%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
SOLIDFix DS
2022-02-05T22:15:26+08:00
2022-02-05T22:15:26+08:00
2022-02-05T22:15:26+09:00
Adobe Illustrator 25.4 (Windows)
256
180
JPEG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uuid:3bd23dbe-cd2f-4f0b-a65b-155b397cb385
xmp.did:6f62f9dc-9e3e-904f-84f4-35016149ca48
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:575d3706-b4b2-4a10-8b20-6626d8d1c87d
xmp.did:C379AD50AC86E911AA07D866D7A3723A
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:7F96A717407FE711A413C5632624D4EC
2017-08-12T17:41:36+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:6f62f9dc-9e3e-904f-84f4-35016149ca48
2022-02-05T22:15:22+08:00
Adobe Illustrator 25.4 (Windows)
/
EmbedByReference
D:\pholiography\solid solutions\temp\new product\SOLIDFix1.png
xmp.did:324EFB93D76E11E8A1A3B3D0D11E1AFC
xmp.iid:324EFB92D76E11E8A1A3B3D0D11E1AFC
EmbedByReference
C:\Users\User\Downloads\qrcode\solidfix.png
0
0
Print
Adobe Illustrator
False
True
1
210.001631
296.999942
Millimeters
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 16.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
50 0 obj
<>stream
HWۊ,|ﯨ]z7??]vͮ)atTfE_v>21dg9ye~ G gam䳥yv||#1,чtRs8!kk%șq\egs?i]$nq)$
v#oC˙jtɊ;!1Z[l=TzP3Rg%0e "MB{
#kè2(Spp:Dzm/cBӖD3rTOѦD4Y%` ]QaɂJpWt0&m(1|G,&(ȗ8*9Ef=,o7xv:xc$fLA؇ ]v,j/mmh=1۶'/$ 1a>'~f n0srr8 dp_]("h[)L {l StI)>
KI_ ]sEO8:O_ZmLHbڔ>
+%qKwt6
o&׆|mV2HD?͔*mFfN%hN> lIW|4~mD^C'bjS!bol^렦MKQQ簞~8gMls*VGY7| %gZlcXY0~17%#HJh
J.ͷDe8Ş&-wr*3.ZjH+,Xb9/!^b`Q#[^@}A&G[P5djֲPch1 &ǑzT5iڈqؐC"{~JZcQ13j r!S֢llP{Q=֊7[_}9PjPڏ$59{%^0h=]Ù,>=TцF9WTDTwޱxQ:cz-@"]{~Lj Fp:7}n ,DGoŹ=?7:ZP3No |U0(|(yCɦVeơCfI p)6AŘ"TJōoKRi!T=X+B!b՛[p>19d `IYӶO/Xçg08aޫ+$Nn0>_+/Q|oZnj/V?Jx@9BJ+![A=
{)1`
6fx#V$/DP=1dZQVR`/^a7GWc W9VSkȪKP$㥏#"]OOZrIƱ\ލ+|fw
Z̐{=N8>\s=.~S
`aFc'8"슉Ӳ>BaT
o}Nb1eAI3in߮y9Fz*cfkHSRZSb=n1TbÃIE9x|̼}MT~FF3#t.?`^j G4ib陳E{KsXrgUFys'm㜥2nmǕ;|Ͻ(dx837ʅ7355'AFM]#W\lZ)^2~|3P/3Q6fC$Y@u7zGJL*2DADkBMlUT#Pd=ϩ^9,/S=9'3Ӵ+F.1gqA>,xGqe3ٔxO=zѭh&\sBO<,J2
k
B?5==CV]vIp7_$]L{Y@g:̑Y½0:N邺<