%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
Adobe Photoshop for Windows -- Image Conversion Plug-in
2018-09-14T13:37:43-07:00
2015-11-21T18:04:24+08:00
Adobe Photoshop CS6 (Windows)
2018-09-14T13:37:43-07:00
JPEG
256
198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=
uuid:bdc494ea-9292-11e5-0000-84bb918127fb
uuid:1679331a-f0df-48a5-b02c-5aa38852a36b
uuid:bdc494ea-9292-11e5-0000-84bb918127fb
converted
from application/pdf to application/vnd.adobe.photoshop
derived
converted from application/vnd.adobe.photoshop to application/pdf
saved
xmp.iid:7F62C9B0BF9CE811BD90E150CFC97341
2018-08-10T13:55:38-07:00
Adobe Photoshop CS6 (Windows)
/
saved
xmp.iid:F6D4E4E75CB8E811A6DDF10965F6998C
2018-09-14T13:37:38-07:00
Adobe Photoshop CS6 (Windows)
/
uuid:716c9396-e3db-4051-b742-22c3be03aa62
uuid:bdc494ea-9292-11e5-0000-84bb918127fb
uuid:bdc494ea-9292-11e5-0000-84bb918127fb
application/pdf
UCAT600 Network Cable 1507
CHEN
3
sRGB IEC61966-2.1
Shielded
Shielded
CA-CAT6-1K-SHLD
CA-CAT6-1K-SHLD
uuid:bdc494ea-9292-11e5-0000-84bb918127fb
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>>>/Resources 9 0 R/Type/Page>>
endobj
6 0 obj
<>stream
q
q
612 0 0 792 0 0 cm
/Im0 Do
q
BT
7 Tr
/F1 1.0 Tf
0.02215 0.00000 0.00000 0.01728 0.22408 0.83953 Tm
-1.61528 0 Td
(\000\136) Tj
/F1 1.0 Tf
0.02215 0.00000 0.00000 0.01728 0.22408 0.83953 Tm
-1.19263 0 Td
(\001\132) Tj
/F1 1.0 Tf
0.02215 0.00000 0.00000 0.01728 0.22408 0.83953 Tm
-0.70601 0 Td
(\001\135) Tj
/F1 1.0 Tf
0.02215 0.00000 0.00000 0.01728 0.22408 0.83953 Tm
-0.51040 0 Td
(\001\036) Tj
/F1 1.0 Tf
0.02215 0.00000 0.00000 0.01728 0.22408 0.83953 Tm
-0.05698 0 Td
(\001\157) Tj
/F1 1.0 Tf
0.02215 0.00000 0.00000 0.01728 0.22408 0.83953 Tm
0.13862 0 Td
(\001\032) Tj
/F1 1.0 Tf
0.02215 0.00000 0.00000 0.01728 0.22408 0.83953 Tm
0.62524 0 Td
(\001\036) Tj
/F1 1.0 Tf
0.02215 0.00000 0.00000 0.01728 0.22408 0.83953 Tm
1.07866 0 Td
(\001\032) Tj
ET
/Im1 Do
Q
q
BT
7 Tr
/F1 1.0 Tf
0.04686 0.00000 0.00000 0.03592 0.21458 0.90615 Tm
-3.29575 0 Td
(\000\022) Tj
/F1 1.0 Tf
0.04686 0.00000 0.00000 0.03592 0.21458 0.90615 Tm
-2.81645 0 Td
(\000\004) Tj
/F1 1.0 Tf
0.04686 0.00000 0.00000 0.03592 0.21458 0.90615 Tm
-2.27271 0 Td
(\003\162) Tj
/F1 1.0 Tf
0.04686 0.00000 0.00000 0.03592 0.21458 0.90615 Tm
-2.01655 0 Td
(\000\022) Tj
/F1 1.0 Tf
0.04686 0.00000 0.00000 0.03592 0.21458 0.90615 Tm
-1.53726 0 Td
(\000\004) Tj
/F1 1.0 Tf
0.04686 0.00000 0.00000 0.03592 0.21458 0.90615 Tm
-1.05942 0 Td
(\000\144) Tj
/F1 1.0 Tf
0.04686 0.00000 0.00000 0.03592 0.21458 0.90615 Tm
-0.61431 0 Td
(\003\362) Tj
/F1 1.0 Tf
0.04686 0.00000 0.00000 0.03592 0.21458 0.90615 Tm
-0.15747 0 Td
(\003\162) Tj
/F1 1.0 Tf
0.04686 0.00000 0.00000 0.03592 0.21458 0.90615 Tm
0.09868 0 Td
(\003\355) Tj
/F1 1.0 Tf
0.04686 0.00000 0.00000 0.03592 0.21458 0.90615 Tm
0.55552 0 Td
(\000\074) Tj
/F1 1.0 Tf
0.04686 0.00000 0.00000 0.03592 0.21458 0.90615 Tm
1.03286 0 Td
(\003\162) Tj
/F1 1.0 Tf
0.04686 0.00000 0.00000 0.03592 0.21458 0.90615 Tm
1.28901 0 Td
(\000\136) Tj
/F1 1.0 Tf
0.04686 0.00000 0.00000 0.03592 0.21458 0.90615 Tm
1.71167 0 Td
(\000\054) Tj
/F1 1.0 Tf
0.04686 0.00000 0.00000 0.03592 0.21458 0.90615 Tm
2.29253 0 Td
(\000\076) Tj
/F1 1.0 Tf
0.04686 0.00000 0.00000 0.03592 0.21458 0.90615 Tm
2.66538 0 Td
(\000\030) Tj
ET
/Im2 Do
Q
Q
Q
endstream
endobj
7 0 obj
<>
endobj
9 0 obj
<>/ExtGState<>>>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/XObject<>>>
endobj
12 0 obj
<>/Filter/DCTDecode/Height 3300/ImageName/ps102C.jpg/Intent/RelativeColorimetric/Length 1335190/Name/ps102C.jpg/Subtype/Image/Type/XObject/Width 2550>>stream
Adobe d ?
Q
X!1"89AVYwx#2:Qu$BWaqv%367RUty(5SZbr&'*4CIis)EGTcegDFHJdfhjz ? !1"AQ2aq#UV 567BRrtu$3STbCDWdsw
&'48EFHXcf%()*9:GIJYZeghijvxyz ? п ѿ ҿ ӿ Կ տ ֿ п ѿ ҿ ӿ Կ տ Cȩ[NFei6i/TQDd\ITeF%mw-0
BCth\R$(?