%PDF-1.6
%
1 0 obj
<>/OCGs[12 0 R 13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
G3C – Laparoscopic Myomectomy (v.12.22.2021)
2021-12-22T23:02:55-05:00
2021-12-22T23:02:55-05:00
2021-12-22T23:02:55-05:00
Adobe Illustrator 25.3 (Macintosh)
256
164
JPEG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uuid:189775a6-9874-8f40-8004-534dddc25e07
xmp.did:83da2dd9-9d8f-4851-a65b-640c4a52a58c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:70fe363b-f28f-f440-98de-b58c6af048e8
xmp.did:0273c3a6-706b-44fb-84e9-79a178e5da28
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:5befb1c1-3aad-426d-a7c9-e74a83ac3d29
2021-11-13T14:41:13-05:00
Adobe Illustrator 25.3 (Macintosh)
/
saved
xmp.iid:83da2dd9-9d8f-4851-a65b-640c4a52a58c
2021-12-22T23:02:53-05:00
Adobe Illustrator 25.3 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
Avenir-Book
Avenir
Book
TrueType
13.0d3e1
False
Avenir.ttc
Avenir-BookOblique
Avenir
Book Oblique
TrueType
13.0d3e1
False
Avenir.ttc
Avenir-Oblique
Avenir
Oblique
TrueType
13.0d3e1
False
Avenir.ttc
Avenir-Black
Avenir
Black
TrueType
13.0d3e1
False
Avenir.ttc
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.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
C=4 M=33 Y=31 K=0
PROCESS
100.000000
CMYK
4.022278
32.935071
31.103989
0.000000
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
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 31 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 41 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
32 0 obj
<>stream
Hݏ\G])s EmBvL NE6DV9~"E|w_|m-g+6Cߞz5ϭ:lnpxc/!Zpԏ>9rv>$IKel#7G?+(y3f[[M
[>m)o6&6Q|k'xlZj!^NJ~:5Iќa3T['[ix÷o_=}7dLy__x6&/Z!Pz٢Sbᰯo^}MI~t[oV,%̛_ݳ_~T6LT#l5Ab>s[9dpuk֭$+-#9p1km=jc?qu%D"|6:0磱r{#8