%PDF-1.4
%
1 0 obj
<<
/CreationDate (D:20171002095458+03'00')
/Creator (Adobe Illustrator CC 2017 \(Macintosh\))
/ModDate (D:20171003092801+03'00')
/Producer (Adobe PDF library 15.00)
/Title (erasmus_conf_didactica_octombrie)
>>
endobj
2 0 obj
<<
/Metadata 3 0 R
/Pages 4 0 R
/Type /Catalog
>>
endobj
3 0 obj
<<
/Length 54821
/Subtype /XML
/Type /Metadata
>>
stream
application/pdf
erasmus_conf_didactica_octombrie
2017-10-02T09:54:58+03:00
2017-10-02T09:54:58+03:00
Adobe Illustrator CC 2017 (Macintosh)
256
112
JPEG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2017-10-03T09:28:01+03:00
uuid:b1e6488e-f3ee-974f-b972-bdb79376dfc1
xmp.did:9160c593-ac48-43a5-b6ed-5f52ee48914a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f7df7028-40de-0841-a9da-8e5690dfe80d
xmp.did:663ed4fb-e1ca-4c9e-9fc7-1c76b0a089fa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:663ed4fb-e1ca-4c9e-9fc7-1c76b0a089fa
2017-10-02T07:02:56+03:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:9160c593-ac48-43a5-b6ed-5f52ee48914a
2017-10-02T09:54:49+03:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
False
1
32.000119
44.999981
Centimeters
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6851.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6852.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6853.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
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
4 0 obj
<<
/Count 1
/Kids [5 0 R]
/Type /Pages
>>
endobj
5 0 obj
<<
/ArtBox [0.0 0.0 907.09 1250.08]
/BleedBox [0.0 0.0 907.09 1275.59]
/Contents [6 0 R 7 0 R 8 0 R 9 0 R 10 0 R 11 0 R 12 0 R 13 0 R]
/CropBox [0.0 0.0 907.09 1275.59]
/MediaBox [0.0 0.0 907.09 1275.59]
/Parent 4 0 R
/Resources <<
/ExtGState <<
/GS0 14 0 R
>>
/Font <<
/C2_0 15 0 R
/T1_0 16 0 R
/T1_1 17 0 R
/T1_2 18 0 R
>>
/ProcSet [/PDF /Text]
>>
/Rotate 0
/TrimBox [0.0 0.0 907.09 1275.59]
/Type /Page
>>
endobj
6 0 obj
<<
/Filter [/FlateDecode]
/Length 1521
>>
stream
Hn[7z
.}eAZDAMQ(l~C(R499#%tZP⋗o[(
R%A*In8_X9UVL8%=(\22F^ttds9۞Ò8\31~$IyFrXbl /gc<䏼xꡚhk&T2QRaT21"8/]n -NvCBHAJRV3v"D_(.7&JmZ(&a.\˷71zr-~Ȟ7~]ǖZIw_5OkdTl{#wyL 9e0\nZQ觡B9]h~J