%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
How_To_Draw_With_Shapes_Animals1_US_Letter
Adobe Illustrator 24.1 (Macintosh)
2020-03-30T19:38:16-04:00
2020-03-30T19:38:16-04:00
2020-03-30T19:38:16-04:00
192
256
JPEG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uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
xmp.did:5a25c5a0-1345-4965-a903-c949907c160e
uuid:d6218c8f-08e1-3e40-af70-12b66979bff6
proof:pdf
uuid:4326fad4-da27-3d4e-abf7-d2678954d67b
xmp.did:58601146-a502-4868-bbb9-025e39f21064
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
proof:pdf
saved
xmp.iid:b15e63fa-1995-4b0a-b9c0-d05b757ed763
2018-09-19T10:56:09-04:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:5a25c5a0-1345-4965-a903-c949907c160e
2020-03-30T19:38:11-04:00
Adobe Illustrator 24.1 (Macintosh)
/
Basic RGB
Adobe Illustrator
1
False
False
8.500000
11.000000
Inches
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
74.972100
67.919400
67.049700
90.145700
RGB Red
CMYK
PROCESS
0.000000
99.328600
100.000000
0.000000
RGB Yellow
CMYK
PROCESS
6.183000
0.000000
96.548400
0.000000
RGB Green
CMYK
PROCESS
62.658100
0.000000
100.000000
0.000000
RGB Cyan
CMYK
PROCESS
51.809000
0.000000
12.567300
0.000000
RGB Blue
CMYK
PROCESS
88.384800
76.852100
0.000000
0.000000
RGB Magenta
CMYK
PROCESS
27.106100
81.603700
0.000000
0.000000
R=193 G=39 B=45
CMYK
PROCESS
16.891700
97.961400
92.785500
6.729200
R=237 G=28 B=36
CMYK
PROCESS
0.296000
99.276700
97.207600
0.088500
R=241 G=90 B=36
CMYK
PROCESS
0.000000
79.913000
96.704000
0.012200
R=247 G=147 B=30
CMYK
PROCESS
0.021400
50.087700
98.608400
0.000000
R=251 G=176 B=59
CMYK
PROCESS
0.000000
34.851600
87.261800
0.000000
R=252 G=238 B=33
CMYK
PROCESS
4.547200
0.000000
93.218900
0.000000
R=217 G=224 B=33
CMYK
PROCESS
18.875400
0.000000
98.425300
0.000000
R=140 G=198 B=63
CMYK
PROCESS
50.032800
0.161700
99.304200
0.000000
R=57 G=181 B=74
CMYK
PROCESS
74.663900
0.000000
99.768100
0.009200
R=0 G=146 B=69
CMYK
PROCESS
86.407300
17.633300
100.000000
3.823900
R=0 G=104 B=55
CMYK
PROCESS
90.328800
33.408100
98.858600
26.044100
R=34 G=181 B=115
CMYK
PROCESS
76.229500
0.000000
74.920300
0.000000
R=0 G=169 B=157
CMYK
PROCESS
78.408500
9.073000
45.722100
0.027500
R=41 G=171 B=226
CMYK
PROCESS
69.720000
14.786000
0.000000
0.000000
R=0 G=113 B=188
CMYK
PROCESS
87.487600
52.660400
0.000000
0.000000
R=46 G=49 B=146
CMYK
PROCESS
99.197400
96.453800
3.418000
0.491300
R=27 G=20 B=100
CMYK
PROCESS
100.000000
100.000000
26.172300
24.441900
R=102 G=45 B=145
CMYK
PROCESS
74.554000
98.455800
0.982700
0.228900
R=147 G=39 B=143
CMYK
PROCESS
49.448400
99.258400
1.321400
0.106800
R=158 G=0 B=93
CMYK
PROCESS
34.848600
100.000000
37.164900
10.803400
R=212 G=20 B=90
CMYK
PROCESS
11.926500
100.000000
49.256100
0.878900
R=237 G=30 B=121
CMYK
PROCESS
0.000000
97.082500
20.383000
0.000000
R=199 G=178 B=153
CMYK
PROCESS
22.882400
27.399100
39.954200
0.000000
R=153 G=134 B=117
CMYK
PROCESS
39.859600
42.893100
52.553600
6.805500
R=115 G=99 B=87
CMYK
PROCESS
50.441700
53.072400
60.970500
23.602700
R=83 G=71 B=65
CMYK
PROCESS
57.607400
60.415000
63.701800
41.919600
R=198 G=156 B=109
CMYK
PROCESS
22.659600
38.376400
63.650000
1.181000
R=166 G=124 B=82
CMYK
PROCESS
31.540400
49.149300
74.108500
9.897000
R=140 G=98 B=57
CMYK
PROCESS
36.243200
57.430400
83.996300
22.613900
R=117 G=76 B=36
CMYK
PROCESS
39.163800
64.052800
93.292100
35.577900
R=96 G=56 B=19
CMYK
PROCESS
41.574700
70.016000
97.061100
49.149300
R=66 G=33 B=11
CMYK
PROCESS
47.708900
73.470700
83.718600
68.142200
C=0 M=71 Y=40 K=0
CMYK
PROCESS
0.000000
71.306900
40.387600
0.000000
C=21 M=16 Y=17 K=0
CMYK
PROCESS
20.541700
15.930400
17.019900
0.000000
C=77 M=70 Y=57 K=66
CMYK
PROCESS
76.836800
69.631500
57.366300
66.338600
C=83 M=76 Y=59 K=79
CMYK
PROCESS
82.812500
76.171900
59.375000
79.296900
C=80 M=65 Y=60 K=66
CMYK
PROCESS
79.800000
65.400000
60.400000
66.100000
C=85 M=50 Y=88 K=67
CMYK
PROCESS
85.156300
50.000000
87.500000
67.187500
C=82 M=39 Y=1 K=0
CMYK
PROCESS
82.031000
39.139400
1.095600
0.000000
PANTONE 161 C
PROCESS
100.000000
CMYK
42.301100
72.393399
99.630702
54.726499
PANTONE 406 C
PROCESS
100.000000
CMYK
22.943500
23.791900
25.445899
0.000000
PANTONE 407 C
PROCESS
100.000000
CMYK
32.596299
32.205701
34.100899
0.070200
PANTONE 408 C
PROCESS
100.000000
CMYK
42.392600
42.795500
43.930700
4.885900
Cold
1
C=56 M=0 Y=20 K=0
CMYK
PROCESS
55.809900
0.000000
19.995400
0.000000
C=51 M=43 Y=0 K=0
CMYK
PROCESS
51.107000
43.094500
0.000000
0.000000
C=26 M=41 Y=0 K=0
CMYK
PROCESS
26.425600
41.297000
0.000000
0.000000
Grays
1
R=0 G=0 B=0
CMYK
PROCESS
74.972100
67.919400
67.049700
90.145700
R=26 G=26 B=26
CMYK
PROCESS
72.607000
66.668200
65.243000
78.234500
R=51 G=51 B=51
CMYK
PROCESS
69.433100
63.234900
62.102700
58.355100
R=77 G=77 B=77
CMYK
PROCESS
65.395600
58.022400
56.820000
36.655200
R=102 G=102 B=102
CMYK
PROCESS
59.771100
51.180300
50.771300
20.129700
R=128 G=128 B=128
CMYK
PROCESS
51.619700
43.204400
43.204400
7.547100
R=153 G=153 B=153
CMYK
PROCESS
42.615400
34.744800
35.318500
0.985700
R=179 G=179 B=179
CMYK
PROCESS
30.695000
24.188600
24.777600
0.000000
R=204 G=204 B=204
CMYK
PROCESS
19.467500
15.017900
15.637400
0.000000
R=230 G=230 B=230
CMYK
PROCESS
8.499300
6.103600
6.628500
0.000000
R=242 G=242 B=242
CMYK
PROCESS
3.707900
2.462800
2.462800
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Properties<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>stream
HWlG
Sv.C@,(
DRޞr3w tO.e_t|t_O_
|?>H֏ȩsؑ>?n?r§6۔=vhV/G)
K|,yiϸa[7(0ɶY*v˟hhiv4YXfC_a~:*W1rjGG2{v{'?p'?}ww%1ǫ@X1^C*|u±Gq}e% AGs|J֎?R[QM,JC1J@JķtzJk4lЪYvS)
Y)7jYJ& h6ݒ