%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 51 0 R 52 0 R 92 0 R 93 0 R 135 0 R 136 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
confluent_patterns
2020-01-07T11:12:24Z
2020-01-07T11:12:24Z
2019-03-20T01:26:18+01:00
Adobe Illustrator CC 23.0 (Windows)
180
256
JPEG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uuid:f3421327-98be-574e-9662-b4fb21ac04b6
xmp.did:0e0c250b-b751-d943-9a85-6d07de07c055
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ce122eb2-f37e-7442-bd62-47aaa4054349
xmp.did:ce122eb2-f37e-7442-bd62-47aaa4054349
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ec3a4be7-9a26-4274-8541-03d14160e500
2019-03-03T13:19:20Z
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:0e0c250b-b751-d943-9a85-6d07de07c055
2019-03-20T01:26:14Z
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
/Users/zezhongwang/Desktop/88x31.png
0
0
/Users/zezhongwang/Desktop/88x31.png
0
0
Print
False
True
1
595.276000
841.890000
Points
DINAlternate-Bold
DIN Alternate
Bold
TrueType
13.0d3e2
False
DIN Alternate Bold.ttf
IndieFlower
Indie Flower
Regular
TrueType
Version 1.001 2010
False
IndieFlower.ttf
MarkerFelt-Thin
Marker Felt
Thin
TrueType
13.0d1e11
False
MarkerFelt.ttc
Cyan
Magenta
Yellow
Black
默认色板组
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
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 144 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
138 0 obj
<>stream
HWˎ?ܥ=XƊda$0sN5gdYp$@8v=Ow0(Slխ48)ϧٻnu{^}rA%LjSj%4<%c:0]/b|nz~pL.6ZUUn|YOa^;w9.G?sDOޭ^\TZ~
>ۚ_l;|8SiSOQPٞU~:>v_z;<.v
>=[yѝ/n6o=l?i;!^E"
TQUGhK`OV5\,Gv_,YM\祅;4|>}enK"LY
so$v3ywcujiu+fw
n?O<N. bU
=8;B{X* KO>Y|Cy\86Ќ@P )rH)eImDd݁.u0Vp0IP(WCSN=4BT
]H>;>gC+(1Li
¤j^?]̱rRFLI#nd!cZ&
f+tQiP2RaGp8;b H&琐ˢ:Js$HBf/2C!M&"p@ ] 1p% PD֦M0&F)bE+b*0{leQ"DPj,JE؆;S!U*lwkPUiFRJnJ:I@R`1M-3\`Q"
25 <@3~joV hws,lB3fnD14&8IcE.@A'wv
oN+BbL**
[*"~댲RiɶqLJ@5h8&akVD .Ju]mj6PW+.:|Cg¯)h6+(83
041KSŢOR.^O,OD 9()GVP@<RoM=t!~+&#kMJ!ZcL$~r~fښh v,4I#_#,j
PSFbNX#TVIt*Zs17dPkbۺC IR6)a
.6L
o] DŽ)- ?|TI"
q"N
i(k%
L@n_kVdQtkBRiCPhX]EVBp:wmq|!ؕf>{>zɸ+0|,jluC$rN&œr){E
dJdގs͆q ;&zv,iJv)"@bb\²G$[{3ŚzO,
}Ld䪵heM mH+4˚*>Q 1haJ$"*m
Hfn1K38%s Dg5Q>Ywi9 /kئW7-)gfXQ _2;ڭ]\D,@-ibz(,;A3@IfVԤ%h1 Z! J][M%mU4`p
ج
X`][7F3X8);ă$M;fZR[^ꨆ:ڦr29vmCރa:5)6ڨ5) 2?~r6\Hsll+tb2bOA*{Ѷ"z&9+ 7EU&(Xa苃qUFI_φ b[fjTF
I:)XVvD,f4FzX12Nde^_9=ft-2SӦ74Ӱ=\ńʭYkٙvՌR vgupm~ NNLP̛zo7W|
ly
Ӟ-˱bY^{ejΌ,kI6UՈ6xju[ZQ
T=.U<] Sx'B%|1ޝ>8a0!n
3I:X}şư3E]SEm1b}SlH<3~?[3成;Sy覇/?jSk4=\hlٛ 峜yi|^W%/j,[g|w'y_KdP*Hp2퓑ef֢m^mCèZ8,/Dݫ'osޞ3_t+5վ@
XZw`Y4pl*QR0ijyg獅s_r^^93˰v9m,]e~lzLL60kTGGp-7)]mځ+ 6qsp!r~>vxO緟u/?nߟ~{x>>xr|pÏw
?o_>w_?h>amі3LoBvż$t-l EKqdMX
^k$I@(FE}{{6z? +^pGehO &~zИjA-QyhZm|VU mV.d0N;+{[ez!^oW` K3ͻ>v<
^
Ja;cZ