%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 62 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Block 7 Coloring Page
2018-07-24T08:52:47-04:00
2018-07-24T08:52:47-04:00
2018-07-23T14:48:30-04:00
Adobe Illustrator CC 2017 (Windows)
256
156
JPEG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uuid:fadfbe4e-b200-440b-b0d5-2753afa4b480
xmp.did:8fb86712-bc1d-1e49-9c61-d0957f900bc1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b28d8117-0220-c640-bc31-d112c7f0c03b
xmp.did:b28d8117-0220-c640-bc31-d112c7f0c03b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2fe1d7dc-9441-c244-ab29-178213cfba93
2018-06-26T16:41:55-04:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:8fb86712-bc1d-1e49-9c61-d0957f900bc1
2018-07-23T14:48:30-04:00
Adobe Illustrator CC 2017 (Windows)
/
Print
False
False
1
8.500000
11.000000
Inches
BebasNeueRegular
Bebas Neue
Regular
Open Type
Version 001.003
False
BebasNeue Regular.otf
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
TwinPines-Regular
Twin Pines
Regular
Open Type
Version 1.000;PS 001.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
Twin Pines-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
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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 67 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 69 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
68 0 obj
<>stream
HWr}W)ENaߴ%qRc'IJeq,(}.^htV2ppppwNлO:>=A'5(C&vND5U )Wh.P"=&דń. hq=IKN wjy-~{i˄
?qHIHh_>"v)JH4'hq5(@
:I7BZ߯
U,19[Lá)JI*B; `psZI
'7&.s
I~@D?ςn@XlFJhY@t'm|(=QHJ'*R <[ҚQkc)@.`Q+}FB"|U2馂~LO)׆'|
ݸ| 5ra9,*e!$ }CΨu=q&SYS81'2&Cҋrr i(Ch%(s*0GSŞ iAI9izC@tk \GӼ5|EΊYR.bhy@/9Mחf)4]ÌBQ(a_6f:jfMw"w%
fhq
6?˃ )hDgF0?HZ
t+OCF`GonQ"wnWµ'0Q-i ʠSc6whZ0$pʡe.ꛤ!=_2븨֡SXO`Uac Z\
U頪М_%
)MQ-yM+M-v}l3L/gs4}\vG]
HARQlQ{I!:[^0 ms5w+(&Hrm
+kĚZFA][lSh,QSEkCx@)9 9bSRF={X[e4
ʀ=>4qA`@JEsztAgiK)r 2*qMw\!O(6nuOMF}Xq |1ϳ9[ϯs?9͙AŇOq
Z_!PL9[~[~n!}?tf2A?vd.`#]:n ˍo7pjy~ܯBX{bcebJr(%]"Gd`T|+Z$+m0S
_Nc(·q KVw$aqCZ_W~7sRnH:ڻ+F[WCZVA,3PJ@J#_?Bnsc7`&|ҧ03~lԓ|w)=cEPHgOYn5SS7&IsB1ޜ9\"<k?I))Zv-bj
MhZOg_qՙk"zND(k֎ ogCȫS!a͇n~ H&dN4&vyQ`n0Z/2lSQ}[ly贵vy$^eO]{6꦳iRd44[Ml}]CZZ
^7[@K9z+ yIj >VM!v+\ߗybޫfh-f18iRt4}&,X˾y;4Zzz߾Zpnon[$pۢ9~È0v衾n.E)VO#T"fyڶ_awrЏo?!LiI_ء1 2
]FӡK'`|/o}D^t5A(專dg_\L˃Q"ؕ[w)"/