%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
תדרים
2019-09-15T13:27:46+03:00
2019-09-15T13:27:46+03:00
2019-09-15T13:27:46+03:00
Adobe Illustrator CC 23.0 (Windows)
196
256
JPEG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uuid:277999fb-cd8b-4fd1-9ae4-b1adfcd57134
xmp.did:25c04e3d-ab59-2943-b076-98dc1046bd36
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ecd62044-53e1-6e40-a5cd-ca0da52024ee
xmp.did:ecd62044-53e1-6e40-a5cd-ca0da52024ee
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:764086a2-8838-2641-8997-43a7db786ef7
2017-05-21T07:55:26+03:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:25c04e3d-ab59-2943-b076-98dc1046bd36
2019-09-15T13:27:43+03:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
False
True
1
297.000083
210.001556
Millimeters
SimplerPro_V3-Regular
SimplerPro_V3
Regular
Open Type
Version 1.000;PS 001.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
SimplerPro_V3-Regular.otf
SimplerPro_V3-Bold
SimplerPro_V3
Bold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
SimplerPro_V3-Bold.otf
SimplerPro_V3-Light
SimplerPro_V3
Light
Open Type
Version 1.000;PS 001.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
SimplerPro_V3-Light.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
R=0 G=186 B=255
PROCESS
100.000000
CMYK
63.814753
9.716945
0.000000
0.000000
R=189 G=8 B=28
PROCESS
100.000000
CMYK
17.621118
100.000000
100.000000
8.706798
R=41 G=171 B=226
PROCESS
100.000000
CMYK
69.719994
14.785992
0.000000
0.000000
R=232 G=92 B=237
PROCESS
100.000000
CMYK
25.873196
69.048595
0.000000
0.000000
R=140 G=36 B=255
PROCESS
100.000000
CMYK
64.672309
77.892727
0.000000
0.000000
R=0 G=0 B=0
PROCESS
100.000000
CMYK
74.972147
67.919427
67.049664
90.145719
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 31 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
25 0 obj
<>stream
HWn}߯'c4~(J(5{%ʲM3Pϩ]ʑF$LTT_w:V?5jWT V^٧z#ntvʨ7G12褥8H*Hj)h^T:̊fǒ6fD)ke۪HMokָ5>
cV4h ~.Z+%yDMLe
ۂi ^h㦧3,buiɠ6ݴƾNiFs6V'azGުb\-jtʇ>Hޞ"qt%f";wG-0x,xca0}+"w%$!ƦD5bkR[X-4,]uLgdݾr{Y+.Z"DM[Ԓ( B0ӏbmdTY