793E+001,1.901663224E+003;                 711P0000986
110,-1.740739795E+001,1.740739793E+001,1.901663224E+003,             713P0000987
-1.828393697E+001,1.828393696E+001,1.977133224E+003;                 713P0000988
110,-1.828393697E+001,1.828393696E+001,1.977133224E+003,             715P0000989
-1.898080117E+001,1.898080116E+001,2.037133224E+003;                 715P0000990
110,-1.898080117E+001,1.898080116E+001,2.037133224E+003,             717P0000991
-1.931397227E+001,1.931397226E+001,2.065819252E+003;                 717P0000992
110,-1.931397227E+001,1.931397226E+001,2.065819252E+003,             719P0000993
-2.188847600E+001,-2.023507705E+002,2.063244748E+003;                719P0000994
110,-2.188847600E+001,-2.023507705E+002,2.063244748E+003,            721P0000995
-2.229498012E+001,-2.373507705E+002,2.062838244E+003;                721P0000996
110,-2.229498012E+001,-2.373507705E+002,2.062838244E+003,            723P0000997
-2.324296776E+001,-3.189724953E+002,2.061890256E+003;                723P0000998
110,-2.324296776E+001,-3.189724953E+002,2.061890256E+003,            725P0000999
-6.130559570E+001,-3.142023264E+002,2.504748182E+003;                725P0001000
110,-6.130559570E+001,-3.142023264E+002,2.504748182E+003,            727P0001001
-6.266722877E+001,-3.359535061E+002,1.960826509E+003;                727P0001002
110,-6.266722877E+001,-3.359535061E+002,1.960826509E+003,            729P0001003
-6.266722877E+001,-3.359535061E+002,1.960826509E+003;                729P0001004
110,-6.266722877E+001,-3.359535061E+002,1.960826509E+003,            731P0001005
-6.266512884E+001,-3.359422923E+002,1.960749464E+003;                731P0001006
110,-6.266512884E+001,-3.359422923E+002,1.960749464E+003,            733P0001007
-7.076893523E+001,-3.792172671E+002,2.258072531E+003;                733P0001008
110,-2.126038218E+001,1.565524412E+001,1.890313224E+003,             735P0001009
-2.127096871E+001,1.572378909E+001,1.896663224E+003;                 735P0001010
110,-2.127096871E+001,1.572378909E+001,1.896663224E+003,             737P0001011
-2.128289008E+001,1.580097669E+001,1.901663224E+003;                 737P0001012
110,-2.128289008E+001,1.580097669E+001,1.901663224E+003,             739P0001013
-2.146283112E+001,1.696604641E+001,1.977133224E+003;                 739P0001014
110,-2.146283112E+001,1.696604641E+001,1.977133224E+003,             741P0001015
-2.160588747E+001,1.789229767E+001,2.037133224E+003;                 741P0001016
110,-2.160588747E+001,1.789229767E+001,2.037133224E+003,             743P0001017
-2.167658111E+001,1.835001987E+001,2.066783204E+003;                 743P0001018
110,-2.167658111E+001,1.835001987E+001,2.066783204E+003,             745P0001019
-2.220279194E+001,-2.023507705E+002,2.063376131E+003;                745P0001020
110,-2.220279194E+001,-2.023507705E+002,2.063376131E+003,            747P0001021
-2.228624148E+001,-2.373507705E+002,2.062835818E+003;                747P0001022
110,-2.228624148E+001,-2.373507705E+002,2.062835818E+003,            749P0001023
-2.247998226E+001,-3.186085874E+002,2.061581399E+003;                749P0001024
110,-2.247998226E+001,-3.186085874E+002,2.061581399E+003,            751P0001025
-5.659719432E+001,-3.118411681E+002,2.504870911E+003;                751P0001026
110,-5.659719432E+001,-3.118411681E+002,2.504870911E+003,            753P0001027
-5.805528878E+001,-3.336353972E+002,1.961004512E+003;                753P0001028
110,-5.805528878E+001,-3.336353972E+002,1.961004512E+003,            755P0001029
-5.805528878E+001,-3.336353972E+002,1.961004512E+003;                755P0001030
110,-5.805528878E+001,-3.336353972E+002,1.961004512E+003,            757P0001031
-5.806413920E+001,-3.336823772E+002,1.961327101E+003;                757P0001032
110,-5.806413920E+001,-3.336823772E+002,1.961327101E+003,            759P0001033
-6.622116910E+001,-3.769817632E+002,2.258643668E+003;                759P0001034
110,-2.522443465E+001,1.729500658E+001,1.890313224E+003,             761P0001035
-2.519403821E+001,1.734657577E+001,1.896663224E+003;                 761P0001036
110,-2.519403821E+001,1.734657577E+001,1.896663224E+003,             763P0001037
-2.515980972E+001,1.740464624E+001,1.901663224E+003;                 763P0001038
110,-2.515980972E+001,1.740464624E+001,1.901663224E+003,             765P0001039
-2.464316485E+001,1.828116199E+001,1.977133224E+003;                 765P0001040
110,-2.464316485E+001,1.828116199E+001,1.977133224E+003,             767P0001041
-2.423242293E+001,1.897800770E+001,2.037133224E+003;                 767P0001042
110,-2.423242293E+001,1.897800770E+001,2.037133224E+003,             769P0001043
-2.403602807E+001,1.931120212E+001,2.065822022E+003;                 769P0001044
110,-2.403602807E+001,1.931120212E+001,2.065822022E+003,             771P0001045
-2.251859701E+001,-2.023507705E+002,2.063247619E+003;                771P0001046
110,-2.251859701E+001,-2.023507705E+002,2.063247619E+003,            773P0001047
-2.227899756E+001,-2.373507705E+002,2.062841125E+003;                773P0001048
110,-2.227899756E+001,-2.373507705E+002,2.062841125E+003,            775P0001049
-2.172097455E+001,-3.188651693E+002,2.061894409E+003;                775P0001050
110,-2.172097455E+001,-3.188651693E+002,2.061894409E+003,            777P0001051
-5.160515417E+001,-3.134974253E+002,2.505088542E+003;                777P0001052
110,-5.160515417E+001,-3.134974253E+002,2.505088542E+003,            779P0001053
-5.315965430E+001,-3.352715797E+002,1.960979141E+003;                779P0001054
110,-5.315965430E+001,-3.352715797E+002,1.960979141E+003,            781P0001055
-5.315965430E+001,-3.352715797E+002,1.960979141E+003;                781P0001056
110,-5.315965430E+001,-3.352715797E+002,1.960979141E+003,            783P0001057
-5.317442867E+001,-3.353494710E+002,1.961514187E+003;                783P0001058
110,-5.317442867E+001,-3.353494710E+002,1.961514187E+003,            785P0001059
-6.138424451E+001,-3.786320506E+002,2.258828609E+003;                785P0001060
110,-2.686782551E+001,2.125905900E+001,1.890313224E+003,             787P0001061
-2.682045326E+001,2.126964521E+001,1.896663224E+003;                 787P0001062
110,-2.682045326E+001,2.126964521E+001,1.896663224E+003,             789P0001063
-2.676710967E+001,2.128156583E+001,1.901663224E+003;                 789P0001064
110,-2.676710967E+001,2.128156583E+001,1.901663224E+003,             791P0001065
-2.596194154E+001,2.146149568E+001,1.977133224E+003;                 791P0001066
110,-2.596194154E+001,2.146149568E+001,1.977133224E+003,             793P0001067
-2.532181848E+001,2.160454313E+001,2.037133224E+003;                 793P0001068
110,-2.532181848E+001,2.160454313E+001,2.037133224E+003,             795P0001069
-2.504088258E+001,2.166732349E+001,2.063465901E+003;                 795P0001070
110,-2.504088258E+001,2.166732349E+001,2.063465901E+003,             797P0001071
-2.265089676E+001,-2.023507705E+002,2.062931814E+003;                797P0001072
110,-2.265089676E+001,-2.023507705E+002,2.062931814E+003,            799P0001073
-2.227749164E+001,-2.373507705E+002,2.062848369E+003;                799P0001074
110,-2.227749164E+001,-2.373507705E+002,2.062848369E+003,            801P0001075
-2.140002448E+001,-3.195975016E+002,2.062652283E+003;                801P0001076
110,-2.140002448E+001,-3.195975016E+002,2.062652283E+003,            803P0001077
-4.925046684E+001,-3.181965371E+002,2.505273654E+003;                803P0001078
110,-4.925046684E+001,-3.181965371E+002,2.505273654E+003,            805P0001079
-5.084656693E+001,-3.399029468E+002,1.960765311E+003;                805P0001080
110,-5.084656693E+001,-3.399029468E+002,1.960765311E+003,            807P0001081
-5.084656693E+001,-3.399029468E+002,1.960765311E+003;                807P0001082
110,-5.084656693E+001,-3.399029468E+002,1.960765311E+003,            809P0001083
-5.085863926E+001,-3.399663524E+002,1.961201323E+003;                809P0001084
110,-5.085863926E+001,-3.399663524E+002,1.961201323E+003,            811P0001085
-5.909079301E+001,-3.832028281E+002,2.258518928E+003;                811P0001086
110,-2.522531316E+001,2.522531313E+001,1.890313224E+003,             813P0001087
-2.519491648E+001,2.519491645E+001,1.896663224E+003;                 813P0001088
110,-2.519491648E+001,2.519491645E+001,1.896663224E+003,             815P0001089
-2.516068848E+001,2.516068845E+001,1.901663224E+003;                 815P0001090
110,-2.516068848E+001,2.516068845E+001,1.901663224E+003,             817P0001091
-2.464405104E+001,2.464405101E+001,1.977133224E+003;                 817P0001092
110,-2.464405104E+001,2.464405101E+001,1.977133224E+003,             819P0001093
-2.423331503E+001,2.423331501E+001,2.037133224E+003;                 819P0001094
110,-2.423331503E+001,2.423331501E+001,2.037133224E+003,             821P0001095
-2.406949637E+001,2.406949636E+001,2.061063728E+003;                 821P0001096
110,-2.406949637E+001,2.406949636E+001,2.061063728E+003,             823P0001097
-2.251951377E+001,-2.023507705E+002,2.062613710E+003;                823P0001098
110,-2.251951377E+001,-2.023507705E+002,2.062613710E+003,            825P0001099
-2.227991777E+001,-2.373507705E+002,2.062853306E+003;                825P0001100
110,-2.227991777E+001,-2.373507705E+002,2.062853306E+003,            827P0001101
-2.171148011E+001,-3.203877067E+002,2.063421744E+003;                827P0001102
110,-2.171148011E+001,-3.203877067E+002,2.063421744E+003,            829P0001103
-5.090813273E+001,-3.231890990E+002,2.505318047E+003;                829P0001104
110,-5.090813273E+001,-3.231890990E+002,2.505318047E+003,            831P0001105
-5.247034439E+001,-3.448180720E+002,1.960488208E+003;                831P0001106
110,-5.247034439E+001,-3.448180720E+002,1.960488208E+003,            833P0001107
-5.247034439E+001,-3.448180720E+002,1.960488208E+003;                833P0001108
110,-5.247034439E+001,-3.448180720E+002,1.960488208E+003,            835P0001109
-5.247264947E+001,-3.448301929E+002,1.960571655E+003;                835P0001110
110,-5.247264947E+001,-3.448301929E+002,1.960571655E+003,            837P0001111
-6.068569921E+001,-3.880173507E+002,2.257895847E+003;                837P0001112
110,2.125905904E+001,2.686782551E+001,1.890313224E+003,              839P0001113
2.126964526E+001,2.682045326E+001,1.896663224E+003;                  839P0001114
110,2.126964526E+001,2.682045326E+001,1.896663224E+003,              841P0001115
2.128156588E+001,2.676710967E+001,1.901663224E+003;                  841P0001116
110,2.128156588E+001,2.676710967E+001,1.901663224E+003,              843P0001117
2.146149572E+001,2.596194154E+001,1.977133224E+003;                  843P0001118
110,2.146149572E+001,2.596194154E+001,1.977133224E+003,              845P0001119
2.160454316E+001,2.532181848E+001,2.037133224E+003;                  845P0001120
110,2.160454316E+001,2.532181848E+001,2.037133224E+003,              847P0001121
2.165919381E+001,2.507726226E+001,2.060055962E+003;                  847P0001122
110,2.165919381E+001,2.507726226E+001,2.060055962E+003,              849P0001123
2.220141044E+001,-2.023507705E+002,2.062482327E+003;                 849P0001124
110,2.220141044E+001,-2.023507705E+002,2.062482327E+003,             851P0001125
2.228485478E+001,-2.373507705E+002,2.062855732E+003;                 851P0001126
110,2.228485478E+001,-2.373507705E+002,2.062855732E+003,             853P0001127
2.247579544E+001,-3.174391647E+002,2.063710173E+003;                 853P0001128
110,2.247579544E+001,-3.174391647E+002,2.063710173E+003,             855P0001129
-8.583269570E+000,-3.220768941E+002,2.505768973E+003;                855P0001130
110,-8.583269570E+000,-3.220768941E+002,2.505768973E+003,            857P0001131
-5.722224970E+001,-3.472169667E+002,1.960304257E+003;                857P0001132
110,-5.722224970E+001,-3.472169667E+002,1.960304257E+003,            859P0001133
-5.722224970E+001,-3.472169667E+002,1.960304257E+003;                859P0001134
110,-5.722224970E+001,-3.472169667E+002,1.960304257E+003,            861P0001135
-5.718466800E+001,-3.471673336E+002,1.959977698E+003;                861P0001136
110,-5.718466800E+001,-3.471673336E+002,1.959977698E+003,            863P0001137
-9.116206479E+001,-3.920403238E+002,2.255217874E+003;                863P0001138
110,2.522531315E+001,2.522531315E+001,1.890313224E+003,              865P0001139
2.519491647E+001,2.519491647E+001,1.896663224E+003;                  865P0001140
110,2.519491647E+001,2.519491647E+001,1.896663224E+003,              867P0001141
2.516068847E+001,2.516068847E+001,1.901663224E+003;                  867P0001142
110,2.516068847E+001,2.516068847E+001,1.901663224E+003,              869P0001143
2.464405103E+001,2.464405103E+001,1.977133224E+003;                  869P0001144
110,2.464405103E+001,2.464405103E+001,1.977133224E+003,              871P0001145
2.423331502E+001,2.423331502E+001,2.037133224E+003;                  871P0001146
110,2.423331502E+001,2.423331502E+001,2.037133224E+003,              873P0001147
2.406949637E+001,2.406949637E+001,2.061063728E+003;                  873P0001148
110,2.406949637E+001,2.406949637E+001,2.061063728E+003,              875P0001149
2.251951377E+001,-2.023507705E+002,2.062613710E+003;                 875P0001150
110,2.251951377E+001,-2.023507705E+002,2.062613710E+003,             877P0001151
2.227991777E+001,-2.373507705E+002,2.062853306E+003;                 877P0001152
110,2.227991777E+001,-2.373507705E+002,2.062853306E+003,             879P0001153
2.173341135E+001,-3.171840089E+002,2.063399813E+003;                 879P0001154
110,2.173341135E+001,-3.171840089E+002,2.063399813E+003,             881P0001155
-1.356724456E+001,-3.204362158E+002,2.505773147E+003;                881P0001156
110,-1.356724456E+001,-3.204362158E+002,2.505773147E+003,            883P0001157
-6.212486375E+001,-3.455809051E+002,1.960329536E+003;                883P0001158
110,-6.212486375E+001,-3.455809051E+002,1.960329536E+003,            885P0001159
-6.212486375E+001,-3.455809051E+002,1.960329536E+003;                885P0001160
110,-6.212486375E+001,-3.455809051E+002,1.960329536E+003,            887P0001161
-6.206303182E+001,-3.454991349E+002,1.959791568E+003;                887P0001162
110,-6.206303182E+001,-3.454991349E+002,1.959791568E+003,            889P0001163
-9.599710247E+001,-3.903755479E+002,2.255034592E+003;                889P0001164
110,2.686782551E+001,2.125905904E+001,1.890313224E+003,              891P0001165
2.682045326E+001,2.126964526E+001,1.896663224E+003;                  891P0001166
110,2.682045326E+001,2.126964526E+001,1.896663224E+003,              893P0001167
2.676710967E+001,2.128156588E+001,1.901663224E+003;                  893P0001168
110,2.676710967E+001,2.128156588E+001,1.901663224E+003,              895P0001169
2.596194154E+001,2.146149572E+001,1.977133224E+003;                  895P0001170
110,2.596194154E+001,2.146149572E+001,1.977133224E+003,              897P0001171
2.532181848E+001,2.160454316E+001,2.037133224E+003;                  897P0001172
110,2.532181848E+001,2.160454316E+001,2.037133224E+003,              899P0001173
2.504088258E+001,2.166732352E+001,2.063465901E+003;                  899P0001174
110,2.504088258E+001,2.166732352E+001,2.063465901E+003,              901P0001175
2.265089676E+001,-2.023507705E+002,2.062931814E+003;                 901P0001176
110,2.265089676E+001,-2.023507705E+002,2.062931814E+003,             903P0001177
2.227749164E+001,-2.373507705E+002,2.062848369E+003;                 903P0001178
110,2.227749164E+001,-2.373507705E+002,2.062848369E+003,             905P0001179
2.143341332E+001,-3.164678992E+002,2.062659744E+003;                 905P0001180
110,2.143341332E+001,-3.164678992E+002,2.062659744E+003,             907P0001181
-1.592075074E+001,-3.157582096E+002,2.505680046E+003;                907P0001182
110,-1.592075074E+001,-3.157582096E+002,2.505680046E+003,            909P0001183
-6.441967179E+001,-3.409324586E+002,1.960544484E+003;                909P0001184
110,-6.441967179E+001,-3.409324586E+002,1.960544484E+003,            911P0001185
-6.441967179E+001,-3.409324586E+002,1.960544484E+003;                911P0001186
110,-6.441967179E+001,-3.409324586E+002,1.960544484E+003,            913P0001187
-6.436939641E+001,-3.408659024E+002,1.960106845E+003;                913P0001188
110,-6.436939641E+001,-3.408659024E+002,1.960106845E+003,            915P0001189
-9.828637975E+001,-3.857663391E+002,2.255348614E+003;                915P0001190
110,2.522443462E+001,1.729500659E+001,1.890313224E+003,              917P0001191
2.519403819E+001,1.734657577E+001,1.896663224E+003;                  917P0001192
110,2.519403819E+001,1.734657577E+001,1.896663224E+003,              919P0001193
2.515980969E+001,1.740464625E+001,1.901663224E+003;                  919P0001194
110,2.515980969E+001,1.740464625E+001,1.901663224E+003,              921P0001195
2.464316482E+001,1.828116200E+001,1.977133224E+003;                  921P0001196
110,2.464316482E+001,1.828116200E+001,1.977133224E+003,              923P0001197
2.423242291E+001,1.897800770E+001,2.037133224E+003;                  923P0001198
110,2.423242291E+001,1.897800770E+001,2.037133224E+003,              925P0001199
2.403602805E+001,1.931120212E+001,2.065822022E+003;                  925P0001200
110,2.403602805E+001,1.931120212E+001,2.065822022E+003,              927P0001201
2.251859701E+001,-2.023507705E+002,2.063247619E+003;                 927P0001202
110,2.251859701E+001,-2.023507705E+002,2.063247619E+003,             929P0001203
2.227899756E+001,-2.373507705E+002,2.062841125E+003;                 929P0001204
110,2.227899756E+001,-2.373507705E+002,2.062841125E+003,             931P0001205
2.174251619E+001,-3.157184299E+002,2.061930956E+003;                 931P0001206
110,2.174251619E+001,-3.157184299E+002,2.061930956E+003,             933P0001207
-1.426073452E+001,-3.107864934E+002,2.505544302E+003;                933P0001208
110,-1.426073452E+001,-3.107864934E+002,2.505544302E+003,            935P0001209
-6.276023964E+001,-3.359975682E+002,1.960823060E+003;                935P0001210
110,-6.276023964E+001,-3.359975682E+002,1.960823060E+003,            937P0001211
-6.276023964E+001,-3.359975682E+002,1.960823060E+003;                937P0001212
110,-6.276023964E+001,-3.359975682E+002,1.960823060E+003,            939P0001213
-6.275054138E+001,-3.359847283E+002,1.960738690E+003;                939P0001214
110,-6.275054138E+001,-3.359847283E+002,1.960738690E+003,            941P0001215
-9.668792317E+001,-3.809155428E+002,2.255975763E+003;                941P0001216
110,2.126038218E+001,1.565524412E+001,1.890313224E+003,              943P0001217
2.127096871E+001,1.572378909E+001,1.896663224E+003;                  943P0001218
110,2.127096871E+001,1.572378909E+001,1.896663224E+003,              945P0001219
2.128289008E+001,1.580097669E+001,1.901663224E+003;                  945P0001220
110,2.128289008E+001,1.580097669E+001,1.901663224E+003,              947P0001221
2.146283112E+001,1.696604641E+001,1.977133224E+003;                  947P0001222
110,2.146283112E+001,1.696604641E+001,1.977133224E+003,              949P0001223
2.160588747E+001,1.789229767E+001,2.037133224E+003;                  949P0001224
110,2.160588747E+001,1.789229767E+001,2.037133224E+003,              951P0001225
2.167658111E+001,1.835001987E+001,2.066783204E+003;                  951P0001226
110,2.167658111E+001,1.835001987E+001,2.066783204E+003,              953P0001227
2.220279194E+001,-2.023507705E+002,2.063376131E+003;                 953P0001228
110,2.220279194E+001,-2.023507705E+002,2.063376131E+003,             955P0001229
2.228624148E+001,-2.373507705E+002,2.062835818E+003;                 955P0001230
110,2.228624148E+001,-2.373507705E+002,2.062835818E+003,             957P0001231
2.247225172E+001,-3.153662855E+002,2.061631452E+003;                 957P0001232
110,2.247225172E+001,-3.153662855E+002,2.061631452E+003,             959P0001233
-9.562926150E+000,-3.084378252E+002,2.505445419E+003;                959P0001234
110,-9.562926150E+000,-3.084378252E+002,2.505445419E+003,            961P0001235
-5.812155783E+001,-3.336691908E+002,1.961001929E+003;                961P0001236
110,-5.812155783E+001,-3.336691908E+002,1.961001929E+003,            963P0001237
-5.812155783E+001,-3.336691908E+002,1.961001929E+003;                963P0001238
110,-5.812155783E+001,-3.336691908E+002,1.961001929E+003,            965P0001239
-5.815777048E+001,-3.337170882E+002,1.961316529E+003;                965P0001240
110,-5.815777048E+001,-3.337170882E+002,1.961316529E+003,            967P0001241
-9.214092122E+001,-3.786656135E+002,2.256548356E+003;                967P0001242
110,1.729775652E+001,1.729775652E+001,1.890313224E+003,              969P0001243
1.734932591E+001,1.734932591E+001,1.896663224E+003;                  969P0001244
110,1.734932591E+001,1.734932591E+001,1.896663224E+003,              971P0001245
1.740739793E+001,1.740739793E+001,1.901663224E+003;                  971P0001246
110,1.740739793E+001,1.740739793E+001,1.901663224E+003,              973P0001247
1.828393696E+001,1.828393696E+001,1.977133224E+003;                  973P0001248
110,1.828393696E+001,1.828393696E+001,1.977133224E+003,              975P0001249
1.898080116E+001,1.898080116E+001,2.037133224E+003;                  975P0001250
110,1.898080116E+001,1.898080116E+001,2.037133224E+003,              977P0001251
1.931397226E+001,1.931397226E+001,2.065819252E+003;                  977P0001252
110,1.931397226E+001,1.931397226E+001,2.065819252E+003,              979P0001253
2.188847600E+001,-2.023507705E+002,2.063244748E+003;                 979P0001254
110,2.188847600E+001,-2.023507705E+002,2.063244748E+003,             981P0001255
2.229498012E+001,-2.373507705E+002,2.062838244E+003;                 981P0001256
110,2.229498012E+001,-2.373507705E+002,2.062838244E+003,             983P0001257
2.320391161E+001,-3.156097609E+002,2.061929312E+003;                 983P0001258
110,2.320391161E+001,-3.156097609E+002,2.061929312E+003,             985P0001259
-4.583632960E+000,-3.100847141E+002,2.505441226E+003;                985P0001260
110,-4.583632960E+000,-3.100847141E+002,2.505441226E+003,            987P0001261
-5.322307240E+001,-3.353083137E+002,1.960976439E+003;                987P0001262
110,-5.322307240E+001,-3.353083137E+002,1.960976439E+003,            989P0001263
-5.322307240E+001,-3.353083137E+002,1.960976439E+003;                989P0001264
110,-5.322307240E+001,-3.353083137E+002,1.960976439E+003,            991P0001265
-5.328364834E+001,-3.353883251E+002,1.961502027E+003;                991P0001266
110,-5.328364834E+001,-3.353883251E+002,1.961502027E+003,            993P0001267
-8.730989305E+001,-3.803316955E+002,2.256731205E+003;                993P0001268
110,1.565524412E+001,2.126038218E+001,1.890313224E+003,              995P0001269
1.572378909E+001,2.127096871E+001,1.896663224E+003;                  995P0001270
110,1.572378909E+001,2.127096871E+001,1.896663224E+003,              997P0001271
1.580097669E+001,2.128289008E+001,1.901663224E+003;                  997P0001272
110,1.580097669E+001,2.128289008E+001,1.901663224E+003,              999P0001273
1.696604641E+001,2.146283112E+001,1.977133224E+003;                  999P0001274
110,1.696604641E+001,2.146283112E+001,1.977133224E+003,             1001P0001275
1.789229767E+001,2.160588747E+001,2.037133224E+003;                 1001P0001276
110,1.789229767E+001,2.160588747E+001,2.037133224E+003,             1003P0001277
1.829878816E+001,2.166866854E+001,2.063464556E+003;                 1003P0001278
110,1.829878816E+001,2.166866854E+001,2.063464556E+003,             1005P0001279
2.175709297E+001,-2.023507705E+002,2.062930432E+003;                1005P0001280
110,2.175709297E+001,-2.023507705E+002,2.062930432E+003,            1007P0001281
2.229740621E+001,-2.373507705E+002,2.062846983E+003;                1007P0001282
110,2.229740621E+001,-2.373507705E+002,2.062846983E+003,            1009P0001283
2.351640759E+001,-3.163143149E+002,2.062658712E+003;                1009P0001284
110,2.351640759E+001,-3.163143149E+002,2.062658712E+003,            1011P0001285
-2.236344362E+000,-3.147580482E+002,2.505534192E+003;               1011P0001286
110,-2.236344362E+000,-3.147580482E+002,2.505534192E+003,           1013P0001287
-5.093132967E+001,-3.399525945E+002,1.960761671E+003;               1013P0001288
110,-5.093132967E+001,-3.399525945E+002,1.960761671E+003,           1015P0001289
-5.093132967E+001,-3.399525945E+002,1.960761671E+003;               1015P0001290
110,-5.093132967E+001,-3.399525945E+002,1.960761671E+003,           1017P0001291
-5.098036853E+001,-3.400173037E+002,1.961186968E+003;               1017P0001292
110,-5.098036853E+001,-3.400173037E+002,1.961186968E+003,           1019P0001293
-8.502195388E+001,-3.849368961E+002,2.256417504E+003;               1019P0001294
110,1.729500659E+001,2.522443462E+001,1.890313224E+003,             1021P0001295
1.734657577E+001,2.519403819E+001,1.896663224E+003;                 1021P0001296
110,1.734657577E+001,2.519403819E+001,1.896663224E+003,             1023P0001297
1.740464625E+001,2.515980969E+001,1.901663224E+003;                 1023P0001298
110,1.740464625E+001,2.515980969E+001,1.901663224E+003,             1025P0001299
1.828116200E+001,2.464316482E+001,1.977133224E+003;                 1025P0001300
110,1.828116200E+001,2.464316482E+001,1.977133224E+003,             1027P0001301
1.897800770E+001,2.423242291E+001,2.037133224E+003;                 1027P0001302
110,1.897800770E+001,2.423242291E+001,2.037133224E+003,             1029P0001303
1.925594930E+001,2.406859573E+001,2.061064628E+003;                 1029P0001304
110,1.925594930E+001,2.406859573E+001,2.061064628E+003,             1031P0001305
2.188560533E+001,-2.023507705E+002,2.062614627E+003;                1031P0001306
110,2.188560533E+001,-2.023507705E+002,2.062614627E+003,            1033P0001307
2.229209866E+001,-2.373507705E+002,2.062854227E+003;                1033P0001308
110,2.229209866E+001,-2.373507705E+002,2.062854227E+003,            1035P0001309
2.321802881E+001,-3.170754627E+002,2.063399998E+003;                1035P0001310
110,2.321802881E+001,-3.170754627E+002,2.063399998E+003,            1037P0001311
-3.891678812E+000,-3.197235537E+002,2.505669955E+003;               1037P0001312
110,-3.891678812E+000,-3.197235537E+002,2.505669955E+003,           1039P0001313
-5.258663321E+001,-3.448844237E+002,1.960483306E+003;               1039P0001314
110,-5.258663321E+001,-3.448844237E+002,1.960483306E+003,           1041P0001315
-5.258663321E+001,-3.448844237E+002,1.960483306E+003;               1041P0001316
110,-5.258663321E+001,-3.448844237E+002,1.960483306E+003,           1043P0001317
-5.259498188E+001,-3.448954397E+002,1.960555755E+003;               1043P0001318
110,-5.259498188E+001,-3.448954397E+002,1.960555755E+003,           1045P0001319
-8.661640097E+001,-3.897863864E+002,2.255790789E+003;               1045P0001320
110,-2.126038223E+001,-1.565524412E+001,1.890313224E+003,           1047P0001321
-2.127096877E+001,-1.572378909E+001,1.896663224E+003;               1047P0001322
110,-2.127096877E+001,-1.572378909E+001,1.896663224E+003,           1049P0001323
-2.128289013E+001,-1.580097670E+001,1.901663224E+003;               1049P0001324
110,-2.128289013E+001,-1.580097670E+001,1.901663224E+003,           1051P0001325
-2.146283117E+001,-1.696604641E+001,1.977133224E+003;               1051P0001326
110,-2.146283117E+001,-1.696604641E+001,1.977133224E+003,           1053P0001327
-2.160588751E+001,-1.789229768E+001,2.037133224E+003;               1053P0001328
110,-2.160588751E+001,-1.789229768E+001,2.037133224E+003,           1055P0001329
-2.176545604E+001,-1.892546089E+001,2.104058685E+003;               1055P0001330
110,-2.176545604E+001,-1.892546089E+001,2.104058685E+003,           1057P0001331
-2.220279194E+001,-2.023507705E+002,2.106890317E+003;               1057P0001332
110,-2.220279194E+001,-2.023507705E+002,2.106890317E+003,           1059P0001333
-2.228624148E+001,-2.373507705E+002,2.107430630E+003;               1059P0001334
110,-2.228624148E+001,-2.373507705E+002,2.107430630E+003,           1061P0001335
-2.259376018E+001,-3.663287763E+002,2.109421731E+003;               1061P0001336
110,-2.259376018E+001,-3.663287763E+002,2.109421731E+003,           1063P0001337
-5.213376080E+001,-3.725041927E+002,2.504925773E+003;               1063P0001338
110,-5.213376080E+001,-3.725041927E+002,2.504925773E+003,           1065P0001339
-5.706990594E+001,-3.472408239E+002,1.960304883E+003;               1065P0001340
110,-5.706990594E+001,-3.472408239E+002,1.960304883E+003,           1067P0001341
-5.706990594E+001,-3.472408239E+002,1.960304883E+003;               1067P0001342
110,-5.706990594E+001,-3.472408239E+002,1.960304883E+003,           1069P0001343
-5.705900306E+001,-3.472219743E+002,1.959981269E+003;               1069P0001344
110,-5.705900306E+001,-3.472219743E+002,1.959981269E+003,           1071P0001345
-6.716232802E+001,-3.646892529E+002,2.259863423E+003;               1071P0001346
110,-1.729775653E+001,-1.729775653E+001,1.890313224E+003,           1073P0001347
-1.734932592E+001,-1.734932592E+001,1.896663224E+003;               1073P0001348
110,-1.734932592E+001,-1.734932592E+001,1.896663224E+003,           1075P0001349
-1.740739794E+001,-1.740739794E+001,1.901663224E+003;               1075P0001350
110,-1.740739794E+001,-1.740739794E+001,1.901663224E+003,           1077P0001351
-1.828393696E+001,-1.828393696E+001,1.977133224E+003;               1077P0001352
110,-1.828393696E+001,-1.828393696E+001,1.977133224E+003,           1079P0001353
-1.898080117E+001,-1.898080117E+001,2.037133224E+003;               1079P0001354
110,-1.898080117E+001,-1.898080117E+001,2.037133224E+003,           1081P0001355
-1.976788472E+001,-1.976788472E+001,2.104901109E+003;               1081P0001356
110,-1.976788472E+001,-1.976788472E+001,2.104901109E+003,           1083P0001357
-2.188847600E+001,-2.023507705E+002,2.107021700E+003;               1083P0001358
110,-2.188847600E+001,-2.023507705E+002,2.107021700E+003,           1085P0001359
-2.229498012E+001,-2.373507705E+002,2.107428204E+003;               1085P0001360
110,-2.229498012E+001,-2.373507705E+002,2.107428204E+003,           1087P0001361
-2.378820361E+001,-3.659172955E+002,2.108921428E+003;               1087P0001362
110,-2.378820361E+001,-3.659172955E+002,2.108921428E+003,           1089P0001363
-5.713475616E+001,-3.708567244E+002,2.504799537E+003;               1089P0001364
110,-5.713475616E+001,-3.708567244E+002,2.504799537E+003,           1091P0001365
-6.196954613E+001,-3.456323739E+002,1.960328754E+003;               1091P0001366
110,-6.196954613E+001,-3.456323739E+002,1.960328754E+003,           1093P0001367
-6.196954613E+001,-3.456323739E+002,1.960328754E+003;               1093P0001368
110,-6.196954613E+001,-3.456323739E+002,1.960328754E+003,           1095P0001369
-6.195146555E+001,-3.456009118E+002,1.959789150E+003;               1095P0001370
110,-6.195146555E+001,-3.456009118E+002,1.959789150E+003,           1097P0001371
-7.199973710E+001,-3.630859975E+002,2.259673512E+003;               1097P0001372
110,-1.565524412E+001,-2.126038223E+001,1.890313224E+003,           1099P0001373
-1.572378909E+001,-2.127096877E+001,1.896663224E+003;               1099P0001374
110,-1.572378909E+001,-2.127096877E+001,1.896663224E+003,           1101P0001375
-1.580097670E+001,-2.128289013E+001,1.901663224E+003;               1101P0001376
110,-1.580097670E+001,-2.128289013E+001,1.901663224E+003,           1103P0001377
-1.696604641E+001,-2.146283117E+001,1.977133224E+003;               1103P0001378
110,-1.696604641E+001,-2.146283117E+001,1.977133224E+003,           1105P0001379
-1.789229768E+001,-2.160588751E+001,2.037133224E+003;               1105P0001380
110,-1.789229768E+001,-2.160588751E+001,2.037133224E+003,           1107P0001381
-1.896940816E+001,-2.177224354E+001,2.106905468E+003;               1107P0001382
110,-1.896940816E+001,-2.177224354E+001,2.106905468E+003,           1109P0001383
-2.175709297E+001,-2.023507705E+002,2.107336016E+003;               1109P0001384
110,-2.175709297E+001,-2.023507705E+002,2.107336016E+003,           1111P0001385
-2.229740621E+001,-2.373507705E+002,2.107419466E+003;               1111P0001386
110,-2.229740621E+001,-2.373507705E+002,2.107419466E+003,           1113P0001387
-2.426424545E+001,-3.647571872E+002,2.107723237E+003;               1113P0001388
110,-2.426424545E+001,-3.647571872E+002,2.107723237E+003,           1115P0001389
-5.951032838E+001,-3.661557633E+002,2.504835067E+003;               1115P0001390
110,-5.951032838E+001,-3.661557633E+002,2.504835067E+003,           1117P0001391
-6.429201856E+001,-3.410281085E+002,1.960541050E+003;               1117P0001392
110,-6.429201856E+001,-3.410281085E+002,1.960541050E+003,           1119P0001393
-6.429201856E+001,-3.410281085E+002,1.960541050E+003;               1119P0001394
110,-6.429201856E+001,-3.410281085E+002,1.960541050E+003,           1121P0001395
-6.427726048E+001,-3.410022833E+002,1.960099359E+003;               1121P0001396
110,-6.427726048E+001,-3.410022833E+002,1.960099359E+003,           1123P0001397
-7.429710100E+001,-3.585360400E+002,2.259980721E+003;               1123P0001398
110,-1.729500660E+001,-2.522443465E+001,1.890313224E+003,           1125P0001399
-1.734657579E+001,-2.519403821E+001,1.896663224E+003;               1125P0001400
110,-1.734657579E+001,-2.519403821E+001,1.896663224E+003,           1127P0001401
-1.740464626E+001,-2.515980972E+001,1.901663224E+003;               1127P0001402
110,-1.740464626E+001,-2.515980972E+001,1.901663224E+003,           1129P0001403
-1.828116201E+001,-2.464316485E+001,1.977133224E+003;               1129P0001404
110,-1.828116201E+001,-2.464316485E+001,1.977133224E+003,           1131P0001405
-1.897800771E+001,-2.423242293E+001,2.037133224E+003;               1131P0001406
110,-1.897800771E+001,-2.423242293E+001,2.037133224E+003,           1133P0001407
-1.981121802E+001,-2.374130359E+001,2.108874528E+003;               1133P0001408
110,-1.981121802E+001,-2.374130359E+001,2.108874528E+003,           1135P0001409
-2.188560533E+001,-2.023507705E+002,2.107651821E+003;               1135P0001410
110,-2.188560533E+001,-2.023507705E+002,2.107651821E+003,           1137P0001411
-2.229209866E+001,-2.373507705E+002,2.107412222E+003;               1137P0001412
110,-2.229209866E+001,-2.373507705E+002,2.107412222E+003,           1139P0001413
-2.375776902E+001,-3.635483231E+002,2.106548311E+003;               1139P0001414
110,-2.375776902E+001,-3.635483231E+002,2.106548311E+003,           1141P0001415
-5.786449436E+001,-3.611582859E+002,2.505011660E+003;               1141P0001416
110,-5.786449436E+001,-3.611582859E+002,2.505011660E+003,           1143P0001417
-6.267486890E+001,-3.361251537E+002,1.960817435E+003;               1143P0001418
110,-6.267486890E+001,-3.361251537E+002,1.960817435E+003,           1145P0001419
-6.267486890E+001,-3.361251537E+002,1.960817435E+003;               1145P0001420
110,-6.267486890E+001,-3.361251537E+002,1.960817435E+003,           1147P0001421
-6.267195315E+001,-3.361200453E+002,1.960730313E+003;               1147P0001422
110,-6.267195315E+001,-3.361200453E+002,1.960730313E+003,           1149P0001423
-7.270800722E+001,-3.537030699E+002,2.260605306E+003;               1149P0001424
110,-2.125905900E+001,-2.686782551E+001,1.890313224E+003,           1151P0001425
-2.126964521E+001,-2.682045326E+001,1.896663224E+003;               1151P0001426
110,-2.126964521E+001,-2.682045326E+001,1.896663224E+003,           1153P0001427
-2.128156583E+001,-2.676710967E+001,1.901663224E+003;               1153P0001428
110,-2.128156583E+001,-2.676710967E+001,1.901663224E+003,           1155P0001429
-2.146149568E+001,-2.596194154E+001,1.977133224E+003;               1155P0001430
110,-2.146149568E+001,-2.596194154E+001,1.977133224E+003,           1157P0001431
-2.160454313E+001,-2.532181848E+001,2.037133224E+003;               1157P0001432
110,-2.160454313E+001,-2.532181848E+001,2.037133224E+003,           1159P0001433
-2.177750615E+001,-2.454782619E+001,2.109681050E+003;               1159P0001434
110,-2.177750615E+001,-2.454782619E+001,2.109681050E+003,           1161P0001435
-2.220141044E+001,-2.023507705E+002,2.107784121E+003;               1161P0001436
110,-2.220141044E+001,-2.023507705E+002,2.107784121E+003,           1163P0001437
-2.228485478E+001,-2.373507705E+002,2.107410716E+003;               1163P0001438
110,-2.228485478E+001,-2.373507705E+002,2.107410716E+003,           1165P0001439
-2.258438407E+001,-3.629857109E+002,2.106070352E+003;               1165P0001440
110,-2.258438407E+001,-3.629857109E+002,2.106070352E+003,           1167P0001441
-5.316457551E+001,-3.587961473E+002,2.505225666E+003;               1167P0001442
110,-5.316457551E+001,-3.587961473E+002,2.505225666E+003,           1169P0001443
-5.806540824E+001,-3.337975807E+002,1.960995903E+003;               1169P0001444
110,-5.806540824E+001,-3.337975807E+002,1.960995903E+003,           1171P0001445
-5.806540824E+001,-3.337975807E+002,1.960995903E+003;               1171P0001446
110,-5.806540824E+001,-3.337975807E+002,1.960995903E+003,           1173P0001447
-5.807604603E+001,-3.338161470E+002,1.961312188E+003;               1173P0001448
110,-5.807604603E+001,-3.338161470E+002,1.961312188E+003,           1175P0001449
-6.816170636E+001,-3.514188264E+002,2.261181448E+003;               1175P0001450
110,-2.522531316E+001,-2.522531316E+001,1.890313224E+003,           1177P0001451
-2.519491648E+001,-2.519491648E+001,1.896663224E+003;               1177P0001452
110,-2.519491648E+001,-2.519491648E+001,1.896663224E+003,           1179P0001453
-2.516068848E+001,-2.516068848E+001,1.901663224E+003;               1179P0001454
110,-2.516068848E+001,-2.516068848E+001,1.901663224E+003,           1181P0001455
-2.464405104E+001,-2.464405104E+001,1.977133224E+003;               1181P0001456
110,-2.464405104E+001,-2.464405104E+001,1.977133224E+003,           1183P0001457
-2.423331503E+001,-2.423331503E+001,2.037133224E+003;               1183P0001458
110,-2.423331503E+001,-2.423331503E+001,2.037133224E+003,           1185P0001459
-2.374219664E+001,-2.374219664E+001,2.108875421E+003;               1185P0001460
110,-2.374219664E+001,-2.374219664E+001,2.108875421E+003,           1187P0001461
-2.251951377E+001,-2.023507705E+002,2.107652738E+003;               1187P0001462
110,-2.251951377E+001,-2.023507705E+002,2.107652738E+003,           1189P0001463
-2.227991777E+001,-2.373507705E+002,2.107413142E+003;               1189P0001464
110,-2.227991777E+001,-2.373507705E+002,2.107413142E+003,           1191P0001465
-2.141717899E+001,-3.633789887E+002,2.106550403E+003;               1191P0001466
110,-2.141717899E+001,-3.633789887E+002,2.106550403E+003,           1193P0001467
-4.816812290E+001,-3.604498347E+002,2.505351612E+003;               1193P0001468
110,-4.816812290E+001,-3.604498347E+002,2.505351612E+003,           1195P0001469
-5.316577676E+001,-3.354088368E+002,1.960971885E+003;               1195P0001470
110,-5.316577676E+001,-3.354088368E+002,1.960971885E+003,           1197P0001471
-5.316577676E+001,-3.354088368E+002,1.960971885E+003;               1197P0001472
110,-5.316577676E+001,-3.354088368E+002,1.960971885E+003,           1199P0001473
-5.318376694E+001,-3.354400375E+002,1.961503996E+003;               1199P0001474
110,-5.318376694E+001,-3.354400375E+002,1.961503996E+003,           1201P0001475
-6.332200160E+001,-3.530230032E+002,2.261371432E+003;               1201P0001476
110,-2.686782551E+001,-2.125905900E+001,1.890313224E+003,           1203P0001477
-2.682045326E+001,-2.126964521E+001,1.896663224E+003;               1203P0001478
110,-2.682045326E+001,-2.126964521E+001,1.896663224E+003,           1205P0001479
-2.676710967E+001,-2.128156583E+001,1.901663224E+003;               1205P0001480
110,-2.676710967E+001,-2.128156583E+001,1.901663224E+003,           1207P0001481
-2.596194154E+001,-2.146149568E+001,1.977133224E+003;               1207P0001482
110,-2.596194154E+001,-2.146149568E+001,1.977133224E+003,           1209P0001483
-2.532181848E+001,-2.160454313E+001,2.037133224E+003;               1209P0001484
110,-2.532181848E+001,-2.160454313E+001,2.037133224E+003,           1211P0001485
-2.457745259E+001,-2.177088558E+001,2.106904110E+003;               1211P0001486
110,-2.457745259E+001,-2.177088558E+001,2.106904110E+003,           1213P0001487
-2.265089676E+001,-2.023507705E+002,2.107334635E+003;               1213P0001488
110,-2.265089676E+001,-2.023507705E+002,2.107334635E+003,           1215P0001489
-2.227749164E+001,-2.373507705E+002,2.107418079E+003;               1215P0001490
110,-2.227749164E+001,-2.373507705E+002,2.107418079E+003,           1217P0001491
-2.092086214E+001,-3.645103351E+002,2.107721243E+003;               1217P0001492
110,-2.092086214E+001,-3.645103351E+002,2.107721243E+003,           1219P0001493
-4.579877547E+001,-3.651462449E+002,2.505315926E+003;               1219P0001494
110,-4.579877547E+001,-3.651462449E+002,2.505315926E+003,           1221P0001495
-5.084610356E+001,-3.400130863E+002,1.960759555E+003;               1221P0001496
110,-5.084610356E+001,-3.400130863E+002,1.960759555E+003,           1223P0001497
-5.084610356E+001,-3.400130863E+002,1.960759555E+003;               1223P0001498
110,-5.084610356E+001,-3.400130863E+002,1.960759555E+003,           1225P0001499
-5.086081633E+001,-3.400384696E+002,1.961193597E+003;               1225P0001500
110,-5.086081633E+001,-3.400384696E+002,1.961193597E+003,           1227P0001501
-6.102555060E+001,-3.575752480E+002,2.261063916E+003;               1227P0001502
110,-2.522443465E+001,-1.729500660E+001,1.890313224E+003,           1229P0001503
-2.519403821E+001,-1.734657579E+001,1.896663224E+003;               1229P0001504
110,-2.519403821E+001,-1.734657579E+001,1.896663224E+003,           1231P0001505
-2.515980972E+001,-1.740464626E+001,1.901663224E+003;               1231P0001506
110,-2.515980972E+001,-1.740464626E+001,1.901663224E+003,           1233P0001507
-2.464316485E+001,-1.828116201E+001,1.977133224E+003;               1233P0001508
110,-2.464316485E+001,-1.828116201E+001,1.977133224E+003,           1235P0001509
-2.423242293E+001,-1.897800771E+001,2.037133224E+003;               1235P0001510
110,-2.423242293E+001,-1.897800771E+001,2.037133224E+003,           1237P0001511
-2.376852391E+001,-1.976503729E+001,2.104898261E+003;               1237P0001512
110,-2.376852391E+001,-1.976503729E+001,2.104898261E+003,           1239P0001513
-2.251859701E+001,-2.023507705E+002,2.107018829E+003;               1239P0001514
110,-2.251859701E+001,-2.023507705E+002,2.107018829E+003,           1241P0001515
-2.227899756E+001,-2.373507705E+002,2.107425323E+003;               1241P0001516
110,-2.227899756E+001,-2.373507705E+002,2.107425323E+003,           1243P0001517
-2.140010140E+001,-3.657373982E+002,2.108916417E+003;               1243P0001518
110,-2.140010140E+001,-3.657373982E+002,2.108916417E+003,           1245P0001519
-4.744006665E+001,-3.701375032E+002,2.505139623E+003;               1245P0001520
110,-4.744006665E+001,-3.701375032E+002,2.505139623E+003,           1247P0001521
-5.246324442E+001,-3.449132350E+002,1.960483317E+003;               1247P0001522
110,-5.246324442E+001,-3.449132350E+002,1.960483317E+003,           1249P0001523
-5.246324442E+001,-3.449132350E+002,1.960483317E+003;               1249P0001524
110,-5.246324442E+001,-3.449132350E+002,1.960483317E+003,           1251P0001525
-5.246594017E+001,-3.449178795E+002,1.960562954E+003;               1251P0001526
110,-5.246594017E+001,-3.449178795E+002,1.960562954E+003,           1253P0001527
-6.261693996E+001,-3.624072966E+002,2.260439257E+003;               1253P0001528
110,2.126038223E+001,-1.565524412E+001,1.890313224E+003,            1255P0001529
2.127096877E+001,-1.572378909E+001,1.896663224E+003;                1255P0001530
110,2.127096877E+001,-1.572378909E+001,1.896663224E+003,            1257P0001531
2.128289013E+001,-1.580097670E+001,1.901663224E+003;                1257P0001532
110,2.128289013E+001,-1.580097670E+001,1.901663224E+003,            1259P0001533
2.146283117E+001,-1.696604641E+001,1.977133224E+003;                1259P0001534
110,2.146283117E+001,-1.696604641E+001,1.977133224E+003,            1261P0001535
2.160588751E+001,-1.789229768E+001,2.037133224E+003;                1261P0001536
110,2.160588751E+001,-1.789229768E+001,2.037133224E+003,            1263P0001537
2.176545604E+001,-1.892546089E+001,2.104058685E+003;                1263P0001538
110,2.176545604E+001,-1.892546089E+001,2.104058685E+003,            1265P0001539
2.220279194E+001,-2.023507705E+002,2.106890317E+003;                1265P0001540
110,2.220279194E+001,-2.023507705E+002,2.106890317E+003,            1267P0001541
2.228624148E+001,-2.373507705E+002,2.107430630E+003;                1267P0001542
110,2.228624148E+001,-2.373507705E+002,2.107430630E+003,            1269P0001543
2.258574758E+001,-3.629681705E+002,2.109369852E+003;                1269P0001544
110,2.258574758E+001,-3.629681705E+002,2.109369852E+003,            1271P0001545
-5.107240320E+000,-3.690125136E+002,2.505499430E+003;               1271P0001546
110,-5.107240320E+000,-3.690125136E+002,2.505499430E+003,           1273P0001547
-5.721585005E+001,-3.471955036E+002,1.960305459E+003;               1273P0001548
110,-5.721585005E+001,-3.471955036E+002,1.960305459E+003,           1275P0001549
-5.721585005E+001,-3.471955036E+002,1.960305459E+003;               1275P0001550
110,-5.721585005E+001,-3.471955036E+002,1.960305459E+003,           1277P0001551
-5.717630637E+001,-3.471743037E+002,1.959977586E+003;               1277P0001552
110,-5.717630637E+001,-3.471743037E+002,1.959977586E+003,           1279P0001553
-9.309107957E+001,-3.664287143E+002,2.257761612E+003;               1279P0001554
110,2.522443464E+001,-1.729500659E+001,1.890313224E+003,            1281P0001555
2.519403821E+001,-1.734657578E+001,1.896663224E+003;                1281P0001556
110,2.519403821E+001,-1.734657578E+001,1.896663224E+003,            1283P0001557
2.515980971E+001,-1.740464625E+001,1.901663224E+003;                1283P0001558
110,2.515980971E+001,-1.740464625E+001,1.901663224E+003,            1285P0001559
2.464316484E+001,-1.828116200E+001,1.977133224E+003;                1285P0001560
110,2.464316484E+001,-1.828116200E+001,1.977133224E+003,            1287P0001561
2.423242292E+001,-1.897800770E+001,2.037133224E+003;                1287P0001562
110,2.423242292E+001,-1.897800770E+001,2.037133224E+003,            1289P0001563
2.376852390E+001,-1.976503728E+001,2.104898261E+003;                1289P0001564
110,2.376852390E+001,-1.976503728E+001,2.104898261E+003,            1291P0001565
2.251859701E+001,-2.023507705E+002,2.107018829E+003;                1291P0001566
110,2.251859701E+001,-2.023507705E+002,2.107018829E+003,            1293P0001567
2.227899756E+001,-2.373507705E+002,2.107425323E+003;                1293P0001568
110,2.227899756E+001,-2.373507705E+002,2.107425323E+003,            1295P0001569
2.142182248E+001,-3.625644457E+002,2.108879566E+003;                1295P0001570
110,2.142182248E+001,-3.625644457E+002,2.108879566E+003,            1297P0001571
-1.009601330E+001,-3.673734804E+002,2.505594817E+003;               1297P0001572
110,-1.009601330E+001,-3.673734804E+002,2.505594817E+003,           1299P0001573
-6.212489446E+001,-3.455774328E+002,1.960329717E+003;               1299P0001574
110,-6.212489446E+001,-3.455774328E+002,1.960329717E+003,           1301P0001575
-6.212489446E+001,-3.455774328E+002,1.960329717E+003;               1301P0001576
110,-6.212489446E+001,-3.455774328E+002,1.960329717E+003,           1303P0001577
-6.205956083E+001,-3.455423364E+002,1.959787293E+003;               1303P0001578
110,-6.205956083E+001,-3.455423364E+002,1.959787293E+003,           1305P0001579
-9.792716817E+001,-3.648099398E+002,2.257573427E+003;               1305P0001580
110,2.686782551E+001,-2.125905904E+001,1.890313224E+003,            1307P0001581
2.682045326E+001,-2.126964526E+001,1.896663224E+003;                1307P0001582
110,2.682045326E+001,-2.126964526E+001,1.896663224E+003,            1309P0001583
2.676710967E+001,-2.128156588E+001,1.901663224E+003;                1309P0001584
110,2.676710967E+001,-2.128156588E+001,1.901663224E+003,            1311P0001585
2.596194154E+001,-2.146149572E+001,1.977133224E+003;                1311P0001586
110,2.596194154E+001,-2.146149572E+001,1.977133224E+003,            1313P0001587
2.532181848E+001,-2.160454316E+001,2.037133224E+003;                1313P0001588
110,2.532181848E+001,-2.160454316E+001,2.037133224E+003,            1315P0001589
2.457745259E+001,-2.177088560E+001,2.106904110E+003;                1315P0001590
110,2.457745259E+001,-2.177088560E+001,2.106904110E+003,            1317P0001591
2.265089676E+001,-2.023507705E+002,2.107334635E+003;                1317P0001592
110,2.265089676E+001,-2.023507705E+002,2.107334635E+003,            1319P0001593
2.227749164E+001,-2.373507705E+002,2.107418079E+003;                1319P0001594
110,2.227749164E+001,-2.373507705E+002,2.107418079E+003,            1321P0001595
2.095365910E+001,-3.614362112E+002,2.107713914E+003;                1321P0001596
110,2.095365910E+001,-3.614362112E+002,2.107713914E+003,            1323P0001597
-1.246524387E+001,-3.626979054E+002,2.505721949E+003;               1323P0001598
110,-1.246524387E+001,-3.626979054E+002,2.505721949E+003,           1325P0001599
-6.443789634E+001,-3.409553011E+002,1.960543064E+003;               1325P0001600
110,-6.443789634E+001,-3.409553011E+002,1.960543064E+003,           1327P0001601
-6.443789634E+001,-3.409553011E+002,1.960543064E+003;               1327P0001602
110,-6.443789634E+001,-3.409553011E+002,1.960543064E+003,           1329P0001603
-6.438449275E+001,-3.409265517E+002,1.960099365E+003;               1329P0001604
110,-6.438449275E+001,-3.409265517E+002,1.960099365E+003,           1331P0001605
-1.002259040E+002,-3.602215392E+002,2.257884566E+003;               1331P0001606
110,2.522531313E+001,-2.522531316E+001,1.890313224E+003,            1333P0001607
2.519491645E+001,-2.519491648E+001,1.896663224E+003;                1333P0001608
110,2.519491645E+001,-2.519491648E+001,1.896663224E+003,            1335P0001609
2.516068845E+001,-2.516068848E+001,1.901663224E+003;                1335P0001610
110,2.516068845E+001,-2.516068848E+001,1.901663224E+003,            1337P0001611
2.464405101E+001,-2.464405104E+001,1.977133224E+003;                1337P0001612
110,2.464405101E+001,-2.464405104E+001,1.977133224E+003,            1339P0001613
2.423331501E+001,-2.423331503E+001,2.037133224E+003;                1339P0001614
110,2.423331501E+001,-2.423331503E+001,2.037133224E+003,            1341P0001615
2.374219663E+001,-2.374219664E+001,2.108875421E+003;                1341P0001616
110,2.374219663E+001,-2.374219664E+001,2.108875421E+003,            1343P0001617
2.251951377E+001,-2.023507705E+002,2.107652738E+003;                1343P0001618
110,2.251951377E+001,-2.023507705E+002,2.107652738E+003,            1345P0001619
2.227991777E+001,-2.373507705E+002,2.107413142E+003;                1345P0001620
110,2.227991777E+001,-2.373507705E+002,2.107413142E+003,            1347P0001621
2.143851941E+001,-3.602615978E+002,2.106571743E+003;                1347P0001622
110,2.143851941E+001,-3.602615978E+002,2.106571743E+003,            1349P0001623
-1.082262450E+001,-3.577279324E+002,2.505806399E+003;               1349P0001624
110,-1.082262450E+001,-3.577279324E+002,2.505806399E+003,           1351P0001625
-6.279641399E+001,-3.360380560E+002,1.960820497E+003;               1351P0001626
110,-6.279641399E+001,-3.360380560E+002,1.960820497E+003,           1353P0001627
-6.279641399E+001,-3.360380560E+002,1.960820497E+003;               1353P0001628
110,-6.279641399E+001,-3.360380560E+002,1.960820497E+003,           1355P0001629
-6.278565157E+001,-3.360322565E+002,1.960731105E+003;               1355P0001630
110,-6.278565157E+001,-3.360322565E+002,1.960731105E+003,           1357P0001631
-9.863768148E+001,-3.553517647E+002,2.258512948E+003;               1357P0001632
110,2.125905900E+001,-2.686782551E+001,1.890313224E+003,            1359P0001633
2.126964521E+001,-2.682045326E+001,1.896663224E+003;                1359P0001634
110,2.126964521E+001,-2.682045326E+001,1.896663224E+003,            1361P0001635
2.128156583E+001,-2.676710967E+001,1.901663224E+003;                1361P0001636
110,2.128156583E+001,-2.676710967E+001,1.901663224E+003,            1363P0001637
2.146149568E+001,-2.596194154E+001,1.977133224E+003;                1363P0001638
110,2.146149568E+001,-2.596194154E+001,1.977133224E+003,            1365P0001639
2.160454313E+001,-2.532181848E+001,2.037133224E+003;                1365P0001640
110,2.160454313E+001,-2.532181848E+001,2.037133224E+003,            1367P0001641
2.177750615E+001,-2.454782619E+001,2.109681050E+003;                1367P0001642
110,2.177750615E+001,-2.454782619E+001,2.109681050E+003,            1369P0001643
2.220141044E+001,-2.023507705E+002,2.107784121E+003;                1369P0001644
110,2.220141044E+001,-2.023507705E+002,2.107784121E+003,            1371P0001645
2.228485478E+001,-2.373507705E+002,2.107410716E+003;                1371P0001646
110,2.228485478E+001,-2.373507705E+002,2.107410716E+003,            1373P0001647
2.257658158E+001,-3.597130248E+002,2.106105267E+003;                1373P0001648
110,2.257658158E+001,-3.597130248E+002,2.106105267E+003,            1375P0001649
-6.133641632E+000,-3.553793393E+002,2.505798618E+003;               1375P0001650
110,-6.133641632E+000,-3.553793393E+002,2.505798618E+003,           1377P0001651
-5.816335247E+001,-3.337096834E+002,1.960999296E+003;               1377P0001652
110,-5.816335247E+001,-3.337096834E+002,1.960999296E+003,           1379P0001653
-5.816335247E+001,-3.337096834E+002,1.960999296E+003;               1379P0001654
110,-5.816335247E+001,-3.337096834E+002,1.960999296E+003,           1381P0001655
-5.820104066E+001,-3.337299767E+002,1.961311974E+003;               1381P0001656
110,-5.820104066E+001,-3.337299767E+002,1.961311974E+003,           1383P0001657
-9.409326415E+001,-3.530562885E+002,2.259090128E+003;               1383P0001658
110,1.729500658E+001,-2.522443465E+001,1.890313224E+003,            1385P0001659
1.734657577E+001,-2.519403821E+001,1.896663224E+003;                1385P0001660
110,1.734657577E+001,-2.519403821E+001,1.896663224E+003,            1387P0001661
1.740464624E+001,-2.515980972E+001,1.901663224E+003;                1387P0001662
110,1.740464624E+001,-2.515980972E+001,1.901663224E+003,            1389P0001663
1.828116199E+001,-2.464316485E+001,1.977133224E+003;                1389P0001664
110,1.828116199E+001,-2.464316485E+001,1.977133224E+003,            1391P0001665
1.897800770E+001,-2.423242293E+001,2.037133224E+003;                1391P0001666
110,1.897800770E+001,-2.423242293E+001,2.037133224E+003,            1393P0001667
1.981121801E+001,-2.374130359E+001,2.108874528E+003;                1393P0001668
110,1.981121801E+001,-2.374130359E+001,2.108874528E+003,            1395P0001669
2.188560533E+001,-2.023507705E+002,2.107651821E+003;                1395P0001670
110,2.188560533E+001,-2.023507705E+002,2.107651821E+003,            1397P0001671
2.229209866E+001,-2.373507705E+002,2.107412222E+003;                1397P0001672
110,2.229209866E+001,-2.373507705E+002,2.107412222E+003,            1399P0001673
2.371766048E+001,-3.600948860E+002,2.106571952E+003;                1399P0001674
110,2.371766048E+001,-3.600948860E+002,2.106571952E+003,            1401P0001675
-1.149476604E+000,-3.570246395E+002,2.505703120E+003;               1401P0001676
110,-1.149476604E+000,-3.570246395E+002,2.505703120E+003,           1403P0001677
-5.325621365E+001,-3.353327440E+002,1.960974753E+003;               1403P0001678
110,-5.325621365E+001,-3.353327440E+002,1.960974753E+003,           1405P0001679
-5.325621365E+001,-3.353327440E+002,1.960974753E+003;               1405P0001680
110,-5.325621365E+001,-3.353327440E+002,1.960974753E+003,           1407P0001681
-5.331979727E+001,-3.353669127E+002,1.961501597E+003;               1407P0001682
110,-5.331979727E+001,-3.353669127E+002,1.961501597E+003,           1409P0001683
-8.925774761E+001,-3.546793410E+002,2.259277822E+003;               1409P0001684
110,1.565524412E+001,-2.126038218E+001,1.890313224E+003,            1411P0001685
1.572378909E+001,-2.127096871E+001,1.896663224E+003;                1411P0001686
110,1.572378909E+001,-2.127096871E+001,1.896663224E+003,            1413P0001687
1.580097669E+001,-2.128289008E+001,1.901663224E+003;                1413P0001688
110,1.580097669E+001,-2.128289008E+001,1.901663224E+003,            1415P0001689
1.696604641E+001,-2.146283112E+001,1.977133224E+003;                1415P0001690
110,1.696604641E+001,-2.146283112E+001,1.977133224E+003,            1417P0001691
1.789229767E+001,-2.160588747E+001,2.037133224E+003;                1417P0001692
110,1.789229767E+001,-2.160588747E+001,2.037133224E+003,            1419P0001693
1.896940815E+001,-2.177224352E+001,2.106905468E+003;                1419P0001694
110,1.896940815E+001,-2.177224352E+001,2.106905468E+003,            1421P0001695
2.175709297E+001,-2.023507705E+002,2.107336016E+003;                1421P0001696
110,2.175709297E+001,-2.023507705E+002,2.107336016E+003,            1423P0001697
2.229740621E+001,-2.373507705E+002,2.107419466E+003;                1423P0001698
110,2.229740621E+001,-2.373507705E+002,2.107419466E+003,            1425P0001699
2.420930983E+001,-3.611986096E+002,2.107714753E+003;                1425P0001700
110,2.420930983E+001,-3.611986096E+002,2.107714753E+003,            1427P0001701
1.213476285E+000,-3.616956112E+002,2.505575924E+003;                1427P0001702
110,1.213476285E+000,-3.616956112E+002,2.505575924E+003,            1429P0001703
-5.094818321E+001,-3.399529423E+002,1.960761446E+003;               1429P0001704
110,-5.094818321E+001,-3.399529423E+002,1.960761446E+003,           1431P0001705
-5.094818321E+001,-3.399529423E+002,1.960761446E+003;               1431P0001706
110,-5.094818321E+001,-3.399529423E+002,1.960761446E+003,           1433P0001707
-5.099986476E+001,-3.399806581E+002,1.961189369E+003;               1433P0001708
110,-5.099986476E+001,-3.399806581E+002,1.961189369E+003,           1435P0001709
-8.696330791E+001,-3.592671351E+002,2.258966429E+003;               1435P0001710
110,1.729775652E+001,-1.729775654E+001,1.890313224E+003,            1437P0001711
1.734932592E+001,-1.734932593E+001,1.896663224E+003;                1437P0001712
110,1.734932592E+001,-1.734932593E+001,1.896663224E+003,            1439P0001713
1.740739793E+001,-1.740739795E+001,1.901663224E+003;                1439P0001714
110,1.740739793E+001,-1.740739795E+001,1.901663224E+003,            1441P0001715
1.828393696E+001,-1.828393697E+001,1.977133224E+003;                1441P0001716
110,1.828393696E+001,-1.828393697E+001,1.977133224E+003,            1443P0001717
1.898080116E+001,-1.898080117E+001,2.037133224E+003;                1443P0001718
110,1.898080116E+001,-1.898080117E+001,2.037133224E+003,            1445P0001719
1.976788471E+001,-1.976788472E+001,2.104901109E+003;                1445P0001720
110,1.976788471E+001,-1.976788472E+001,2.104901109E+003,            1447P0001721
2.188847600E+001,-2.023507705E+002,2.107021700E+003;                1447P0001722
110,2.188847600E+001,-2.023507705E+002,2.107021700E+003,            1449P0001723
2.229498012E+001,-2.373507705E+002,2.107428204E+003;                1449P0001724
110,2.229498012E+001,-2.373507705E+002,2.107428204E+003,            1451P0001725
2.374729521E+001,-3.623950827E+002,2.108880519E+003;                1451P0001726
110,2.374729521E+001,-3.623950827E+002,2.108880519E+003,            1453P0001727
-4.245351584E-001,-3.666593171E+002,2.505491585E+003;               1453P0001728
110,-4.245351584E-001,-3.666593171E+002,2.505491585E+003,           1455P0001729
-5.258776000E+001,-3.448651975E+002,1.960484298E+003;               1455P0001730
110,-5.258776000E+001,-3.448651975E+002,1.960484298E+003,           1457P0001731
-5.258776000E+001,-3.448651975E+002,1.960484298E+003;               1457P0001732
110,-5.258776000E+001,-3.448651975E+002,1.960484298E+003,           1459P0001733
-5.259669489E+001,-3.448699844E+002,1.960558299E+003;               1459P0001734
110,-5.259669489E+001,-3.448699844E+002,1.960558299E+003,           1461P0001735
-8.855095844E+001,-3.641326316E+002,2.258338538E+003;               1461P0001736
S0000002G0000008D0001462P0001736                                        T0000001

--------------9EF482F29A56BF8A8CD405B4--

From - Wed Aug 23 07:29:51 2000
Received: from Infrared.infrared.greensand.net (infrared.greensand.net [209.213.38.207]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id MAA00420 for <shelton@mtwilson.edu>; Tue, 22 Aug 2000 12:45:11 -0700 (PDT)
Received: from infrared.greensand.net (localhost.greensand.net [127.0.0.1])
	by Infrared.infrared.greensand.net (8.9.3/8.9.3) with ESMTP id JAA12390
	for <shelton@mtwilson.edu>; Tue, 22 Aug 2000 09:48:09 -1000 (HST)
	(envelope-from toomey@infrared.greensand.net)
Sender: toomey@Infrared.infrared.greensand.net
Message-ID: <39A2D8F9.8775A3F0@infrared.greensand.net>
Date: Tue, 22 Aug 2000 09:48:09 -1000
From: douglas toomey <toomey@infrared.greensand.net>
Reply-To: toomey@mkir.com
Organization: Mauna Kea Infrared
X-Mailer: Mozilla 4.7 [en] (X11; I; Linux 2.0.36 i386)
X-Accept-Language: en
MIME-Version: 1.0
To: shelton@mtwilson.edu
Subject: Re: IRTF igs and pdf files
References: <39A1D7CA.75E82EA2@mtwilson.edu>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit
X-Mozilla-Status: 8013
X-Mozilla-Status2: 00000000
X-UIDL: <39A2D8F9.8775A3F0@infrared.greensand.net>

Hi,

The igis file still only has the central ray.  So you were right,
it is consistant with the last file.

Good luck,
Doug

Chris Shelton wrote:
> 
> Doug, Vern,
> 
> Here are
>   wfs2000may30.igs
>   wfs2000may30new.igs
>   IRTF_diag_mirror.pdf
>   wfs2000aug21.igs
> 
> The may30 and may30new files are .igs files exported from wfs2000may30.zmx,
> starting at surface 17.  The zemax file *does* have all rays in the field.
> The may30 igs file was the original one I sent on June 2, while the may30new
> igs file I just now exported.  The files compare as identical, but I have no
> way to view them to see if the rays are indeed there.  Please let me know
> what you see.  If the full set of rays are not there, then I need to dig
> into the export option on zemax.
> 
> The .pdf file is a blowup of the pinch point at the diagonal mirror
> in the wavefront sensor.  The diagonal mirror is shown as a rectangular
> part 51.6 x 73.2 mm.  This is the smallest rectangular part that passes
> all rays.  The size includes nothing for polishing or mounting margin,
> and is just meant to help see how much clearance there is at the tight
> place.  The mirror has been moved 1.5 inch from the may30 design, but
> not the 2.5 inches you just mentioned on the phone, which I believe
> causes an interference.
> 
> The last file, wfs2000aug21.igs, is the same design as may30, except
> the WFS diagonal mirror has been moved 1.5 inch downstream, and turned
> into the rectangular part just described.
> 
> Still to come are part sizes and a conclusion to our discussion about
> an astigmatism adjuster/corrector.
> 
> Please let me know if there is anything else I can do.
> 
> Chris
> 
>   ------------------------------------------------------------------------
>                         Name: irtf2000aug21.zip
>    irtf2000aug21.zip    Type: Zip Compressed Data (application/x-zip-compressed)
>                     Encoding: base64

From - Wed Aug 23 08:12:57 2000
Received: from oracle.aweber.com ([216.205.135.98]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id LAA00347 for <shelton@mtwilson.edu>; Wed, 23 Aug 2000 11:13:07 -0700 (PDT)
Received: from aweber.com (mysql.aweber.com [216.205.135.99])
	by oracle.aweber.com (8.10.1/8.10.1) with ESMTP id e7NIFAS04019
	for <shelton@mtwilson.edu>; Wed, 23 Aug 2000 14:15:10 -0400 (EDT)
Received: (from nobody@localhost)
	by aweber.com (8.8.8/8.8.8) id OAA01913;
	Wed, 23 Aug 2000 14:19:26 -0400 (EDT)
Date: Wed, 23 Aug 2000 14:19:26 -0400 (EDT)
Message-Id: <200008231819.OAA01913@aweber.com>
To: shelton@mtwilson.edu
From: "Keith Hague" <mbzm19@dial.pipex.com>
X-Loop: 3dviewsupport@aweber.com
X-Remote-Host: 63.10.201.8
Subject: Chris Shelton Your 3DView  Cad Viewer download instructions 1 
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000
X-UIDL: <200008231819.OAA01913@aweber.com>



Hi Chris Shelton

Thank you for your interest in Actify 3DView - 
A Fantastic Cad Viewer that will help YOU view 
a wide range of Cad formats on your desktop or 
portable PC. Your download and instalation 
instructions follow:-

PLEASE PRINT THIS MESSAGE FOR FUTURE REFERENCE
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~

PRICE LIST - Affordable viewing!
**********

3DView Core Viewer     £95 UK   ($160 USD)

Import:- Iges, Stl, Vda, Iso G Code, VRML & 3DStudio files.

Plug in Interface Modules:-
 
Catia Interface              +£250 UK ($400 USD)
SolidWorks Interface         +£50  UK ($80 USD)
Parasolids Interface         +£75  UK ($120 USD)
Autodesk Interface           +£85  UK ($140 USD)- DWG, SAT & DXF.
SolidEdge Interface          +£40  UK ($65 USD)
SDRC Web Access              +£160 UK ($255 USD)
Pro E interface              +£250 UK ($400 USD)
Step interface (AP203)       +£160 UK ($255 USD)
UniGraphics Interface        +£250 UK ($400 USD)


SUPPORTED PLATFORMS
*******************

Intel PC running Windows 95/98/2000/NT 4.0 (NT 4.0 +2000 Recommended)
- Pentium 166 MHz or higher
- 64 Mb RAM (128 MB or more  recommended)
- Open GL- 32K colours required (16M recommended) 
Check out "Diamond's Fire GL range" graphics card for 
superb rotatation and sectioning.

3DVIEW INSTALLATION
*******************

Download the installation file into a temporary directory 
on your hard disk and double click on it from Windows 
Explorer to start the installation proceedure.

3DView installs in "demo mode" giving you 15 trials 
of the full program without any limitations.

To license 3dView we generate a Key Code from the 
Program Serial Number (IMT-???-???), which you need 
to provide upon purchase. The Program Serial number 
is shown on the opening window when 3D View starts 
in demo mode. 

The 3DView keycode is unique to the machine on which 
3DView is installed. ie 1 keycode fo each PC

DOWNLOAD INSTRUCTIONS
*********************

To Download 3DView go to the following page:- 

http://www.imtechdesign.com/3dview/downloadr.html

(clicking on the above link should open your browser and once 
on line take you to the download page.)

Well I hope the download and installation goes smoothly and 
3DView forfils your requirements, I will write to you in a 
couple of day's with our 3DView Hints + Tips News Letter so 
you know how to get the most from 3DView.

Kind regards 


Keith Hague


Imtech Design  UK
tel:- 020 82850033  fax:- 020 82850066


To stop additional follow up messages click below:
http://www.aweber.com/r.php?i=3dviewsupport&e=shelton%40mtwilson.edu


From - Wed Aug 23 13:30:36 2000
Received: from cmailg7.svr.pol.co.uk (cmailg7.svr.pol.co.uk [195.92.195.177]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id LAA00362 for <shelton@mtwilson.edu>; Wed, 23 Aug 2000 11:27:56 -0700 (PDT)
Received: from [195.92.67.23] (helo=mail18.svr.pol.co.uk)
	by cmailg7.svr.pol.co.uk with esmtp (Exim 3.13 #0)
	id 13RfEY-0006dL-00
	for shelton@mtwilson.edu; Wed, 23 Aug 2000 19:26:42 +0100
Received: from modem-224.bursa-trigger.dialup.pol.co.uk ([62.136.244.224] helo=pent300)
	by mail18.svr.pol.co.uk with smtp (Exim 3.13 #0)
	id 13RfEX-00063O-00
	for shelton@mtwilson.edu; Wed, 23 Aug 2000 19:26:41 +0100
Message-ID: <02ce01c00d2f$9dd638a0$757f883e@pent300>
From: "3DView - Imtech" <mbzm19@dial.pipex.com>
To: <shelton@mtwilson.edu>
Subject: Re: AWeber 3dviewsupport:
Date: Wed, 23 Aug 2000 19:25:58 +0100
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: quoted-printable
X-Mailer: Microsoft Outlook Express 5.00.2919.6600
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2919.6600
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000
X-UIDL: <02ce01c00d2f$9dd638a0$757f883e@pent300>


Dear customers and freinds.=20

Imtech Design is closed for annual holidays from Monday=20
the 21st of August through to Friday 28th of August 2000.=20

We apologise for an inconvenience, and look forward=20
to helping you in due course.=20

Kind regards=20

Keith Hague

Imtech Design

From - Thu Aug 24 14:09:20 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id PAA00612 for <shelton@mtwilson.edu>; Thu, 24 Aug 2000 15:14:04 -0700 (PDT)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.168.201])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id MAA19797
	for <shelton@mtwilson.edu>; Thu, 24 Aug 2000 12:12:50 -1000 (HST)
Received: from Mana (mana [128.171.168.214])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id MAA14680
	for <shelton@mtwilson.edu>; Thu, 24 Aug 2000 12:12:49 -1000 (HST)
Message-ID: <041301c00e18$4181bf40$d6a8ab80@ifa.hawaii.edu>
From: "Douglas Toomey" <toomey@ifa.hawaii.edu>
To: <shelton@mtwilson.edu>
References: <39A1D7CA.75E82EA2@mtwilson.edu> <39A2D8F9.8775A3F0@infrared.greensand.net> <39A47BE0.C9A4F68A@mtwilson.edu>
Subject: Re: IRTF igs and pdf files
Date: Thu, 24 Aug 2000 12:11:29 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2615.200
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2615.200
X-Mozilla-Status: 8013
X-Mozilla-Status2: 00000000
X-UIDL: <041301c00e18$4181bf40$d6a8ab80@ifa.hawaii.edu>

Hi Chris,

Vern got the files and he has all of the rays.  Thanks.
Do we need to have a physical stop for the stop you
put after the steering mirror?

He has made the 1.5 inch version work so we do not have
to worry about going to 2.5 inches.

Doug




----- Original Message -----
From: Chris Shelton <cshelton@mtwilson.edu>
To: <toomey@mkir.com>; <toomey@ifa.hawaii.edu>; <vern@ifa.hawaii.edu>
Sent: Wednesday, August 23, 2000 3:35 PM
Subject: Re: IRTF igs and pdf files


> Hi Doug, Vern,
>
> Let's try this again.
>
> I got myself an IGES viewer (from UK, www.imtechdesign.com) and discovered
> that you get all the rays if a button called "Delete Vignetted Rays" is
> turned off on the Zemax IGES file export dialogue.  The rays in question
> are not vignetted or close to  it, but that's what makes the IGES file
> work.
>
> Cheers,
> Chris
>
>
> douglas toomey wrote:
> >
> > Hi,
> >
> > The igis file still only has the central ray.  So you were right,
> > it is consistant with the last file.
> >
> > Good luck,
> > Doug


----------------------------------------------------------------------------
----


> ZEMAX Version 8165
S0000001
> Lens Name:IRTF ADAPTIVE OPTICS
S0000002
> 1H,,1H;,10HZEMAX_IGES,
G0000001
> 40Hc:\carpe\irtf\raytrace\irtf2000aug23.igs,
G0000002
> 13H<Unspecified>,13H<Unspecified>,
G0000003
> 32,38,6,99,15,10HZEMAX_Lens,1.0,
G0000004
> 2,2HMM,
G0000005
> 8,0.016,13H971216.000000,
G0000006
> .0001,100.0000,5HZEMAX,3HFSI,10,0,
G0000007
> 13H971216.000000;
G0000008
>      124       1       0       0       0       0       0
000000000D0000001
>      124       0       0       3       0
0D0000002
>      124       4       0       0       0       0       0
000000000D0000003
>      124       0       0       3       0
0D0000004
>      124       7       0       0       0       0       0
000000000D0000005
>      124       0       0       3       0
0D0000006
>      124      10       0       0       0       0       0
000000000D0000007
>      124       0       0       3       0
0D0000008
>      124      13       0       0       0       0       0
000000000D0000009
>      124       0       0       3       0
0D0000010
>      124      16       0       0       0       0       0
000000000D0000011
>      124       0       0       3       0
0D0000012
>      124      19       0       0       0       0       0
000000000D0000013
>      124       0       0       3       0
0D0000014
>      124      22       0       0       0       0       0
000000000D0000015
>      124       0       0       3       0
0D0000016
>      124      25       0       0       0       0       0
000000000D0000017
>      124       0       0       3       0
0D0000018
>      124      28       0       0       0       0       0
000000000D0000019
>      124       0       0       3       0
0D0000020
>      124      31       0       0       0       0       0
000000000D0000021
>      124       0       0       3       0
0D0000022
>      124      34       0       0       0       0       0
000000000D0000023
>      124       0       0       3       0
0D0000024
>      124      37       0       0       0       0       0
000000000D0000025
>      124       0       0       3       0
0D0000026
>      124      40       0       0       0       0       0
000000000D0000027
>      124       0       0       3       0
0D0000028
>      124      43       0       0       0       0       0
000000000D0000029
>      124       0       0       3       0
0D0000030
>      124      46       0       0       0       0       0
000000000D0000031
>      124       0       0       3       0
0D0000032
>      124      49       0       0       0       0       0
000000000D0000033
>      124       0       0       3       0
0D0000034
>      124      52       0       0       0       0       0
000000000D0000035
>      124       0       0       3       0
0D0000036
>      124      55       0       0       0       0       0
000000000D0000037
>      124       0       0       3       0
0D0000038
>      124      58       0       0       0       0       0
000000000D0000039
>      124       0       0       3       0
0D0000040
>      124      61       0       0       0       0       0
000000000D0000041
>      124       0       0       3       0
0D0000042
>      124      64       0       0       0       0       0
000000000D0000043
>      124       0       0       3       0
0D0000044
>      124      67       0       0       0       0       0
000000000D0000045
>      124       0       0       3       0
0D0000046
>      124      70       0       0       0       0       0
000000000D0000047
>      124       0       0       3       0
0D0000048
>      124      73       0       0       0       0       0
000000000D0000049
>      124       0       0       3       0
0D0000050
>      124      76       0       0       0       0       0
000000000D0000051
>      124       0       0       3       0
0D0000052
>      124      79       0       0       0       0       0
000000000D0000053
>      124       0       0       3       0
0D0000054
>      124      82       0       0       0       0       0
000000000D0000055
>      124       0       0       3       0
0D0000056
>      124      85       0       0       0       0       0
000000000D0000057
>      124       0       0       3       0
0D0000058
>      124      88       0       0       0       0       0
000000000D0000059
>      124       0       0       3       0
0D0000060
>      124      91       0       0       0       0       0
000000000D0000061
>      124       0       0       3       0
0D0000062
>      124      94       0       0       0       0       0
000000000D0000063
>      124       0       0       3       0
0D0000064
>      124      97       0       0       0       0       0
000000000D0000065
>      124       0       0       3       0
0D0000066
>      124     100       0       0       0       0       0
000000000D0000067
>      124       0       0       3       0
0D0000068
>      124     103       0       0       0       0       0
000000000D0000069
>      124       0       0       3       0
0D0000070
>      124     106       0       0       0       0       0
000000000D0000071
>      124       0       0       3       0
0D0000072
>      124     109       0       0       0       0       0
000000000D0000073
>      124       0       0       3       0
0D0000074
>      124     112       0       0       0       0       0
000000000D0000075
>      124       0       0       3       0
0D0000076
>      124     115       0       0       0       0       0
000000000D0000077
>      124       0       0       3       0
0D0000078
>      124     118       0       0       0       0       0
000000000D0000079
>      124       0       0       3       0
0D0000080
>      124     121       0       0       0       0       0
000000000D0000081
>      124       0       0       3       0
0D0000082
>      124     124       0       0       0       0       0
000000000D0000083
>      124       0       0       3       0
0D0000084
>      124     127       0       0       0       0       0
000000000D0000085
>      124       0       0       3       0
0D0000086
>      124     130       0       0       0       0       0
000000000D0000087
>      124       0       0       3       0
0D0000088
>      124     133       0       0       0       0       0
000000000D0000089
>      124       0       0       3       0
0D0000090
>      124     136       0       0       0       0       0
000000000D0000091
>      124       0       0       3       0
0D0000092
>      124     139       0       0       0       0       0
000000000D0000093
>      124       0       0       3       0
0D0000094
>      124     142       0       0       0       0       0
000000000D0000095
>      124       0       0       3       0
0D0000096
>      124     145       0       0       0       0       0
000000000D0000097
>      124       0       0       3       0
0D0000098
>      124     148       0       0       0       0       0
000000000D0000099
>      124       0       0       3       0
0D0000100
>      124     151       0       0       0       0       0
000000000D0000101
>      124       0       0       3       0
0D0000102
>      124     154       0       0       0       0       0
000000000D0000103
>      124       0       0       3       0
0D0000104
>      124     157       0       0       0       0       0
000000000D0000105
>      124       0       0       3       0
0D0000106
>      124     160       0       0       0       0       0
000000000D0000107
>      124       0       0       3       0
0D0000108
>      124     163       0       0       0       0       0
000000000D0000109
>      124       0       0       3       0
0D0000110
>      124     166       0       0       0       0       0
000000000D0000111
>      124       0       0       3       0
0D0000112
>      124     169       0       0       0       0       0
000000000D0000113
>      124       0       0       3       0
0D0000114
>      124     172       0       0       0       0       0
000000000D0000115
>      124       0       0       3       0
0D0000116
>      124     175       0       0       0       0       0
000000000D0000117
>      124       0       0       3       0
0D0000118
>      124     178       0       0       0       0       0
000000000D0000119
>      124       0       0       3       0
0D0000120
>      124     181       0       0       0       0       0
000000000D0000121
>      124       0       0       3       0
0D0000122
>      124     184       0       0       0       0       0
000000000D0000123
>      124       0       0       3       0
0D0000124
>      124     187       0       0       0       0       0
000000000D0000125
>      124       0       0       3       0
0D0000126
>      124     190       0       0       0       0       0
000000000D0000127
>      124       0       0       3       0
0D0000128
>      124     193       0       0       0       0       0
000000000D0000129
>      124       0       0       3       0
0D0000130
>      124     196       0       0       0       0       0
000000000D0000131
>      124       0       0       3       0
0D0000132
>      110     199       0       1       0       0       1
000000000D0000133
>      110       0       0       2       0
0D0000134
>      110     201       0       1       0       0       1
000000000D0000135
>      110       0       0       2       0
0D0000136
>      110     203       0       1       0       0       1
000000000D0000137
>      110       0       0       2       0
0D0000138
>      110     205       0       1       0       0       1
000000000D0000139
>      110       0       0       2       0
0D0000140
>      110     207       0       1       0       0       1
000000000D0000141
>      110       0       0       2       0
0D0000142
>      110     209       0       1       0       0       1
000000000D0000143
>      110       0       0       2       0
0D0000144
>      110     211       0       1       0       0       7
000000000D0000145
>      110       0       0       2       0
0D0000146
>      110     213       0       1       0       0       7
000000000D0000147
>      110       0       0       2       0
0D0000148
>      110     215       0       1       0       0       7
000000000D0000149
>      110       0       0       2       0
0D0000150
>      110     217       0       1       0       0       7
000000000D0000151
>      110       0       0       2       0
0D0000152
>      110     219       0       1       0       0       7
000000000D0000153
>      110       0       0       2       0
0D0000154
>      110     221       0       1       0       0       7
000000000D0000155
>      110       0       0       2       0
0D0000156
>      110     223       0       1       0       0      13
000000000D0000157
>      110       0       0       2       0
0D0000158
>      110     225       0       1       0       0      13
000000000D0000159
>      110       0       0       2       0
0D0000160
>      110     227       0       1       0       0      13
000000000D0000161
>      110       0       0       2       0
0D0000162
>      110     229       0       1       0       0      13
000000000D0000163
>      110       0       0       2       0
0D0000164
>      110     231       0       1       0       0      13
000000000D0000165
>      110       0       0       2       0
0D0000166
>      110     233       0       1       0       0      13
000000000D0000167
>      110       0       0       2       0
0D0000168
>      100     235       0       1       0       0      19
000000000D0000169
>      100       0       0       3       0
0D0000170
>      110     238       0       1       0       0      19
000000000D0000171
>      110       0       0       2       0
0D0000172
>      110     240       0       1       0       0      19
000000000D0000173
>      110       0       0       2       0
0D0000174
>      100     242       0       1       0       0      25
000000000D0000175
>      100       0       0       3       0
0D0000176
>      110     245       0       1       0       0      25
000000000D0000177
>      110       0       0       2       0
0D0000178
>      110     247       0       1       0       0      25
000000000D0000179
>      110       0       0       2       0
0D0000180
>      110     249       0       1       0       0      31
000000000D0000181
>      110       0       0       2       0
0D0000182
>      110     251       0       1       0       0      31
000000000D0000183
>      110       0       0       2       0
0D0000184
>      110     253       0       1       0       0      31
000000000D0000185
>      110       0       0       2       0
0D0000186
>      110     255       0       1       0       0      31
000000000D0000187
>      110       0       0       2       0
0D0000188
>      110     257       0       1       0       0      31
000000000D0000189
>      110       0       0       2       0
0D0000190
>      110     259       0       1       0       0      31
000000000D0000191
>      110       0       0       2       0
0D0000192
>      100     261       0       1       0       0      37
000000000D0000193
>      100       0       0       3       0
0D0000194
>      110     264       0       1       0       0      37
000000000D0000195
>      110       0       0       2       0
0D0000196
>      110     266       0       1       0       0      37
000000000D0000197
>      110       0       0       2       0
0D0000198
>      100     268       0       1       0       0      43
000000000D0000199
>      100       0       0       3       0
0D0000200
>      110     271       0       1       0       0      43
000000000D0000201
>      110       0       0       2       0
0D0000202
>      110     273       0       1       0       0      43
000000000D0000203
>      110       0       0       2       0
0D0000204
>      110     275       0       1       0       0      49
000000000D0000205
>      110       0       0       2       0
0D0000206
>      110     277       0       1       0       0      49
000000000D0000207
>      110       0       0       2       0
0D0000208
>      110     279       0       1       0       0      49
000000000D0000209
>      110       0       0       2       0
0D0000210
>      110     281       0       1       0       0      49
000000000D0000211
>      110       0       0       2       0
0D0000212
>      110     283       0       1       0       0      49
000000000D0000213
>      110       0       0       2       0
0D0000214
>      110     285       0       1       0       0      49
000000000D0000215
>      110       0       0       2       0
0D0000216
>      100     287       0       1       0       0      55
000000000D0000217
>      100       0       0       3       0
0D0000218
>      100     290       0       1       0       0      57
000000000D0000219
>      100       0       0       3       0
0D0000220
>      100     293       0       1       0       0      59
000000000D0000221
>      100       0       0       3       0
0D0000222
>      100     296       0       1       0       0      61
000000000D0000223
>      100       0       0       3       0
0D0000224
>      110     299       0       1       0       0      61
000000000D0000225
>      110       0       0       2       0
0D0000226
>      110     301       0       1       0       0      61
000000000D0000227
>      110       0       0       2       0
0D0000228
>      100     303       0       1       0       0      67
000000000D0000229
>      100       0       0       3       0
0D0000230
>      110     306       0       1       0       0      67
000000000D0000231
>      110       0       0       2       0
0D0000232
>      110     308       0       1       0       0      67
000000000D0000233
>      110       0       0       2       0
0D0000234
>      100     310       0       1       0       0      73
000000000D0000235
>      100       0       0       3       0
0D0000236
>      110     313       0       1       0       0      73
000000000D0000237
>      110       0       0       2       0
0D0000238
>      110     315       0       1       0       0      73
000000000D0000239
>      110       0       0       2       0
0D0000240
>      100     317       0       1       0       0      79
000000000D0000241
>      100       0       0       3       0
0D0000242
>      110     320       0       1       0       0      79
000000000D0000243
>      110       0       0       2       0
0D0000244
>      110     322       0       1       0       0      79
000000000D0000245
>      110       0       0       2       0
0D0000246
>      112     324       0       1       0       0      85
000000000D0000247
>      112       0       0      64       0
0D0000248
>      112     388       0       1       0       0      85
000000000D0000249
>      112       0       0      64       0
0D0000250
>      112     452       0       1       0       0      85
000000000D0000251
>      112       0       0      64       0
0D0000252
>      100     516       0       1       0       0      91
000000000D0000253
>      100       0       0       3       0
0D0000254
>      110     519       0       1       0       0      91
000000000D0000255
>      110       0       0       2       0
0D0000256
>      110     521       0       1       0       0      91
000000000D0000257
>      110       0       0       2       0
0D0000258
>      100     523       0       1       0       0      97
000000000D0000259
>      100       0       0       3       0
0D0000260
>      110     526       0       1       0       0      97
000000000D0000261
>      110       0       0       2       0
0D0000262
>      110     528       0       1       0       0      97
000000000D0000263
>      110       0       0       2       0
0D0000264
>      100     530       0       1       0       0     103
000000000D0000265
>      100       0       0       3       0
0D0000266
>      100     533       0       1       0       0     105
000000000D0000267
>      100       0       0       3       0
0D0000268
>      100     536       0       1       0       0     107
000000000D0000269
>      100       0       0       3       0
0D0000270
>      100     539       0       1       0       0     109
000000000D0000271
>      100       0       0       3       0
0D0000272
>      100     542       0       1       0       0     111
000000000D0000273
>      100       0       0       3       0
0D0000274
>      100     545       0       1       0       0     113
000000000D0000275
>      100       0       0       3       0
0D0000276
>      100     548       0       1       0       0     115
000000000D0000277
>      100       0       0       3       0
0D0000278
>      110     551       0       1       0       0     115
000000000D0000279
>      110       0       0       2       0
0D0000280
>      110     553       0       1       0       0     115
000000000D0000281
>      110       0       0       2       0
0D0000282
>      100     555       0       1       0       0     121
000000000D0000283
>      100       0       0       3       0
0D0000284
>      110     558       0       1       0       0     121
000000000D0000285
>      110       0       0       2       0
0D0000286
>      110     560       0       1       0       0     121
000000000D0000287
>      110       0       0       2       0
0D0000288
>      100     562       0       1       0       0     127
000000000D0000289
>      100       0       0       3       0
0D0000290
>      110     565       0       1       0       0     127
000000000D0000291
>      110       0       0       2       0
0D0000292
>      110     567       0       1       0       0     127
000000000D0000293
>      110       0       0       2       0
0D0000294
>      110     569       0       1       1       0       0
000000000D0000295
>      110       0       0       2       0
0D0000296
>      110     571       0       1       1       0       0
000000000D0000297
>      110       0       0       2       0
0D0000298
>      110     573       0       1       1       0       0
000000000D0000299
>      110       0       0       2       0
0D0000300
>      110     575       0       1       1       0       0
000000000D0000301
>      110       0       0       2       0
0D0000302
>      110     577       0       1       1       0       0
000000000D0000303
>      110       0       0       2       0
0D0000304
>      110     579       0       1       1       0       0
000000000D0000305
>      110       0       0       2       0
0D0000306
>      110     581       0       1       1       0       0
000000000D0000307
>      110       0       0       2       0
0D0000308
>      110     583       0       1       1       0       0
000000000D0000309
>      110       0       0       2       0
0D0000310
>      110     585       0       1       1       0       0
000000000D0000311
>      110       0       0       2       0
0D0000312
>      110     587       0       1       1       0       0
000000000D0000313
>      110       0       0       2       0
0D0000314
>      110     589       0       1       1       0       0
000000000D0000315
>      110       0       0       2       0
0D0000316
>      110     591       0       1       1       0       0
000000000D0000317
>      110       0       0       2       0
0D0000318
>      110     593       0       1       1       0       0
000000000D0000319
>      110       0       0       2       0
0D0000320
>      110     595       0       1       1       0       0
000000000D0000321
>      110       0       0       2       0
0D0000322
>      110     597       0       1       1       0       0
000000000D0000323
>      110       0       0       2       0
0D0000324
>      110     599       0       1       1       0       0
000000000D0000325
>      110       0       0       2       0
0D0000326
>      110     601       0       1       1       0       0
000000000D0000327
>      110       0       0       2       0
0D0000328
>      110     603       0       1       1       0       0
000000000D0000329
>      110       0       0       2       0
0D0000330
>      110     605       0       1       1       0       0
000000000D0000331
>      110       0       0       2       0
0D0000332
>      110     607       0       1       1       0       0
000000000D0000333
>      110       0       0       2       0
0D0000334
>      110     609       0       1       1       0       0
000000000D0000335
>      110       0       0       2       0
0D0000336
>      110     611       0       1       1       0       0
000000000D0000337
>      110       0       0       2       0
0D0000338
>      110     613       0       1       1       0       0
000000000D0000339
>      110       0       0       2       0
0D0000340
>      110     615       0       1       1       0       0
000000000D0000341
>      110       0       0       2       0
0D0000342
>      110     617       0       1       1       0       0
000000000D0000343
>      110       0       0       2       0
0D0000344
>      110     619       0       1       1       0       0
000000000D0000345
>      110       0       0       2       0
0D0000346
>      110     621       0       1       1       0       0
000000000D0000347
>      110       0       0       2       0
0D0000348
>      110     623       0       1       1       0       0
000000000D0000349
>      110       0       0       2       0
0D0000350
>      110     625       0       1       1       0       0
000000000D0000351
>      110       0       0       2       0
0D0000352
>      110     627       0       1       1       0       0
000000000D0000353
>      110       0       0       2       0
0D0000354
>      110     629       0       1       1       0       0
000000000D0000355
>      110       0       0       2       0
0D0000356
>      110     631       0       1       1       0       0
000000000D0000357
>      110       0       0       2       0
0D0000358
>      110     633       0       1       1       0       0
000000000D0000359
>      110       0       0       2       0
0D0000360
>      110     635       0       1       1       0       0
000000000D0000361
>      110       0       0       2       0
0D0000362
>      110     637       0       1       1       0       0
000000000D0000363
>      110       0       0       2       0
0D0000364
>      110     639       0       1       1       0       0
000000000D0000365
>      110       0       0       2       0
0D0000366
>      110     641       0       1       1       0       0
000000000D0000367
>      110       0       0       2       0
0D0000368
>      110     643       0       1       1       0       0
000000000D0000369
>      110       0       0       2       0
0D0000370
>      110     645       0       1       1       0       0
000000000D0000371
>      110       0       0       2       0
0D0000372
>      110     647       0       1       1       0       0
000000000D0000373
>      110       0       0       2       0
0D0000374
>      110     649       0       1       1       0       0
000000000D0000375
>      110       0       0       2       0
0D0000376
>      110     651       0       1       1       0       0
000000000D0000377
>      110       0       0       2       0
0D0000378
>      110     653       0       1       1       0       0
000000000D0000379
>      110       0       0       2       0
0D0000380
>      110     655       0       1       1       0       0
000000000D0000381
>      110       0       0       2       0
0D0000382
>      110     657       0       1       1       0       0
000000000D0000383
>      110       0       0       2       0
0D0000384
>      110     659       0       1       1       0       0
000000000D0000385
>      110       0       0       2       0
0D0000386
>      110     661       0       1       1       0       0
000000000D0000387
>      110       0       0       2       0
0D0000388
>      110     663       0       1       1       0       0
000000000D0000389
>      110       0       0       2       0
0D0000390
>      110     665       0       1       1       0       0
000000000D0000391
>      110       0       0       2       0
0D0000392
>      110     667       0       1       1       0       0
000000000D0000393
>      110       0       0       2       0
0D0000394
>      110     669       0       1       1       0       0
000000000D0000395
>      110       0       0       2       0
0D0000396
>      110     671       0       1       1       0       0
000000000D0000397
>      110       0       0       2       0
0D0000398
>      110     673       0       1       1       0       0
000000000D0000399
>      110       0       0       2       0
0D0000400
>      110     675       0       1       1       0       0
000000000D0000401
>      110       0       0       2       0
0D0000402
>      110     677       0       1       1       0       0
000000000D0000403
>      110       0       0       2       0
0D0000404
>      110     679       0       1       1       0       0
000000000D0000405
>      110       0       0       2       0
0D0000406
>      110     681       0       1       1       0       0
000000000D0000407
>      110       0       0       2       0
0D0000408
>      110     683       0       1       1       0       0
000000000D0000409
>      110       0       0       2       0
0D0000410
>      110     685       0       1       1       0       0
000000000D0000411
>      110       0       0       2       0
0D0000412
>      110     687       0       1       1       0       0
000000000D0000413
>      110       0       0       2       0
0D0000414
>      110     689       0       1       1       0       0
000000000D0000415
>      110       0       0       2       0
0D0000416
>      110     691       0       1       1       0       0
000000000D0000417
>      110       0       0       2       0
0D0000418
>      110     693       0       1       1       0       0
000000000D0000419
>      110       0       0       2       0
0D0000420
>      110     695       0       1       1       0       0
000000000D0000421
>      110       0       0       2       0
0D0000422
>      110     697       0       1       1       0       0
000000000D0000423
>      110       0       0       2       0
0D0000424
>      110     699       0       1       1       0       0
000000000D0000425
>      110       0       0       2       0
0D0000426
>      110     701       0       1       1       0       0
000000000D0000427
>      110       0       0       2       0
0D0000428
>      110     703       0       1       1       0       0
000000000D0000429
>      110       0       0       2       0
0D0000430
>      110     705       0       1       1       0       0
000000000D0000431
>      110       0       0       2       0
0D0000432
>      110     707       0       1       1       0       0
000000000D0000433
>      110       0       0       2       0
0D0000434
>      110     709       0       1       1       0       0
000000000D0000435
>      110       0       0       2       0
0D0000436
>      110     711       0       1       1       0       0
000000000D0000437
>      110       0       0       2       0
0D0000438
>      110     713       0       1       1       0       0
000000000D0000439
>      110       0       0       2       0
0D0000440
>      110     715       0       1       1       0       0
000000000D0000441
>      110       0       0       2       0
0D0000442
>      110     717       0       1       1       0       0
000000000D0000443
>      110       0       0       2       0
0D0000444
>      110     719       0       1       1       0       0
000000000D0000445
>      110       0       0       2       0
0D0000446
>      110     721       0       1       1       0       0
000000000D0000447
>      110       0       0       2       0
0D0000448
>      110     723       0       1       1       0       0
000000000D0000449
>      110       0       0       2       0
0D0000450
>      110     725       0       1       1       0       0
000000000D0000451
>      110       0       0       2       0
0D0000452
>      110     727       0       1       1       0       0
000000000D0000453
>      110       0       0       2       0
0D0000454
>      110     729       0       1       1       0       0
000000000D0000455
>      110       0       0       2       0
0D0000456
>      110     731       0       1       1       0       0
000000000D0000457
>      110       0       0       2       0
0D0000458
>      110     733       0       1       1       0       0
000000000D0000459
>      110       0       0       2       0
0D0000460
>      110     735       0       1       1       0       0
000000000D0000461
>      110       0       0       2       0
0D0000462
>      110     737       0       1       1       0       0
000000000D0000463
>      110       0       0       2       0
0D0000464
>      110     739       0       1       1       0       0
000000000D0000465
>      110       0       0       2       0
0D0000466
>      110     741       0       1       1       0       0
000000000D0000467
>      110       0       0       2       0
0D0000468
>      110     743       0       1       1       0       0
000000000D0000469
>      110       0       0       2       0
0D0000470
>      110     745       0       1       1       0       0
000000000D0000471
>      110       0       0       2       0
0D0000472
>      110     747       0       1       1       0       0
000000000D0000473
>      110       0       0       2       0
0D0000474
>      110     749       0       1       1       0       0
000000000D0000475
>      110       0       0       2       0
0D0000476
>      110     751       0       1       1       0       0
000000000D0000477
>      110       0       0       2       0
0D0000478
>      110     753       0       1       1       0       0
000000000D0000479
>      110       0       0       2       0
0D0000480
>      110     755       0       1       1       0       0
000000000D0000481
>      110       0       0       2       0
0D0000482
>      110     757       0       1       1       0       0
000000000D0000483
>      110       0       0       2       0
0D0000484
>      110     759       0       1       1       0       0
000000000D0000485
>      110       0       0       2       0
0D0000486
>      110     761       0       1       1       0       0
000000000D0000487
>      110       0       0       2       0
0D0000488
>      110     763       0       1       1       0       0
000000000D0000489
>      110       0       0       2       0
0D0000490
>      110     765       0       1       1       0       0
000000000D0000491
>      110       0       0       2       0
0D0000492
>      110     767       0       1       1       0       0
000000000D0000493
>      110       0       0       2       0
0D0000494
>      110     769       0       1       1       0       0
000000000D0000495
>      110       0       0       2       0
0D0000496
>      110     771       0       1       1       0       0
000000000D0000497
>      110       0       0       2       0
0D0000498
>      110     773       0       1       1       0       0
000000000D0000499
>      110       0       0       2       0
0D0000500
>      110     775       0       1       1       0       0
000000000D0000501
>      110       0       0       2       0
0D0000502
>      110     777       0       1       1       0       0
000000000D0000503
>      110       0       0       2       0
0D0000504
>      110     779       0       1       1       0       0
000000000D0000505
>      110       0       0       2       0
0D0000506
>      110     781       0       1       1       0       0
000000000D0000507
>      110       0       0       2       0
0D0000508
>      110     783       0       1       1       0       0
000000000D0000509
>      110       0       0       2       0
0D0000510
>      110     785       0       1       1       0       0
000000000D0000511
>      110       0       0       2       0
0D0000512
>      110     787       0       1       1       0       0
000000000D0000513
>      110       0       0       2       0
0D0000514
>      110     789       0       1       1       0       0
000000000D0000515
>      110       0       0       2       0
0D0000516
>      110     791       0       1       1       0       0
000000000D0000517
>      110       0       0       2       0
0D0000518
>      110     793       0       1       1       0       0
000000000D0000519
>      110       0       0       2       0
0D0000520
>      110     795       0       1       1       0       0
000000000D0000521
>      110       0       0       2       0
0D0000522
>      110     797       0       1       1       0       0
000000000D0000523
>      110       0       0       2       0
0D0000524
>      110     799       0       1       1       0       0
000000000D0000525
>      110       0       0       2       0
0D0000526
>      110     801       0       1       1       0       0
000000000D0000527
>      110       0       0       2       0
0D0000528
>      110     803       0       1       1       0       0
000000000D0000529
>      110       0       0       2       0
0D0000530
>      110     805       0       1       1       0       0
000000000D0000531
>      110       0       0       2       0
0D0000532
>      110     807       0       1       1       0       0
000000000D0000533
>      110       0       0       2       0
0D0000534
>      110     809       0       1       1       0       0
000000000D0000535
>      110       0       0       2       0
0D0000536
>      110     811       0       1       1       0       0
000000000D0000537
>      110       0       0       2       0
0D0000538
>      110     813       0       1       1       0       0
000000000D0000539
>      110       0       0       2       0
0D0000540
>      110     815       0       1       1       0       0
000000000D0000541
>      110       0       0       2       0
0D0000542
>      110     817       0       1       1       0       0
000000000D0000543
>      110       0       0       2       0
0D0000544
>      110     819       0       1       1       0       0
000000000D0000545
>      110       0       0       2       0
0D0000546
>      110     821       0       1       1       0       0
000000000D0000547
>      110       0       0       2       0
0D0000548
>      110     823       0       1       1       0       0
000000000D0000549
>      110       0       0       2       0
0D0000550
>      110     825       0       1       1       0       0
000000000D0000551
>      110       0       0       2       0
0D0000552
>      110     827       0       1       1       0       0
000000000D0000553
>      110       0       0       2       0
0D0000554
>      110     829       0       1       1       0       0
000000000D0000555
>      110       0       0       2       0
0D0000556
>      110     831       0       1       1       0       0
000000000D0000557
>      110       0       0       2       0
0D0000558
>      110     833       0       1       1       0       0
000000000D0000559
>      110       0       0       2       0
0D0000560
>      110     835       0       1       1       0       0
000000000D0000561
>      110       0       0       2       0
0D0000562
>      110     837       0       1       1       0       0
000000000D0000563
>      110       0       0       2       0
0D0000564
>      110     839       0       1       1       0       0
000000000D0000565
>      110       0       0       2       0
0D0000566
>      110     841       0       1       1       0       0
000000000D0000567
>      110       0       0       2       0
0D0000568
>      110     843       0       1       1       0       0
000000000D0000569
>      110       0       0       2       0
0D0000570
>      110     845       0       1       1       0       0
000000000D0000571
>      110       0       0       2       0
0D0000572
>      110     847       0       1       1       0       0
000000000D0000573
>      110       0       0       2       0
0D0000574
>      110     849       0       1       1       0       0
000000000D0000575
>      110       0       0       2       0
0D0000576
>      110     851       0       1       1       0       0
000000000D0000577
>      110       0       0       2       0
0D0000578
>      110     853       0       1       1       0       0
000000000D0000579
>      110       0       0       2       0
0D0000580
>      110     855       0       1       1       0       0
000000000D0000581
>      110       0       0       2       0
0D0000582
>      110     857       0       1       1       0       0
000000000D0000583
>      110       0       0       2       0
0D0000584
>      110     859       0       1       1       0       0
000000000D0000585
>      110       0       0       2       0
0D0000586
>      110     861       0       1       1       0       0
000000000D0000587
>      110       0       0       2       0
0D0000588
>      110     863       0       1       1       0       0
000000000D0000589
>      110       0       0       2       0
0D0000590
>      110     865       0       1       1       0       0
000000000D0000591
>      110       0       0       2       0
0D0000592
>      110     867       0       1       1       0       0
000000000D0000593
>      110       0       0       2       0
0D0000594
>      110     869       0       1       1       0       0
000000000D0000595
>      110       0       0       2       0
0D0000596
>      110     871       0       1       1       0       0
000000000D0000597
>      110       0       0       2       0
0D0000598
>      110     873       0       1       1       0       0
000000000D0000599
>      110       0       0       2       0
0D0000600
>      110     875       0       1       1       0       0
000000000D0000601
>      110       0       0       2       0
0D0000602
>      110     877       0       1       1       0       0
000000000D0000603
>      110       0       0       2       0
0D0000604
>      110     879       0       1       1       0       0
000000000D0000605
>      110       0       0       2       0
0D0000606
>      110     881       0       1       1       0       0
000000000D0000607
>      110       0       0       2       0
0D0000608
>      110     883       0       1       1       0       0
000000000D0000609
>      110       0       0       2       0
0D0000610
>      110     885       0       1       1       0       0
000000000D0000611
>      110       0       0       2       0
0D0000612
>      110     887       0       1       1       0       0
000000000D0000613
>      110       0       0       2       0
0D0000614
>      110     889       0       1       1       0       0
000000000D0000615
>      110       0       0       2       0
0D0000616
>      110     891       0       1       1       0       0
000000000D0000617
>      110       0       0       2       0
0D0000618
>      110     893       0       1       1       0       0
000000000D0000619
>      110       0       0       2       0
0D0000620
>      110     895       0       1       1       0       0
000000000D0000621
>      110       0       0       2       0
0D0000622
>      110     897       0       1       1       0       0
000000000D0000623
>      110       0       0       2       0
0D0000624
>      110     899       0       1       1       0       0
000000000D0000625
>      110       0       0       2       0
0D0000626
>      110     901       0       1       1       0       0
000000000D0000627
>      110       0       0       2       0
0D0000628
>      110     903       0       1       1       0       0
000000000D0000629
>      110       0       0       2       0
0D0000630
>      110     905       0       1       1       0       0
000000000D0000631
>      110       0       0       2       0
0D0000632
>      110     907       0       1       1       0       0
000000000D0000633
>      110       0       0       2       0
0D0000634
>      110     909       0       1       1       0       0
000000000D0000635
>      110       0       0       2       0
0D0000636
>      110     911       0       1       1       0       0
000000000D0000637
>      110       0       0       2       0
0D0000638
>      110     913       0       1       1       0       0
000000000D0000639
>      110       0       0       2       0
0D0000640
>      110     915       0       1       1       0       0
000000000D0000641
>      110       0       0       2       0
0D0000642
>      110     917       0       1       1       0       0
000000000D0000643
>      110       0       0       2       0
0D0000644
>      110     919       0       1       1       0       0
000000000D0000645
>      110       0       0       2       0
0D0000646
>      110     921       0       1       1       0       0
000000000D0000647
>      110       0       0       2       0
0D0000648
>      110     923       0       1       1       0       0
000000000D0000649
>      110       0       0       2       0
0D0000650
>      110     925       0       1       1       0       0
000000000D0000651
>      110       0       0       2       0
0D0000652
>      110     927       0       1       1       0       0
000000000D0000653
>      110       0       0       2       0
0D0000654
>      110     929       0       1       1       0       0
000000000D0000655
>      110       0       0       2       0
0D0000656
>      110     931       0       1       1       0       0
000000000D0000657
>      110       0       0       2       0
0D0000658
>      110     933       0       1       1       0       0
000000000D0000659
>      110       0       0       2       0
0D0000660
>      110     935       0       1       1       0       0
000000000D0000661
>      110       0       0       2       0
0D0000662
>      110     937       0       1       1       0       0
000000000D0000663
>      110       0       0       2       0
0D0000664
>      110     939       0       1       1       0       0
000000000D0000665
>      110       0       0       2       0
0D0000666
>      110     941       0       1       1       0       0
000000000D0000667
>      110       0       0       2       0
0D0000668
>      110     943       0       1       1       0       0
000000000D0000669
>      110       0       0       2       0
0D0000670
>      110     945       0       1       1       0       0
000000000D0000671
>      110       0       0       2       0
0D0000672
>      110     947       0       1       1       0       0
000000000D0000673
>      110       0       0       2       0
0D0000674
>      110     949       0       1       1       0       0
000000000D0000675
>      110       0       0       2       0
0D0000676
>      110     951       0       1       1       0       0
000000000D0000677
>      110       0       0       2       0
0D0000678
>      110     953       0       1       1       0       0
000000000D0000679
>      110       0       0       2       0
0D0000680
>      110     955       0       1       1       0       0
000000000D0000681
>      110       0       0       2       0
0D0000682
>      110     957       0       1       1       0       0
000000000D0000683
>      110       0       0       2       0
0D0000684
>      110     959       0       1       1       0       0
000000000D0000685
>      110       0       0       2       0
0D0000686
>      110     961       0       1       1       0       0
000000000D0000687
>      110       0       0       2       0
0D0000688
>      110     963       0       1       1       0       0
000000000D0000689
>      110       0       0       2       0
0D0000690
>      110     965       0       1       1       0       0
000000000D0000691
>      110       0       0       2       0
0D0000692
>      110     967       0       1       1       0       0
000000000D0000693
>      110       0       0       2       0
0D0000694
>      110     969       0       1       1       0       0
000000000D0000695
>      110       0       0       2       0
0D0000696
>      110     971       0       1       1       0       0
000000000D0000697
>      110       0       0       2       0
0D0000698
>      110     973       0       1       1       0       0
000000000D0000699
>      110       0       0       2       0
0D0000700
>      110     975       0       1       1       0       0
000000000D0000701
>      110       0       0       2       0
0D0000702
>      110     977       0       1       1       0       0
000000000D0000703
>      110       0       0       2       0
0D0000704
>      110     979       0       1       1       0       0
000000000D0000705
>      110       0       0       2       0
0D0000706
>      110     981       0       1       1       0       0
000000000D0000707
>      110       0       0       2       0
0D0000708
>      110     983       0       1       1       0       0
000000000D0000709
>      110       0       0       2       0
0D0000710
>      110     985       0       1       1       0       0
000000000D0000711
>      110       0       0       2       0
0D0000712
>      110     987       0       1       1       0       0
000000000D0000713
>      110       0       0       2       0
0D0000714
>      110     989       0       1       1       0       0
000000000D0000715
>      110       0       0       2       0
0D0000716
>      110     991       0       1       1       0       0
000000000D0000717
>      110       0       0       2       0
0D0000718
>      110     993       0       1       1       0       0
000000000D0000719
>      110       0       0       2       0
0D0000720
>      110     995       0       1       1       0       0
000000000D0000721
>      110       0       0       2       0
0D0000722
>      110     997       0       1       1       0       0
000000000D0000723
>      110       0       0       2       0
0D0000724
>      110     999       0       1       1       0       0
000000000D0000725
>      110       0       0       2       0
0D0000726
>      110    1001       0       1       1       0       0
000000000D0000727
>      110       0       0       2       0
0D0000728
>      110    1003       0       1       1       0       0
000000000D0000729
>      110       0       0       2       0
0D0000730
>      110    1005       0       1       1       0       0
000000000D0000731
>      110       0       0       2       0
0D0000732
>      110    1007       0       1       1       0       0
000000000D0000733
>      110       0       0       2       0
0D0000734
>      110    1009       0       1       1       0       0
000000000D0000735
>      110       0       0       2       0
0D0000736
>      110    1011       0       1       1       0       0
000000000D0000737
>      110       0       0       2       0
0D0000738
>      110    1013       0       1       1       0       0
000000000D0000739
>      110       0       0       2       0
0D0000740
>      110    1015       0       1       1       0       0
000000000D0000741
>      110       0       0       2       0
0D0000742
>      110    1017       0       1       1       0       0
000000000D0000743
>      110       0       0       2       0
0D0000744
>      110    1019       0       1       1       0       0
000000000D0000745
>      110       0       0       2       0
0D0000746
>      110    1021       0       1       1       0       0
000000000D0000747
>      110       0       0       2       0
0D0000748
>      110    1023       0       1       1       0       0
000000000D0000749
>      110       0       0       2       0
0D0000750
>      110    1025       0       1       1       0       0
000000000D0000751
>      110       0       0       2       0
0D0000752
>      110    1027       0       1       1       0       0
000000000D0000753
>      110       0       0       2       0
0D0000754
>      110    1029       0       1       1       0       0
000000000D0000755
>      110       0       0       2       0
0D0000756
>      110    1031       0       1       1       0       0
000000000D0000757
>      110       0       0       2       0
0D0000758
>      110    1033       0       1       1       0       0
000000000D0000759
>      110       0       0       2       0
0D0000760
>      110    1035       0       1       1       0       0
000000000D0000761
>      110       0       0       2       0
0D0000762
>      110    1037       0       1       1       0       0
000000000D0000763
>      110       0       0       2       0
0D0000764
>      110    1039       0       1       1       0       0
000000000D0000765
>      110       0       0       2       0
0D0000766
>      110    1041       0       1       1       0       0
000000000D0000767
>      110       0       0       2       0
0D0000768
>      110    1043       0       1       1       0       0
000000000D0000769
>      110       0       0       2       0
0D0000770
>      110    1045       0       1       1       0       0
000000000D0000771
>      110       0       0       2       0
0D0000772
>      110    1047       0       1       1       0       0
000000000D0000773
>      110       0       0       2       0
0D0000774
>      110    1049       0       1       1       0       0
000000000D0000775
>      110       0       0       2       0
0D0000776
>      110    1051       0       1       1       0       0
000000000D0000777
>      110       0       0       2       0
0D0000778
>      110    1053       0       1       1       0       0
000000000D0000779
>      110       0       0       2       0
0D0000780
>      110    1055       0       1       1       0       0
000000000D0000781
>      110       0       0       2       0
0D0000782
>      110    1057       0       1       1       0       0
000000000D0000783
>      110       0       0       2       0
0D0000784
>      110    1059       0       1       1       0       0
000000000D0000785
>      110       0       0       2       0
0D0000786
>      110    1061       0       1       1       0       0
000000000D0000787
>      110       0       0       2       0
0D0000788
>      110    1063       0       1       1       0       0
000000000D0000789
>      110       0       0       2       0
0D0000790
>      110    1065       0       1       1       0       0
000000000D0000791
>      110       0       0       2       0
0D0000792
>      110    1067       0       1       1       0       0
000000000D0000793
>      110       0       0       2       0
0D0000794
>      110    1069       0       1       1       0       0
000000000D0000795
>      110       0       0       2       0
0D0000796
>      110    1071       0       1       1       0       0
000000000D0000797
>      110       0       0       2       0
0D0000798
>      110    1073       0       1       1       0       0
000000000D0000799
>      110       0       0       2       0
0D0000800
>      110    1075       0       1       1       0       0
000000000D0000801
>      110       0       0       2       0
0D0000802
>      110    1077       0       1       1       0       0
000000000D0000803
>      110       0       0       2       0
0D0000804
>      110    1079       0       1       1       0       0
000000000D0000805
>      110       0       0       2       0
0D0000806
>      110    1081       0       1       1       0       0
000000000D0000807
>      110       0       0       2       0
0D0000808
>      110    1083       0       1       1       0       0
000000000D0000809
>      110       0       0       2       0
0D0000810
>      110    1085       0       1       1       0       0
000000000D0000811
>      110       0       0       2       0
0D0000812
>      110    1087       0       1       1       0       0
000000000D0000813
>      110       0       0       2       0
0D0000814
>      110    1089       0       1       1       0       0
000000000D0000815
>      110       0       0       2       0
0D0000816
>      110    1091       0       1       1       0       0
000000000D0000817
>      110       0       0       2       0
0D0000818
>      110    1093       0       1       1       0       0
000000000D0000819
>      110       0       0       2       0
0D0000820
>      110    1095       0       1       1       0       0
000000000D0000821
>      110       0       0       2       0
0D0000822
>      110    1097       0       1       1       0       0
000000000D0000823
>      110       0       0       2       0
0D0000824
>      110    1099       0       1       1       0       0
000000000D0000825
>      110       0       0       2       0
0D0000826
>      110    1101       0       1       1       0       0
000000000D0000827
>      110       0       0       2       0
0D0000828
>      110    1103       0       1       1       0       0
000000000D0000829
>      110       0       0       2       0
0D0000830
>      110    1105       0       1       1       0       0
000000000D0000831
>      110       0       0       2       0
0D0000832
>      110    1107       0       1       1       0       0
000000000D0000833
>      110       0       0       2       0
0D0000834
>      110    1109       0       1       1       0       0
000000000D0000835
>      110       0       0       2       0
0D0000836
>      110    1111       0       1       1       0       0
000000000D0000837
>      110       0       0       2       0
0D0000838
>      110    1113       0       1       1       0       0
000000000D0000839
>      110       0       0       2       0
0D0000840
>      110    1115       0       1       1       0       0
000000000D0000841
>      110       0       0       2       0
0D0000842
>      110    1117       0       1       1       0       0
000000000D0000843
>      110       0       0       2       0
0D0000844
>      110    1119       0       1       1       0       0
000000000D0000845
>      110       0       0       2       0
0D0000846
>      110    1121       0       1       1       0       0
000000000D0000847
>      110       0       0       2       0
0D0000848
>      110    1123       0       1       1       0       0
000000000D0000849
>      110       0       0       2       0
0D0000850
>      110    1125       0       1       1       0       0
000000000D0000851
>      110       0       0       2       0
0D0000852
>      110    1127       0       1       1       0       0
000000000D0000853
>      110       0       0       2       0
0D0000854
>      110    1129       0       1       1       0       0
000000000D0000855
>      110       0       0       2       0
0D0000856
>      110    1131       0       1       1       0       0
000000000D0000857
>      110       0       0       2       0
0D0000858
>      110    1133       0       1       1       0       0
000000000D0000859
>      110       0       0       2       0
0D0000860
>      110    1135       0       1       1       0       0
000000000D0000861
>      110       0       0       2       0
0D0000862
>      110    1137       0       1       1       0       0
000000000D0000863
>      110       0       0       2       0
0D0000864
>      110    1139       0       1       1       0       0
000000000D0000865
>      110       0       0       2       0
0D0000866
>      110    1141       0       1       1       0       0
000000000D0000867
>      110       0       0       2       0
0D0000868
>      110    1143       0       1       1       0       0
000000000D0000869
>      110       0       0       2       0
0D0000870
>      110    1145       0       1       1       0       0
000000000D0000871
>      110       0       0       2       0
0D0000872
>      110    1147       0       1       1       0       0
000000000D0000873
>      110       0       0       2       0
0D0000874
>      110    1149       0       1       1       0       0
000000000D0000875
>      110       0       0       2       0
0D0000876
>      110    1151       0       1       1       0       0
000000000D0000877
>      110       0       0       2       0
0D0000878
>      110    1153       0       1       1       0       0
000000000D0000879
>      110       0       0       2       0
0D0000880
>      110    1155       0       1       1       0       0
000000000D0000881
>      110       0       0       2       0
0D0000882
>      110    1157       0       1       1       0       0
000000000D0000883
>      110       0       0       2       0
0D0000884
>      110    1159       0       1       1       0       0
000000000D0000885
>      110       0       0       2       0
0D0000886
>      110    1161       0       1       1       0       0
000000000D0000887
>      110       0       0       2       0
0D0000888
>      110    1163       0       1       1       0       0
000000000D0000889
>      110       0       0       2       0
0D0000890
>      110    1165       0       1       1       0       0
000000000D0000891
>      110       0       0       2       0
0D0000892
>      110    1167       0       1       1       0       0
000000000D0000893
>      110       0       0       2       0
0D0000894
>      110    1169       0       1       1       0       0
000000000D0000895
>      110       0       0       2       0
0D0000896
>      110    1171       0       1       1       0       0
000000000D0000897
>      110       0       0       2       0
0D0000898
>      110    1173       0       1       1       0       0
000000000D0000899
>      110       0       0       2       0
0D0000900
>      110    1175       0       1       1       0       0
000000000D0000901
>      110       0       0       2       0
0D0000902
>      110    1177       0       1       1       0       0
000000000D0000903
>      110       0       0       2       0
0D0000904
>      110    1179       0       1       1       0       0
000000000D0000905
>      110       0       0       2       0
0D0000906
>      110    1181       0       1       1       0       0
000000000D0000907
>      110       0       0       2       0
0D0000908
>      110    1183       0       1       1       0       0
000000000D0000909
>      110       0       0       2       0
0D0000910
>      110    1185       0       1       1       0       0
000000000D0000911
>      110       0       0       2       0
0D0000912
>      110    1187       0       1       1       0       0
000000000D0000913
>      110       0       0       2       0
0D0000914
>      110    1189       0       1       1       0       0
000000000D0000915
>      110       0       0       2       0
0D0000916
>      110    1191       0       1       1       0       0
000000000D0000917
>      110       0       0       2       0
0D0000918
>      110    1193       0       1       1       0       0
000000000D0000919
>      110       0       0       2       0
0D0000920
>      110    1195       0       1       1       0       0
000000000D0000921
>      110       0       0       2       0
0D0000922
>      110    1197       0       1       1       0       0
000000000D0000923
>      110       0       0       2       0
0D0000924
>      110    1199       0       1       1       0       0
000000000D0000925
>      110       0       0       2       0
0D0000926
>      110    1201       0       1       1       0       0
000000000D0000927
>      110       0       0       2       0
0D0000928
>      110    1203       0       1       1       0       0
000000000D0000929
>      110       0       0       2       0
0D0000930
>      110    1205       0       1       1       0       0
000000000D0000931
>      110       0       0       2       0
0D0000932
>      110    1207       0       1       1       0       0
000000000D0000933
>      110       0       0       2       0
0D0000934
>      110    1209       0       1       1       0       0
000000000D0000935
>      110       0       0       2       0
0D0000936
>      110    1211       0       1       1       0       0
000000000D0000937
>      110       0       0       2       0
0D0000938
>      110    1213       0       1       1       0       0
000000000D0000939
>      110       0       0       2       0
0D0000940
>      110    1215       0       1       1       0       0
000000000D0000941
>      110       0       0       2       0
0D0000942
>      110    1217       0       1       1       0       0
000000000D0000943
>      110       0       0       2       0
0D0000944
>      110    1219       0       1       1       0       0
000000000D0000945
>      110       0       0       2       0
0D0000946
>      110    1221       0       1       1       0       0
000000000D0000947
>      110       0       0       2       0
0D0000948
>      110    1223       0       1       1       0       0
000000000D0000949
>      110       0       0       2       0
0D0000950
>      110    1225       0       1       1       0       0
000000000D0000951
>      110       0       0       2       0
0D0000952
>      110    1227       0       1       1       0       0
000000000D0000953
>      110       0       0       2       0
0D0000954
>      110    1229       0       1       1       0       0
000000000D0000955
>      110       0       0       2       0
0D0000956
>      110    1231       0       1       1       0       0
000000000D0000957
>      110       0       0       2       0
0D0000958
>      110    1233       0       1       1       0       0
000000000D0000959
>      110       0       0       2       0
0D0000960
>      110    1235       0       1       1       0       0
000000000D0000961
>      110       0       0       2       0
0D0000962
>      110    1237       0       1       1       0       0
000000000D0000963
>      110       0       0       2       0
0D0000964
>      110    1239       0       1       1       0       0
000000000D0000965
>      110       0       0       2       0
0D0000966
>      110    1241       0       1       1       0       0
000000000D0000967
>      110       0       0       2       0
0D0000968
>      110    1243       0       1       1       0       0
000000000D0000969
>      110       0       0       2       0
0D0000970
>      110    1245       0       1       1       0       0
000000000D0000971
>      110       0       0       2       0
0D0000972
>      110    1247       0       1       1       0       0
000000000D0000973
>      110       0       0       2       0
0D0000974
>      110    1249       0       1       1       0       0
000000000D0000975
>      110       0       0       2       0
0D0000976
>      110    1251       0       1       1       0       0
000000000D0000977
>      110       0       0       2       0
0D0000978
>      110    1253       0       1       1       0       0
000000000D0000979
>      110       0       0       2       0
0D0000980
>      110    1255       0       1       1       0       0
000000000D0000981
>      110       0       0       2       0
0D0000982
>      110    1257       0       1       1       0       0
000000000D0000983
>      110       0       0       2       0
0D0000984
>      110    1259       0       1       1       0       0
000000000D0000985
>      110       0       0       2       0
0D0000986
>      110    1261       0       1       1       0       0
000000000D0000987
>      110       0       0       2       0
0D0000988
>      110    1263       0       1       1       0       0
000000000D0000989
>      110       0       0       2       0
0D0000990
>      110    1265       0       1       1       0       0
000000000D0000991
>      110       0       0       2       0
0D0000992
>      110    1267       0       1       1       0       0
000000000D0000993
>      110       0       0       2       0
0D0000994
>      110    1269       0       1       1       0       0
000000000D0000995
>      110       0       0       2       0
0D0000996
>      110    1271       0       1       1       0       0
000000000D0000997
>      110       0       0       2       0
0D0000998
>      110    1273       0       1       1       0       0
000000000D0000999
>      110       0       0       2       0
0D0001000
>      110    1275       0       1       1       0       0
000000000D0001001
>      110       0       0       2       0
0D0001002
>      110    1277       0       1       1       0       0
000000000D0001003
>      110       0       0       2       0
0D0001004
>      110    1279       0       1       1       0       0
000000000D0001005
>      110       0       0       2       0
0D0001006
>      110    1281       0       1       1       0       0
000000000D0001007
>      110       0       0       2       0
0D0001008
>      110    1283       0       1       1       0       0
000000000D0001009
>      110       0       0       2       0
0D0001010
>      110    1285       0       1       1       0       0
000000000D0001011
>      110       0       0       2       0
0D0001012
>      110    1287       0       1       1       0       0
000000000D0001013
>      110       0       0       2       0
0D0001014
>      110    1289       0       1       1       0       0
000000000D0001015
>      110       0       0       2       0
0D0001016
>      110    1291       0       1       1       0       0
000000000D0001017
>      110       0       0       2       0
0D0001018
>      110    1293       0       1       1       0       0
000000000D0001019
>      110       0       0       2       0
0D0001020
>      110    1295       0       1       1       0       0
000000000D0001021
>      110       0       0       2       0
0D0001022
>      110    1297       0       1       1       0       0
000000000D0001023
>      110       0       0       2       0
0D0001024
>      110    1299       0       1       1       0       0
000000000D0001025
>      110       0       0       2       0
0D0001026
>      110    1301       0       1       1       0       0
000000000D0001027
>      110       0       0       2       0
0D0001028
>      110    1303       0       1       1       0       0
000000000D0001029
>      110       0       0       2       0
0D0001030
>      110    1305       0       1       1       0       0
000000000D0001031
>      110       0       0       2       0
0D0001032
>      110    1307       0       1       1       0       0
000000000D0001033
>      110       0       0       2       0
0D0001034
>      110    1309       0       1       1       0       0
000000000D0001035
>      110       0       0       2       0
0D0001036
>      110    1311       0       1       1       0       0
000000000D0001037
>      110       0       0       2       0
0D0001038
>      110    1313       0       1       1       0       0
000000000D0001039
>      110       0       0       2       0
0D0001040
>      110    1315       0       1       1       0       0
000000000D0001041
>      110       0       0       2       0
0D0001042
>      110    1317       0       1       1       0       0
000000000D0001043
>      110       0       0       2       0
0D0001044
>      110    1319       0       1       1       0       0
000000000D0001045
>      110       0       0       2       0
0D0001046
>      110    1321       0       1       1       0       0
000000000D0001047
>      110       0       0       2       0
0D0001048
>      110    1323       0       1       1       0       0
000000000D0001049
>      110       0       0       2       0
0D0001050
>      110    1325       0       1       1       0       0
000000000D0001051
>      110       0       0       2       0
0D0001052
>      110    1327       0       1       1       0       0
000000000D0001053
>      110       0       0       2       0
0D0001054
>      110    1329       0       1       1       0       0
000000000D0001055
>      110       0       0       2       0
0D0001056
>      110    1331       0       1       1       0       0
000000000D0001057
>      110       0       0       2       0
0D0001058
>      110    1333       0       1       1       0       0
000000000D0001059
>      110       0       0       2       0
0D0001060
>      110    1335       0       1       1       0       0
000000000D0001061
>      110       0       0       2       0
0D0001062
>      110    1337       0       1       1       0       0
000000000D0001063
>      110       0       0       2       0
0D0001064
>      110    1339       0       1       1       0       0
000000000D0001065
>      110       0       0       2       0
0D0001066
>      110    1341       0       1       1       0       0
000000000D0001067
>      110       0       0       2       0
0D0001068
>      110    1343       0       1       1       0       0
000000000D0001069
>      110       0       0       2       0
0D0001070
>      110    1345       0       1       1       0       0
000000000D0001071
>      110       0       0       2       0
0D0001072
>      110    1347       0       1       1       0       0
000000000D0001073
>      110       0       0       2       0
0D0001074
>      110    1349       0       1       1       0       0
000000000D0001075
>      110       0       0       2       0
0D0001076
>      110    1351       0       1       1       0       0
000000000D0001077
>      110       0       0       2       0
0D0001078
>      110    1353       0       1       1       0       0
000000000D0001079
>      110       0       0       2       0
0D0001080
>      110    1355       0       1       1       0       0
000000000D0001081
>      110       0       0       2       0
0D0001082
>      110    1357       0       1       1       0       0
000000000D0001083
>      110       0       0       2       0
0D0001084
>      110    1359       0       1       1       0       0
000000000D0001085
>      110       0       0       2       0
0D0001086
>      110    1361       0       1       1       0       0
000000000D0001087
>      110       0       0       2       0
0D0001088
>      110    1363       0       1       1       0       0
000000000D0001089
>      110       0       0       2       0
0D0001090
>      110    1365       0       1       1       0       0
000000000D0001091
>      110       0       0       2       0
0D0001092
>      110    1367       0       1       1       0       0
000000000D0001093
>      110       0       0       2       0
0D0001094
>      110    1369       0       1       1       0       0
000000000D0001095
>      110       0       0       2       0
0D0001096
>      110    1371       0       1       1       0       0
000000000D0001097
>      110       0       0       2       0
0D0001098
>      110    1373       0       1       1       0       0
000000000D0001099
>      110       0       0       2       0
0D0001100
>      110    1375       0       1       1       0       0
000000000D0001101
>      110       0       0       2       0
0D0001102
>      110    1377       0       1       1       0       0
000000000D0001103
>      110       0       0       2       0
0D0001104
>      110    1379       0       1       1       0       0
000000000D0001105
>      110       0       0       2       0
0D0001106
>      110    1381       0       1       1       0       0
000000000D0001107
>      110       0       0       2       0
0D0001108
>      110    1383       0       1       1       0       0
000000000D0001109
>      110       0       0       2       0
0D0001110
>      110    1385       0       1       1       0       0
000000000D0001111
>      110       0       0       2       0
0D0001112
>      110    1387       0       1       1       0       0
000000000D0001113
>      110       0       0       2       0
0D0001114
>      110    1389       0       1       1       0       0
000000000D0001115
>      110       0       0       2       0
0D0001116
>      110    1391       0       1       1       0       0
000000000D0001117
>      110       0       0       2       0
0D0001118
>      110    1393       0       1       1       0       0
000000000D0001119
>      110       0       0       2       0
0D0001120
>      110    1395       0       1       1       0       0
000000000D0001121
>      110       0       0       2       0
0D0001122
>      110    1397       0       1       1       0       0
000000000D0001123
>      110       0       0       2       0
0D0001124
>      110    1399       0       1       1       0       0
000000000D0001125
>      110       0       0       2       0
0D0001126
>      110    1401       0       1       1       0       0
000000000D0001127
>      110       0       0       2       0
0D0001128
>      110    1403       0       1       1       0       0
000000000D0001129
>      110       0       0       2       0
0D0001130
>      110    1405       0       1       1       0       0
000000000D0001131
>      110       0       0       2       0
0D0001132
>      110    1407       0       1       1       0       0
000000000D0001133
>      110       0       0       2       0
0D0001134
>      110    1409       0       1       1       0       0
000000000D0001135
>      110       0       0       2       0
0D0001136
>      110    1411       0       1       1       0       0
000000000D0001137
>      110       0       0       2       0
0D0001138
>      110    1413       0       1       1       0       0
000000000D0001139
>      110       0       0       2       0
0D0001140
>      110    1415       0       1       1       0       0
000000000D0001141
>      110       0       0       2       0
0D0001142
>      110    1417       0       1       1       0       0
000000000D0001143
>      110       0       0       2       0
0D0001144
>      110    1419       0       1       1       0       0
000000000D0001145
>      110       0       0       2       0
0D0001146
>      110    1421       0       1       1       0       0
000000000D0001147
>      110       0       0       2       0
0D0001148
>      110    1423       0       1       1       0       0
000000000D0001149
>      110       0       0       2       0
0D0001150
>      110    1425       0       1       1       0       0
000000000D0001151
>      110       0       0       2       0
0D0001152
>      110    1427       0       1       1       0       0
000000000D0001153
>      110       0       0       2       0
0D0001154
>      110    1429       0       1       1       0       0
000000000D0001155
>      110       0       0       2       0
0D0001156
>      110    1431       0       1       1       0       0
000000000D0001157
>      110       0       0       2       0
0D0001158
>      110    1433       0       1       1       0       0
000000000D0001159
>      110       0       0       2       0
0D0001160
>      110    1435       0       1       1       0       0
000000000D0001161
>      110       0       0       2       0
0D0001162
>      110    1437       0       1       1       0       0
000000000D0001163
>      110       0       0       2       0
0D0001164
>      110    1439       0       1       1       0       0
000000000D0001165
>      110       0       0       2       0
0D0001166
>      110    1441       0       1       1       0       0
000000000D0001167
>      110       0       0       2       0
0D0001168
>      110    1443       0       1       1       0       0
000000000D0001169
>      110       0       0       2       0
0D0001170
>      110    1445       0       1       1       0       0
000000000D0001171
>      110       0       0       2       0
0D0001172
>      110    1447       0       1       1       0       0
000000000D0001173
>      110       0       0       2       0
0D0001174
>      110    1449       0       1       1       0       0
000000000D0001175
>      110       0       0       2       0
0D0001176
>      110    1451       0       1       1       0       0
000000000D0001177
>      110       0       0       2       0
0D0001178
>      110    1453       0       1       1       0       0
000000000D0001179
>      110       0       0       2       0
0D0001180
>      110    1455       0       1       1       0       0
000000000D0001181
>      110       0       0       2       0
0D0001182
>      110    1457       0       1       1       0       0
000000000D0001183
>      110       0       0       2       0
0D0001184
>      110    1459       0       1       1       0       0
000000000D0001185
>      110       0       0       2       0
0D0001186
>      110    1461       0       1       1       0       0
000000000D0001187
>      110       0       0       2       0
0D0001188
>      110    1463       0       1       1       0       0
000000000D0001189
>      110       0       0       2       0
0D0001190
>      110    1465       0       1       1       0       0
000000000D0001191
>      110       0       0       2       0
0D0001192
>      110    1467       0       1       1       0       0
000000000D0001193
>      110       0       0       2       0
0D0001194
>      110    1469       0       1       1       0       0
000000000D0001195
>      110       0       0       2       0
0D0001196
>      110    1471       0       1       1       0       0
000000000D0001197
>      110       0       0       2       0
0D0001198
>      110    1473       0       1       1       0       0
000000000D0001199
>      110       0       0       2       0
0D0001200
>      110    1475       0       1       1       0       0
000000000D0001201
>      110       0       0       2       0
0D0001202
>      110    1477       0       1       1       0       0
000000000D0001203
>      110       0       0       2       0
0D0001204
>      110    1479       0       1       1       0       0
000000000D0001205
>      110       0       0       2       0
0D0001206
>      110    1481       0       1       1       0       0
000000000D0001207
>      110       0       0       2       0
0D0001208
>      110    1483       0       1       1       0       0
000000000D0001209
>      110       0       0       2       0
0D0001210
>      110    1485       0       1       1       0       0
000000000D0001211
>      110       0       0       2       0
0D0001212
>      110    1487       0       1       1       0       0
000000000D0001213
>      110       0       0       2       0
0D0001214
>      110    1489       0       1       1       0       0
000000000D0001215
>      110       0       0       2       0
0D0001216
>      110    1491       0       1       1       0       0
000000000D0001217
>      110       0       0       2       0
0D0001218
>      110    1493       0       1       1       0       0
000000000D0001219
>      110       0       0       2       0
0D0001220
>      110    1495       0       1       1       0       0
000000000D0001221
>      110       0       0       2       0
0D0001222
>      110    1497       0       1       1       0       0
000000000D0001223
>      110       0       0       2       0
0D0001224
>      110    1499       0       1       1       0       0
000000000D0001225
>      110       0       0       2       0
0D0001226
>      110    1501       0       1       1       0       0
000000000D0001227
>      110       0       0       2       0
0D0001228
>      110    1503       0       1       1       0       0
000000000D0001229
>      110       0       0       2       0
0D0001230
>      110    1505       0       1       1       0       0
000000000D0001231
>      110       0       0       2       0
0D0001232
>      110    1507       0       1       1       0       0
000000000D0001233
>      110       0       0       2       0
0D0001234
>      110    1509       0       1       1       0       0
000000000D0001235
>      110       0       0       2       0
0D0001236
>      110    1511       0       1       1       0       0
000000000D0001237
>      110       0       0       2       0
0D0001238
>      110    1513       0       1       1       0       0
000000000D0001239
>      110       0       0       2       0
0D0001240
>      110    1515       0       1       1       0       0
000000000D0001241
>      110       0       0       2       0
0D0001242
>      110    1517       0       1       1       0       0
000000000D0001243
>      110       0       0       2       0
0D0001244
>      110    1519       0       1       1       0       0
000000000D0001245
>      110       0       0       2       0
0D0001246
>      110    1521       0       1       1       0       0
000000000D0001247
>      110       0       0       2       0
0D0001248
>      110    1523       0       1       1       0       0
000000000D0001249
>      110       0       0       2       0
0D0001250
>      110    1525       0       1       1       0       0
000000000D0001251
>      110       0       0       2       0
0D0001252
>      110    1527       0       1       1       0       0
000000000D0001253
>      110       0       0       2       0
0D0001254
>      110    1529       0       1       1       0       0
000000000D0001255
>      110       0       0       2       0
0D0001256
>      110    1531       0       1       1       0       0
000000000D0001257
>      110       0       0       2       0
0D0001258
>      110    1533       0       1       1       0       0
000000000D0001259
>      110       0       0       2       0
0D0001260
>      110    1535       0       1       1       0       0
000000000D0001261
>      110       0       0       2       0
0D0001262
>      110    1537       0       1       1       0       0
000000000D0001263
>      110       0       0       2       0
0D0001264
>      110    1539       0       1       1       0       0
000000000D0001265
>      110       0       0       2       0
0D0001266
>      110    1541       0       1       1       0       0
000000000D0001267
>      110       0       0       2       0
0D0001268
>      110    1543       0       1       1       0       0
000000000D0001269
>      110       0       0       2       0
0D0001270
>      110    1545       0       1       1       0       0
000000000D0001271
>      110       0       0       2       0
0D0001272
>      110    1547       0       1       1       0       0
000000000D0001273
>      110       0       0       2       0
0D0001274
>      110    1549       0       1       1       0       0
000000000D0001275
>      110       0       0       2       0
0D0001276
>      110    1551       0       1       1       0       0
000000000D0001277
>      110       0       0       2       0
0D0001278
>      110    1553       0       1       1       0       0
000000000D0001279
>      110       0       0       2       0
0D0001280
>      110    1555       0       1       1       0       0
000000000D0001281
>      110       0       0       2       0
0D0001282
>      110    1557       0       1       1       0       0
000000000D0001283
>      110       0       0       2       0
0D0001284
>      110    1559       0       1       1       0       0
000000000D0001285
>      110       0       0       2       0
0D0001286
>      110    1561       0       1       1       0       0
000000000D0001287
>      110       0       0       2       0
0D0001288
>      110    1563       0       1       1       0       0
000000000D0001289
>      110       0       0       2       0
0D0001290
>      110    1565       0       1       1       0       0
000000000D0001291
>      110       0       0       2       0
0D0001292
>      110    1567       0       1       1       0       0
000000000D0001293
>      110       0       0       2       0
0D0001294
>      110    1569       0       1       1       0       0
000000000D0001295
>      110       0       0       2       0
0D0001296
>      110    1571       0       1       1       0       0
000000000D0001297
>      110       0       0       2       0
0D0001298
>      110    1573       0       1       1       0       0
000000000D0001299
>      110       0       0       2       0
0D0001300
>      110    1575       0       1       1       0       0
000000000D0001301
>      110       0       0       2       0
0D0001302
>      110    1577       0       1       1       0       0
000000000D0001303
>      110       0       0       2       0
0D0001304
>      110    1579       0       1       1       0       0
000000000D0001305
>      110       0       0       2       0
0D0001306
>      110    1581       0       1       1       0       0
000000000D0001307
>      110       0       0       2       0
0D0001308
>      110    1583       0       1       1       0       0
000000000D0001309
>      110       0       0       2       0
0D0001310
>      110    1585       0       1       1       0       0
000000000D0001311
>      110       0       0       2       0
0D0001312
>      110    1587       0       1       1       0       0
000000000D0001313
>      110       0       0       2       0
0D0001314
>      110    1589       0       1       1       0       0
000000000D0001315
>      110       0       0       2       0
0D0001316
>      110    1591       0       1       1       0       0
000000000D0001317
>      110       0       0       2       0
0D0001318
>      110    1593       0       1       1       0       0
000000000D0001319
>      110       0       0       2       0
0D0001320
>      110    1595       0       1       1       0       0
000000000D0001321
>      110       0       0       2       0
0D0001322
>      110    1597       0       1       1       0       0
000000000D0001323
>      110       0       0       2       0
0D0001324
>      110    1599       0       1       1       0       0
000000000D0001325
>      110       0       0       2       0
0D0001326
>      110    1601       0       1       1       0       0
000000000D0001327
>      110       0       0       2       0
0D0001328
>      110    1603       0       1       1       0       0
000000000D0001329
>      110       0       0       2       0
0D0001330
>      110    1605       0       1       1       0       0
000000000D0001331
>      110       0       0       2       0
0D0001332
>      110    1607       0       1       1       0       0
000000000D0001333
>      110       0       0       2       0
0D0001334
>      110    1609       0       1       1       0       0
000000000D0001335
>      110       0       0       2       0
0D0001336
>      110    1611       0       1       1       0       0
000000000D0001337
>      110       0       0       2       0
0D0001338
>      110    1613       0       1       1       0       0
000000000D0001339
>      110       0       0       2       0
0D0001340
>      110    1615       0       1       1       0       0
000000000D0001341
>      110       0       0       2       0
0D0001342
>      110    1617       0       1       1       0       0
000000000D0001343
>      110       0       0       2       0
0D0001344
>      110    1619       0       1       1       0       0
000000000D0001345
>      110       0       0       2       0
0D0001346
>      110    1621       0       1       1       0       0
000000000D0001347
>      110       0       0       2       0
0D0001348
>      110    1623       0       1       1       0       0
000000000D0001349
>      110       0       0       2       0
0D0001350
>      110    1625       0       1       1       0       0
000000000D0001351
>      110       0       0       2       0
0D0001352
>      110    1627       0       1       1       0       0
000000000D0001353
>      110       0       0       2       0
0D0001354
>      110    1629       0       1       1       0       0
000000000D0001355
>      110       0       0       2       0
0D0001356
>      110    1631       0       1       1       0       0
000000000D0001357
>      110       0       0       2       0
0D0001358
>      110    1633       0       1       1       0       0
000000000D0001359
>      110       0       0       2       0
0D0001360
>      110    1635       0       1       1       0       0
000000000D0001361
>      110       0       0       2       0
0D0001362
>      110    1637       0       1       1       0       0
000000000D0001363
>      110       0       0       2       0
0D0001364
>      110    1639       0       1       1       0       0
000000000D0001365
>      110       0       0       2       0
0D0001366
>      110    1641       0       1       1       0       0
000000000D0001367
>      110       0       0       2       0
0D0001368
>      110    1643       0       1       1       0       0
000000000D0001369
>      110       0       0       2       0
0D0001370
>      110    1645       0       1       1       0       0
000000000D0001371
>      110       0       0       2       0
0D0001372
>      110    1647       0       1       1       0       0
000000000D0001373
>      110       0       0       2       0
0D0001374
>      110    1649       0       1       1       0       0
000000000D0001375
>      110       0       0       2       0
0D0001376
>      110    1651       0       1       1       0       0
000000000D0001377
>      110       0       0       2       0
0D0001378
>      110    1653       0       1       1       0       0
000000000D0001379
>      110       0       0       2       0
0D0001380
>      110    1655       0       1       1       0       0
000000000D0001381
>      110       0       0       2       0
0D0001382
>      110    1657       0       1       1       0       0
000000000D0001383
>      110       0       0       2       0
0D0001384
>      110    1659       0       1       1       0       0
000000000D0001385
>      110       0       0       2       0
0D0001386
>      110    1661       0       1       1       0       0
000000000D0001387
>      110       0       0       2       0
0D0001388
>      110    1663       0       1       1       0       0
000000000D0001389
>      110       0       0       2       0
0D0001390
>      110    1665       0       1       1       0       0
000000000D0001391
>      110       0       0       2       0
0D0001392
>      110    1667       0       1       1       0       0
000000000D0001393
>      110       0       0       2       0
0D0001394
>      110    1669       0       1       1       0       0
000000000D0001395
>      110       0       0       2       0
0D0001396
>      110    1671       0       1       1       0       0
000000000D0001397
>      110       0       0       2       0
0D0001398
>      110    1673       0       1       1       0       0
000000000D0001399
>      110       0       0       2       0
0D0001400
>      110    1675       0       1       1       0       0
000000000D0001401
>      110       0       0       2       0
0D0001402
>      110    1677       0       1       1       0       0
000000000D0001403
>      110       0       0       2       0
0D0001404
>      110    1679       0       1       1       0       0
000000000D0001405
>      110       0       0       2       0
0D0001406
>      110    1681       0       1       1       0       0
000000000D0001407
>      110       0       0       2       0
0D0001408
>      110    1683       0       1       1       0       0
000000000D0001409
>      110       0       0       2       0
0D0001410
>      110    1685       0       1       1       0       0
000000000D0001411
>      110       0       0       2       0
0D0001412
>      110    1687       0       1       1       0       0
000000000D0001413
>      110       0       0       2       0
0D0001414
>      110    1689       0       1       1       0       0
000000000D0001415
>      110       0       0       2       0
0D0001416
>      110    1691       0       1       1       0       0
000000000D0001417
>      110       0       0       2       0
0D0001418
>      110    1693       0       1       1       0       0
000000000D0001419
>      110       0       0       2       0
0D0001420
>      110    1695       0       1       1       0       0
000000000D0001421
>      110       0       0       2       0
0D0001422
>      110    1697       0       1       1       0       0
000000000D0001423
>      110       0       0       2       0
0D0001424
>      110    1699       0       1       1       0       0
000000000D0001425
>      110       0       0       2       0
0D0001426
>      110    1701       0       1       1       0       0
000000000D0001427
>      110       0       0       2       0
0D0001428
>      110    1703       0       1       1       0       0
000000000D0001429
>      110       0       0       2       0
0D0001430
>      110    1705       0       1       1       0       0
000000000D0001431
>      110       0       0       2       0
0D0001432
>      110    1707       0       1       1       0       0
000000000D0001433
>      110       0       0       2       0
0D0001434
>      110    1709       0       1       1       0       0
000000000D0001435
>      110       0       0       2       0
0D0001436
>      110    1711       0       1       1       0       0
000000000D0001437
>      110       0       0       2       0
0D0001438
>      110    1713       0       1       1       0       0
000000000D0001439
>      110       0       0       2       0
0D0001440
>      110    1715       0       1       1       0       0
000000000D0001441
>      110       0       0       2       0
0D0001442
>      110    1717       0       1       1       0       0
000000000D0001443
>      110       0       0       2       0
0D0001444
>      110    1719       0       1       1       0       0
000000000D0001445
>      110       0       0       2       0
0D0001446
>      110    1721       0       1       1       0       0
000000000D0001447
>      110       0       0       2       0
0D0001448
>      110    1723       0       1       1       0       0
000000000D0001449
>      110       0       0       2       0
0D0001450
>      110    1725       0       1       1       0       0
000000000D0001451
>      110       0       0       2       0
0D0001452
>      110    1727       0       1       1       0       0
000000000D0001453
>      110       0       0       2       0
0D0001454
>      110    1729       0       1       1       0       0
000000000D0001455
>      110       0       0       2       0
0D0001456
>      110    1731       0       1       1       0       0
000000000D0001457
>      110       0       0       2       0
0D0001458
>      110    1733       0       1       1       0       0
000000000D0001459
>      110       0       0       2       0
0D0001460
>      110    1735       0       1       1       0       0
000000000D0001461
>      110       0       0       2       0
0D0001462
> 124,1.000000000,0.000000000,0.000000000,0.000000000E+000,
1P0000001
> 0.000000000,1.000000000,0.000000000,0.000000000E+000,
1P0000002
> 0.000000000,0.000000000,1.000000000,1.890313224E+003,0,0;
1P0000003
> 124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,
3P0000004
> 0.000000000,1.000000000,0.000000000,0.000000000E+000,
3P0000005
> 1.000000000,0.000000000,0.000000000,1.890313224E+003,0,0;
3P0000006
> 124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,
5P0000007
> 0.000000000,0.000000000,-1.000000000,0.000000000E+000,
5P0000008
> 1.000000000,0.000000000,0.000000000,1.890313224E+003,0,0;
5P0000009
> 124,1.000000000,0.000000000,0.000000000,0.000000000E+000,
7P0000010
> 0.000000000,1.000000000,0.000000000,0.000000000E+000,
7P0000011
> 0.000000000,0.000000000,1.000000000,1.896663224E+003,0,0;
7P0000012
> 124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,
9P0000013
> 0.000000000,1.000000000,0.000000000,0.000000000E+000,
9P0000014
> 1.000000000,0.000000000,0.000000000,1.896663224E+003,0,0;
9P0000015
> 124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,
11P0000016
> 0.000000000,0.000000000,-1.000000000,0.000000000E+000,
11P0000017
> 1.000000000,0.000000000,0.000000000,1.896663224E+003,0,0;
11P0000018
> 124,1.000000000,0.000000000,0.000000000,0.000000000E+000,
13P0000019
> 0.000000000,1.000000000,0.000000000,0.000000000E+000,
13P0000020
> 0.000000000,0.000000000,1.000000000,1.901663224E+003,0,0;
13P0000021
> 124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,
15P0000022
> 0.000000000,1.000000000,0.000000000,0.000000000E+000,
15P0000023
> 1.000000000,0.000000000,0.000000000,1.901663224E+003,0,0;
15P0000024
> 124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,
17P0000025
> 0.000000000,0.000000000,-1.000000000,0.000000000E+000,
17P0000026
> 1.000000000,0.000000000,0.000000000,1.901663224E+003,0,0;
17P0000027
> 124,1.000000000,0.000000000,0.000000000,0.000000000E+000,
19P0000028
> 0.000000000,1.000000000,0.000000000,0.000000000E+000,
19P0000029
> 0.000000000,0.000000000,1.000000000,1.977133224E+003,0,0;
19P0000030
> 124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,
21P0000031
> 0.000000000,1.000000000,0.000000000,0.000000000E+000,
21P0000032
> 1.000000000,0.000000000,0.000000000,1.977133224E+003,0,0;
21P0000033
> 124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,
23P0000034
> 0.000000000,0.000000000,-1.000000000,0.000000000E+000,
23P0000035
> 1.000000000,0.000000000,0.000000000,1.977133224E+003,0,0;
23P0000036
> 124,1.000000000,0.000000000,0.000000000,0.000000000E+000,
25P0000037
> 0.000000000,1.000000000,0.000000000,0.000000000E+000,
25P0000038
> 0.000000000,0.000000000,1.000000000,2.037133224E+003,0,0;
25P0000039
> 124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,
27P0000040
> 0.000000000,1.000000000,0.000000000,0.000000000E+000,
27P0000041
> 1.000000000,0.000000000,0.000000000,2.037133224E+003,0,0;
27P0000042
> 124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,
29P0000043
> 0.000000000,0.000000000,-1.000000000,0.000000000E+000,
29P0000044
> 1.000000000,0.000000000,0.000000000,2.037133224E+003,0,0;
29P0000045
> 124,1.000000000,0.000000000,0.000000000,0.000000000E+000,
31P0000046
> 0.000000000,0.707106781,0.707106781,0.000000000E+000,
31P0000047
> 0.000000000,-0.707106781,0.707106781,2.085133224E+003,0,0;
31P0000048
> 124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,
33P0000049
> 0.707106781,0.707106781,0.000000000,0.000000000E+000,
33P0000050
> 0.707106781,-0.707106781,0.000000000,2.085133224E+003,0,0;
33P0000051
> 124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,
35P0000052
> 0.707106781,0.000000000,-0.707106781,0.000000000E+000,
35P0000053
> 0.707106781,0.000000000,0.707106781,2.085133224E+003,0,0;
35P0000054
> 124,1.000000000,0.000000000,0.000000000,0.000000000E+000,
37P0000055
> 0.000000000,-0.000000000,1.000000000,-2.023507705E+002,
37P0000056
> 0.000000000,-1.000000000,-0.000000000,2.085133224E+003,0,0;
37P0000057
> 124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,
39P0000058
> 1.000000000,-0.000000000,0.000000000,-2.023507705E+002,
39P0000059
> -0.000000000,-1.000000000,0.000000000,2.085133224E+003,0,0;
39P0000060
> 124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,
41P0000061
> 1.000000000,0.000000000,0.000000000,-2.023507705E+002,
41P0000062
> -0.000000000,0.000000000,1.000000000,2.085133224E+003,0,0;
41P0000063
> 124,1.000000000,0.000000000,0.000000000,0.000000000E+000,
43P0000064
> 0.000000000,-0.000000000,1.000000000,-2.373507705E+002,
43P0000065
> 0.000000000,-1.000000000,-0.000000000,2.085133224E+003,0,0;
43P0000066
> 124,0.000000000,0.000000000,-1.000000000,0.000000000E+000,
45P0000067
> 1.000000000,-0.000000000,0.000000000,-2.373507705E+002,
45P0000068
> -0.000000000,-1.000000000,0.000000000,2.085133224E+003,0,0;
45P0000069
> 124,0.000000000,-1.000000000,0.000000000,0.000000000E+000,
47P0000070
> 1.000000000,0.000000000,0.000000000,-2.373507705E+002,
47P0000071
> -0.000000000,0.000000000,1.000000000,2.085133224E+003,0,0;
47P0000072
> 124,0.997314477,0.051787226,-0.051787226,0.000000000E+000,
49P0000073
> 0.000000000,0.707106781,0.707106781,-3.404507705E+002,
49P0000074
> 0.073238197,-0.705207830,0.705207830,2.085133224E+003,0,0;
49P0000075
> 124,-0.051787226,0.051787226,-0.997314477,0.000000000E+000,
51P0000076
> 0.707106781,0.707106781,-0.000000000,-3.404507705E+002,
51P0000077
> 0.705207830,-0.705207830,-0.073238197,2.085133224E+003,0,0;
51P0000078
> 124,-0.051787226,-0.997314477,-0.051787226,0.000000000E+000,
53P0000079
> 0.707106781,-0.000000000,-0.707106781,-3.404507705E+002,
53P0000080
> 0.705207830,-0.073238197,0.705207830,2.085133224E+003,0,0;
53P0000081
> 124,0.999925370,-0.000000000,-0.012217001,-3.089919537E+001,
55P0000082
> 0.000000000,1.000000000,0.000000000,-3.404507705E+002,
55P0000083
> 0.012217001,0.000000000,0.999925370,2.505900202E+003,0,0;
55P0000084
> 124,-0.012217001,-0.000000000,-0.999925370,-3.089919537E+001,
57P0000085
> 0.000000000,1.000000000,-0.000000000,-3.404507705E+002,
57P0000086
> 0.999925370,0.000000000,-0.012217001,2.505900202E+003,0,0;
57P0000087
> 124,-0.012217001,-0.999925370,0.000000000,-3.089919537E+001,
59P0000088
> 0.000000000,-0.000000000,-1.000000000,-3.404507705E+002,
59P0000089
> 0.999925370,-0.012217001,0.000000000,2.505900202E+003,0,0;
59P0000090
> 124,0.999921283,0.002556599,-0.012283823,-5.756618398E+001,
61P0000091
> -0.003195034,0.998629535,-0.052238339,-3.404507705E+002,
61P0000092
> 0.012133436,0.052273474,0.998559094,1.960653991E+003,0,0;
61P0000093
> 124,-0.012283823,0.002556599,-0.999921283,-5.756618398E+001,
63P0000094
> -0.052238339,0.998629535,0.003195034,-3.404507705E+002,
63P0000095
> 0.998559094,0.052273474,-0.012133436,1.960653991E+003,0,0;
63P0000096
> 124,-0.012283823,-0.999921283,-0.002556599,-5.756618398E+001,
65P0000097
> -0.052238339,0.003195034,-0.998629535,-3.404507705E+002,
65P0000098
> 0.998559094,-0.012133436,-0.052273474,1.960653991E+003,0,0;
65P0000099
> 124,0.999921283,0.002556599,-0.012283823,-5.756618398E+001,
67P0000100
> -0.003195034,0.998629535,-0.052238339,-3.404507705E+002,
67P0000101
> 0.012133436,0.052273474,0.998559094,1.960653991E+003,0,0;
67P0000102
> 124,-0.012283823,0.002556599,-0.999921283,-5.756618398E+001,
69P0000103
> -0.052238339,0.998629535,0.003195034,-3.404507705E+002,
69P0000104
> 0.998559094,0.052273474,-0.012133436,1.960653991E+003,0,0;
69P0000105
> 124,-0.012283823,-0.999921283,-0.002556599,-5.756618398E+001,
71P0000106
> -0.052238339,0.003195034,-0.998629535,-3.404507705E+002,
71P0000107
> 0.998559094,-0.012133436,-0.052273474,1.960653991E+003,0,0;
71P0000108
> 124,0.997299178,0.001910210,-0.073421394,-5.756618398E+001,
73P0000109
> -0.009564433,0.994527004,-0.104041143,-3.404507705E+002,
73P0000110
> 0.072820819,0.104462380,0.991859234,1.960653991E+003,0,0;
73P0000111
> 124,-0.073421394,0.001910210,-0.997299178,-5.756618398E+001,
75P0000112
> -0.104041143,0.994527004,0.009564433,-3.404507705E+002,
75P0000113
> 0.991859234,0.104462380,-0.072820819,1.960653991E+003,0,0;
75P0000114
> 124,-0.073421394,-0.997299178,-0.001910210,-5.756618398E+001,
77P0000115
> -0.104041143,0.009564433,-0.994527004,-3.404507705E+002,
77P0000116
> 0.991859234,-0.072820819,-0.104462380,1.960653991E+003,0,0;
77P0000117
> 124,0.997299178,0.001910210,-0.073421394,-7.959260230E+001,
79P0000118
> -0.009564433,0.994527004,-0.104041143,-3.716631134E+002,
79P0000119
> 0.072820819,0.104462380,0.991859234,2.258211761E+003,0,0;
79P0000120
> 124,-0.073421394,0.001910210,-0.997299178,-7.959260230E+001,
81P0000121
> -0.104041143,0.994527004,0.009564433,-3.716631134E+002,
81P0000122
> 0.991859234,0.104462380,-0.072820819,2.258211761E+003,0,0;
81P0000123
> 124,-0.073421394,-0.997299178,-0.001910210,-7.959260230E+001,
83P0000124
> -0.104041143,0.009564433,-0.994527004,-3.716631134E+002,
83P0000125
> 0.991859234,-0.072820819,-0.104462380,2.258211761E+003,0,0;
83P0000126
> 124,0.929747648,0.335697712,-0.151249319,-1.170375134E+002,
85P0000127
> -0.346639615,0.936546380,-0.052171402,-4.247240963E+002,
85P0000128
> 0.124138181,0.100935244,0.987117920,2.764059970E+003,0,0;
85P0000129
> 124,-0.151249319,0.335697712,-0.929747648,-1.170375134E+002,
87P0000130
> -0.052171402,0.936546380,0.346639615,-4.247240963E+002,
87P0000131
> 0.987117920,0.100935244,-0.124138181,2.764059970E+003,0,0;
87P0000132
> 124,-0.151249319,-0.929747648,-0.335697712,-1.170375134E+002,
89P0000133
> -0.052171402,0.346639615,-0.936546380,-4.247240963E+002,
89P0000134
> 0.987117920,-0.124138181,-0.100935244,2.764059970E+003,0,0;
89P0000135
> 124,0.973695548,0.000000000,-0.227852977,-1.170375134E+002,
91P0000136
> -0.000000000,1.000000000,-0.000000000,-4.247240963E+002,
91P0000137
> 0.227852977,0.000000000,0.973695548,2.764059970E+003,0,0;
91P0000138
> 124,-0.227852977,0.000000000,-0.973695548,-1.170375134E+002,
93P0000139
> -0.000000000,1.000000000,0.000000000,-4.247240963E+002,
93P0000140
> 0.973695548,0.000000000,-0.227852977,2.764059970E+003,0,0;
93P0000141
> 124,-0.227852977,-0.973695548,-0.000000000,-1.170375134E+002,
95P0000142
> -0.000000000,0.000000000,-1.000000000,-4.247240963E+002,
95P0000143
> 0.973695548,-0.227852977,-0.000000000,2.764059970E+003,0,0;
95P0000144
> 124,0.981054353,0.000000000,-0.193732691,6.433410270E+001,
97P0000145
> -0.000000000,1.000000000,-0.000000000,-4.247240963E+002,
97P0000146
> 0.193732691,0.000000000,0.981054353,1.988995553E+003,0,0;
97P0000147
> 124,-0.193732691,0.000000000,-0.981054353,6.433410270E+001,
99P0000148
> -0.000000000,1.000000000,0.000000000,-4.247240963E+002,
99P0000149
> 0.981054353,0.000000000,-0.193732691,1.988995553E+003,0,0;
99P0000150
> 124,-0.193732691,-0.981054353,-0.000000000,6.433410270E+001,
101P0000151
> -0.000000000,0.000000000,-1.000000000,-4.247240963E+002,
101P0000152
> 0.981054353,-0.193732691,-0.000000000,1.988995553E+003,0,0;
101P0000153
> 124,0.993629615,0.000000000,-0.112695112,-6.476075787E+001,
103P0000154
> -0.000000000,1.000000000,-0.000000000,-4.247240963E+002,
103P0000155
> 0.112695112,0.000000000,0.993629615,2.788642048E+003,0,0;
103P0000156
> 124,-0.112695112,0.000000000,-0.993629615,-6.476075787E+001,
105P0000157
> -0.000000000,1.000000000,0.000000000,-4.247240963E+002,
105P0000158
> 0.993629615,0.000000000,-0.112695112,2.788642048E+003,0,0;
105P0000159
> 124,-0.112695112,-0.993629615,-0.000000000,-6.476075787E+001,
107P0000160
> -0.000000000,0.000000000,-1.000000000,-4.247240963E+002,
107P0000161
> 0.993629615,-0.112695112,-0.000000000,2.788642048E+003,0,0;
107P0000162
> 124,0.999433131,0.000000000,0.033666267,-1.149220776E+001,
109P0000163
> -0.000000000,1.000000000,-0.000000000,-4.247240963E+002,
109P0000164
> -0.033666267,0.000000000,0.999433131,1.980395513E+003,0,0;
109P0000165
> 124,0.033666267,0.000000000,-0.999433131,-1.149220776E+001,
111P0000166
> -0.000000000,1.000000000,0.000000000,-4.247240963E+002,
111P0000167
> 0.999433131,0.000000000,0.033666267,1.980395513E+003,0,0;
111P0000168
> 124,0.033666267,-0.999433131,-0.000000000,-1.149220776E+001,
113P0000169
> -0.000000000,0.000000000,-1.000000000,-4.247240963E+002,
113P0000170
> 0.999433131,0.033666267,-0.000000000,1.980395513E+003,0,0;
113P0000171
> 124,0.991147778,0.000000000,0.132763255,6.503921873E+001,
115P0000172
> -0.000000000,1.000000000,-0.000000000,-4.247240963E+002,
115P0000173
> -0.132763255,0.000000000,0.991147778,2.551743010E+003,0,0;
115P0000174
> 124,0.132763255,0.000000000,-0.991147778,6.503921873E+001,
117P0000175
> -0.000000000,1.000000000,0.000000000,-4.247240963E+002,
117P0000176
> 0.991147778,0.000000000,0.132763255,2.551743010E+003,0,0;
117P0000177
> 124,0.132763255,-0.991147778,-0.000000000,6.503921873E+001,
119P0000178
> -0.000000000,0.000000000,-1.000000000,-4.247240963E+002,
119P0000179
> 0.991147778,0.132763255,-0.000000000,2.551743010E+003,0,0;
119P0000180
> 124,0.991147778,0.000000000,0.132763255,7.831554420E+001,
121P0000181
> -0.000000000,1.000000000,-0.000000000,-4.247240963E+002,
121P0000182
> -0.132763255,0.000000000,0.991147778,2.650857788E+003,0,0;
121P0000183
> 124,0.132763255,0.000000000,-0.991147778,7.831554420E+001,
123P0000184
> -0.000000000,1.000000000,0.000000000,-4.247240963E+002,
123P0000185
> 0.991147778,0.000000000,0.132763255,2.650857788E+003,0,0;
123P0000186
> 124,0.132763255,-0.991147778,-0.000000000,7.831554420E+001,
125P0000187
> -0.000000000,0.000000000,-1.000000000,-4.247240963E+002,
125P0000188
> 0.991147778,0.132763255,-0.000000000,2.650857788E+003,0,0;
125P0000189
> 124,0.991147778,0.000000000,0.132763255,7.831554420E+001,
127P0000190
> -0.000000000,1.000000000,-0.000000000,-4.247240963E+002,
127P0000191
> -0.132763255,0.000000000,0.991147778,2.650857788E+003,0,0;
127P0000192
> 124,0.132763255,0.000000000,-0.991147778,7.831554420E+001,
129P0000193
> -0.000000000,1.000000000,0.000000000,-4.247240963E+002,
129P0000194
> 0.991147778,0.000000000,0.132763255,2.650857788E+003,0,0;
129P0000195
> 124,0.132763255,-0.991147778,-0.000000000,7.831554420E+001,
131P0000196
> -0.000000000,0.000000000,-1.000000000,-4.247240963E+002,
131P0000197
> 0.991147778,0.132763255,-0.000000000,2.650857788E+003,0,0;
131P0000198
> 110,-3.809999850E+001,3.809999850E+001,0.0,
133P0000199
> -3.809999850E+001,-3.809999850E+001,0.0;
133P0000200
> 110,0.000000000E+000,3.809999850E+001,0.0,
135P0000201
> 0.000000000E+000,-3.809999850E+001,0.0;
135P0000202
> 110,3.809999850E+001,3.809999850E+001,0.0,
137P0000203
> 3.809999850E+001,-3.809999850E+001,0.0;
137P0000204
> 110,3.809999850E+001,-3.809999850E+001,0.0,
139P0000205
> -3.809999850E+001,-3.809999850E+001,0.0;
139P0000206
> 110,3.809999850E+001,0.000000000E+000,0.0,
141P0000207
> -3.809999850E+001,0.000000000E+000,0.0;
141P0000208
> 110,3.809999850E+001,3.809999850E+001,0.0,
143P0000209
> -3.809999850E+001,3.809999850E+001,0.0;
143P0000210
> 110,-3.809999850E+001,3.809999850E+001,0.0,
145P0000211
> -3.809999850E+001,-3.809999850E+001,0.0;
145P0000212
> 110,0.000000000E+000,3.809999850E+001,0.0,
147P0000213
> 0.000000000E+000,-3.809999850E+001,0.0;
147P0000214
> 110,3.809999850E+001,3.809999850E+001,0.0,
149P0000215
> 3.809999850E+001,-3.809999850E+001,0.0;
149P0000216
> 110,3.809999850E+001,-3.809999850E+001,0.0,
151P0000217
> -3.809999850E+001,-3.809999850E+001,0.0;
151P0000218
> 110,3.809999850E+001,0.000000000E+000,0.0,
153P0000219
> -3.809999850E+001,0.000000000E+000,0.0;
153P0000220
> 110,3.809999850E+001,3.809999850E+001,0.0,
155P0000221
> -3.809999850E+001,3.809999850E+001,0.0;
155P0000222
> 110,-6.000000000E+001,6.000000000E+001,0.0,
157P0000223
> -6.000000000E+001,-6.000000000E+001,0.0;
157P0000224
> 110,0.000000000E+000,6.000000000E+001,0.0,
159P0000225
> 0.000000000E+000,-6.000000000E+001,0.0;
159P0000226
> 110,6.000000000E+001,6.000000000E+001,0.0,
161P0000227
> 6.000000000E+001,-6.000000000E+001,0.0;
161P0000228
> 110,6.000000000E+001,-6.000000000E+001,0.0,
163P0000229
> -6.000000000E+001,-6.000000000E+001,0.0;
163P0000230
> 110,6.000000000E+001,0.000000000E+000,0.0,
165P0000231
> -6.000000000E+001,0.000000000E+000,0.0;
165P0000232
> 110,6.000000000E+001,6.000000000E+001,0.0,
167P0000233
> -6.000000000E+001,6.000000000E+001,0.0;
167P0000234
> 100,0.000000000E+000,0.000000000E+000,0.000000000E+000,
169P0000235
> 0.000000000E+000,5.790000000E+001,
169P0000236
> 0.000000000E+000,5.790000000E+001;
169P0000237
> 110,-5.790000000E+001,0.0,0.0,
171P0000238
> 5.790000000E+001,0.0,0.0;
171P0000239
> 110,0.0,-5.790000000E+001,0.0,
173P0000240
> 0.0,5.790000000E+001,0.0;
173P0000241
> 100,0.000000000E+000,0.000000000E+000,0.000000000E+000,
175P0000242
> 0.000000000E+000,5.660000000E+001,
175P0000243
> 0.000000000E+000,5.660000000E+001;
175P0000244
> 110,-5.660000000E+001,0.0,0.0,
177P0000245
> 5.660000000E+001,0.0,0.0;
177P0000246
> 110,0.0,-5.660000000E+001,0.0,
179P0000247
> 0.0,5.660000000E+001,0.0;
179P0000248
> 110,-5.410200000E+001,7.305200000E+001,0.0,
181P0000249
> -5.410200000E+001,-7.305200000E+001,0.0;
181P0000250
> 110,0.000000000E+000,7.305200000E+001,0.0,
183P0000251
> 0.000000000E+000,-7.305200000E+001,0.0;
183P0000252
> 110,5.410200000E+001,7.305200000E+001,0.0,
185P0000253
> 5.410200000E+001,-7.305200000E+001,0.0;
185P0000254
> 110,5.410200000E+001,-7.305200000E+001,0.0,
187P0000255
> -5.410200000E+001,-7.305200000E+001,0.0;
187P0000256
> 110,5.410200000E+001,0.000000000E+000,0.0,
189P0000257
> -5.410200000E+001,0.000000000E+000,0.0;
189P0000258
> 110,5.410200000E+001,7.305200000E+001,0.0,
191P0000259
> -5.410200000E+001,7.305200000E+001,0.0;
191P0000260
> 100,0.000000000E+000,0.000000000E+000,0.000000000E+000,
193P0000261
> 0.000000000E+000,3.184740180E+001,
193P0000262
> 0.000000000E+000,3.184740180E+001;
193P0000263
> 110,-3.184740180E+001,0.0,0.0,
195P0000264
> 3.184740180E+001,0.0,0.0;
195P0000265
> 110,0.0,-3.184740180E+001,0.0,
197P0000266
> 0.0,3.184740180E+001,0.0;
197P0000267
> 100,0.000000000E+000,0.000000000E+000,0.000000000E+000,
199P0000268
> 0.000000000E+000,3.152986326E+001,
199P0000269
> 0.000000000E+000,3.152986326E+001;
199P0000270
> 110,-3.152986326E+001,0.0,0.0,
201P0000271
> 3.152986326E+001,0.0,0.0;
201P0000272
> 110,0.0,-3.152986326E+001,0.0,
203P0000273
> 0.0,3.152986326E+001,0.0;
203P0000274
> 110,-2.580000000E+001,3.660000000E+001,0.0,
205P0000275
> -2.580000000E+001,-3.660000000E+001,0.0;
205P0000276
> 110,0.000000000E+000,3.660000000E+001,0.0,
207P0000277
> 0.000000000E+000,-3.660000000E+001,0.0;
207P0000278
> 110,2.580000000E+001,3.660000000E+001,0.0,
209P0000279
> 2.580000000E+001,-3.660000000E+001,0.0;
209P0000280
> 110,2.580000000E+001,-3.660000000E+001,0.0,
211P0000281
> -2.580000000E+001,-3.660000000E+001,0.0;
211P0000282
> 110,2.580000000E+001,0.000000000E+000,0.0,
213P0000283
> -2.580000000E+001,0.000000000E+000,0.0;
213P0000284
> 110,2.580000000E+001,3.660000000E+001,0.0,
215P0000285
> -2.580000000E+001,3.660000000E+001,0.0;
215P0000286
> 100,-7.017998024E-001,0.000000000E+000,0.000000000E+000,
217P0000287
> 0.000000000E+000,3.810000000E+001,
217P0000288
> 0.000000000E+000,3.810000000E+001;
217P0000289
> 100,0.0,-1.034556093E+003,0.000000000E+000,
219P0000290
> -7.017998024E-001,-3.810000000E+001,
219P0000291
> -7.017998024E-001,3.810000000E+001;
219P0000292
> 100,0.0,-1.034556093E+003,0.000000000E+000,
221P0000293
> -7.017998024E-001,-3.810000000E+001,
221P0000294
> -7.017998024E-001,3.810000000E+001;
221P0000295
> 100,0.000000000E+000,0.000000000E+000,0.000000000E+000,
223P0000296
> 0.000000000E+000,1.270000000E+001,
223P0000297
> 0.000000000E+000,1.270000000E+001;
223P0000298
> 110,-1.270000000E+001,0.0,0.0,
225P0000299
> 1.270000000E+001,0.0,0.0;
225P0000300
> 110,0.0,-1.270000000E+001,0.0,
227P0000301
> 0.0,1.270000000E+001,0.0;
227P0000302
> 100,0.000000000E+000,0.000000000E+000,0.000000000E+000,
229P0000303
> 0.000000000E+000,7.000000000E+000,
229P0000304
> 0.000000000E+000,7.000000000E+000;
229P0000305
> 110,-7.000000000E+000,0.0,0.0,
231P0000306
> 7.000000000E+000,0.0,0.0;
231P0000307
> 110,0.0,-7.000000000E+000,0.0,
233P0000308
> 0.0,7.000000000E+000,0.0;
233P0000309
> 100,0.000000000E+000,0.000000000E+000,0.000000000E+000,
235P0000310
> 0.000000000E+000,6.839009763E+000,
235P0000311
> 0.000000000E+000,6.839009763E+000;
235P0000312
> 110,-6.839009763E+000,0.0,0.0,
237P0000313
> 6.839009763E+000,0.0,0.0;
237P0000314
> 110,0.0,-6.839009763E+000,0.0,
239P0000315
> 0.0,6.839009763E+000,0.0;
239P0000316
> 100,0.000000000E+000,0.000000000E+000,0.000000000E+000,
241P0000317
> 0.000000000E+000,9.000000000E+000,
241P0000318
> 0.000000000E+000,9.000000000E+000;
241P0000319
> 110,-9.000000000E+000,0.0,0.0,
243P0000320
> 9.000000000E+000,0.0,0.0;
243P0000321
> 110,0.0,-9.000000000E+000,0.0,
245P0000322
> 0.0,9.000000000E+000,0.0;
245P0000323
> 112,3,1,3,8,
247P0000324
> 0.000000000E+000,
247P0000325
> 1.000000000E+000,
247P0000326
> 2.000000000E+000,
247P0000327
> 3.000000000E+000,
247P0000328
> 4.000000000E+000,
247P0000329
> 5.000000000E+000,
247P0000330
> 6.000000000E+000,
247P0000331
> 7.000000000E+000,
247P0000332
> 8.000000000E+000,
247P0000333
> 0.000000000E+000,0.000000000E+000,
247P0000334
> 0.000000000E+000,0.000000000E+000,
247P0000335
> -1.270000000E+001,2.948214286E+000,
247P0000336
> 6.803571429E-001,-4.535714286E-001,
247P0000337
> -4.978162908E-002,2.400221991E-002,
247P0000338
> -4.446581091E-004,-1.777910841E-003,
247P0000339
> 0.000000000E+000,0.000000000E+000,
247P0000340
> 0.000000000E+000,0.000000000E+000,
247P0000341
> -9.525000000E+000,2.948214286E+000,
247P0000342
> 6.803571429E-001,-4.535714286E-001,
247P0000343
> -2.800197812E-002,1.777917117E-002,
247P0000344
> -4.445370932E-004,-1.777919806E-003,
247P0000345
> 0.000000000E+000,0.000000000E+000,
247P0000346
> 0.000000000E+000,0.000000000E+000,
247P0000347
> -6.350000000E+000,2.948214286E+000,
247P0000348
> 6.803571429E-001,-4.535714286E-001,
247P0000349
> -1.244526385E-002,1.155633756E-002,
247P0000350
> -4.444519386E-004,-1.777928770E-003,
247P0000351
> 0.000000000E+000,0.000000000E+000,
247P0000352
> 0.000000000E+000,0.000000000E+000,
247P0000353
> -3.175000000E+000,2.948214286E+000,
247P0000354
> 6.803571429E-001,-4.535714286E-001,
247P0000355
> -3.111307000E-003,5.333647374E-003,
247P0000356
> -4.444026403E-004,-1.777937734E-003,
247P0000357
> 0.000000000E+000,0.000000000E+000,
247P0000358
> 0.000000000E+000,0.000000000E+000,
247P0000359
> 0.000000000E+000,2.948214286E+000,
247P0000360
> 6.803571429E-001,-4.535714286E-001,
247P0000361
> 0.000000000E+000,-8.889711076E-004,
247P0000362
> -4.443891956E-004,-1.777946697E-003,
247P0000363
> 0.000000000E+000,0.000000000E+000,
247P0000364
> 0.000000000E+000,0.000000000E+000,
247P0000365
> 3.175000000E+000,2.948214286E+000,
247P0000366
> 6.803571429E-001,-4.535714286E-001,
247P0000367
> -3.111307000E-003,-7.111589589E-003,
247P0000368
> -4.444116035E-004,-1.777955660E-003,
247P0000369
> 0.000000000E+000,0.000000000E+000,
247P0000370
> 0.000000000E+000,0.000000000E+000,
247P0000371
> 6.350000000E+000,2.948214286E+000,
247P0000372
> 6.803571429E-001,-4.535714286E-001,
247P0000373
> -1.244526385E-002,-1.333427978E-002,
247P0000374
> -4.444698655E-004,-1.777964625E-003,
247P0000375
> 0.000000000E+000,0.000000000E+000,
247P0000376
> 0.000000000E+000,0.000000000E+000,
247P0000377
> 9.525000000E+000,2.948214286E+000,
247P0000378
> 6.803571429E-001,-4.535714286E-001,
247P0000379
> -2.800197812E-002,-1.955711338E-002,
247P0000380
> -4.445639848E-004,-1.777973590E-003,
247P0000381
> 0.000000000E+000,0.000000000E+000,
247P0000382
> 0.000000000E+000,0.000000000E+000,
247P0000383
> 1.270000000E+001,2.948214286E+000,
247P0000384
> -6.803571429E-001,-4.535714286E-001,
247P0000385
> -4.978162908E-002,-2.578016212E-002,
247P0000386
> -4.978162908E-002,-5.778484755E-003;
247P0000387
> 112,3,1,3,8,
249P0000388
> 0.000000000E+000,
249P0000389
> 1.000000000E+000,
249P0000390
> 2.000000000E+000,
249P0000391
> 3.000000000E+000,
249P0000392
> 4.000000000E+000,
249P0000393
> 5.000000000E+000,
249P0000394
> 6.000000000E+000,
249P0000395
> 7.000000000E+000,
249P0000396
> 8.000000000E+000,
249P0000397
> -1.270000000E+001,2.948214286E+000,
249P0000398
> 6.803571429E-001,-4.535714286E-001,
249P0000399
> 0.000000000E+000,0.000000000E+000,
249P0000400
> 0.000000000E+000,0.000000000E+000,
249P0000401
> -4.915030837E-002,2.369781950E-002,
249P0000402
> -4.390145823E-004,-1.755363841E-003,
249P0000403
> -9.525000000E+000,2.948214286E+000,
249P0000404
> 6.803571429E-001,-4.535714286E-001,
249P0000405
> 0.000000000E+000,0.000000000E+000,
249P0000406
> 0.000000000E+000,0.000000000E+000,
249P0000407
> -2.764686730E-002,1.755369881E-002,
249P0000408
> -4.388981126E-004,-1.755372470E-003,
249P0000409
> -6.350000000E+000,2.948214286E+000,
249P0000410
> 6.803571429E-001,-4.535714286E-001,
249P0000411
> 0.000000000E+000,0.000000000E+000,
249P0000412
> 0.000000000E+000,0.000000000E+000,
249P0000413
> -1.228743906E-002,1.140978518E-002,
249P0000414
> -4.388161569E-004,-1.755381097E-003,
249P0000415
> -3.175000000E+000,2.948214286E+000,
249P0000416
> 6.803571429E-001,-4.535714286E-001,
249P0000417
> 0.000000000E+000,0.000000000E+000,
249P0000418
> 0.000000000E+000,0.000000000E+000,
249P0000419
> -3.071851140E-003,5.266009574E-003,
249P0000420
> -4.387687104E-004,-1.755389724E-003,
249P0000421
> 0.000000000E+000,2.948214286E+000,
249P0000422
> 6.803571429E-001,-4.535714286E-001,
249P0000423
> 0.000000000E+000,0.000000000E+000,
249P0000424
> 0.000000000E+000,0.000000000E+000,
249P0000425
> 0.000000000E+000,-8.776970186E-004,
249P0000426
> -4.387557707E-004,-1.755398350E-003,
249P0000427
> 3.175000000E+000,2.948214286E+000,
249P0000428
> 6.803571429E-001,-4.535714286E-001,
249P0000429
> 0.000000000E+000,0.000000000E+000,
249P0000430
> 0.000000000E+000,0.000000000E+000,
249P0000431
> -3.071851140E-003,-7.021403611E-003,
249P0000432
> -4.387773369E-004,-1.755406977E-003,
249P0000433
> 6.350000000E+000,2.948214286E+000,
249P0000434
> 6.803571429E-001,-4.535714286E-001,
249P0000435
> 0.000000000E+000,0.000000000E+000,
249P0000436
> 0.000000000E+000,0.000000000E+000,
249P0000437
> -1.228743906E-002,-1.316517922E-002,
249P0000438
> -4.388334103E-004,-1.755415605E-003,
249P0000439
> 9.525000000E+000,2.948214286E+000,
249P0000440
> 6.803571429E-001,-4.535714286E-001,
249P0000441
> 0.000000000E+000,0.000000000E+000,
249P0000442
> 0.000000000E+000,0.000000000E+000,
249P0000443
> -2.764686730E-002,-1.930909285E-002,
249P0000444
> -4.389239940E-004,-1.755424233E-003,
249P0000445
> 1.270000000E+001,2.948214286E+000,
249P0000446
> -6.803571429E-001,-4.535714286E-001,
249P0000447
> 0.000000000E+000,0.000000000E+000,
249P0000448
> 0.000000000E+000,0.000000000E+000,
249P0000449
> -4.915030837E-002,-2.545321354E-002,
249P0000450
> -4.915030837E-002,-5.705196694E-003;
249P0000451
> 112,3,1,3,8,
251P0000452
> 0.000000000E+000,
251P0000453
> 1.000000000E+000,
251P0000454
> 2.000000000E+000,
251P0000455
> 3.000000000E+000,
251P0000456
> 4.000000000E+000,
251P0000457
> 5.000000000E+000,
251P0000458
> 6.000000000E+000,
251P0000459
> 7.000000000E+000,
251P0000460
> 8.000000000E+000,
251P0000461
> 1.270000000E+001,2.698915310E-014,
251P0000462
> -4.014095618E+000,2.943517390E-001,
251P0000463
> 0.000000000E+000,1.010474826E+001,
251P0000464
> -4.138641814E-001,-7.106279604E-001,
251P0000465
> -4.915030837E-002,7.902472257E-018,
251P0000466
> -4.239776771E-004,1.083173862E-004,
251P0000467
> 8.980256121E+000,-7.145136019E+000,
251P0000468
> -2.545748063E+000,7.106279604E-001,
251P0000469
> 8.980256121E+000,7.145136019E+000,
251P0000470
> -3.131040401E+000,-2.943517390E-001,
251P0000471
> -4.946596866E-002,-5.230031956E-004,
251P0000472
> 9.902515187E-005,1.083176306E-004,
251P0000473
> -4.862307930E-015,-1.010474826E+001,
251P0000474
> 4.138641814E-001,7.106279604E-001,
251P0000475
> 1.270000000E+001,-1.687538997E-014,
251P0000476
> -4.014095618E+000,2.943517390E-001,
251P0000477
> -4.978162908E-002,-1.985114047E-017,
251P0000478
> 4.239780438E-004,-1.083176306E-004,
251P0000479
> -8.980256121E+000,-7.145136019E+000,
251P0000480
> 3.131040401E+000,2.943517390E-001,
251P0000481
> 8.980256121E+000,-7.145136019E+000,
251P0000482
> -2.545748063E+000,7.106279604E-001,
251P0000483
> -4.946596866E-002,5.230031956E-004,
251P0000484
> -9.902551858E-005,-1.083173862E-004,
251P0000485
> -1.270000000E+001,-3.578344218E-014,
251P0000486
> 4.014095618E+000,-2.943517390E-001,
251P0000487
> -9.724615861E-015,-1.010474826E+001,
251P0000488
> 4.138641814E-001,7.106279604E-001,
251P0000489
> -4.915030837E-002,-5.186297929E-017,
251P0000490
> -4.239776771E-004,1.083173862E-004,
251P0000491
> -8.980256121E+000,7.145136019E+000,
251P0000492
> 2.545748063E+000,-7.106279604E-001,
251P0000493
> -8.980256121E+000,-7.145136019E+000,
251P0000494
> 3.131040401E+000,2.943517390E-001,
251P0000495
> -4.946596866E-002,-5.230031956E-004,
251P0000496
> 9.902515187E-005,1.083176306E-004,
251P0000497
> 2.022685676E-014,1.010474826E+001,
251P0000498
> -4.138641814E-001,-7.106279604E-001,
251P0000499
> -1.270000000E+001,-5.884182031E-015,
251P0000500
> 4.014095618E+000,-2.943517390E-001,
251P0000501
> -4.978162908E-002,3.369984461E-017,
251P0000502
> 4.239780438E-004,-1.083176306E-004,
251P0000503
> 8.980256121E+000,7.145136019E+000,
251P0000504
> -3.131040401E+000,-2.943517390E-001,
251P0000505
> -8.980256121E+000,7.145136019E+000,
251P0000506
> 2.545748063E+000,-7.106279604E-001,
251P0000507
> -4.946596866E-002,5.230031956E-004,
251P0000508
> -9.902551858E-005,-1.083173862E-004,
251P0000509
> 1.270000000E+001,2.131628207E-014,
251P0000510
> -4.014095618E+000,-2.943517390E-001,
251P0000511
> 1.598721155E-014,1.010474826E+001,
251P0000512
> 4.138641814E-001,-7.106279604E-001,
251P0000513
> -4.915030837E-002,7.264154556E-018,
251P0000514
> -4.915030837E-002,-4.239776771E-004;
251P0000515
> 100,0.000000000E+000,0.000000000E+000,0.000000000E+000,
253P0000516
> 0.000000000E+000,2.500000000E+001,
253P0000517
> 0.000000000E+000,2.500000000E+001;
253P0000518
> 110,-2.500000000E+001,0.0,0.0,
255P0000519
> 2.500000000E+001,0.0,0.0;
255P0000520
> 110,0.0,-2.500000000E+001,0.0,
257P0000521
> 0.0,2.500000000E+001,0.0;
257P0000522
> 100,0.000000000E+000,0.000000000E+000,0.000000000E+000,
259P0000523
> 0.000000000E+000,4.989025036E+001,
259P0000524
> 0.000000000E+000,4.989025036E+001;
259P0000525
> 110,-4.989025036E+001,0.0,0.0,
261P0000526
> 4.989025036E+001,0.0,0.0;
261P0000527
> 110,0.0,-4.989025036E+001,0.0,
263P0000528
> 0.0,4.989025036E+001,0.0;
263P0000529
> 100,-2.585351535E-002,0.000000000E+000,0.000000000E+000,
265P0000530
> 0.000000000E+000,1.270000000E+001,
265P0000531
> 0.000000000E+000,1.270000000E+001;
265P0000532
> 100,0.0,-3.119317939E+003,0.000000000E+000,
267P0000533
> -2.585351535E-002,-1.270000000E+001,
267P0000534
> -2.585351535E-002,1.270000000E+001;
267P0000535
> 100,0.0,-3.119317939E+003,0.000000000E+000,
269P0000536
> -2.585351535E-002,-1.270000000E+001,
269P0000537
> -2.585351535E-002,1.270000000E+001;
269P0000538
> 100,1.616188305E-002,0.000000000E+000,0.000000000E+000,
271P0000539
> 0.000000000E+000,1.270000000E+001,
271P0000540
> 0.000000000E+000,1.270000000E+001;
271P0000541
> 100,0.0,4.989835054E+003,0.000000000E+000,
273P0000542
> 1.616188305E-002,1.270000000E+001,
273P0000543
> 1.616188305E-002,-1.270000000E+001;
273P0000544
> 100,0.0,4.989835054E+003,0.000000000E+000,
275P0000545
> 1.616188305E-002,1.270000000E+001,
275P0000546
> 1.616188305E-002,-1.270000000E+001;
275P0000547
> 100,0.000000000E+000,0.000000000E+000,0.000000000E+000,
277P0000548
> 0.000000000E+000,1.270000000E+001,
277P0000549
> 0.000000000E+000,1.270000000E+001;
277P0000550
> 110,-1.270000000E+001,0.0,0.0,
279P0000551
> 1.270000000E+001,0.0,0.0;
279P0000552
> 110,0.0,-1.270000000E+001,0.0,
281P0000553
> 0.0,1.270000000E+001,0.0;
281P0000554
> 100,0.000000000E+000,0.000000000E+000,0.000000000E+000,
283P0000555
> 0.000000000E+000,4.163328057E+000,
283P0000556
> 0.000000000E+000,4.163328057E+000;
283P0000557
> 110,-4.163328057E+000,0.0,0.0,
285P0000558
> 4.163328057E+000,0.0,0.0;
285P0000559
> 110,0.0,-4.163328057E+000,0.0,
287P0000560
> 0.0,4.163328057E+000,0.0;
287P0000561
> 100,0.000000000E+000,0.000000000E+000,0.000000000E+000,
289P0000562
> 0.000000000E+000,2.540000000E+001,
289P0000563
> 0.000000000E+000,2.540000000E+001;
289P0000564
> 110,-2.540000000E+001,0.0,0.0,
291P0000565
> 2.540000000E+001,0.0,0.0;
291P0000566
> 110,0.0,-2.540000000E+001,0.0,
293P0000567
> 0.0,2.540000000E+001,0.0;
293P0000568
> 110,0.000000000E+000,5.616091485E+000,1.890313224E+003,
295P0000569
> 0.000000000E+000,5.558137419E+000,1.896663224E+003;
295P0000570
> 110,0.000000000E+000,5.558137419E+000,1.896663224E+003,
297P0000571
> 0.000000000E+000,5.492877318E+000,1.901663224E+003;
297P0000572
> 110,0.000000000E+000,5.492877318E+000,1.901663224E+003,
299P0000573
> 0.000000000E+000,4.507841346E+000,1.977133224E+003;
299P0000574
> 110,0.000000000E+000,4.507841346E+000,1.977133224E+003,
301P0000575
> 0.000000000E+000,3.724720128E+000,2.037133224E+003;
301P0000576
> 110,0.000000000E+000,3.724720128E+000,2.037133224E+003,
303P0000577
> 0.000000000E+000,3.139196003E+000,2.081994028E+003;
303P0000578
> 110,0.000000000E+000,3.139196003E+000,2.081994028E+003,
305P0000579
> 0.000000000E+000,-2.023507705E+002,2.084676087E+003;
305P0000580
> 110,0.000000000E+000,-2.023507705E+002,2.084676087E+003,
307P0000581
> 0.000000000E+000,-2.373507705E+002,2.085132908E+003;
307P0000582
> 110,0.000000000E+000,-2.373507705E+002,2.085132908E+003,
309P0000583
> 1.387778781E-017,-3.418102004E+002,2.086496315E+003;
309P0000584
> 110,1.387778781E-017,-3.418102004E+002,2.086496315E+003,
311P0000585
> -3.039485386E+001,-3.472836685E+002,2.505883675E+003;
311P0000586
> 110,-3.039485386E+001,-3.472836685E+002,2.505883675E+003,
313P0000587
> -5.708537565E+001,-3.471913873E+002,1.960307279E+003;
313P0000588
> 110,-5.708537565E+001,-3.471913873E+002,1.960307279E+003,
315P0000589
> -5.708537565E+001,-3.471913873E+002,1.960307279E+003;
315P0000590
> 110,-5.708537565E+001,-3.471913873E+002,1.960307279E+003,
317P0000591
> -5.706174832E+001,-3.471578972E+002,1.959987787E+003;
317P0000592
> 110,-5.706174832E+001,-3.471578972E+002,1.959987787E+003,
319P0000593
> -7.906724878E+001,-3.783491331E+002,2.257549319E+003;
319P0000594
> 110,-7.906724878E+001,-3.783491331E+002,2.257549319E+003,
321P0000595
> -1.165039766E+002,-4.314130391E+002,2.763774121E+003;
321P0000596
> 110,-1.165039766E+002,-4.314130391E+002,2.763774121E+003,
323P0000597
> -1.165948657E+002,-4.314162970E+002,2.764163554E+003;
323P0000598
> 110,-1.165948657E+002,-4.314162970E+002,2.764163554E+003,
325P0000599
> 6.432125408E+001,-4.249313072E+002,1.988993016E+003;
325P0000600
> 110,6.432125408E+001,-4.249313072E+002,1.988993016E+003,
327P0000601
> -6.524614929E+001,-4.183321416E+002,2.788580366E+003;
327P0000602
> 110,-6.524614929E+001,-4.183321416E+002,2.788580366E+003,
329P0000603
> -1.220518455E+001,-4.150495632E+002,1.980428965E+003;
329P0000604
> 110,-1.220518455E+001,-4.150495632E+002,1.980428965E+003,
331P0000605
> 6.434158980E+001,-4.149374215E+002,2.551836457E+003;
331P0000606
> 110,6.434158980E+001,-4.149374215E+002,2.551836457E+003,
333P0000607
> 7.831679010E+001,-4.247046446E+002,2.650857621E+003;
333P0000608
> 110,7.831679010E+001,-4.247046446E+002,2.650857621E+003,
335P0000609
> 7.831679010E+001,-4.247046446E+002,2.650857621E+003;
335P0000610
> 110,3.971176373E+000,3.971176373E+000,1.890313224E+003,
337P0000611
> 3.930196660E+000,3.930196660E+000,1.896663224E+003;
337P0000612
> 110,3.930196660E+000,3.930196660E+000,1.896663224E+003,
339P0000613
> 3.884050800E+000,3.884050800E+000,1.901663224E+003;
339P0000614
> 110,3.884050800E+000,3.884050800E+000,1.901663224E+003,
341P0000615
> 3.187525184E+000,3.187525184E+000,1.977133224E+003;
341P0000616
> 110,3.187525184E+000,3.187525184E+000,1.977133224E+003,
343P0000617
> 2.633774861E+000,2.633774861E+000,2.037133224E+003;
343P0000618
> 110,2.633774861E+000,2.633774861E+000,2.037133224E+003,
345P0000619
> 2.211181981E+000,2.211181981E+000,2.082922042E+003;
345P0000620
> 110,2.211181981E+000,2.211181981E+000,2.082922042E+003,
347P0000621
> 3.232445237E-001,-2.023507705E+002,2.084809980E+003;
347P0000622
> 110,3.232445237E-001,-2.023507705E+002,2.084809980E+003,
349P0000623
> 2.235015201E-004,-2.373507705E+002,2.085133001E+003;
349P0000624
> 110,2.235015201E-004,-2.373507705E+002,2.085133001E+003,
351P0000625
> -9.607971161E-001,-3.414793544E+002,2.086094021E+003;
351P0000626
> 110,-9.607971161E-001,-3.414793544E+002,2.086094021E+003,
353P0000627
> -3.538493888E+001,-3.456401783E+002,2.505822651E+003;
353P0000628
> 110,-3.538493888E+001,-3.456401783E+002,2.505822651E+003,
355P0000629
> -6.198291664E+001,-3.455685325E+002,1.960331929E+003;
355P0000630
> 110,-6.198291664E+001,-3.455685325E+002,1.960331929E+003,
357P0000631
> -6.198291664E+001,-3.455685325E+002,1.960331929E+003;
357P0000632
> 110,-6.198291664E+001,-3.455685325E+002,1.960331929E+003,
359P0000633
> -6.194359137E+001,-3.455126482E+002,1.959798992E+003;
359P0000634
> 110,-6.194359137E+001,-3.455126482E+002,1.959798992E+003,
361P0000635
> -8.390073311E+001,-3.767154588E+002,2.257362890E+003;
361P0000636
> 110,-8.390073311E+001,-3.767154588E+002,2.257362890E+003,
363P0000637
> -1.212218220E+002,-4.297516364E+002,2.763139498E+003;
363P0000638
> 110,-1.212218220E+002,-4.297516364E+002,2.763139498E+003,
365P0000639
> -1.212085020E+002,-4.297512901E+002,2.763083924E+003;
365P0000640
> 110,-1.212085020E+002,-4.297512901E+002,2.763083924E+003,
367P0000641
> 6.432313642E+001,-4.249270604E+002,1.988993387E+003;
367P0000642
> 110,6.432313642E+001,-4.249270604E+002,1.988993387E+003,
369P0000643
> -6.044721409E+001,-4.200192742E+002,2.789124670E+003;
369P0000644
> 110,-6.044721409E+001,-4.200192742E+002,2.789124670E+003,
371P0000645
> -5.032559837E+000,-4.175489454E+002,1.980187267E+003;
371P0000646
> 110,-5.032559837E+000,-4.175489454E+002,1.980187267E+003,
373P0000647
> 7.140903932E+001,-4.174422339E+002,2.550889779E+003;
373P0000648
> 110,7.140903932E+001,-4.174422339E+002,2.550889779E+003,
375P0000649
> 7.831495863E+001,-4.247055636E+002,2.650857866E+003;
375P0000650
> 110,7.831495863E+001,-4.247055636E+002,2.650857866E+003,
377P0000651
> 7.831495863E+001,-4.247055636E+002,2.650857866E+003;
377P0000652
> 110,5.616091485E+000,3.442054970E-016,1.890313224E+003,
379P0000653
> 5.558137419E+000,3.406535413E-016,1.896663224E+003;
379P0000654
> 110,5.558137419E+000,3.406535413E-016,1.896663224E+003,
381P0000655
> 5.492877318E+000,3.366538049E-016,1.901663224E+003;
381P0000656
> 110,5.492877318E+000,3.366538049E-016,1.901663224E+003,
383P0000657
> 4.507841346E+000,2.762817833E-016,1.977133224E+003;
383P0000658
> 110,4.507841346E+000,2.762817833E-016,1.977133224E+003,
385P0000659
> 3.724720128E+000,2.282849463E-016,2.037133224E+003;
385P0000660
> 110,3.724720128E+000,2.282849463E-016,2.037133224E+003,
387P0000661
> 3.098223153E+000,1.898874766E-016,2.085133224E+003;
387P0000662
> 110,3.098223153E+000,1.898874766E-016,2.085133224E+003,
389P0000663
> 4.571367894E-001,-2.023507705E+002,2.085133224E+003;
389P0000664
> 110,4.571367894E-001,-2.023507705E+002,2.085133224E+003,
391P0000665
> 3.160788947E-004,-2.373507705E+002,2.085133224E+003;
391P0000666
> 110,3.160788947E-004,-2.373507705E+002,2.085133224E+003,
393P0000667
> -1.346634470E+000,-3.405493956E+002,2.085133224E+003;
393P0000668
> 110,-1.346634470E+000,-3.405493956E+002,2.085133224E+003,
395P0000669
> -3.774853123E+001,-3.409529762E+002,2.505793715E+003;
395P0000670
> 110,-3.774853123E+001,-3.409529762E+002,2.505793715E+003,
397P0000671
> -6.429181440E+001,-3.409459738E+002,1.960545349E+003;
397P0000672
> 110,-6.429181440E+001,-3.409459738E+002,1.960545349E+003,
399P0000673
> -6.429181440E+001,-3.409459738E+002,1.960545349E+003;
399P0000674
> 110,-6.429181440E+001,-3.409459738E+002,1.960545349E+003,
401P0000675
> -6.425982278E+001,-3.409004108E+002,1.960111336E+003;
401P0000676
> 110,-6.425982278E+001,-3.409004108E+002,1.960111336E+003,
403P0000677
> -8.619344714E+001,-3.721386859E+002,2.257673255E+003;
403P0000678
> 110,-8.619344714E+001,-3.721386859E+002,2.257673255E+003,
405P0000679
> -1.234446293E+002,-4.251925112E+002,2.763040405E+003;
405P0000680
> 110,-1.234446293E+002,-4.251925112E+002,2.763040405E+003,
407P0000681
> -1.233344999E+002,-4.251923566E+002,2.762586422E+003;
407P0000682
> 110,-1.233344999E+002,-4.251923566E+002,2.762586422E+003,
409P0000683
> 6.432725334E+001,-4.249289771E+002,1.988994200E+003;
409P0000684
> 110,6.432725334E+001,-4.249289771E+002,1.988994200E+003,
411P0000685
> -5.823004332E+001,-4.246610707E+002,2.789375778E+003;
411P0000686
> 110,-5.823004332E+001,-4.246610707E+002,2.789375778E+003,
413P0000687
> -1.719707314E+000,-4.244254038E+002,1.980075917E+003;
413P0000688
> 110,-1.719707314E+000,-4.244254038E+002,1.980075917E+003,
415P0000689
> 7.467174191E+001,-4.243267763E+002,2.550452743E+003;
415P0000690
> 110,7.467174191E+001,-4.243267763E+002,2.550452743E+003,
417P0000691
> 7.831384448E+001,-4.247069577E+002,2.650858016E+003;
417P0000692
> 110,7.831384448E+001,-4.247069577E+002,2.650858016E+003,
419P0000693
> 7.831384448E+001,-4.247069577E+002,2.650858016E+003;
419P0000694
> 110,3.971176360E+000,-3.971176381E+000,1.890313224E+003,
421P0000695
> 3.930196647E+000,-3.930196668E+000,1.896663224E+003;
421P0000696
> 110,3.930196647E+000,-3.930196668E+000,1.896663224E+003,
423P0000697
> 3.884050787E+000,-3.884050808E+000,1.901663224E+003;
423P0000698
> 110,3.884050787E+000,-3.884050808E+000,1.901663224E+003,
425P0000699
> 3.187525174E+000,-3.187525191E+000,1.977133224E+003;
425P0000700
> 110,3.187525174E+000,-3.187525191E+000,1.977133224E+003,
427P0000701
> 2.633774852E+000,-2.633774866E+000,2.037133224E+003;
427P0000702
> 110,2.633774852E+000,-2.633774866E+000,2.037133224E+003,
429P0000703
> 2.170740457E+000,-2.170740469E+000,2.087303965E+003;
429P0000704
> 110,2.170740457E+000,-2.170740469E+000,2.087303965E+003,
431P0000705
> 3.232445227E-001,-2.023507705E+002,2.085456469E+003;
431P0000706
> 110,3.232445227E-001,-2.023507705E+002,2.085456469E+003,
433P0000707
> 2.235015242E-004,-2.373507705E+002,2.085133448E+003;
433P0000708
> 110,2.235015242E-004,-2.373507705E+002,2.085133448E+003,
435P0000709
> -9.432595843E-001,-3.395791267E+002,2.084189964E+003;
435P0000710
> 110,-9.432595843E-001,-3.395791267E+002,2.084189964E+003,
437P0000711
> -3.609667259E+001,-3.359710234E+002,2.505813940E+003;
437P0000712
> 110,-3.609667259E+001,-3.359710234E+002,2.505813940E+003,
439P0000713
> -6.265747241E+001,-3.360330081E+002,1.960822470E+003;
439P0000714
> 110,-6.265747241E+001,-3.360330081E+002,1.960822470E+003,
441P0000715
> -6.265747241E+001,-3.360330081E+002,1.960822470E+003;
441P0000716
> 110,-6.265747241E+001,-3.360330081E+002,1.960822470E+003,
443P0000717
> -6.265152485E+001,-3.360245336E+002,1.960741844E+003;
443P0000718
> 110,-6.265152485E+001,-3.360245336E+002,1.960741844E+003,
445P0000719
> -8.460154365E+001,-3.673004252E+002,2.258298604E+003;
445P0000720
> 110,-8.460154365E+001,-3.673004252E+002,2.258298604E+003,
447P0000721
> -1.218715312E+002,-4.204052585E+002,2.763534468E+003;
447P0000722
> 110,-1.218715312E+002,-4.204052585E+002,2.763534468E+003,
449P0000723
> -1.217336783E+002,-4.204086107E+002,2.762961028E+003;
449P0000724
> 110,-1.217336783E+002,-4.204086107E+002,2.762961028E+003,
451P0000725
> 6.432533427E+001,-4.249331521E+002,1.988993821E+003;
451P0000726
> 110,6.432533427E+001,-4.249331521E+002,1.988993821E+003,
453P0000727
> -5.989691194E+001,-4.295359046E+002,2.789186094E+003;
453P0000728
> 110,-5.989691194E+001,-4.295359046E+002,2.789186094E+003,
455P0000729
> -4.211786601E+000,-4.316456105E+002,1.980160392E+003;
455P0000730
> 110,-4.211786601E+000,-4.316456105E+002,1.980160392E+003,
457P0000731
> 7.221675853E+001,-4.315543154E+002,2.550781586E+003;
457P0000732
> 110,7.221675853E+001,-4.315543154E+002,2.550781586E+003,
459P0000733
> 7.831458972E+001,-4.247082387E+002,2.650857916E+003;
459P0000734
> 110,7.831458972E+001,-4.247082387E+002,2.650857916E+003,
461P0000735
> 7.831458972E+001,-4.247082387E+002,2.650857916E+003;
461P0000736
> 110,6.879968949E-016,-5.616091505E+000,1.890313224E+003,
463P0000737
> 6.808972568E-016,-5.558137439E+000,1.896663224E+003;
463P0000738
> 110,6.808972568E-016,-5.558137439E+000,1.896663224E+003,
465P0000739
> 6.729025958E-016,-5.492877337E+000,1.901663224E+003;
465P0000740
> 110,6.729025958E-016,-5.492877337E+000,1.901663224E+003,
467P0000741
> 5.522311837E-016,-4.507841362E+000,1.977133224E+003;
467P0000742
> 110,5.522311837E-016,-4.507841362E+000,1.977133224E+003,
469P0000743
> 4.562952525E-016,-3.724720141E+000,2.037133224E+003;
469P0000744
> 110,4.562952525E-016,-3.724720141E+000,2.037133224E+003,
471P0000745
> 3.746564835E-016,-3.058306091E+000,2.088191530E+003;
471P0000746
> 110,3.746564835E-016,-3.058306091E+000,2.088191530E+003,
473P0000747
> 5.600134764E-017,-2.023507705E+002,2.085590361E+003;
473P0000748
> 110,5.600134764E-017,-2.023507705E+002,2.085590361E+003,
475P0000749
> 3.872110854E-020,-2.373507705E+002,2.085133540E+003;
475P0000750
> 110,3.872110854E-020,-2.373507705E+002,2.085133540E+003,
477P0000751
> -1.665334537E-016,-3.391262771E+002,2.083805164E+003;
477P0000752
> 110,-1.665334537E-016,-3.391262771E+002,2.083805164E+003,
479P0000753
> -3.140026597E+001,-3.336170735E+002,2.505871387E+003;
479P0000754
> 110,-3.140026597E+001,-3.336170735E+002,2.505871387E+003,
481P0000755
> -5.803871696E+001,-3.337096627E+002,1.961000830E+003;
481P0000756
> 110,-5.803871696E+001,-3.337096627E+002,1.961000830E+003,
483P0000757
> -5.803871696E+001,-3.337096627E+002,1.961000830E+003;
483P0000758
> 110,-5.803871696E+001,-3.337096627E+002,1.961000830E+003,
485P0000759
> -5.806237285E+001,-3.337433169E+002,1.961320840E+003;
485P0000760
> 110,-5.806237285E+001,-3.337433169E+002,1.961320840E+003,
487P0000761
> -8.005813540E+001,-3.650356614E+002,2.258872487E+003;
487P0000762
> 110,-8.005813540E+001,-3.650356614E+002,2.258872487E+003,
489P0000763
> -1.174230200E+002,-4.181929383E+002,2.764332708E+003;
489P0000764
> 110,-1.174230200E+002,-4.181929383E+002,2.764332708E+003,
491P0000765
> -1.173423666E+002,-4.181959286E+002,2.763988632E+003;
491P0000766
> 110,-1.173423666E+002,-4.181959286E+002,2.763988632E+003,
493P0000767
> 6.432124622E+001,-4.249311595E+002,1.988993014E+003;
493P0000768
> 110,6.432124622E+001,-4.249311595E+002,1.988993014E+003,
495P0000769
> -6.446885671E+001,-4.317846483E+002,2.788667099E+003;
495P0000770
> 110,-6.446885671E+001,-4.317846483E+002,2.788667099E+003,
497P0000771
> -1.104377971E+001,-4.349754882E+002,1.980390964E+003;
497P0000772
> 110,-1.104377971E+001,-4.349754882E+002,1.980390964E+003,
499P0000773
> 6.548602091E+001,-4.348893393E+002,2.551683161E+003;
499P0000774
> 110,6.548602091E+001,-4.348893393E+002,2.551683161E+003,
501P0000775
> 7.831652956E+001,-4.247091502E+002,2.650857656E+003;
501P0000776
> 110,7.831652956E+001,-4.247091502E+002,2.650857656E+003,
503P0000777
> 7.831652956E+001,-4.247091502E+002,2.650857656E+003;
503P0000778
> 110,-3.971176383E+000,-3.971176383E+000,1.890313224E+003,
505P0000779
> -3.930196670E+000,-3.930196670E+000,1.896663224E+003;
505P0000780
> 110,-3.930196670E+000,-3.930196670E+000,1.896663224E+003,
507P0000781
> -3.884050810E+000,-3.884050810E+000,1.901663224E+003;
507P0000782
> 110,-3.884050810E+000,-3.884050810E+000,1.901663224E+003,
509P0000783
> -3.187525192E+000,-3.187525192E+000,1.977133224E+003;
509P0000784
> 110,-3.187525192E+000,-3.187525192E+000,1.977133224E+003,
511P0000785
> -2.633774867E+000,-2.633774867E+000,2.037133224E+003;
511P0000786
> 110,-2.633774867E+000,-2.633774867E+000,2.037133224E+003,
513P0000787
> -2.170740470E+000,-2.170740470E+000,2.087303965E+003;
513P0000788
> 110,-2.170740470E+000,-2.170740470E+000,2.087303965E+003,
515P0000789
> -3.232445245E-001,-2.023507705E+002,2.085456469E+003;
515P0000790
> 110,-3.232445245E-001,-2.023507705E+002,2.085456469E+003,
517P0000791
> -2.235015307E-004,-2.373507705E+002,2.085133448E+003;
517P0000792
> 110,-2.235015307E-004,-2.373507705E+002,2.085133448E+003,
519P0000793
> 9.419969144E-001,-3.394423132E+002,2.084191227E+003;
519P0000794
> 110,9.419969144E-001,-3.394423132E+002,2.084191227E+003,
521P0000795
> -2.641479562E+001,-3.352667733E+002,2.505932283E+003;
521P0000796
> 110,-2.641479562E+001,-3.352667733E+002,2.505932283E+003,
523P0000797
> -5.314322918E+001,-3.353354539E+002,1.960976001E+003;
523P0000798
> 110,-5.314322918E+001,-3.353354539E+002,1.960976001E+003,
525P0000799
> -5.314322918E+001,-3.353354539E+002,1.960976001E+003;
525P0000800
> 110,-5.314322918E+001,-3.353354539E+002,1.960976001E+003,
527P0000801
> -5.318272643E+001,-3.353915010E+002,1.961509164E+003;
527P0000802
> 110,-5.318272643E+001,-3.353915010E+002,1.961509164E+003,
529P0000803
> -7.522549406E+001,-3.666704618E+002,2.259058736E+003;
529P0000804
> 110,-7.522549406E+001,-3.666704618E+002,2.259058736E+003,
531P0000805
> -1.127037506E+002,-4.198525728E+002,2.764967947E+003;
531P0000806
> 110,-1.127037506E+002,-4.198525728E+002,2.764967947E+003,
533P0000807
> -1.127267419E+002,-4.198519138E+002,2.765068727E+003;
533P0000808
> 110,-1.127267419E+002,-4.198519138E+002,2.765068727E+003,
535P0000809
> 6.432323618E+001,-4.249269504E+002,1.988993407E+003;
535P0000810
> 110,6.432323618E+001,-4.249269504E+002,1.988993407E+003,
537P0000811
> -6.926420921E+001,-4.300925442E+002,2.788123313E+003;
537P0000812
> 110,-6.926420921E+001,-4.300925442E+002,2.788123313E+003,
539P0000813
> -1.820906725E+001,-4.324696328E+002,1.980632316E+003;
539P0000814
> 110,-1.820906725E+001,-4.324696328E+002,1.980632316E+003,
541P0000815
> 5.842398472E+001,-4.323821080E+002,2.552629114E+003;
541P0000816
> 110,5.842398472E+001,-4.323821080E+002,2.552629114E+003,
543P0000817
> 7.831803838E+001,-4.247089302E+002,2.650857454E+003;
543P0000818
> 110,7.831803838E+001,-4.247089302E+002,2.650857454E+003,
545P0000819
> 7.831803838E+001,-4.247089302E+002,2.650857454E+003;
545P0000820
> 110,-5.616091505E+000,-1.031995342E-015,1.890313224E+003,
547P0000821
> -5.558137439E+000,-1.021345885E-015,1.896663224E+003;
547P0000822
> 110,-5.558137439E+000,-1.021345885E-015,1.896663224E+003,
549P0000823
> -5.492877337E+000,-1.009353894E-015,1.901663224E+003;
549P0000824
> 110,-5.492877337E+000,-1.009353894E-015,1.901663224E+003,
551P0000825
> -4.507841362E+000,-8.283467756E-016,1.977133224E+003;
551P0000826
> 110,-4.507841362E+000,-8.283467756E-016,1.977133224E+003,
553P0000827
> -3.724720141E+000,-6.844428788E-016,2.037133224E+003;
553P0000828
> 110,-3.724720141E+000,-6.844428788E-016,2.037133224E+003,
555P0000829
> -3.098223164E+000,-5.693197613E-016,2.085133224E+003;
555P0000830
> 110,-3.098223164E+000,-5.693197613E-016,2.085133224E+003,
557P0000831
> -4.571367910E-001,-2.023507705E+002,2.085133224E+003;
557P0000832
> 110,-4.571367910E-001,-2.023507705E+002,2.085133224E+003,
559P0000833
> -3.160788840E-004,-2.373507705E+002,2.085133224E+003;
559P0000834
> 110,-3.160788840E-004,-2.373507705E+002,2.085133224E+003,
561P0000835
> 1.344062421E+000,-3.403523338E+002,2.085133224E+003;
561P0000836
> 110,1.344062421E+000,-3.403523338E+002,2.085133224E+003,
563P0000837
> -2.405741697E+001,-3.399493637E+002,2.505961046E+003;
563P0000838
> 110,-2.405741697E+001,-3.399493637E+002,2.505961046E+003,
565P0000839
> -5.083726520E+001,-3.399559378E+002,1.960762654E+003;
565P0000840
> 110,-5.083726520E+001,-3.399559378E+002,1.960762654E+003,
567P0000841
> -5.083726520E+001,-3.399559378E+002,1.960762654E+003;
567P0000842
> 110,-5.083726520E+001,-3.399559378E+002,1.960762654E+003,
569P0000843
> -5.086946103E+001,-3.400015294E+002,1.961196832E+003;
569P0000844
> 110,-5.086946103E+001,-3.400015294E+002,1.961196832E+003,
571P0000845
> -7.293391850E+001,-3.712463873E+002,2.258748376E+003;
571P0000846
> 110,-7.293391850E+001,-3.712463873E+002,2.258748376E+003,
573P0000847
> -1.104792112E+002,-4.244132206E+002,2.765067637E+003;
573P0000848
> 110,-1.104792112E+002,-4.244132206E+002,2.765067637E+003,
575P0000849
> -1.105919785E+002,-4.244128879E+002,2.765568280E+003;
575P0000850
> 110,-1.105919785E+002,-4.244128879E+002,2.765568280E+003,
577P0000851
> 6.432739927E+001,-4.249289649E+002,1.988994229E+003;
577P0000852
> 110,6.432739927E+001,-4.249289649E+002,1.988994229E+003,
579P0000853
> -7.147645098E+001,-4.254543186E+002,2.787872913E+003;
579P0000854
> 110,-7.147645098E+001,-4.254543186E+002,2.787872913E+003,
581P0000855
> -2.151550982E+001,-4.256005141E+002,1.980743313E+003;
581P0000856
> 110,-2.151550982E+001,-4.256005141E+002,1.980743313E+003,
583P0000857
> 5.516366025E+001,-4.255030262E+002,2.553065831E+003;
583P0000858
> 110,5.516366025E+001,-4.255030262E+002,2.553065831E+003,
585P0000859
> 7.831846027E+001,-4.247072134E+002,2.650857397E+003;
585P0000860
> 110,7.831846027E+001,-4.247072134E+002,2.650857397E+003,
587P0000861
> 7.831846027E+001,-4.247072134E+002,2.650857397E+003;
587P0000862
> 110,-3.971176381E+000,3.971176360E+000,1.890313224E+003,
589P0000863
> -3.930196668E+000,3.930196647E+000,1.896663224E+003;
589P0000864
> 110,-3.930196668E+000,3.930196647E+000,1.896663224E+003,
591P0000865
> -3.884050808E+000,3.884050787E+000,1.901663224E+003;
591P0000866
> 110,-3.884050808E+000,3.884050787E+000,1.901663224E+003,
593P0000867
> -3.187525191E+000,3.187525174E+000,1.977133224E+003;
593P0000868
> 110,-3.187525191E+000,3.187525174E+000,1.977133224E+003,
595P0000869
> -2.633774866E+000,2.633774852E+000,2.037133224E+003;
595P0000870
> 110,-2.633774866E+000,2.633774852E+000,2.037133224E+003,
597P0000871
> -2.211181985E+000,2.211181973E+000,2.082922042E+003;
597P0000872
> 110,-2.211181985E+000,2.211181973E+000,2.082922042E+003,
599P0000873
> -3.232445244E-001,-2.023507705E+002,2.084809980E+003;
599P0000874
> 110,-3.232445244E-001,-2.023507705E+002,2.084809980E+003,
601P0000875
> -2.235015246E-004,-2.373507705E+002,2.085133001E+003;
601P0000876
> 110,-2.235015246E-004,-2.373507705E+002,2.085133001E+003,
603P0000877
> 9.594870863E-001,-3.413374098E+002,2.086092711E+003;
603P0000878
> 110,9.594870863E-001,-3.413374098E+002,2.086092711E+003,
605P0000879
> -2.570466090E+001,-3.449251069E+002,2.505940949E+003;
605P0000880
> 110,-2.570466090E+001,-3.449251069E+002,2.505940949E+003,
607P0000881
> -5.246955395E+001,-3.448659672E+002,1.960485712E+003;
607P0000882
> 110,-5.246955395E+001,-3.448659672E+002,1.960485712E+003,
609P0000883
> -5.246955395E+001,-3.448659672E+002,1.960485712E+003;
609P0000884
> 110,-5.246955395E+001,-3.448659672E+002,1.960485712E+003,
611P0000885
> -5.247556232E+001,-3.448744715E+002,1.960566795E+003;
611P0000886
> 110,-5.247556232E+001,-3.448744715E+002,1.960566795E+003,
613P0000887
> -7.452497898E+001,-3.760835218E+002,2.258123208E+003;
613P0000888
> 110,-7.452497898E+001,-3.760835218E+002,2.258123208E+003,
615P0000889
> -1.120537334E+002,-4.292022415E+002,2.764572957E+003;
615P0000890
> 110,-1.120537334E+002,-4.292022415E+002,2.764572957E+003,
617P0000891
> -1.121947886E+002,-4.292056556E+002,2.765193209E+003;
617P0000892
> 110,-1.121947886E+002,-4.292056556E+002,2.765193209E+003,
619P0000893
> 6.432544604E+001,-4.249332457E+002,1.988993843E+003;
619P0000894
> 110,6.432544604E+001,-4.249332457E+002,1.988993843E+003,
621P0000895
> -6.981316507E+001,-4.205844563E+002,2.788062079E+003;
621P0000896
> 110,-6.981316507E+001,-4.205844563E+002,2.788062079E+003,
623P0000897
> -1.903076772E+001,-4.183867806E+002,1.980659183E+003;
623P0000898
> 110,-1.903076772E+001,-4.183867806E+002,1.980659183E+003,
625P0000899
> 5.761323028E+001,-4.182779061E+002,2.552737714E+003;
625P0000900
> 110,5.761323028E+001,-4.182779061E+002,2.552737714E+003,
627P0000901
> 7.831803768E+001,-4.247052334E+002,2.650857454E+003;
627P0000902
> 110,7.831803768E+001,-4.247052334E+002,2.650857454E+003,
629P0000903
> 7.831803768E+001,-4.247052334E+002,2.650857454E+003;
629P0000904
> 110,-2.125905904E+001,2.686782551E+001,1.890313224E+003,
631P0000905
> -2.126964526E+001,2.682045326E+001,1.896663224E+003;
631P0000906
> 110,-2.126964526E+001,2.682045326E+001,1.896663224E+003,
633P0000907
> -2.128156588E+001,2.676710967E+001,1.901663224E+003;
633P0000908
> 110,-2.128156588E+001,2.676710967E+001,1.901663224E+003,
635P0000909
> -2.146149572E+001,2.596194154E+001,1.977133224E+003;
635P0000910
> 110,-2.146149572E+001,2.596194154E+001,1.977133224E+003,
637P0000911
> -2.160454316E+001,2.532181848E+001,2.037133224E+003;
637P0000912
> 110,-2.160454316E+001,2.532181848E+001,2.037133224E+003,
639P0000913
> -2.165919381E+001,2.507726226E+001,2.060055962E+003;
639P0000914
> 110,-2.165919381E+001,2.507726226E+001,2.060055962E+003,
641P0000915
> -2.220141044E+001,-2.023507705E+002,2.062482327E+003;
641P0000916
> 110,-2.220141044E+001,-2.023507705E+002,2.062482327E+003,
643P0000917
> -2.228485478E+001,-2.373507705E+002,2.062855732E+003;
643P0000918
> 110,-2.228485478E+001,-2.373507705E+002,2.062855732E+003,
645P0000919
> -2.248373021E+001,-3.207673312E+002,2.063745680E+003;
645P0000920
> 110,-2.248373021E+001,-3.207673312E+002,2.063745680E+003,
647P0000921
> -5.561038783E+001,-3.255548863E+002,2.505195652E+003;
647P0000922
> 110,-5.561038783E+001,-3.255548863E+002,2.505195652E+003,
649P0000923
> -5.708135287E+001,-3.471383884E+002,1.960310101E+003;
649P0000924
> 110,-5.708135287E+001,-3.471383884E+002,1.960310101E+003,
651P0000925
> -5.708135287E+001,-3.471383884E+002,1.960310101E+003;
651P0000926
> 110,-5.708135287E+001,-3.471383884E+002,1.960310101E+003,
653P0000927
> -5.707267039E+001,-3.470924790E+002,1.959993840E+003;
653P0000928
> 110,-5.707267039E+001,-3.470924790E+002,1.959993840E+003,
655P0000929
> -6.523545659E+001,-3.902539184E+002,2.257324451E+003;
655P0000930
> 110,-1.729500659E+001,2.522443464E+001,1.890313224E+003,
657P0000931
> -1.734657578E+001,2.519403821E+001,1.896663224E+003;
657P0000932
> 110,-1.734657578E+001,2.519403821E+001,1.896663224E+003,
659P0000933
> -1.740464625E+001,2.515980971E+001,1.901663224E+003;
659P0000934
> 110,-1.740464625E+001,2.515980971E+001,1.901663224E+003,
661P0000935
> -1.828116200E+001,2.464316484E+001,1.977133224E+003;
661P0000936
> 110,-1.828116200E+001,2.464316484E+001,1.977133224E+003,
663P0000937
> -1.897800770E+001,2.423242292E+001,2.037133224E+003;
663P0000938
> 110,-1.897800770E+001,2.423242292E+001,2.037133224E+003,
665P0000939
> -1.925594930E+001,2.406859574E+001,2.061064628E+003;
665P0000940
> 110,-1.925594930E+001,2.406859574E+001,2.061064628E+003,
667P0000941
> -2.188560533E+001,-2.023507705E+002,2.062614627E+003;
667P0000942
> 110,-2.188560533E+001,-2.023507705E+002,2.062614627E+003,
669P0000943
> -2.229209866E+001,-2.373507705E+002,2.062854227E+003;
669P0000944
> 110,-2.229209866E+001,-2.373507705E+002,2.062854227E+003,
671P0000945
> -2.325783271E+001,-3.205026696E+002,2.063423459E+003;
671P0000946
> 110,-2.325783271E+001,-3.205026696E+002,2.063423459E+003,
673P0000947
> -6.060706286E+001,-3.239047825E+002,2.504977929E+003;
673P0000948
> 110,-6.060706286E+001,-3.239047825E+002,2.504977929E+003,
675P0000949
> -6.197918014E+001,-3.455031265E+002,1.960335397E+003;
675P0000950
> 110,-6.197918014E+001,-3.455031265E+002,1.960335397E+003,
677P0000951
> -6.197918014E+001,-3.455031265E+002,1.960335397E+003;
677P0000952
> 110,-6.197918014E+001,-3.455031265E+002,1.960335397E+003,
679P0000953
> -6.196475580E+001,-3.454263232E+002,1.959806480E+003;
679P0000954
> 110,-6.196475580E+001,-3.454263232E+002,1.959806480E+003,
681P0000955
> -7.007346880E+001,-3.886016319E+002,2.257139638E+003;
681P0000956
> 110,-1.565524412E+001,2.126038223E+001,1.890313224E+003,
683P0000957
> -1.572378909E+001,2.127096877E+001,1.896663224E+003;
683P0000958
> 110,-1.572378909E+001,2.127096877E+001,1.896663224E+003,
685P0000959
> -1.580097670E+001,2.128289013E+001,1.901663224E+003;
685P0000960
> 110,-1.580097670E+001,2.128289013E+001,1.901663224E+003,
687P0000961
> -1.696604641E+001,2.146283117E+001,1.977133224E+003;
687P0000962
> 110,-1.696604641E+001,2.146283117E+001,1.977133224E+003,
689P0000963
> -1.789229768E+001,2.160588751E+001,2.037133224E+003;
689P0000964
> 110,-1.789229768E+001,2.160588751E+001,2.037133224E+003,
691P0000965
> -1.829878816E+001,2.166866858E+001,2.063464556E+003;
691P0000966
> 110,-1.829878816E+001,2.166866858E+001,2.063464556E+003,
693P0000967
> -2.175709297E+001,-2.023507705E+002,2.062930432E+003;
693P0000968
> 110,-2.175709297E+001,-2.023507705E+002,2.062930432E+003,
695P0000969
> -2.229740621E+001,-2.373507705E+002,2.062846983E+003;
695P0000970
> 110,-2.229740621E+001,-2.373507705E+002,2.062846983E+003,
697P0000971
> -2.356951741E+001,-3.197546226E+002,2.062650509E+003;
697P0000972
> 110,-2.356951741E+001,-3.197546226E+002,2.062650509E+003,
699P0000973
> -6.296789657E+001,-3.192010417E+002,2.504792483E+003;
699P0000974
> 110,-6.296789657E+001,-3.192010417E+002,2.504792483E+003,
701P0000975
> -6.429319912E+001,-3.408695520E+002,1.960549330E+003;
701P0000976
> 110,-6.429319912E+001,-3.408695520E+002,1.960549330E+003,
703P0000977
> -6.429319912E+001,-3.408695520E+002,1.960549330E+003;
703P0000978
> 110,-6.429319912E+001,-3.408695520E+002,1.960549330E+003,
705P0000979
> -6.428151404E+001,-3.408070708E+002,1.960119521E+003;
705P0000980
> 110,-6.428151404E+001,-3.408070708E+002,1.960119521E+003,
707P0000981
> -7.236492915E+001,-3.840297906E+002,2.257449579E+003;
707P0000982
> 110,-1.729775654E+001,1.729775652E+001,1.890313224E+003,
709P0000983
> -1.734932593E+001,1.734932592E+001,1.896663224E+003;
709P0000984
> 110,-1.734932593E+001,1.734932592E+001,1.896663224E+003,
711P0000985
> -1.740739795E+001,1.740739793E+001,1.901663224E+003;
711P0000986
> 110,-1.740739795E+001,1.740739793E+001,1.901663224E+003,
713P0000987
> -1.828393697E+001,1.828393696E+001,1.977133224E+003;
713P0000988
> 110,-1.828393697E+001,1.828393696E+001,1.977133224E+003,
715P0000989
> -1.898080117E+001,1.898080116E+001,2.037133224E+003;
715P0000990
> 110,-1.898080117E+001,1.898080116E+001,2.037133224E+003,
717P0000991
> -1.931397227E+001,1.931397226E+001,2.065819252E+003;
717P0000992
> 110,-1.931397227E+001,1.931397226E+001,2.065819252E+003,
719P0000993
> -2.188847600E+001,-2.023507705E+002,2.063244748E+003;
719P0000994
> 110,-2.188847600E+001,-2.023507705E+002,2.063244748E+003,
721P0000995
> -2.229498012E+001,-2.373507705E+002,2.062838244E+003;
721P0000996
> 110,-2.229498012E+001,-2.373507705E+002,2.062838244E+003,
723P0000997
> -2.324296776E+001,-3.189724953E+002,2.061890256E+003;
723P0000998
> 110,-2.324296776E+001,-3.189724953E+002,2.061890256E+003,
725P0000999
> -6.130559570E+001,-3.142023264E+002,2.504748182E+003;
725P0001000
> 110,-6.130559570E+001,-3.142023264E+002,2.504748182E+003,
727P0001001
> -6.266722877E+001,-3.359535061E+002,1.960826509E+003;
727P0001002
> 110,-6.266722877E+001,-3.359535061E+002,1.960826509E+003,
729P0001003
> -6.266722877E+001,-3.359535061E+002,1.960826509E+003;
729P0001004
> 110,-6.266722877E+001,-3.359535061E+002,1.960826509E+003,
731P0001005
> -6.266512884E+001,-3.359422923E+002,1.960749464E+003;
731P0001006
> 110,-6.266512884E+001,-3.359422923E+002,1.960749464E+003,
733P0001007
> -7.076893523E+001,-3.792172671E+002,2.258072531E+003;
733P0001008
> 110,-2.126038218E+001,1.565524412E+001,1.890313224E+003,
735P0001009
> -2.127096871E+001,1.572378909E+001,1.896663224E+003;
735P0001010
> 110,-2.127096871E+001,1.572378909E+001,1.896663224E+003,
737P0001011
> -2.128289008E+001,1.580097669E+001,1.901663224E+003;
737P0001012
> 110,-2.128289008E+001,1.580097669E+001,1.901663224E+003,
739P0001013
> -2.146283112E+001,1.696604641E+001,1.977133224E+003;
739P0001014
> 110,-2.146283112E+001,1.696604641E+001,1.977133224E+003,
741P0001015
> -2.160588747E+001,1.789229767E+001,2.037133224E+003;
741P0001016
> 110,-2.160588747E+001,1.789229767E+001,2.037133224E+003,
743P0001017
> -2.167658111E+001,1.835001987E+001,2.066783204E+003;
743P0001018
> 110,-2.167658111E+001,1.835001987E+001,2.066783204E+003,
745P0001019
> -2.220279194E+001,-2.023507705E+002,2.063376131E+003;
745P0001020
> 110,-2.220279194E+001,-2.023507705E+002,2.063376131E+003,
747P0001021
> -2.228624148E+001,-2.373507705E+002,2.062835818E+003;
747P0001022
> 110,-2.228624148E+001,-2.373507705E+002,2.062835818E+003,
749P0001023
> -2.247998226E+001,-3.186085874E+002,2.061581399E+003;
749P0001024
> 110,-2.247998226E+001,-3.186085874E+002,2.061581399E+003,
751P0001025
> -5.659719432E+001,-3.118411681E+002,2.504870911E+003;
751P0001026
> 110,-5.659719432E+001,-3.118411681E+002,2.504870911E+003,
753P0001027
> -5.805528878E+001,-3.336353972E+002,1.961004512E+003;
753P0001028
> 110,-5.805528878E+001,-3.336353972E+002,1.961004512E+003,
755P0001029
> -5.805528878E+001,-3.336353972E+002,1.961004512E+003;
755P0001030
> 110,-5.805528878E+001,-3.336353972E+002,1.961004512E+003,
757P0001031
> -5.806413920E+001,-3.336823772E+002,1.961327101E+003;
757P0001032
> 110,-5.806413920E+001,-3.336823772E+002,1.961327101E+003,
759P0001033
> -6.622116910E+001,-3.769817632E+002,2.258643668E+003;
759P0001034
> 110,-2.522443465E+001,1.729500658E+001,1.890313224E+003,
761P0001035
> -2.519403821E+001,1.734657577E+001,1.896663224E+003;
761P0001036
> 110,-2.519403821E+001,1.734657577E+001,1.896663224E+003,
763P0001037
> -2.515980972E+001,1.740464624E+001,1.901663224E+003;
763P0001038
> 110,-2.515980972E+001,1.740464624E+001,1.901663224E+003,
765P0001039
> -2.464316485E+001,1.828116199E+001,1.977133224E+003;
765P0001040
> 110,-2.464316485E+001,1.828116199E+001,1.977133224E+003,
767P0001041
> -2.423242293E+001,1.897800770E+001,2.037133224E+003;
767P0001042
> 110,-2.423242293E+001,1.897800770E+001,2.037133224E+003,
769P0001043
> -2.403602807E+001,1.931120212E+001,2.065822022E+003;
769P0001044
> 110,-2.403602807E+001,1.931120212E+001,2.065822022E+003,
771P0001045
> -2.251859701E+001,-2.023507705E+002,2.063247619E+003;
771P0001046
> 110,-2.251859701E+001,-2.023507705E+002,2.063247619E+003,
773P0001047
> -2.227899756E+001,-2.373507705E+002,2.062841125E+003;
773P0001048
> 110,-2.227899756E+001,-2.373507705E+002,2.062841125E+003,
775P0001049
> -2.172097455E+001,-3.188651693E+002,2.061894409E+003;
775P0001050
> 110,-2.172097455E+001,-3.188651693E+002,2.061894409E+003,
777P0001051
> -5.160515417E+001,-3.134974253E+002,2.505088542E+003;
777P0001052
> 110,-5.160515417E+001,-3.134974253E+002,2.505088542E+003,
779P0001053
> -5.315965430E+001,-3.352715797E+002,1.960979141E+003;
779P0001054
> 110,-5.315965430E+001,-3.352715797E+002,1.960979141E+003,
781P0001055
> -5.315965430E+001,-3.352715797E+002,1.960979141E+003;
781P0001056
> 110,-5.315965430E+001,-3.352715797E+002,1.960979141E+003,
783P0001057
> -5.317442867E+001,-3.353494710E+002,1.961514187E+003;
783P0001058
> 110,-5.317442867E+001,-3.353494710E+002,1.961514187E+003,
785P0001059
> -6.138424451E+001,-3.786320506E+002,2.258828609E+003;
785P0001060
> 110,-2.686782551E+001,2.125905900E+001,1.890313224E+003,
787P0001061
> -2.682045326E+001,2.126964521E+001,1.896663224E+003;
787P0001062
> 110,-2.682045326E+001,2.126964521E+001,1.896663224E+003,
789P0001063
> -2.676710967E+001,2.128156583E+001,1.901663224E+003;
789P0001064
> 110,-2.676710967E+001,2.128156583E+001,1.901663224E+003,
791P0001065
> -2.596194154E+001,2.146149568E+001,1.977133224E+003;
791P0001066
> 110,-2.596194154E+001,2.146149568E+001,1.977133224E+003,
793P0001067
> -2.532181848E+001,2.160454313E+001,2.037133224E+003;
793P0001068
> 110,-2.532181848E+001,2.160454313E+001,2.037133224E+003,
795P0001069
> -2.504088258E+001,2.166732349E+001,2.063465901E+003;
795P0001070
> 110,-2.504088258E+001,2.166732349E+001,2.063465901E+003,
797P0001071
> -2.265089676E+001,-2.023507705E+002,2.062931814E+003;
797P0001072
> 110,-2.265089676E+001,-2.023507705E+002,2.062931814E+003,
799P0001073
> -2.227749164E+001,-2.373507705E+002,2.062848369E+003;
799P0001074
> 110,-2.227749164E+001,-2.373507705E+002,2.062848369E+003,
801P0001075
> -2.140002448E+001,-3.195975016E+002,2.062652283E+003;
801P0001076
> 110,-2.140002448E+001,-3.195975016E+002,2.062652283E+003,
803P0001077
> -4.925046684E+001,-3.181965371E+002,2.505273654E+003;
803P0001078
> 110,-4.925046684E+001,-3.181965371E+002,2.505273654E+003,
805P0001079
> -5.084656693E+001,-3.399029468E+002,1.960765311E+003;
805P0001080
> 110,-5.084656693E+001,-3.399029468E+002,1.960765311E+003,
807P0001081
> -5.084656693E+001,-3.399029468E+002,1.960765311E+003;
807P0001082
> 110,-5.084656693E+001,-3.399029468E+002,1.960765311E+003,
809P0001083
> -5.085863926E+001,-3.399663524E+002,1.961201323E+003;
809P0001084
> 110,-5.085863926E+001,-3.399663524E+002,1.961201323E+003,
811P0001085
> -5.909079301E+001,-3.832028281E+002,2.258518928E+003;
811P0001086
> 110,-2.522531316E+001,2.522531313E+001,1.890313224E+003,
813P0001087
> -2.519491648E+001,2.519491645E+001,1.896663224E+003;
813P0001088
> 110,-2.519491648E+001,2.519491645E+001,1.896663224E+003,
815P0001089
> -2.516068848E+001,2.516068845E+001,1.901663224E+003;
815P0001090
> 110,-2.516068848E+001,2.516068845E+001,1.901663224E+003,
817P0001091
> -2.464405104E+001,2.464405101E+001,1.977133224E+003;
817P0001092
> 110,-2.464405104E+001,2.464405101E+001,1.977133224E+003,
819P0001093
> -2.423331503E+001,2.423331501E+001,2.037133224E+003;
819P0001094
> 110,-2.423331503E+001,2.423331501E+001,2.037133224E+003,
821P0001095
> -2.406949637E+001,2.406949636E+001,2.061063728E+003;
821P0001096
> 110,-2.406949637E+001,2.406949636E+001,2.061063728E+003,
823P0001097
> -2.251951377E+001,-2.023507705E+002,2.062613710E+003;
823P0001098
> 110,-2.251951377E+001,-2.023507705E+002,2.062613710E+003,
825P0001099
> -2.227991777E+001,-2.373507705E+002,2.062853306E+003;
825P0001100
> 110,-2.227991777E+001,-2.373507705E+002,2.062853306E+003,
827P0001101
> -2.171148011E+001,-3.203877067E+002,2.063421744E+003;
827P0001102
> 110,-2.171148011E+001,-3.203877067E+002,2.063421744E+003,
829P0001103
> -5.090813273E+001,-3.231890990E+002,2.505318047E+003;
829P0001104
> 110,-5.090813273E+001,-3.231890990E+002,2.505318047E+003,
831P0001105
> -5.247034439E+001,-3.448180720E+002,1.960488208E+003;
831P0001106
> 110,-5.247034439E+001,-3.448180720E+002,1.960488208E+003,
833P0001107
> -5.247034439E+001,-3.448180720E+002,1.960488208E+003;
833P0001108
> 110,-5.247034439E+001,-3.448180720E+002,1.960488208E+003,
835P0001109
> -5.247264947E+001,-3.448301929E+002,1.960571655E+003;
835P0001110
> 110,-5.247264947E+001,-3.448301929E+002,1.960571655E+003,
837P0001111
> -6.068569921E+001,-3.880173507E+002,2.257895847E+003;
837P0001112
> 110,2.125905904E+001,2.686782551E+001,1.890313224E+003,
839P0001113
> 2.126964526E+001,2.682045326E+001,1.896663224E+003;
839P0001114
> 110,2.126964526E+001,2.682045326E+001,1.896663224E+003,
841P0001115
> 2.128156588E+001,2.676710967E+001,1.901663224E+003;
841P0001116
> 110,2.128156588E+001,2.676710967E+001,1.901663224E+003,
843P0001117
> 2.146149572E+001,2.596194154E+001,1.977133224E+003;
843P0001118
> 110,2.146149572E+001,2.596194154E+001,1.977133224E+003,
845P0001119
> 2.160454316E+001,2.532181848E+001,2.037133224E+003;
845P0001120
> 110,2.160454316E+001,2.532181848E+001,2.037133224E+003,
847P0001121
> 2.165919381E+001,2.507726226E+001,2.060055962E+003;
847P0001122
> 110,2.165919381E+001,2.507726226E+001,2.060055962E+003,
849P0001123
> 2.220141044E+001,-2.023507705E+002,2.062482327E+003;
849P0001124
> 110,2.220141044E+001,-2.023507705E+002,2.062482327E+003,
851P0001125
> 2.228485478E+001,-2.373507705E+002,2.062855732E+003;
851P0001126
> 110,2.228485478E+001,-2.373507705E+002,2.062855732E+003,
853P0001127
> 2.247579544E+001,-3.174391647E+002,2.063710173E+003;
853P0001128
> 110,2.247579544E+001,-3.174391647E+002,2.063710173E+003,
855P0001129
> -8.583269570E+000,-3.220768941E+002,2.505768973E+003;
855P0001130
> 110,-8.583269570E+000,-3.220768941E+002,2.505768973E+003,
857P0001131
> -5.722224970E+001,-3.472169667E+002,1.960304257E+003;
857P0001132
> 110,-5.722224970E+001,-3.472169667E+002,1.960304257E+003,
859P0001133
> -5.722224970E+001,-3.472169667E+002,1.960304257E+003;
859P0001134
> 110,-5.722224970E+001,-3.472169667E+002,1.960304257E+003,
861P0001135
> -5.718466800E+001,-3.471673336E+002,1.959977698E+003;
861P0001136
> 110,-5.718466800E+001,-3.471673336E+002,1.959977698E+003,
863P0001137
> -9.116206479E+001,-3.920403238E+002,2.255217874E+003;
863P0001138
> 110,2.522531315E+001,2.522531315E+001,1.890313224E+003,
865P0001139
> 2.519491647E+001,2.519491647E+001,1.896663224E+003;
865P0001140
> 110,2.519491647E+001,2.519491647E+001,1.896663224E+003,
867P0001141
> 2.516068847E+001,2.516068847E+001,1.901663224E+003;
867P0001142
> 110,2.516068847E+001,2.516068847E+001,1.901663224E+003,
869P0001143
> 2.464405103E+001,2.464405103E+001,1.977133224E+003;
869P0001144
> 110,2.464405103E+001,2.464405103E+001,1.977133224E+003,
871P0001145
> 2.423331502E+001,2.423331502E+001,2.037133224E+003;
871P0001146
> 110,2.423331502E+001,2.423331502E+001,2.037133224E+003,
873P0001147
> 2.406949637E+001,2.406949637E+001,2.061063728E+003;
873P0001148
> 110,2.406949637E+001,2.406949637E+001,2.061063728E+003,
875P0001149
> 2.251951377E+001,-2.023507705E+002,2.062613710E+003;
875P0001150
> 110,2.251951377E+001,-2.023507705E+002,2.062613710E+003,
877P0001151
> 2.227991777E+001,-2.373507705E+002,2.062853306E+003;
877P0001152
> 110,2.227991777E+001,-2.373507705E+002,2.062853306E+003,
879P0001153
> 2.173341135E+001,-3.171840089E+002,2.063399813E+003;
879P0001154
> 110,2.173341135E+001,-3.171840089E+002,2.063399813E+003,
881P0001155
> -1.356724456E+001,-3.204362158E+002,2.505773147E+003;
881P0001156
> 110,-1.356724456E+001,-3.204362158E+002,2.505773147E+003,
883P0001157
> -6.212486375E+001,-3.455809051E+002,1.960329536E+003;
883P0001158
> 110,-6.212486375E+001,-3.455809051E+002,1.960329536E+003,
885P0001159
> -6.212486375E+001,-3.455809051E+002,1.960329536E+003;
885P0001160
> 110,-6.212486375E+001,-3.455809051E+002,1.960329536E+003,
887P0001161
> -6.206303182E+001,-3.454991349E+002,1.959791568E+003;
887P0001162
> 110,-6.206303182E+001,-3.454991349E+002,1.959791568E+003,
889P0001163
> -9.599710247E+001,-3.903755479E+002,2.255034592E+003;
889P0001164
> 110,2.686782551E+001,2.125905904E+001,1.890313224E+003,
891P0001165
> 2.682045326E+001,2.126964526E+001,1.896663224E+003;
891P0001166
> 110,2.682045326E+001,2.126964526E+001,1.896663224E+003,
893P0001167
> 2.676710967E+001,2.128156588E+001,1.901663224E+003;
893P0001168
> 110,2.676710967E+001,2.128156588E+001,1.901663224E+003,
895P0001169
> 2.596194154E+001,2.146149572E+001,1.977133224E+003;
895P0001170
> 110,2.596194154E+001,2.146149572E+001,1.977133224E+003,
897P0001171
> 2.532181848E+001,2.160454316E+001,2.037133224E+003;
897P0001172
> 110,2.532181848E+001,2.160454316E+001,2.037133224E+003,
899P0001173
> 2.504088258E+001,2.166732352E+001,2.063465901E+003;
899P0001174
> 110,2.504088258E+001,2.166732352E+001,2.063465901E+003,
901P0001175
> 2.265089676E+001,-2.023507705E+002,2.062931814E+003;
901P0001176
> 110,2.265089676E+001,-2.023507705E+002,2.062931814E+003,
903P0001177
> 2.227749164E+001,-2.373507705E+002,2.062848369E+003;
903P0001178
> 110,2.227749164E+001,-2.373507705E+002,2.062848369E+003,
905P0001179
> 2.143341332E+001,-3.164678992E+002,2.062659744E+003;
905P0001180
> 110,2.143341332E+001,-3.164678992E+002,2.062659744E+003,
907P0001181
> -1.592075074E+001,-3.157582096E+002,2.505680046E+003;
907P0001182
> 110,-1.592075074E+001,-3.157582096E+002,2.505680046E+003,
909P0001183
> -6.441967179E+001,-3.409324586E+002,1.960544484E+003;
909P0001184
> 110,-6.441967179E+001,-3.409324586E+002,1.960544484E+003,
911P0001185
> -6.441967179E+001,-3.409324586E+002,1.960544484E+003;
911P0001186
> 110,-6.441967179E+001,-3.409324586E+002,1.960544484E+003,
913P0001187
> -6.436939641E+001,-3.408659024E+002,1.960106845E+003;
913P0001188
> 110,-6.436939641E+001,-3.408659024E+002,1.960106845E+003,
915P0001189
> -9.828637975E+001,-3.857663391E+002,2.255348614E+003;
915P0001190
> 110,2.522443462E+001,1.729500659E+001,1.890313224E+003,
917P0001191
> 2.519403819E+001,1.734657577E+001,1.896663224E+003;
917P0001192
> 110,2.519403819E+001,1.734657577E+001,1.896663224E+003,
919P0001193
> 2.515980969E+001,1.740464625E+001,1.901663224E+003;
919P0001194
> 110,2.515980969E+001,1.740464625E+001,1.901663224E+003,
921P0001195
> 2.464316482E+001,1.828116200E+001,1.977133224E+003;
921P0001196
> 110,2.464316482E+001,1.828116200E+001,1.977133224E+003,
923P0001197
> 2.423242291E+001,1.897800770E+001,2.037133224E+003;
923P0001198
> 110,2.423242291E+001,1.897800770E+001,2.037133224E+003,
925P0001199
> 2.403602805E+001,1.931120212E+001,2.065822022E+003;
925P0001200
> 110,2.403602805E+001,1.931120212E+001,2.065822022E+003,
927P0001201
> 2.251859701E+001,-2.023507705E+002,2.063247619E+003;
927P0001202
> 110,2.251859701E+001,-2.023507705E+002,2.063247619E+003,
929P0001203
> 2.227899756E+001,-2.373507705E+002,2.062841125E+003;
929P0001204
> 110,2.227899756E+001,-2.373507705E+002,2.062841125E+003,
931P0001205
> 2.174251619E+001,-3.157184299E+002,2.061930956E+003;
931P0001206
> 110,2.174251619E+001,-3.157184299E+002,2.061930956E+003,
933P0001207
> -1.426073452E+001,-3.107864934E+002,2.505544302E+003;
933P0001208
> 110,-1.426073452E+001,-3.107864934E+002,2.505544302E+003,
935P0001209
> -6.276023964E+001,-3.359975682E+002,1.960823060E+003;
935P0001210
> 110,-6.276023964E+001,-3.359975682E+002,1.960823060E+003,
937P0001211
> -6.276023964E+001,-3.359975682E+002,1.960823060E+003;
937P0001212
> 110,-6.276023964E+001,-3.359975682E+002,1.960823060E+003,
939P0001213
> -6.275054138E+001,-3.359847283E+002,1.960738690E+003;
939P0001214
> 110,-6.275054138E+001,-3.359847283E+002,1.960738690E+003,
941P0001215
> -9.668792317E+001,-3.809155428E+002,2.255975763E+003;
941P0001216
> 110,2.126038218E+001,1.565524412E+001,1.890313224E+003,
943P0001217
> 2.127096871E+001,1.572378909E+001,1.896663224E+003;
943P0001218
> 110,2.127096871E+001,1.572378909E+001,1.896663224E+003,
945P0001219
> 2.128289008E+001,1.580097669E+001,1.901663224E+003;
945P0001220
> 110,2.128289008E+001,1.580097669E+001,1.901663224E+003,
947P0001221
> 2.146283112E+001,1.696604641E+001,1.977133224E+003;
947P0001222
> 110,2.146283112E+001,1.696604641E+001,1.977133224E+003,
949P0001223
> 2.160588747E+001,1.789229767E+001,2.037133224E+003;
949P0001224
> 110,2.160588747E+001,1.789229767E+001,2.037133224E+003,
951P0001225
> 2.167658111E+001,1.835001987E+001,2.066783204E+003;
951P0001226
> 110,2.167658111E+001,1.835001987E+001,2.066783204E+003,
953P0001227
> 2.220279194E+001,-2.023507705E+002,2.063376131E+003;
953P0001228
> 110,2.220279194E+001,-2.023507705E+002,2.063376131E+003,
955P0001229
> 2.228624148E+001,-2.373507705E+002,2.062835818E+003;
955P0001230
> 110,2.228624148E+001,-2.373507705E+002,2.062835818E+003,
957P0001231
> 2.247225172E+001,-3.153662855E+002,2.061631452E+003;
957P0001232
> 110,2.247225172E+001,-3.153662855E+002,2.061631452E+003,
959P0001233
> -9.562926150E+000,-3.084378252E+002,2.505445419E+003;
959P0001234
> 110,-9.562926150E+000,-3.084378252E+002,2.505445419E+003,
961P0001235
> -5.812155783E+001,-3.336691908E+002,1.961001929E+003;
961P0001236
> 110,-5.812155783E+001,-3.336691908E+002,1.961001929E+003,
963P0001237
> -5.812155783E+001,-3.336691908E+002,1.961001929E+003;
963P0001238
> 110,-5.812155783E+001,-3.336691908E+002,1.961001929E+003,
965P0001239
> -5.815777048E+001,-3.337170882E+002,1.961316529E+003;
965P0001240
> 110,-5.815777048E+001,-3.337170882E+002,1.961316529E+003,
967P0001241
> -9.214092122E+001,-3.786656135E+002,2.256548356E+003;
967P0001242
> 110,1.729775652E+001,1.729775652E+001,1.890313224E+003,
969P0001243
> 1.734932591E+001,1.734932591E+001,1.896663224E+003;
969P0001244
> 110,1.734932591E+001,1.734932591E+001,1.896663224E+003,
971P0001245
> 1.740739793E+001,1.740739793E+001,1.901663224E+003;
971P0001246
> 110,1.740739793E+001,1.740739793E+001,1.901663224E+003,
973P0001247
> 1.828393696E+001,1.828393696E+001,1.977133224E+003;
973P0001248
> 110,1.828393696E+001,1.828393696E+001,1.977133224E+003,
975P0001249
> 1.898080116E+001,1.898080116E+001,2.037133224E+003;
975P0001250
> 110,1.898080116E+001,1.898080116E+001,2.037133224E+003,
977P0001251
> 1.931397226E+001,1.931397226E+001,2.065819252E+003;
977P0001252
> 110,1.931397226E+001,1.931397226E+001,2.065819252E+003,
979P0001253
> 2.188847600E+001,-2.023507705E+002,2.063244748E+003;
979P0001254
> 110,2.188847600E+001,-2.023507705E+002,2.063244748E+003,
981P0001255
> 2.229498012E+001,-2.373507705E+002,2.062838244E+003;
981P0001256
> 110,2.229498012E+001,-2.373507705E+002,2.062838244E+003,
983P0001257
> 2.320391161E+001,-3.156097609E+002,2.061929312E+003;
983P0001258
> 110,2.320391161E+001,-3.156097609E+002,2.061929312E+003,
985P0001259
> -4.583632960E+000,-3.100847141E+002,2.505441226E+003;
985P0001260
> 110,-4.583632960E+000,-3.100847141E+002,2.505441226E+003,
987P0001261
> -5.322307240E+001,-3.353083137E+002,1.960976439E+003;
987P0001262
> 110,-5.322307240E+001,-3.353083137E+002,1.960976439E+003,
989P0001263
> -5.322307240E+001,-3.353083137E+002,1.960976439E+003;
989P0001264
> 110,-5.322307240E+001,-3.353083137E+002,1.960976439E+003,
991P0001265
> -5.328364834E+001,-3.353883251E+002,1.961502027E+003;
991P0001266
> 110,-5.328364834E+001,-3.353883251E+002,1.961502027E+003,
993P0001267
> -8.730989305E+001,-3.803316955E+002,2.256731205E+003;
993P0001268
> 110,1.565524412E+001,2.126038218E+001,1.890313224E+003,
995P0001269
> 1.572378909E+001,2.127096871E+001,1.896663224E+003;
995P0001270
> 110,1.572378909E+001,2.127096871E+001,1.896663224E+003,
997P0001271
> 1.580097669E+001,2.128289008E+001,1.901663224E+003;
997P0001272
> 110,1.580097669E+001,2.128289008E+001,1.901663224E+003,
999P0001273
> 1.696604641E+001,2.146283112E+001,1.977133224E+003;
999P0001274
> 110,1.696604641E+001,2.146283112E+001,1.977133224E+003,
1001P0001275
> 1.789229767E+001,2.160588747E+001,2.037133224E+003;
1001P0001276
> 110,1.789229767E+001,2.160588747E+001,2.037133224E+003,
1003P0001277
> 1.829878816E+001,2.166866854E+001,2.063464556E+003;
1003P0001278
> 110,1.829878816E+001,2.166866854E+001,2.063464556E+003,
1005P0001279
> 2.175709297E+001,-2.023507705E+002,2.062930432E+003;
1005P0001280
> 110,2.175709297E+001,-2.023507705E+002,2.062930432E+003,
1007P0001281
> 2.229740621E+001,-2.373507705E+002,2.062846983E+003;
1007P0001282
> 110,2.229740621E+001,-2.373507705E+002,2.062846983E+003,
1009P0001283
> 2.351640759E+001,-3.163143149E+002,2.062658712E+003;
1009P0001284
> 110,2.351640759E+001,-3.163143149E+002,2.062658712E+003,
1011P0001285
> -2.236344362E+000,-3.147580482E+002,2.505534192E+003;
1011P0001286
> 110,-2.236344362E+000,-3.147580482E+002,2.505534192E+003,
1013P0001287
> -5.093132967E+001,-3.399525945E+002,1.960761671E+003;
1013P0001288
> 110,-5.093132967E+001,-3.399525945E+002,1.960761671E+003,
1015P0001289
> -5.093132967E+001,-3.399525945E+002,1.960761671E+003;
1015P0001290
> 110,-5.093132967E+001,-3.399525945E+002,1.960761671E+003,
1017P0001291
> -5.098036853E+001,-3.400173037E+002,1.961186968E+003;
1017P0001292
> 110,-5.098036853E+001,-3.400173037E+002,1.961186968E+003,
1019P0001293
> -8.502195388E+001,-3.849368961E+002,2.256417504E+003;
1019P0001294
> 110,1.729500659E+001,2.522443462E+001,1.890313224E+003,
1021P0001295
> 1.734657577E+001,2.519403819E+001,1.896663224E+003;
1021P0001296
> 110,1.734657577E+001,2.519403819E+001,1.896663224E+003,
1023P0001297
> 1.740464625E+001,2.515980969E+001,1.901663224E+003;
1023P0001298
> 110,1.740464625E+001,2.515980969E+001,1.901663224E+003,
1025P0001299
> 1.828116200E+001,2.464316482E+001,1.977133224E+003;
1025P0001300
> 110,1.828116200E+001,2.464316482E+001,1.977133224E+003,
1027P0001301
> 1.897800770E+001,2.423242291E+001,2.037133224E+003;
1027P0001302
> 110,1.897800770E+001,2.423242291E+001,2.037133224E+003,
1029P0001303
> 1.925594930E+001,2.406859573E+001,2.061064628E+003;
1029P0001304
> 110,1.925594930E+001,2.406859573E+001,2.061064628E+003,
1031P0001305
> 2.188560533E+001,-2.023507705E+002,2.062614627E+003;
1031P0001306
> 110,2.188560533E+001,-2.023507705E+002,2.062614627E+003,
1033P0001307
> 2.229209866E+001,-2.373507705E+002,2.062854227E+003;
1033P0001308
> 110,2.229209866E+001,-2.373507705E+002,2.062854227E+003,
1035P0001309
> 2.321802881E+001,-3.170754627E+002,2.063399998E+003;
1035P0001310
> 110,2.321802881E+001,-3.170754627E+002,2.063399998E+003,
1037P0001311
> -3.891678812E+000,-3.197235537E+002,2.505669955E+003;
1037P0001312
> 110,-3.891678812E+000,-3.197235537E+002,2.505669955E+003,
1039P0001313
> -5.258663321E+001,-3.448844237E+002,1.960483306E+003;
1039P0001314
> 110,-5.258663321E+001,-3.448844237E+002,1.960483306E+003,
1041P0001315
> -5.258663321E+001,-3.448844237E+002,1.960483306E+003;
1041P0001316
> 110,-5.258663321E+001,-3.448844237E+002,1.960483306E+003,
1043P0001317
> -5.259498188E+001,-3.448954397E+002,1.960555755E+003;
1043P0001318
> 110,-5.259498188E+001,-3.448954397E+002,1.960555755E+003,
1045P0001319
> -8.661640097E+001,-3.897863864E+002,2.255790789E+003;
1045P0001320
> 110,-2.126038223E+001,-1.565524412E+001,1.890313224E+003,
1047P0001321
> -2.127096877E+001,-1.572378909E+001,1.896663224E+003;
1047P0001322
> 110,-2.127096877E+001,-1.572378909E+001,1.896663224E+003,
1049P0001323
> -2.128289013E+001,-1.580097670E+001,1.901663224E+003;
1049P0001324
> 110,-2.128289013E+001,-1.580097670E+001,1.901663224E+003,
1051P0001325
> -2.146283117E+001,-1.696604641E+001,1.977133224E+003;
1051P0001326
> 110,-2.146283117E+001,-1.696604641E+001,1.977133224E+003,
1053P0001327
> -2.160588751E+001,-1.789229768E+001,2.037133224E+003;
1053P0001328
> 110,-2.160588751E+001,-1.789229768E+001,2.037133224E+003,
1055P0001329
> -2.176545604E+001,-1.892546089E+001,2.104058685E+003;
1055P0001330
> 110,-2.176545604E+001,-1.892546089E+001,2.104058685E+003,
1057P0001331
> -2.220279194E+001,-2.023507705E+002,2.106890317E+003;
1057P0001332
> 110,-2.220279194E+001,-2.023507705E+002,2.106890317E+003,
1059P0001333
> -2.228624148E+001,-2.373507705E+002,2.107430630E+003;
1059P0001334
> 110,-2.228624148E+001,-2.373507705E+002,2.107430630E+003,
1061P0001335
> -2.259376018E+001,-3.663287763E+002,2.109421731E+003;
1061P0001336
> 110,-2.259376018E+001,-3.663287763E+002,2.109421731E+003,
1063P0001337
> -5.213376080E+001,-3.725041927E+002,2.504925773E+003;
1063P0001338
> 110,-5.213376080E+001,-3.725041927E+002,2.504925773E+003,
1065P0001339
> -5.706990594E+001,-3.472408239E+002,1.960304883E+003;
1065P0001340
> 110,-5.706990594E+001,-3.472408239E+002,1.960304883E+003,
1067P0001341
> -5.706990594E+001,-3.472408239E+002,1.960304883E+003;
1067P0001342
> 110,-5.706990594E+001,-3.472408239E+002,1.960304883E+003,
1069P0001343
> -5.705900306E+001,-3.472219743E+002,1.959981269E+003;
1069P0001344
> 110,-5.705900306E+001,-3.472219743E+002,1.959981269E+003,
1071P0001345
> -6.716232802E+001,-3.646892529E+002,2.259863423E+003;
1071P0001346
> 110,-1.729775653E+001,-1.729775653E+001,1.890313224E+003,
1073P0001347
> -1.734932592E+001,-1.734932592E+001,1.896663224E+003;
1073P0001348
> 110,-1.734932592E+001,-1.734932592E+001,1.896663224E+003,
1075P0001349
> -1.740739794E+001,-1.740739794E+001,1.901663224E+003;
1075P0001350
> 110,-1.740739794E+001,-1.740739794E+001,1.901663224E+003,
1077P0001351
> -1.828393696E+001,-1.828393696E+001,1.977133224E+003;
1077P0001352
> 110,-1.828393696E+001,-1.828393696E+001,1.977133224E+003,
1079P0001353
> -1.898080117E+001,-1.898080117E+001,2.037133224E+003;
1079P0001354
> 110,-1.898080117E+001,-1.898080117E+001,2.037133224E+003,
1081P0001355
> -1.976788472E+001,-1.976788472E+001,2.104901109E+003;
1081P0001356
> 110,-1.976788472E+001,-1.976788472E+001,2.104901109E+003,
1083P0001357
> -2.188847600E+001,-2.023507705E+002,2.107021700E+003;
1083P0001358
> 110,-2.188847600E+001,-2.023507705E+002,2.107021700E+003,
1085P0001359
> -2.229498012E+001,-2.373507705E+002,2.107428204E+003;
1085P0001360
> 110,-2.229498012E+001,-2.373507705E+002,2.107428204E+003,
1087P0001361
> -2.378820361E+001,-3.659172955E+002,2.108921428E+003;
1087P0001362
> 110,-2.378820361E+001,-3.659172955E+002,2.108921428E+003,
1089P0001363
> -5.713475616E+001,-3.708567244E+002,2.504799537E+003;
1089P0001364
> 110,-5.713475616E+001,-3.708567244E+002,2.504799537E+003,
1091P0001365
> -6.196954613E+001,-3.456323739E+002,1.960328754E+003;
1091P0001366
> 110,-6.196954613E+001,-3.456323739E+002,1.960328754E+003,
1093P0001367
> -6.196954613E+001,-3.456323739E+002,1.960328754E+003;
1093P0001368
> 110,-6.196954613E+001,-3.456323739E+002,1.960328754E+003,
1095P0001369
> -6.195146555E+001,-3.456009118E+002,1.959789150E+003;
1095P0001370
> 110,-6.195146555E+001,-3.456009118E+002,1.959789150E+003,
1097P0001371
> -7.199973710E+001,-3.630859975E+002,2.259673512E+003;
1097P0001372
> 110,-1.565524412E+001,-2.126038223E+001,1.890313224E+003,
1099P0001373
> -1.572378909E+001,-2.127096877E+001,1.896663224E+003;
1099P0001374
> 110,-1.572378909E+001,-2.127096877E+001,1.896663224E+003,
1101P0001375
> -1.580097670E+001,-2.128289013E+001,1.901663224E+003;
1101P0001376
> 110,-1.580097670E+001,-2.128289013E+001,1.901663224E+003,
1103P0001377
> -1.696604641E+001,-2.146283117E+001,1.977133224E+003;
1103P0001378
> 110,-1.696604641E+001,-2.146283117E+001,1.977133224E+003,
1105P0001379
> -1.789229768E+001,-2.160588751E+001,2.037133224E+003;
1105P0001380
> 110,-1.789229768E+001,-2.160588751E+001,2.037133224E+003,
1107P0001381
> -1.896940816E+001,-2.177224354E+001,2.106905468E+003;
1107P0001382
> 110,-1.896940816E+001,-2.177224354E+001,2.106905468E+003,
1109P0001383
> -2.175709297E+001,-2.023507705E+002,2.107336016E+003;
1109P0001384
> 110,-2.175709297E+001,-2.023507705E+002,2.107336016E+003,
1111P0001385
> -2.229740621E+001,-2.373507705E+002,2.107419466E+003;
1111P0001386
> 110,-2.229740621E+001,-2.373507705E+002,2.107419466E+003,
1113P0001387
> -2.426424545E+001,-3.647571872E+002,2.107723237E+003;
1113P0001388
> 110,-2.426424545E+001,-3.647571872E+002,2.107723237E+003,
1115P0001389
> -5.951032838E+001,-3.661557633E+002,2.504835067E+003;
1115P0001390
> 110,-5.951032838E+001,-3.661557633E+002,2.504835067E+003,
1117P0001391
> -6.429201856E+001,-3.410281085E+002,1.960541050E+003;
1117P0001392
> 110,-6.429201856E+001,-3.410281085E+002,1.960541050E+003,
1119P0001393
> -6.429201856E+001,-3.410281085E+002,1.960541050E+003;
1119P0001394
> 110,-6.429201856E+001,-3.410281085E+002,1.960541050E+003,
1121P0001395
> -6.427726048E+001,-3.410022833E+002,1.960099359E+003;
1121P0001396
> 110,-6.427726048E+001,-3.410022833E+002,1.960099359E+003,
1123P0001397
> -7.429710100E+001,-3.585360400E+002,2.259980721E+003;
1123P0001398
> 110,-1.729500660E+001,-2.522443465E+001,1.890313224E+003,
1125P0001399
> -1.734657579E+001,-2.519403821E+001,1.896663224E+003;
1125P0001400
> 110,-1.734657579E+001,-2.519403821E+001,1.896663224E+003,
1127P0001401
> -1.740464626E+001,-2.515980972E+001,1.901663224E+003;
1127P0001402
> 110,-1.740464626E+001,-2.515980972E+001,1.901663224E+003,
1129P0001403
> -1.828116201E+001,-2.464316485E+001,1.977133224E+003;
1129P0001404
> 110,-1.828116201E+001,-2.464316485E+001,1.977133224E+003,
1131P0001405
> -1.897800771E+001,-2.423242293E+001,2.037133224E+003;
1131P0001406
> 110,-1.897800771E+001,-2.423242293E+001,2.037133224E+003,
1133P0001407
> -1.981121802E+001,-2.374130359E+001,2.108874528E+003;
1133P0001408
> 110,-1.981121802E+001,-2.374130359E+001,2.108874528E+003,
1135P0001409
> -2.188560533E+001,-2.023507705E+002,2.107651821E+003;
1135P0001410
> 110,-2.188560533E+001,-2.023507705E+002,2.107651821E+003,
1137P0001411
> -2.229209866E+001,-2.373507705E+002,2.107412222E+003;
1137P0001412
> 110,-2.229209866E+001,-2.373507705E+002,2.107412222E+003,
1139P0001413
> -2.375776902E+001,-3.635483231E+002,2.106548311E+003;
1139P0001414
> 110,-2.375776902E+001,-3.635483231E+002,2.106548311E+003,
1141P0001415
> -5.786449436E+001,-3.611582859E+002,2.505011660E+003;
1141P0001416
> 110,-5.786449436E+001,-3.611582859E+002,2.505011660E+003,
1143P0001417
> -6.267486890E+001,-3.361251537E+002,1.960817435E+003;
1143P0001418
> 110,-6.267486890E+001,-3.361251537E+002,1.960817435E+003,
1145P0001419
> -6.267486890E+001,-3.361251537E+002,1.960817435E+003;
1145P0001420
> 110,-6.267486890E+001,-3.361251537E+002,1.960817435E+003,
1147P0001421
> -6.267195315E+001,-3.361200453E+002,1.960730313E+003;
1147P0001422
> 110,-6.267195315E+001,-3.361200453E+002,1.960730313E+003,
1149P0001423
> -7.270800722E+001,-3.537030699E+002,2.260605306E+003;
1149P0001424
> 110,-2.125905900E+001,-2.686782551E+001,1.890313224E+003,
1151P0001425
> -2.126964521E+001,-2.682045326E+001,1.896663224E+003;
1151P0001426
> 110,-2.126964521E+001,-2.682045326E+001,1.896663224E+003,
1153P0001427
> -2.128156583E+001,-2.676710967E+001,1.901663224E+003;
1153P0001428
> 110,-2.128156583E+001,-2.676710967E+001,1.901663224E+003,
1155P0001429
> -2.146149568E+001,-2.596194154E+001,1.977133224E+003;
1155P0001430
> 110,-2.146149568E+001,-2.596194154E+001,1.977133224E+003,
1157P0001431
> -2.160454313E+001,-2.532181848E+001,2.037133224E+003;
1157P0001432
> 110,-2.160454313E+001,-2.532181848E+001,2.037133224E+003,
1159P0001433
> -2.177750615E+001,-2.454782619E+001,2.109681050E+003;
1159P0001434
> 110,-2.177750615E+001,-2.454782619E+001,2.109681050E+003,
1161P0001435
> -2.220141044E+001,-2.023507705E+002,2.107784121E+003;
1161P0001436
> 110,-2.220141044E+001,-2.023507705E+002,2.107784121E+003,
1163P0001437
> -2.228485478E+001,-2.373507705E+002,2.107410716E+003;
1163P0001438
> 110,-2.228485478E+001,-2.373507705E+002,2.107410716E+003,
1165P0001439
> -2.258438407E+001,-3.629857109E+002,2.106070352E+003;
1165P0001440
> 110,-2.258438407E+001,-3.629857109E+002,2.106070352E+003,
1167P0001441
> -5.316457551E+001,-3.587961473E+002,2.505225666E+003;
1167P0001442
> 110,-5.316457551E+001,-3.587961473E+002,2.505225666E+003,
1169P0001443
> -5.806540824E+001,-3.337975807E+002,1.960995903E+003;
1169P0001444
> 110,-5.806540824E+001,-3.337975807E+002,1.960995903E+003,
1171P0001445
> -5.806540824E+001,-3.337975807E+002,1.960995903E+003;
1171P0001446
> 110,-5.806540824E+001,-3.337975807E+002,1.960995903E+003,
1173P0001447
> -5.807604603E+001,-3.338161470E+002,1.961312188E+003;
1173P0001448
> 110,-5.807604603E+001,-3.338161470E+002,1.961312188E+003,
1175P0001449
> -6.816170636E+001,-3.514188264E+002,2.261181448E+003;
1175P0001450
> 110,-2.522531316E+001,-2.522531316E+001,1.890313224E+003,
1177P0001451
> -2.519491648E+001,-2.519491648E+001,1.896663224E+003;
1177P0001452
> 110,-2.519491648E+001,-2.519491648E+001,1.896663224E+003,
1179P0001453
> -2.516068848E+001,-2.516068848E+001,1.901663224E+003;
1179P0001454
> 110,-2.516068848E+001,-2.516068848E+001,1.901663224E+003,
1181P0001455
> -2.464405104E+001,-2.464405104E+001,1.977133224E+003;
1181P0001456
> 110,-2.464405104E+001,-2.464405104E+001,1.977133224E+003,
1183P0001457
> -2.423331503E+001,-2.423331503E+001,2.037133224E+003;
1183P0001458
> 110,-2.423331503E+001,-2.423331503E+001,2.037133224E+003,
1185P0001459
> -2.374219664E+001,-2.374219664E+001,2.108875421E+003;
1185P0001460
> 110,-2.374219664E+001,-2.374219664E+001,2.108875421E+003,
1187P0001461
> -2.251951377E+001,-2.023507705E+002,2.107652738E+003;
1187P0001462
> 110,-2.251951377E+001,-2.023507705E+002,2.107652738E+003,
1189P0001463
> -2.227991777E+001,-2.373507705E+002,2.107413142E+003;
1189P0001464
> 110,-2.227991777E+001,-2.373507705E+002,2.107413142E+003,
1191P0001465
> -2.141717899E+001,-3.633789887E+002,2.106550403E+003;
1191P0001466
> 110,-2.141717899E+001,-3.633789887E+002,2.106550403E+003,
1193P0001467
> -4.816812290E+001,-3.604498347E+002,2.505351612E+003;
1193P0001468
> 110,-4.816812290E+001,-3.604498347E+002,2.505351612E+003,
1195P0001469
> -5.316577676E+001,-3.354088368E+002,1.960971885E+003;
1195P0001470
> 110,-5.316577676E+001,-3.354088368E+002,1.960971885E+003,
1197P0001471
> -5.316577676E+001,-3.354088368E+002,1.960971885E+003;
1197P0001472
> 110,-5.316577676E+001,-3.354088368E+002,1.960971885E+003,
1199P0001473
> -5.318376694E+001,-3.354400375E+002,1.961503996E+003;
1199P0001474
> 110,-5.318376694E+001,-3.354400375E+002,1.961503996E+003,
1201P0001475
> -6.332200160E+001,-3.530230032E+002,2.261371432E+003;
1201P0001476
> 110,-2.686782551E+001,-2.125905900E+001,1.890313224E+003,
1203P0001477
> -2.682045326E+001,-2.126964521E+001,1.896663224E+003;
1203P0001478
> 110,-2.682045326E+001,-2.126964521E+001,1.896663224E+003,
1205P0001479
> -2.676710967E+001,-2.128156583E+001,1.901663224E+003;
1205P0001480
> 110,-2.676710967E+001,-2.128156583E+001,1.901663224E+003,
1207P0001481
> -2.596194154E+001,-2.146149568E+001,1.977133224E+003;
1207P0001482
> 110,-2.596194154E+001,-2.146149568E+001,1.977133224E+003,
1209P0001483
> -2.532181848E+001,-2.160454313E+001,2.037133224E+003;
1209P0001484
> 110,-2.532181848E+001,-2.160454313E+001,2.037133224E+003,
1211P0001485
> -2.457745259E+001,-2.177088558E+001,2.106904110E+003;
1211P0001486
> 110,-2.457745259E+001,-2.177088558E+001,2.106904110E+003,
1213P0001487
> -2.265089676E+001,-2.023507705E+002,2.107334635E+003;
1213P0001488
> 110,-2.265089676E+001,-2.023507705E+002,2.107334635E+003,
1215P0001489
> -2.227749164E+001,-2.373507705E+002,2.107418079E+003;
1215P0001490
> 110,-2.227749164E+001,-2.373507705E+002,2.107418079E+003,
1217P0001491
> -2.092086214E+001,-3.645103351E+002,2.107721243E+003;
1217P0001492
> 110,-2.092086214E+001,-3.645103351E+002,2.107721243E+003,
1219P0001493
> -4.579877547E+001,-3.651462449E+002,2.505315926E+003;
1219P0001494
> 110,-4.579877547E+001,-3.651462449E+002,2.505315926E+003,
1221P0001495
> -5.084610356E+001,-3.400130863E+002,1.960759555E+003;
1221P0001496
> 110,-5.084610356E+001,-3.400130863E+002,1.960759555E+003,
1223P0001497
> -5.084610356E+001,-3.400130863E+002,1.960759555E+003;
1223P0001498
> 110,-5.084610356E+001,-3.400130863E+002,1.960759555E+003,
1225P0001499
> -5.086081633E+001,-3.400384696E+002,1.961193597E+003;
1225P0001500
> 110,-5.086081633E+001,-3.400384696E+002,1.961193597E+003,
1227P0001501
> -6.102555060E+001,-3.575752480E+002,2.261063916E+003;
1227P0001502
> 110,-2.522443465E+001,-1.729500660E+001,1.890313224E+003,
1229P0001503
> -2.519403821E+001,-1.734657579E+001,1.896663224E+003;
1229P0001504
> 110,-2.519403821E+001,-1.734657579E+001,1.896663224E+003,
1231P0001505
> -2.515980972E+001,-1.740464626E+001,1.901663224E+003;
1231P0001506
> 110,-2.515980972E+001,-1.740464626E+001,1.901663224E+003,
1233P0001507
> -2.464316485E+001,-1.828116201E+001,1.977133224E+003;
1233P0001508
> 110,-2.464316485E+001,-1.828116201E+001,1.977133224E+003,
1235P0001509
> -2.423242293E+001,-1.897800771E+001,2.037133224E+003;
1235P0001510
> 110,-2.423242293E+001,-1.897800771E+001,2.037133224E+003,
1237P0001511
> -2.376852391E+001,-1.976503729E+001,2.104898261E+003;
1237P0001512
> 110,-2.376852391E+001,-1.976503729E+001,2.104898261E+003,
1239P0001513
> -2.251859701E+001,-2.023507705E+002,2.107018829E+003;
1239P0001514
> 110,-2.251859701E+001,-2.023507705E+002,2.107018829E+003,
1241P0001515
> -2.227899756E+001,-2.373507705E+002,2.107425323E+003;
1241P0001516
> 110,-2.227899756E+001,-2.373507705E+002,2.107425323E+003,
1243P0001517
> -2.140010140E+001,-3.657373982E+002,2.108916417E+003;
1243P0001518
> 110,-2.140010140E+001,-3.657373982E+002,2.108916417E+003,
1245P0001519
> -4.744006665E+001,-3.701375032E+002,2.505139623E+003;
1245P0001520
> 110,-4.744006665E+001,-3.701375032E+002,2.505139623E+003,
1247P0001521
> -5.246324442E+001,-3.449132350E+002,1.960483317E+003;
1247P0001522
> 110,-5.246324442E+001,-3.449132350E+002,1.960483317E+003,
1249P0001523
> -5.246324442E+001,-3.449132350E+002,1.960483317E+003;
1249P0001524
> 110,-5.246324442E+001,-3.449132350E+002,1.960483317E+003,
1251P0001525
> -5.246594017E+001,-3.449178795E+002,1.960562954E+003;
1251P0001526
> 110,-5.246594017E+001,-3.449178795E+002,1.960562954E+003,
1253P0001527
> -6.261693996E+001,-3.624072966E+002,2.260439257E+003;
1253P0001528
> 110,2.126038223E+001,-1.565524412E+001,1.890313224E+003,
1255P0001529
> 2.127096877E+001,-1.572378909E+001,1.896663224E+003;
1255P0001530
> 110,2.127096877E+001,-1.572378909E+001,1.896663224E+003,
1257P0001531
> 2.128289013E+001,-1.580097670E+001,1.901663224E+003;
1257P0001532
> 110,2.128289013E+001,-1.580097670E+001,1.901663224E+003,
1259P0001533
> 2.146283117E+001,-1.696604641E+001,1.977133224E+003;
1259P0001534
> 110,2.146283117E+001,-1.696604641E+001,1.977133224E+003,
1261P0001535
> 2.160588751E+001,-1.789229768E+001,2.037133224E+003;
1261P0001536
> 110,2.160588751E+001,-1.789229768E+001,2.037133224E+003,
1263P0001537
> 2.176545604E+001,-1.892546089E+001,2.104058685E+003;
1263P0001538
> 110,2.176545604E+001,-1.892546089E+001,2.104058685E+003,
1265P0001539
> 2.220279194E+001,-2.023507705E+002,2.106890317E+003;
1265P0001540
> 110,2.220279194E+001,-2.023507705E+002,2.106890317E+003,
1267P0001541
> 2.228624148E+001,-2.373507705E+002,2.107430630E+003;
1267P0001542
> 110,2.228624148E+001,-2.373507705E+002,2.107430630E+003,
1269P0001543
> 2.258574758E+001,-3.629681705E+002,2.109369852E+003;
1269P0001544
> 110,2.258574758E+001,-3.629681705E+002,2.109369852E+003,
1271P0001545
> -5.107240320E+000,-3.690125136E+002,2.505499430E+003;
1271P0001546
> 110,-5.107240320E+000,-3.690125136E+002,2.505499430E+003,
1273P0001547
> -5.721585005E+001,-3.471955036E+002,1.960305459E+003;
1273P0001548
> 110,-5.721585005E+001,-3.471955036E+002,1.960305459E+003,
1275P0001549
> -5.721585005E+001,-3.471955036E+002,1.960305459E+003;
1275P0001550
> 110,-5.721585005E+001,-3.471955036E+002,1.960305459E+003,
1277P0001551
> -5.717630637E+001,-3.471743037E+002,1.959977586E+003;
1277P0001552
> 110,-5.717630637E+001,-3.471743037E+002,1.959977586E+003,
1279P0001553
> -9.309107957E+001,-3.664287143E+002,2.257761612E+003;
1279P0001554
> 110,2.522443464E+001,-1.729500659E+001,1.890313224E+003,
1281P0001555
> 2.519403821E+001,-1.734657578E+001,1.896663224E+003;
1281P0001556
> 110,2.519403821E+001,-1.734657578E+001,1.896663224E+003,
1283P0001557
> 2.515980971E+001,-1.740464625E+001,1.901663224E+003;
1283P0001558
> 110,2.515980971E+001,-1.740464625E+001,1.901663224E+003,
1285P0001559
> 2.464316484E+001,-1.828116200E+001,1.977133224E+003;
1285P0001560
> 110,2.464316484E+001,-1.828116200E+001,1.977133224E+003,
1287P0001561
> 2.423242292E+001,-1.897800770E+001,2.037133224E+003;
1287P0001562
> 110,2.423242292E+001,-1.897800770E+001,2.037133224E+003,
1289P0001563
> 2.376852390E+001,-1.976503728E+001,2.104898261E+003;
1289P0001564
> 110,2.376852390E+001,-1.976503728E+001,2.104898261E+003,
1291P0001565
> 2.251859701E+001,-2.023507705E+002,2.107018829E+003;
1291P0001566
> 110,2.251859701E+001,-2.023507705E+002,2.107018829E+003,
1293P0001567
> 2.227899756E+001,-2.373507705E+002,2.107425323E+003;
1293P0001568
> 110,2.227899756E+001,-2.373507705E+002,2.107425323E+003,
1295P0001569
> 2.142182248E+001,-3.625644457E+002,2.108879566E+003;
1295P0001570
> 110,2.142182248E+001,-3.625644457E+002,2.108879566E+003,
1297P0001571
> -1.009601330E+001,-3.673734804E+002,2.505594817E+003;
1297P0001572
> 110,-1.009601330E+001,-3.673734804E+002,2.505594817E+003,
1299P0001573
> -6.212489446E+001,-3.455774328E+002,1.960329717E+003;
1299P0001574
> 110,-6.212489446E+001,-3.455774328E+002,1.960329717E+003,
1301P0001575
> -6.212489446E+001,-3.455774328E+002,1.960329717E+003;
1301P0001576
> 110,-6.212489446E+001,-3.455774328E+002,1.960329717E+003,
1303P0001577
> -6.205956083E+001,-3.455423364E+002,1.959787293E+003;
1303P0001578
> 110,-6.205956083E+001,-3.455423364E+002,1.959787293E+003,
1305P0001579
> -9.792716817E+001,-3.648099398E+002,2.257573427E+003;
1305P0001580
> 110,2.686782551E+001,-2.125905904E+001,1.890313224E+003,
1307P0001581
> 2.682045326E+001,-2.126964526E+001,1.896663224E+003;
1307P0001582
> 110,2.682045326E+001,-2.126964526E+001,1.896663224E+003,
1309P0001583
> 2.676710967E+001,-2.128156588E+001,1.901663224E+003;
1309P0001584
> 110,2.676710967E+001,-2.128156588E+001,1.901663224E+003,
1311P0001585
> 2.596194154E+001,-2.146149572E+001,1.977133224E+003;
1311P0001586
> 110,2.596194154E+001,-2.146149572E+001,1.977133224E+003,
1313P0001587
> 2.532181848E+001,-2.160454316E+001,2.037133224E+003;
1313P0001588
> 110,2.532181848E+001,-2.160454316E+001,2.037133224E+003,
1315P0001589
> 2.457745259E+001,-2.177088560E+001,2.106904110E+003;
1315P0001590
> 110,2.457745259E+001,-2.177088560E+001,2.106904110E+003,
1317P0001591
> 2.265089676E+001,-2.023507705E+002,2.107334635E+003;
1317P0001592
> 110,2.265089676E+001,-2.023507705E+002,2.107334635E+003,
1319P0001593
> 2.227749164E+001,-2.373507705E+002,2.107418079E+003;
1319P0001594
> 110,2.227749164E+001,-2.373507705E+002,2.107418079E+003,
1321P0001595
> 2.095365910E+001,-3.614362112E+002,2.107713914E+003;
1321P0001596
> 110,2.095365910E+001,-3.614362112E+002,2.107713914E+003,
1323P0001597
> -1.246524387E+001,-3.626979054E+002,2.505721949E+003;
1323P0001598
> 110,-1.246524387E+001,-3.626979054E+002,2.505721949E+003,
1325P0001599
> -6.443789634E+001,-3.409553011E+002,1.960543064E+003;
1325P0001600
> 110,-6.443789634E+001,-3.409553011E+002,1.960543064E+003,
1327P0001601
> -6.443789634E+001,-3.409553011E+002,1.960543064E+003;
1327P0001602
> 110,-6.443789634E+001,-3.409553011E+002,1.960543064E+003,
1329P0001603
> -6.438449275E+001,-3.409265517E+002,1.960099365E+003;
1329P0001604
> 110,-6.438449275E+001,-3.409265517E+002,1.960099365E+003,
1331P0001605
> -1.002259040E+002,-3.602215392E+002,2.257884566E+003;
1331P0001606
> 110,2.522531313E+001,-2.522531316E+001,1.890313224E+003,
1333P0001607
> 2.519491645E+001,-2.519491648E+001,1.896663224E+003;
1333P0001608
> 110,2.519491645E+001,-2.519491648E+001,1.896663224E+003,
1335P0001609
> 2.516068845E+001,-2.516068848E+001,1.901663224E+003;
1335P0001610
> 110,2.516068845E+001,-2.516068848E+001,1.901663224E+003,
1337P0001611
> 2.464405101E+001,-2.464405104E+001,1.977133224E+003;
1337P0001612
> 110,2.464405101E+001,-2.464405104E+001,1.977133224E+003,
1339P0001613
> 2.423331501E+001,-2.423331503E+001,2.037133224E+003;
1339P0001614
> 110,2.423331501E+001,-2.423331503E+001,2.037133224E+003,
1341P0001615
> 2.374219663E+001,-2.374219664E+001,2.108875421E+003;
1341P0001616
> 110,2.374219663E+001,-2.374219664E+001,2.108875421E+003,
1343P0001617
> 2.251951377E+001,-2.023507705E+002,2.107652738E+003;
1343P0001618
> 110,2.251951377E+001,-2.023507705E+002,2.107652738E+003,
1345P0001619
> 2.227991777E+001,-2.373507705E+002,2.107413142E+003;
1345P0001620
> 110,2.227991777E+001,-2.373507705E+002,2.107413142E+003,
1347P0001621
> 2.143851941E+001,-3.602615978E+002,2.106571743E+003;
1347P0001622
> 110,2.143851941E+001,-3.602615978E+002,2.106571743E+003,
1349P0001623
> -1.082262450E+001,-3.577279324E+002,2.505806399E+003;
1349P0001624
> 110,-1.082262450E+001,-3.577279324E+002,2.505806399E+003,
1351P0001625
> -6.279641399E+001,-3.360380560E+002,1.960820497E+003;
1351P0001626
> 110,-6.279641399E+001,-3.360380560E+002,1.960820497E+003,
1353P0001627
> -6.279641399E+001,-3.360380560E+002,1.960820497E+003;
1353P0001628
> 110,-6.279641399E+001,-3.360380560E+002,1.960820497E+003,
1355P0001629
> -6.278565157E+001,-3.360322565E+002,1.960731105E+003;
1355P0001630
> 110,-6.278565157E+001,-3.360322565E+002,1.960731105E+003,
1357P0001631
> -9.863768148E+001,-3.553517647E+002,2.258512948E+003;
1357P0001632
> 110,2.125905900E+001,-2.686782551E+001,1.890313224E+003,
1359P0001633
> 2.126964521E+001,-2.682045326E+001,1.896663224E+003;
1359P0001634
> 110,2.126964521E+001,-2.682045326E+001,1.896663224E+003,
1361P0001635
> 2.128156583E+001,-2.676710967E+001,1.901663224E+003;
1361P0001636
> 110,2.128156583E+001,-2.676710967E+001,1.901663224E+003,
1363P0001637
> 2.146149568E+001,-2.596194154E+001,1.977133224E+003;
1363P0001638
> 110,2.146149568E+001,-2.596194154E+001,1.977133224E+003,
1365P0001639
> 2.160454313E+001,-2.532181848E+001,2.037133224E+003;
1365P0001640
> 110,2.160454313E+001,-2.532181848E+001,2.037133224E+003,
1367P0001641
> 2.177750615E+001,-2.454782619E+001,2.109681050E+003;
1367P0001642
> 110,2.177750615E+001,-2.454782619E+001,2.109681050E+003,
1369P0001643
> 2.220141044E+001,-2.023507705E+002,2.107784121E+003;
1369P0001644
> 110,2.220141044E+001,-2.023507705E+002,2.107784121E+003,
1371P0001645
> 2.228485478E+001,-2.373507705E+002,2.107410716E+003;
1371P0001646
> 110,2.228485478E+001,-2.373507705E+002,2.107410716E+003,
1373P0001647
> 2.257658158E+001,-3.597130248E+002,2.106105267E+003;
1373P0001648
> 110,2.257658158E+001,-3.597130248E+002,2.106105267E+003,
1375P0001649
> -6.133641632E+000,-3.553793393E+002,2.505798618E+003;
1375P0001650
> 110,-6.133641632E+000,-3.553793393E+002,2.505798618E+003,
1377P0001651
> -5.816335247E+001,-3.337096834E+002,1.960999296E+003;
1377P0001652
> 110,-5.816335247E+001,-3.337096834E+002,1.960999296E+003,
1379P0001653
> -5.816335247E+001,-3.337096834E+002,1.960999296E+003;
1379P0001654
> 110,-5.816335247E+001,-3.337096834E+002,1.960999296E+003,
1381P0001655
> -5.820104066E+001,-3.337299767E+002,1.961311974E+003;
1381P0001656
> 110,-5.820104066E+001,-3.337299767E+002,1.961311974E+003,
1383P0001657
> -9.409326415E+001,-3.530562885E+002,2.259090128E+003;
1383P0001658
> 110,1.729500658E+001,-2.522443465E+001,1.890313224E+003,
1385P0001659
> 1.734657577E+001,-2.519403821E+001,1.896663224E+003;
1385P0001660
> 110,1.734657577E+001,-2.519403821E+001,1.896663224E+003,
1387P0001661
> 1.740464624E+001,-2.515980972E+001,1.901663224E+003;
1387P0001662
> 110,1.740464624E+001,-2.515980972E+001,1.901663224E+003,
1389P0001663
> 1.828116199E+001,-2.464316485E+001,1.977133224E+003;
1389P0001664
> 110,1.828116199E+001,-2.464316485E+001,1.977133224E+003,
1391P0001665
> 1.897800770E+001,-2.423242293E+001,2.037133224E+003;
1391P0001666
> 110,1.897800770E+001,-2.423242293E+001,2.037133224E+003,
1393P0001667
> 1.981121801E+001,-2.374130359E+001,2.108874528E+003;
1393P0001668
> 110,1.981121801E+001,-2.374130359E+001,2.108874528E+003,
1395P0001669
> 2.188560533E+001,-2.023507705E+002,2.107651821E+003;
1395P0001670
> 110,2.188560533E+001,-2.023507705E+002,2.107651821E+003,
1397P0001671
> 2.229209866E+001,-2.373507705E+002,2.107412222E+003;
1397P0001672
> 110,2.229209866E+001,-2.373507705E+002,2.107412222E+003,
1399P0001673
> 2.371766048E+001,-3.600948860E+002,2.106571952E+003;
1399P0001674
> 110,2.371766048E+001,-3.600948860E+002,2.106571952E+003,
1401P0001675
> -1.149476604E+000,-3.570246395E+002,2.505703120E+003;
1401P0001676
> 110,-1.149476604E+000,-3.570246395E+002,2.505703120E+003,
1403P0001677
> -5.325621365E+001,-3.353327440E+002,1.960974753E+003;
1403P0001678
> 110,-5.325621365E+001,-3.353327440E+002,1.960974753E+003,
1405P0001679
> -5.325621365E+001,-3.353327440E+002,1.960974753E+003;
1405P0001680
> 110,-5.325621365E+001,-3.353327440E+002,1.960974753E+003,
1407P0001681
> -5.331979727E+001,-3.353669127E+002,1.961501597E+003;
1407P0001682
> 110,-5.331979727E+001,-3.353669127E+002,1.961501597E+003,
1409P0001683
> -8.925774761E+001,-3.546793410E+002,2.259277822E+003;
1409P0001684
> 110,1.565524412E+001,-2.126038218E+001,1.890313224E+003,
1411P0001685
> 1.572378909E+001,-2.127096871E+001,1.896663224E+003;
1411P0001686
> 110,1.572378909E+001,-2.127096871E+001,1.896663224E+003,
1413P0001687
> 1.580097669E+001,-2.128289008E+001,1.901663224E+003;
1413P0001688
> 110,1.580097669E+001,-2.128289008E+001,1.901663224E+003,
1415P0001689
> 1.696604641E+001,-2.146283112E+001,1.977133224E+003;
1415P0001690
> 110,1.696604641E+001,-2.146283112E+001,1.977133224E+003,
1417P0001691
> 1.789229767E+001,-2.160588747E+001,2.037133224E+003;
1417P0001692
> 110,1.789229767E+001,-2.160588747E+001,2.037133224E+003,
1419P0001693
> 1.896940815E+001,-2.177224352E+001,2.106905468E+003;
1419P0001694
> 110,1.896940815E+001,-2.177224352E+001,2.106905468E+003,
1421P0001695
> 2.175709297E+001,-2.023507705E+002,2.107336016E+003;
1421P0001696
> 110,2.175709297E+001,-2.023507705E+002,2.107336016E+003,
1423P0001697
> 2.229740621E+001,-2.373507705E+002,2.107419466E+003;
1423P0001698
> 110,2.229740621E+001,-2.373507705E+002,2.107419466E+003,
1425P0001699
> 2.420930983E+001,-3.611986096E+002,2.107714753E+003;
1425P0001700
> 110,2.420930983E+001,-3.611986096E+002,2.107714753E+003,
1427P0001701
> 1.213476285E+000,-3.616956112E+002,2.505575924E+003;
1427P0001702
> 110,1.213476285E+000,-3.616956112E+002,2.505575924E+003,
1429P0001703
> -5.094818321E+001,-3.399529423E+002,1.960761446E+003;
1429P0001704
> 110,-5.094818321E+001,-3.399529423E+002,1.960761446E+003,
1431P0001705
> -5.094818321E+001,-3.399529423E+002,1.960761446E+003;
1431P0001706
> 110,-5.094818321E+001,-3.399529423E+002,1.960761446E+003,
1433P0001707
> -5.099986476E+001,-3.399806581E+002,1.961189369E+003;
1433P0001708
> 110,-5.099986476E+001,-3.399806581E+002,1.961189369E+003,
1435P0001709
> -8.696330791E+001,-3.592671351E+002,2.258966429E+003;
1435P0001710
> 110,1.729775652E+001,-1.729775654E+001,1.890313224E+003,
1437P0001711
> 1.734932592E+001,-1.734932593E+001,1.896663224E+003;
1437P0001712
> 110,1.734932592E+001,-1.734932593E+001,1.896663224E+003,
1439P0001713
> 1.740739793E+001,-1.740739795E+001,1.901663224E+003;
1439P0001714
> 110,1.740739793E+001,-1.740739795E+001,1.901663224E+003,
1441P0001715
> 1.828393696E+001,-1.828393697E+001,1.977133224E+003;
1441P0001716
> 110,1.828393696E+001,-1.828393697E+001,1.977133224E+003,
1443P0001717
> 1.898080116E+001,-1.898080117E+001,2.037133224E+003;
1443P0001718
> 110,1.898080116E+001,-1.898080117E+001,2.037133224E+003,
1445P0001719
> 1.976788471E+001,-1.976788472E+001,2.104901109E+003;
1445P0001720
> 110,1.976788471E+001,-1.976788472E+001,2.104901109E+003,
1447P0001721
> 2.188847600E+001,-2.023507705E+002,2.107021700E+003;
1447P0001722
> 110,2.188847600E+001,-2.023507705E+002,2.107021700E+003,
1449P0001723
> 2.229498012E+001,-2.373507705E+002,2.107428204E+003;
1449P0001724
> 110,2.229498012E+001,-2.373507705E+002,2.107428204E+003,
1451P0001725
> 2.374729521E+001,-3.623950827E+002,2.108880519E+003;
1451P0001726
> 110,2.374729521E+001,-3.623950827E+002,2.108880519E+003,
1453P0001727
> -4.245351584E-001,-3.666593171E+002,2.505491585E+003;
1453P0001728
> 110,-4.245351584E-001,-3.666593171E+002,2.505491585E+003,
1455P0001729
> -5.258776000E+001,-3.448651975E+002,1.960484298E+003;
1455P0001730
> 110,-5.258776000E+001,-3.448651975E+002,1.960484298E+003,
1457P0001731
> -5.258776000E+001,-3.448651975E+002,1.960484298E+003;
1457P0001732
> 110,-5.258776000E+001,-3.448651975E+002,1.960484298E+003,
1459P0001733
> -5.259669489E+001,-3.448699844E+002,1.960558299E+003;
1459P0001734
> 110,-5.259669489E+001,-3.448699844E+002,1.960558299E+003,
1461P0001735
> -8.855095844E+001,-3.641326316E+002,2.258338538E+003;
1461P0001736
> S0000002G0000008D0001462P0001736
T0000001
>


From - Thu Aug 24 14:18:41 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <39A5BB5D.561DEDA4@mtwilson.edu>
Date: Thu, 24 Aug 2000 14:18:37 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.73 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
To: Douglas Toomey <toomey@ifa.hawaii.edu>
Subject: Re: IRTF igs and pdf files
References: <39A1D7CA.75E82EA2@mtwilson.edu> <39A2D8F9.8775A3F0@infrared.greensand.net> <39A47BE0.C9A4F68A@mtwilson.edu> <041301c00e18$4181bf40$d6a8ab80@ifa.hawaii.edu>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hi Doug,

It would be a good idea to have a physical baffle after the steering
mirror.  It would provide an official place to trash the rest of the wide
field of view that the steering mirror has to cover.

Chris

> Hi Chris,
> 
> Vern got the files and he has all of the rays.  Thanks.
> Do we need to have a physical stop for the stop you
> put after the steering mirror?
> 
> He has made the 1.5 inch version work so we do not have
> to worry about going to 2.5 inches.
> 
> Doug
>
From - Thu Aug 24 14:41:46 2000
X-Mozilla-Status: 8003
X-Mozilla-Status2: 00000000
Message-ID: <39A5C0B9.E48935D@mtwilson.edu>
Date: Thu, 24 Aug 2000 14:41:29 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.73 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
To: Buzz Graves <graves@IfA.Hawaii.Edu>, northcott@ifa.hawaii.edu,
 	toomey@ifa.hawaii.edu, toomey@mkir.com
Subject: WFS question
References: <v04210110b5c8805d2213@[128.171.163.103]>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hi Buzz, Malcolm,

I totally forgot to bring up a question that concerns the IRTF WFS.

How much can the strehl be tuned up in software offsets without
impacting performance?  In the IRTF WFS, if all parts are made
as spheres, there is enough astigmatism to drop the on-axis
strehl to 0.7 at 0.8 micron.  Doug is angsting over putting a little
cylinder on one of the spheres to null this.

The choices are 
  1.  Do nothing, accept the 0.7 strehl
  2.  Make the toroidal part
  3.  Put an astigmatism adjuster in the WFS

Option 3 means that the science path astigmatism due to the dichroic
could be compensated for.  I'm about to get a number for this
for the two instruments.

Doing a good job on this decision means getting quantitative.  Any
guesses as to how much astigmatism can be put into software offsets
without a performance hit?

Cheers,
Chris
From - Thu Aug 24 15:29:04 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <39A5CB35.38F7E160@mtwilson.edu>
Date: Thu, 24 Aug 2000 15:26:13 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.73 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
CC: Buzz Graves <graves@IfA.Hawaii.Edu>, northcott@ifa.hawaii.edu,
 	toomey@ifa.hawaii.edu, toomey@mkir.com
Subject: Re: WFS question
References: <v04210110b5c8805d2213@[128.171.163.103]> <39A5C0B9.E48935D@mtwilson.edu>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hi Malcolm, Buzz,

The current IRTF AO mechanical layout has the focal plane going into the
WFS in the middle of a hole in the optical bench.  It is essentially
inaccessible.  Is this OK?

For test purposes, one could conceive of removing the diagonal mirror after
that focus that folds the beam into the plane of the WFS.  This would put
a focal plane in a useful place on the bench during integration and test,
but it wouldn't be much help during operations.

Cheers, Chris
From - Thu Aug 24 17:43:14 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id TAA00889 for <shelton@mtwilson.edu>; Thu, 24 Aug 2000 19:33:03 -0700 (PDT)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.168.201])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id QAA22406
	for <shelton@mtwilson.edu>; Thu, 24 Aug 2000 16:31:43 -1000 (HST)
Received: from Mana (mana [128.171.168.214])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id QAA19611
	for <shelton@mtwilson.edu>; Thu, 24 Aug 2000 16:31:42 -1000 (HST)
Message-ID: <047201c00e3c$69122f80$d6a8ab80@ifa.hawaii.edu>
From: "Douglas Toomey" <toomey@ifa.hawaii.edu>
To: <shelton@mtwilson.edu>
References: <39A1D7CA.75E82EA2@mtwilson.edu> <39A2D8F9.8775A3F0@infrared.greensand.net> <39A47BE0.C9A4F68A@mtwilson.edu> <041301c00e18$4181bf40$d6a8ab80@ifa.hawaii.edu> <39A5BB5D.561DEDA4@mtwilson.edu>
Subject: steering mirror
Date: Thu, 24 Aug 2000 16:30:18 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2615.200
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2615.200
X-Mozilla-Status: 8003
X-Mozilla-Status2: 00000000
X-UIDL: <047201c00e3c$69122f80$d6a8ab80@ifa.hawaii.edu>

Hi,

If the steering mirror moves one arcsecond how much does the image move?

Doug




From - Fri Aug 25 07:52:36 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <39A6B25E.70576C09@mtwilson.edu>
Date: Fri, 25 Aug 2000 07:52:30 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.73 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
To: Douglas Toomey <toomey@ifa.hawaii.edu>
Subject: Re: steering mirror
References: <39A1D7CA.75E82EA2@mtwilson.edu> <39A2D8F9.8775A3F0@infrared.greensand.net> <39A47BE0.C9A4F68A@mtwilson.edu> <041301c00e18$4181bf40$d6a8ab80@ifa.hawaii.edu> <39A5BB5D.561DEDA4@mtwilson.edu> <047201c00e3c$69122f80$d6a8ab80@ifa.hawaii.edu>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hi Doug,

+/- 1.25 degrees of steering mirror rotation gets you +/- 40 arsec on the
sky, very close to the same on both axes.

So 1 arcsec on the sky is 112 arcsec of steering mirror motion.

These are mirror rotation angles, not beam deviation.

Chris

Douglas Toomey wrote:
> 
> Hi,
> 
> If the steering mirror moves one arcsecond how much does the image move?
> 
> Doug
From - Fri Aug 25 15:43:58 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <39A720D8.C8DB4E6B@mtwilson.edu>
Date: Fri, 25 Aug 2000 15:43:52 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.73 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
To: Douglas Toomey <toomey@ifa.hawaii.edu>
Subject: Re: steering mirror
References: <39A1D7CA.75E82EA2@mtwilson.edu> <39A2D8F9.8775A3F0@infrared.greensand.net> <39A47BE0.C9A4F68A@mtwilson.edu> <041301c00e18$4181bf40$d6a8ab80@ifa.hawaii.edu> <39A5BB5D.561DEDA4@mtwilson.edu> <047201c00e3c$69122f80$d6a8ab80@ifa.hawaii.edu> <39A6B25E.70576C09@mtwilson.edu> <04dd01c00ef1$b59c4b00$d6a8ab80@ifa.hawaii.edu>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Doug,
This looks like an interesting coincidence caused by the steering mirror 
being almost exactly 2x oversize.  It should be the ratio of the pupil size 
at the steering mirror, 13.7 mm, to the size of entrance pupil of the 
telescope (the image of the secondary as seen in the primary), times two for 
shaft angle vs beam angle.  I actually got it from the raytrace by tilting 
the steering mirror until the one of the corner field points became centered 
on the membrane mirror.

Chris

Douglas Toomey wrote:
> 
> Thanks.
> Is that just the ratio of the diameters
> 1/112= 25mm/3000mm
> 
> Doug
> 
> ----- Original Message -----
> From: Chris Shelton <cshelton@mtwilson.edu>
> To: Douglas Toomey <toomey@ifa.hawaii.edu>
> Sent: Friday, August 25, 2000 7:52 AM
> Subject: Re: steering mirror
> 
> > Hi Doug,
> >
> > +/- 1.25 degrees of steering mirror rotation gets you +/- 40 arsec on the
> > sky, very close to the same on both axes.
> >
> > So 1 arcsec on the sky is 112 arcsec of steering mirror motion.
> >
> > These are mirror rotation angles, not beam deviation.
> >
> > Chris
> >
> > Douglas Toomey wrote:
> > >
> > > Hi,
> > >
> > > If the steering mirror moves one arcsecond how much does the image move?
> > >
> > > Doug
> >
From - Fri Aug 25 14:45:29 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id RAA01009 for <shelton@mtwilson.edu>; Fri, 25 Aug 2000 17:11:12 -0700 (PDT)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.168.201])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id OAA04015
	for <shelton@mtwilson.edu>; Fri, 25 Aug 2000 14:09:58 -1000 (HST)
Received: from Mana (mana [128.171.168.214])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id OAA24289
	for <shelton@mtwilson.edu>; Fri, 25 Aug 2000 14:09:57 -1000 (HST)
Message-ID: <04dd01c00ef1$b59c4b00$d6a8ab80@ifa.hawaii.edu>
From: "Douglas Toomey" <toomey@ifa.hawaii.edu>
To: <shelton@mtwilson.edu>
References: <39A1D7CA.75E82EA2@mtwilson.edu> <39A2D8F9.8775A3F0@infrared.greensand.net> <39A47BE0.C9A4F68A@mtwilson.edu> <041301c00e18$4181bf40$d6a8ab80@ifa.hawaii.edu> <39A5BB5D.561DEDA4@mtwilson.edu> <047201c00e3c$69122f80$d6a8ab80@ifa.hawaii.edu> <39A6B25E.70576C09@mtwilson.edu>
Subject: Re: steering mirror
Date: Fri, 25 Aug 2000 14:08:06 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2615.200
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2615.200
X-Mozilla-Status: 8013
X-Mozilla-Status2: 00000000
X-UIDL: <04dd01c00ef1$b59c4b00$d6a8ab80@ifa.hawaii.edu>

Thanks.
Is that just the ratio of the diameters
1/112= 25mm/3000mm

Doug


----- Original Message -----
From: Chris Shelton <cshelton@mtwilson.edu>
To: Douglas Toomey <toomey@ifa.hawaii.edu>
Sent: Friday, August 25, 2000 7:52 AM
Subject: Re: steering mirror


> Hi Doug,
>
> +/- 1.25 degrees of steering mirror rotation gets you +/- 40 arsec on the
> sky, very close to the same on both axes.
>
> So 1 arcsec on the sky is 112 arcsec of steering mirror motion.
>
> These are mirror rotation angles, not beam deviation.
>
> Chris
>
> Douglas Toomey wrote:
> >
> > Hi,
> >
> > If the steering mirror moves one arcsecond how much does the image move?
> >
> > Doug
>


From - Sat Aug 26 09:32:46 2000
Received: from oracle.aweber.com ([216.205.135.98]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id IAA00212 for <shelton@mtwilson.edu>; Sat, 26 Aug 2000 08:44:10 -0700 (PDT)
Received: (from aweber@localhost)
	by oracle.aweber.com (8.10.1/8.10.1) id e7QFjcL00046;
	Sat, 26 Aug 2000 11:45:38 -0400 (EDT)
Date: Sat, 26 Aug 2000 11:45:38 -0400 (EDT)
Message-Id: <200008261545.e7QFjcL00046@oracle.aweber.com>
To: shelton@mtwilson.edu
From: "Keith Hague" <mbzm19@dial.pipex.com>
X-Loop: 3dviewsupport@aweber.com
Subject: 3DView  Cad Viewer Hints & Tips News Letter  no.2  for Chris Shelton
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000
X-UIDL: <200008261545.e7QFjcL00046@oracle.aweber.com>


Hi Chris Shelton

Its now a couple of day's since you downloaded 3DView, I hope 
the installation proceeded well and that 3DView is running 
smoothly and your already saving time when reading Cad files. 

3D View is a powerful tool  for anyone that needs to
visualize, measure  and markup 3D CAD/CAM models without
being  required to have access to or know how to use a
full featured CAD/CAM system. It makes it easy for you to 
share your  work with many non-CAD users- customers, suppliers, 
managers, sales marketing and engineers.

How will 3DView help YOU:
=========================
+ Share prototype models with non-cad colleagues, customers and
   suppliers.
+ Shop floor viewing, measurement and markup.
+ Save CAD/CAM data in VRML format to be posted on the World Wide Web.
+ Visualize STL/IGES/VDA-FS/SolidWorks parts and ISO G-Code tool
   paths together before actually machining the part.
+ Take 3D models on the road (via a laptop)
+ Connect to PDM/EDM system

3D View 3.5 Features include:
==============================
+ Support of multiple file formats (Pro/E, IGES 2D/3D, CATIA, 
  SolidWorks,  SolidEdge, STL, Autodesk DWG, SAT, Parasolid, VDA-FS, ISO G-Code,
  3DStudio and VRML1.0/2.0)  (UniGraphics interface coming soon!)

+ real-time rotation, pan, zoom

+ Large assembly navigation

+ Accurate measurement: volume, surface, distance, radii and angles.

+ Real-time cross-sectioning

+ Multiple rendering options: smooth and flat shading, wire-frame, hidden
   lines and transparency modes.

+ View multiple models together - mix file formats, (e.g., IGES & G-Code)

+ Multimedia model markup (e.g., annotates with text and web links)

+ Excellent performance on low-end PC workstations. Benefits from
   OpenGL accelerated hardware.

+ Secure model exchange (via email - password protected)

+ Multiple user activity tracking.

+ Small file format.

+ Easy 3D model exchange via email and file attachments

+ The ability to embed 3D models in office documents (Word,
   PowerPoint, ...)

+ Web Enabled - Export VRML models. Add web link annotations.
   View help from web browser.

+ Exports VRML (can post 3D Models (e.g., STL, IGES,...) on the web.

+ Affordable - £95 / $160 include IGES, STL, VDA, VRML, ISO G-Code & 3DStudio. 

+ Easy to use - very intuitive

+ No CAD system, No server and no translation required.

To order your keycode via our secure server order system please follow this link:- 

https://www.secure-server.co.uk/forms/SS0265.cfm

Or to have another look at our WEB Site :- 

http://www.imtechdesign.com/3dview/   


Kind regards 


Keith Hague


Imtech Design  UK
email:- sales@imtechdesign.com
tel:- 0181 2850033  fax:- 0181 2850066


To stop additional follow up messages click below:
http://www.aweber.com/r.php?i=3dviewsupport&e=shelton%40mtwilson.edu


From - Fri Aug 25 07:53:30 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id VAA00977 for <shelton@mtwilson.edu>; Thu, 24 Aug 2000 21:26:28 -0700 (PDT)
Received: from queequeg.ifa.hawaii.edu (queequeg.IFA.Hawaii.Edu [128.171.162.107])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id SAA23165
	for <shelton@mtwilson.edu>; Thu, 24 Aug 2000 18:25:14 -1000 (HST)
Received: from queequeg (queequeg [128.171.162.107])
	by queequeg.ifa.hawaii.edu (8.9.3+Sun/8.9.1) with SMTP id SAA10697
	for <shelton@mtwilson.edu>; Thu, 24 Aug 2000 18:21:04 -1000 (HST)
Message-Id: <200008250421.SAA10697@queequeg.ifa.hawaii.edu>
Date: Thu, 24 Aug 2000 18:21:04 -1000 (HST)
From: north <north@queequeg.ifa.hawaii.edu>
Reply-To: north <north@queequeg.ifa.hawaii.edu>
Subject: Re: WFS question
To: shelton@mtwilson.edu
MIME-Version: 1.0
Content-Type: TEXT/plain; charset=us-ascii
Content-MD5: Qj+qlL3htytu5XQwvge7Iw==
X-Mailer: dtmail 1.3.0 @(#)CDE Version 1.3.5 SunOS 5.7 sun4u sparc 
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000
X-UIDL: <200008250421.SAA10697@queequeg.ifa.hawaii.edu>

Hi Chris,
	Probably a strehl of 0.7 at 0.8 micron is ok. If this is a concern,
then making the part torodal would work. When I first read solution 3
I liked it best, but I though you meant to use a physical corrector plate.
Applying offsets in software is definitely feasible, but I have some
reservations. I can think of two immediate problems with the software
1) means a reduction in SNR, due to having to run at lower membrane stroke,
   This probably is not too significant unless the seeing gets really good,
   because for it to be important the introduced astigmatism would have to
   be similar in magnitude to the residual atmospheric aberrations after
   correction.
   I'd guess that under good seeing conditions (1/3"), we could handle up
   to 1 radian RMS of astigmatism without a significant SNR related
   performance hit.
2) Means that it is necessary to accurately calibrate the wavefront sensor
   response. This is dependent on the membrane stroke, which is in turn
   somewhat dependent on humidity. There is no real problem here for point
   sources, but for extended objects the wfs response is difficult to 
   calibrate. Under normal conditions an error in calibration produces
   a gain error, so its not too important.
 
I would recommend trying out the software approach, but leaving room
retrofitting a corrector plate if deemed necessary at a later date. Combining
a corrector plate with the software offsets would still allow for correction
of astigmatism in the science path.

location. Running the 
>Date: Thu, 24 Aug 2000 14:41:29 -1000
>From: Chris Shelton <cshelton@mtwilson.edu>
>X-Accept-Language: en
>MIME-Version: 1.0
>To: Buzz Graves <graves@IfA.Hawaii.Edu>, northcott@IfA.Hawaii.Edu, 
toomey@IfA.Hawaii.Edu, toomey@mkir.com
>Subject: WFS question
>Content-Transfer-Encoding: 7bit
>
>Hi Buzz, Malcolm,
>
>I totally forgot to bring up a question that concerns the IRTF WFS.
>
>How much can the strehl be tuned up in software offsets without
>impacting performance?  In the IRTF WFS, if all parts are made
>as spheres, there is enough astigmatism to drop the on-axis
>strehl to 0.7 at 0.8 micron.  Doug is angsting over putting a little
>cylinder on one of the spheres to null this.
>
>The choices are 
>  1.  Do nothing, accept the 0.7 strehl
>  2.  Make the toroidal part
>  3.  Put an astigmatism adjuster in the WFS
>
>Option 3 means that the science path astigmatism due to the dichroic
>could be compensated for.  I'm about to get a number for this
>for the two instruments.
>
>Doing a good job on this decision means getting quantitative.  Any
>guesses as to how much astigmatism can be put into software offsets
>without a performance hit?
>
>Cheers,
>Chris


From - Mon Aug 28 14:45:18 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <39AB0788.5615E402@mtwilson.edu>
Date: Mon, 28 Aug 2000 14:44:56 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.73 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
CC: toomey@ifa.hawaii.edu, toomey@mkir.com,
 	northcott@ifa.hawaii.edu, Buzz Graves <graves@IfA.Hawaii.Edu>
Subject: Re: WFS question
References: <v04210110b5c8805d2213@[128.171.163.103]> <39A5C0B9.E48935D@mtwilson.edu>
Content-Type: multipart/mixed;
 boundary="------------1DCAFA919CE0CE5D0CC528CE"

This is a multi-part message in MIME format.
--------------1DCAFA919CE0CE5D0CC528CE
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Doug, Mal, Buzz,

The astigmatism due to the beamsplitter in Spex is actually pretty small,

0.17 waves p-v, or 
0.034 waves rms, or 
0.21 radian rms, or a 
0.96 strehl, all at 0.85 micron.

I don't have a recipe for NFSCam, but it should be the same, to the extent 
that its dichroic has a CaF2 substrate and is 6 mm thick. 

The astigmatism due to having all spherical mirrors in the WFS is larger, 
amounting to 

0.43 wave p-v, or 
0.082 waves rms, or 
0.51 radian rms, or a 
0.77 strehl, all at 0.85 micron.

Like Malcolm, I had thought that a tilt plate would be a useful addition
to the system.  

It turns out that to correct the WFS astigmatism by putting a tilt plate in 
the f/60 beam to the membrane mirror requires 50 mm of BK7 tilted 41 degrees.  
The f/60 beam is just to slow to get any astigmatism with a tilt plate.

It turns out that the vector direction of the astigmatism from the WFS
and the beamsplitter are only about 20 degrees apart, which is great
because if the science path and the WFS have the same astigmatism in
magnitude and direction, then the science image is perfectly corrected,
with no software or hardware offsets.

So the recommendation is to make the Spex beamsplitter substrate 9.7 mm
of CaF2 instead of 6 mm.  This minimizes the effective error, dropping it to 

0.29 wave p-v, or
0.060 waves rms, or
0.38 radians rms, or a
0.87 strehl, all at 0.85 micron.

In essence, this uses the science beamsplitter as the tilt plate for
the WFS, allowing the WFS mirrors to be all spherical with no astigmatism
penalty.

The lateral color due to the thicker beamsplitter is
  17 micron shift J vs K
  3 micron shift 2.2 vs 2.4 micron  (airy diameter is 205 micron),
  3 micron shift 1.1 vs 1.25 micron (airy diameter is 103 micron),
that is, small within any band, and not very big from band to band.

The opticians will probably be happier trying to put an AO quality
surface on the thicker CaF2 part.

If this concept is an acceptable one, I can also push around the WFS
layout to drop the 20 degree angle offset to something smaller,
perhaps zero.  It is due to some of the off-axis jogs being out of plane.
This will change the 9.7 mm prescription to something else, but 
probably not 6.0 mm.

Just for grins, I am attaching a pdf file showing a simple null test
setup for the toroidal part.  This may prove useful in the future, if
not for the IRTF system.

Cheers,
Chris




north wrote:
> 
> Hi Chris,
>         Probably a strehl of 0.7 at 0.8 micron is ok. If this is a concern,
> then making the part torodal would work. When I first read solution 3
> I liked it best, but I though you meant to use a physical corrector plate.
> Applying offsets in software is definitely feasible, but I have some
> reservations. I can think of two immediate problems with the software
> 1) means a reduction in SNR, due to having to run at lower membrane stroke,
>    This probably is not too significant unless the seeing gets really good,
>    because for it to be important the introduced astigmatism would have to
>    be similar in magnitude to the residual atmospheric aberrations after
>    correction.
>    I'd guess that under good seeing conditions (1/3"), we could handle up
>    to 1 radian RMS of astigmatism without a significant SNR related
>    performance hit.
> 2) Means that it is necessary to accurately calibrate the wavefront sensor
>    response. This is dependent on the membrane stroke, which is in turn
>    somewhat dependent on humidity. There is no real problem here for point
>    sources, but for extended objects the wfs response is difficult to
>    calibrate. Under normal conditions an error in calibration produces
>    a gain error, so its not too important.
> 
> I would recommend trying out the software approach, but leaving room
> retrofitting a corrector plate if deemed necessary at a later date. Combining
> a corrector plate with the software offsets would still allow for correction
> of astigmatism in the science path.
> 
> location. Running the
> >Date: Thu, 24 Aug 2000 14:41:29 -1000
> >From: Chris Shelton <cshelton@mtwilson.edu>
> >X-Accept-Language: en
> >MIME-Version: 1.0
> >To: Buzz Graves <graves@IfA.Hawaii.Edu>, northcott@IfA.Hawaii.Edu,
> toomey@IfA.Hawaii.Edu, toomey@mkir.com
> >Subject: WFS question
> >Content-Transfer-Encoding: 7bit
> >
> >Hi Buzz, Malcolm,
> >
> >I totally forgot to bring up a question that concerns the IRTF WFS.
> >
> >How much can the strehl be tuned up in software offsets without
> >impacting performance?  In the IRTF WFS, if all parts are made
> >as spheres, there is enough astigmatism to drop the on-axis
> >strehl to 0.7 at 0.8 micron.  Doug is angsting over putting a little
> >cylinder on one of the spheres to null this.
> >
> >The choices are
> >  1.  Do nothing, accept the 0.7 strehl
> >  2.  Make the toroidal part
> >  3.  Put an astigmatism adjuster in the WFS
> >
> >Option 3 means that the science path astigmatism due to the dichroic
> >could be compensated for.  I'm about to get a number for this
> >for the two instruments.
> >
> >Doing a good job on this decision means getting quantitative.  Any
> >guesses as to how much astigmatism can be put into software offsets
> >without a performance hit?
> >
> >Cheers,
> >Chris
--------------1DCAFA919CE0CE5D0CC528CE
Content-Type: application/pdf;
 name="Off-axis test.pdf"
Content-Transfer-Encoding: base64
Content-Disposition: inline;
 filename="Off-axis test.pdf"
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--------------1DCAFA919CE0CE5D0CC528CE--

From - Tue Aug 29 09:24:13 2000
X-Mozilla-Status: 9011
X-Mozilla-Status2: 00000000
Message-ID: <39AC0DD8.EE7DA18@mtwilson.edu>
Date: Tue, 29 Aug 2000 09:24:08 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.73 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
To: Douglas Toomey <toomey@ifa.hawaii.edu>
Subject: Re: WFS question
References: <v04210110b5c8805d2213@[128.171.163.103]> <39A5C0B9.E48935D@mtwilson.edu> <39AB0788.5615E402@mtwilson.edu> <052b01c01163$3289cca0$d6a8ab80@ifa.hawaii.edu>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hi Doug,

The last information you gave me was spex.zmx and spex2.zmx, on 8/27/99,
which shows 6 mm of CaF2 for the dichroic, 6.35 mm of CaF2 for the input 
window, with nothing said about a WFS window.

If you can put me up to date on the spex design, I can finish off the WFS
design.  At this point it looks like the optimal option, and the one that
minimizes your costs and mine, is all spherical mirrors, and a layout that
does some reasonable cancellation of astigmatism by design, with no moving
parts, no cylinder lenses, no tilt plate in the WFS.  This is in keeping 
with your ongoing philosophy of designing to alignment and bolting things 
down.  To do this right and quickly, I need the latest and hopefully frozen 
spex design, specifically the input and output windows and the beamsplitter 
materials, thicknesses, tilt angles and positions.  

The minimum to give you a quick answer on the ZeSe is what the new thickness 
is, assuming everything else hasn't changed too much.  The best solution is 
just to send the new spex zemax file.

If the back focus from the AO relay has changed, the relay design 
changes too. 

Both the original spex zemax file and the ao relay file had mathematical
approximations on the windows and OAPs that I have since tightened up
on my copy of the files.  Fixing these gives about a 3 mm focus shift, and 
about 9 mm movement of the DM when the math is done rigorously.  This is
probably below your threshold of concern, but we can talk about it if
you want.

Cheers,
Chris

Douglas Toomey wrote:
> 
> I beleive that the dichroic is made of ZnSe.
> Making a new dichroic is an option but not a super attractive
> one since we have these dichroics already and just bought them.
> It is a viable option however.  Does teh increase in index due to
> the ZnSe help maek the thickness closer.
> 
> Doug
> 
> ----- Original Message -----
> From: Chris Shelton <cshelton@mtwilson.edu>
> Cc: <toomey@ifa.hawaii.edu>; <toomey@mkir.com>; <northcott@ifa.hawaii.edu>;
> Buzz Graves <graves@ifa.hawaii.edu>
> Sent: Monday, August 28, 2000 2:44 PM
> Subject: Re: WFS question
> 
> > Doug, Mal, Buzz,
> >
> > The astigmatism due to the beamsplitter in Spex is actually pretty small,
> >
> > 0.17 waves p-v, or
> > 0.034 waves rms, or
> > 0.21 radian rms, or a
> > 0.96 strehl, all at 0.85 micron.
> >
> > I don't have a recipe for NFSCam, but it should be the same, to the extent
> > that its dichroic has a CaF2 substrate and is 6 mm thick.
> >
> > The astigmatism due to having all spherical mirrors in the WFS is larger,
> > amounting to
> >
> > 0.43 wave p-v, or
> > 0.082 waves rms, or
> > 0.51 radian rms, or a
> > 0.77 strehl, all at 0.85 micron.
> >
> > Like Malcolm, I had thought that a tilt plate would be a useful addition
> > to the system.
> >
> > It turns out that to correct the WFS astigmatism by putting a tilt plate
> in
> > the f/60 beam to the membrane mirror requires 50 mm of BK7 tilted 41
> degrees.
> > The f/60 beam is just to slow to get any astigmatism with a tilt plate.
> >
> > It turns out that the vector direction of the astigmatism from the WFS
> > and the beamsplitter are only about 20 degrees apart, which is great
> > because if the science path and the WFS have the same astigmatism in
> > magnitude and direction, then the science image is perfectly corrected,
> > with no software or hardware offsets.
> >
> > So the recommendation is to make the Spex beamsplitter substrate 9.7 mm
> > of CaF2 instead of 6 mm.  This minimizes the effective error, dropping it
> to
> >
> > 0.29 wave p-v, or
> > 0.060 waves rms, or
> > 0.38 radians rms, or a
> > 0.87 strehl, all at 0.85 micron.
> >
> > In essence, this uses the science beamsplitter as the tilt plate for
> > the WFS, allowing the WFS mirrors to be all spherical with no astigmatism
> > penalty.
> >
> > The lateral color due to the thicker beamsplitter is
> >   17 micron shift J vs K
> >   3 micron shift 2.2 vs 2.4 micron  (airy diameter is 205 micron),
> >   3 micron shift 1.1 vs 1.25 micron (airy diameter is 103 micron),
> > that is, small within any band, and not very big from band to band.
> >
> > The opticians will probably be happier trying to put an AO quality
> > surface on the thicker CaF2 part.
> >
> > If this concept is an acceptable one, I can also push around the WFS
> > layout to drop the 20 degree angle offset to something smaller,
> > perhaps zero.  It is due to some of the off-axis jogs being out of plane.
> > This will change the 9.7 mm prescription to something else, but
> > probably not 6.0 mm.
> >
> > Just for grins, I am attaching a pdf file showing a simple null test
> > setup for the toroidal part.  This may prove useful in the future, if
> > not for the IRTF system.
> >
> > Cheers,
> > Chris
> >
> >
> >
> >
> > north wrote:
> > >
> > > Hi Chris,
> > >         Probably a strehl of 0.7 at 0.8 micron is ok. If this is a
> concern,
> > > then making the part torodal would work. When I first read solution 3
> > > I liked it best, but I though you meant to use a physical corrector
> plate.
> > > Applying offsets in software is definitely feasible, but I have some
> > > reservations. I can think of two immediate problems with the software
> > > 1) means a reduction in SNR, due to having to run at lower membrane
> stroke,
> > >    This probably is not too significant unless the seeing gets really
> good,
> > >    because for it to be important the introduced astigmatism would have
> to
> > >    be similar in magnitude to the residual atmospheric aberrations after
> > >    correction.
> > >    I'd guess that under good seeing conditions (1/3"), we could handle
> up
> > >    to 1 radian RMS of astigmatism without a significant SNR related
> > >    performance hit.
> > > 2) Means that it is necessary to accurately calibrate the wavefront
> sensor
> > >    response. This is dependent on the membrane stroke, which is in turn
> > >    somewhat dependent on humidity. There is no real problem here for
> point
> > >    sources, but for extended objects the wfs response is difficult to
> > >    calibrate. Under normal conditions an error in calibration produces
> > >    a gain error, so its not too important.
> > >
> > > I would recommend trying out the software approach, but leaving room
> > > retrofitting a corrector plate if deemed necessary at a later date.
> Combining
> > > a corrector plate with the software offsets would still allow for
> correction
> > > of astigmatism in the science path.
> > >
> > > location. Running the
> > > >Date: Thu, 24 Aug 2000 14:41:29 -1000
> > > >From: Chris Shelton <cshelton@mtwilson.edu>
> > > >X-Accept-Language: en
> > > >MIME-Version: 1.0
> > > >To: Buzz Graves <graves@IfA.Hawaii.Edu>, northcott@IfA.Hawaii.Edu,
> > > toomey@IfA.Hawaii.Edu, toomey@mkir.com
> > > >Subject: WFS question
> > > >Content-Transfer-Encoding: 7bit
> > > >
> > > >Hi Buzz, Malcolm,
> > > >
> > > >I totally forgot to bring up a question that concerns the IRTF WFS.
> > > >
> > > >How much can the strehl be tuned up in software offsets without
> > > >impacting performance?  In the IRTF WFS, if all parts are made
> > > >as spheres, there is enough astigmatism to drop the on-axis
> > > >strehl to 0.7 at 0.8 micron.  Doug is angsting over putting a little
> > > >cylinder on one of the spheres to null this.
> > > >
> > > >The choices are
> > > >  1.  Do nothing, accept the 0.7 strehl
> > > >  2.  Make the toroidal part
> > > >  3.  Put an astigmatism adjuster in the WFS
> > > >
> > > >Option 3 means that the science path astigmatism due to the dichroic
> > > >could be compensated for.  I'm about to get a number for this
> > > >for the two instruments.
> > > >
> > > >Doing a good job on this decision means getting quantitative.  Any
> > > >guesses as to how much astigmatism can be put into software offsets
> > > >without a performance hit?
> > > >
> > > >Cheers,
> > > >Chris
From - Tue Aug 29 20:03:35 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <39ACA3A1.5BA0A24B@mtwilson.edu>
Date: Tue, 29 Aug 2000 20:03:13 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.73 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
To: Douglas Toomey <toomey@ifa.hawaii.edu>
Subject: yer address
References: <v04210110b5c8805d2213@[128.171.163.103]> <39A5C0B9.E48935D@mtwilson.edu> <39AB0788.5615E402@mtwilson.edu> <052b01c01163$3289cca0$d6a8ab80@ifa.hawaii.edu>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Doug,

Which email address will you want to settle on?
toomey@mkir.com
toomey@ifa.hawaii.edu?

If you want to keep getting mail from both, but have the ifa mail fowarded
to mkir, just make a file, using a text editor, with the contents

toomey@mkir.com

and save under the name 

.forward 

(with the dot) in your home directory.

Chris
From - Mon Aug 28 19:41:56 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id TAA00928 for <shelton@mtwilson.edu>; Mon, 28 Aug 2000 19:49:56 -0700 (PDT)
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.168.201])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id QAA24769
	for <shelton@mtwilson.edu>; Mon, 28 Aug 2000 16:48:41 -1000 (HST)
Received: from Mana (mana [128.171.168.214])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id QAA05441
	for <shelton@mtwilson.edu>; Mon, 28 Aug 2000 16:48:41 -1000 (HST)
Message-ID: <052b01c01163$3289cca0$d6a8ab80@ifa.hawaii.edu>
From: "Douglas Toomey" <toomey@ifa.hawaii.edu>
To: <shelton@mtwilson.edu>
References: <v04210110b5c8805d2213@[128.171.163.103]> <39A5C0B9.E48935D@mtwilson.edu> <39AB0788.5615E402@mtwilson.edu>
Subject: Re: WFS question
Date: Mon, 28 Aug 2000 16:45:31 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2615.200
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2615.200
Status: U
X-Mozilla-Status: 8013
X-Mozilla-Status2: 00000000
X-UIDL: <052b01c01163$3289cca0$d6a8ab80@ifa.hawaii.edu>

I beleive that the dichroic is made of ZnSe.
Making a new dichroic is an option but not a super attractive
one since we have these dichroics already and just bought them.
It is a viable option however.  Does teh increase in index due to
the ZnSe help maek the thickness closer.

Doug


----- Original Message -----
From: Chris Shelton <cshelton@mtwilson.edu>
Cc: <toomey@ifa.hawaii.edu>; <toomey@mkir.com>; <northcott@ifa.hawaii.edu>;
Buzz Graves <graves@ifa.hawaii.edu>
Sent: Monday, August 28, 2000 2:44 PM
Subject: Re: WFS question


> Doug, Mal, Buzz,
>
> The astigmatism due to the beamsplitter in Spex is actually pretty small,
>
> 0.17 waves p-v, or
> 0.034 waves rms, or
> 0.21 radian rms, or a
> 0.96 strehl, all at 0.85 micron.
>
> I don't have a recipe for NFSCam, but it should be the same, to the extent
> that its dichroic has a CaF2 substrate and is 6 mm thick.
>
> The astigmatism due to having all spherical mirrors in the WFS is larger,
> amounting to
>
> 0.43 wave p-v, or
> 0.082 waves rms, or
> 0.51 radian rms, or a
> 0.77 strehl, all at 0.85 micron.
>
> Like Malcolm, I had thought that a tilt plate would be a useful addition
> to the system.
>
> It turns out that to correct the WFS astigmatism by putting a tilt plate
in
> the f/60 beam to the membrane mirror requires 50 mm of BK7 tilted 41
degrees.
> The f/60 beam is just to slow to get any astigmatism with a tilt plate.
>
> It turns out that the vector direction of the astigmatism from the WFS
> and the beamsplitter are only about 20 degrees apart, which is great
> because if the science path and the WFS have the same astigmatism in
> magnitude and direction, then the science image is perfectly corrected,
> with no software or hardware offsets.
>
> So the recommendation is to make the Spex beamsplitter substrate 9.7 mm
> of CaF2 instead of 6 mm.  This minimizes the effective error, dropping it
to
>
> 0.29 wave p-v, or
> 0.060 waves rms, or
> 0.38 radians rms, or a
> 0.87 strehl, all at 0.85 micron.
>
> In essence, this uses the science beamsplitter as the tilt plate for
> the WFS, allowing the WFS mirrors to be all spherical with no astigmatism
> penalty.
>
> The lateral color due to the thicker beamsplitter is
>   17 micron shift J vs K
>   3 micron shift 2.2 vs 2.4 micron  (airy diameter is 205 micron),
>   3 micron shift 1.1 vs 1.25 micron (airy diameter is 103 micron),
> that is, small within any band, and not very big from band to band.
>
> The opticians will probably be happier trying to put an AO quality
> surface on the thicker CaF2 part.
>
> If this concept is an acceptable one, I can also push around the WFS
> layout to drop the 20 degree angle offset to something smaller,
> perhaps zero.  It is due to some of the off-axis jogs being out of plane.
> This will change the 9.7 mm prescription to something else, but
> probably not 6.0 mm.
>
> Just for grins, I am attaching a pdf file showing a simple null test
> setup for the toroidal part.  This may prove useful in the future, if
> not for the IRTF system.
>
> Cheers,
> Chris
>
>
>
>
> north wrote:
> >
> > Hi Chris,
> >         Probably a strehl of 0.7 at 0.8 micron is ok. If this is a
concern,
> > then making the part torodal would work. When I first read solution 3
> > I liked it best, but I though you meant to use a physical corrector
plate.
> > Applying offsets in software is definitely feasible, but I have some
> > reservations. I can think of two immediate problems with the software
> > 1) means a reduction in SNR, due to having to run at lower membrane
stroke,
> >    This probably is not too significant unless the seeing gets really
good,
> >    because for it to be important the introduced astigmatism would have
to
> >    be similar in magnitude to the residual atmospheric aberrations after
> >    correction.
> >    I'd guess that under good seeing conditions (1/3"), we could handle
up
> >    to 1 radian RMS of astigmatism without a significant SNR related
> >    performance hit.
> > 2) Means that it is necessary to accurately calibrate the wavefront
sensor
> >    response. This is dependent on the membrane stroke, which is in turn
> >    somewhat dependent on humidity. There is no real problem here for
point
> >    sources, but for extended objects the wfs response is difficult to
> >    calibrate. Under normal conditions an error in calibration produces
> >    a gain error, so its not too important.
> >
> > I would recommend trying out the software approach, but leaving room
> > retrofitting a corrector plate if deemed necessary at a later date.
Combining
> > a corrector plate with the software offsets would still allow for
correction
> > of astigmatism in the science path.
> >
> > location. Running the
> > >Date: Thu, 24 Aug 2000 14:41:29 -1000
> > >From: Chris Shelton <cshelton@mtwilson.edu>
> > >X-Accept-Language: en
> > >MIME-Version: 1.0
> > >To: Buzz Graves <graves@IfA.Hawaii.Edu>, northcott@IfA.Hawaii.Edu,
> > toomey@IfA.Hawaii.Edu, toomey@mkir.com
> > >Subject: WFS question
> > >Content-Transfer-Encoding: 7bit
> > >
> > >Hi Buzz, Malcolm,
> > >
> > >I totally forgot to bring up a question that concerns the IRTF WFS.
> > >
> > >How much can the strehl be tuned up in software offsets without
> > >impacting performance?  In the IRTF WFS, if all parts are made
> > >as spheres, there is enough astigmatism to drop the on-axis
> > >strehl to 0.7 at 0.8 micron.  Doug is angsting over putting a little
> > >cylinder on one of the spheres to null this.
> > >
> > >The choices are
> > >  1.  Do nothing, accept the 0.7 strehl
> > >  2.  Make the toroidal part
> > >  3.  Put an astigmatism adjuster in the WFS
> > >
> > >Option 3 means that the science path astigmatism due to the dichroic
> > >could be compensated for.  I'm about to get a number for this
> > >for the two instruments.
> > >
> > >Doing a good job on this decision means getting quantitative.  Any
> > >guesses as to how much astigmatism can be put into software offsets
> > >without a performance hit?
> > >
> > >Cheers,
> > >Chris


From - Wed Aug 30 10:56:14 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <39AD74E9.A9D3FCB2@mtwilson.edu>
Date: Wed, 30 Aug 2000 10:56:09 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.73 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
To: toomey@mkir.com
Subject: [Fwd: Re: WFS question]
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hi Doug,

Here's a couple of messages I sent to your ifa email address, in case you've
been hanging out at mkir.

Chris

Doug,

Which email address will you want to settle on?
toomey@mkir.com
toomey@ifa.hawaii.edu?

If you want to keep getting mail from both, but have the ifa mail fowarded
to mkir, just make a file, using a text editor, with the contents

toomey@mkir.com

and save under the name 

.forward 

(with the dot) in your home directory.

Chris

-------- Original Message --------
Subject: Re: WFS question
Date: Tue, 29 Aug 2000 09:24:08 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
To: Douglas Toomey <toomey@ifa.hawaii.edu>
References: <v04210110b5c8805d2213@[128.171.163.103]>
<39A5C0B9.E48935D@mtwilson.edu> <39AB0788.5615E402@mtwilson.edu>
<052b01c01163$3289cca0$d6a8ab80@ifa.hawaii.edu>

Hi Doug,

The last information you gave me was spex.zmx and spex2.zmx, on 8/27/99,
which shows 6 mm of CaF2 for the dichroic, 6.35 mm of CaF2 for the input 
window, with nothing said about a WFS window.

If you can put me up to date on the spex design, I can finish off the WFS
design.  At this point it looks like the optimal option, and the one that
minimizes your costs and mine, is all spherical mirrors, and a layout that
does some reasonable cancellation of astigmatism by design, with no moving
parts, no cylinder lenses, no tilt plate in the WFS.  This is in keeping 
with your ongoing philosophy of designing to alignment and bolting things 
down.  To do this right and quickly, I need the latest and hopefully frozen 
spex design, specifically the input and output windows and the beamsplitter 
materials, thicknesses, tilt angles and positions.  

The minimum to give you a quick answer on the ZeSe is what the new thickness 
is, assuming everything else hasn't changed too much.  The best solution is 
just to send the new spex zemax file.

If the back focus from the AO relay has changed, the relay design 
changes too. 

Both the original spex zemax file and the ao relay file had mathematical
approximations on the windows and OAPs that I have since tightened up
on my copy of the files.  Fixing these gives about a 3 mm focus shift, and 
about 9 mm movement of the DM when the math is done rigorously.  This is
probably below your threshold of concern, but we can talk about it if
you want.

Cheers,
Chris

Douglas Toomey wrote:
> 
> I beleive that the dichroic is made of ZnSe.
> Making a new dichroic is an option but not a super attractive
> one since we have these dichroics already and just bought them.
> It is a viable option however.  Does teh increase in index due to
> the ZnSe help maek the thickness closer.
> 
> Doug
> 
> ----- Original Message -----
> From: Chris Shelton <cshelton@mtwilson.edu>
> Cc: <toomey@ifa.hawaii.edu>; <toomey@mkir.com>; <northcott@ifa.hawaii.edu>;
> Buzz Graves <graves@ifa.hawaii.edu>
> Sent: Monday, August 28, 2000 2:44 PM
> Subject: Re: WFS question
> 
> > Doug, Mal, Buzz,
> >
> > The astigmatism due to the beamsplitter in Spex is actually pretty small,
> >
> > 0.17 waves p-v, or
> > 0.034 waves rms, or
> > 0.21 radian rms, or a
> > 0.96 strehl, all at 0.85 micron.
> >
> > I don't have a recipe for NFSCam, but it should be the same, to the extent
> > that its dichroic has a CaF2 substrate and is 6 mm thick.
> >
> > The astigmatism due to having all spherical mirrors in the WFS is larger,
> > amounting to
> >
> > 0.43 wave p-v, or
> > 0.082 waves rms, or
> > 0.51 radian rms, or a
> > 0.77 strehl, all at 0.85 micron.
> >
> > Like Malcolm, I had thought that a tilt plate would be a useful addition
> > to the system.
> >
> > It turns out that to correct the WFS astigmatism by putting a tilt plate
> in
> > the f/60 beam to the membrane mirror requires 50 mm of BK7 tilted 41
> degrees.
> > The f/60 beam is just to slow to get any astigmatism with a tilt plate.
> >
> > It turns out that the vector direction of the astigmatism from the WFS
> > and the beamsplitter are only about 20 degrees apart, which is great
> > because if the science path and the WFS have the same astigmatism in
> > magnitude and direction, then the science image is perfectly corrected,
> > with no software or hardware offsets.
> >
> > So the recommendation is to make the Spex beamsplitter substrate 9.7 mm
> > of CaF2 instead of 6 mm.  This minimizes the effective error, dropping it
> to
> >
> > 0.29 wave p-v, or
> > 0.060 waves rms, or
> > 0.38 radians rms, or a
> > 0.87 strehl, all at 0.85 micron.
> >
> > In essence, this uses the science beamsplitter as the tilt plate for
> > the WFS, allowing the WFS mirrors to be all spherical with no astigmatism
> > penalty.
> >
> > The lateral color due to the thicker beamsplitter is
> >   17 micron shift J vs K
> >   3 micron shift 2.2 vs 2.4 micron  (airy diameter is 205 micron),
> >   3 micron shift 1.1 vs 1.25 micron (airy diameter is 103 micron),
> > that is, small within any band, and not very big from band to band.
> >
> > The opticians will probably be happier trying to put an AO quality
> > surface on the thicker CaF2 part.
> >
> > If this concept is an acceptable one, I can also push around the WFS
> > layout to drop the 20 degree angle offset to something smaller,
> > perhaps zero.  It is due to some of the off-axis jogs being out of plane.
> > This will change the 9.7 mm prescription to something else, but
> > probably not 6.0 mm.
> >
> > Just for grins, I am attaching a pdf file showing a simple null test
> > setup for the toroidal part.  This may prove useful in the future, if
> > not for the IRTF system.
> >
> > Cheers,
> > Chris
> >
> >
> >
> >
> > north wrote:
> > >
> > > Hi Chris,
> > >         Probably a strehl of 0.7 at 0.8 micron is ok. If this is a
> concern,
> > > then making the part torodal would work. When I first read solution 3
> > > I liked it best, but I though you meant to use a physical corrector
> plate.
> > > Applying offsets in software is definitely feasible, but I have some
> > > reservations. I can think of two immediate problems with the software
> > > 1) means a reduction in SNR, due to having to run at lower membrane
> stroke,
> > >    This probably is not too significant unless the seeing gets really
> good,
> > >    because for it to be important the introduced astigmatism would have
> to
> > >    be similar in magnitude to the residual atmospheric aberrations after
> > >    correction.
> > >    I'd guess that under good seeing conditions (1/3"), we could handle
> up
> > >    to 1 radian RMS of astigmatism without a significant SNR related
> > >    performance hit.
> > > 2) Means that it is necessary to accurately calibrate the wavefront
> sensor
> > >    response. This is dependent on the membrane stroke, which is in turn
> > >    somewhat dependent on humidity. There is no real problem here for
> point
> > >    sources, but for extended objects the wfs response is difficult to
> > >    calibrate. Under normal conditions an error in calibration produces
> > >    a gain error, so its not too important.
> > >
> > > I would recommend trying out the software approach, but leaving room
> > > retrofitting a corrector plate if deemed necessary at a later date.
> Combining
> > > a corrector plate with the software offsets would still allow for
> correction
> > > of astigmatism in the science path.
> > >
> > > location. Running the
> > > >Date: Thu, 24 Aug 2000 14:41:29 -1000
> > > >From: Chris Shelton <cshelton@mtwilson.edu>
> > > >X-Accept-Language: en
> > > >MIME-Version: 1.0
> > > >To: Buzz Graves <graves@IfA.Hawaii.Edu>, northcott@IfA.Hawaii.Edu,
> > > toomey@IfA.Hawaii.Edu, toomey@mkir.com
> > > >Subject: WFS question
> > > >Content-Transfer-Encoding: 7bit
> > > >
> > > >Hi Buzz, Malcolm,
> > > >
> > > >I totally forgot to bring up a question that concerns the IRTF WFS.
> > > >
> > > >How much can the strehl be tuned up in software offsets without
> > > >impacting performance?  In the IRTF WFS, if all parts are made
> > > >as spheres, there is enough astigmatism to drop the on-axis
> > > >strehl to 0.7 at 0.8 micron.  Doug is angsting over putting a little
> > > >cylinder on one of the spheres to null this.
> > > >
> > > >The choices are
> > > >  1.  Do nothing, accept the 0.7 strehl
> > > >  2.  Make the toroidal part
> > > >  3.  Put an astigmatism adjuster in the WFS
> > > >
> > > >Option 3 means that the science path astigmatism due to the dichroic
> > > >could be compensated for.  I'm about to get a number for this
> > > >for the two instruments.
> > > >
> > > >Doing a good job on this decision means getting quantitative.  Any
> > > >guesses as to how much astigmatism can be put into software offsets
> > > >without a performance hit?
> > > >
> > > >Cheers,
> > > >Chris
From - Mon Aug 28 19:06:05 2000
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id SAA00848 for <shelton@mtwilson.edu>; Mon, 28 Aug 2000 18:03:49 -0700 (PDT)
Received: from hubble.ifa.hawaii.edu (hubble.IFA.Hawaii.Edu [128.171.2.5])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id PAA23688
	for <shelton@mtwilson.edu>; Mon, 28 Aug 2000 15:02:35 -1000 (HST)
Received: from [128.171.163.103] (lightyear [128.171.163.103])
	by hubble.ifa.hawaii.edu (8.9.3+Sun/8.9.1) with ESMTP id PAA20339
	for <shelton@mtwilson.edu>; Mon, 28 Aug 2000 15:02:34 -1000 (HST)
Mime-Version: 1.0
Message-Id: <v04210116b5d0bcbfce52@[128.171.163.103]>
In-Reply-To: <39AB0788.5615E402@mtwilson.edu>
References: <v04210110b5c8805d2213@[128.171.163.103]>
 <39A5C0B9.E48935D@mtwilson.edu> <39AB0788.5615E402@mtwilson.edu>
Date: Mon, 28 Aug 2000 15:07:44 -1000
To: shelton@mtwilson.edu
From: Buzz Graves <graves@IfA.Hawaii.Edu>
Subject: Re: WFS question
Content-Type: text/plain; charset="us-ascii" ; format="flowed"
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000
X-UIDL: <v04210116b5d0bcbfce52@[128.171.163.103]>

Chris,

I like this second solution the best.  Given the limits in system 
performance the hit is lost in the noise.  A added plus is that the 
ghost from the beam splitter is further away with the thicker plate.

Buzz

From - Sun Sep 03 16:08:37 2000
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000
Message-ID: <39B303F5.148425DC@mtwilson.edu>
Date: Sun, 03 Sep 2000 16:07:49 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.73 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
CC: Doug Toomey <toomey@galileo.ifa.hawaii.edu>,
 	Vern Stahlberger <vern@galileo.ifa.hawaii.edu>,
 	graves@ifa.hawaii.edu, northcott@ifa.hawaii.edu,
 	doc@ifa.hawaii.edu
Subject: IRTF WFS 2000 Sep 1 - the files
References: <Pine.SOL.3.96.1000503103659.7633n-100000@galileo> <39B07AF5.26C0F843@mtwilson.edu>
Content-Type: multipart/mixed;
 boundary="------------D2740713382E68E7C75059E8"

This is a multi-part message in MIME format.
--------------D2740713382E68E7C75059E8
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Here are the IRTF WFS files
  wfs2000sep1.igs.gz
  wfs2000sep1c.zmx.gz
--------------D2740713382E68E7C75059E8
Content-Type: application/x-gzip;
 name="wfs2000sep1.igs.gz"
Content-Transfer-Encoding: base64
Content-Disposition: inline;
 filename="wfs2000sep1.igs.gz"

H4sICDhMsDkAC3dmczIwMDBzZXAxLmlncwCtvW2rdT1y5/fe4O9wvc91DktS6WkcAibucRsy
kyF2hjAYgnHa4BdxjD0Q8u1TtVbpYam29l46qjamu6++7/9d2qtKKql+Kv23P/ynv/w/fv3X
P/3bv//z//Mvv5IJ/teP/vW3x/kv8+d/9r/86V/+/dd//of/+0//4W/+t7/7j7/+8q/+8r/8
3d/81z/8+l/x3/7nv11WtH/+Z+aPv3+bP/7Fb3P88b+Ruf/n3/z1H/7297qNf11tdOmP//gf
/v4f/+Hf/vVPf//P//bf/+nv/+0f/r///m//8I9/+vv/95/+3eJf8+9/+lfz/Td//emf8tfN
RvfH//F//5d//9c//eM//9M//+n/+p9+iz9YstGhjfa3S7/D75x/G9/GTj/vb/N9PB4/K8Kf
/5n9bf/4n/7TD36414r+z/8s/T6+DxNosDkaa8L39T+t/jNYMfz5n5GAwdEep9Jvf436t/vj
f/zbv8E//v1UmhXj+WVutv3F8nhviunP/+z8r8YC/w+G//14+u/lX39V/XFQHP8ON/z32b+K
ohWKM+WnNjp1G0Eoxk0bvbqNYVQ0j22b2BjVbRT+aEaFVRuzto3mEDaGPRuNeswYETMmb9qo
HjNGxIy1mzaqx4wRMWNLRvFTG9VjxoiYsWnTRvWYsSJm3OY6Y9VjxoqYcZvrjFWPGStixm2u
M1Y9ZqyIGdhcZ6x6zFgRM7C5zlj1mHEiZmBznXHqMeNEzMDmOuPUY8aJmPGb64xTjxknYsZv
rjNOPWaciBm/uc449ZgBETNhc50B9ZgBETNhc50B9ZgBETNhc50B9ZgBETNxc50B9ZgBETNx
c50B9ZjxImbi5jrj1WPGi5iJm+uMV48ZL2Imba4zXj1mvIiZtLnOePWY8SJm0uY649VjJoiY
yZvrTFCPmSBiJm+uM0E9ZoKImby5zgT1mAljzJhjc50J6jETxpgxx+Y6E9RjJo4xY47NdSaq
x0wcY8Ycm+tMVI+ZOMaMMZvrTFSPmShixmyuM1E9ZqKIGbO5zkT1mEkiZuzmOpPUYyaJmJkq
P7VRPWaSiBm7uc4k9ZhJImbc5jqT1GMmiZhxm+tMUo+ZLGLGba4zWT1msogZt7nOZPWYySJm
YHOdyeoxk0XMwOY6k9VjJouYgc11JmvHDGa0o41+b50x6hyAERyA8XvrjFHnAIzgAIzfW2eM
OgdgBAdgwt46Y9Q5ACM4ABP21hmjzgEYwQGYsLfOGHUOwAgOwIS9dcaocwBGcAAm7q0zRp0D
MIIDMHFvnTHqHIARHICJe+uMUecAjOAATNpcZ9Q5ACM4AJM21xl1DsAIDsCkzXVGnQMwjQNg
zszkUXH27eufDzbGQVH+nePM8cnGJGwcFVZtzNo2Ng6g2jh+oUUbGwegZqMVNo5r4aqNTt1G
EDaO8+OqjV7dxjFmrDhrXrVRPWbcGDP2eBozdY4abFSPGRhjxh5PY2ZiI6jHDIwxY8V5+KqN
6jEDY8zY42nMzGxUjxkQMSOUV21UjxkQMSPO7FdtVI8ZL2LGPIyZxmjfbfTqMeNFzAj2etVG
9ZjxImZEXWHVRvWY8SJm7MOYmdqoHjNexIzgw1dtVI+ZIGJGZM+LNgb1mGkcwFFsfBoz9axg
sNENitLGxb1CEDFjx3OKVRvVYyaImBEM+6qN6jHTOIDyrUV9ZmJju9cw2Ji1v3UUMSPqM4s2
RvWYiWKdcQ/n8KmN6utMFDEjOPuJjW6yV4jqMRNFzIga0qqN6jETxToDD+fwqY3q60wSMSPu
AizamNRjJomYEXWuVRvVYyaJmPGbMZPUY6ZxAGUOF/cVZjZO9gqNA9Caw5OIGXFfYdVG9ZjJ
ImZELW7RxqweM1nkZv5h3gOT/DGr52ZZxEx46I9TG9VjJot1RtypWLVRfZ3JImZEvXBm4yR/
zNoxYw8RM+HhHD6x0R7aMWMPsc6Iex+rNmqvM/YQMSNqmqs2aseMPUTMxKcxM7NRO2bsIWJG
3E1ZtVE9ZhoHUOZwUXed2Ohf7xVs4wCU5nBrxDoj6q4zG1+vhdZorzO2cQDVxof+6CffunEA
ajaK3EzUXSc2htf5ozXauZk1Imae1l2nNqrHjBXrzNO668xGq77OWBEzT+uuYRIzVj1mrFhn
xP2ZVRvV1xnBAdj8MMed2qi+ztjx3MwdD+fH+Dp/tFb73MwKDsA9rWnObFTnAKzgANzTmubU
RvXczI3rjHta04yTdcaprzOCA3DmqT/ObFSPGcEBONGradVG9XUGxtzMiXtIExvTJDcD9dwM
xnXGPa0Xpsn8COrrDIiYEfeQZjZOvjWoxwyMuZl7WovLk5wC1HMzwQE4cQ9p1Ub1mBEcgHta
i5vZqM4BWC9i5mktLk9ixqvHjBcxI/pJzWycxIxXjxkvYkb0k3ptozlm31o9ZrzIzR7Wubo7
0ION6rlZEOuM6Cc1s3GyzgT1dUZwAO5hDckck5hR5wBsEDEj+knNbJzETFCPGcEBuIf1mbmN
6rlZEOuMuCu1aqP6OhNFzPiH/mgmMRPVY0ZwAO5hfWZuo/p+RnAATvS8WrVR/QwginVG3Oea
2Ggn60xUX2cEB+Ae1mfmNqrHjOAA3MP6zNRGdQ7ACg7ATesz07s/g43qMSM4ADetzzy1UT1m
klhnpvWZpzaqrzOCA3DT+sxTG9VjRnAAblqfeWijOgdgs4iZtBkzWT1mBAfgRH+zVRvVY0Zw
AG5aQ3pqo3rMCA7Apc2YUecAnOAAnOjBtmajU+cAnOAA3LTO9dRG7ZhxggNw0zrXUxu1Y8YJ
DsBN61xPbdSOGSc4ADe9X/jURvWYMSJmpvcLH9po1GPGjDED0/uFT21UjxkzxgxM7xc+tVE9
ZswYMzCtxT21UT1mBAcA01rcUxvVY0ZwADCtxT20UZ0DcFbEjFBetVE9ZgQHANP7hU9tVI8Z
wQHA9H7hUxvVY0b0A4Dp/cKnNqrHjOAAYFovfGijOgfgBAcA0/uFT21UjxnRDwCm9wuf2qge
M4IDgGlN86mN6jEjOACY3i98aqN6zIh+ACDeyFm0Ub0fgBP9AED0f1y1UT1mRD8AcJsxo94P
wIl+ADCtuz61UT1mBAcA0zuQT21UjxnBAcD0DuRDG9U5ACf6AcC0NvzURvWYEf0AYHoH8qmN
6jEj+gHA9A7kUxvVY0b0A4Bp/fqpjeoxI/oBwPQO5EMb1fsBuCBiZnoH8qmN6jEj+gHAtMb+
1Eb1mBEcAExr7E9tVI8ZwQHAtMb+1Eb1mBH9AEC8K7Voo3o/ACc4ABA9U1dtVI8ZwQHA9J7m
UxvVY0b0A4DpPc2nNqrHjOAAYMoBPLVRPWYEBwBTDuChjeocgBMcAGxyAE6dA3CCA4BNDsCp
cwBOcACwyQE4dQ7ACQ4ANjkAp84BOMEBwCYH4NQ5ACc4ANjkAJw6B+AEBwCbHIBT5wCc4ABg
kwNw6hyAExwAbHIATp0DAMEBwCYHAOocAAgOADY5AFDnAEBwALDJAYA6BwCCA4BNDgDUOQAQ
HABscgCgzgGA4ABgkwMAdQ4ABAfgNzkAUOcAQHAAfpMDAHUOAAQH4Dc5AFDnAEBwAH6TAwB1
DgAEB+A3OQBQ5wBAcAB+kwMAdQ4ABAfgNzkAUOcAQHAAfpMDAHUOAAQH4Dc5AFDnAEBwAH6T
AwB1DgAEB+A3OQBQ5wBAcAB+kwMAdQ4ABAfgNzkAUOcAQHAAfpMDAHUOAAQH4Dc5AFDnAEBw
AH6TAwB1DgAEB+A3OQBQ5wBAcAB+kwMAdQ4ABAfgNzkAUOcAQHAAfpMDAHUOAAQH4Dc5AFDn
AEBwAH6TAwB1DgAEB+A3OQBQ5wBAcAB+kwMAdQ4ABAfgNzkAUOcAQHAAfpMDAHUOAAQH4Dc5
AFDnAEBwAH6TAwB1DgAEB+A3OQBQ5wBAcAB+kwMAdQ4ABAfgNzkAUOcAQHAAfpMDAHUOAAQH
4Dc5AFDnAEBwAH6TAwB1DgAEB+A3OQBQ5wBAcAB+kwMAdQ4ABAfgNzkAUOcAQHAAfpMDAHUO
AAQH4Dc5AFDnAEBwAH6TAwB1DgAEB+A3OQBQ5wBAcAB+kwMAdQ4ABAfgNzkAUOcAQHAAfpMD
AHUOwAsOwG9yAF6dA/CCA/CbHIBX5wC84AD8Jgfg1TkALzgAv8kBeHUOwAsOwG9yAF6dA/CC
A/CbHIBX5wC84ADCJgfg1TkALziAsMkBeHUOwAsOIGxyAF6dA/CCAwibHIBX5wC84ADCJgfg
1TkALziAsMkBeHUOwAsOIGxyAF6dA/CCAwibHIBX5wC84ADCJgfg1TkALziAsMkBeHUOwAsO
IGxyAF6dA/CCAwibHIBX5wC84ADCJgfg1TkALziAsMkBeHUOwAsOIGxyAF6dA/CCAwibHIBX
5wC84ADCJgfg1TkALziAsMkBeHUOwAsOIGxyAF6dA/CCAwibHIBX5wC84ADCJgfg1TkALziA
sMkBeHUOwAsOIGxyAF6dA/CCAwibHIBX5wC84ADCJgfg1TkALziAsMkBeHUOwAsOIGxyAF6d
A/CCAwibHIBX5wC84ADCJgfg1TkALziAsMkBeHUOwAsOIGxyAF6dA/CCAwibHIBX5wC84ADC
Jgfg1TkALziAsMkBeHUOwAsOIGxyAF6dA/CCAwibHIBX5wC84ADCJgfg1TkALziAsMkBeHUO
wAsOIGxyAF6dA/CCAwibHIBX5wC84ADCJgfg1TkALziAsMkBeHUOwAsOIGxyAF6dA/CCAwib
HIBX5wCC4ADCJgcQ1DmAIDiAsMkBBHUOIAgOIGxyAEGdAwiCAwibHEBQ5wCC4ADCJgcQ1DmA
IDiAsMkBBHUOIAgOIG5yAEGdAwiCA4ibHEBQ5wCC4ADiJgcQ1DmAIDiAuMkBBHUOIAgOIG5y
AEGdAwiCA4ibHEBQ5wCC4ADiJgcQ1DmAIDiAuMkBBHUOIAgOIG5yAEGdAwiCA4ibHEBQ5wCC
4ADiJgcQ1DmAIDiAuMkBBHUOIAgOIG5yAEGdAwiCA4ibHEBQ5wCC4ADiJgcQ1DmAIDiAuMkB
BHUOIAgOIG5yAEGdAwiCA4ibHEBQ5wCC4ADiJgcQ1DmAIDiAuMkBBHUOIAgOIG5yAEGdAwiC
A4ibHEBQ5wCC4ADiJgcQ1DmAIDiAuMkBBHUOIAgOIG5yAEGdAwiCA4ibHEBQ5wCC4ADiJgcQ
1DmAIDiAuMkBBHUOIAgOIG5yAEGdAwiCA4ibHEBQ5wCC4ADiJgcQ1DmAIDiAuMkBBHUOIAgO
IG5yAEGdAwiCA4ibHEBQ5wCC4ADiJgcQ1DmAIDiAuMkBBHUOIAgOIG5yAEGdAwiCA4ibHEBQ
5wCC4ADiJgcQ1DmAIDiAuMkBBHUOIAgOIG5yAEGdAwiCA4ibHEBQ5wCC4ADiJgcQ1DmAIDiA
uMkBBHUOIAoOIG5yAFGdA4iCA4ibHEBU5wCi4ADiJgcQ1TmAKDiAuMkBRHUOIAoOIG5yAFGd
A4iCA4ibHEBU5wCi4ADSJgcQ1TmAKDiAtMkBRHUOIAoOIG1yAFGdA4iCA0ibHEBU5wCi4ADS
JgcQ1TmAKDiAtMkBRHUOIAoOIG1yAFGdA4iCA0ibHEBU5wCi4ADSJgcQ1TmAKDiAtMkBRHUO
IAoOIG1yAFGdA4iCA0ibHEBU5wCi4ADSJgcQ1TmAKDiAtMkBRHUOIAoOIG1yAFGdA4iCA0ib
HEBU5wCi4ADSJgcQ1TmAKDiAtMkBRHUOIAoOIG1yAFGdA4iCA0ibHEBU5wCi4ADSJgcQ1TmA
KDiAtMkBRHUOIAoOIG1yAFGdA4iCA0ibHEBU5wCi4ADSJgcQ1TmAKDiAtMkBRHUOIAoOIG1y
AFGdA4iCA0ibHEBU5wCi4ADSJgcQ1TmAKDiAtMkBRHUOIAoOIG1yAFGdA4iCA0ibHEBU5wCi
4ADSJgcQ1TmAKDiAtMkBRHUOIAoOIG1yAFGdA4iCA0ibHEBU5wCi4ADSJgcQ1TmAKDiAtMkB
RHUOIAoOIG1yAFGdA4iCA0ibHEBU5wCi4ADSJgcQ1TmAKDiAtMkBRHUOIAoOIG1yAFGdA4iC
A0ibHEBU5wCS4ADSJgeQ1DmAJDiAtMkBJHUOIAkOIG1yAEmdA0iCA0ibHEBS5wCS4ADSJgeQ
1DmAJDiAtMkBJHUOIAkOIG9yAEmdA0iCA8ibHEBS5wCS4ADyJgeQ1DmAJDiAvMkBJHUOIAkO
IG9yAEmdA0iCA8ibHEBS5wCS4ADyJgeQ1DmAJDiAvMkBJHUOIAkOIG9yAEmdA0iCA8ibHEBS
5wCS4ADyJgeQ1DmAJDiAvMkBJHUOIAkOIG9yAEmdA0iCA8ibHEBS5wCS4ADyJgeQ1DmAJDiA
vMkBJHUOIAkOIG9yAEmdA0iCA8ibHEBS5wCS4ADyJgeQ1DmAJDiAvMkBJHUOIAkOIG9yAEmd
A0iCA8ibHEBS5wCS4ADyJgeQ1DmAJDiAvMkBJHUOIAkOIG9yAEmdA0iCA8ibHEBS5wCS4ADy
JgeQ1DmAJDiAvMkBJHUOIAkOIG9yAEmdA0iCA8ibHEBS5wCS4ADyJgeQ1DmAJDiAvMkBJHUO
IAkOIG9yAEmdA0iCA8ibHEBS5wCS4ADyJgeQ1DmAJDiAvMkBJHUOIAkOIG9yAEmdA0iCA8ib
HEBS5wCS4ADyJgeQ1DmAJDiAvMkBJHUOIAkOIG9yAEmdA0iCA8ibHEBS5wCS4ADyJgeQ1DmA
JDiAvMkBJHUOIAsOIG9yAFmdA8iCA8ibHEBW5wCy4ADyJgeQ1TmALDiAvMkBZHUOIAsOIG9y
AFmdA8iCA8ibHEBW5wDyyAGYY5MDyOocQB45ALRxM2bUOYA8cgBo42bMqHMAeeQA0MbNmFHn
APLIAaCNmzGjzgHkkQMwxyYHkNU5gDxyAGjjZsyocwB55ADQxs2YUecA8sgBoI2bMaPOAeSR
A0AbN2NGnQPIIwdgjk0OIKtzAHnkANDGzZhR5wDyyAGgjZsxo84B5JEDQBs3Y0adA8gjB4A2
bsaMOgeQRw7AHJscQFbnAPLIAaCNmzGjzgHkkQNAGzdjRp0DyCMHgDZuxow6B5BHDgBt3IwZ
dQ4gjxyAOTY5gKzOAeSRA0AbN2NGnQPIIweANm7GjDoHkEcOAG3cjBl1DiCPHADauBkz6hxA
HjkAc2xyAFmdA8gjB4A2bsaMOgeQRw4AbdyMGXUOII8cANq4GTPqHEAeOQC0cTNm1DmAPHIA
5tjkALI6B5BHDgBt3IwZdQ4gjxwA2rgZM+ocQB45ALRxM2bUOYA8cgBo42bMqHMAeeQAzLHJ
AWR1DiCPHADauBkz6hxAHjkAtHEzZtQ5gDxyAGjjZsyocwB55ADQxs2YUecA8sgBmGOTA8jq
HEAeOQC0cTNm1DmAPHIAaONmzKhzAHnkANDGzZjR5gCoOihs3IoZVFSOGaoOjjbucQCoqBwz
VB0UNm7FDCoqxwxVB4WNWzGDisoxQ9VBYeNWzKCiesyMHADauBkz2hwAVQcHG80eB4CK6jEj
OACzxwGgonrMCA7A7HEAqKgeM4IDMHscACqqx4zgAMweB4CK6jEjOACpvGqjeswIDsDscQCo
qB4zggMwexwAKqrHjOAAzB4HgIrqMSM4ALPHAaCieswIDsDscQCoqB4zggMwexwAKqrHjOAA
zB4HgIrqMSM4ALPHAaCieswIDsDscQCoqB4zggMwexwAKqrHjOAAzB4HgIrqMSM4ALPHAaCi
eswIDsDscQCoqB4zggMwexwAKqrHjOAAzB4HgIrqMSM4ALPHAaCieswIDsDscQCoqB4zggMw
exwAKqrHjOAAzB4HgIrqMSM4ALPHAaCieswIDsDscQCoqB4zggMwexwAKqrHjOAAzB4HgIrq
MSM4ALPHAaCieswIDsDscQCoqB4zggMwexwAKqrHjOAAzB4HgIrqMSM4ALPHAaCieswIDsDs
cQCoqB4zggMwexwAKqrHjOAAzB4HgIrqMSM4ALPHAaCieswIDsDscQCoqB4zggMwexwAKqrH
jOAAzB4HgIrqMSM4ALPHAaCieswIDsDscQCoqB4zggMwexwAKmrHjBEcgNnkAIw6B2AEB2A2
OQCjzgEYwQGYTQ7AqHMARnAAZpMDMOocgBEcgNnkAIw6B2AEB2A2OQCjzgEYwQHYTQ7AqHMA
RnAAdpMDMOocgBEcgN3kAIw6B2AEB2A3OQCjzgEYwQHYTQ7AqHMARnAAdpMDMOocgBEcgN3k
AIw6B2AEB2A3OQCjzgEYwQHYTQ7AqHMARnAAdpMDMOocgBEcgN3kAIw6B2AEB2A3OQCjzgEY
wQHYTQ7AqHMARnAAdpMDMOocgBEcgN3kAIw6B2AEB2A3OQCjzgEYwQHYTQ7AqHMARnAAdpMD
MOocgBEcgN3kAIw6B2AEB2A3OQCjzgEYwQHYTQ7AqHMARnAAdpMDMOocgBEcgN3kAIw6B2AE
B2A3OQCjzgEYwQHYTQ7AqHMARnAAdpMDMOocgBEcgN3kAIw6B2AEB2A3OQCjzgEYwQHYTQ7A
qHMARnAAdpMDMOocgBEcgN3kAIw6B2AEB2A3OQCjzgEYwQHYTQ7AqHMARnAAdpMDMOocgBEc
gN3kAIw6B2AEB2A3OQCjzgEYwQHYTQ7AqHMARnAAdpMDMOocgBEcgN3kAIw6B2AEB2A3OQCj
zgEYwQHYTQ7AqHMARnAAdpMDMOocgBEcgN3kAIw6B2AEB2A3OQCjzgFYwQHYTQ7AqnMAVnAA
dpMDsOocgBUcgN3kAKw6B2AFB2A3OQCrzgFYwQHYTQ7AqnMAVnAAdpMDsOocgBUcgNvkAKw6
B2AFB+A2OQCrzgFYwQG4TQ7AqnMAVnAAbpMDsOocgBUcgNvkAKw6B2AFB+A2OQCrzgFYwQG4
TQ7AqnMAVnAAbpMDsOocgBUcgNvkAKw6B2AFB+A2OQCrzgFYwQG4TQ7AqnMAVnAAbpMDsOoc
gBUcgNvkAKw6B2AFB+A2OQCrzgFYwQG4TQ7AqnMAVnAAbpMDsOocgBUcgNvkAKw6B2AFB+A2
OQCrzgFYwQG4TQ7AqnMAVnAAbpMDsOocgBUcgNvkAKw6B2AFB+A2OQCrzgFYwQG4TQ7AqnMA
VnAAbpMDsOocgBUcgNvkAKw6B2AFB+A2OQCrzgFYwQG4TQ7AqnMAVnAAbpMDsOocgBUcgNvk
AKw6B2AFB+A2OQCrzgFYwQG4TQ7AqnMAVnAAbpMDsOocgBUcgNvkAKw6B2AFB+A2OQCrzgFY
wQG4TQ7AqnMAVnAAbpMDsOocgBUcgNvkAKw6B2AFB+A2OQCrzgFYwQG4TQ7AqnMAVnAAbpMD
sOocgBUcgNvkAKw6B2AFB+A2OQCrzgFYwQG4TQ7AqnMAVnAAbpMDsOocgBMcgNvkAJw6B+AE
B+A2OQCnzgE4wQG4TQ7AqXMATnAAbpMDcOocgBMcgNvkAJw6B+AEB+A2OQCnzgE4wQHAJgfg
1DkAJzgA2OQAnDoH4AQHAJscgFPnAJzgAGCTA3DqHIATHABscgBOnQNwggOATQ7AqXMATnAA
sMkBOHUOwAkOADY5AKfOATjBAcAmB+DUOQAnOADY5ACcOgfgBAcAmxyAU+cAnOAAYJMDcOoc
gBMcAGxyAE6dA3CCA4BNDsCpcwBOcACwyQE4dQ7ACQ4ANjkAp84BOMEBwCYH4NQ5ACc4ANjk
AJw6B+AEBwCbHIBT5wCc4ABgkwNw6hyAExwAbHIATp0DcIIDgE0OwKlzAE5wALDJATh1DsAJ
DgA2OQCnzgE4wQHAJgfg1DkAJzgA2OQAnDoH4AQHAJscgFPnAJzgAGCTA3DqHIATHABscgBO
nQNwggOATQ7AqXMATnAAsMkBOHUOwAkOADY5AKfOATjBAcAmB+DUOQAnOADY5ACcOgfgBAcA
mxyAU+cAnOAAYJMDcOocgBMcAGxyAE6dA3CCA4BNDsCpcwBOcACwyQE4dQ7ACQ4ANjkAp84B
OMEBwCYH4NQ5ACc4ANjkAJw6B+AEBwCbHIBT5wCc4ABgkwNw6hwACA4ANjkAUOcAQHAAsMkB
gDoHAIIDgE0OANQ5ABAcAGxyAKDOAYDgAGCTAwB1DgAEBwCbHACocwAgOAC/yQGAOgcAggPw
mxwAqHMAIDgAv8kBgDoHAIID8JscAKhzACA4AL/JAYA6BwCCA/CbHACocwAgOAC/yQGAOgcA
ggPwmxwAqHMAIDgAv8kBgDoHAIID8JscAKhzACA4AL/JAYA6BwDEARgLv813/Uf9Pj7/5z/8
D/QHd0XzX67/DX/H/u96oPxKrVe0d8WZuvlO+XDELAEput/4l/7Fa0V3jXqm+jUx+oWhjhVB
bdRFEeeeJ1/lwaiLYpCjno30g6GeFeP8yyz8hr1iUht1UcxqHh4vRcpxlb51UTTPPTyE8G7U
RdGqeXhmRac26qIIz7/1h1EXRa/l4YZnCspxdTy8KkatUVfFpOXhxrFi1vrWRdEeTz0842/+
dtRF0Wh5uOGZwlq1URdF9/Rbfxx1UQQ1D+eZgnJcJQ8vikFt1EUxqnk4zxSU4yp966KYH3t4
jASJzkfNipTj6ni45ZnCqeVmVdE+/tYfRl0VX+RmP/Nw61gRtDy8Kj7OzT6OuigGLQ+3PFO4
qPati2J65uH2G//h70ddFLOah/NMAWq5WVU0z771g1EXxRe52Q89nGcKcGoeXhQf5mYPRl0U
vZaHO54pQORm8YjmCDGZ4T9/GHRTHGLmayaJw07+3bCrYtLycOdY8VxnPo70yahZ0R93xa+Z
5OdRF8UXudnPPNzxTOHtOOrpV/ow7Kro5opLn7opqp2lOJ4pvBf+2P5L/4/5Qiut80eMhyc9
Ow67Kg4xc/sqXysfuypGNQ/nmcIPZwBfU+mPoy6KGDNfj5zx46hZMbzIzX7m4cAzRXi4znwc
dFO0w6jfLNjvXbwqOi0PB8eK8NzDXXw37Ko4xsyPPbwqvjg3+5mHA88UIT738A+jLopJy8Or
4ovc7IcezjMFsa4PPfz9oJuiUfPwolhzs5yjMwAxkqg3MUVrw/ml6n95P2qeKaLIzV6v3V/u
GzBJejfqonjFTHTWJZPjtf55e8TkLvnynz+PuihybjaOrh/27feYDtvzTBHDPEu5++mnYVfF
eCmWwX0N/6X9Hp+GXRXTi1HfRvr0a3vHillkUt1IV752UUyHGHUb6NK3roqmeXjO1pvMuQ9q
Gp6LqP+7jyaQmUfK2WTvIsma27fmmSKJ+gwKe7pZkUjZ0YubyeYHHl4Vr5ihpvEm+OsLkQxA
Tpc8OPxIHkftcXGn40U7GXVRhPat6+iGYbff492wPc8U6Vpn6uj6US96eFE8Y6YN7jbqr/73
+DTsqhhfjPo+0ttvMB+255kipfuoRw/vfoNPHl4Usxx1HWj/C3z+1qyYj5uHOwzfamfwsfwj
nEs54f/iv6MPuIAaMOO3DjxT5HZuFgKa8mIVy9k5GnMElyC4Kwqlh1dFyx5erLhkDFVFboab
7xxMDNSj9/Woq6Lrv/Vdtg67+0Hmww48U+SWm52je5WxnD/Hx2FXRc/f+v5VrlHfDP807KoY
Xo+6/TNuv8C7b80zRY73Ud9Hau6B/XbYVTHJUVdb+1/g87cuilnNw6+ZwhyHmocXRaPm4UXR
qnl4ZkWn5uFFEdQ8vCh6LQ+PhhWDlodXxajl4VUx9Xk41ZSKnTFCPiInQmAj0A/7btSOFcsZ
gEsnLn5KJ1xRSqIWLF0kCp99vCgyBxAd/gt/1N+nhvW4lsZT3LuAv0H8POimaNq3boMbht39
IPNhR8+KfAZQB9ePuv81Pnp4VXTXty6j60f91f8cn791UYTXo24Dvf0C7741zxTEAQyj7kZ6
+/CfvnVRDPdR30b61f8Gn4ZdFeOSh8fv7FPKh79kb6PmmcKkBQ/P7rApZPN61EUxP/Nw+23D
4QL+weyMtCjaY83D58NOPFNY89zD3w66KdqHHv5x2FXRLXn4m2+deKYgDuCxh78ddlX0Tz38
07CrYj03yykBWuSKmS7htpVEjafHwS0tQubbRFRNKcjtQuKZgjiA01nwLzpMiLwXjGixKdul
5LLHFQi+LUTrfDbh5aiL4pmbGY9pHzh/2ucstZk6/GX3YbzNVAWIIVGBCMLEw6tirt+6jW4Y
dvs93g078UxBHMBtcP2o+1/j06Cb4pmbtdH1o/7qf46Pw66K9sWo7yO9/QbzYSeeKYgDGEbd
jfT24T9966II91HfRvrV/wafhl0VffNwTP3sYXhHDNnZmE47TXb0a+AAwjc4B5iIOLFw/co8
UzjOzTyGWwyBE+WE+/Z8zREm+mSrf9tkQnqdh1fFMzcjKyzu7dk+XCEpsNlw3F/joHHhyjbD
Ye3x+ltXxXZu1gY3Drv9IG+GnXmmcIWd4dH1o/7qf46Pwy6KFwfQBncb9Vf/e3wadlU0r0fd
Btr/Am+/Nc8UYO+jvo/09ht8GHZVdGLUbaD9L/D5WxdFaFmKw7wG/ybp4fRAho8J/3k47BiO
ZH0I4lvzTAG+eLijpnHSw+mMp3xqwB86HnHi4UXxjJnTCrpqIDwcDbf4/+dslnENC8FPTpCq
Yjs36wY3enj7QebDzjxTQGFneHQvPPz6OT4OuyryuVkZnPDw+nt8GnZR9MfrUbeB3n6B+aBx
78+K5j7q+0iFh8+H3RStGHUbaP8LfBp0U3TdWQpYDObj/qlpYXAhYHJlznULMj15lGF0cHPw
TOH53AxSxn2DFR5O3WmjvcbsqR6AK+HLT90UeT9DdqAQSBfPgBMSnBvsBA4OCObVsJtiq2m2
wQkHr7/HfNg41bAin5uV0QkPLz/Hp2E3xXJuxmMbBt1+jQ+D7hTzy1G3gd5+gbffmmeKcNxH
fR/p6OFvht0UzX3U/UCHKfztoDvFrqZpqPFXdqOHUztZnwOOMXx72kdgLnWIhQuXM1bkczOI
LtBIhIfHHHPmhPTAAfNe/YWHF8VrP0N2hBDLVNF7uKFWNOde03sfEm6cJh5eFGtu1gYnPbz8
Hm+GbZizN4FzszI66eH8c3wadlPkc7MytmHQ7df4MOhOMb0cdRvoPUl5862Zszch30d9H6mY
w+fDrorxuI+6H+h9Cn8/6E7RLHh4/E6OWjFk41+MmmeKaJ97uKOtOmZKrz28KrrnHh484NSU
w8v9dVOEFQ9/M2zDnL2JfsHD3w27KYbHHv520J1iXPDw99+aZ4qYVjz8zbCbYn7q4e8H3RTT
oeXhzNmbZLQ8vCpaLQ+vik7Lw5mzNwm0PLwqei0Pr4pBy8OZszcpanl4VUxaHl4VKTczZ80p
HadBnlcl8Qf4D3hxq7Ap8kxBHIBUk3+Ccn8xl7spmsvGY0SBFk1ERY7rfGdnLrUfmNgpusvG
3Z/xl2GG3RAHoPEzdop+YuNL1XffmolzQxyAzreuinFio/hcH39H9nDiAF5aJOQ+/o5FMat9
68vD7fEyZn70rYui0YprZq8tcQBK37ooOq24ZlLaDv0ANuK6Ks5iZt1Gx4pBK66r4ixmluOa
KWR7vIyZn3zrqjiLmeW4ZmbYmpcx85O4ropG7Vuzh5uXMfOjb10UOWa+cIlP3UCpVjb8wYdv
zTyuJQ5Aqsk/+fytq6KfxPWiiajIHj70A+C4XjexU+SY2f0ZUZE9nDgAjZ+xU8wTG1+qvv3W
7OHEASh966JoJjYuxzVzpJY4gJcWCbmPv2NRdFrfmqlPa1/GzE++dVWkmHl1pePzH4yKjhVf
xYz7hnwz8b15g2J8oPhhwINiqlnKYBd9iQ9f467IMUMcwEzsiWlS8ewHcM1mEzsfK3LMcD8A
+THWbSyKVs17OGace/2t3br3FMVXudmo+Mx7iqJv3nO3a9V7mH+07szNXoutfZmqGO/eI6Uf
K3LMcD8A+THWbSyK5QzAf4OhzUiVjN+Orro8NdgwW2iJA5BqX6/kPqwzVXF2BrBoIipyzMDL
M4B1EztFXmd2f0ZUZA8nDkDjZ+wU/cTGl6rvvjVTdpY4AJ1vXRXjxMblnIKZOEscgLTxJzlF
Vcxa35oJNutfxsxPvnVVNFqrAvNm1r+KGfdtkg0Jt8rp+apQFV+vM3fFR6tCVYS6Kgx2ra4K
zJtZ4gBmYmszblUMt1XhhfRTRabDLHMA8mMs21gVk5b3MMtlfX79rb3D6R2ife49RTEcDxQf
eU9VbOdmg12r3sMslyUOYCa2+GWKort7j5R+rMgxw/0A5MdYt7Eo+npO4e+bIvcd4u0PPqwz
zElZ4gCk2tcruQ/rTFWM0/PHJRN/WaaabEivzx9XTewU6xnA3s+IiuzhxAFo/IydopnY+FL1
jZGWiSEbrdK3bopuYuNqTmGZ77ERXtn4g5yiKXq1b80eHl/GzI++dVGM16rwZYiNzdEFG3+0
LFhmZ2x8FTP++7jb/N68QfHVOjMqPpnWquLJAbBv0FU9B96HI5erRu/Xv7uiY0W6PyN+w6/1
cTdF+0rxB8Nuik5t1ByFxAEojbooerVRF8WglPdYZmdsenVuFr5zAOo1+/nne6H4KmZGxWce
XhTLGYCwazHvsczOWOIAZmJLOUVTNF3e81L6qSKTLpY5APkxlm2sik7Le5hLsfnVuVl8Hnwv
FP0DxUfeUxV5P/Ml7Fr1HuZSLHEAM7HFL1MUU+c9L6UfK3LM5GudkR9j3cZL0R2HmvdkVjSv
Zwq6G3FEGxa8pyi+OgMYFZ95T1F0be6527XqPUy6OOIAZmJrX6Yq+vvcI6UfKzpWDHXuEWKL
NhbFqOU9TLq449U6k38y91TFV7nZqPjIe4qi4frMl7Br2Xs4CokDmIktfpmiaDvveSn9WJFj
ht8FkB9j3caiCJzZwzfdYA64gKc/fF2M6pL7WGZnnHm1zmCudt98PLGxKr6qaY6Kj7ynKsZb
jhtsp7SW4zKN485+AOI3/Fofd1PMrxR/MOyqaA+1UXMUnv0AdEZdFK3aqIuiWm7GxJCzr3Iz
f/+Dhx5eFF/FzKj4zMOLYsnNhF2r8yMzSI44gJnY2txTFfvc7KX0U0VmkBy/CyA/xrKNRdFx
zJznKd55g///s/mRGSTnXuVmP5ofq+Kr3OxH82NV7M8A3LcxGafM7PL6TMFUk3Pl3Oz2G/5k
pqiK/pXiT2aKqhjURs1RSByA0qiLYlIbdVHM16hxQTDBpIRJ748cHBU5ruFVfeZnHl4Un8TM
Mw8vio2d+Y3LTcrJ+aP2WFnIdS2zXO7kAMbf8EejrorwQlE4z5NvXRW92qgdKwa1URfFqDbq
oqhV07RMhzl4tZ/52ahZ0T+JmUceXhVLTVPYtZoBMG/m/Pn+zGuxtdW1KvY1zZfSjxU5rrkf
gPwY6zYWRS1G0zId5vyr/QxQfxxvw3Gk5/vrqvjqrHlUfOQ9VbEwmsKuVe9h3swRBzATW/sy
RTH0jOZL6ceKHDOBGc1XYos2FkUtRtMyb+bCK3YGMwK4ufsjG4viq/3MqPjMe4pixwHc7Vr2
Ho5C4gBmYotfpij2jOZL6aeKTLA55gDkx1i2sSrmCavgv30OOWa4+sy9eKNzVOSYia/WGVSj
9qEH+E6tfw/xhfVNccZoflQVNnLMxFf7Gf9Nd2hpzL6o3V+0e2ljUZzdOfuoKmxkD4+vYga+
IcUUj3g1UZBvkr20sSjO7s98VBU2sofH13cB4gH0knVKJdDvr0q9tLEoztmZD6qjjcybuZcc
AO29UClwN/Or4b6l9kFXr/SXNlbFWcx8VBU2soenVzEjn4YhOQjU0j1MjGyKs5j5rDqcKjAd
5tJLrlk87nG9XOADfpupjUVxFjOfVUcb2cPPdwG+XYoR3TkZzOypyaf7BpMwo47BNbXgrTF+
9rGbIsfMD1RHG9nD03W3+QB0DWsyT+AkFx29H59zkfNHOHLE5eS1kU0xVrZwWfVmpGM6zKWL
a8YZAX8AZ1JVS8bQjBu5mwB3x43Optc2NsV2F2BZdbCRPTwfajYWRaNmI3s4cQCnGqBfQA69
moHEfzOr4bxyhMm3boqus3FRdbCRPZw4AOpRe0RjrAumqmVc/3GmaO5tfc7ZHtdC9srGolhy
sx+oDjayh5/9AMy3CfhJsnHsy5iRO2NTwn0YFDX8JCkYGyYTZFOMde+6rHq3kVkuRxwA94nE
KYFb/Z5NlEJEV4FQPwr3apz8jJ0ix8wPVH8PipeHw9kPIHx7i1/Ah+SrHIqHI8Uc64izxb+K
m5u9+B2rYomZH6gOv6NnRebNcHLFXXzs1LwxwYHNdcgJcIcWYGpjUXTtnGJVdbAxsiJc39rj
N8IQa2I4/aIvx6NOtt6fXRVna2FT9O1bL6qO3zqzYiDShdrJGPzLoXkOTmM4bcS6IHBLF5hM
PZ0ix8wPVAcbmWoC4gB0bKyKtR9Axpkn+mxTyc0y/mjB+uvDftzPOGaQgDiAs+k25ke2bIbw
DzCH9wa9+/F+pinWfgCrqsJG9nBz3gVICagdpzdFDVN6TOzwl3u8n2mKre/MoqqwkT3cwHXb
JXqcu1KuGXOkrofuegXo0X6mKdYeGquqwkb2cHOeAeA8GyM4m0sSH0zGifUw4fF+pim2fgCL
qqONTAzB1Q8A08wDcIdc/2b0I0OzLXQ7j4ybcT/JenrFehdgVVXYyB5uz5ixzgIm+dnRCbuZ
7TySDTjDzOK6KtaYWVYd5h7me4A4ABwxJsI+QTyrADDdeUD2V0790saiWO8CLKuONrKHn/0A
8jcm7P6cq3jItPXAvC8ZyE0uYPLnzWRD0xRLbvYD1ftayHwP2Gs/g4sWZsPRt0wPPE63R/Sh
7Tw8Lq7RTm0sim0/s6x6t5FpHCAOADMUg5s1emMhVzX8TNSfxfk+q6fXSGZ7harYuOZl1cFG
9nB3qNlYFI2ajezhxAGcajiNYU5sOzUIHjPSXs3QYxaz/UxVdJ2Ni6qDjezhJweQvnE3hxtk
nm6vnUc60J1i6bl+7jzQt+wx88eqWGLmB6qDjezhLnCOawMOxvi687A54HQcUvVu/D0M5kKz
M4CmGLscd1H1biNzKeB4P0Pdj2vf+2vnQTdBY9tk4s4Dc5Y4O5Nqit1+ZlF1mB+ZIgG4Yobw
+ER8ZUuZs/M4mwXbdh4Ol640SyCbYouZZdXhd2QPh4s3S5gyEZJc7qacuyNaAUy/86CUNUw2
C02xxMwPVAcb2cOJA4h0RxM3Q4dNbcDBo5tkY9rOA/M+BzN37BR92Sssq47fmj0ceD9zRExB
4tE859wrxFyd+9wr2Dg9I22K3X5mUXWwkekHgKRlY1Ws/QAwETuygeRLjosrBu5bcXmmA8nw
cT/DrAIQB+DxJ0/GRTA1Y3YZaEmA0NQ+7Weqoik2rqoKG9nDiQPw34Cbtxj5EO5U80BNSY+j
qH3ez1TF1kNjUVXYyB5OHABg9hExvhzUjDliPhJT8lDVPu5nqiLHzLqqsJE93J99ZyK9NkKP
IxU1G6ndSzzZVxMe7WeqYu0JuKo62sgcABAH4L6PnOiVWN8258mjq/hsqtrtQeRXNlbFegaw
qipsZA8nDgC/Cg4nxJTh3c7jvZFN0dRvvao6zD3MAQD3AwjoOigW3+883ttYFOsZwLLqaCN7
eLjuaTrqMozTbyn30NvCHrLLLav/YGRT9DXvWVa9r4VctYdw7Wfo9baE+/VyKEVq2dvcL1u4
DT6ydbOz5qrY9jPLqncbuWoP4drP4L4mQzZHbBkzJMr9Ql8BQOeaHjY3xbafWVYdbGQPj4ea
jUXRqNnIHh4t24hBmGI9cj3VMIfPh+nUaBHPs7Pmqug6GxdVBxvZw+O1n6HNG+bszle1jA6f
U3I1G8WdR/K4N5n+jkWx7WeWVQcb2cMj72cw04tHtEfbeWDqh3u9fudxvn3iZnl4Vez2M6uq
dxu5ag/x2s9g/p5w1H0lhVqlM6Nadx507DWbH6ti28+sqg7zI1ftIXFNM0f6zU13IA60G3Gu
Tre486CEeXa61xS7muaq6vA7sodzPwCg99BSvdh8qnlMUI3vdx70CO4xmx+rYqvPLKsONrKH
p3M/Axnne59tK/ZYR6kexLpZx52Hw72xmdbiqmLdzyyrjt+aPTyV/Qwk3Ap0nkMN+3F7fK99
YL463XNVxX4/s6Z6txG4ag8pKdnYFMf6jPF1ueYCja+H9u82NLjtvRRzX58pANNXLaU07OrT
hqYpjvWZ56qjjezhua/PuFTVSiklFbVPG5qmONZnnquONrKH574+E3NVK6WUpvZhQ9MUx/rM
c9XRRvbwfKvPNFqISynWlr3Ipw1NUxT1mceqg41ctYd81mdwxUox2FLtQTWDk0bA9b9Dw+gp
R/xnzGysirU+s6w62nh5uD/6+kx6W0mhpyeNncZ1VRzrM89VRxs9K3b1GW/C+52HCWla6GqK
Q31mQXW0MbLiVZ8BZ6iLMaRaSaFNh6FXWJoc/k02HZOP3RRbfWZZ9fddMbPitZ8JuKxiLtll
zM7TMaFzDSs4fIi4F52s102x7WeWVe82ctXeH9d+xgZcAXyybXcUcgaPaUtPXWGq58wkD2+K
bT+zrDrYyB5uDjUbi6JRs5E93NhiIz0FF46bmvPR9jsPXGvjLLCbouttXFMdbGQPN9d+BoJL
uNanVklJmEEHOLpKSqCObW5uY1Fs+5ll1cFG9nBT6jM5Etod286DbhTRrrLtPCIdeM7qrk2x
r88sqt5t5Kq9N1yfyRYHl0sAnjsPT09htqLZWUkJUx63KXb1mUXVYX7kqr23134m41fxuF/r
DsRx+27BpL6SYshzJpN4U2z7mWXV4XdkD7f8lkbGvxuz3FB3Hg7TU3fkoyF2ONsSCDPzx6ro
6vy4rDrYyB5uz/2MxWzliLk80EtihFembtXCnUc8qNPx9FsXxbqfWVYdvzV7uK31GZwjoKvs
OTo5hHTfK9jk5/5YFG/1mSXVwUau2nubtGysijVmUsw5nEvhebT8VS/QuEcXaICr9t6d/c0S
bq8irv+mqV1XXeLjCzRN0VQbV1VHG9nDiQMI33SUZSmRq2rXVZfUrgx93M9URVdsXFYdbWQP
d2ePc4JSDaaaRa1edTEVsfu4n6mKtcf5supoI3s4cQDw7QNOpTjdWlYrV11S2Xc+2M9UxVjr
Cquqg41ctffurM9EouvoYLqq0Q2lBNBqVEdKdE53TPcKVbGeASyrjjayh8NZ0wzHeTDkyw2N
1zsPzEatn+65qmKtaS6rjjayh8N1BgCY5+HKRV/Fzm+6mAP/aGpjUWxnAKuqo43s4XDVZxIx
qriQ+vpZXKZZg19fv+QwYTl4K/JiLayKrT6zrHpfC7lq7+HazxiawQNj2tfOA7cemDKZSu3T
zsNHf0wm8abY9jPLqncbuWrv+V2ARPdesrWNaMJtkMWJrFv9A+YDuC5NArsptvszy6qDjezh
/C6Aho1F0ajZyB7uLduIf3dy/e4I/d3i7NapWQMl9XtlY1F0nY2LqoON7OH+2s8cdKkqpdQq
KSm4YJxplT3ceeDkFt0sx62KbT+zrDrYyB7u+f5M9GeK3G66mGQ8IcVdJSUZ6xxMDsSbYnd/
ZlX1biNX7b0v92fQcUwtkJ47D0yrXIj9zgNnkvm5WVXs78+sqQ7zI1ftfSg1TcKXLOQq5whL
PI52MhOzxQ/lZvdnmmJf01xUHX5H9vBw1WcwpU8W95StTIF7jIPaYt9uusDBv8ErG4tiq88s
qw42soeH8/4MlUcxE+8oQPwb0ftN7sgw/IWAT5NefuuiWO/PLKuO35o9PJT7Mw6itcNegY7V
7nuFw81qSE2xvz+zpjrYyFV7H5KWjVWxvdvMBZqusFAKNE9u0ABX7X283tPkUoqFpsallKc3
aJpie0tjWXWwkT088hnAVUoJjSDhUkp+eoOmKXZnAKuqg43s4ScHUEspZXytlGKa2vsNTVNs
75wtqw42sofzuwBcSnGltNdKKe7hhqYplnXmB6p3G7lq7+PV34xLKWCrWimldFuPtwWappir
jcuqg43s4emKmauUAof9cYGmKbaYWVYdbGQPT9dbGlxKOa/F/6xA0xTbG7TLqoON7OHEAeTz
nj4uW+C6Qgrgbu1o5z1nIQWT0+n8WBU5Zn6gOszhXLX3iWMGKHyS7SspFk4SrNt54A8wP2uu
il3MrKrejPRctffcD8BhNuIg274CYEPA3WdLowIlf3HG2TfFtp9ZVh1sZA/nfgAaNhZFo2Yj
ezj3A3DoOvhlcu7UHJ0Bx37ngQHoZnNPU3SdjYuqg43s4dwPADdCNG3FrrsAPX0Btl1DtgFT
P2JfZjYWxdYPYFl1sJE9vPQDwFkCxcpe6LyhgfMGJi01BNH5YybFmY1FsdvPrKrebeSqved+
ADZjLnKEeyWFLjMf/c7D0RnXZO5pim0/s6r6e1C8PDxwP4BsjacUskOasjf0ZbpKiqXZN8z8
sSq2/cyy6vA7ela89jOJ3i80nLNfaT3dtML5tUVgAlxDjtn9wqbY9jPLqoONkRXPs2ZcNDH/
AGiclMPV3yUTOjIsYEIcw+wctynWs+Zl1fFbZ1Ys+xnMmcxY+/DW1I9y3bWfttDoFPv9zJrq
YCNX7UPtB7BtY1Vs68x1gcaX3ky0m7UJNxXhuvnh3+9nPFftg7nWGb7q4nJTM7QxvkB+Vnu7
n2mKbZ1ZVh1sZA831zrDV13q7TBUo7wNwnnn91T7sJ9pim2dWVYdbGQPPzmAetUllIw5na1N
qAjkHt6gaYplnfmB6mAje7jhuwDXVRcoGCAV0gJtPlK7R/J+P9MUu7sAq6p3G7lqH853AepV
l1B2wp5iBKhG7h7eoGmK7QxgWXWwkT385ADKVZdsjh9foGmKpn3rVdXBRvZw5gCuqy64Pfrx
BZqm2M4AllUHG9nD7dXfDPdmtMdsVCpQ61zHDOiTOz5NsfU3W1Ud5nCu2gd77WeATvliw6Rp
e5RxOxrbqTDd3AfvzaQ+0xTbfmZZ9f47ctU+2Gs/Q3d3cdV03a14l/F/zravUiQoVOgLG6ti
W2eWVQcb2cPdoWZjUTRqNrKHO8s2BuqYBb5Xw2nMd6fCGF+4X55tsJui62xcVB1sZA93136G
ck8XcldJQS/CvC741okM848UYXYPqSm2/cyy6mAjezj3AzBUyXYQ2s7D4gcIIZq6O8KdR8aV
CyZnKU2x28+sqt5t5Kp94H4ANhoLvrsUT6tYxBn+RobZmOb7marY7WcWVYe5h6v24ewHQFfO
UQ/H1+08gE6Lsu0qKbhbp+42k9+xKpr6rZdVh9+RPRyuczN6EDk5sA27outizuI03O088LsE
P4vrqtjOzZZVBxvZw+FiZ0w0KXDj2tKlARM/OparO494HJlnjZffuig2dmZVdfzW7OGlH4DF
b+JSN2C6m2JtrqvWuVc48qzs2il2+5lF1cFGrtqH0g9g38aqKOszfLJcyzOuNvF9x5t5rtoH
f6/P2Kp2FVKe82ZNUdZnnqqONrKH+1t9xter+1xICY26+sCbNUVRn3msOtrIHu7v9ZnapuEq
pNj8uMFZU5T1maeqo43s4f5en6ldvbiQUm7jfObNmqKszzxVHWzkqn3wV32GW5FBhdW4FVmM
Ve1Dg7Om2Oozq6qjjezh4V6febvzeNvgrCnK+sxj1fsczlX7EG71GfuhkvKmwVlTFPWZ56qD
jezh4azPeHokF93X/qE1InM4IUJLos5GZIedXSXtFGt9Zll1/Nbs4YHfOkcl2si2k2vcBwP6
1tHddMFUjxi72e9YFFvMLKvef0eu2odw7WcwhYr0KGTrlhaJnow+3rJ63ORNz+yrYtvPLKsO
NrKHx0PNxqJo1GxkD4+22NjOgIuaRZnbTZcU6KhkZmNRdL2Na6qDjezh8drPoBvjvgJiq0hl
2mSkeuX83HlgqudhdmZfFdt+Zll1sJE9PJb6zJEyuLI3PysAR4ruiH0lJZjDze7FNcW+PrOo
ereRq/aB+wHgPphul3e52dlFAuK9knLkWZuPTrHbzyyqDnMPV+1D4voM7tXPilKVMznDeY+z
23lkTLTSLGaqYlefWVUdfkf2cO4HkM9iN64CTQ2H66KHngzDCAh+FjNVsdVnllUHG9nD07mf
odnAZ1uBT2qWBi5H79rhkcfZGb/SjC1sinU/s6w6fmv28FTrMxH4QZO6VzDUmvG2V8Bd5oyz
b4q3+syS6t3GwFX7kJKSjU2xY2csLnvUGe6SRZHkkoGUeMJ8v58JB3v4yQGQGgYc+NKSA9Vi
PiL9z03t/X6mKZrOxjXV0Ub28MxnAHSaFXyphpOai1STMkXt036mKXZnAIuqo43s4fl6T9PA
2U8w1BH7c9oyIVe1D/uZptjebFpVHW1kD89XbmYCtWNzR65qdOsOc0Eof/BpP9MUW262qjrY
yFX7kJk3o0kimlC921NLw8NAU6PHwFKwE2S4U+xiZlF1tPHy8HgcvFegctRRM5RXO49gPeZR
ZrJXaIqm2yssqv6+K3pWLPsZ9GScXVxVkzsPXLEy3SuZ2VgU+/3MoupgY2TFK2YsCtFoWjaK
KQvdpALT1Fykv2gyQTbFFjPLqoONmRUD168jZsPg287Dep8B+IWda+eBS63jRu+vbCyKsea4
y6p3G7lqHw9+f4YOhcF1FYBER0fZd21i6RWWEGd3fJpi9/7MqupgI3s4cwAaNhZFo2Yjezhz
AJHerkHXOHo153Hq6nce6Dp51q+5KXbvz6yqDjayh58cQPj2DugA6WgkDibQicr4HRl2WGp+
Mslxm2K7cxbpDiRR7W0OP+gJz+Af5RRctY/cDyCijZ4u21Q1XLBoMYXHOUVVbPuZVdXBRq7a
x5MDQDWgNou+dHQjNedxeYM64o85RVXMzcZF1dFG9vCTA8DxYIZicDlLRQ2zgXQcrqRVD3KK
qtjeoF1VHW1kD7fMm+WYziyoqlk6fQ/peU5RFTvebFF1tJE93F73NLP153WMuvrTkfBJgbbV
3xwZ197Z/Zmm2GJmVXW0kT2cOQCTEjoKpHIT8PXqH3CFmJ1TNMUuN1tVvc89XLWPls+aLT1A
leprX5PVny6nTg6bm2J31ryqOtjIHu6u3MxZj1I5thXB0q35clWaV39cNGyerTNVseVmy6qD
jezh/C7AcU4JoVsRrMtUHodaIT3zU7BuEjRNsfWdWVYdbGQPd9c6Yw+L23PfvZAXM2CKCreT
wkhc1dTGouirjcuqg43s4ScHoGNjUYxaNnLVPjru1YTbe4CjzBKnmsNUhvdL9bUGa9xkQ9MU
u15Nq6qDjezhzAEcJmMKxHeYzpyCqsrWxJ42x78+HbNeTU2xrTO4t/YW94WmTId0Z5OeB3x2
TsFV+wjXOoMJM04AMaemFqg70JEe5xRVsa0zq6qjjezh3A/AU206et+p4TIZAlS1jzlFVWzr
zKrqaCN7OFy5WcDxUOP4pgbeRNrTPc4pqmLLzVZVBxu5ah+BczPcQGL66uuphyFUjVCvxzlF
Vexys0XV0Ub2cF9ys5zoiKueHuGOl7AXqD8BLQgxHNO3U5tin5utqY42sod7PjeLHjd0JraV
9dXqn8HZaVxXxe7cbFX1Pvdw1T56KDlFJK7AVLWXq7/POcz211XR9znFmupgI3s4cwCYwmcM
udRmW3onKNFf0GdRmIDNGuQ2xZabLavebeSqffS8zmTaA2YwnRrN4NC6pVGvAYeb4dnvWBW7
dWZVdbCRPbz0A3Au25BCV9mDiAmw8fdu5DFMz82qYtcPYFV1sJE9PFg1G4uiU7ORPTwA22gx
lcy1Q/WpZnG6ja5Ts3SjcpbjVkXf2bioOtjIHn5yAGe7NKDDn4YqUqspd9SbgGdOgXIQZ/uZ
qhj7c4qIUZnq8Tcu1XRgXhKhDzkFV+1jSOWcIjsbbKdGz67WY+IHOUVVzP05xZLqaCN7eDzK
OQUmfsnVwkm82uDB89pHVTT9OcWS6mgje3i05ZwCdxqxtA05/yDS/xwe5xRV0fXnFEuqo43s
4ZF7NeVE+asP7SOcRLStRzUfc4qq2PVqWlQdbWQPZw4go+dm51N1FLqZSI11WoYScB8ajtlR
c6fYYmZVdbCRq/ax9AOg6xk4EZVZ4uXq7yy1iJmthVUx9+cUa6r3uYer9jGV+kwGem+uVVJe
rv50kjo7I62KfX1mUXWwkT2c+wHgYGy2jIdcKytOC4mOhpsa/izBT+szVdF15xSLqoON7OHp
WmcMPUCeQmpVCkPncLG+MkCrP/qWOY7Z/roqtnVmWXWwkT088RlApMvdrhsxXTOglpT9qhVo
qph+66LYnQGsqt5sjFy1jykp2dgUs5qN7OH5qDbSdfLYq+EazvdKatdimOa4TdHcbFxSHWxk
Dz85gPh9JBwvXeFtOQX1U83B1lM4zCk8JjJ+amNR7DkA3PInC3V+9IHKg4frJvV5ThG5ah8L
B4BDznRxoKpFulbg3eNziqbYcQCLqqON7OGFA8BNB42pjTgd2VO3p6c5RVPszpoXVQcbuWof
CwcANJeaNkB0ZMAxmpqyfMopmmK3ziyqjjZeHp6YA8A106cUY81QMJgIxHH1iOFTTtEUO3Zm
UXW00bMinwFQsz6f20FMcj5bKhC21R93A3DYWQ/fptjFzKLqaGNkxXIGQG88NjTs9ervKEuZ
JD5NsT8DWFS9zz1ctU9HKDxFwPwj5qr2cvW33s3ebGqKsbNxUfVuI1ft08H1GUBfp75u3erv
M851tlMzvvbffWFjVezqM6uqg43s4cwBYG6M27WUuhMFkwDTunRb/U9sfmZjUWwcwLLqYCN7
uCl9NDE9AdPd+sQ9PYD3Q1dOCLO+M02x76O5qDrYyB5+cgA6NhZFr2Yje7gJbGOOAbf8rlej
XkCx3bKjzqHl5aBXNhbF2Nm4qHq3kav2yVy5WaCL2wChZVGZbrZgRnrrtGPyESZnpE2xxQxu
+AGoPFjncEstzkMpIH7IKbhqn+y1znhDrxeno27O6YjBW5va1vhTTlEV2zqzqjrayB5uLdvo
M633TQ3o3M8cjVT8lFNURdfZuKY62sgebq91BgJQj4ZQQQd6kxrTKPuYp2iKbZ1ZVR1tZA8v
/QDoWpO18WgfASe66J6fUzTFrh/AoupgI1ftE3MA1LaUnq1qiZ0zQLB5Rz5QvXz6jHin2GJm
VXW0kT2cOQACJX2uATc9UYBj1mSoKXZnAKuq97mHq/bJ1TtndJ+8dlWanShEP90XVsXbnbM1
1cFG9nDH+5loj5xrpneu/ilgPhpDUzM4m833rlWx28+sqg42soe7a50xHq4Hi5saDtiZdHSr
P9jzL5rZWBTbOrOsereRq/bJlZ6AOLZwFDjo3AmbHG2AvmKPa7GZ+mNV7HsCLqoONrKHw6Fm
Y1E0ajayhwP3BLSYx9Hjl52a9bgmRNut/rjxiLOeBU2x6wm4qjrYyB4OfG4GdIPp8G3E5Os4
yFwjEHMKS72hZjluVWwxQ+UjXCW6Gjv6Hl37qGvh25yCq/YJ+G4zJhdADS+aGl0rOczzc4qq
2N1tXlQdbOSqfYJrncFNZqSLyNDU4pGhy1A+5hRVsa0zq6qjjezhnnMz+qy0vFY1wFnB80Na
j3KKqtjlZouqo43s4cwBeGcxvnLpdnGSD/TgU3h+TlEVu9xsUXW0kT2cOQAcHmV2oXl38D41
KInJhwizrUKn2GJmVXW0kT2cOQAbPD0M5Ntu/TX5AD7P5seq2J0BrKre5x6u2qfSD8DS2+kW
PlQpgpm+XdAUe0ZzUXWwkT088LmZyzkRhtxWVuoSmniAlXzwYfZuSlPszs1WVQcb2cNPDgC+
s6V256YA8GeGgptK3I60dpIYkXTdYHYmVRVLzPxAdbCRPTwA95OKPrjQESQR97K2QC21OxW9
kTezsSi2M4Bl1cFG9vAQ1GwsilHLRq7ap1D6m9GrVA6OXi3hVuPoTxRwgfCz/rhNse9vtqg6
2Mgezv0AMm48nDO5q32Ax4Ur5f6cwvho8ixmqqLpzym8o85cZTr09jC47PQbxTc5BVftU7T1
nCKb2IjP80H62N1++JhTVEV3O6dYUR1tZA+PvM4YWg5yr+bOBhiP7300xW6dWVQdbWQP53cB
IOAG0hvfbhZQzbY9b/Mgp6iKsT+nWFIdbOSqfWIOAKjjofENTARLzHOCmg58zCmqYu7PKZZU
RxvZw5kDALrva8JRF/vrKW0Xq7ufNzQOM7330RRNd06xpjrayB5e3gVA9/amvQw8u6Fh06x5
WFN0/TnFmup97uGqfUqlPhMzzj9HO/V4fUMDE4DJvY+m2NdnFlUHG9nD+V0Agzm9DTm33bql
p5XAtfnxvKGBu7pZblYVu5rmqurNxsRV+5TKOoO7QjCmZSg41WIS7X0dMd36TIaBdGljU+zX
mUXVwUb2cH4XwHoqqR+2774S6YnE0K1amLTg4jsJmqbY9Z1ZVR1sZA/ndwE0bCyKTs1G9vAM
xUZ03qMjZ0ktRNt1TD+72Hgzqc80Rd/buKY62Mgeni92hkAfl/t2kkdGZ8b0s2c0I71SP5l7
miLHzG57il+Jq/aJOACN9hSdYm427rSnQMXLwzNxABrtKTpF02zcaU+Bip4V7WnjdnuKTtFV
G7faU6BiZEU4bdxuT9Ep+mrjVnsKVMysGC4bd9tTdIotZrbaU/xKXLXPxxkz++0pOsUaM3vt
KVCRPdwcl4277Sk6RdNs3GlPgYrs4eaMGXorBH/zoxXDqStZNN50avQOr521A+gUa8wsq442
soeb6z1N7zK9A3zw2160+lvcBoLx3a1PzAbLBbIXc3hVbO9pLqve1xmu2mfmACJuMilJ6Tsg
WIxJ4/uVNZ4NT2c2FsV2BrCsereRq/bZJC0bq2JWs5E93HIPDUvXfVy3+qOaOTAp6IlPF4yZ
3Rtuil0PjVXVwUb28JMDyLhs4UThc+UpgKpm9MJtqFUz6xPVKGd7haZYY6YcU9RtYTmmeHTt
AxXZw+25zpQDhbqBKwcKXYbyKaeoinWdWVUVNrKH23DZeB0odGrXgUJV+5xTVMXYbFxTHW3k
qn225zpTDhTqoUc5UHh87aNTrOvMqqqwkT3cnetMOVCoTUPKgUL9g885RVWs68yqqrCRPdyd
68x1oOBzzVD4QCF1RYr3xxSdYo2ZVVVhI3u4O2Nm/5iiU6wxs3dMgYrs4S5cOcXuMUWnGFtO
sXNM8Stx1T67az8T0Stw7mqbTBOtgejam010oODoPa+ZjVWx7WdWVUcb2cPhunNGF8Ew4I5W
pbAHPQsUXHfrE0P0cLM+H02x3TlbVr2vM1y1z3Dd06RW8QFy90JezNfjMf2qFQ+CF2c2FsV2
T3NZdbCRPZw5AA0bi6JXs5E9HEoPDbpxnl13opA9UGft/oYGlcvdpD7TFPseGouqdxu5ap9P
DiB/B7pd4ZzvcgqDazmuFK324WOOLsSZjVWxxswMp+jxx3c5BVftsz/XmRn40CDAzzlFVTTN
xjVVYSN7uD/XmSn48BjR7BTrOrOqKmxkD/dXbjYBH1qm9zmnqIotN1tUFTayh/srN2PwoS72
BXx4XProFFtutqg62shV++zPdWYKPjQ44wNO0SnWmFlVFTayh4frDGAbp+gU2xnAFk6Biuzh
wXJOsYlTdIquyyk2cApUZA8P17kZzo3d6RGt/pjUn9fa+iwKs4HZFN4ptnOzVdXRRvbwELg3
DqbLR8idnI/RW66tcJUim2N6J7cptrvNy6r3dYar9jlcdwGAOqtkY7uVFXBVo/sM3aoV0Ldm
p3tNsd3TXFYdbGQPj4eajUXRqNnIHh65hwZQc9MYejUMyWDLW8FXJwlr8yzJbYpdD41V1cFG
9vCTA8jfuDvGKf8ohWWqfURH+Wp7Xon6+We67DezsSj67pzivPbRriusXPtARfbwGMo5Bc75
uTJ/y9c+OsXYn1OsqI42ctU+x2uduS5otIuAy9c+OsW2ziyqChvZw9PB5xTnBY1W3Fm99tEp
mu6cYklV2MgeniyfU9AFjdBxstcFjYWcoiq67pxiSVXYyB6e4DqnuC5oNE529dpHp+jbOcWa
qrCRPTwFPqfYvPbRKcbunGLj2sevzFX7nLg+s3vto1Ps6jM71z5QkT08XzVNes7kBhUQWgbU
WrmpUbZqw6y/WVNsNc1V1dFG9vB89Z0B+irUt7jJUa8AdOn+hgYdH87u5DbF1ndmWfX3XZE9
PPMZQKIesc52pOJxvjztbisr3S6YrIVNsTsDWFUdbGQPZw5Aw8aiGLVs5Kp9ztxDA/dGKbvS
BZHVqIXlrdsFhDxjZ5pi10NjVXWw8fRwc5z9ADJu1w1t2Gv5EXMKC95hytLufWDGillHmvlj
Vew4gJ32FKjoWfHiALbbU3SKjQPYak+BipEVgXmKzfYUnWLbz2y1p0DFzIqBeYrN9hSdYuMA
ttpT/MpX1R4VE/MUm+0pOsV21rzVngIV2cMvDmC/PUWn2GJmqz0FKrKHMwew3Z6iU+zOAHba
U6Aie7gB5ik221N0iq0+s9WeAhXZw01gnoLqwKEjH7zD+IP2KDkuD8ESlja1sSi23GxVdbDR
sYeb66yZarjO8mtfJ/lA1/rokfq+4yXROX5iZFMs68wPVO/rjGMPZw4Al5mQ4KjrDHVACIka
8t67NDiY9fpsio0DWFYdbGQPt1bNxqLo1GxkD7fcQ4PaxMZQprJTLVpDjw82NYuLWz4mZylN
seuhsao62MgefvYDyN8ETrgMdetBPa9w5vDetpfT/Qm0zSafpsgx09po1rL/UhvNXxnYw4kD
aA0vO7XFNpqdYq42LqoKG9nDiQOoDS+7ppyrbTQ7RVNtXFQVNrKHEwfQGl72jSTW2mh2iq7Y
uKoqbGQPJw6gNbzsDrQW22h2ir7auKgqbGQPJw6gNbxsH2G1jWanWGNmVXW00bOHMwew3Uaz
U2y52VYbTVRkDwdmNHfbaHaKHaO500YTFdnD4czN6OJ+Crm7ZGd8oJeAo21q5nyqZW5jUay5
2bLqaCN7+MkBwLenZ3fRd3Nd/c2J4DHfW1b/7GB2Ht4UyzrzA9X7OuPZwyFwX4WI04LrOz9l
6gbNVffapYEeuZnZWBQbo7msercxsIdD0rKxKmY1G9nDPffQoON/m/xNDbfMR//al6V3y2e9
SJpi10NjVXWwkT387AeQaJUKPuY6TWBOYVI0mEfUW8iYq1oc8OxuSlOs68z0uY+HOUVgD/fn
OjN9mGMhp6iKdZ1ZVRU2sof7c52ZPszRKgAfc4qqWNeZVdXRxsge7s/cbPowRztu/5hTVMWa
m62qChvZw8OVm00e5rDPGc2m2HKzRVVhI3t44Nxs8jBHy1A+PPfRKXa52ZqqsJE9nDmA7ec+
OsV2brb13AcqsocHZjR3n/voFDtGc+e5j185sYeHMzfDBD5QIbkrAGC4xeCP2KmFs4XVzMaq
WHOzZdXRRvbweNT34qhFUWyrP9Cu83ZDg14QPexsDq+KXQ+NVdX7OpPYw+N1BkBAgPWtxk4d
EDK1aSgv0HOXBtzNzvauVbGdASyrDjayh0dQs7EoejUb2cMj9zfDHX9yqVcD3Nfiitu9HoJr
hE8zmqspdv3NVlXvNmb28LMfQEK3yAQ09b25CRfCHVJ37yNT7/cZT9EU2xkAP0va3/s4nyXt
+Md3OUVmD08Hn1O8fkB0Iaeoim2dWVQVNrKHJ8vnFK8fEF3IKapiXWdWVYWN7OEJ+JzifEC0
3X7gB0Tb1vhjTlEV2xnAoqqwkT08heuc4npAtK7+5QHRhdpHVay52arq3Uaq6rHimZuVB0Tb
TRd+QLSjKd8/S9op1phZVRU2soczB/D8AdFJTtEptvrMqurvQZE9PHN9ZvdZ0k6xq8/sPEtK
VT1WhOucwtBcW4Dj84YGZatgXFOjGxpx1va6U6y52bLqaCN7+MkBuG96mQFzlNCqFNcNz6N/
QRT3nPSG6EsjO8WyzvxA9fdN0bCH5+sMwAYcIsq1nTAl+rhfL90uuEuDdZO1sFNsZwDLqoON
l4eb41CzsSgaNRs9K9piI26HoOuWRmoec7tbJwnANGZqY1F0vY1rqoONkRWvu80Bd0KoV18P
oXsfzqGb2P4uaTxoFp7ZWBT7tzQuoKKoLhEVVNVjxfKWBqEPtfPT1zJR0Sn2b2ksqt5t5Kq9
4XcBCvrQjXiNqOgUu7c0VlUHG9nDzdG/91Ffs1kmKjrFbj+zqjrYyB5uylsaF/rQRrxIVHSK
/Vsai6qDjezhpvRrDhhuuWKA5Ci49TxsqIkVLf2YstjXJxWdYt+veVF1sJE93JS3NC704Q1O
STtnzLTc6wW7U+zf0lhUvdvIVXtjSh/Nj+gD7SEJZnydnXWKfR/NRdXBRvZwW3qcZzrOtF01
PDjqgumOpkYnM9zE+pWNRbHvcb6oOtjIHs4cAH6VSNXqjgK03p29lbvVnziY+e9YFLt1ZlV1
sJE9nDmASG97x574pK1IDCn0FYBIUNFsLayK7QxgWXWwkT3cBjUbi2LUspGr9sZyD40DVygU
dDc1A/n2eoiLIU82C51i10NjVXWwkT3cXfdnIjqmy0fn3XTidb59WnOKQPepzaRPXKfYvafJ
QEXZLDSi4sFJBVX1WNHe3iXt1ZaIik6xcc3LqoON7OEOXr1L+rVMVHSK7T3NZdXBRvZwF169
S/rV2IfW7+JDTlEV252zZdW7jVy1Ny7d3iX1TW2NqOgU2xu0y6qDjezh3A8g4wSAO41SSvm6
Bkj179pcgn6pA9etWU5RFVvMLKsONrKHg336LimdnVv8BWZzT1XscrNV1cFG9nCob51/Qh9o
9XcmTequneLtrfM11cFG9nB+F4COMyyknl7zJ1TQyhR02oQjntAznWL31vmq6t1GrtobKL2a
8G+kc5C2+hOakW3j7HH1xzTKxpk/VsW+V9Oi6mAje7i/1hnaB9M7F93Ngkz9s+B2+4EeTZtc
bu4U2z3NZdXBRvZwb9VsLIpOzUb2cM9vaWR6JhzsTc1Z43OvhvuANLnc3Cl2b9Cuqg42sof7
661zg+OD283UhOGGv4Jrd0kDFdLmc3hV7O4234GKr0ZUPOikSVU9VrzWmQF9KOcgmKY8Pqeo
im2dWVYdbGQPDwffEb+hD1+NfWjPXnzIKapiW2eWVQcb2cPDlZsN6MNXYx8ePvjRKbbcbFl1
sJE9PHBudkcfvir74Bqr+CGnqIpdbraqOtjIHs79AKg9DP6Fqe3WcZtBCHzjKaken12YNGvq
FLvcbFX1biNX7U3gc7PP6AN5nMX/e31o3yl252arqoON7OGxvnX+CX2g1Z+Ksa9hhU7x9tb5
mupgI3s4vwsANsDRuvXR6g+YkEAKvVqkzjfT37EottxsWXWwkT2cOYBMfUxc6Do1BpyyLW4q
++5UoT7B8MrGotjOAJZVBxvZw+N1TxP/Rhe7mezs0mCIP++pgkDTxizHrYrtnuay6t1Grtqb
mLRsrIpZzUb28MQ9NHAdPQ7Xd/oGan7BZwylkwS60vRbV8Wuh8aq6mAje3i63joH6/G/Otc8
J9IiFk170RZzCoJ1zCyuq6LrzylOoKKdPxai4kGHCqrqsSKUc4oTfWgzWWEfHj740Sn6/pxi
TXWwkT08hXJOcaIPoVO72IfHtY+qGPtzijXVm42Gq/YmpXJOcaIP7asU9uEhpdkp5v6cYk11
sJE9PB+8Xl/oQ9sJF/bh6TlFUzTder2oOtjIHs79ADA5pq7asW//jPtaCKVqdu4ycUOfJm82
dYotZpZVBxvZwzNUbu8D+kDcF73VOjmzb4q+P6dYUx1sZA/PpT7zEX2gDCVhDj39HYtiX59Z
VL3byFV7kxOfU+AcceTYEfHOU3+JVhum3SkmDJN7mp1i7s4pFlUHGy8Pt8wBUDXK0CTd1Ki+
ZH2oZ820+nuwbvY7VsWuX/Oq6mCjZ0Xuo0ndVU2dE64OCDQvl5Yc3KUhweRdqU6x66O5qjrY
GFkR1Gwsil7NxsyKodhocA2I6a7mwN06SfjsJ4R4pxh7G9dU7zZy1d6eHEBEteByjl37FcpQ
qPV8V/uw5153cpbSFHsO4HzwI7Xzx4UXP6iqdykWDuB6muNoq9biix+dYscBrKoONrKHFw6A
n+YwndrSix+dYnfWvKo62MgeXjiA62mOrg3i4osfnWK3zqyqDjayhzMHUJ7m6LKotRc/OsWO
nVlVvdvIVXtryhlAxOm/b/8M1KMYJ4Vu9UffSvzCyAsbq2J/BrCoOtjIHl44gM9Pc9BOGNOD
GU/RFPszgEXVwUb2cFveOv/4NAet/vSrTPaFTbF/63xRdbCRPdxyfcYTol87pNPKajPmdUdb
WenOEh3MTOozTbGrz6yqDjayh9tyT5MKKyG1s2afIr3ZlG9VigyzPkidYn9Pc1H1biNX7S1z
AAn3rbhCdWq4CaYOGLF/nRN3s25Wi2uKrT6zrDrYyB7uDjUbi6JRs5E93HEPDdpkuvqIJKsl
qlQ2NZzwp300O8Wuh8aq6mAje7i7crNkqEaRbHdOYYNzPt9yCjrzmJ0/NsXuPc3rwY96m6S9
+PGEpzBctbcuvHqX9Ku9zfG09tEU2zqzrHq3kav21qVX75J+tbc5ntY+mmLubFxUHWxkD4fj
1bukX+1tjqc8RVPs3tNcVR1sZA+HctZ8e0H0q73NUVfWTzlFVezPmhdVBxvZw5kDoPXIxdry
8jpRwDkh5ZqhnCcKiY8OX9lYFH23d11UHWxkD2cO4MHTHOeJgguT+4WdYncGsKp6t5Gr9hbq
W+efnuY4TxScn7EKTfH21vma6mAje7gvXDPO/vkoN63OEwUHtO8MTS3QXAKzfWFV7LnmRdXB
RvZwf711nix99uS7DOUAevst91UK6i1qZzlFVWxvnS+rDjayh/urPnO+Uu35NqHhDgjoTAlu
tx8wMPJs71oVW31mWXWwkT3cBzUbi2LUspGr9tZzDw3cY0bLD8MUNUspSt+dCg7DDYJe2FgV
ux4aq6qDjezh4arP4N+JyebREZ/xfDuk3iI5c4pID3jO5p6q2GJmePDj4inoxY9Y967vcgqu
2ttwrTPD0xz1HOQwj3OKqug6GxdVBxvZw8O1zgxPc3zZ+jZHqwB8yCmqYltnllUHG9nDA+dm
96c5LvKB3uZoTas/5RRVscvNVlXvNnLV3jIHUJ7maCcK5W2Op/c+mmKXm62qDjayhzMHAPTu
QbypRfScFFJ3QyPQhTEzm3uqYpebraoONrKHMwfw4GmOk3zAv2/6OxbF7gxgVXWwkT081rfO
Pz3NcZIP3kx6AnaKt7fO11QHG9nD4xUz1OXpfEu9zbYA57TQ3dBA7egnb0B0ii1mllXvNnLV
3p4cAHzj8pTObpBNDadr9PBYMxRPHbXAHBPmoynmmlMsqw42soen6wyAtq0+5J4CdNnlyHW0
elsRYHoeXhXbGcCy6mAje3iyajYWRadmI3t44h4a6ezJcIReDVO/kDo6g47q4vScoip2PTRW
VQcb2cMTv3WesydX6W4MpYQJtA/Vc3BpDzaHaQ2pKsb+nOJ88KPdBSgvfjy5S2q5am9TqucU
h0uVFmpvc3Rqb3OKpphv5xRLqoON7OH5YBvPpznK85xf9W0O87T20RRNZ+Oi6mAje3i25Zzi
fJqj3Swob3M85SmaouvPKdZUBxvZw5kD4Kc5Yvsq5W2Oh12vOkXfn1OsqQ42sofncheAtm+m
dEe77mxQZ8ZS7eEbGsZP3t3rFPu7AIuqdxu5am+ZA3jwNMd5Q4Oa401srIq5P6dYUx1svDzc
HaU+8/FpDlr9MWhn+5mm2NdnFlUHGz0rck0TDnr3IPUrawQ6TOxOFBI1UZ9+66rY1TRXVQcb
IytefTSjP3DGjqavhhuPf5XvThQC7hvN5EH2TrH10VxWHWzMrHidAeA+NWccUKeWEhByfOuA
gMtGmuyvm2I7A1hWvdvIVXt3JC0bq2JWs5E93HAPDWp4ebRd5qUWIfi+kpLCG3+sil0PjVXV
wUb2cMPsjE8OswLXiM9E3SngaLeQMaOw1Bt0koc3xe4tjY32FKTIHm6gvfex0Z6iV+ze0tho
T0GK7OHXuwDb7Sl6xfaWxk57il9U1WPF1L338fP2FL1i69e8056CFNnD7dG/9/Hj9hS9YveW
xkZ7ClJkD7fX+zO77Sl6xRYzO+0pSJE93EL/3seP21P0it1bGhvtKUiRPdyGh+99vG9P0St2
fTQ32lP8oqoeK17vnPnkY4QO2g+0OXI+pqaWXaKbZTMbq2J752xVdbSRPZw5AIMbSpxafet4
id/AYUpi+tXf5SNMGnN1im2dWVa9rzNctXfMAUQ6hzWxe50zEYsWOGOuXRpCTJO9a1NsZwDL
qoON7OEO1Gwsil7NRvZwV3poYGZH7EOvhp+FL6LWThImxNl6XRX7HhqLqncbuWrv3PX+DPqy
PwgEbGqUophKfJ4NWiI61zTHrYrtPU0+pmhb14VjClJkD7/eBZgfKDy89tEr1nVmWXW0kT38
ehegHCj0jSSuA4W2sn7KKaqiazYuqo42socD9O+SttV/8ZiiV2zvaa6qjjayh0Po3iV9caDw
9GHSTrGuM8uqg41ctXdw9WvmA4WWjZYDhQ6mfHdM0Su2fs2rqqON7OH+ePgu6ftjil6xvaWx
c0xBiuzhvrx1vndM0Sv2b53//JiCFNnDPb91jhvz7HND2IP1AT08dEWKhMkpTK6S9ordW+eL
qqON7OH+unNGzX+BaiVNjlghKkJ1qz+4su18MYdXxXbnbFn1vs5w1d55fk/zcPSSekeQREIK
TDxupCI1E52dSVXF7j3NVdXBRvZw5gA0bCyKRs1G9vBQemhQANbnOS+1eKQAfYZCoPr0bK8q
9j00FlUHG9nDw/XWecR8gh4V73KKcB5MtOdscJIGwECdnaVUxRozU5yif0j8TU7BVXt3vQsw
BR9sB3x+yCmqYmw2LqoONnLV3l3vAszBh6ePnXeKdZ1ZVh1tZA+PV242Ax/KNfkHOUVVbLnZ
qupoI3t4vHIzBh9aMbyAD89ziqrYcrNV1dFG9vB45WYMPnRqF/hQLgx9wil6xZabraqONrKH
x+sMYBen6BXbGcAOTvGLqnqsWN4638MpesX+rfOf4xSkyB6ezpjBhB7/k+/BB0Mdih10Jwqo
fdj5t66KNWaWVUcb2cPTdbfZeosLewrd6m9DosPm7tYn3RbktjYv5vCq2O42L6ve1xmu2rt0
3QUARy05Q03rz/uFkDDg+pWVHt6d9floiu2e5rLqYCN7OHMAGjYWxahko+OqvUvcQ8PRzavk
TK/m6FShJz6p75ub1DSbYtdDY1V1sJE9nPsBXEl+7b9xnnrgShqO2zmFD7i+T/Kepmi6cwq6
9hFaXC9c+yBF9vBsyzlFpgu8TY0vaHQXU9/nFE3R9ecUS6qjjezh17sA1wWNdFNbuvbRK/pm
46LqaCN7eA58TnFe0Gg7uMVrH71i7M4p1lQHG7lq73Lic4rzgkYDFRevffSKuTunWFMdbbw8
HI7jOqe4Lmi0LGrx2kevaNo5xaLqaKNnRcvnFHvXPnpF151T/PzaBylGVuT6zOa1j16xq89s
XPsgxcyKV03zxNWPvpEEDvmgrKWpBdyapGmdqym2muaq6mAjV+3huPrOnBxvdl1XTh8DvWgC
dchUpcCN4ewuaVNsfWeWVe/rDFftwfAZQMQ9Jk63HQWIGjYPnZ9yhDCpKzTF7gxgVXWwkT28
cAAKNhZFp2Yje7iBYuOR0JfvarhfunXRDt7m2V2ppuh7G9dUBxvZw8311nnyGF/B++Y51CKY
ninr3yXNiebkmY1FseMANtpT/KKqHiteHMBue4pesXEAO+0pSJE9nDmA3fYUvWLjAHbaU5Ai
ezhzALvtKXrFxgHstKcgRfbwiwPYbk/RK7az5p32FKTIHn5xANvtKXrFFjM77Sl+UVWPFfkM
YLM9Ra/YnQFstKcgRfZwx2+db7an6BW7t8432lOQInu449wsBtx6dA82nrUfk6CrUmDiH52Z
/45FscvNFlVHG9nDuR8A7oUceU577cvTNjGGo3bQokd4A7r4bF9YFbt+zauq93WGq/bAHEAy
x0GJU0elRpyAqfNct2pFD37GXjfFxgEsq95t5Ko9uKRlY1XMajayhwP30KA2eCjYlc3QtakB
a9edypIhs152TbHrobGqOtjIHn72A8j0+iEOL+au2gNwHrB29z7wrzmmd3KbYntPk9to3s4p
nrbRJEX2cDjf0ywNL/tmkkttNHvF+p7msupoI3s4nO9ploaX0KkttdHsFet7msuqg41ctQc4
39McXhD9Wm6j2SvW9zSXVUcb2cP9+Qbt8ILo13IbzV6xvkG7rDrayB7uzzdoS8PL24nCShvN
XrHGzLLqaCN7OHMAu200e8WWm+200SRF9nBf3jrfa6PZK/Zvnf+8jeYvquqxIrMzhhowuLb6
B3QkIAKtW/09PcIzzR+rYsfOLKqONrKH87sAmIs4YppcW/2pLSPOG/V9BVr9Dc5us71rVWy9
Z5dV7+sMV+0hWO6rkE/P6LpdZExZfCo19tKlwcze3WuKjdFcVh1sZA8PoGZjUfRqNrKHh9Lf
LNCtzCP3aridt6bvJOGyczPmoyn2/c0WVe82ctUewvXWeaZDYLj1vAp0xd+1EMR/Xjx5nYmN
VbGuM/PnPrrnud7kFFy1h3iuM/OHOZ4+dt4p1nVmWXW0kT08nuvM/GGOp4+dd4p1nVlWHW1k
D49nbjZ/mON5TlEVa262rDrayB4er9xs9jDH06ukvWLLzVZVBxu5ag/xys34YY6Ocrke5jiq
2vvnPnrFlputqo42sodfHMD2cx+9Yjs323nugxTZw1N563zvuY9esX/r/OfPfZAie3i62BlL
XZ5i6iZbejIg+5w7tXjQy3VTG4tiY2dWVUcb2cPTGTPUPotuJx518acXyg+cPOpRM7k6xsX8
LKUq1phZVr3bCFy1h5S4rwLue3FA3YsSjrC/o7yaxl0aXJrtr5tiOwNYVv19V2QPz4eajUXR
qNnIHp65hwZOEuH+lgY6GLU6Md3qbyPxGTMbi2LXQ2NVdbCRPTzzW+foEzi6rktswgyCcIjG
aIYD02h+HvGVjUWxnQHsPEtKiuzhOfA5xfmAaHcTkB8QfcxoNsW2zqyqDjZy1R5y4nMKikGb
mxo/INpIxQ85RVOs68yy6mjj5eH+OPic4nxA9NZI4nxA9GHLq16xnQGsqo42ela013o9e0D0
MaPZFF1brxdVRxsjK5652fazpL1ijZmtZ0lJMbNi4HOKvWdJe8VWn9l5lvQXVfVYkeszm8+S
9opdfWbjWVJSZA83hZ3BieLoN5m4XcM50/cPiOKv4iZPnfeKPTuzpjrayB5urj6alCF56k/1
h68iF0LEr3C/9Xng0jWpXzfF1kdzWfW+znDV3hvgvgoZF5EeIYk4QIs/c+pX1hMpmtlYFNsZ
wLLqYCN7uAlqNhbFqGUjV+29KT00MsqlnlWgC0Im3V7mSL7MyC9srIp9D41F1cFG9vDzXYD0
neBsjta9HpJwX+zLG2WcU5h05BlH2hQxZv72OP9l//r69/RX5yrpoPwVY8TN/vV319+Piv8/
jRQ6wwy2AwA=
--------------D2740713382E68E7C75059E8
Content-Type: application/x-gzip;
 name="wfs2000sep1c.zmx.gz"
Content-Transfer-Encoding: base64
Content-Disposition: inline;
 filename="wfs2000sep1c.zmx.gz"
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=
--------------D2740713382E68E7C75059E8--

From - Fri Sep 01 17:59:02 2000
X-Mozilla-Status: 8003
X-Mozilla-Status2: 00000000
Message-ID: <39B07AF5.26C0F843@mtwilson.edu>
Date: Fri, 01 Sep 2000 17:58:45 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.73 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
CC: Doug Toomey <toomey@galileo.ifa.hawaii.edu>,
 	Vern Stahlberger <vern@galileo.ifa.hawaii.edu>,
 	graves@ifa.hawaii.edu, northcott@ifa.hawaii.edu,
 	doc@ifa.hawaii.edu
Subject: IRTF WFS 2000 Sep 1
References: <Pine.SOL.3.96.1000503103659.7633n-100000@galileo>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Doug,

Here are the latest zemax and iges files on the IRTF wavefront sensor.
Attached are

  wfs2000sep1.igs.gz
  wfs2000sep1c.zmx.gz

In this version, all mirrors are spherical or flat, the vertical height of 
the steering mirror above the optical bench has been increased, and the 
fold mirror moved 1.5 inch.  

The design successfully matches the astigmatism of the WFS to that of the 
science instrument closely enough to get high strehl ratios with all
spherical optics.  For this to work, the astigmatism direction as well
as magnitude is matched.  Cancellation is perfect at a dichroic thickness
of 11.4 mm, giving an effective on-axis strehl of 0.999.  With the design 
thickness of CaF2 of 6.5 mm, the on-axis strehl is still 0.97, with no
software offsets.  This is at 0.85 micron.

The off-axis strehl ratio, at the four corners of the 80 arcsecond square 
field, is 0.95, 0.81, 0.78, 0.80, for 0.85 microns and a 6.5 mm dichroic.


Moving the steering mirror does three things.

  Spin the astigmatism axis of the WFS to line up with that of the
science camera dichroic.  

  Give lower astigmatism magnitude, to give cancellation without extra
thick substrates on the dichroics.

  It may give enough height to use the steering mirror mount in its
normal orientation.  This would be a side effect; the height was
chosen for optical reasons.


I briefly looked at how the new layout fits in the box, including
lenslet assembly and membrane mirror assembly outlines.  

It looks like more clearance is needed between the lenslet assembly 
and the WFS collimating mirror (first mirror after the fold).  This
can be cleared fairly easily by changing the focal lengths slightly of the 
last two WFS mirrors. 

More seriously, moving the fold mirror 1.5 inch moved the outline of the
membrane mirror assembly to where it hangs out of the top of the box an
inch or so.  There isn't an easy optical solution for this.  The
envelopes of the membrane mirror and lenslet assemblies are from 
Dan's May 3 email:


>                 Lenslet envelope:
>                         3.75" high x 3.5" wide x 12.25 long (optical axis)
>                         pupil is 2.2" behind front surface of mech housing
> 
>                 Membrane Mirror: some uncertainty here but should be
>                                 very similar to Hokupa'a
> 
>                         4.5" high x 4" wide x 5" long


The sizes of the optics are as follows.  I will wait on the focal lengths
until
we completely resolve the packaging issues.

Fold mirror -- flat.  51.6 mm x 73.4 mm actual beam size.  We need to talk
about
margin, as there is only a small clearance with the reflected rays on
one side, after the 1 1/2 inch move.

Collimating mirror -- concave sphere.  4.0 inch part, 80% clear aperture

Steering mirror - flat.  1.0 inch part, 55% clear aperture.

Camera mirror, lenslet mirror 1, lenslet mirror 2
  These are all 1.0 inch diameter concave spheres, 80% clear aperture.

With these specs on clear aperture, the instantaneous field of view of
the WFS is 8.1 arcsec diameter, for high imaging quality, plus some margin
past the official clear aperture.

Cheers,

Chris S
From - Sun Sep 03 16:02:22 2000
Received: from abraham.mtwilson.edu (abraham.mtwilson.edu [192.153.157.142]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id PAA00335 for <shelton@ra.mtwilson.edu>; Sun, 3 Sep 2000 15:36:13 -0700 (PDT)
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by abraham.mtwilson.edu (8.9.3/8.9.3) with ESMTP id PAA04193
	for <shelton@mtwilson.edu>; Sun, 3 Sep 2000 15:09:12 -0700
Received: from hubble.ifa.hawaii.edu (hubble.IFA.Hawaii.Edu [128.171.2.5])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id MAA22170
	for <shelton@mtwilson.edu>; Sun, 3 Sep 2000 12:34:58 -1000 (HST)
Received: from [128.171.163.103] (lightyear [128.171.163.103])
	by hubble.ifa.hawaii.edu (8.9.3+Sun/8.9.1) with ESMTP id MAA24122
	for <shelton@mtwilson.edu>; Sun, 3 Sep 2000 12:34:56 -1000 (HST)
Mime-Version: 1.0
Message-Id: <v0421011fb5d883b2b8e5@[128.171.163.103]>
In-Reply-To: <39B07AF5.26C0F843@mtwilson.edu>
References: <Pine.SOL.3.96.1000503103659.7633n-100000@galileo>
 <39B07AF5.26C0F843@mtwilson.edu>
Date: Sun, 3 Sep 2000 12:40:18 -1000
To: shelton@mtwilson.edu
From: Buzz Graves <graves@IfA.Hawaii.Edu>
Subject: Re: IRTF WFS 2000 Sep 1
Content-Type: text/plain; charset="us-ascii" ; format="flowed"
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000
X-UIDL: <v0421011fb5d883b2b8e5@[128.171.163.103]>

Chris,

I found no attachments.

Buzz

From - Sun Sep 03 09:01:35 2000
Received: from abraham.mtwilson.edu (abraham.mtwilson.edu [192.153.157.142]) by ra.mtwilson.edu (8.7.3/8.7.3) with ESMTP id VAA00519 for <shelton@ra.mtwilson.edu>; Sat, 2 Sep 2000 21:16:22 -0700 (PDT)
Received: from oracle.aweber.com ([216.205.135.98])
	by abraham.mtwilson.edu (8.9.3/8.9.3) with ESMTP id UAA03666
	for <shelton@mtwilson.edu>; Sat, 2 Sep 2000 20:49:05 -0700
Received: (from aweber@localhost)
	by oracle.aweber.com (8.10.1/8.10.1) id e834H2r10147;
	Sun, 3 Sep 2000 00:17:02 -0400 (EDT)
Date: Sun, 3 Sep 2000 00:17:02 -0400 (EDT)
Message-Id: <200009030417.e834H2r10147@oracle.aweber.com>
To: shelton@mtwilson.edu
From: "Keith Hague" <mbzm19@dial.pipex.com>
X-Loop: 3dviewsupport@aweber.com
X_Id: 9880:4:shelton@mtwilson.edu
Subject: 3DView  Hints & Tips - How to calculate part volumes -   No.4
X-Mozilla-Status: 8001
X-Mozilla-Status2: 00000000
X-UIDL: <200009030417.e834H2r10147@oracle.aweber.com>


Dear Chris Shelton

The subject of today's 3DView Hints & Tips message is- 
how to calculate part volumes?  


HOW YOU CAN CALCULATE PART VOLUMES - quickly!!
==================================

Read in you model say in iges, stl or any other 3D format and 
wait for the image to appear on the screen.  

1/ Position the mouse over the image. 
 (This is important- the mouse must be on top of the image)

2/ Click your right hand mouse button - a long menu should 
pop up onto the screen. 

3/ Scroll down the menu to Mass Properties and you will 
see the volume selection appear. - click Volume and 
3DView will do the rest.  

Plastic injection moulders and those in the die casting industry 
find this feature particularly helpful when quoting a new project. 

(Health warning - if the part has  un-trimmed surfaces, 2D lines 
or used the fast iges read option the volume calculation 
could be inaccurate)

FEEDBACK 
==========

If you have any thoughts or comments on 3DView - ie is it 
the right product for you? Are there any areas you would like 
improved? etc etc - I would like to hear your views. 

Please email me at:- 

keith@imtechdesign.com 
 
3DView - ORDERING INSTRUCTIONS:- 
===================================

To license your 3DView installation have your 3DView 
serial number (IMT-???-???) and credit card ready and 
then visit either of the following links to  order via our 
secure server  or by facsimile. 

To order your keycode via our secure server order system 
please follow this link:- 
 
https://www.secure-server.co.uk/forms/SS0265.cfm
 
To order your keycode via facsimile please follow this 
link and print out the order form:- 
 
http://www.imtechdesign.com/3dview/purchasefax.html
 
Or to have another look at our WEB Site :- 
 
http://www.3dview.co.uk 
PRICE LIST

3DView Core Viewer     £95 UK   ($160 USD)

Import:- Iges, Stl, Vda, Iso G Code, VRML & 3DStudio files.

Plug in Interface Modules:-
 
Catia Interface              +£250 UK ($400 USD)
SolidWorks Interface         +£50  UK ($80 USD)
Parasolids Interface         +£75  UK ($120 USD)
Autodesk Interface           +£85  UK ($140 USD)- DWG, SAT & DXF.
SolidEdge Interface          +£40  UK ($65 USD)
SDRC Web Access              +£160 UK ($255 USD)
Pro E interface              +£250 UK ($400 USD)
Step interface (AP203)       +£160 UK ($255 USD)
UniGraphics Interface        +£250 UK ($400 USD)


 
Good Luck Chris Shelton!

Kind regards 


Keith Hague
 



To stop additional follow up messages click below:
http://www.aweber.com/r.php?i=3dviewsupport&e=shelton%40mtwilson.edu


From - Mon Sep 18 11:04:48 2000
X-Mozilla-Status: 8013
X-Mozilla-Status2: 00000000
Message-ID: <39C6835E.470A0BAA@mtwilson.edu>
Date: Mon, 18 Sep 2000 11:04:30 -1000
From: Chris Shelton <cshelton@mtwilson.edu>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.73 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
CC: Doug Toomey <toomey@galileo.ifa.hawaii.edu>,
 	Vern Stahlberger <vern@galileo.ifa.hawaii.edu>,
 	graves@ifa.hawaii.edu, northcott@ifa.hawaii.edu,
 	doc@ifa.hawaii.edu
Subject: Re: IRTF WFS 2000 Sep 1
References: <Pine.SOL.3.96.1000503103659.7633n-100000@galileo> <39B07AF5.26C0F843@mtwilson.edu>
Content-Type: multipart/mixed;
 boundary="------------37C53C23366F948A2453B134"

This is a multi-part message in MIME format.
--------------37C53C23366F948A2453B134
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Doug,

Here is the final optical design package for the wavefront sensor (WFS)
for the IRTF telescope.

The zemax and iges files have not changed since September 1, but I am
attaching them anyway to provide a complete documentation package in
one place.  They are:

  wfs2000sep1.igs.gz
  wfs2000sep1c.zmx.gz

In this final version, all mirrors are flat or concave spheres.

The design successfully matches the astigmatism of the WFS to that of the 
science instrument closely enough to get high strehl ratios with all
spherical optics.  For this to work, the astigmatism direction as well
as magnitude is matched.  Cancellation is perfect at a dichroic thickness
of 11.4 mm, giving an effective on-axis strehl of 0.999.  With the design 
thickness of CaF2 of 6.5 mm, the on-axis strehl is still 0.97, with no
software offsets.  This is at 0.85 micron.

The off-axis strehl ratio, at the four corners of the 80 arcsecond square 
field, is 0.95, 0.81, 0.78, 0.80, for 0.85 microns and a 6.5 mm dichroic.

The prescription for the clear aperture of the mirrors was chosen to give
an instantaneous field of view of the WFS of 8.1 arcsec diameter, 
steerable over a square field 80 arcseconds on an edge.  

The surface flatness spec allows a combined strehl degradation of 10% at 
633 nm from the four mirrors before the membrane mirror.  This not 
unnecessarily tight, as the bulk of the non-common-path OPD error budget 
will need to go to the dewar optics.

All the sizes given are minimum sizes to give 80% clear aperture.
A larger part can of course be used if it fits and is a catalog item.

The thicknesses are for a 6:1 thickness to width ratio.



  ***  Prescriptions for the optics *** 

All parts are mirrors, with 
  Pyrex or equivalent substrates,
  Enhanced aluminum coating,
  To be used over 0.5-1.0 micron,
  60-40 scratch-dig.  


1. WFS Fold mirror
  Flat, rectangular,
  58 x 82 mm minimum (10% margin all around clear aperture),
  14 mm thick, min.,
  51.6 x 73.4 mm clear aperture,
  1/20 wave PV surface accuracy at 633 nm over the clear aperture.
The clearance between this part and the rays returning from
the collimating mirror is tight, so attention should be given to
having a small polishing margin on one of the long sides.
The vendor may want to make this size part of silica or zerodur
in order to meet the flatness spec.

2. WFS Collimating mirror
  Concave sphere, round,
  1620 mm radius of curvature +/- 0.5%,
  4.00 inch diameter,
  17 mm center thickness, min.,
  80% clear aperture,
  1/20 wave PV surface accuracy at 633 nm over the clear aperture.
The vendor may want to make this size part of silica or zerodur
in order to meet the flatness spec.

3. WFS Steering mirror
  Flat, round,
  1.0 inch diameter, 
  5 mm thick, min.,
  55% clear aperture (only central 14 mm diam. is used),
  1/20 wave PV surface accuracy at 633 nm over the clear aperture.

4. WFS Camera mirror
  Concave sphere, round,
  1620 mm radius of curvature +/- 0.5%,
  1.0 inch diameter
  5 mm center thickness, min.,
  80% clear aperture,
  1/20 wave PV surface accuracy at 633 nm over the clear aperture.

5. WFS Lenslet mirror 1
  Concave sphere, round,
  3119 mm radius of curvature +/- 1%,
  1.0 inch diameter,
  5 mm center thickness, min.,
  80% clear aperture,
  1/4 wave PV surface accuracy at 633 nm over the clear aperture.

6. WFS Lenslet mirror 2
  Concave sphere, round,
  4990 mm radius of curvature +/- 1%,
  1.0 inch diameter,
  5 mm center thickness, min.,
  80% clear aperture,
  1/4 wave PV surface accuracy at 633 nm over the clear aperture.

 

This should finish Phase II of the IRTF AO optical design.  Please
let me know if there is anything else needed, or if we can declare
victory for this round and move on.

Regards,

Chris S
--------------37C53C23366F948A2453B134
Content-Type: application/x-gzip;
 name="wfs2000sep1c.zmx.gz"
Content-Transfer-Encoding: base64
Content-Disposition: inline;
 filename="wfs2000sep1c.zmx.gz"
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=

--------------37C53C23366F948A2453B134
Content-Type: application/x-gzip;
 name="wfs2000sep1.igs.gz"
Content-Transfer-Encoding: base64
Content-Disposition: inline;
 filename="wfs2000sep1.igs.gz"
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--------------37C53C23366F948A2453B134--

From - Tue Oct 03 15:47:29 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <39DA6200.9CBCED48@mtwilson.edu>
Date: Tue, 03 Oct 2000 15:47:28 -0700
From: Chris Shelton <shelton@mtwilson.edu>
X-Mailer: Mozilla 4.73 [en] (Win98; U)
X-Accept-Language: en
MIME-Version: 1.0
To: Douglas Toomey <toomey@ifa.hawaii.edu>
Subject: Re: WFS mirror specs
References: <39DA45C6.8E6F4A6A@mtwilson.edu> <03c901c02d86$105ef4e0$d6a8ab80@ifa.hawaii.edu>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Hey, it's better than mil specs.

The intent was, 10% margin each side, total size increase 20%.  I don't
know a really good way to word it, but it is only on the one side where
there is a small clearance with the return rays that the margin has to be
tightly controlled.  The other three sides are not critical, and the margin
can be increased on these if it makes the vendor happy.  This would make the 
part a little bigger, but might make for a lower quote.  It is the sort of
thing you talk about with the vendor to get the concept straight, then
write up in some cleaner language that both sides have agreed to.  Lemme
know if you want any help on this, in calls, language, whatever.

Chris

Douglas Toomey wrote:
> 
> Hi,
> 
> In the WFS mirror specs for mirror1 one you said:
> 
> "Mirror 1
> WFS Fold mirror
> Flat
> Rectangular
>   58 x 82 mm minimum (10% margin all around clear aperture)
>   14 mm thick, min.
>   51.6 x 73.4 mm clear aperture centered on substrate
>   1/20 wave PV surface accuracy at 633 nm over the clear aperture.
> The clearance between this part and the rays returning from
> the collimating mirror is tight, so attention should be given to
> having a small polishing margin on one of the long sides.
> The vendor may want to make this size part of silica or zerodur
> in order to meet the flatness spec."
> 
> Well that is more or less what you said.
> 
> Does this mean that we need the clear aperture to be closer to the one edge
> than the (82-73.4)/2=4.3mm?
> 
> I am not sure how to reconcile the 10% margin with the clear aperture and
> subtrate size listed.  i.e. 73.4*1.1= 80.74mm and 82*.9=73.8mm
> Since the clear aperture is specified I could omit:
> (10% margin all around clear aperture)
> 
> 
> Doug
From - Tue Oct 03 20:57:53 2000
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <39DAAAC1.C229622C@mtwilson.edu>
Date: Tue, 03 Oct 2000 20:57:53 -0700
From: Chris Shelton <shelton@mtwilson.edu>
X-Mailer: Mozilla 4.73 [en] (Win98; U)
X-Accept-Language: en
MIME-Version: 1.0
To: Douglas Toomey <toomey@ifa.hawaii.edu>
Subject: Re: WFS mirror specs
References: <39DA45C6.8E6F4A6A@mtwilson.edu> <03c901c02d86$105ef4e0$d6a8ab80@ifa.hawaii.edu> <39DA6200.9CBCED48@mtwilson.edu> <03d501c02d96$1d0b5480$d6a8ab80@ifa.hawaii.edu>
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Depends on the holder.  The glass will clear ok.
Should we talk about this?  I'm at 626 440 9016, observing hours,
or I can call you tomorrow when I get up, let MW pay for it.  Chris

Douglas Toomey wrote:
> 
> HI,
> 
> What I am concerned about is that i am not sure how close
> the clear aperture needs to be to the close edge to work in our
> design.  If they center the clear aperture in the substrate will it
> fit without vignetting?
> 
> Doug
> 
> ----- Original Message -----
> From: Chris Shelton <shelton@mtwilson.edu>
> To: Douglas Toomey <toomey@ifa.hawaii.edu>
> Sent: Tuesday, October 03, 2000 12:47 PM
> Subject: Re: WFS mirror specs
> 
> > Hey, it's better than mil specs.
> >
> > The intent was, 10% margin each side, total size increase 20%.  I don't
> > know a really good way to word it, but it is only on the one side where
> > there is a small clearance with the return rays that the margin has to be
> > tightly controlled.  The other three sides are not critical, and the
> margin
> > can be increased on these if it makes the vendor happy.  This would make
> the
> > part a little bigger, but might make for a lower quote.  It is the sort of
> > thing you talk about with the vendor to get the concept straight, then
> > write up in some cleaner language that both sides have agreed to.  Lemme
> > know if you want any help on this, in calls, language, whatever.
> >
> > Chris
> >
> > Douglas Toomey wrote:
> > >
> > > Hi,
> > >
> > > In the WFS mirror specs for mirror1 one you said:
> > >
> > > "Mirror 1
> > > WFS Fold mirror
> > > Flat
> > > Rectangular
> > >   58 x 82 mm minimum (10% margin all around clear aperture)
> > >   14 mm thick, min.
> > >   51.6 x 73.4 mm clear aperture centered on substrate
> > >   1/20 wave PV surface accuracy at 633 nm over the clear aperture.
> > > The clearance between this part and the rays returning from
> > > the collimating mirror is tight, so attention should be given to
> > > having a small polishing margin on one of the long sides.
> > > The vendor may want to make this size part of silica or zerodur
> > > in order to meet the flatness spec."
> > >
> > > Well that is more or less what you said.
> > >
> > > Does this mean that we need the clear aperture to be closer to the one
> edge
> > > than the (82-73.4)/2=4.3mm?
> > >
> > > I am not sure how to reconcile the 10% margin with the clear aperture
> and
> > > subtrate size listed.  i.e. 73.4*1.1= 80.74mm and 82*.9=73.8mm
> > > Since the clear aperture is specified I could omit:
> > > (10% margin all around clear aperture)
> > >
> > >
> > > Doug
> >
From - Tue Oct 03 15:06:51 2000
Return-Path: <toomey@ifa.hawaii.edu>
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by abraham.mtwilson.edu (8.9.3/8.9.3) with ESMTP id OAA23028
	for <shelton@mtwilson.edu>; Tue, 3 Oct 2000 14:41:36 -0700
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.168.201])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id MAA06332
	for <shelton@mtwilson.edu>; Tue, 3 Oct 2000 12:03:07 -1000 (HST)
Received: from Mana (mana [128.171.168.214])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id MAA01906
	for <shelton@mtwilson.edu>; Tue, 3 Oct 2000 12:03:07 -1000 (HST)
Message-ID: <03c901c02d86$105ef4e0$d6a8ab80@ifa.hawaii.edu>
From: "Douglas Toomey" <toomey@ifa.hawaii.edu>
To: "Chris Shelton" <shelton@mtwilson.edu>
References: <39DA45C6.8E6F4A6A@mtwilson.edu>
Subject: WFS mirror specs
Date: Tue, 3 Oct 2000 12:05:38 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2615.200
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2615.200
Status:   
X-Mozilla-Status: 8003
X-Mozilla-Status2: 00000000
X-UIDL: 39d25a0d00000040

Hi,

In the WFS mirror specs for mirror1 one you said:

"Mirror 1
WFS Fold mirror
Flat 
Rectangular
  58 x 82 mm minimum (10% margin all around clear aperture)
  14 mm thick, min.
  51.6 x 73.4 mm clear aperture centered on substrate
  1/20 wave PV surface accuracy at 633 nm over the clear aperture.
The clearance between this part and the rays returning from
the collimating mirror is tight, so attention should be given to
having a small polishing margin on one of the long sides.
The vendor may want to make this size part of silica or zerodur
in order to meet the flatness spec."

Well that is more or less what you said.

Does this mean that we need the clear aperture to be closer to the one edge
than the (82-73.4)/2=4.3mm?

I am not sure how to reconcile the 10% margin with the clear aperture and 
subtrate size listed.  i.e. 73.4*1.1= 80.74mm and 82*.9=73.8mm
Since the clear aperture is specified I could omit:
(10% margin all around clear aperture)
  

Doug



From - Tue Oct 03 17:01:50 2000
Return-Path: <toomey@ifa.hawaii.edu>
Received: from hale.IfA.Hawaii.Edu (hale.IFA.Hawaii.Edu [128.171.2.6])
	by abraham.mtwilson.edu (8.9.3/8.9.3) with ESMTP id QAA23184
	for <shelton@mtwilson.edu>; Tue, 3 Oct 2000 16:36:31 -0700
Received: from duke.ifa.hawaii.edu (duke.IfA.Hawaii.Edu [128.171.168.201])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id NAA07442
	for <shelton@mtwilson.edu>; Tue, 3 Oct 2000 13:58:01 -1000 (HST)
Received: from Mana (mana [128.171.168.214])
	by duke.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id NAA03293
	for <shelton@mtwilson.edu>; Tue, 3 Oct 2000 13:58:00 -1000 (HST)
Message-ID: <03d501c02d96$1d0b5480$d6a8ab80@ifa.hawaii.edu>
From: "Douglas Toomey" <toomey@ifa.hawaii.edu>
To: "Chris Shelton" <shelton@mtwilson.edu>
References: <39DA45C6.8E6F4A6A@mtwilson.edu> <03c901c02d86$105ef4e0$d6a8ab80@ifa.hawaii.edu> <39DA6200.9CBCED48@mtwilson.edu>
Subject: Re: WFS mirror specs
Date: Tue, 3 Oct 2000 14:00:31 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2615.200
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2615.200
Status:   
X-Mozilla-Status: 8013
X-Mozilla-Status2: 00000000
X-UIDL: 39d25a0d00000042

HI,

What I am concerned about is that i am not sure how close
the clear aperture needs to be to the close edge to work in our
design.  If they center the clear aperture in the substrate will it
fit without vignetting?

Doug



----- Original Message -----
From: Chris Shelton <shelton@mtwilson.edu>
To: Douglas Toomey <toomey@ifa.hawaii.edu>
Sent: Tuesday, October 03, 2000 12:47 PM
Subject: Re: WFS mirror specs


> Hey, it's better than mil specs.
>
> The intent was, 10% margin each side, total size increase 20%.  I don't
> know a really good way to word it, but it is only on the one side where
> there is a small clearance with the return rays that the margin has to be
> tightly controlled.  The other three sides are not critical, and the
margin
> can be increased on these if it makes the vendor happy.  This would make
the
> part a little bigger, but might make for a lower quote.  It is the sort of
> thing you talk about with the vendor to get the concept straight, then
> write up in some cleaner language that both sides have agreed to.  Lemme
> know if you want any help on this, in calls, language, whatever.
>
> Chris
>
> Douglas Toomey wrote:
> >
> > Hi,
> >
> > In the WFS mirror specs for mirror1 one you said:
> >
> > "Mirror 1
> > WFS Fold mirror
> > Flat
> > Rectangular
> >   58 x 82 mm minimum (10% margin all around clear aperture)
> >   14 mm thick, min.
> >   51.6 x 73.4 mm clear aperture centered on substrate
> >   1/20 wave PV surface accuracy at 633 nm over the clear aperture.
> > The clearance between this part and the rays returning from
> > the collimating mirror is tight, so attention should be given to
> > having a small polishing margin on one of the long sides.
> > The vendor may want to make this size part of silica or zerodur
> > in order to meet the flatness spec."
> >
> > Well that is more or less what you said.
> >
> > Does this mean that we need the clear aperture to be closer to the one
edge
> > than the (82-73.4)/2=4.3mm?
> >
> > I am not sure how to reconcile the 10% margin with the clear aperture
and
> > subtrate size listed.  i.e. 73.4*1.1= 80.74mm and 82*.9=73.8mm
> > Since the clear aperture is specified I could omit:
> > (10% margin all around clear aperture)
> >
> >
> > Doug
>

From - Wed Dec 20 14:10:14 2000
Return-Path: <vern@ifa.hawaii.edu>
Received: from hale.IfA.Hawaii.Edu (hale.IfA.Hawaii.Edu [128.171.2.6])
	by abraham.mtwilson.edu (8.9.3/8.9.3) with ESMTP id NAA14434
	for <shelton@mtwilson.edu>; Tue, 19 Dec 2000 13:51:50 -0800
Received: from galileo.ifa.hawaii.edu (galileo.IfA.Hawaii.Edu [128.171.160.7])
	by hale.IfA.Hawaii.Edu (8.9.3+Sun/8.9.1) with ESMTP id LAA11377;
	Tue, 19 Dec 2000 11:03:51 -1000 (HST)
Received: from boris.ifa.hawaii.edu (boris [128.171.162.69])
	by galileo.ifa.hawaii.edu (8.9.0/8.9.0) with SMTP id LAA16649;
	Tue, 19 Dec 2000 11:03:51 -1000 (HST)
Message-ID: <000e01c069ff$74b6fc20$45a2ab80@ifa.hawaii.edu>
From: "Vern Stahlberger" <vern@ifa.hawaii.edu>
To: "Douglas Toomey" <toomey@ifa.hawaii.edu>,
        "Greg Ching" <gching@ifa.hawaii.edu>,
        "Dan O'Connor" <doc@ifa.hawaii.edu>,
        "Peter Onaka" <onaka@ifa.hawaii.edu>,
        "Darryl Watanabe" <watanabe@ifa.hawaii.edu>,
        "John Sender" <sender@ifa.hawaii.edu>,
        "Doug Neill" <neill@ifa.hawaii.edu>,
        "Vern Stahlberger" <stahlberger@ifa.hawaii.edu>
Cc: "Chris Shelton" <shelton@mtwilson.edu>
References: <02cd01c069fb$63614240$d6a8ab80@ifa.hawaii.edu>
Subject: Re: Request for quote on a steering mirror
Date: Tue, 19 Dec 2000 11:05:45 -1000
MIME-Version: 1.0
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: 7bit
X-Priority: 3
X-MSMail-Priority: Normal
X-Mailer: Microsoft Outlook Express 5.00.2314.1300
X-MimeOLE: Produced By Microsoft MimeOLE V5.00.2314.1300
Status:   
X-Mozilla-Status: 8011
X-Mozilla-Status2: 00000000
X-UIDL: 39d25a0d00000228

Great, we are making progress.

The only thing I can think of is to have them include certificates of
performance
of any test results. It would be time-consuming for us do these tests, to
say the least.

What about warranty on the miscell. parts (both mechanical and electronics)?

Vern

----- Original Message -----
From: Douglas Toomey <toomey@ifa.hawaii.edu>
To: Greg Ching <gching@ifa.hawaii.edu>; Dan O'Connor <doc@ifa.hawaii.edu>;
Peter Onaka <onaka@ifa.hawaii.edu>; Darryl Watanabe
<watanabe@ifa.hawaii.edu>; John Sender <sender@ifa.hawaii.edu>; Doug Neill
<neill@ifa.hawaii.edu>; Vern Stahlberger <stahlberger@ifa.hawaii.edu>
Cc: Chris Shelton <shelton@mtwilson.edu>
Sent: Tuesday, December 19, 2000 10:36 AM
Subject: Fw: Request for quote on a steering mirror


> Hi,
>
> Here is the response I got from Ball about the mirror. The
> list of specs I sent him is followed by his answer.  This looks
> good to me.  Is there anything I am missing?
>
> Doug
>
>
> ----- Original Message -----
> From: Berta, Albert <aberta@ball.com>
> To: 'Douglas Toomey' <toomey@IfA.Hawaii.Edu>
> Sent: Monday, December 18, 2000 11:48 AM
> Subject: RE: Request for quote on a steering mirror
>
>
>
> -----Original Message-----
> From: Douglas Toomey [SMTP:toomey@IfA.Hawaii.Edu]
> Sent: Tuesday, December 12, 2000 6:34 PM
> To: aberta@ball.com
> Subject: Request for quote on a steering mirror
> Doug,  Here is some of the technical information you requested.
>
> Flat mirror
> Clear aperture 20mm diameter - yes
> Nominal size 25.4 mm diameter  - yes
> Mirror substrate - zerodur or pyrex(or equivalent)  - yes
> 1/20th wave PV surface accuracy at 633 nm over the clear aperture - yes
> Total tip and tilt needed +/- 1.25 degrees (+/- 0.022 radians) - yes
> Resolution 2.0 microradians - yes
> Backlash <2.0 microradians  - yes
> Hysterisis <2.0 microradians
> Maximum slew rate 11.2 arcseconds/sec (54.3 microradians/sec)   - yes
> Update rate for 2.0 microradian correction steps is 27
corrections/sec -yes
> DC stability - <2.0 microradians/hr - only as good as Kaman DIT's
> Flexure - must maintain an angular error of <2.17 when
>                 the whole assembly is tilted at any angle.  - yes
> Operating Temperature 0-40 C  - yes
> Operating altitude - sea level to 14,000 feet  - yes
> Analog control of angle via two 0-10 volt inputs  -10 to +10 = -1.25 deg
> to +1.25 deg
> Cabling - 20 feet between mirror and control box.  - yes
> Please include all control electronics in the quote -  yes
> please include details for analog input(differential?)   yes
(differential)
> Also please quote:
> Power dissipation at center position and max angle - 1.5 W @ PWB, 0.5 W
>          into mirror base (not substrate)
> Are any electronics required to be close to the mirror?  Kaman DIT
>         electronics  (~ 1 W inside base)
> Delivery time  30 days
> Overall size and mounting details of the mirror  see users manual, sent
> by Al Berta
> Size of the electronics  4" X 5" X 1.5"
> Temperature stability  Kaman DIT 5200-15N specs.  will send
> Linearity  Kaman DIT 5200-15N specs.   will send
> Estimated shipping  30 days from receipt of order
>
> The total cost of the mirror complete with electronics, users manual and
> cabling is $ 20,700.  When would you anticipate placing an order?
>
>
>
>
From - Tue Jan 16 13:27:12 2001
X-Mozilla-Status: 0001
X-Mozilla-Status2: 00000000
Message-ID: <3A64D8BC.7F089559@verizon.net>
Date: Tue, 16 Jan 2001 13:26:52 -1000
From: Chris Shelton <chris.shelton@verizon.net>
Reply-To: shelton@mtwilson.edu
X-Mailer: Mozilla 4.76 [en] (WinNT; U)
X-Accept-Language: en
MIME-Version: 1.0
To: Doug Toomey <toomey@ifa.hawaii.edu>
CC: Vern Stahlberger <vern@galileo.ifa.hawaii.edu>,
 	graves@ifa.hawaii.edu, northcott@ifa.hawaii.edu,
 	doc@ifa.hawaii.edu
Subject: Re: IRTF WFS 2000 Sep 1
References: <Pine.SOL.3.96.1000503103659.7633n-100000@galileo> <39B07AF5.26C0F843@mtwilson.edu> <39C6835E.470A0BAA@mtwilson.edu>
Content-Type: multipart/mixed;
 boundary="------------26919901719A7C0979149593"

This is a multi-part message in MIME format.
--------------26919901719A7C0979149593
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Doug,

Yes, there is a mistake in the email describing the optics for the IRTF
WFS.  The zemax and igs files are fine.  Part 2, the WFS Collimating Mirror,
does not really have the same radius of curvature as the Camera Mirror;
the correct radius is -1035 mm (concave).  As near as I can tell, the rest
of the text is ok.

Here are some new numbers, for baffle sizes.  The first three are my
readings on the baffles inside the dewar between the window and the
dichroic -- this is just a cross check.
  Surface 17  53.6 mm square
          18  69.8 mm diameter
          19  69.6 mm diameter

These baffles are in the WFS:

  Baffle 1, on the steering mirror face:  14 mm diameter.  This is the
pupil stop for the WFS.  If it isn't there, the WFS will see past the
secondary to the sky.

  Baffle 2, 300 mm downstream from the steering mirror: 18 mm diameter.
This baffle catches the rest of the field outside the region that you
have steered to.  If you do "visible science", this baffle should be 
resized to accommodate the size of your visible science field.

If you put the splitter for the visible science field just before the
membrane mirror, as we talked about today, the visible science field
will always be centered on the guide object, and not steer with the
IR field.

Besides the baffles just mentioned, there is also a field stop assembly 
just before the membrane mirror that provides the adjustable field stop 
for the AO.

You mentioned on the phone that you were looking for the zemax
file for the AO relay.  I've attached relay2000sep1a.zip, which
contains relay2000sep1a.zmx.

Regards,
Chris S

Chris Shelton wrote:
> 
> Doug,
> 
> Here is the final optical design package for the wavefront sensor (WFS)
> for the IRTF telescope.
> 
> The zemax and iges files have not changed since September 1, but I am
> attaching them anyway to provide a complete documentation package in
> one place.  They are:
> 
>   wfs2000sep1.igs.gz
>   wfs2000sep1c.zmx.gz
> 
> In this final version, all mirrors are flat or concave spheres.
> 
> The design successfully matches the astigmatism of the WFS to that of the
> science instrument closely enough to get high strehl ratios with all
> spherical optics.  For this to work, the astigmatism direction as well
> as magnitude is matched.  Cancellation is perfect at a dichroic thickness
> of 11.4 mm, giving an effective on-axis strehl of 0.999.  With the design
> thickness of CaF2 of 6.5 mm, the on-axis strehl is still 0.97, with no
> software offsets.  This is at 0.85 micron.
> 
> The off-axis strehl ratio, at the four corners of the 80 arcsecond square
> field, is 0.95, 0.81, 0.78, 0.80, for 0.85 microns and a 6.5 mm dichroic.
> 
> The prescription for the clear aperture of the mirrors was chosen to give
> an instantaneous field of view of the WFS of 8.1 arcsec diameter,
> steerable over a square field 80 arcseconds on an edge.
> 
> The surface flatness spec allows a combined strehl degradation of 10% at
> 633 nm from the four mirrors before the membrane mirror.  This not
> unnecessarily tight, as the bulk of the non-common-path OPD error budget
> will need to go to the dewar optics.
> 
> All the sizes given are minimum sizes to give 80% clear aperture.
> A larger part can of course be used if it fits and is a catalog item.
> 
> The thicknesses are for a 6:1 thickness to width ratio.
> 
>   ***  Prescriptions for the optics ***
> 
> All parts are mirrors, with
>   Pyrex or equivalent substrates,
>   Enhanced aluminum coating,
>   To be used over 0.5-1.0 micron,
>   60-40 scratch-dig.
> 
> 1. WFS Fold mirror
>   Flat, rectangular,
>   58 x 82 mm minimum (10% margin all around clear aperture),
>   14 mm thick, min.,
>   51.6 x 73.4 mm clear aperture,
>   1/20 wave PV surface accuracy at 633 nm over the clear aperture.
> The clearance between this part and the rays returning from
> the collimating mirror is tight, so attention should be given to
> having a small polishing margin on one of the long sides.
> The vendor may want to make this size part of silica or zerodur
> in order to meet the flatness spec.
> 
> 2. WFS Collimating mirror
>   Concave sphere, round,
>   1620 mm radius of curvature +/- 0.5%, 
[This is a typo, the correct radius is -1034.56 mm]
>   4.00 inch diameter,
>   17 mm center thickness, min.,
>   80% clear aperture,
>   1/20 wave PV surface accuracy at 633 nm over the clear aperture.
> The vendor may want to make this size part of silica or zerodur
> in order to meet the flatness spec.
> 
> 3. WFS Steering mirror
>   Flat, round,
>   1.0 inch diameter,
>   5 mm thick, min.,
>   55% clear aperture (only central 14 mm diam. is used),
>   1/20 wave PV surface accuracy at 633 nm over the clear aperture.
> 
> 4. WFS Camera mirror
>   Concave sphere, round,
>   1620 mm radius of curvature +/- 0.5%,
>   1.0 inch diameter
>   5 mm center thickness, min.,
>   80% clear aperture,
>   1/20 wave PV surface accuracy at 633 nm over the clear aperture.
> 
> 5. WFS Lenslet mirror 1
>   Concave sphere, round,
>   3119 mm radius of curvature +/- 1%,
>   1.0 inch diameter,
>   5 mm center thickness, min.,
>   80% clear aperture,
>   1/4 wave PV surface accuracy at 633 nm over the clear aperture.
> 
> 6. WFS Lenslet mirror 2
>   Concave sphere, round,
>   4990 mm radius of curvature +/- 1%,
>   1.0 inch diameter,
>   5 mm center thickness, min.,
>   80% clear aperture,
>   1/4 wave PV surface accuracy at 633 nm over the clear aperture.
> 
> 
> 
> This should finish Phase II of the IRTF AO optical design.  Please
> let me know if there is anything else needed, or if we can declare
> victory for this round and move on.
> 
> Regards,
> 
> Chris S
> 
>   ------------------------------------------------------------------------------
>                           Name: wfs2000sep1c.zmx.gz
>    wfs2000sep1c.zmx.gz    Type: application/x-gzip
>                       Encoding: base64
> 
>                          Name: wfs2000sep1.igs.gz
>    wfs2000sep1.igs.gz    Type: application/x-gzip
>                      Encoding: base64
--------------26919901719A7C0979149593
Content-Type: application/x-zip-compressed;
 name="relay2000sep1a.zip"
Content-Transfer-Encoding: base64
Content-Disposition: inline;
 filename="relay2000sep1a.zip"
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--------------26919901719A7C0979149593--

