%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Jim Haines
2020-03-03T14:32:54-06:00
2020-03-03T14:32:54-06:00
2020-03-03T14:32:54-06:00
Adobe Illustrator 24.0 (Macintosh)
256
184
JPEG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uuid:d2a0f76b-8e86-8840-aa9b-6fede00f9302
xmp.did:beba125e-db76-4755-9dc7-737a69cc0227
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d1c078a0-2746-42b2-b0d1-25aedff8fb1e
xmp.did:1b6690ed-28a8-c141-9479-b6a9cf6be651
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
EmbedByReference
/Volumes/Art/Tribute Plaques/U-Z/Wisc Fastpitch Softball 10-9x12/2011/Line Drawings/Jim Haines.tif
uuid:B8390C169E24E011B62AEE9EF534CE5F
xmp.iid:fdb941c5-b20d-4454-9607-a34e456566f5
/Volumes/Art/Tribute Plaques/U-Z/Wisc Fastpitch Softball 10-9x12/2011/Line Drawings/Jim Haines.tif
uuid:B8390C169E24E011B62AEE9EF534CE5F
xmp.iid:fdb941c5-b20d-4454-9607-a34e456566f5
saved
xmp.iid:beba125e-db76-4755-9dc7-737a69cc0227
2020-03-03T14:32:53-06:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
True
False
1
11.000000
8.500000
Inches
PANTONE Process Black C
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
PANTONE Process Black C
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
White
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
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
7 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
8 0 obj
<>stream
HW˪dܟPIؘ^
s{`P:Lo?>%|H#_)5-n_ޢzs cp=ݿo__#_qF8ƚ৯GqԆn{]s
81|[]\JDgdLݰ>W=>`?yۀi-؈
3nXӊ&7Xs)|kDxVF
,_bM:c~[-HcKIؔ^M5>fpoo]ԍ*4/!^[8/ޮiß#GՑFb+9fD32B
WHZݿqrcn"2+ځQTSpSx?
adW]=k]K7,m B>pYrfK'W-uL,5pe ;2c&&vXW`(`M"Sa6ո2 H[O`Z3p Bvr%yF*bM܊F ł9qىSxq}`4FA7lH2P 5Dy0]lq\+(E/7lo8RI7pXY'b1I_IyF!+Ssegl!l תzg0bԋXK ıR^C2h8iGf U/Le|nĔ]Xei3 pGdcB'/\^qTk`]2{ mC;)Y
ubXC%@dP(X'R\x+6p(,lU^PTgD``JƻB>sadbP Ojub@hŬ.6>!P$b->QPR?ѕa߀Qc
Q-w3T\衾mRRkxlwZJhnX
WyM5@I0RRKNy>v']xhYħ&_=u+O*ǧUq}b-J&6d]-IiA,"NCBW63J
\y
>IAT~XqwרBiut5iB) Me$yē-i:S{B\b$ӃN9$YTLD:}`tMltHYVuV5ZU"66FC +=!#1/Ә{//A,*jtXcfIْZ)d*EG"AMA6ŪOv
P8C܊ݜ|&H"
7S0&B]M
|GXenuS`kI]0Nx9 'fkW@mNX"duSzTPAh1O=b
njI4$IY%Oo^l{"ʳ.l=ܭtCˉ69VhԮ8.!-%^vB~6z]I52W8} z3_frsݹٗsdf[VKsJ<߳'HP$ezgSX.]HǷt&-Q_X#M]n|~=`6Lʊn`cNϔ^GΕ~ȩ{Jt#۩T>|SBDk+Bʪq^K웷tLW)&zdyO&A-&s50({jBuucFu~EFt;#yevg[<\x.-ӧήdC
f2jɭ$7{]uGl7`ycɪ41hh!DF/4٥ty8g-cE7Ug;وY8f>f-5DP0vN0`\;dN(غBJ]/,i~2cOŚ*JUCyPNU*}7:Lmf6).s@axu0jgo/Pz;4AqvӘ}$-l}DXe`1-xHK#NӥC+U86u]6~ʅs i9?˯ءs!@d:4jCGw4)3-!*lM-Ca]Rh
t4s&=6V;ܰM E~C1
IARށ>:tՖA9H=]hTr"t鑬wT*m3Oҿtr#)gD@'GSuӁĺvgޟe'7sQ㞶mmH"b'udryNz.ٓHݛȡ{@3~2Y]]eWzυt*뜍ZviZFE"Y;ef*3ۼUzuSqʚh L!5c&w)p{oW%qfiBDm'sX<(;p"ۑAp`i;A7~1/D5z^Fl{?XUPe2e;zץ2R
x_mvb,lY
Ɂaz DnJ"1J&挪fmaK`Z7*-j@/.i*rr3Z\!