%PDF-1.3
%âãÏÓ
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
folder_2023_print
2023-01-11T11:40:22+01:00
2023-01-11T11:40:22+01:00
2023-01-11T11:40:22+01:00
Adobe Illustrator 26.0 (Macintosh)
180
256
JPEG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uuid:833f27e7-f0b2-3c44-b32a-a73b0b9574a7
xmp.did:10cd8072-8cad-4b70-92e6-ddff5c14b1aa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:37e59473-b251-41f8-9079-b190884ce9bf
xmp.did:7b867697-c707-4f17-beb6-cdd01524f5a1
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:5a7ae605-17fe-4369-89c4-19ae89467557
2021-12-20T12:15:55+01:00
Adobe Illustrator 26.0 (Macintosh)
/
saved
xmp.iid:10cd8072-8cad-4b70-92e6-ddff5c14b1aa
2023-01-11T11:40:16+01:00
Adobe Illustrator 26.0 (Macintosh)
/
EmbedByReference
/Users/mitjarovsek/Dropbox/SPZ/2023/Planinci/highlife.png
0
0
EmbedByReference
/Users/mitjarovsek/Dropbox/SPZ/2023/Planinci/ Zmagovalci_press/3_mesto_Rovsek_Barbara_Dobrac.jpg
adobe:docid:photoshop:d309c28e-b82b-6d4c-ab48-46b99c96fb96
xmp.iid:a7e3623b-385b-4448-a730-91bc9b5ed453
EmbedByReference
/Users/mitjarovsek/Dropbox/SPZ/2023/Planinci/ Zmagovalci_press/1_mesto_Aichholzer_Alois_Figerhorn.jpg
adobe:docid:photoshop:b5c4f451-0ec5-644f-8fad-31ac630b18b3
xmp.iid:8e080c60-790f-420c-a3f1-25df56768ed9
EmbedByReference
/Users/mitjarovsek/Dropbox/SPZ/2023/Planinci/ Zmagovalci_press/2_mesto_Hinterleitner_Josef_Sorapis.jpg
adobe:docid:photoshop:4e5b7e39-4620-d046-8454-18489dda0234
xmp.iid:09ec5c48-7286-43ff-976e-ce5018cea380
Print
Adobe Illustrator
False
True
1
297.000024
209.999994
Millimeters
Cyan
Magenta
Yellow
Black
Standard-Farbfeldgruppe
0
Weiß
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Schwarz
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Rot
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Gelb
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Grün
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blau
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=242 G=227 B=194
PROCESS
100.000000
CMYK
6.793316
10.553139
28.833446
0.027466
Graustufen
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
Strahlende Farben
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 16.03
False
PDF/X-3:2002
PDF/X-3:2002
PDF/X-3:2002
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/TrimBox[33.0 33.0 874.89 628.276]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/TrimBox[33.0 33.0 874.89 628.276]/Type/Page>>
endobj
92 0 obj
<>stream
H‰ìWËŽÉ
¼÷WÔtm¾g|6|ð4lë02°0Àü½#‚̪š–´+ص´SU™L2dþô‡?‡íñe{¿iâg„±…mûòøÇí§?âùß¿Ür/{ŸcË-îa´ížûgÞbÙþù×Ûßna-ãÓ+SãŠ1Ù"£å}Ô¸Å9öòvO•«Ì-†¸çQ×U»§1ø#ªÕ–˜q/X®¶²Ï:±ýØK-—íÛäöurãÚù;|÷Ÿ7¬„q«žåŠÿÇžJnÛãóO>ßîyOØ*l/ËLøª;¼¹Ú|%í-Õ‹u‡3o„Óü¯þtûù–Ê^àTËmïcuìa¼·ˆE‡¼ÿËvõ±M"gøXös?}<‚u{ u‹ˆõvG“™@ïþ÷´GÅ£ÓLÞ>྅3y
"öÉlÙçfá†Càc€