our-networks-logo-2018.eps

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%%LanguageLevel: 2
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%%Copyright: Copyright 2000-2004 Apple Computer Incorporated.
%%Copyright: All Rights Reserved.
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counttomark 2 idiv
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% currentdict on stack
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	    /DataDict currentdict
	    /MaskDict
	    <<  /ImageType 1
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		currentdict/Interpolate known
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	    >>
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exch
{imagemask}{image}ifelse	
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    /t_i t_i 1 add store
}bd
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        % x y
	t_array t_i 2 copy 1 add get 3 1 roll get 
	4 -1 roll add 3 1 roll add moveto
	/t_i t_i 2 add store
}bd
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	t_c cply sop
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% default sop is stroke
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L3? dup dup{save exch}if

% languagelevel2 ONLY code goes here

/Range 0 def
/DataSource 0 def
/val 0 def
/nRange 0 def
/mulRange 0 def
/d0 0 def
/r0 0 def
/di 0 def
/ri 0 def
/a0 0 def
/a1 0 def
/r1 0 def
/r2 0 def
/dx 0 def
/Nsteps 0 def
/sh3tp 0 def
/ymax 0 def
/ymin 0 def
/xmax 0 def
/xmin 0 def

/setupFunEval % funDict -- 	% this calculates and sets up a function dict for evaulation.
{
    begin
	/nRange Range length 2 idiv store
	/mulRange   % precompute the range data needed to map a sample value from the table to a range value
		    % this data looks like [ range0mul range0min range1mul range1min ... rangeN-1mul rangeN-1min ]
	[ 
	    0 1 nRange 1 sub
	    { % index
		    2 mul/nDim2 xd		% 2*dimension# we are dealing with
		    Range nDim2 get		% ymin
		    Range nDim2 1 add get	% ymin ymax 
		    1 index sub			% ymin (ymax-ymin)
						% xmin = 0, xmax = 255 (2^bitspersample - 1)
		    255 div			% ymin (ymax-ymin)/(xmax - xmin)
		    exch			% (ymax-ymin)/(xmax - xmin) ymin
	    }for
	]store
    end
}bd

/FunEval % val1 fundict -> comp1 comp2 ... compN
{
    begin
	% the value passed in is the base index into the table
	nRange mul /val xd	% compute the actual index to the table
				% since there are nRange entries per base index
	0 1 nRange 1 sub
	{
	    dup 2 mul/nDim2 xd % dim
	    val	% base value to use to do our lookup
	    add DataSource exch get %  lookedupval
	    mulRange nDim2 get mul 	% lookedupval*(ymax-ymin)/(xmax-xmin)
	    mulRange nDim2 1 add get % lookedupval*(ymax-ymin)/(xmax-xmin) ymin
	    add % interpolated result
	}for	% comp1 comp2 ... compN
    end
}bd

/max % a b -> max(a, b)
{
	2 copy lt
	{exch pop}{pop}ifelse
}bd

/sh2
{	% emulation of shading type 2. Assumes shading dictionary is top dictionary on the dict stack
	/Coords load aload pop 	% x0 y0 x1 y1
	3 index 3 index translate	% origin is now at beginning point of shading
					% x0 y0 x1 y1
	3 -1 roll sub	% x0 x1 y1-y0
	3 1 roll exch 	% y1-y0 x1 x0
	sub				% y1-y0 x1-x0
	2 copy
	dup mul exch dup mul add sqrt	% length of segment between two points
	dup
	scale  
	atan	% atan (dy/dx)
	%dup (rotation angle = )print ==
	rotate		% now line between 0,0 and 1,0 is the line perpendicular to which the axial lines are drawn					
	
	/Function load setupFunEval	% may need to setup function dictionary by calling setupFunEval
	
	% this is now specific to axial shadings. Compute the maximum bounds to fill
	clippath {pathbbox}stopped {0 0 0 0}if newpath 	% x0 y0 x1 y1
	/ymax xs
	/xmax xs
	/ymin xs
	/xmin xs
	currentdict/Extend known
	{
		/Extend load 0 get
		{	
			0/Function load FunEval sc	% evaluate the function to get a color and set it
			xmin ymin xmin abs ymax ymin sub rectfill
		}if
	}if
	% paint the rects. The sampling frequency is that of our table
	/Nsteps/Function load/Size get 0 get 1 sub store
	/dx 1 Nsteps div store
	gsave
		/di ymax ymin sub store
		/Function load
		% loop Nsteps + 1 times, incrementing the index by 1 each time
		0 1 Nsteps
		{
			1 index FunEval sc
			0 ymin dx di rectfill
			dx 0 translate
		}for
		pop	% pop our function
	grestore	% origin is back to start point
	currentdict/Extend known
	{
		/Extend load 1 get
		{	
			Nsteps/Function load FunEval sc	% last element
			1 ymin xmax 1 sub abs ymax ymin sub rectfill
		}if
	}if
}bd

/shp	% this paints our shape for shading type 3
{	% x1 r1 x0 r0 -
	4 copy

	% fill interior arc
	dup 0 gt{
		0 exch a1 a0 arc
	}{
		pop 0 moveto
	}ifelse

	dup 0 gt{
		0 exch a0 a1 arcn
	}{
		pop 0 lineto
	}ifelse
	
	fill

	% fill exterior arc
	dup 0 gt{
		0 exch a0 a1 arc
	}{
		pop 0 moveto
	}ifelse

	dup 0 gt{
		0 exch a1 a0 arcn
	}{
		pop 0 lineto
	}ifelse
	
	fill
}bd

/calcmaxs
{	% calculate maximum distance vector from origin to corner points
	% of bbox
	xmin dup mul ymin dup mul add sqrt		% (xmin2 + ymin2)
	xmax dup mul ymin dup mul add sqrt		% (xmax2 + ymin2)
	xmin dup mul ymax dup mul add sqrt		% (xmin2 + ymax2)
	xmax dup mul ymax dup mul add sqrt		% (xmax2 + ymax2)
	max max max								% maximum value
}bd

/sh3
{	% emulation of shading type 3. Assumes shading dictionary is top dictionary on the dict stack
	/Coords load aload pop 	% x0 y0 r1 x1 y1 r2
	5 index 5 index translate	% origin is now at first circle origin
	3 -1 roll 6 -1 roll sub		% y0 r1 y1 r2 dx
	3 -1 roll 5 -1 roll sub		% r1 r2 dx dy
	2 copy dup mul exch dup mul add sqrt
	/dx xs						% r1 r2 dx dy
	2 copy 0 ne exch 0 ne or
	{
		% r1 r2 dx dy
		exch atan rotate	% we are now rotated so dy is zero and positive values of dx move us as expected
	}{
		pop pop
	}ifelse
	% r1 r2		
	/r2 xs
	/r1 xs
	/Function load 
	dup/Size get 0 get 1 sub	% this is the size of our table minus 1
	/Nsteps xs		% at some point we should optimize this better so NSteps is based on needed steps for the device
	setupFunEval		% may need to setup function dictionary by calling setupFunEval
	% determine the case:
	% case 0: circle1 inside circle2
	% case 1: circle 2 inside circle 1
	% case 2: r1 = r2 
	% case 3: r1 != r2
	dx r2 add r1 lt{
		% circle 2 inside of circle 1
		0 
	}{
		dx r1 add r2 le
		{ % circle 1 inside of circle 2
			1
		}{ % circles don't contain each other
			r1 r2 eq
			{	% equal
				2
			}{ % r1 != r2
				3
			}ifelse		
		}ifelse
	}ifelse
	/sh3tp xs		% sh3tp has the number of our different cases
	clippath {pathbbox}stopped {0 0 0 0}if 
	newpath 	% x0 y0 x1 y1
	/ymax xs
	/xmax xs
	/ymin xs
	/xmin xs

	% Arc angle atan( sqrt((dx*dx + dy*dy) - dr*dr), dr)
	dx dup mul r2 r1 sub dup mul sub dup 0 gt
	{
		sqrt r2 r1 sub atan
		/a0 exch 180 exch sub store 
		/a1 a0 neg store 
	}{
		pop
		/a0 0 store
		/a1 360 store		
	}ifelse		

	currentdict/Extend known
	{
		/Extend load 0 get r1 0 gt and	% no need to extend if the radius of the first end is 0
		{	
			0/Function load FunEval sc	% evaluate the function to get a color and set it
			% case 0: circle1 inside circle2
			% case 1: circle 2 inside circle 1
			% case 2: circles don't contain each other and r1 == r2
			% case 3: circles don't contain each other and r1 != r2
			{ 
				{	% case 0
					dx 0 r1 360 0 arcn
					xmin ymin moveto
					xmax ymin lineto
					xmax ymax lineto
					xmin ymax lineto
					xmin ymin lineto
					eofill		% for the bigger radius we fill everything except our circle
				}
				{	% case 1
					r1 0 gt{0 0 r1 0 360 arc fill}if
				}
				{	% case 2
					% r1 == r2, extend 0
					% r3 = r, x3 = -(abs(minx) + r), x1 = 0
				
					% x(i+1) r(i+1) x(i) r(i) shp
					0 r1 xmin abs r1 add neg r1 shp
				}
				{	% case 3
					% no containment, r1 != r2
				
					r2 r1 gt{	% the endpoint we are drawing is that with a circle of zero radius
						% x(i+1) r(i+1) x(i) r(i) shp
						0 r1
						r1 neg r2 r1 sub div dx mul	% this is point of beginning circle
						0	% point of ending circle
						shp	% takes x(i+1) r(i+1) x(i) r(i)
					}{	% the first circle is the bigger of the two
						% we find a circle on our line which is outside the bbox in the
						% negative direction
						% x(i+1) r(i+1) x(i) r(i) shp
						0 r1 calcmaxs	% 0 r1 maxs
						dup
						% calculating xs: (-(maxs+r2)*x2)/(x2-(r1-r2))
						r2 add dx mul dx r1 r2 sub sub div
						neg				% maxs xs'
						exch 1 index	% xs' maxs xs'
						abs exch sub
						shp
					}ifelse
				} 
			}sh3tp get exec	% execute the extend at beginning proc for our shading type
		}if
	}if

	% now do the shading
	/d0 0 store
	/r0 r1 store
	/di dx Nsteps div store
	/ri r2 r1 sub Nsteps div store 
	/Function load 
	0 1 Nsteps
	{	% function t(i)
		1 index FunEval sc
		d0 di add r0 ri add d0 r0 shp
		{
		% fill interior arc
		d0 0 r0 a1 a0 arc
		d0 di add 0 r0 ri add a0 a1 arcn
		fill
		
		% fill exterior arc
		d0 0 r0 a0 a1 arc
		d0 di add 0 r0 ri add a1 a0 arcn
		fill
		}pop
		
		% advance to next
		/d0 d0 di add store
		/r0 r0 ri add store
	}for
	pop	% pop our function dict

	% handle Extend
	currentdict/Extend known
	{
		/Extend load 1 get r2 0 gt and	% no need to extend if the radius of the last end is 0
		{	
			Nsteps/Function load FunEval sc	% last element
			% case 0: circle1 inside circle2
			% case 1: circle 2 inside circle 1
			% case 2: circles don't contain each other and r1 == r2
			% case 3: circles don't contain each other and r1 != r2
			{ 
				{
					dx 0 r2 0 360 arc fill
				} 
				{
					dx 0 r2 360 0 arcn
					xmin ymin moveto
					xmax ymin lineto
					xmax ymax lineto
					xmin ymax lineto
					xmin ymin lineto
					eofill		% for the bigger radius we fill everything except our circle
				} 
				{	% r1 == r2, extend 1
					% r3 = r, x3 = (abs(xmax) + r), x1 = dx
					% x(i+1) r(i+1) x(i) r(i) shp
					xmax abs r1 add r1 dx r1 shp
				}	
				{	% no containment, r1 != r2
			
					r2 r1 gt{
						% we find a circle on our line which is outside the bbox in the
						% positive direction
						% x(i+1) r(i+1) x(i) r(i) shp
						calcmaxs dup	% maxs maxs
						% calculating xs: ((maxs+r1)*x2)/(x2-(r2-r1))
						r1 add dx mul dx r2 r1 sub sub div	% maxs xs
						exch 1 index	% xs maxs xs
						exch sub
						dx r2
						shp
					}{	% the endpoint we are drawing is that with a circle of zero radius
						% x(i+1) r(i+1) x(i) r(i) shp
						r1 neg r2 r1 sub div dx mul	% this is point of ending circle
						0		% radius of ending circle
						dx 		% point of starting circle
						r2		% radius of starting circle
						shp
					}ifelse
				}
			}			
			sh3tp get exec	% execute the extend at end proc for our shading type
		}if
	}if
}bd
/sh		% emulation of shfill operator for type 2 and type 3 shadings based on type 0 functions
{	% shadingDict --
	begin
		/ShadingType load dup dup 2 eq exch 3 eq or
		{	% shadingtype
			gsave
				newpath
				/ColorSpace load scs
				currentdict/BBox known
				{
					/BBox load aload pop	% llx lly urx ury
					2 index sub				% llx lly urx ury-lly
					3 index					% llx lly urx ury-lly llx
					3 -1 roll exch sub 
					exch rectclip
				}if
				2 eq
				{sh2}{sh3}ifelse
			grestore
		}{
			% shadingtype
			pop 
			(DEBUG: shading type unimplemented\n)print flush
		}ifelse
	end
}bd

% end of language level 2 ONLY code

{restore}if not dup{save exch}if
% languagelevel3 ONLY code goes here
	L3?{	% we do these loads conditionally or else they will fail on a level 2 printer
		/sh/shfill ld
		/csq/clipsave ld
		/csQ/cliprestore ld
	}if
{restore}if

%currentdict dup maxlength exch length sub (number of extra slots in md = )print == flush	% *** how many entries are free
end
setpacking
% count 0 ne { pstack(***extras on stack during prolog execution***\n)print flush}if	% *** BARK if anything is left on stack
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h
58.230034 6.0207329 m
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54.222557 6.6570649 54.858891 6.0207329 55.636627 6.0207329 c
58.230034 6.0207329 l
h
37.955082 81.666466 m
37.955082 82.445625 37.317337 83.080544 36.541012 83.080544 c
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37.317337 77.151337 37.955082 77.789085 37.955082 78.565414 c
37.955082 81.666466 l
h
1.4140711 0.092946894 m
0.63491791 0.092946894 0 0.72927892 0 1.5070181 c
0 87.594254 l
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1.4140711 0.092946894 l
h
316.9584 248.10689 m
316.9584 248.88603 316.32205 249.52095 315.54431 249.52095 c
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316.9584 248.10689 l
h
274.99582 166.53336 m
274.21808 166.53336 273.58176 167.17111 273.58176 167.94743 c
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274.99582 166.53336 l
h
146.84422 166.53336 m
146.06648 166.53336 145.43015 167.17111 145.43015 167.94743 c
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172.53931 167.17111 171.90297 166.53336 171.12523 166.53336 c
146.84422 166.53336 l
h
58.477497 196.17088 m
59.255238 196.17088 59.891567 196.80862 59.891567 197.58495 c
59.891567 224.39574 l
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54.47002 197.58495 l
54.47002 196.80862 55.107765 196.17088 55.88409 196.17088 c
58.477497 196.17088 l
h
42.211437 184.31813 m
42.989178 184.31813 43.625507 184.95447 43.625507 185.73221 c
43.625507 188.83043 l
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17.151268 231.73901 16.514936 231.10268 16.514936 230.32494 c
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21.300154 190.24451 21.937901 189.60959 21.937901 188.83043 c
21.937901 185.73221 l
21.937901 184.95447 22.574232 184.31813 23.351971 184.31813 c
42.211437 184.31813 l
h
23.351971 166.53336 m
22.574232 166.53336 21.937901 167.17111 21.937901 167.94743 c
21.937901 171.04707 l
21.937901 171.82623 21.300154 172.46115 20.523829 172.46115 c
12.50746 172.46115 l
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6.3067575 178.38893 5.6704254 179.02527 5.6704254 179.80301 c
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1.6629477 190.24451 l
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4.2563543 231.73901 l
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43.625507 167.17111 42.989178 166.53336 42.211437 166.53336 c
23.351971 166.53336 l
h
905.39581 274.78333 m
905.39581 274.00558 904.75946 273.36926 903.98175 273.36926 c
900.89197 273.36926 l
900.11426 273.36926 899.47791 274.00558 899.47791 274.78333 c
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899.47791 278.65222 900.11426 279.28998 900.89197 279.28998 c
903.98175 279.28998 l
904.75946 279.28998 905.39581 278.65222 905.39581 277.87592 c
905.39581 274.78333 l
h
897.02026 285 m
896.24396 285 895.6062 284.36368 895.6062 283.58594 c
895.6062 262.70291 l
895.6062 261.9252 894.96985 261.28885 894.19214 261.28885 c
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914.45154 213.86798 915.08783 214.50432 915.08783 215.28204 c
915.08783 283.58594 l
915.08783 284.36368 914.45154 285 913.67377 285 c
897.02026 285 l
h
811.85077 274.78333 m
811.85077 274.00558 811.21442 273.36926 810.43671 273.36926 c
807.34412 273.36926 l
806.56781 273.36926 805.93005 274.00558 805.93005 274.78333 c
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805.93005 278.65222 806.56781 279.28998 807.34412 279.28998 c
810.43671 279.28998 l
811.21442 279.28998 811.85077 278.65222 811.85077 277.87592 c
811.85077 274.78333 l
h
803.47382 285 m
802.69604 285 802.05975 284.36368 802.05975 283.58594 c
802.05975 262.70291 l
802.05975 261.9252 801.4248 261.28885 800.64569 261.28885 c
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802.05975 212.4539 l
802.05975 213.23164 802.69604 213.86798 803.47382 213.86798 c
820.12592 213.86798 l
820.90509 213.86798 821.53998 214.50432 821.53998 215.28204 c
821.53998 283.58594 l
821.53998 284.36368 820.90509 285 820.12592 285 c
803.47382 285 l
h
717.8999 274.78333 m
717.8999 274.00558 717.26355 273.36926 716.48578 273.36926 c
713.39606 273.36926 l
712.61688 273.36926 711.98199 274.00558 711.98199 274.78333 c
711.98199 277.87592 l
711.98199 278.65222 712.61688 279.28998 713.39606 279.28998 c
716.48578 279.28998 l
717.26355 279.28998 717.8999 278.65222 717.8999 277.87592 c
717.8999 274.78333 l
h
709.52435 285 m
708.74658 285 708.11029 284.36368 708.11029 283.58594 c
708.11029 262.70291 l
708.11029 261.9252 707.47394 261.28885 706.69617 261.28885 c
690.04266 261.28885 l
689.26495 261.28885 688.6286 260.65253 688.6286 259.87479 c
688.6286 238.99319 l
688.6286 238.21545 687.99371 237.57912 687.21454 237.57912 c
670.56525 237.57912 l
669.78754 237.57912 669.15118 236.94138 669.15118 236.16505 c
669.15118 167.86118 l
669.15118 167.08344 669.78754 166.4471 670.56525 166.4471 c
687.21454 166.4471 l
687.99371 166.4471 688.6286 167.08344 688.6286 167.86118 c
688.6286 188.74277 l
688.6286 189.52051 689.26495 190.15683 690.04266 190.15683 c
706.69617 190.15683 l
707.47394 190.15683 708.11029 190.79459 708.11029 191.57091 c
708.11029 212.4539 l
708.11029 213.23164 708.74658 213.86798 709.52435 213.86798 c
726.17645 213.86798 l
726.95557 213.86798 727.59052 214.50432 727.59052 215.28204 c
727.59052 283.58594 l
727.59052 284.36368 726.95557 285 726.17645 285 c
709.52435 285 l
h
623.95038 274.78333 m
623.95038 274.00558 623.31409 273.36926 622.53632 273.36926 c
619.44519 273.36926 l
618.66742 273.36926 618.03113 274.00558 618.03113 274.78333 c
618.03113 277.87592 l
618.03113 278.65222 618.66742 279.28998 619.44519 279.28998 c
622.53632 279.28998 l
623.31409 279.28998 623.95038 278.65222 623.95038 277.87592 c
623.95038 274.78333 l
h
615.57343 285 m
614.79572 285 614.15936 284.36368 614.15936 283.58594 c
614.15936 262.70291 l
614.15936 261.9252 613.52448 261.28885 612.7453 261.28885 c
596.0932 261.28885 l
595.31549 261.28885 594.67914 260.65253 594.67914 259.87479 c
594.67914 238.99319 l
594.67914 238.21545 594.04419 237.57912 593.26508 237.57912 c
576.61438 237.57912 l
575.83807 237.57912 575.20032 236.94138 575.20032 236.16505 c
575.20032 167.86118 l
575.20032 167.08344 575.83807 166.4471 576.61438 166.4471 c
593.26508 166.4471 l
594.04419 166.4471 594.67914 167.08344 594.67914 167.86118 c
594.67914 188.74277 l
594.67914 189.52051 595.31549 190.15683 596.0932 190.15683 c
612.7453 190.15683 l
613.52448 190.15683 614.15936 190.79459 614.15936 191.57091 c
614.15936 212.4539 l
614.15936 213.23164 614.79572 213.86798 615.57343 213.86798 c
632.22699 213.86798 l
633.0047 213.86798 633.64105 214.50432 633.64105 215.28204 c
633.64105 283.58594 l
633.64105 284.36368 633.0047 285 632.22699 285 c
615.57343 285 l
h
530.00092 274.78333 m
530.00092 274.00558 529.36316 273.36926 528.58685 273.36926 c
525.49573 273.36926 l
524.71655 273.36926 524.0816 274.00558 524.0816 274.78333 c
524.0816 277.87592 l
524.0816 278.65222 524.71655 279.28998 525.49573 279.28998 c
528.58685 279.28998 l
529.36316 279.28998 530.00092 278.65222 530.00092 277.87592 c
530.00092 274.78333 l
h
521.62537 285 m
520.84625 285 520.2113 284.36368 520.2113 283.58594 c
520.2113 262.70291 l
520.2113 261.9252 519.57355 261.28885 518.79724 261.28885 c
502.1423 261.28885 l
501.366 261.28885 500.72824 260.65253 500.72824 259.87479 c
500.72824 238.99319 l
500.72824 238.21545 500.09332 237.57912 499.31418 237.57912 c
482.66492 237.57912 l
481.88718 237.57912 481.25082 236.94138 481.25082 236.16505 c
481.25082 167.86118 l
481.25082 167.08344 481.88718 166.4471 482.66492 166.4471 c
499.31418 166.4471 l
500.09332 166.4471 500.72824 167.08344 500.72824 167.86118 c
500.72824 188.74277 l
500.72824 189.52051 501.366 190.15683 502.1423 190.15683 c
518.79724 190.15683 l
519.57355 190.15683 520.2113 190.79459 520.2113 191.57091 c
520.2113 212.4539 l
520.2113 213.23164 520.84625 213.86798 521.62537 213.86798 c
538.27747 213.86798 l
539.05524 213.86798 539.69159 214.50432 539.69159 215.28204 c
539.69159 283.58594 l
539.69159 284.36368 539.05524 285 538.27747 285 c
521.62537 285 l
h
434.03217 236.93289 m
434.03217 236.15515 433.39584 235.51883 432.6181 235.51883 c
430.20428 235.51883 l
429.42654 235.51883 428.79019 236.15515 428.79019 236.93289 c
428.79019 239.76952 l
428.79019 240.54726 429.42654 241.18359 430.20428 241.18359 c
432.6181 241.18359 l
433.39584 241.18359 434.03217 240.54726 434.03217 239.76952 c
434.03217 236.93289 l
h
427.81448 244.29596 m
427.03674 244.29596 426.40042 243.65822 426.40042 242.8819 c
426.40042 224.80865 l
426.40042 224.03232 427.03674 223.39458 427.81448 223.39458 c
444.32803 223.39458 l
445.10434 223.39458 445.7421 224.03232 445.7421 224.80865 c
445.7421 242.8819 l
445.7421 243.65822 445.10434 244.29596 444.32803 244.29596 c
427.81448 244.29596 l
h
434.03217 186.91013 m
434.03217 186.13239 433.39584 185.49606 432.6181 185.49606 c
430.20428 185.49606 l
429.42654 185.49606 428.79019 186.13239 428.79019 186.91013 c
428.79019 189.74675 l
428.79019 190.52449 429.42654 191.16083 430.20428 191.16083 c
432.6181 191.16083 l
433.39584 191.16083 434.03217 190.52449 434.03217 189.74675 c
434.03217 186.91013 l
h
427.81448 194.27319 m
427.03674 194.27319 426.40042 193.63545 426.40042 192.85913 c
426.40042 174.78589 l
426.40042 174.00955 427.03674 173.37181 427.81448 173.37181 c
444.32803 173.37181 l
445.10434 173.37181 445.7421 174.00955 445.7421 174.78589 c
445.7421 192.85913 l
445.7421 193.63545 445.10434 194.27319 444.32803 194.27319 c
427.81448 194.27319 l
h
W*
0 0 1000 285 rc
-5 290 m
1005 290 l
1005 -4.907053 l
-5 -4.907053 l
h
f
ep
end
%%Trailer
%%EOF