Free Access
%PDF-1.5
%
1 0 obj
<>/OCGs[64 0 R]>>/Pages 2 0 R/Type/Catalog>>
endobj
63 0 obj
<>stream
2013-03-04T15:32+02:00
matplotlib 1.1.0, http://matplotlib.sf.net
2014-08-29T14:58:59+01:00
2014-08-29T14:58:59+01:00
256
188
JPEG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matplotlib pdf backend
1
True
False
85.372222
61.730082
Millimeters
Cyan
Magenta
Yellow
Black
Groupe de nuances par défaut
0
application/pdf
proof:pdf
uuid:1f82b7f7-d5bf-4cfa-b446-c6eae5b1f176
uuid:c2b04fb7-6ba3-41e0-8f16-bdb822294c70
endstream
endobj
2 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Properties<>/XObject<>>>/Thumb 102 0 R/TrimBox[0.0 0.0 242.0 174.983]/Type/Page>>
endobj
66 0 obj
<>stream
HWM#WP/Y)=`4SbK3Rw+l8mʈto,R#~O\j\'+F]w8&鹮yZZauzNX