%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 8 0 R 9 0 R 10 0 R 62 0 R 63 0 R 64 0 R 65 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ΟΡΓΑΝΟΓΡΑΜΜΑ με χρώμα και περιγράμματα
2020-11-30T17:17:02+02:00
2020-11-30T17:17:02+02:00
2020-11-19T11:22:18+02:00
Adobe Illustrator CC 23.1 (Macintosh)
256
192
JPEG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uuid:cc562603-e701-7144-8f29-a8e22c6e229f
xmp.did:50640a19-8e88-45d2-87a3-3730d1ef58e5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:9a8ab166-f094-4d49-8a12-9d5843e04eba
xmp.did:9a8ab166-f094-4d49-8a12-9d5843e04eba
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:719eba10-b2c1-44ea-830e-64d6c4b0aeb5
2020-10-05T15:48:24+03:00
Adobe Illustrator CC 23.1 (Macintosh)
/
saved
xmp.iid:50640a19-8e88-45d2-87a3-3730d1ef58e5
2020-11-19T11:22:16+02:00
Adobe Illustrator CC 23.1 (Macintosh)
/
EmbedByReference
/Users/macbookpro/Library/Application Support/Adobe/Creative Cloud Libraries/LIBS/E42D14495C1BD5280A495EB8_AdobeID/creative_cloud/dcx/0f562707-ddd6-47ce-90f0-9e4b71967637/components/bad5e6e1-e7ed-4f9d-b642-51eabd1c508e.ai
uuid:c2b75627-d63d-ca48-9dde-7a9fa15530f1
uuid:22bdf50f-2d06-aa46-a65c-bd46c2752c79
/Users/macbookpro/Library/Application Support/Adobe/Creative Cloud Libraries/LIBS/E42D14495C1BD5280A495EB8_AdobeID/creative_cloud/dcx/0f562707-ddd6-47ce-90f0-9e4b71967637/components/bad5e6e1-e7ed-4f9d-b642-51eabd1c508e.ai
uuid:c2b75627-d63d-ca48-9dde-7a9fa15530f1
uuid:22bdf50f-2d06-aa46-a65c-bd46c2752c79
Print
False
False
1
467.541189
349.836332
Millimeters
Roboto-Regular
Roboto
Regular
TrueType
Version 2.137; 2017
False
Roboto-Regular.ttf
Roboto-Bold
Roboto
Bold
TrueType
Version 2.137; 2017
False
Roboto-Bold.ttf
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
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
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 71 0 R/TrimBox[0.0 0.0 1325.31 991.662]/Type/Page>>
endobj
67 0 obj
<>stream
HWˎ$
WLmZ>A/l/ Y#ȪUM3L3?|,w=~ޚlMLuWͧRe??mA_,ۿxMj}}gl>Jm{[SMϿ>y㗲e]vēnRWQmvwl@2fɘ?FeW6?Rܫvm8f;[cceNƎ
!+UqսCXp~c]&_Ni9b0]_V*vAu$|xTJENwvҗ1c
+֥ܪ>*VPEhRs~R뎙Ӏ hnq}R^JE\Et">͈'5.}=OMCEZdY64o.2瀐h`/wJ:w X9ʞBZ3.=m@
$ɓqD
L_)0
Tjѽ _[1@WOC]JАiИ+
g]xz11 \sOur{e$M
ֱu[hWh{h8ȽQ
xIV*dҗ*8|Rgtn[_
bU1㧒swn Ro3|(v}:FG؛RGf77_}.۾q|ɮx\cW4t@ svSk{
F?t06o~^Z?
ٸ5SMȂ]]4(@]+[멲Se7
pluR2W!t]t,B:U!]Viv T(T.#6~7_nӥ"|
{
14x0fUw(O
5gmG{=l"؋*^ony7Wͼpb~6wX>_L~$C>*|
e~aaS CQyod1Dk/pӳG^U\(q!V؉70^F7C>HӒiV}y&蹀+^> Q&4'oNKsF(¤3RB=ED눗!X,C|TAHcLHȺy<'cwA2y4&