%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
unicornnotepad2018
Adobe Illustrator CS6 (Windows)
2018-01-12T21:26:23-05:00
2018-01-12T21:26:23-06:00
2018-01-12T21:26:23-06:00
196
256
JPEG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==
xmp.did:0255520D0EF8E7119895B97B7F184432
uuid:ae322019-d4f3-4e56-9afa-dfe7ca71288c
proof:pdf
uuid:1F65575A4447DE118F9DDD3B0F15C8F0
xmp.iid:0155520D0EF8E7119895B97B7F184432
xmp.did:0155520D0EF8E7119895B97B7F184432
uuid:1F65575A4447DE118F9DDD3B0F15C8F0
proof:pdf
saved
xmp.iid:B931B67C4562E011AEFAFE29021508B6
2011-04-08T20:05:40-05:00
Adobe Illustrator CS4
/
saved
xmp.iid:0255520D0EF8E7119895B97B7F184432
2018-01-12T21:26:21-06:00
Adobe Illustrator CS6 (Windows)
/
1
True
False
8.500000
11.000000
Inches
AbadiMT-CondensedExtraBold
Abadi MT Condensed Extra Bold
Regular
Open Type
Version 1.51
False
Abaexbc.TTF
ArialMT
Arial
Regular
Open Type
Version 6.90
False
arial.ttf
PorkysHeavy
Porky's
Heavy
TrueType
Macromedia Fontographer 4.1.2 5/28/98
False
porkh.ttf
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
Charcoal
CMYK
PROCESS
0.000000
0.000000
0.000000
75.000000
Graphite
CMYK
PROCESS
0.000000
0.000000
0.000000
60.000004
Ash
CMYK
PROCESS
0.000000
0.000000
0.000000
45.000000
Smoke
CMYK
PROCESS
0.000000
0.000000
0.000000
30.000002
Latte
CMYK
PROCESS
10.000002
23.000002
33.000000
0.000000
Capuccino
CMYK
PROCESS
15.999996
37.000000
58.000000
0.000000
Mochaccino
CMYK
PROCESS
32.000000
48.000000
76.000000
19.999998
Mocha
CMYK
PROCESS
42.999996
52.000000
80.000000
38.000000
Mars Red
CMYK
PROCESS
25.000000
100.000000
100.000000
25.000000
Ruby
CMYK
PROCESS
25.000000
100.000000
100.000000
0.000000
Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Pumpkin
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
Squash
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
Sunshine
CMYK
PROCESS
0.000000
25.000000
100.000000
0.000000
Pure Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Peridot
CMYK
PROCESS
25.000000
0.000000
100.000000
0.000000
Little Sprout Green
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
Jade
CMYK
PROCESS
50.000000
0.000000
100.000000
25.000000
Mint Julep
CMYK
PROCESS
75.000000
0.000000
100.000000
25.000000
Emerald
CMYK
PROCESS
100.000000
25.000000
100.000000
25.000000
Sea Green
CMYK
PROCESS
100.000000
25.000000
50.000000
25.000000
Caribbean Blue
CMYK
PROCESS
100.000000
25.000000
25.000000
0.000000
Pure Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Hawaiian Blue
CMYK
PROCESS
100.000000
25.000000
0.000000
0.000000
Twillight Blue
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
Starry Night Blue
CMYK
PROCESS
100.000000
75.000000
0.000000
0.000000
Deep Sea Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Fresh Lavender
CMYK
PROCESS
75.000000
75.000000
0.000000
0.000000
Purple
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
Amethyst
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
Rasberry
CMYK
PROCESS
25.000000
100.000000
0.000000
0.000000
Pure Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
Global Red
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
Global Squash
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
Global Pure Yellow
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
Global Green
PROCESS
100.000000
CMYK
80.000000
0.000000
100.000000
0.000000
Global Pure Cyan
PROCESS
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
Global Deep Sea Blue
PROCESS
100.000000
CMYK
100.000000
100.000000
0.000000
0.000000
New Color Swatch 1
CMYK
PROCESS
17.000002
17.000002
0.000000
0.000000
C=3 M=12 Y=54 K=0
CMYK
PROCESS
3.067100
11.792201
53.893299
0.003099
C=5 M=99 Y=75 K=0
CMYK
PROCESS
5.017197
98.611404
75.118599
0.335699
C=19 M=100 Y=100 K=11
CMYK
PROCESS
18.564098
100.000000
100.000000
10.724002
C=30 M=68 Y=100 K=22
CMYK
PROCESS
30.460102
67.715004
100.000000
21.814299
C=31 M=0 Y=53 K=0
CMYK
PROCESS
31.000000
0.000000
52.999996
0.000000
C=52 M=0 Y=57 K=0
CMYK
PROCESS
52.000000
0.000000
57.000000
0.000000
C=62 M=0 Y=100 K=0
CMYK
PROCESS
62.000000
0.000000
100.000000
0.000000
C=77 M=14 Y=86 K=2
CMYK
PROCESS
76.775803
14.215302
85.622902
1.702899
C=31 M=57 Y=8 K=0
CMYK
PROCESS
30.637096
56.600304
8.178801
0.003099
C=79 M=50 Y=7 K=0
CMYK
PROCESS
79.391197
50.182301
6.863499
0.003099
C=4 M=17 Y=80 K=0
CMYK
PROCESS
3.506500
16.943598
79.946602
0.003099
C=6 M=100 Y=100 K=0
CMYK
PROCESS
6.000000
100.000000
100.000000
0.000000
Global Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=0 M=19 Y=62 K=0
CMYK
PROCESS
0.000000
19.000000
62.000000
0.000000
C=0 M=94 Y=0 K=0
CMYK
PROCESS
0.000000
94.000000
0.000000
0.000000
C=7 M=25 Y=39 K=0
CMYK
PROCESS
7.440299
24.957699
39.304195
0.000000
C=3 M=24 Y=45 K=0
CMYK
PROCESS
2.745098
23.921597
45.490200
0.000000
C=85 M=15 Y=100 K=3
CMYK
PROCESS
85.192596
15.362799
100.000000
3.024298
C=7 M=25 Y=39 K=0 1
CMYK
PROCESS
7.440299
24.957699
39.304195
0.000000
Multiline1.2.color2 copy
SPOT
100.000000
CMYK
45.000000
55.000000
0.000000
0.000000
C=31 M=53 Y=77 K=12
CMYK
PROCESS
30.670601
53.029697
77.392204
11.740303
3
CMYK
PROCESS
10.039502
96.194099
96.345695
1.970798
C=6 M=42 Y=99 K=0
CMYK
PROCESS
5.562997
42.085499
98.815399
0.068402
C=54 M=21 Y=24 K=0
CMYK
PROCESS
54.017002
21.317303
24.380398
0.100702
C=9 M=3 Y=4 K=0
CMYK
PROCESS
9.053600
2.713698
4.074698
0.000000
C=1 M=71 Y=3 K=0
CMYK
PROCESS
0.546265
70.929871
3.311306
0.000477
C=0 M=47 Y=0 K=0
CMYK
PROCESS
0.000000
47.022202
0.000000
0.000000
C=0 M=96 Y=14 K=0
CMYK
PROCESS
0.000000
95.910576
14.389258
0.000000
C=29 M=0 Y=5 K=0
CMYK
PROCESS
28.891432
0.000000
4.602122
0.000000
C=44 M=0 Y=8 K=0
CMYK
PROCESS
44.446480
0.000000
8.010983
0.000000
C=13 M=31 Y=0 K=0
CMYK
PROCESS
13.427937
31.354237
0.000000
0.000000
C=56 M=88 Y=0 K=0
CMYK
PROCESS
55.834282
88.000305
0.000000
0.000000
C=45 M=1 Y=13 K=0
CMYK
PROCESS
44.756645
1.122093
13.209068
0.000453
C=0 M=23 Y=80 K=0
CMYK
PROCESS
0.260711
22.749281
80.313072
0.005031
C=33 M=0 Y=73 K=0
CMYK
PROCESS
33.000004
0.000000
72.999992
0.000000
C=80 M=0 Y=100 K=0
CMYK
PROCESS
80.000000
0.000000
100.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>stream
H̗M
oE"i^ h3-&-nT]U!On/_n[`?_!H+Ÿ|kpD\_05 oE~E.C_wcnw,'J)XV@Z~'W!p_ߡW 7ԃۮ)mKvKkѵ[_< ֔^Dvdv@磢u2^S{KufrRǓOh4̨B[r>>+tCE;Jl`B)? L,3iYh6j[iLiui79_fuzK=h]곾ՖVbn)`Vt?Y893g̤fN95{a0ĕZ+doB&¿Ӆ;7j4 wDjZCbɠ>ҙIQ2OUI"SP-㉌F|-f{ŬbE3#flst}9(`b7`=_)יQpF:5Slԃ'-ؐ`CЛOdGّvԨÐ[#$k:):")/G.>y3qnB7xYI`Rt253[+aV3UJ2qEEN!1*䨕. ~62"57U˨3+hBA9=\tҎU>IV-J[1cA؊\1NKun-
]*3iA Vmύ,rԜ0tJ4DVF,HYҙ!㰯^gpIOi)$Q `:ҥf"T꠨R&KMϨ04ӅZ;P#O[ ]4.>D4yePCknsRASͤZI4vqM͊-5?^8"۬y1y t'?Y]:N`qܧp4.4>-'Ã1Y.^:l"Ku?,e8vF7^1δa͒Ú}Y1;
g6fy}rpL˄ӊl]v0Uv4X
0uُs;jP&yɦF݂ǤfKIQizA#}& d3#[TH%^44X}xPg7t>8vt=
jw8ny:OgVz{
88fq$q-oGnΆ[?Z4XjyHYb"]i>i`Nb,vy'vv$}bUmՖ'{l.7\mw5DB'cj1fʬ #G6qҙ3gܐN3NDxYsWES}4jhD<&
Kțqƶ]2^gSuM&`M|R↜⚂r4Q!{!{4rGiM>'
Gi2ڡ9i!w0",JtGUfy:)90GC5;9+5KB,+yX>)\:k?ksI_x~xuc<~R4Xlyd`{-' F]TVLQ]T.lV;8]
;1FD`,Gd6[l~,Ǟsɭ]\KO^H)gKm>Ni|u!ҏiloX8K(oq,uZib
9id.2dTȄ3]|G~ګuJΨhM}Eӊ[I9勈yeTg3w6j`gcj(vPb6kl;e0 x;6e`C6].)ߠ4c6ԑM>V
Ļ a+A5#fZee3ӾY^Tr`t.vA՚l`ݺqFqQ]`#؈Q'_c8LYyCL=8+gN
3-J?,:{T
maTo\vuipdz"wޏl#{^j9tw,c:RVjG,nDl6罐U
~DP{-pP]߭L4境>:訠۶CMաVq!Bc>2`SS7gp:#t}.3ݞ}Bvtto _ȹG}I&ƫwxP3z"y;ws?}P3{iN5g?ÕM'Z~V.ݚY{}z4ţix0ۡsKmv :D챏ݵKۚ}\yn]j^Pv(bs5KWlj86cб8hAh]qNq3@gn2dKH85W:ִORuzRM+MW,+imݖa0g Rj?8F˥-U--cb&xgNlE-=Kjl[OhZtAKA^åS[V:C9CARZݙ^;"jסvZ|+UܴzB르b[ꇖJ. =o
=$cPMy^K44{h踄&G=+$OΊi<#`GX)ryYcW+,Ceu]aff}TTjʖDKaT6{e+*{,-ԾnojC{lMi=r xC/cڡ[coqt
Ա
rR0n©N-Ԃխߟ1⩿ԭcZuZ8vԉMՅnVE/}9Ӌ-Jjd48a'0
;|:byt1A:].j¡GNK"(w?>Xyed#0a\qnǿy̵nQ ffu
IVn`({#TV)[en- =CO(LԽ?ŏ:R|zN:
`3-8ckc5%:PgΞ:#^Ջhy~`}]Z O~,r=/Ts
KҸJNIGh=/K>Vx;N"xUuZ Z<`tr3ިy:KCC@xY7x#At@txDKKM%Cl/^bKܓIIؙT[?`v;xŽEʗpmVU=5u?'Ð0Ď=v^rH@ҙiITjA:Gmz
sM
iʼn|s"Wt:HR}yJZڟ#z^!)ZfcފwQ(\ZR[LJ%o.].^'ȕ*dlqN`!,$0cۖݶM7T}@lj7o{tAVmox87Md2Ue⺍KiZ[@uux=ƺGxAՌO ycWI;MO;*2?h: