%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ReadingGuide_L_SPnew
2018-12-05T13:26:13-05:00
2018-12-05T13:26:13-05:00
2018-12-05T13:26:13-05:00
Adobe Illustrator CC 22.1 (Macintosh)
252
256
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAD8AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FUBrOjWur2
htbo0iPWiROd/wDjKkgHzG+Tx5DE2GvLiExR/HzYn/ypnyj/AD3f/IxP+aMyvz+TycD+ScPn83f8
qZ8o/wA93/yNX/mjH8/k8l/knD5/N3/KmfKP893/AMjV/wCaMfz+TyX+ScPn83f8qZ8o/wA93/yN
X/mjH8/k8l/knD5/N3/KmfKP893/AMjV/wCaMfz+TyX+ScPn83f8qZ8o/wA93/yNX/mjH8/k8l/k
nD5/NPovJmkRWkdqjTelF9nlJzbpT7bhmp/kg09s0mv0GPVS4snPyofov7XY4YjHHhHL5u/wZpH8
0v8AwQ/5pzA/0Paf+l8/2N3iF3+DNI/ml/4If804/wCh7T/0vn+xfELv8GaR/NL/AMEP+acf9D2n
/pfP9i+IXf4M0j+aX/gh/wA04/6HtP8A0vn+xfELv8GaR/NL/wAEP+acf9D2n/pfP9i+IV8PlHSo
pFkUykqaj46fioByePsHTxkCOLbz/Ug5CxvVPyV8nanfS3t01z68pq/pNFEv/ApEor79T3zcCNdX
c4PaDUYoiMeGh32fvKF/5UF5F/mvf+Ry/wDNGGvNt/0T6r+j8v2u/wCVBeRf5r3/AJHL/wA0Y15r
/on1X9H5ftd/yoLyL/Ne/wDI5f8AmjGvNf8ARPqv6Py/a7/lQXkX+a9/5HL/AM0Y15r/AKJ9V/R+
X7Xf8qC8i/zXv/I5f+aMa81/0T6r+j8v2ppoH5SeVNDumubF7v1WFPjnJTv9pFCo/Xo4IyvJiExR
/R+px9T27nzCpcNe79PMfCk1PknRya8pt/8AKX/mnNZ/ImD+l8/2NH8qZfJ3+CdG/mm/4If804/y
Jg/pfP8AYv8AKuXyd/gnRv5pv+CH/NOP8iYP6Xz/AGL/ACrl8nf4J0b+ab/gh/zTj/ImD+l8/wBi
/wAq5fJ3+CdG/mm/4If804/yJg/pfP8AYv8AKuXyd/gnRv5pv+CH/NOP8iYP6Xz/AGL/ACrl8kR/
hbTPqn1Ws3p1r/eN/wAR+z+GXfyVi4OD1V7z/Z9jV/KGTi4tr934Kb5snCdirsVdirsVdirsVdir
sVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirs
VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsV
dirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVd
irsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdi
rsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir
sVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirs
VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsV
dirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVSDWvPXljR5T
DeXgNwpAeCIGR1J/mCg0+nLY4iRfIeezAZLPDEGUu6IMj9ilpP5ieU9TnEEF56czGiJOrRcj4AsO
P44nDKrFH3G0SycJAmJQJ5cUTG/mGSZU2OxV2KuxV2KuxV2Kvnj/AJWR52/6usn/AAMf/NOb78pj
7nkv5Rz/AM77merZefjon6R/xL+9MHqiH04+NePqD46fZ4d6fhmFxYuKuF2/h5+Di8Teu4MC/wCV
kedv+rrJ/wADH/zTmb+Ux9zqP5Rz/wA77nf8rI87f9XWT/gY/wDmnH8pj7l/lHP/ADvuZBLffm1E
Iud8R6vDiA1uSC+4VqDZvEZQI4O773NJ1g6/cpaprn5lWELXJ1OR7RbhbP1uMIrOUDleNCaf5WGG
PDLat6tjly6mG/FtddOarfX/AOa1jBPcXWppFDbiryGW1oSC68F/mflEw4jeowRjgkaA+9M56uIJ
MhQ9346IaPX/AMzH5ctUWJUt4rtnmkt41EU4BjPJwBVq9OuSOLD3da6sBm1R/irYHp15I2S4/NqM
uJNRRGjjErq0tqCAW4Uoe4f4SPEgd8hWDu+9tJ1g/i+5RfUvzXS1mumvyIoEeRxzt+XGJpFcqpFW
4+i/TsMIjguq+9iZ6sAni5e78dFN9a/NGLU5NNm1L0LmGEXEvqvbxosZp8RdgFH2h3w+Hg4eIDb4
sTl1QnwmVEC+nJeNS/NkxJKLxykkEd0hBgNYpXCIw27k9MeHB3eTIT1dXfS+jrzUvzYs+P1i+Zec
yW60MB/eSSPGo2H80TYIxwHkPvROerjzPWunuXQah+bExtuN8VF2JWgZ2t1BEEgjfcgU+JgBXriY
4Be3L3pE9Wa3533dNkrPnX8wFjvGfVHRrFgk8bLHy5MxSgohGxHjlv5fFttzaPzeoqR4vp58v1I6
HWvzTli9VL5/T+rxXfI+iB6MzFEb7PdgdsgceAdOtNscurPI9AenIoeLzT+ZUts1ymouYVi+sE/u
f7v94a04/wDFL4Thw3VMBqNURfFtV9PP9SJuNZ/NO3jieTUCPWmW3RQ1uWDu7IvJQKhWaNgCdtsi
IYD0+9nLLqxVy5muilaeZPzIuolkj1ZVDvJGgke3RiYRykIDAGijcnDLFhHT70Qz6mQ+r7unN1p5
k/Me7cpBq6OfXS1Q+pbgPLJQKqGnxde2MsWEc4+fVY59TLlMc66c0Hf+d/zCsJxBdalJHKRy4cYi
QKkb0XxGTjp8UhYDVk1mogalL7kN/wArI87f9XWT/gY/+acl+Ux9zX/KOf8AnfcibHzx55v5VtU1
SRpLh0t4loiVkmPFRyC1H9cqz4seOJlw8nN7Py59RlEDOgefLYUST8IglldvrekeS9TuNKh0kXl/
ap6l1qjScZJT6KStxqjlR+8I4hvc1JzDjpjkAmTuXaZ+0xjJxQjWOPS/IGztvLvJTV9S0nzlP+jr
/S0WKSQwW96shM6A2/1hZEPpBaEU+HmfcU61z0/AOIHcfrps03aBkTGgYHYg7g7XuKr7bYbc+bvO
PljU202e9e4i09/q8kL8fjiIrGwYhmUsm67mm1a5kQwRz4z/AAyPUdC4Gvyz0uUcJ4sZAIB7j0vy
IMb8rTTUPNnmu4gt9X0DUGukhB+saYyoPWT9pR8JZJlr0rQ7Ur+1y4y5cGQ4NQfUfpn0l+i/x7+r
7G1Gk1EeGY+rlL+ae4+X48wL0/zxquqWcGoaZemTgd7eRUHIjdoZQBVXFfHft2OHBq54cnh5zsfp
l+th232Tmx+rD9Uecekh3j8faz7QNfs9as/Xg+CVPhuLdvtxv4H28Dm3Ip02m1McsbHPqO5M8DkO
xV2KvnLybfWVlqck15GskYiUKGaNd/WjLU9UEH4Awp36bdc6DURJjQeR0U4xmSe79I72QSz+RxPE
5iG1lJDc8JVIeY0jBHx/AOfIjiTVfAZjgZa+LnGWC/8ANrn+38BIvON1o081kNIREtUhcBYxxpym
dlDKXlbkFIrU7ntTL9OJC+Lm4WtlAmPBVV+lj2ZDhPRpfzE8uSMHNrdK4RZaqsIJnQbIxBBMe/2j
8XtmuGln3h3Z7Sxnofs5oHWvO+i32ky2MNvcK7ypciRwlPUSYkjiGNB6R6+O3TfLMenkJXYas2vx
yjwgHmD9v6kRrfnvQb7Sb/T7dbqMXDSTQySQQSVeWaeZkYNIfTHKcAOtWoMjj00hIE19vl+pObXY
5QlEcW99B1JPf5oP/FPl5rNoy13HPNpttYTf6NbyorWyqpKepLuGod6AjqMl4M76fUTzPVgNXj4a
9V8IjyHT4qmoedPL8l9f3lpa3Ky38K+t6hUj1hcxzEfaICBY6AgVPcYI6edAEjb9TKeux8RkAbP6
7Rs35heXXWS1W3ujYzJJHIXSIyESGeTajilJJwOu6g18MgNLPnYv+xtPaOLlRr4efn5pfqvnyyut
Xm1W2gkiuJbGW14yrHOvqNcGRGIk5KV4EChG3QDvlkNMRHhPff2NGTXxMzMA3wkdD1Tix/NDQLYx
N9SuCYYjbBSI2DRqsYir8YpRozt+OVS0cz1Dkw7Uxjoe77vNQ1Pz/wCWtQpzS8iEdzHdR8Yomq0U
88oVqyigInG+/fDDSzj3cq+weTDJ2hin/O5g9OhJ724/zL0aCOH6vaziS1A9AyLG6kuIzLVS3w/H
HtT57HE6SR5kbpHaeMcgdvcwyTULMxausfNVvJVe2V924iUt8Rqd+J8czBA+nydacsan/SO3zZRZ
+f8AS4dFWweGcyi2itmdVTiRCYmTq/QN633j3pjS0sjK9uf4/Q52PtCAgIkHkB8q/al9h5s09NKT
TLpZlh+riBniiiZgWFwHYEshYUnWgJ8emTlgPFxDv/U1Y9ZEQ4DdcNdP6X61fUPOGizyw3EUNysw
u4ZZVcRlRDBPNKCpBqXYTAEGgFOuCOCQ225foDLJrYEggHmPkCT+lZZeZNCtEhijuLoxwzXEtWs7
clhcRBAfinYjga/DWjd8ZYZHu6dT0+CIarHGqJ2J/hHX49PtUdF8x6XYS1klndU1GG+BW1grKkbB
mWhl/cnbbhXwyWTFKX+lrmfwWGHUwjzJ+vi5Df7dvglfmXWl1i9hu+JWQW8UdxUAcpUWkjihP2m3
yzDj4BXm0anP4sgfIfNKcucZNfLV/HYaraXkm8drdQTygDkfTjf4qDx32zD1sScZp3HYeQR1AB24
rj/pomI+0j4Pc/MGh6Dc6bfaytvHLdG2lniugSwJMACsN+JHGNe1M1eHLKwL2d1qNPEcRI9Qv7v2
IbyhpHl+/wBB0rUY053AhtzJJHJIgE8MKwt8Ksq1AXidt8nnnOMiPe1aTHCWOMhzofMCnlXnW7TW
/Nd/Lpw9ZbmeOKDj0f6vF6bMD04n7QPSmZWkkMeIzmajub8vwHE7cBlljijvOMRH43KVfDiF+dou
ONfLdpFa2sZv9d1H/ee1UkK5SvxtUrxhj3qxpXfoK8eS1moPaWSz6dLj5d8vP3fjny6L2f7CABlM
1EfVL/ex8/x3BF6JoraVFLPcMb3WNWl5z+mKevNUnjGoA4xqWNWpv+AhwHWyobYI9e923bnbccAj
GAuVVCP6T+P1vSPKnld9MaW/vnEmqXQ/e8PsIux4Dx6bn/M7wAAADkHktLpjGRyTN5J82R4ua7FX
YqxHzjdJo8UP6P0WG6klSaQn6qZVX0QpCn0xszctq0BodxjLLIdXN0GhxZSeMgAV3Dn70gXzFqK2
sj3OiWVvKXdIA9owqEuYIWJDunRJJT9ofZ9jkPHn1LnHsrT8Wxsddx/Nke7yj80Je+aPMUFk9wnl
yzd/qiXAg+ozco5XNwGhepFTH6AqQADv4jJeNLvbcfZGklIAy/iIu48vTvy68X4oo+116/l1bSbW
TRLOK3vfq31yQ2prE0sXN1qzqtS9VXrSn7WAZ5XzaJ9l6cY5yBsx4q5b0fd3fgJJp/nbzJcW9q8/
luwhaZqTH6o4EaDj8XxOo35gjkw+eA55d7mZew9HEkCV1y+nf7P0Mql1ZG05ntdMspb82qyQw/V9
muPWMbpQsuwWhpyHzw+PLvdYOzcXHUto8Xlyq+5IZvNHmGG8uIZPLtivpzLHDH9UcmQBTzCsXUn9
6pQMEp49qg5597nR7I0hiCJdN/p2+zu3q/2PuPNeqw21tIugWcxlsbe7lZLRiFke5kSeOiu/2YYq
jfY/a8MJzy72Mex9MSRdVOQ5jlwijyH8R/V3qmm+ZtUuL/TIrjQbKOK6lhS8T6oyvEsp4tu7A1Ry
Fr6dD223CM8rq2ObsjTRjMg2Yg1y3r4dR5/tdZ+aNQuLKSf/AA7bHgum/EtpIQXuo1NzQU/YlZkH
xfDTfkdsJzS6FcnZGnjKuL+f/N/hPp+Y3876c0G/m/Xvq9zJ/hm1iMXMQmSzfi/Cu4+IbfZHXIeP
PvbR2NpLA4rvzjt9irB5l12S8kjk0XTo4EnniWU2bUaOOe3jjk5esFHJLgnr+ztkjnl3sZdk6QRB
BN0Oo5kSJH098ftZ15fs4LzSILnUNMtIbqTmXjjiHHiHYIfiHIVQAkHpk45JEc3S6nT4oZDGG8fh
3frTH9D6R/yw2/8AyKT+mS45d5cfw49wd+h9I/5Ybf8A5FJ/THjl3lfDj3B36H0j/lht/wDkUn9M
eOXeV8OPcHfofSP+WG3/AORSf0x45d5Xw49wd+h9I/5Ybf8A5FJ/THjl3lfDj3B36H0j/lht/wDk
Un9MeOXeV8OPcHfofSP+WG3/AORSf0x45d5Xw49wd+h9I/5Ybf8A5FJ/THjl3lfDj3B36H0j/lht
/wDkUn9MeOXeV8OPcFC98vaDc2k0E9lAIZUKyEIikAjqGA2p44Y5ZA3aJYIyFEc2FaZp/nrRC8Hl
yaLVNHDEW8N78JUVqeB5If8Ahqe1cN457/SfdY/Y3zllgAMkRk8+Lhn/AJ2xEvsPeV+pp+YmrlbH
VJLfRNOmbhNJbku7Kf2WYM/X5geO2P7uPM8XlyCxnlP91AQP86R4j/mxoC/fxMv0byzo2k2MNra2
6ERLT1nVWkYncszEV3OQyzM+fLu6NGPEIcuff1R31Cx9Uy/V4vVK8DJwXlx8K0rTK+CNVWzeMkqq
zS9ba2V1kWJA6CiuFFQPAH6cIAAoMCLNnmqYVdirsVdirsVeT6hqUjaveW0dxJHClxJBKLXWY4aS
VY8is1ZFkX06N07N/MSUOm1CaPUjE4u5lngjBjOt2xidmiUo1CPiZ1+zt8WxpQjFVCPVpvqEESXl
3ynVuCtrtszq0WyVPDYNQmoPGo+RxVEW+pajJqZgjmntmaVY5IP0zbErKGDlFiLDaSprQFuu4xVB
afrBnt454ZL9YeJnlI1y0pGys4dVUD+VSx4juRiqtLq2rBLu2e+nZo2b0pk1u3DmNkDoxAVS3ISK
V4gAKV71xVDrqd4lmpvNWuahilyi6zF6olRXuIRE3xKRJHwPToRud6Ko/T/8YXumvPZWmps5ljV5
o9Vt5AXjidJG3AqlWH2alqLTFU4sLfzdbzpdx6ZqbtavwW2uNUgaOZQjozleNCSUU/F3avauKp8m
teb2tjK3lsJMpA+r/XoSzAmhKsF47e5GBKlBrnndo5TL5ZVJU5NGv16ErIOdFUECqngakkUqKYqp
WvmPzvLCrSeVGSRUX1lN7Av739pUHxAqKfa5fKuFURb615xchZfLyoKgGX63EOrAcuG5oo3PxV8M
VXJrfm57qOM+WzHblohJM95ASFcD1CFXl/dkn/Wpt1wKoL5g86JLbxTeWOQlYJLOl3EFU0Zi3EB6
KAvdupAwqmWjaj5gu53GpaR+jYBGrRsbiOdmcswKkR7CigH6fngVNsVdirsVdiqCn1W2jf0oq3E/
aKL4j9J6DImTdHDI7nYeaHaC6u2BvWCxg7WkZqK/5bD7XyGRJtsEox+n5/qTGGIRqBQA0AoOgA7D
JRDjylbVxAsqEMoYEUKncEYyCYSpL40vbPa1PrwdrZzRl/1HP6jkQW8mM/q2Pf8ArRVvqlpM3pkm
GfvDKOLV+nrkhINUsMhvzCLyTU7FXYq7FXYq7FXkevxXp1TU/qkF7KKyo8g0CG65MZirss/Ic6ce
XEKK9Tua4UKF9bMkj29nZ3Vvc28kMcTw+W7eVUcRLT9qjICwOx24/CaCuKr447saebgWtzdh7uGJ
CfL9uWYcWEzEhn5c96yHvxXqTVVrVYtU5vObS6aWR0ULF5dRpF+qzxOJuatzP7uQhB48ulK4qoJY
ahZ2Rji0+5b1mdfRXy1CERpraVVk4hm2WVBy+fxD4q4qj/q5jYLLps00iRFIlHl2BQVIK/BViRwd
0anTanWuKoOHT5ZvqMbadOPUEZZH8sW5SJk/ckSEEcKU2oP7ulMVR2n6n5miS3t7JdS0mKWQzGBN
ARIozMrNxkf1VWiH7TEDt0xVWg8wedLm5NLjVoEaJngZtDBSkcZduVJKcnooUeOwxVUvte81LdTP
Bea20DT+nCseixyqFWVgKOHXkDt8ewI+eKrJNU88xxXQuNR1Tn6zpEYdEDcPRlSXmrCWjpJF+6UU
+JiTviqhdebvNg1SX0bjV3tebPGF0QFIo2idgWf1VDKKrxZjQn5HFUYfMXmSFHiF5q01zbskzA6L
/eR/AhiUBx8RMoJ3qo7eKqCfWvzBgjeYXmrzlkQ/DoS/C5orngZeRp9riB47itcVRh1/zFGs8q3+
pvM8cJ9D9FqR6rRwRVCh5Cil3ZmCnZuYG6EFV2ha152vdctILm41SG2eYU9fR/RgIVGdlml5ckVl
HEMa/F3Bpil6NdXaW4UsjyFjQLGpY/hkSaZwhxIb9I3T/wBzYTH/AIyFY/1k4OLybPCiOch96x59
Wbr9XtR/lMXYfdQYDJIhDzKw2XrCtzPLdL3X+6i+kCmRtlx1yAH2lEwQKqcIEVI/BBxX6W+02Iss
JS70THEqe58f6DtkxGmoytfkmLsVWSRB9+h+8H5jImNshKkJcQRyLwuI1de3qbj6H6r9OQO3NtjK
uX4+CgLR4BW3uZbdeyP+9j+jwxumfHfMA/YVe2m1EyqspgliPV4yQw/2JyQkwnGFbWCq3N68EnH6
tNKtK84lDD5UrXJEsIY+IcwFS2uVuI+aq6AGhV1KmvyOINsZw4TSrhYoe+1LT7BFkvbiO2RiQrys
EBIBY7n2GAmmzHinM1EE+55Xd2dvf65dSWraLNPPcXPoTS6jfRM6mVREGiSih/Vfi3EU48SrYiYb
paHNEWYGvd8UGlhZxi1vbK40Fr+zeBkaO/vhGFYl5GLc/h48lZdiPiII2HJ4wk9n5xzhL5K8vl61
WAS38uiy3JINoEv7xEkHq0uJZDG0S8lINCiVLHtSheMMI6PMeUZfJu40PQ7iJQZtEkeVwjA6hfxq
BGsSKiem6041Ranxr83jDI6DP/Ml8vf+or7jRltzJ640P1i6RpbJf3683sVeFYyGanKJmUU2FSS2
9MeIMY6PKRYie/l38kDb+Uo7jUoBI+hTI0iLFH+k9S9UgsoVFIKK5CP8PINVuNelceMLLR5QCTE7
eSs2i2zSw+pc6TbQIHjSQahciWW3ZHjDqjO0fxosrcqkoB8IBG7xhI0WY/wS+Xu/WGWjy9+Vspak
sbm3SPmfr1weKRusUZ/vezqq1x4wg6PKK9J38vK/uauvLn5Wypbi4mi9MhJ7ZTfTLUXIAR6iUMwk
CjjXbbbHiUaPKb9Mtr6d3P5IY6F+UpeS4ku1f1JCxZr65oGYk0BEor8QYitab02wcYZ/kM/8ySvN
pH5VSQlZJ4xDcsyhPrtwqsSyg8VEoA4tEoFPs9qb48YR+RzfzC638vflOYvrcJgaKLjCZ/rc7D4w
6KGYyfFX4qV7jxGHjCDoswNGJtT/AMKflQBFJLKrBQnotLfXICrHGgQbyjohTdtztUk4OML+Ty/z
SuTTPykKrELmCkaOyob2cfArc2NDLvxrt4DYbYeMMjoM/wDMl8kzsfIvkW4WC9srdZokheC3niuJ
WHpuSJPjV6vyP2iSdx41wguNPHKBqQoqo/LnycHLiycMa1pc3Iry6/7sxtiyXFVGa3D1ahdj0UsQ
v4ZCULbIzpYls47pH/qLv95wCBSZhVW3jBqau3ixrkhAMDMqmSYuxV2KuxV2KuxVTNvHWq1Q+Kmn
4dMjwBnxlasDrIGJVqdyoDfeMAjukzFKnpj1OdTWlKV2+7JVvbC9qXYUOxVK9b8u2Gs/VzdNKjWr
F4WhcoQxpQ7d1KgjIyjbk6fVSxXw1v3vMtR0HQdG1d75NPjubmzCkV1aCNUWORaKyugkFGUJVvHc
g9Hww5su285hwbUfJD2+laKohNlZW9sHSOO4QapZsWSIRIkgLLVXb0qkqvxeO5BTjBWXbWeX1Udz
9t+fn1VpILFJrSCbRonuQPq9tbDV7cqVSb6wihmUbkpQHqQu1GrR8MNf8rZt+W5v7KQV5oOm/VYm
trSKZiGdZV1i1qDUqpCEAMpMSPXkTXagweEG4duZ/wCj8kTNp+mXbJfx2UU5S/vZbcjV7ZQ/rPGw
k+JWYGSgZo6ErX3Aw+Gwj2zmjEgcNEAcukeTdtaaJDBbXv1GKFon+swiTV7asc0Yje3YhAhPqS7M
D0K++AYwES7YzEEbbgg7dCiLbyoLvTUaHy3JPawrxtJLfU7WY0QTMqB1RqjlKYz7MNjQ4+GGQ7az
2Ttv+z9QRD+Q74G79PQJx+kbVxOW1GJ2Sf1DOoYkIxBlhjJIb9r2Ix4Av8tZ/T9Pp5beRH3FUl8q
6mGs4JvL9xcw2sFtHCRfRqQLYlYkkKIF2DcTT9neteVScYLD+VsoJI4RxEnl/O5/rWReRb0SqP8A
DkywQhJouV/bGQyozLQsIyd0lLdeOxHcHB4YZntnOb5b/jv8l9/5DvLy3gDaDIGjLsR9etwwWcmS
SNWSNd+b/aNTt3FMfDCIds5oGxXT7Nu9WPk/U4LKSCHQ5jDMQ81st9agVR5CApECk19Zup6HxAx8
MMT2tlJEiI2Pf5efkEPeeX9bjPOHy7dXMStHDbql7awEKhjiEm0IeMgQI/JeO23dqvhhH8q5O6P2
+fnvzPP9TWpfl5Jdy3E3+H5zOjPFAf0jCI5oiwUs/wAFUDIvQCv04+GG3H25ngKHD8mSQXPnHTNF
+raV5cVpYovVhS4vYSWmknLSRuUAFeJZi9adOu+SAp1mbKckuI82Tafc3stp6uoWy2UwLViEolAU
dG5gL1xkQBZ5NbR1fT/9+/gcwf5TwfzmXAXfpfT/APfv4HH+U8H85eAu/S+n/wC/fwOP8p4P5y8B
d+l9P/37+Bx/lPB/OXgLv0vp/wDv38Dj/KeD+cvAXfpfT/8Afv4HH+U8H85eAu/S+n/79/A4/wAp
4P5y8Bd+l9P/AN+/gcf5Twfzl4C79L6f/v38Dj/KeD+cvAXfpfT/APfv4HH+U8H85eAu/S+n/wC/
fwOP8p4P5y8BRaOjqGQhlO4I6ZmxkJCxuGLeSV2KuxV2KvKNWXUF1i/UQ3UjzSqZ2TTLW7UW4XcO
QePMPuevjXemFCnNYErJHBpt4I7qFviTQbblG7TERlhI1fhj240Ap8WxOKtS/pdbg+ha3V2bUelF
OuiWzFpoZZeTs5OxVX4rx6kHoWxVWmt722g5LbTz0/eyAaFaqiRxlvVjILr1XkoANffviqDt7K/t
9SS2sLW9i+qj0zMNItZBJNRYzKxLfuwzR1U+Hem2Kq02nSM8cyaZc8x9XlJk0i2aRmLXCupiJopC
hWonah74qjLK68xwQS2lgup28ssokjRNKggjja3hQMDRvTAuiajl9k18MVRraz5qJkhmOqPA6xcp
fqCQsoVKScHR1+J3FafQMVU7a/8ANd1CtLvWbaQtyLSaZHQkmT4h8eyj0q8T7bHkKqtx6j5tmuvS
juNZtYZpAqPJpsDoqSVbm0hk+EKGFdtqUHhiqH1PzD5qitqQXWs+okEcksg0iEKx9MO5Bdxwry3G
9CGp02VV7HVfNMV7Mbi/1a4jWJGcfolIgpeESGlXKggClKbPUb4qo/pjzXLfy2nr60vKMOZ10tBH
VQtFHxfAWLN0Pbriqc6Z5yu7XTVSfStZ1CeNWaa4ezEbNIzE8SisQoFe3QYpRjefEjmlil0PVg6P
IsXC1LiVY2K846H4gQvL5EY0qva65Pq2iTTTadd6XMnFZILtOBqevA/tL75r+0/7iTKHNhnmPzVJ
pFwLeOza4kaL1Q9WCjZ9vhVunp/jmk7O7KGojxGXCLr7vPzbZzpJ7f8AMm6mWQDRpfUi9RWXmRV4
6U/Y+ENX6DtmxyezkY1+9FGunQ/HdgMvkrN+YVyJZIjpRDx9VaU8qgHlVRH0Ur8R8AfDKx7PxoHx
Nj/R/wCPdenwT4vk68/MOa2u3tzpMp4sBVnKnfhxqPTO55saV7Y4vZ4TiJeKPl7/AD8h81OXyVbb
z96jwiWySFJJRHJI044qh9KrglAGp6pPyUnK8nYPCDUySI3XD19W3Pb6ftCjKh5vzHuI7uSD9Emk
cpjMjzFFoJOHM/uzQdDl0PZ2JgJeLzF/T5XX1I8XyRY89O1wkUdgHD2ouQ/rdWMJl9IfAatVeOUf
yGBGzOvXw/T/AEuHi58uqfEQ6fmK50+e6fTTG0Yf0ommoZChiFFJjHaVj0/ZP0Wy9nv3ggMl3Vnh
5fV5/wBED/OXxduS7SfP15qN/HaDR5IQzqjSNIaAM4UneNd1G5GR1XYMMOMz8UGh3eXv+1Y5bPJm
Oc42uxVkui/8c6P5t/xI52HZP+Lx+P3tE+aOzZMHYq7FXYq8Y1qfS08w6wbkafBOkjSpLdLqgkMU
pYiqRhU3f4WK/Z377AoS9n0h5H9EaO8sttKZxHcaojUiWVWEbPQUWF/jBpudt6UVbum0dUuDI2ht
DEiNCqzauHZlQNVyOPEnYUqffFV19qnle6ktriNtHlGoM8sYa41RGctKySgqnwqyuGLIem/jiq6K
HQLa4gF1Npa2xad5RHcamaqvJqbqN+C8/EOCAaYqhpV0qys6ST6GggoJyZtZBUo7qCV+IqPg+PpQ
7HalVVtzdaF9bu4iNEWKGaSJ2Murs7KrlN3gHGi03buOvWuKom5udJbUL+KG70eSCWeactJNqisr
meU8WG4r6ki8eG3wsaUxVU9bRXeS0i/RawvEizh5dWEklsii5uHRuHLZF9RWFNlA+ziqjPdaaY5b
iM6O811JLC7q2qD4pCaxkn4EatT8x8zhVlUjfk2DNbzSn1YEEVwFmv2CcVZOKuD1VeQBG4HhgVdJ
J+TpSS3kLFLdFeX47xiInqV5FWLFC0rDidqjpsMVWzyfk66TBasVBErRm7LokwaYzUrXiPSarU+G
lOmKttc/k6LdbhZ/XRA90kayXRZQkjI541B2dT8LeG2Kp/5X1DyDbXYtdBlCT6l8axD1yGESsw4i
T4UAStAKCn0YpZBq/wDxz5fo/Xmv7T/uJMoc3l/mTVks9YjiOoXVn+4WZ1hgE8bIjSVGwZgx6mi9
FG/bOe0mHixk8MZb9TXc2yO6UTa1JAs8E/mK75xl4JmFgxbksyozr6Q2+yVqvTlXsKZQwA0Rjj3/
AFeX4+TG/NuPV/VuITD5ivAqLIrKbJmDemrM1djWgH2hXp133ZYaBvHH/TLfm0+qTWzenca7qFYb
eOsn1VP3hkkEqOqipLRxvxZeNSNzyIxGEHcQjuT/ABfDu7xst+avcX01oQJfMN6TCZCaWRoQCISt
SvxcZIJCN6/F8shDGJcscd6/i+P6R8kk+aGk1uBIp5D5i1BwIiUUWZBHApM7qeChuQUrUmg5U2oc
sGnNj93Hn/O+H7fgi/NEzajcCMBNbvSUWNxSyb4mkLuCQeLGtadeAAApXIRwi/oj/pvd+O9N+aGh
11bi0Lpr96ZI4/iJs25cXmjVTRCE5cmHieJ2pvWw4OGVeHHf+l5H8e9F+a+217i/py+YbtnSU3Lj
6lQmJCSy7h6IVp8h25dIy0222OPKvqXi81PU9alikdl8yXAltlZHiSyJBMJ5SM2/Gppx7Cuw4/Fk
seAEf3Yo/wBL8fj4KT5sm8sahFMbm1N7cXsqFZ1kuIvSIhmHKNV2WoXpVvi8fHNdq8RFS4REctje
4ZxLO9JvbeO2ht3akj1K+BqxHX6M3XZmrxxxxxk+o395a5xN2mubtrdirsVdiryrXv0rHrV1bwm/
dpp/VWOHW7OAc5GUFUil4yAJ26bUABwoW3U+s3epPcRtqMiwOZoFttW05I5CvD04pVJkK/3rcdwp
pvuwqqoQ3mvSxTJey6hZu8gSJjrmnLIyREDmpQUAPqueO9eKhqYqq6Y2qTxz2sR1b64zzrDB+mtP
laWkMhKUj5ceTRKORXkta1FCMVRkOk+dhJ+9s9aniZQZUn1SwKlw6yKFCp9n92VboaN3/ZVWx6J5
q+sRSQ22uozywLexNqlvQRVMbt6hQM/ERh/hetG23+EKrW0Tzo1ggisdagvzK7vMdYtCwWRaBGcK
QVBClvgqKbE1NVVzaN5yW7ErWGsusElzOno6tZgMWB4RIjLGoRuIVR8NOVScVVYbDzvFJJP+j9ae
VnWRIm1ay9PlFQqGAAPBwoV+vfbviqlZaP5sjurSVNN1qkFuoj+s6pZOiSIokVJI6HnSSMRswqKH
kK9Qqh/0R58+qCaWy1z68GdFhi1WyC/v2ZmljYqQvpmlBJy+H4fiPVVE2ejefPrbteJrXB1iQGPV
LMqnoIy8lXglfWovKo+0SdhSirtP0fzhpl/bXkel6tqJtwJvRvtVs5EDsrW5RKKrcvT/AHjEnjU0
FeqqWTW/mLznIIzN5TlhJnSOUG8tGpC6sWlHF9/TYKpXqamnTArUPmbzi7xo/lGaJ3Ycw15bEKhY
LzLKSu1eRWtadATtiqMjvNYutIuzqun/AKOnilMcaiVJkljAVhKhTcAlitGANR0pTMDtT+4kyhzY
lq2kape3SyW+rTWNuEUNDEqEl1fkH5MK71oR3p885bDnhCNGAkW4gqEPl7VkvFum1yd2UcWj9OMK
y8uQU7Hp0r165ZLVYzHh8MfNeE962z0DXoWhkm12WeRAolUxL6bEU50UHavatae/dnqsRBAxhRE9
6kPKeq/V4rc+Y74pGoXl8HM0FDWSnM18Sa5L85ju/DijhPeiLXy/qsMsDPrlzLDCyloXVKOqsTxZ
vt77A75CeqgQf3YBKRE96e5hMnYq0FUEkAAsak+JpTG1bxV2KuxVFRf31n9H/Jxszcf14vh/uyxP
VlOdq47sVdirsVeYarFI+vXkaac0kv70JcDQhco8qKzxyfWiVXl60HMihHKm4quFCXLa3X1pVg06
dJWmT0pF8tLBHzR/WAaUPzVOS1LHavjXiVUMtra/WLaBdNjaUxxqrL5WjTlOS87kK71XhzXmtaq1
epJ4qo5LS50u9XWo45IhAodbhPLSxzRQOxAhLrIkgVPUqfhoByJ/yVU0XXvNT3EDjUr0JcKwihOg
yk0j4epIeM1QpMqcCR2brXFXaf5n171I4pL7Ubh6ySOP0HIjOqMylFPMgcH4q1B4dK1xVSudd83R
TQNLqWoioLLHHoEhD1RyVp6rHkAtQv2hSu4OKo/Sn836q8kEGs3tlIkQ9Sa/0cxI5LOWaEs6hSPU
UBTv8PcdFKdzaX52S4MtrrdtJAEYJaz2ZBaRi3xNMkuwFRQCPt77BVjaR55ZmceYLdOTrSL6iGCo
A/IcjKKkllNePRad+WKrZdC89M4eLzREgCcSp05GBarEN/fD/JB+R6V2VVP0F5sW49ZPMhNUZTDJ
ZxtHyL8lagZW2GxHLftTFVv6E88AgL5mi4BQo5aejMfhA5M3rCrV36U9sVXDRPOXB0PmOMhzIQ/1
FQ6hqcAD6tPg3/Z3xVyaL5zHHn5kjb92quBYIKyADm61lNOR6Ka098VTC6ju49E9O8mW4uVUCWdE
9JXavUJyfj/wWYHaf9xJlDm8/wDMNx5zjvEGh20E1t6VXMxUfvPj23dD/Lmj7PhojA+PKQlfS+W3
kfNtkZdFD615+ZIq2lur+o4lAK04Uj4kVkP7RfLvC7PBPqlVCufPe/4fci5KNlc/mLuby0t/7uSg
jKf3npsU6v09Tj9GWZsfZv8ABKXMc75WL6d1/FAM2VRM7RI0i8JCoLptsSNxsSPxzQTABNbhtX5F
XYq7FXYq7FXYq7FUVF/fWf0f8nGzNx/Xi+H+7LE9WU52rjuxV2KpF5r07W7yK2bTLxbQQNI9xylk
hDL6ZC1aMHo3Y7d+oGRkCeTm6PNihfiC78gevm8x0yTXH1A3EnniA2QReEUt1dQuKSV5skqLUivT
9qoB2IyPBKnaz7R0RhQxer+rHu/HuRsU+rJeRGXzlbfV7S09K5Vru4UNMnOVmDsgD8YqCtamhr0x
MJNctfpDEgY9zK/pjyoOtLrUbcNLc+dbWWK7SYWri8nZSWSREevGi8XIFOxp+1xBHBLvRk1+kNVj
rl/DHvH4+zq3ay6zZaTNb3Xm22uL9rhw1x9fuRGqzWlyqLyEb+mVeeORfHiOhUZMRLLJr9JLICIV
Ghtwx5iUT39QCPj5lk3lvzVounW9wup+YLafnODCfrjXNBcO8kQDSIj09Og+0V+E9KNViCHV6zNj
mQYCtu6ug7iRzv8AHI8bzv5TSCG4fU4Ut7kyLbTMSEkMVOQjYijfaFKde2ScRSl8/wDkyKO4kbV7
cragNNxYueJYICqqCXBZgvw13264qiIvOPlSWKOaPVrV4plV4nEq0ZXLBWXfdSY236bHFUNH+YXk
qS1+tDWLdYQaEuxRhVuHxKwDDfxHTfpvirWo/mJ5J05Zmu9XhT0G4TInKR1O3VIwzU+ICtKVxVF/
4v8AK3qmH9K2vqrIsJT1Vr6jhiq9epCEjFVOz87eUr28tbO01a2uLm9VntY45A3qKoBJUjb9rbxx
VO8VdirsVQer/wDHPl+j9eYHaf8AcSZQ5sA1P6gNRRp7me2k9Nd434xlQx+E0ruanf8AHNFo/FOE
8EITHF1G/IfZ+KYZuDj3JBr4IUHSW9Kmp3Pw8pFnD/zNxYE8dviTw/XmVWoF/usfQcNdwsde4/im
r92a9cvf+PcuR9Kjijb9LXJR45BF8Z3WtKgcftLy2yMo55SI8GFgi9v28j1SDjAHrlyP45LRe6UT
wGpXSPsrciQTzFAx+H32PiMkdPnG/hYyP1dOf2dxR4mPlxy/HwbF7pRKEajdKHcoJCaAlRtuy9P3
m1NsB0+ff91j2F1+D/R36p8TH/Ol+Ph5q9paWN6rNb31yVA4uA3Go5Hia8a/s7UynPny4SBPHj8t
vLfr82cMcZ8pSTS1t/q8Xp+rJMa15ytyb76DNXmy+JK6EfIbByYQ4RVk+9Wypm7FXYq7FUVF/fWf
0f8AJxszcf14vh/uyxPVlOdq47sVdiqyYkQuV5VCkjhQtWn7PLavhXFXlEU2vzRyR+vrMXFOEwn0
NZHUsq19KXiDIOKtT4iQadaUwoRN9NqDfWICdXcvGkcbJoUbIFKiKegZGQiXdmRhiq+ePULiO9kb
UtTsFswIn9fSAqSetEsY9GgVW4shaqmgZlHamKqUlzrLm5lhm1mEiFGhiOiAKJFeJGcBBuzlWalK
qrGnTFXWl15hDC7muNYlAIlezGhRRep6YBVOTB+NUXh23NdsVQyN5ninjnlu9VuYpVkMMcegRxmB
fTieFSpAo/J/wZWpTFUVJe68ZHnI1SGOVnEVtb6FFRFLKY0/ec61J5Es21DUjFXXJ12L1oILjVUd
bokGDRIggjQyhQvw8GP7xW591Xj3IKq76zr31Zy0+qKLiBJI4W0GJzF/paq6yCNTzkZFPwinw/H4
YqsuJfMr6pJx1TVbS1iEjyzT6NbCBViT94/qOg6ldhX4q1FaYqnGg60lhpcMWo6Vq9/eAtNNdyac
3JpRSp4jkQfi/XToaKpimvaTBdwW6eW7+M8gfVTTz6cTvIu5ZAR9puRZa9CcUrv8fQfVnuP0FrdF
ZF9P9HzeofUDUYJ1oCtG8Kiu2+BU10HWzq9vLcCwu7BEkMaJfRNBI1ACWEbfFSppXocVTPFUHq//
ABz5fo/XmB2n/cSZQ5sKvl1X1Ga0WFl9OiLLUH1Pi7jt0zmdMcHDWQyBvp3bfbzTk8S/TXLr3qat
rZK/uLeNTxr8RJG+/TbLSNN/OmUA5e4NAa0o/wB57ZnUBQ3IiooS3bbemJOmP8U6/FfZaP3ndFdX
Vwlfq8BlBUKeRC04mpO1RuFyP+D39U+Hfp5j9qf3lchbT/plH/cwW7L1BJK0+HpsD+13wx/LkeqU
/v6/qU+IOQi6uuoCY4bbfohZlp9IBw/4Kecp/IL+9HIRR8BmMKGdVWWnxqp5KD7EgZgZBESPCbj0
tujdb81+QZOxV2KuxVFRf31n9H/Jxszcf14vh/uyxPVlOdq47sVdirTKGUqa0YUNCQd/AjcYq8aS
TSIb5XjaC3tDPFG8a6xcq4gZXJYRBiaDmCE4bN7NUFCm9/aXVtKzSwLcieL6uza5MwLusjKKr8RB
CMCF+3utdiMVQ95ex20q29qtqJ7OD1ig1mdmjq4aeOqg7KnP0m2+EKAD0xVHSatbwpcxMywiELCY
m1i4EIt3ka45+sEaFG4cejVo3HtiqGuNUjWS1tFniE7oHlE2tXIVVHKZVKEq/wAcag8a/Cm7ftYq
iL6GMWU/1WazeSO4QzW82sXHqll5IHWZXHBvRMivseVO4FMVWw3ttbTqZpLdPqlvIk8v6duDwmuY
uBiCEO1HigjlFaircl5HFUOZrdNUjieeP6lcQt+4fWrhyZE4oCSeatUSfErDqvzqqvn1DShBHegW
UckxpMp1yeJfT9JJm6D7SEyEg9ONe5oqq2t/aW73CvPay62QbYxLrM4Yj1IwI15A/vFj9QsvKq0A
6EYqpy6nb2Bjs2aGS2vJVeSRNdlJjKh2BZidwzOw5ClTxBrSuKtTXifXYfqzWss8UbvfWb6vOG4q
3owlm+Ghlc/vAQa7cgvXFVyeYoDZokc9szmCGK9E+tXKlFgPBeqE/EVT1WNT/NUUOKshufKXmeNL
hbayeaNZ7hrWNtXuFJjlkQryJU7UjqE6LUr25FVONJ8iwT2ROsJcRTyVWW0W+nuISofkjfGdj/nU
42lPLby/bWOnTWVpJMyScConlebj6cSQqFLliBxiFR41PUnMXWYTlxmI5lMTRSmWwuYiBIqoT05O
or95zkMmiyQNSAHxH63IEgVn1eTxT/kYn9cr8CX9H/TR/Wtu+ryeKf8AIxP64+BL+j/po/rW3fV5
PFP+Rif1x8CX9H/TR/Wtu+ryeKf8jE/rj4Ev6P8Apo/rW3fV5PFP+Rif1x8CX9H/AE0f1rbvq8ni
n/IxP64+BL+j/po/rW3fV5PFP+Rif1x8CX9H/TR/Wtu+ryeKf8jE/rj4Ev6P+mj+tbd9Xk8U/wCR
if1x8CX9H/TR/Wtu+ryeKf8ABp/XHwJd8f8ATR/WtqkZX61bIp5cCqlh0JL8tvvy+BHi4wDdV/ur
/SjoWVZ2rjuxV2KrJq+i/Esp4mjIAWBp1UMCK+FRirzC4j1UxKAmpxp6S81TSElk5JLK4Zncsz/A
vpenUj4gfsnChShfW1guDbfpJDNGJaT6ElYmQGE+ioB+KprwNRx+xtU4qtmttXWQ1k1KXizxXNym
gQ8ppkkZ/W3HPjSUBCPh+E+OKro21X0BEb/UGmMYeSzGhQGWIMxVeahSKEFiOVanfxGKqR/SSR/V
YJNRkuhBI8Sny/CPT5iSFORZaAh0LgE0YU7YqqRT6nI8MbfpZHPM3czeXYgHkZ+IduKEhuXI8lPS
h6EEqqgOrBnUHU4Z4UMrXB0GJ0ljEKypHxjT7a+myDatW4/NVbdw6rbW5ZZdRlnty6W/Dy7A5jlY
FhInFKceL8DxO5riqL8t3Vnp8DNf2N9rL3qoLcJpSxrwQdVVeqn6xvI1BvueuKp4fMukmeh8t3rS
Al3H1IeqqVVRKUNHIZzx+Gp2J+zvilo+ZNAk9VV8uX8sdu7QFhpjkEwkp8Hw/Eo4HcfLFUS+taHz
iZ9CvC1yxUE6c5anLdnAUsq1cn4h+sVVQ3+INCVVUeWdQ/0luLoulyUoWIBkqgABIBNelanviqNf
zlBDI8EWi6s6QEpyjsZAlFqBw5ceQ22oKYFW3HndIoZXTRdXlkjG0S2UtWNaEKSKbdfA9sVTTSdZ
/STS0srq0SMIVe6iMPPny2VW3+Hjv8xiqIvdPguwvqVDL0ZetMw9XoYZ64ujKMqQn+HrT/fkn3j+
mYP8h4u+X2fqZeIXf4etP9+SfeP6Y/yHi75fZ+pfELv8PWn+/JPvH9Mf5Dxd8vs/UviF3+HrT/fk
n3j+mP8AIeLvl9n6l8Qu/wAPWn+/JPvH9Mf5Dxd8vs/UviF3+HrT/fkn3j+mP8h4u+X2fqXxC7/D
1p/vyT7x/TH+Q8XfL7P1L4hd/h60/wB+SfeP6Y/yHi75fZ+pfELv8PWn+/JPvH9Mf5Dxd8vs/Uvi
F3+HrT/fkn3j+mP8h4u+X2fqXxCqQaJaRSrJydipqAxFK/QBluHsjFjkJWTSDkJTDNqwdirsVWT/
ANxJ0+yerFB07uN1+Y6Yq8ijeJnEtlbzXS3oZ5LibXIYHEhXiyiNQy8uKgn6duPUoVJ7GcejF9Ru
JfWh2eTXowO4qH4ty/eL4dakA4qpTwySxyQWdnKZpERJLX9PRosZim5VQKU+INCtWG+9MVVksEiQ
stoyxxj0ra3Gux8JOYPrcaLxXjT4g2x/Wq6xs7qHV6CzawMnCKUy63FKFUqUdWhUiqemxoo+z9oC
vRVBwabqNzb2iJHJOCfWSddfqwlKlagFm2USjiAegoftVxVXubTUWneaOwuWjuWilmkfXoEAHCNm
QBSo4KvNO9Rv02xVExwPDb2RjsZGjuFcIn6fULyd5CGBABZ2LHjx8N/iG6qibWymkBSzuLi0iAti
j6zCkaCMRRzx8QxV0HxFh9k8RXc/CqyqLztrSI5uNJs4ERxFGo1S3JJ4n4fshQaqwFT2xpKpB501
w0+s6RaQfE1U/Sluz8ASoNOIXkzKRTl9ONKs/wAb648YSPSrM3RjDGIanAwBbmFIPEck+Fd9vtY0
qYaL5nlmilk1lrKxAWExrHdRy7ybHkQaU5EBcVTb9M6R6wg+uwesxAWP1U5EsSAAK7n4TtgVGYq7
FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqlvmHWYNH0uW+uIpJYE2kMSCTiG25MpZKrXrvl
mPGZmg1Zsoxx4jyeML5ssGuuc8WmyRCNUV/0VGJTQ9CwdacB9njmV+QyeTgfyth8/kubzXorRvF9
Q0pIo1AtEXS1HCkkcnHaRaJUSVXvyHuC/kMnkn+VsPn8lK38y6PbSl4LLSlKXXq20n6IhWSOJI5B
HQoyjmrMo6bDka78cfyGTyX+VsPn8ljeYdDkM6y6do7JIAsLfoiEtGCwLBQSRTaqhuW/WuP5DJ5I
/lbD5/JETeaNEb96tnphupPUN0W0pRFKxo6OY/Wb4vU5Fian3x/IZPJf5Ww+fyV9Bu2v9ReXSo9F
tZ7UG5gg/RioytTk7xcW3fnxZn2aijbY5iayEtPjM5C4jucnTa3HmlwxO/mmc9rNJI6rbaKLWSSr
x/oyPl6K0KxivJT7kg+1K7aD/RDp/wCl8v2ud4ZVxaWay29LHRWhhmLD/cTGpSJ5OcgQCQ/Ex+Kt
RuT88f8ARDp/6Xy/avhlAafpDRQH61HpEtyVaki6VCOLsPtADin7CfsVPjsKv+iHT/0vl+1fDKtH
Y0uI3ksNCaFnEl3H+ja8m5GvphnISqUX51bvj/oh0/8AS+X7V8Mtz2ctyY5bi30ZriP1ZAw01f8A
eh/UYS8i3KvqScj48nqDyx/0Q6f+l8v2r4ZRGn28EdxzvrPSLiE8VeNNMjQlGk5z71PxOVVu45Dp
j/oh0/8AS+X7V8Msjlk/L2YsZtDtpC4IYvZwNUGgINR34j7sH+iHT/0vl+1Phlc9z5Ddgx0iLkJR
OaW0QrKAQHan2iOW1fnj/oh0/wDS+X7V8Mpp/jPSP5Zf+BH/ADVj/oh0/wDS+X7V8Mrh5u0xopni
jnleJDIIEVTI4XchAWALU3pXMnS9sYM0uGN35soYTKQFgX38mJH8/PIoNCl7X/jCv/NebO/J3f8A
oZ1X9H5/sd/yv3yL/Le/8iV/5rxvyX/Qxqv6Pz/Y7/lfvkX+W9/5Er/zXjfkv+hjVf0fn+x3/K/f
Iv8ALe/8iV/5rxvyX/Qxqv6Pz/Ymeg/m95Q1y7ezszcLcqhkSKWNVMgXdgnxGrAb08MryZeCJkQd
nH1PYOowx4pVV9/L3pt/jbRv5Zv+BH/NWaz+W8H9L5ftaP5Ky+Tv8baN/LN/wI/5qx/lvB/S+X7V
/krL5O/xto38s3/Aj/mrH+W8H9L5ftX+Ssvk7/G2jfyzf8CP+asf5bwf0vl+1f5Ky+Tv8baN/LN/
wI/5qx/lvB/S+X7V/krL5Nr510YsARKoJpUqKD7jhHbeD+l8lPZeXyTuGaKaJZYnDxuKq6moIzaw
mJCwbBdfKJiaPNfkmLsVdiqA17VNP03Sp7m/o1vxKGGnIyl9hGq/tFun9mTxxMjQas2SMIky5PCN
MntNMvrq+u9HjurSXl6NqzxyiJWJp1Dn4ajembgzEwIxlu8vhywjIkxBHdsaTGPzPol2QkHlyArG
/Oh9FVAMDRcalABychvH4a9d8hPGYbmbf+cxH+AfZ3KT+YtHtEaK58vW7erLO4k4xE8JS3FFZVIH
pVWlMMYGe8ZsRqsYG8BzPd+NlPUdStNU0yaO10SC1eVmaGdPq8RVTIjAfZV2ACMo374iQhL1S+9j
mzwnEgRESfcxT0pfV9LifUrx4U3r4UzM4hV9HAo3Sf8AlnQtSbWLeUXK2AgPrG5DozqE3oiAksx6
U6eO2YGs1+HHilKW4AcvRYJTygAgH3vQk1Swtrme4mt4zby1CxvSi1NdiR1zy3Rfvc0jDFxg9P5v
xL2ObNDHG5ypFtr+jXCKYNPi4rSpXgakOrGtF7gEfTmXrc0MREZ4BE/DfcHmB8PijBljkFwlYU7j
zDoSqYmsoY5GA6soI+Hj/LUeOW48ZzY+KGn2PX091bdWvLq8WOXDKYBSvOaMJCXDXq5U5fEKvopJ
dWzvwSVWf+UEE5m5eytTjhxygRH4ONj12GcuGMgSqPIkalnYKo6sxoPxzG0+myZpcMBxFuy5Y4xx
SNBbFNDKC0Tq4HXia0yep0WXAQMkeG/x0Y4dTjyi4G2pbiCIgSyKhPQEgZPTdnZ844scbHy+9jm1
eLEanIAqisrAMpBU7gjcHMbLilCRjIVIN0JiQsGw1b3VsblUF1HC6mpkZwoTjuTX2zZ4extUSJcP
D52NvPvceOtwynwCQMuVPOTr2iXn5iT6nZ6Mt/p7k1tHEarKwADTusqvGnNviIoOvWudzGJEQCbL
6HlhLT6EDNl8Mx/i7v6Oxspve+aNA0+yZLzyTaKJFWOOdDbuOYQg8mVHK8jv1rth4ZB1vZ+WOskf
A1Rnw8x6htfca+6lmi+YfL13EXj8mW8qrMZPVLQKDWR3CAyqFICuAVpTYbUxEZJ7Tzx0hAzargJH
L1XyAuo2fiwrzVKkusO6aaulL6cai0QqV+FApZSoVTyI6/xwxD0PZeWGTCJQyeLE36kXoPlXzG+p
WUkDLp7+ojJdvIiNEQahygb1Kjw41xltEno63Ve0vZ4MsRyRlLlw77nuv6fteyJf20V7JcPEkkJA
5B1UAkU5PQjivIgmg6VpnGY5iecmELEuQ/H4Dpc5GPFc5cIHW/x+1EjX9HmSVYrGFiRQceFV3rXZ
ajM3Ug4o+vDQPu/Q4Gj1OPUSrHl4iOm/6VS48w6Iq8m02GOpNASgHbp8NdqYcMhnvw8IPy/Uupyx
01eLm4b96SKysoZWDKejA1H4Zpc2GeOXDMUXbafUY80ePGRKKwzwCT0zIofpx5CtfDMmPZueUOMR
PD+OnNw59saWOTwzkHFy/B5L2IUEsQoHUnYDMbFilklwxFlzc2eGKJnM8MR1ZX5CnWUziO9VkG5s
1IJ/16dvozqOytFmw3x7D+bz+Lzur7S0+o2xESI6sxzcuE7FXYqlXmmwnv8AQLy2t153Dp+6HckE
EgH3G2GJouNrMZnilEc6YLa27akdD02ysbiC70twbyaWMIgBKtLUgk/aBpUZPk6WETk8OEYyEocy
R808832clprOlaulq0un2hP1mOBAzAk9eOw3wA25uugY5IZKuMedO8n2TXWr6pqzWhh0+6Ki2imQ
KSR1YLuMSaXQQMsk8lVGXK2OalZXmm3utWtxazPNqJ/0G5hjDgqWJ4b9FbkAabimSu3X5ccscskS
CTPkQL+DJ4vLt+PIRsGiB1NoTQEAOKvyCcvHjtkeLd2UdNP8rwfx1+AkMaz6tc6HY2VhNBdaZ6Yv
bmVBGFEaorCo6iqE/FvvhPVwY8WWWOMYkShVk7cqTfz1Y3MWqaTqqQNNY2cqtcxxLyYBZFYnjt1A
pkYACwHL7ShLjhOrjE7/ADb8j2VzNqup6q8Lx2N0R9XWZeLE1rXiS/TpWuCYBFFPZ0JGc8lERlyt
j+owajpd3rlpNaS3E+qMBaSqpKlS5JNQa9GpTJitnAyxnjlkiQZGfIsrtdB1FfIh05l/3ItAwVTQ
MORLBK/6u2VkR4rp2kMExpeD+Lh/AYtBDcaimkaVa6dLb39hIDdSsgRVCn4m5dfiO++WHq6yIMxC
EYkSgd2Ted7G5WbSdRhhaa0sLhZbuGJQW4hlblTauykZCEQOTse0YSuEwLjGVkIbyzFNqXme41mK
2kttNMCwhJVC8nAUUC1atOJ3wyAqi16PinmOQAxhw1ulHmW0u9O8yajdT20k1rfW0sNo8S8wGki4
KD4cWwxqqDiayEoZpSIJEokD5J/5W0PUYvJs1pMnoXlwJTAGHxJzWi1r033yMgCbpz9FgnHTmJ2k
bYXFpt9JYw6HDZ3C6p9bM07OnFEAXgtGB6dycsvq6aOGZgMQjLj4rLNfOmjTtplnLaQCU2cyS3SR
KOboo3IApy+WVxoO87SjknCPOXCQSgdFRtZ83/pWC0lh02KFo5EuI1VeRrRVAJBqTyPvkjypx9LK
WTUeJESjECt9kN5ns30/zS1/PayPplxbtAjW8YfizxFPskqAeR5dcY8qa9aJRz8cgTExrbfomPkf
QLqHy/ci6iCSXLM1qJV+NVKUDEH7NTvgnRLk9mY8kMJBscXJKYpvT0E+WG0q4OrcHj9b01K82kL8
uda8em+S624UZVi8Dglx771+lPfOGj30vly1S3Qyy2jRPcogq0iotGp4775CAAPJz9fjySwgDfhI
vzpA6dI2uebLTUbKzltLGzidLkyoEDFixAoCak8gThIFUWjDM5c8ZwBjGIN9HeZIptM81xavNayX
GnNB6StCgcxOQR9k/D9+MQKoLrOKGcZJAyjVd9IvyPpt0LTUrmWD6pFfTNJZwsN0VgaEA/MfdgmA
ebd2bCcYyP0iRsBiTRapa6TceW206SXUbi6MhlKchwonEo9epKHfwyzbm6gxyRxnDwkzMufyZR5s
0PUm8rWEcaG5msvTa8jUbyBEo3T7VDlcQAbdprsOQ4Ij6uGrHepaMH1TzZa6rYwSW9nBA6XLSRiO
rFn4xUHwnirKAR2G+SOwa8F5M4yRBERHfavgznIO5dirsVdiqT6Zoh0y6nu5dSuLlZuXJLh6ovIr
xp7rSg+eREa6uVlzjIABCMT5DdG6tYPqGnTWaXMto0wA+sQECRaEH4Sa9aUwkW1YcghISIEvI8l2
mWTWNjFatPJcmIEevMeTsCSRyPtWmIFIyzEpEgCPkOSH1LSJLy8tLlb2e2+quH9KIgJJQ1o4I79P
lgIZ4swjEgxEr6np7lfVLKS+sJbWO5ls3kpS5gPGRaMG+E+9KYSLY4cghISIEvI8kig8l3UV5Bcn
X9Rf0aF4WlHCUqdjJQAt9+R4D3uZLXRMSPDgL61un2o2bXtlLarPJbGUcfWiNHXeuxOSItwcUxGQ
JAl5Hkt0qxewsY7R7iS6MfKk8xq5BYkAn2rQYgUnNkE5WAI+Q5IfVNGkvr/T7tb6e1Fg7OYISBHN
y47SgjcAKR9JxIZ4swjGQMYy4up5j3JnhaEtsNHltNSu703086XRr9WlIMcfxVHDaooDTIgbt+TM
JREeGII6jmfeu13SptUsDaw39xpzllb6zasFkHH9mpBFD3wkWumzDHLiMRPyPJZ5f0WTSLL6s9/c
X+4pJckFgAoFBQCnSuIFJ1GYZDYjGA7oqPmDy9Pq0tq8eqXWnrbFmaO1ZVWQtSheoP2OPw4CLZaf
UxxggwjO/wCd09yYXFpJNpslmLiSKWSFoRdx0Eqsy8fUXtyB3HvhppjMCYlQIu66e5jw8pXKy8Zd
evgUUAS+txZwSSOdAPst4HpkeA97lfn48R/d4/kjtZ80aLZO2n3Ny8d1LCWVokYsFYEc1YDjUfPJ
04UZAG0n0jzV5Z0ayEUurXN4txKzRSXKO0gJCVUUUbVYHp3wCNNufMMhsRjH3L9d1/QNa09beHV7
mwKssxmtQVkIqUCtVTtyYH6AcTG06bOMcrMYz8pck203zDpGrRTWdpeN6yRUaUj03ow4815U374a
2ahMCVpfZ+ULtGCN5h1C4EfFjO0w9Rq7MhKqPhoopkODzc2WvjKRIxYxt3MnWFhbCEyMWCcDL+0T
SnL598lThGW90l3l3Q5dHtHt5NRudSLuZPWu2VnBIFQCoUUrv0xApv1OcZZWIRh5R5Kuu6S2q2Bt
Fu5rLkwYzW5CvQfs7g7HEi2GDKISsxE/I8kdGpWNVLFyoALHqSB1OFqJssdk8oXT642qfp3UFRn5
CyDr6KrVSUUca8Tx6ZHh83OGth4Yj4cLr6q3ZDPGZYJIg7Rl1KiRNmWopyHuMkXCiaIKXeXdDk0a
xa1e/uNRLSGT17pgz/FTbYAU+jABTdqc4ySsRjDyjyTTC47sVdirThihCtxYigalae++KQ85T8xd
Mav6Utru5IUcI1jBg5Mkj0egUbLETyNR1/lyWTSGJAkeLiP6v1tmkz+NDJLGBDwo8Rs71vy+SY+V
vN51bUI7a2E8FsSaRT8WYAByBypX/dfStd8nk0ksf8VhxcPaEM38FS/HRfqnmrzrH5jvrHSNBj1O
ysfRUj6xFBI/rKjFy0rrwVA7UpG/LiRVcqbUBd+dPzOEF2YfJtvA9qSFml1W1liYqqtxNDCyFuRp
y6UqRviqbWHmLzteWlpef4eijWZW+sWq30MrRus8ke0yfu2Hpoj7DavHqMthGBG5otGSeQH0xse9
135g88xiN18vRQxq6CZpb2EhlYkFVP7vi3ShNevTLBjxfzvsaTlz9If7IOfzD57M0I/w1HAjMysk
l7AzOeNQqEEUOxJ+FtsfDxfzvsUZs5/ydf5wWnzJ51mjM9roCLCS0SrNcKjiTnwVjz9Pkveg69K4
fCxjnJfGzHcQ+1GQ675skjLny2VHDnGDeRBmY1opBUFe1a9K+2QOOH877GYzZf5n2hKdS89ebLdU
+o+VTfyPdQ21Uvoo4QsqSMX9do/SqrIqca7swFa0BjOEQAQbZ4skpEiUapTTzt+YqmGO58jpBc3C
xmG3/TFmWZuZE6iqrUwx/vPhrUbbHKm9THmr82DIynyjbCQqJUthqEBkVFIqhbkKtJy4q/EKpBry
2GKqa+cfzhVVLfl6shRGWQDVrNPUkDqFZKl+ClOTcWqe1dviVVNT84fmolzHBYeSYydpW9bU7UmW
NUjMqRqGQqRJIU5moFAePxDFW183/ml6LKvkmK6mR/TeWLVLVFBqtT6ZLU4hjVS9dvfZVVsfN/5j
Cxm/Snk1LW9iiQwN+krcW88pm9J1LgSehVSsiA8q141qK4qx03n5tajMl1q3kZ0uTDHA62usWkUY
CFS7cW9b7TO5G+ygLuaNhVe0HnC5i/0fyldEB4hOqazFEqOYI5JDGXgCy8GlaKq/CxQmvTFUFbWX
5m3mmx3E3liSO7VYOPp6pbOJQQrzOjK9FBTkiAlvi4knjWjaozRdY/MzR7hVk8jENcGRVefXLOjE
yEoipxLO/pgHrTr0xVP9O83/AJjy6U31nyap1y2e3S5tE1G3WJklgLySpJ+9ClZRx9JiTxIblTAq
E1vzj+bkFxx0/wAmWohNkzJJdapbgteukbJGoBSqxOZEYbc9iHTuqirPzZ+aptJJbvyGouBKojgj
1S1qYnEzE1NVrGY4lO45epUAcTiqlH5z/My8hnW08n28N1CHbg+q21xyMczRGPjHw4seHVmAXcHc
UxVVtPOH5kCSP695OiW0Nw6T38eqWojhgVyOboeR5J0IDbkE/D9kKp/5V1fzTqUMza/5f/QMiCMw
x/XIrznyUlxWILx4MKe+Kp7irsVdirsVdirsVeTJbec7WJYI9JkMfpMoFGPJkjPphqfZDPs3tvmt
1Oh48spcU95XsfudpotLpjhjxTqVRsbfFO/Ktn5jXzArX9h9Wt4S375VPFmIlXYk9AOPbeozI0en
8Pi9UjfefNx9dgwREDiNm9/LZj/nvRfL975svnu/KWv3k8hRJtV09pFglX6pxBHB68UV+BoteXjT
Mtw2KQ6FppvzHefl55luI5kEtwwnf047sNyLxN6kRkWQSurl96KvwmpoqnyaFod/Z2lnfeT/ADLb
xWoFrZhZX/cW1y7Q8QY3Wqxxnmw+KniTSqqW6h5Y0Qw2E175W120vb+7eG2trK6lmBFnI7epIsqx
MnrIWNWTvWtQDirUei6RLbWtkvkvzRFBBLC8Vzcy3HONpTGs9RExf4Y4FClagknlQdVV955V0aS+
1aaXyHrsskV9IbX0bmT0JDHcM0M8aOIhGsho7BFag/mPVVFL5S0a5u7Rbry15l4zx29rGnqUjtha
ymL1fUDcwHChqMfsnYbnFCEj8u+WDpiacfIPmmO0f6vMIRI68DZhhDQpKCGHrsdtyRilTstO8u6n
rUsVz5C8zRS2VpC8d3NK5lQwwtGE/vf92JaRj4eXNieS+KqvaaFpNjBY3S+SfNDShnSRFuHeWMpG
ITUlk5QtHI3E1B8FrWiqkvlLy/caXM8nk3zPazwS1i4SySOylnQcFZlFHjjFV4UQuOlAcVVj5R8r
Xl3Z3cvkzzJapdyz2s0jTTB7dSIh6rKJGCxSblm61WvyVQcul6VT1NP8l+aRBK4uJRykAmkRWlg3
q5CO8zh3pzBpsd8VRdx5c0ePTpUtfIfmC7E0VtBLb3NzJH+6WRnEqsDKwmhMS9KGhFDXFVCby9oc
kFutn5C8xCUSRiYXlxcwx+n6YUvI0P1pn4eqfhCVNNsVRVn5Y05LO7B8laxCuoskUaxXV0WhZ6TS
HiY4DCiyQKnNeXKu+xOKENfeXHXWC0/kjVZLSOOURCPULx4WMAEEFBHbGQeolrGVB2ANWAPHkpTz
yT+W3ljXrC4j1jy3qehz2jvBHHd3dxIZomRV9ZZSsdGPGhC7inyxVkdp+SXk+3N9++1B0vqhl+ty
rxUvFKQGQq1fUgDVJ6Er02wWqNX8ovJSxLD6Nw0K27WqxPdTsoiaWSU0DMaHlM2/ht2xtUvf8jfJ
8mom6kn1B4SpAtDdPw5M0jOxYfvG5CUrQtT6d8Nqr3f5KeSLq/ub5xeR3N1M88rxXcsY5SGQlVCk
AKDMxA7YLV0P5KeRorQ2iLe/V2kSVozeTkM8frbkFqfF9Zfl44qzzFXYq7FXYq7FXYq7FXYq7FXY
q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq//9k=
uuid:1b1b640a-4f1e-8644-bcf2-4ba2227b5db7
xmp.did:7f5902ad-1b59-487a-b60c-6d3381c5a58c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4134e842-5204-fc4e-8898-bdec108530f8
xmp.did:9e52c85c-303c-4b8d-829f-e9db7cb1d3a5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:32d0afb0-f90a-44b4-8f4c-9752172b080f
2018-07-31T16:24:23-04:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:7f5902ad-1b59-487a-b60c-6d3381c5a58c
2018-12-05T13:26:10-05:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
False
True
1
11.000000
8.500000
Inches
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
C=8 M=100 Y=47 K=0
PROCESS
100.000000
CMYK
8.261234
99.758905
46.756694
0.277714
C=1 M=92 Y=8 K=0
PROCESS
100.000000
CMYK
1.379416
91.900510
8.084229
0.000000
C=100 M=83 Y=25 K=33 copy
PROCESS
100.000000
CMYK
100.000000
73.000002
11.000000
37.000000
C=18 M=0 Y=86 K=0
CMYK
PROCESS
18.000000
0.000000
86.000000
0.000000
C=75 M=27 Y=16 K=0 1
CMYK
PROCESS
75.191879
26.538488
15.506217
0.036622
C=76 M=74 Y=0 K=0 1
CMYK
PROCESS
76.205081
74.468601
0.030518
0.070192
Grays
0
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
0
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<>/Properties<>/XObject<>>>/Thumb 41 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
8 0 obj
<>stream
HW$9
裡ǹeV
!xH5h=vRUݳ+hΩĎ?7}n?bH?oϰ}oa#naCH#Gi>-^Z[Uyz>{O| A{٥QDݺ#cqఁAۜ*2/1 :`p|Uʌ+ng8B
Jv p_kZ{yN Qqq;OhMkMJG1%Xe{Ҷ4 !M92aL]Pk:;=NX>n)=XH!I?"$O{Z~{ƓԑUeǿt K;46
lf'US0pajް'>:q+waSMC^U
%KudL\K~y/t52CMuE-_EmyTD-{^D
N'^PkzVxHLe3&Ay`BCGXhccΎ *4dkPMDc(@VQʼn5ՙ*3-+ܩ
,70A/eȖDOqA D!qwm OGGpʋZ&gS%l
KZ0`!SJ@9>t/y,bqbY0g A=]Z96g\a$,eO-.x
nʂ:lfwe$Gce"Ee]:°ȰV"@_? S
QH@C/1Őw/)v_#Ŏ)bX#=Н,(U#OcB@_MT8ͷ1i9yBB~~J8