%PDF-1.6
%âãÏÓ
1 0 obj
<>/OCGs[34 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Garcia, Lisa
Zone Map_July 2025 2
2025-07-21T10:45:48-05:00
Adobe Illustrator 29.6 (Macintosh)
2025-07-21T10:45:48-05:00
2025-07-21T10:45:48-05:00
172
256
JPEG
/9j/4AAQSkZJRgABAgEAAAAAAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAAAAAAAAEA
AQAAAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAACsAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A6/5l8xeaNP8ANWl2FhaJ
PpN2EF3OLa4mkiZpCpJdGjiVSKfzFdyR9kGBywjQIkSe7kO7pv57hzcGjOTHKfHGPDyB5y7+u23L
Y2U38wa1faTY3F1Fp737RxzvbW1v60ksrw2zTpHSOGQIZGjZAWNK8QKswXFxHJ5jglCCC3ui8lCo
ls72FQHERTkzW/wmtzHzB+z+8r/dScVUN5d1/V76d7fU9MlsZY0MzSFHEVJbmaOGBXIKvLFHADOQ
eFWVkLIwbFVTyyPO/pO/md9MEpKiODTFuCqgIObNLOwLVetF9MUFNziqL8vf4h/Q9t/iL6oNZo31
v9H+r9VrzPH0/W/efYpWveuKUxxV2KuxV2KuxV2KuxV2KuxV2KpL5j1DU7J9PayjaWJ7hVu444nl
laPbZKAoPE8iNumQmSOTk6bHCXFxd226TaH5h813d3BDq1q+mxs/IOLZ5PVDlHSIspZY6JJQk71G
9CCMhGUjz2crPp8MYkwPF8eXn57rJ/MvmmJIXjtJZ7j6xzv7RbaRVgtYmIkVJG/vWdSpUqTXsKYm
ckx02I3ZAFbG+ZP3JbH5n/MieS3t005o3kDqZWgYKX5B0YlqKqenKoNTWobvkeOfc3nS6UAni+38
dR9yPm8w+cVqDbEGCUx3QS2lLMTcTBFgJHFqwrG1SeNDuwJGS4pNMdPg7+Y23HcOfxvz8noX/Hh/
z0/hl/R1PVDYEuxV2KuxV2KuxVSu4ZJ7aWGKeS1kkUqlxEEMkZP7SiVZEqP8pSPbFXklh5t/OOwM
ED6TNrCSWE15NPd2ximFwsUxSJDbx28KqskKD03HqsX+E0+yUN3Pnn83YjPfW+jNcwLbFY7RtOuk
Ekqm/wDTuI15+tHzFvb84pCxHMAcSasqqT+dfzbg9WV9JLmNDG3paddPBX1dplgV2uHJWicVloK8
6UBxVE6f51/M6/8ANlrYXOiS6dpP1uETSraTVERik9aOWd/VhZefArJGV8DQ1GKqkvmn8w7HzN5h
5Wd1e6RbT2gsojYOyJbtcxRztA0Ch529CR5BxZ6cdwv2Sqx//lb/AOZSxXzy6PDE1kLdLiJ9PvR6
DzwQSVlczAFuc/EQ7P0NcaVOLnz/APmlHaCSHy96s/1WeWKL6hej13jN1wk+3/o+0EDfV5KyN6lF
NcVZT5HuPNUmoa8nmBizrPbNaBbeaCAI9nEZPQaRpFZPV5gqGLKwPL7QACWW4q7FXYq7FXYq7FUT
/wAeH/PT+GHojqhsCXYq7FXYq7FXYq7FXYqxXz0uvSHS4tJS++K4rd3Fi8a8Ilo3F1kZeXqH4a/s
jketAVDFW1b89Pq9xLHpsHNVjSGKRIVYlkZriUcJ3/u3XhEp+0OJPXCq9r7857vynrKXFgLTW+Vr
+jXtjbqwUtW4CqZJVNAoWpfo1RuOIVRXmz/lZ9xcWlxo0dxa89NLTWyNbOkd2YpWdWdmHJ+RjVfg
41oQy/FiqE0aP84tQ82afc60XsNGhvJkuLWD6uqPbCFnjd+MkjtWZVj27e25VepYEuxV2KuxV2Ku
xV2KuxVE/wDHh/z0/hh6I6oKbcRrUgPLEjUJB4vIqtuNxscAUsV1fzxpenandWLadNIbaRo+Yu5R
XiaVoWydMbQSfmXpLCo0ufqRveSdjT+b2xpbc35l6SpUHS5/iNB/pkngT/N7Y0tp3oPmTTtXtr6d
LKWL6kivxN1KeXI0ps22NLa2HzLZSwxyrYyBZFDAG6mrRhXxy8aZxjqh3L/8QWf/ACwv/wBJU39c
P5bzR+bHcqW2tWc1xFD9TkX1HVOX1qY05GleuCWnoWyjqQTVKmo6rZ2d7NbfVJH9JuPP61MK/RU5
RTkWkur3jX5i+q3d/pPpklxZ3ET+pWmz/WoLnp/k0xpbX6RfmxjkW6nvdVZyCsl3cIhQAUov1WG3
G/U1B36UG2NLaH86/mFYeWLbRpjpM142sC5Kot5MhQ2zxpT9rly9XITlwtObPwVtanb+fJ5kif8A
w/cIJY4pTWTVzxE8nporFLNgTWu61U0opJ2wcXkwGpPd9/6kFo35rWeo62dKfQ5rd+LsJWvLihCd
wrrG1G9wMYys0jHquKVUzTTtQsrxLpvqsifVoWmp9ZmPLj26imWU5VoP/EFn/wAsMn/SVN/XGlt3
+ILP/lhk/wCkqb+uNLbT+Y7FFLvZuqKCWY3cwAA6kmuNLaG0zzno2p2EN/Y2zTWlwvOKQXU9COnf
wOxxpbZPJEkF68MXIRejFIFZmejMzg7sSf2RkSyC7AlE/wDHh/z0/hh6I6oKXrD/AMZ4P+Ty4hS8
l84E/wCKNU+ID/SZO48flk2KR25Ppn4h9t+4/nPtirpSfUh+IfbPcfyN7Yqzr8vzXTNd3r+5TvX9
o4q1p/8AvBbf8Yk/4iM2I5OplzV8KFXTZGOo2oMbD98m54/zDwOUTyiiHJx4JAgovzB/x2rv/jJ/
AZiOal2FXYqkv5maCuraX5ZDwmVYEvqUkMZBeaOv2WUmvDImIPNhPHGXN5zrOh6Vo1vYmXTFkN1J
Ks08txdlIwnp8KmGQdeTGlK7bZVkAj0cTUQjCqAX6VqOkaRe/W9PbTY7hRKgkL6rIOKioPGRWH7z
ou1f5uOQEwOVNMcoibAj9r0/8sfOH6Z/xBazBDPa2k7LPbhxA8QooZfVpJUmp+JRt75bCduZgz8d
g80r8xebobDRri8sSs1xCY+McgbiQ8qRtWlOzZKUqFtmWRjEkMO/5WzrX/LHbfdJ/wA1ZT4xcH85
LuDJdT1O61T8ubrU3IgJtZri5jiH24oOTPEpfmF9VU4ElWpXocvibFudhnxRBLvyxit/8PveWLTJ
p17cXEttaXB5yQss7xSfHRNnKc+JX4STucLYXtV3/wAdNv8AmGh/4nLkCzDWBKJ/48P+en8MPRHV
BS9Yf+M8H/J5cQpeQ+coVbzVqpLsCbmTYSMvfwGTYpZYDTxZzxXC3Akkc+lc29wiSRhXaoAnhuYz
y90riq3Uvqs18JbeNraF3+CH1nfiAh/aNNzTsB92Ks0/LxAmma9Ri1YU6sW7nxxVdYf7wW3/ABiT
/iIzYjk6mXNXwoRGnf8AHQtf+Mqf8SGVZICjs3Y8kuIC0R5g/wCO1d/8ZP4DMJ2CXYVdiqH82XiW
tpoTkK7PBdrweNnFPXQ1DJLC6mo7HAli8mn6T5hkjtL8yU9YziKACGMgJx4MecklKDqGB98iYg82
vJjE+bHtH8vecrqe/wBMtr290nRo/UhVJHnWKSIyNSMIWXmpDMSdx9+UiBJPc4McEiSNxF6x5P8A
L+jaZBrL2FokDvYTB3WpYinTkSTTbLxEDk50McY8g8p8z28S+WryWOcSnlFHJGHkJRxNA/Fg4A+x
IrArUb9a1GRyfSWGp/uyyBdE8xxeQDJH5LsPWMTXdzqckdqyCwa1oskbtMZvWqplIHQ02oeOVUa5
OHwS4PpH7KRXk76k/kyxt7v02hnikSSKXiVdGdgysrbEEGhGW4/pDl6b6AndvLpVvEI7Z4Ioqs4S
Moq8nYuzUXarMxJ8Tk296LdENqJINQbaAgjpTlLkCzDsCUT/AMeH/PT+GHojqgpesP8Axng/5PLi
FLyHzlPGvmrVVPKouZOgfx9hTJsUjguIwhBDfbc9JO7k9hirpbiMvEaNs5J2k/kYeGKs18k3yQ6B
5kuQrP6NsrlDyBNCTQVGKsci88goFewLItVA+I/ZNBvwy45iRTRHAAbb/wAb2/rRR/oz+8JFSSCK
eA9PfK+ItnAO5mOktdJe2YlSMKskfNxIT0Yb7oMvlmBFONDTkEFE6ne2l9fS3lnMlxaXFJYJ4yGR
0dQVZSOoIzGctC4VdiqVfmBJ6dhoDCoJgvFVwgfizSgBgrB1JXqOQI8QcCUl0G8jn1i3pEEdUZSw
ThyIDHkwUKlaGnwgYqWX4UJpossSQamruqtJZTLGpIBYhCxCjueKk4FeQ+YZbq+8v3NnawSTyD02
SGGFy7H14i7EKnJyETqamg8BkJjZqzgmBAYZ+gPMH/Vqvv8ApFn/AOaMxuA9zq/Bn3Fntqy2Xl/Q
4r+OSEqsnqwurRyU9WpFGFVNOlRmTAbOz04IgAW5r3QVtES2lkacN1eL0lEe9FI9Sfk32d6gddt9
pt73SPeSE/8ALjbfrkyBSFbAyRP/AB4f89P4YeiOqCl6w/8AGeD/AJPLiFLz3zP+YesWHmHULOG0
smigndEZ4OTEA9WNdzk2DD7/AMzXWqStPcwlHLsStrd6japUUTZLe5jQbINqUrU9ScUphZfmDq2n
IkNva2zq1EJuPXuWoimnxTySNXxNd++Kpm35qa3Fpwpo1rqEt7cpZJZwxFTJ6iMwHGj86lacaZGc
qacuTgF1aGfzt5iiZkf8to1ZAGdPqhqAwqKgQZDxD3NP5mX80/j4Jp5V822Ovad9f/QGm2zJK0YT
6vG5+EA15cU8cnCVi27Dl4xbJodduJ5o4fqtsvqsE5JEAw5GlVNRv4ZJtS7QZ77QdB0zRJ7aBptN
tLe1czwx+pWGJU+P03lSu37Lke+KpafzOuRIqfom0+IFq8fAgfy++KV3/Ky7n/q1Wn/Af824qsk8
wXWh6TFrsMFvOfNFzJevZyxD07YxQQW3GOm55ejyY+J+9VDRfmhrMzcItHs5G/lSFmPWnQYqtH5o
66kMb3GiWkJkBKh4HWo8RXrirUPmXzB5k1XS3ttMswukXLX1zxTgPS+qzwsWYhth6vQD4j8NQCSF
Vn/K29S/6tNj/wAi/wC3FUov/Oy6nNLcXWmCsqiKSKG7vYISqPUfuYpki3p8R4/ENjUYqjvJWs2U
OtSyW2mILiWEo011cXd6QikHgguppggr/LTJ44cRpryzMY2Gc/4hm/5Y7T/kSP65dLAALcaGokSA
ya8/46b9v9Gh2/2cuYZc8NYEon/jw/56fww9EdUl8w6vaaNo9xq95yNpp/G6uAgBb04XDtxBIFaD
xxCl4752aV/NuqvG68GuHK7Mdj7g0ybBL9J1jVLC3lit3VUllDsy+tG/KNyQPUhkjfjXqpND3GKV
DUry+vb761O0frTScm4IyivAjpXw+k9Tiqu/l3U9d0J7W1eESx3SSkyl0XiI3XwkNatkMkbDj6jE
ZxoKGo2XmSNrPQtTvtLt/rYigheO1U3HEMqAiaO3Ryx4ipaQcu5yoxPIlxJYiCIkjfy/Yzbyp5eb
QdLNi1wLomVpfUCen9oAU48n/l8cuhGhTm4cXAKZDp3/AB0LX/jLH/xIZJtRPmD/AI7V3/xk/gMV
eZWdtJcalBDLcJCrhgZSpooqtftOg/4YYpRGo2Mlq4EVysoJI3CEkAKeQ9CedeJ5FfiIaoO1KEqp
t5mhmf8AL7yiyvHGFW5BeRgi7sKCrMu+2NsZSA5sVsZ9Vsrlbiy1CGC4FQskU6q2+xFRL3wcQY+L
HvC4S+bddpJObnUpoKxszLLOyDkdqqSBuDhbGYflZFdRXuvRXClJE06UMjKysCCKghicVTKqrKag
8SAFoCRWpr06ZkYa6uLnvouPp8gpXc/5JI++lMukYxceIlLkpfVnrX6w+3TaPb/hMx/FPcHKOAHm
SuWGUMCZ3YD9khKH7lBxOYkUscEQbZfpOtR6y8t4iqqp6lrRGLgm1u7i3JqVTcmLcU26VPXMYuUE
xwJRP/Hh/wA9P4YeiOrFPzES4fyPrSWwka4a1cQrCKylz9n0x3av2R44hXlX5qeYNc03UxpcVyVL
D1Z7lB6crSLKwP2TRQStaDIZZEbOv1eWQNBi0d1+Y1wymL9JyGUF0EaTEMAvMlQo6BTXbtlfFJxe
PIepde3X5jafHJJffpS0jj4iV50mjCc/sVLgceXHbxx4pKZ5BztlX5X6tqeofpP69dS3Ppeh6fqs
W48vUrSvjQZZikTduVpJk3ZVdCby35guJvMF/wDouVJGD2lpqWrzabdxCKNQFVYg6KGerA1+kdwS
CbYWJSMjXxNInyvZ3MfmTVJBfQXFiiKkUFpdyX0KlmIqsrmv+6iaMK0YZLHzLZpweI7/AKWa6d/x
0LX/AIyx/wDEhlrmInzB/wAdq7/4yfwGKvMxbXDzoyRuyhXBYK5FartioK94ZUNHVlJ6VVx+vFKI
/MxT/wAqr8nq3wn15Aa12+F+vfKs3JxNZ9HxYVrnkbVPL9pZajeT20lreTmO0aJ3rKiBX9eMOico
mDijjKTGnAliMRZZZqz22kahaaNau9xPqEyTiKZDLEreoTFIESG4cusg+HghbMic6dllz8JA6lk3
5cXt1NrnmCO7R/rLaT67Sv6oqsgUqOE0NuwoNthx/lqMYztcWYyNUjEjuUNBIhTkTTga0LV68/4Z
m48p2FNeTCNzasefKtRwpuKb18a1/hhzk8mOnA523mKRTmAg8nAggEbg9DiQQokDyZRpGkPpctxB
J6BeUvcFraBLdSJ7meROaoAGkCEB3p8R3ystgTPAlE/8eH/PT+GHojqgpesP/GeD/k8uIUvn787/
APlM2/1H/wCT8mVZubqtb9Q9yC0X8wrew01LO6tNQu3Cokrrq11BG6iQGRfSjHEK8KrFTsBXwpAT
ao5aFb/NCebPO/6ctYYIILqz6/XjLqF1eLccT+55JOzAGMV6dz2xlK0ZMvF/ayD8opVMGqRBFDI8
LGQfaIYOAp9l47fM5bh6uVouRZd/hTyv/wBWex/6Rof+act4Q5fhx7gi7HS9MsFdbG0htFkILiCN
IwxHSvECuECkiIHJMdO/46Fr/wAZY/8AiQxZKnmkV1LUB4lht/q4oL57826LaaXfXP1EyQwi8vYI
4WZXCxWoh9IcivImkxqa5iyH3uqnED/TEPStJ0H9I6TbJcT8msTJaI5jFSkLlF2BHZcyIcnYacng
b/N2zms/IvlKKN1a0gnulkjIpykLVRqb7ABwd++V5uTVrL4QwfzL5+1LzBp0dhd2VlDFDIkkL28b
q6COFYOCcncKhWNeQA3IHgMpM7cGeUyFI3zVpTL5b8vXd0HGoMq2r1Lf3NGdFK77gHwyyY9Ib8sf
3cSebNfys0uHSvOnnbTIOXoWVrcwRFyGYpHLxUkgKCaDww4xRLZpY1OQVH836ekjFYZifsmoA6E+
58czMeThcjLi46VNK812mpTRxxQugepLPQABa+Fe+ZEMwkacbJgMRaWaprEun6tLEdUfYq3oTMsa
gPx6cbKXoFYj4+p36jjfwA9ERuvx+tlFnH6VpDEZWmKoKSSKqOwHcqixqPkFGY2oGzPTn1F6Fd/8
dNv+YaH/AInLmCXYBrAlE/8AHh/z0/hh6I6oKXrD/wAZ4P8Ak8uIUvP/ADh5h8kR+YLy21Ly1+kb
i3kZWuJHiNS3xHiHqQKnJU1mIPMJXZP+X2s8hb+SC5hNG9GRVbckbiIcqfD8sBiGJxRPRL7m+/K6
2lMUvk2RXD+mwN10bpTZseAMfy8O5PLfzj5N0/TbVbXy9PHA3NUhW5Wi8SO5O9eWSApsjEAUETp3
nLSdTkkj0/yte3ckVDIkM4dgDTcgfPFKHvfzC8u2TyxXHl26ilhPGSNrlQVatCCBU1xVNvL3m3y1
qEskiaRPbvbMjKWnD1JJI6HtxxVN7rVPLtzO881hK0khq59SlT8gcVYfdeQvy3bShZW+lSiSIyPa
y3E9xIiPKEVy6RTW5cERLtzGQ8MNXgQqqQv6d8v+TrcR3yw3lpRUWwtFmjuRO45yStJcXl0xjY8q
LxqKj4j3SREMZ5IYw69/Nb8rdc0uLT9Y0a5a2t2cwQyUYqX6urq1Vbc0INRkPEiebUdVjkKIS7S9
X/ISK+ieHSLiORSSklxLM8akCu4d3XttUYAYWwjPDfJO/Metflbqttare6RdahatWa3kguGjWoLR
ncSwt2Iy0gSDl1GY7wo+XPM35YeW5rltI0C/t5L2EwTlrj1eUdRUD1Z3A+jERA5JhijHkFp1/wDK
4kk+Xr6p3P78f9V8k2J/5Et/y+1qS6i0nSbmy9GDkzyzFqo7dF/eSd/HEGkEWlU3nryLUibRL1zU
IWMyb70GwkA6+2TOSXewGKI6Ktv598ml1j/RF83IhVLzRGlduoepwSmTzTHGI8npN5T9KPTp9Xhp
/wAHLlRbQtwJRP8Ax4f89P4YeiOqCl6w/wDGeD/k8uIUvJ/OGkapP5u1O4gg5xmdyhJWhIFNw3uO
+TazyeXzeY/MFtNJbyvFHLE7JKnoW5o6sQw2QjrmKcknVnUZAav7lbTvMl5cXkMN/dQW9szVe6a0
ik9OgNG4IgY4jKe9RqZ3zZG6+VTZC4Pnyt0qeqth+iZuAlI5GINXhTltXpkuLzZ+JtfHv7kk1fzG
9ncFNP1C21CIswMwshBWhorcZFr8Q6YnIWMtRPob+CAfzbqzqVYW7KeoMEX/ADTkfFkx/NZO9mv5
Zaxf38+oLcurKixlQkcce5LfyKtfpy3FInm5WlyykTZZ7lzmOxV5ddaVZ+a/OV3JDdxJb8khWJpF
iuJpBA1FgjcEuecXHp1IA3OYshxSdXlAnM0nfnn8pdD0PTJbmyvpEkW5kjinvJV+rNHFEzmLmsMd
bgslAo2r8PUNRljATlwCI2/H7WHx/l/r0iW8tsIL6OWjS/V5l/dg0ID+p6e5B7Vx8IsRppEWN2Xe
YNOs9Ma0srJfStooj6aFi1OUjMd35HqfHMkCnZwiIighNMtNKuJnN/fvaFEPpCOJJedWXlu8kIWm
LNSvEt4rhktrgzw0UrIwCNuoJDKC4BU7GjEeBxQzv8kD/pGob1/0NP14lLAUmtIrhmu4mmhJK8Ym
WNwxNFZWeOZKqd/iQjFUVdXWn3F/bNY2ptIlKqyu4lZm515ErHEo2NKBcVe+3f8Ax02/5hof+Jy5
Asg1gSif+PD/AJ6fww9EdUFL1h/4zwf8nlxClier/wDHVvf+M8v/ABM5NgkUvlny3LK8suk2cksj
FpJGt4mZmY1JJK1JJwcIYcEe5Z/hTyt/1Z7H/pGh/wCaceEdy+HHuDyXznYw2vmrUbezhEVvE0Qj
ijFFWsEbEADpua5jZBvs6zURqZp6/o2nWFvpMEMNrFDHIiSSxpGqqzlVqzAAVbYb5kgbOyxxAiFD
zHDDB5f1KeGNI5orWZ43VQCrLGSCDTtjLkuTaJ9zy7RtU89TchpJvLrmQG9CIz7jtsr/AM2YwnJ1
kcmToSmNxefmxb2zXVxbalDaovN55LNljCgV5FjGBSm9cPFNmcmUb7sh/LXXdW1X9I/pC4a49H0f
S5BRTl6nL7IHXiMsxSJu3I0uSUrssa1vyd5g07XZbnSUm9KORZba9V1jdXNGqrBlIKudshLGb2aZ
6afF6RajqNv+YupwC31K6vb63Vg4hubsyoGAIDcXkYVoTvgOOZWWmznmJMs/LewudLsrxL9Vt2kl
UoGdDUBaHoTl2KBA3DlaXBOINgozzTpst9cQ3MLr6Kp6fP1hGvKpNOoyxySCOaQNoFz6in1ouNCC
frSdSRT9rFC/9A3H+/o/+kpf+asVZ9+TVhJZ3morI6MzWighJVloVIr9knj1wFWP2moeWL6eKFLF
uUxHEui0r1BPxHLDjIFuXPRTjHiJFIi9m8vWGoR2klmTMypIrIqlRzYqNywPVMEYEi2GLTSnEyFb
PVdUu4bbUeU3JVe3iCsEdgSrSVFVBG1RlJaohD/piw/nf/kVJ/zTjTKimXrxfon6xy/c19Tn/k8a
1+7Hox6oaXrD/wAZ4P8Ak8uIUsT1f/jq3v8Axnl/4mcmweO3X5qa21zK1msItC7G39SM8/Tr8PKj
dadcxzmN7Otlq5XtyTSDXvzWuII7i30C4mgmVZIpY7G4ZHRhVWVhUEEGoIw+JLuZDPlPT7FCfzb+
ZNvZSX1xpDw2ULNHLdSWkyxI6yekys5ooIkHAgn7W3XB4kkHUZQLr7Ed5J87azrWsmzvBCIhC0n7
tSpqpUDcsfHJY8hJbMGeU5UWUeav+UZ1b/mDn/5NtlsuRcnL9J9zxjSNe1XSLiOaxuHj9N/UEYd1
QsKUJCldxQH6MwwadPGRHJOPMf5keZ9egW2mmFna8WWa2s2liimDEEesnNlfgqhFr0UAYTMlsnml
JkH5RRyKuqMyFVf6vwYggGnq9Muwjm5WiHP4Mm86/wDHDP8Axmh/5ODMrH9TuNH/AHoYZmU792Kp
xcOqeU4CzBR9aO5NP2W9xmNl5uj1/wDefBIZp4igpIp+JP2h2Yf5WVOGv+sQ/wC/V/4If81Yoegf
ktKv6V1plYMRa1G9f5fc4pYvpel2dvcCDV9Qk0m4haMIywNNVSDWRSjLspA6ePiKZl8Vjbd3scvH
D0ji2TDUotDnukuk1s3l3Gywxp9UeIOkZ5ByxY0LM5A26daYACByYY4GESBGgfNl35t28dz5h8rW
8sc0sMqXKyxWw5TMvO35empBBanTKsJ5uLoTQkfLqlnmv8vrHy/plpdW7Xd1dNMBPKqq1tEoIDB2
ChlPJgFJ6+GTjksuRg1RyEg0B9r0P/pj/wDo3/5lZiOpVJesP/GeD/k8uIUsT1f/AI6t7/xnl/4m
cmween8pPLtTwur1EqSqB4iFFdlBaJmoOm5yvwQ4p0kENd/lDYsU+panNEBX1BcIk1enHjw9ClN6
1rkThDGWjj0KpB+UOkiJRc6jdvNvyaH0Y067UV0lYbf5RwjCEjRxrdNdB8jaT5eu5NRt7m6ncRMh
WZoioU0YkBI4zX4fHJxxgHZsx6eMTYQ0n5leXZEaOS1uXRhRkaOIgg9iDJm5/kXL3x+39TnflpeS
bL5V8q3Krc/oq3rOBJvGoPxCu9Ns1EsYBILinFG+SlD5C8oxSM66bGxetQ7PIoqa7K7Mq/QMjwDu
YDBDuTu3t4LaBIII1ihiULHGooqgdABkm0Ckl86/8cM/8Zof+TgyzH9Tl6P+9CW6BN5fmgFhd6bC
147bajcXkluiqWGxVVZeh65fK3b5RMGwdu6rVfMsnluCD6lY6bAt01Jl1C2vZblAjksIirqo5KpC
nGNowiZNkmu4ikHN/wAopB/zFH/iLexynLzdZr/7z4JXb29tO5S4uEtVpVJJRJwLgjirGKKZ1DHu
EOVOGr6na2FvMqWV0t4hWryIkiqGr9n95HGx/wCBxVmf5LKratrKseKm2oWp0B4b9sSqPvrTT51d
JrK5u1hlZYqrp5DcUYiVOd4KK/2BWjb7gCpwgkJjIx3BpZp/5ceV1ihmk1mRZaK5ilROaHrxf02Z
Cw6NxYjwyZyly5a7IRWzKvPHky41690u8tdY/RVxpyTCOQQtIzesYzyVllhKkel+OQjPha8Gfgva
7SCb8tvMUiOJ/OclxG1DJDJbzMsnBuYDA3RB+Lffvk/GHc3jWAcoBlv/AEx//Rv/AMysocJUl6w/
8Z4P+Ty4hSxPV/8Ajq3v/GeX/iZybBjsnm3y7Fcy20t6sc0DFJVZXWjA0IqRQ/RmXHQ5jESEbBZj
FKrpdH5r8uSOqLqEPJjQVagr8zQYnQ5gL4Svhy7k1zFYKN5/vJP/AMY2/wCInCOah4UgqwFQKnqe
n053Zdmz59C1+CBGHnbSOHCqxx6ixIojPx4qmxotPmQM1N4Sf7mX+laPT/N+xR1LTvMVjavcHzhp
1zwiab0bbUDLI3EqOCqF3c89h7HJY44ZGvCkPfFIET/D9iD8r+a/ME2sWVlNeNLbyScXV1RmINT9
sjl+ODW6HCMcpCNEBGTFGiaZj53ZV0JmYgATQ1J2H94M5vH9TDR/3gYR9atv9/J/wQzKd9xB31q2
/wB/J/wQxXiCcTXMbeWLaOMiRnuXYUO1EUg7gN/OMxsvN0uu/vPgk03q8BVFHxJ3P8w/yMqcNf8A
vv5F+8/80YoZ/wDkxz/Set8gB/op6H/V9hilhQ8secdSOr6rYI76bb316jzG4ijC+lK7sAryK3wp
4DMuMgAAXTZcczKRHK+9FN5O88aFqGm3WsW8tvaSXcMfMzxyKWLj4SI3fqMTKJBpEcWSEomXKw+h
L77UX+oMwS7wIXAlD/8ATH/9G/8AzKwoQ3mDVYtI0ifVZopZ4rHhcSQW6h5nWJ1YrGpKhmNNhXEK
WG+c9dt9J+vahIpes7iGGvFnZ3NF36bVJ9hmXpdOc0xEIhDiNPEb25a6vJ7lhRp5HkIrWhdi3Xbx
zssWPggI9wdhEUKUemWJZl+XOpN+mZYrm4YmWIrCjsTVgwNBX2BzTdr4f3YMRyLj547bM61bWtL0
70Yr+Th9bJjjShPLoGrToByFa5osGnnkvhH0uNGBPJJL38tdAubl545J7RXp+4gMaxigA+ENG5Fa
eOZWLtTNAVz97OOeQSzVfIflTSrX6zfajeRRFgi/FCSWNTQAQ1OwJzJw9pajJLhiI3+PNnHNMmgh
dN8r+R9RaRbbVbysYBb1DDH18OUIr0y7Nq9XjriiN/j+llKcxzCBsLC007z3bWlrMZreKZAkrsrE
8kB3KBV6mnTMmeSWTSGUvqIP3syScdl6o8aOvF1DL4MKj8c5Zwnk+tarqUWsX0SXDpGlxKqIDQBQ
5AAHyzLhEUHTZ88xMgEvTNLggk0y0keNGd4Y2ZioJJKAknMWXN22KRMR7mPfmLcW2m6Rb3zxlkil
9IRR8V3lFa1IPThgZvOH876ewp9UlG4P207EH+XAld/jnT/+WOX/AINP+acVetfkNfQaj+mr6JGj
BheIxsQfshDWoA8cVeatrVtpnme/uHjtblor+6JtrxRJEaXLGjJVfDMyP0ujy2MhNXuiYfMFrq3m
vTbhILKxJnt41trFRFF8LgV48mPI9zXE7RKIEnIDVbh75p2vaR5l1HUTFbkjS5PqEonET1lheQOy
cHlHFtutG8QDmAXfhMv0bp3/ACyw/wDItf6YEo70ov0X6PBfS5cPToOPHjTjTpSmHojqxrz7Y3N/
5N1extYmnubq2eGGFPtO7/CqrUqKknbcfPEK8r/N1ZoLixsg8jIJbjkJDzdnjKKrMe7fG3350HYk
Rcj7m7T8yxRfJXnJ1DLoOosrCqsLScgg9x8Gbn81i/nx+Ycjjj3oPUdE1nTQp1GwubIOSqfWIZIu
RUAkDmFrQMMshlhP6SD7ikSB5Jl5Gt7iXzJaSRxM8cLEyuqkqgKNTkRsK02rmH2nOIwyBO5/W15i
OFPPzW/vtJ/1bn9cOa/sTnL4fpatN1YJnQOU9K8z6Tfal5O0xbOP1ZLYQzvGPtMi27KeAHVquNs5
bS544tTIy5Ekfa4UJATNsRtLHUoIlSXyy10ykkyyxXwZgSp4n0pI1p8JGw7nvSm6lq8RO2Svl+py
Tkj3oiy0bVLzX7R10iTS4PVQsI47kRIEPItynaVq0Hdsry63EMUhx8Rr8cgGMska529UubmG2t5L
iduEMKl5G3NFUVOw3zlQLcCUgBZeN6vdxXeqXd1ECI5pXdOWxoTUVzNgKFOizTEpkhPLb8wtat7e
KBIbYpCixqSslaKKCtHyBwgt8dbMCqCH8663d6x5ANzcpGkiaikQEQIFBEW/aLb/ABZRkiIl2Glz
HJGz3vLMrcl2KvoH/nGgD9Ea2e4Lj70jxVCJ+ZukuisLWejAEfY7/wCyy/wS6/8APx7ivT8yNLZ1
UWs9WIH7Hf8A2WPglfz8e4vQfJGi3ulNqwvLWC1mvL65ulWCMRs8Ul3OIpJaE8naNV3/AJaDMUuy
DKMCUT/x4f8APT+GHojqg5PtQ/8AGeH/AJOriFLxX86OaazbTBSVS4u6sQSvLmhAJ9+JzoOxCLmP
d+lu0/VTm/PfzjLJA31exjSDlSGOOZUaoovIervw6r4HMwdj4he8t/d+ps8CLH/M/n7V/MWmWenX
sFtFDYkGN4FkDsRGIviLu4+yo6AZlafRxxSMgTuzjjANsv8AK2u6LH5aa5WIWVvZ8UujxADSUUcx
w3YtUdq1zn9bpcnjcN8RlycXJA8Vd7Edf8yWWo+aLa6kiN3pVo0arbM7wiRKhpKsN0LH4ajsBm40
OjlixEcpy+NdzfjxmMfNkv5m+Zl1LRLO1kfTrgwzTDnZXjXEguOQaWZl9KEenLUlKVG58KCvQafg
mT6hsOca26DmeS440WN+YNfkkuLDT4Z5rRLKCCO4lRjQ+rFHJyCqRXirY6LTD1yIErka+BKMcOZT
q08t217Z3N5Y+adTuba3R29WPTb105LGj8JHR2VDVmB3oONehGGWQRIEscAT/SikmugSLU7610zV
rb9G+YLnWbONkeeUxy242YEqqSOS3w+NP45fHBxwN44wl8D9wZcNjlSN8/S3E3mOGCJm4TWcBWLl
RSzTTUqK0r0zmsQq3nNffEB5JfrHlDzDodraX2q2fo2l4QbdvVibmKBqUjZmWqnuMsEgeTiSxShR
I2KbXGn+SLX0luRdpLJFHMVSrgCRQwHILmOcsgXZQ0eMgHvSnzlPoTeR5LfSPV9JL2GWT1gQayRu
BQ/KPK5SJ5uTixCAoMa/L7WdL0vWJ5dTj06S3e2kCnVLJ9QiEijkipEjIQzsvHnWgByLaiPP2r6L
fR2MOmfophDJdO8ul2E1ixWSUFBKZieYoP3YH2V2O+KvU/8AnGRC+k60g6szAV8SiYq630n80PJG
lQ6fb6nFDZktNxtbSe/AZFBZnaGzuCn2duRFe2XHJE8w4ENPliKEgqt5X/M3zNpsNnd39u2nwyre
JBPBJZEO/M1AktYHr+8aq9q9MIyRG9IlpckhRkKeuXgpqjjwt4f+Jy5il2QW4Eon/jw/56fww9Ed
UHJ9qH/jPD/ydXEKXl35sojaXqzMoLJdBkJFSpNwFqPDZiM2fZZ/fx+P3MsP1PHM65znYq9T8keU
P0p5NEJt55odSd3kKAgBopOK8WA7emDv+rbOY7R1Mo6ixzhy+X7XDyzIn7lLzF+TetcbT9CWDD00
dbt5pG5Ofh4Gg5Cv2q8QMnpe1iCTkJN8qTDP3sYP5ceZwaFbev8AxlP/ADTmb/LOLuk2fmIp3c/l
rNeXBupdQWGSSOFXhWIuFaKCOI0cunIVjr9kZgY+1TjBAjtZPzLUM9dEpfQPPGmyT2OmzXZsQ5Kt
BI0McnJOJb0w9K8WKn2zPx6/BMCWSuL3X+htGWJ3PNMtP/LI0tri5vKH4JJrZofkWjLCQ/KuYmXt
mW4AHXdrlqCp+dbg6f5u0+9gPpy20MDo6qrFfSmkZaK4KGnaozWYtwXR641MFT84+c/05YW1nHd3
s8MT+vIl2lqo9eQM0roYERgObmgJO33CcIU42bNxCrP2Ii48vapq88TWUbyCG1tFkEaSSsDKgVfg
hWR6eLceI7nMWfMu6w/QPcGMeadPutP8r3lrdKyTJPYsyMrIwDxSsAyOFdGod1ZQw6EA5Fsee4q7
FX0D/wA4z/8AHG1z5v8A8QTFUyuridZZAHIAJpQ4UJH9evf+WiX/AINv64q9su/+Om3/ADDQ/wDE
5crLMNYEon/jw/56fww9EdUHJ9qH/jPD/wAnVxClJ/NXkax8xfWrNblYWnYPNBzXnVXDhxTmQGI3
quZGHNLHISHMIiaNhIbL/nH/AMuxsstzeTs6MG9MFGQgGtGqgqD3zOl2vmIrZs8eSe/8qk8qlarb
w7jY+hER+rMT85m/ny+ZYccu9kHlnQ5NFsWslMQtVJMEMKcFWpJbpTqTlE5mRsmyxJJVLS+1l7op
d2SwWw5FpvUBoB0+eRVhOszQTarcywU9JnJUjofE/Sd8KHjeo+bvM6avfW0N4/GO7nihjVEPwrMy
oo+Gp2AGdRpdDhlijKUd6cyGKJiCQnOq2f5oaXo8OrXUkotpQC6iI84q86iVTGOBX0zy8NvHI48W
knPhAF+/7t1EcZNN+QvMOs6lrE0F7ctNEtuzqpCijB0FdgOxOY/amkx48YMRR4v0FhmxgDZNPN/l
C41i4hu7SZUuEURSJKaRmMcmqOKs3Lk3ypmmx5OF1ep03ibjmkC/ltrfIcp7bjX4qPJWnt+7yzxw
4v8AJ8u8KXm+1WDVlgSV+MMEUakhSSFWgJ2G+2Y5Nu0jGhSRPFBc6LLp8zuBO8ModQp4+krilNuv
qYGSY+SvyhsPMz36jU5bX6jB628SvyO+321p0xVF/wDKkLX/AKu7/wDIkf8ANeKLemflB5Sj8s22
qWiXJuhNG8pdkCU2VaUBbwxVjV9b6g15OVScqXbjx50pXalNsKob6je/8s8v/AN/TFXtl3/x02/5
hof+Jy5WWYawJRP/AB4f89P4YeiOqDk+1D/xnh/5OriFLE9VJGrXpBofXl3H+ucmwQxllIoXYg9R
U4VZBrN3NDomlpHVfVho0g68QF+EH374FeZf8rNsI7m6guY5ojAzrGwPPmUJAG1OJb7vfNsOychj
GUSDxV8Lb/ANAhk1neS3VlBOxI9eNJClSQOShqZrckOGRHcWkiiqZBDxTX7a8ttbvnmglgEt3cyQ
SOjoHX1mPJGIAYUYGozsNBkjLFEA2QBbn4iDEJ9qHn76z5a/REEF9BcMAkly2qXUsTR8iWT6sx9O
jKafRgho6ycRMSP6o+9Rj3v9C78soZ/0xcXHpP6At3T1uDcOfOM8eVOPKm9OuYfbWSPhiN+q7r4F
r1BFUza21mSTeSPjTZ0KujA0r0eh7+GeffyrkhOskf1uT+RhKNxKv+lY/wDfZ+8ZP+Wo/wA0sP5O
l3pP521O5g0OK4spnhdp1QuhKmnFiR+GbnR5o5RxDk6ftGMsUa5Fgf8AiTX/APq4T/8AIxv65n8A
7nT+PPvL1b8nL28vNM1WW6meeQRXCh5CWIUJEab/ADzGzAAu00UzKBJN7ozK3LT7yl/fX3/MM36x
gKvPNI0HWdXLLp8JnZBV/jRKdP52Xxwq7UNF1bSZrcX8RgacB4vjVqrUb/AWpir2K7/46Lf8w8P/
ABKTKyzC3AlE/wDHh/z0/hh6I6oOT7UP/GeH/k6uIUsS1f8A46t7/wAZ5f8AiZybB5Wn55+XmUML
C7owBH913/2eK0nGo/8AORPle60izsk0y9WW2pyciGhotNvjxTTym88zaXPdzzhZwJZGcAomwZif
5832LtiMYCPCdg5Mc9CqTyx/NG/WJLVL64QqFitlFtbFdhxUMSa06eOYp1GCcx+75nf1FrMok8lC
a61OOQmSSWJ5f3pWrJX1PjDBRTZq1GdJHHjIFAED4uYAHq35PeXhe6Zea1cCPUZ3cWNtbXcQlWJi
yu8gLs3Vadhmh7Xy1IQArrYcXOd6emP5f8tXt7Np0ug20cUY5C5WKOMsRTdaKNt/HNPxy72i2K3e
kppV1LZJGsaRtVQihQQdw1B4jATaGL69eW+mS3V5eyenaBFnaTiTQKAjbLyJpQdB3zn+09NOeaIi
LMtg7bQ5QMZvok+jec/LWtXbWmmXnr3CoZGT05U+AEAmrqo6sMwtT2ZnwR4skaF1zH6C5ePUwmai
d0T57hWDy1bpWrNcoSd92KOTSpOdT2diEIADueX7VmZAk97zzNm6J6n+Uut6VpWkXf6QuFt/r0sl
naFgxD3EyRenGKA0LEUFcxc/N2/Z/wBB9/6mSejL/I33HKnNTHyzqmmW+p3VhPdwxX01s3pWryKs
rVO3FCeRrQ02wFWF6D5g8x2tpXR3ka1dqh44FmQshPRij9CThVUvdQ806kscN8lxLEsxmCmAqA7n
4jUIKdenTFXrN3/x0W/5h4f+JSZWWYW4Eon/AI8P+en8MPRHVByfah/4zw/8nVxCliWr/wDHVvf+
M8v/ABM5Ng+QYP7mP/VH6sUsx/LvylZ+ZLy5hubXULpYDbnjpzWqMBNOsR5NdPGu/Oi0rv123Cqz
8x/LujaDrFra6Tb6jbW89nFclNVa1eZvVLFXQ2jMnApTY/FWtcVY/pH/AB1bL/jPF/xMYq+iNTtN
NvNX12W9tVuLlI4lt5Wj5KijS7nblISOXJVcCv7Pw0pm+wTlHFCjQ/49FyYkiIZH+XNtbeW4JNMa
4LW9w/qieQABJRTiSB22oc1Wr1JzS4iKaJz4jb0BJ2khgvGeN5IGKTtEwZODbNQ12A+FjXwzFYsZ
85gtqUUoA9J4QEcGoajGv68IQXnXnDUWsrW5vY0BksLWR0514Mz0IBoK7GMdD3+WafXgZc2PEep+
92Wj9MJTYd5A81rq11cW0UUUULI13wRnZxNJKfVDB3YgfECKCm5plXa3Z5wxEiSTfD5UBtyH7XI0
mfjJHxZP+Y3/ABwLP/mJT/kzJm/0nIe55vtL6T/WVINS/LxfJ66LJeB53gDmX07kFLuVHaRiAtDx
eOBaBuJpXu2ZFSu3BEsfBw39/P8AFIDyFLfQRaZc2lq909vqkjsEWQhFa09NpGMauoCLIW+P4SRS
taZXn5uX2f8AQff+pL9a/wCcgfzCsdZ1Cyha0MNrczQRl4XLFYpGRSxEgFaDfbKXOY/qn5y+YdWZ
m1XStF1BnCK7XVisxYRklAfUdq8eRp4VOKqmmfnZ5p0o10vTtHsDw9KttZCH92HaTh8Dr8PORmp4
knvir2Dyf5+8zaz5cs9Tu7hUuLgOXWJAqDjIyCgbkei+OKHod4SdSYnqbeH/AIlJkCzC3AlE/wDH
h/z0/hh6I6pTrGp2Wl6fJqV/J6NlZMk9zLQtwjjkVmaignYDtiFLGL64jub24uIw4jmld0EiPE9G
YkckkCup9mAIybB8pw6FroiQHTLyoUf8e8vh/q4pd+iNX5Ff0fdch1HoS1Ff9jirjpGrgEnT7oAd
T6Ev/NOKo3RNE1yXVbP0tNvJOM0bnjbzNRQ4qdl6Yq9W1zz/AHlrrurrYxq6TMsEhuAxIMFtNZNx
4v0pMxWvtt2zqdLoxLFDi7unmRL9DmQx3EMr8gXGu+YdImu5ITM0dw0IeJKKAERqGm1fjzTdpaeG
HIIx5V+tx80BE0GfQQW+j6Q8Wqq5e9YEW8Z+IKg6kgjx3zXtSSazrEF1xWCMRW9mhWOHlVgKcviP
icjxiyL3CeEsPmuLTUxIHRJI5FX1YHAcUIpRgRuNvDOW1monLIJ0YEfjyd7psUYw4b4lCz0jSbJ+
dnZQWz8fT5QxJGeBPLjVQNuW9MxsmoyTFSlKXvJLfHHGPIAKf5jf8cCz/wCYlP8AkzJnbaTkPc8h
2l9J/rPOsznSvYfyR/45Grf6lx/xCLMXPzdvoPoPv/U+f/NP/KUaz/zH3X/J98pc56J5Q/KXTtb8
o2usHStcuJ5/iM1rPpaWxSOYrKVWeRZgeAIAK/aHhiryu4+r/WJfq3P6vzb0fUpz4V+HlTatOtMV
e+fln/yg+mf6sv8AyefFBeo6VrUestLeIqqqGS1ojFwTa3dxbk1KpuTFuKbdKnrkCzCY4Eon/jw/
56fww9EdWI/mWWHkDXyoBb6lLxBjEorx2/dkEP8AIjEKkloJhaxetNJcTcR6lxMhikdqbs8ZSIqx
7gotPAZNgq4VYJqXl7XJdavriGD9zK4KOeJBH/BDAqGm8s+YmikX0Aagig4gnr/l4qmPkjVrjy7q
ck08HrMVhsHgWqsrXd3Da8uQ519My8qU3pTFLI9P/LvQ7CS+8zawv1q2lMjw2M6oVlllk5qq1ViB
y25eGZOq7WnDBXIRHS7PRvxmUyIBQ1nzfa21ubGCyewsZiXWz061meEUI+2ttEVqaD7Wc1m189TA
xoDzM4j/AHVOdDSjHMSJJ/zT+1KItYtZLhbf0rlZW6crW4CCvjLw9Mf8FmoOmkI8Vxr+tG/ld/Y5
wyC63+RZDpikrJKxqWNKnrtm77IBIlOW5O3ydXryAREdFHUYtO+tercX31WVkVeBeJaqpYg0cE/t
HM3UaLHlNytxsWpnjFBC8dErT9LrX/jLb/8ANOUfyTh8/m2/n8nkp+YdNg8wadFZWN7CZIJVlJ5B
9gjJvw6fazaYiIOt1OM5BTGpPy6vo6c72Ba9K8+30ZLLrYYxctnEh2XOfI29E/KzRpdJstSt5JUm
MkE8odK0oRGtN/8AVyvxo5AJR5OXh08sIMZc3zd5p/5SjWf+Y+6/5Pvi3pXirsVfQH5Z/wDKD6Z/
qy/8nnxQXp+j6M+kvcW8jQvJM0l0zwQR260nuZ5EDLEqhnVGVWc7sRyPXIFmEzwJRP8Ax4f89P4Y
eiOqW6hZ2t7a/U7uJZrW5eOKeF91dHkVWUjwIOIUvE/zDe5Xz1qaxMAAxoCSBSvtk2KRS3WqiFqz
ALQ1oz16fPFWY+R5bqS1ujcPzIdeO5Pb3woZNiqA03yRFf6jcO04IaSO7eORCy0t7uK6K0DLWvp0
GAqEh1Xz7c6tfXN7qbPHEEVbW2VX4IBKpIFR1IG5PX7hmLrMRyYjGPM/rb9PMRmCeSX3SQ+YJYbe
GC9nMXJzaw2kVxzBHElllimYfCSKrTYnNRp9HqMV1EWevERX+lkPtvk7HJqsUuZPy/WEMtjZ6Lq3
qyQ3llOEANm9lbwfuyoVR8MEc3H4BT4+3gMsy6fUZIcMog+fFI/fKvsYx1GKJsE/IfqZPZeatDjt
F9WZ42FS4aGXbfuQpGbPQ4TjxCJ5uBqcgnMkckk843lvPdWk8TF4pbcPGwDCqljQ0pmW0JWn6GML
O0rif0xUVk5cxzoPT9LjSvEV9XoSeo4kJTTyjdGN7uSP7SpGPiDU+KQDvTxzG1mY48RkOY/W24MY
nMRKtd+YPMMkscb6G7MSAkiTw+kAx+Lma81oq1FFNTtmmz5Y54+rJHb+jK/1fb5uzxYvDO0Tv5h6
F5IkDLfIAwKWU1SRsasDscz+y8l4hGjt8uZcPXQrIT3sWuPJHlO4uJbifTIZJpnaSVyDVnc8mJ37
k5s3CU/8A+Tv+rTB9x/rirv8A+Tv+rTB9x/riqcWNjaWFrHaWcSwW0VRHEvQVJJ/E4q9Eu/+Oi3/
ADDw/wDEpMgWYW4Eon/jw/56fww9EdUvvJRDbm4ZkRLdkmkeV/TQJEwdiz0PEBVO+C6SIkmhzY1e
R/l/f3cl/cjTZricGV5TfIaqQz8q8Ps0Rj8gfDHxB3tn5XJ/Nl8istdJ/L29eOG1t9PuXnDGKOK8
WQuF2cqFQ1p3phGQFE9PkjuYkV5FN7by1o9srLb6bHEGNWCXDip/5F4eJqpV/Q1j/wAsQ/6SX/6p
48S8KIs7OCzkaSGzUM6GNq3Dn4W6/wC68eJaY7L+W3laRCrae1D1pduPf/fePEtK0HkLy/AWMVky
chxal29CK1oR6W+4x4lpT/5V15Z4RxjTuMUS8IokumVEXkzkKixBVqzkmg6nHiWkp1/8qba8W2Gk
yLpnpy8rsSFrpZ4u8e4iKV/mU1x4lpZP+XGvS21vB9Z0pRbqqI/1O6ZuKGoX4rthQ9G2rStCDQh4
lpkA8ieV+v6Hi5UoT9Yk7f7DHiWlaDyh5ft+Xo6VGvOgYfWHNaGo6x+ORkBIURYSLBsK3+GtH/6t
sf8AyPb/AKp5V+WxfzY/INniz/nH5orTtNs9PWRbSwjiWSNomVZ2A4uamgEftl0aAoNZs82AXH5n
fl3BPJBJbT84mZHo8hFVND+xlZ1EXZx7FzkXt81P/lav5b/8s0//AAcn/NGD8zFl/Imfy+bv+Vq/
lv8A8s0//Byf80Y/mYr/ACJn8vm7/lav5b/8s0//AAcn/NGP5mK/yJn8vmzLyv530rzZNd3WnBlW
2SGF1ata1kYHcL45KOQS5OJqdFkwVx9U/wAk4yJ/48P+en8MPRHVA3dv9ZtJrf1Hh9aNo/ViIWRO
YI5ISCAwrUbZEs4S4SDzp5frPlL8rlWY6nq1wo091s5jVVCTC1+EUjhC8vRhXoKFkp9osGolCHUu
7w6rVbcMR6t/hxeZ7z9vuT3yR5e8oObPUtCvri4TTUNuvNEg5CRS6+soggd/hm5KT1rXc75PHGPM
OLrdRm3jkAHFv3/Lc9zFtP8AJVpBaJFeS6Vd3AEYe4/S9zFyKySM54LEQOaOie3Gvc5MYJd33vPD
svLW8f8AdfqR/lryb5itbXVl0rzJZ6bc3C2/pXdqRqXoiIkyc47gRrSTfvtjHGY823Bo8mIkyFX7
0/uvK35gtYXaWnnNlunlklsJHsbfiitIjpFJ1LhERk5bfaJINFAk5Cumgef302whl81JHfW7g3t1
FYQsLlFkc0KO3GPnHwB49Dyp1FFVNPL35ix6c0X+LI575DyjuXsIEV/j5cHRahBx+Coqe/XFVG58
o/mRJJcPD59khEkjtbx/ouyZI42+whqOTlP5uQr4YVU7/wAo+Y5dOeDXNei1yJr+K4iiuYo9ORLe
MNyg9S3V2ZnDfap8hhGeGPeRppz6aWYCMRe9/iknl/L+1bTXgjg02O9ZUCXv6QuG4lVAdvT9Lieb
Vb2yX8p4b+sfMfrcQ9kZarg3/wA79TJdP8kSnS7eGXXNQiZYeBWyuQkKlrb6vWL4A1F/vFr+38Xt
kDMSPEORc7FjMIiJ5hAWn5VTWc31iDzl5llmVZBGl3f+vDykQoGePgvLhXkN+uNs0brP5eHVIo1f
zRr9m0RLGWzvRAzV68gsfGn0bdsCph5V8qLoMb8da1TV1mRVDandfWqUZm5oeK0JD0NNqAYpeE6L
591jynq+sHTYbab65cq0v1mNpKfV5mdONGWlSd/wod8wRkMSae1y6KGeEeInYdPMPRbTzh5pl1W6
1K11vypZTajZWnqC4u3/AHZjWQAClB6oZ2LKwbiOI373iZu7i6mWlxCIiYZiIyPIe77FWHzH5vtN
WuNVj1fyhy1D0rOeZLmY259FZp1dmD7N+8ZPi36bU3LxSu7ig4MUoiHDm9O/IXvQQPm38y/MtrYx
6rZ33l94biS1dbGzuZJ75OLNPSUqIG4FiUkHYHj3JInlI32bNL2fjMuEjJYvcio923P4Kf8Azj3/
ALya3/xkt/1SYNNyLHt/nD4/oeu5kvPon/jw/wCen8MPRHVCseKltzQVoNzgS8nvNf8AytlBe+0W
5SPUpjJcPIyiswZlZ5VFxzDqL0t0qFO32RTHModQ7+GDVD6Zj0j7PL0/0fn72SeQdd8oyMNM8v2c
tqk0K3p9aWKQla+io3nmlJURU4gUQUB4nbJ45R5BwtfgzD1ZCDRrkff/ADQOvxTS08rXlpbrb2+q
ypCoUKvpQnZHeRdypOzSMfpzMOa+jTLViRsxHzKivkHSpUmj1GR71ZmicVJiKvACEYemV6V6Hbxy
E8nE159R4gAqqSn/AJUd+WC6dHZS6U8ltEfUIe7uxV/TWMu3GVRXglOlB2pXIbuMhLvyV+S17p1v
p19PaXVraALbrJqTgqivIyLVJkJCeuwFd6UrWmZP5PP/ADJf6Us+A9zSeQPyMi070/S082COhJkv
ndA8ZeZas8x3oXJqd1qD8O2VZMU4fUDH3imJiRzTvy9qn5Y+WtJt9J0jVtOstPCyT20DXqNVDWR5
FaaRmZOrcq0p7ZUhf5i1z8v9X0Ax6hr+njSb3nEZ/rkKxyjiUkRZA4qaNvxNRmPqdP4oAuiDbdhy
8BO12KYzF5T/ACh0q6W6Gr2dncRs15WS+EZHquOTsjygcS5A3FK7Ziy7PlIUZmuXIN8dWAbEftKe
f4f/ACw843MdyJ7TXrvT7Y2nqW14ZPShnDKapBLxUv8AEOVK++2Z2HH4cBHucXJPikT3qFz+Rn5W
XLSPcaJ6jyFCztc3Zb92pVQG9aoAU0oNungMttgjIPyl8hQfVVj05hDYyx3NlB68/CGaOR5RInx1
qXlNQSR0FMFq3H+Un5exiIJpIUQqqR0nuOielxr+83p9Wj3P8vzxtXzrrH/HXvv+YiX/AImc1sub
6Fh+ge4PQvy/8vKunR6ppGt3Ud5LJELoW+iXF/8AVWjJkUiQckb4lAPEV3y/HHawfsdVrs/q4ZwF
dLyCNo++1TzLFAgsvMlzEyj6tYWq6LLbuYZUS4HF1Rz8csfE/GzGnKrAnJEnv+xqhjxk7wHeTxg7
8u/uYF5s0i1sJg7X89xqk807Xttc2clnIgEh9OQ8ya+qPiIA+E7ZRONe92mmymQ5ARAFESv8U9I/
5x7/AN5Nb/4yW/6pMv03Iuk7f5w+P6HruZLz6J/48P8Anp/DD0R1Q3XAlLR5a8uKioNKswiepwUW
8VB6o4yUHH9sbN498jwjubvzOT+dL5npyRdrYWNp/vLbRW/wJF+6RU/dx14J8IHwryPEdq4QGuWS
UuZJV8LF2KrZUEkTxk0DqVJ+YphBo2rErbyJqFtpqabBr86WUcU0CRehAaR3FfVHIry+KvWtR2zb
S7UEpcRxjisHmenJtOQXdIHVvyk0/VtJ1Oxv9TuWn1Odbt76NYo5VmAcEiikUf1CGApUbZi6vWeM
IiuERFBhOdpdY/8AOPvk20SH/TtSuJbd1MM9xNDI6xKhT6utYeKxMrHkqgV8emYdsFEf846+TFsp
bEXl/JZyuzrFM0EhgLA1+rExUiJ+HkSGqABjast0v8uvK1pYLaXthbas6qYvrd9bwzTvDyDKkjsp
57gE9id6DAqbaR5b8u6MZTo+l2emmfiJjaQRQc+NePL01XlTkaVxSmOKuxV2KvM7r8iPL1xczXDa
hdhpnaRgPSoCxrt8HvlB04d1HtzIABwx296Ksfyeg0+Mx2HmLVrSNgwZIJhECHpyBCAfa4ivywjD
XIlhPtcz+qED7wvb8pQyxo3mbWCkQQRKbioUR14BRTbjyNPCuPg+ZR/Kx/1OHyQt5+R+lX03r3us
6jdTUC+rM6SNxHQcmUmgwHADzJZw7anEVGEQFvkIaF5Xe/s7Ow195rhgXF1ps4QtAXWiTJGId+oP
Oh2ocshjEXD1mulqCOIAUyW788pBp6XkWg6zdF4FuPq0VkwmHIgGMrK0Y9ReVStfGlcm4LKvX/3D
+v6b9efpU/efZrx4/wA3th6L1f/Z
Adobe PDF library 17.00
xmp.did:63161276-4d44-47ad-b0ed-9ed3f717cfa1
uuid:d0412068-181f-8547-9bf5-40465f750d71
uuid:2bd78ff5-7199-ec4e-9a20-9f661362a3d9
proof:pdf
uuid:48df4d37-40b1-9148-af50-0e42d13b1d8f
xmp.did:c8cbd825-42a8-40b4-b792-9eb4c316c73c
uuid:2bd78ff5-7199-ec4e-9a20-9f661362a3d9
default
saved
xmp.iid:3b6e4db1-ec11-4790-92a2-cb879abd5a26
2022-08-26T08:09:01-05:00
Adobe Illustrator 26.5 (Macintosh)
/
saved
xmp.iid:63161276-4d44-47ad-b0ed-9ed3f717cfa1
2025-07-21T10:45:46-05:00
Adobe Illustrator 29.6 (Macintosh)
/
EmbedByReference
/Users/rriojas33/Desktop/_Alamo Colleges Logos/A SAC Logos - NEW/Color/SAC_4Color.png
/Users/rriojas33/Desktop/_Alamo Colleges Logos/A SAC Logos - NEW/Color/SAC_4Color.png
Adobe Illustrator
False
1
True
False
14.660000
21.985001
Inches
DIN2014-Narrow
DIN 2014 Narrow
Regular
Open Type
Version 1.000
False
.32236.otf
DIN2014-NarrowDemi
DIN 2014 Narrow
Demi
Open Type
Version 1.001
False
.32237.otf
DIN2014-NarrowBold
DIN 2014 Narrow
Bold
Open Type
Version 1.001
False
.32238.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6851.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6853.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6847.otf
Verdana
Verdana
Regular
Open Type
Version 5.01x
False
Verdana.ttf
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6808.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6846.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.115;PS Version 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6852.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
29
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
28
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
PANTONE 1797 C
SPOT
100.000000
LAB
47.843136
61
36
PANTONE 285 C
SPOT
100.000000
LAB
45.098038
-5
-59
HKS 53 Z
SPOT
100.000000
CMYK
75.000000
0.000000
40.000001
0.000000
HKS 71 Z
SPOT
100.000000
CMYK
0.000000
25.000000
94.999999
0.000000
HKS 5 Z
SPOT
100.000000
CMYK
0.000000
20.000000
100.000000
0.000000
HKS 8 Z
SPOT
100.000000
CMYK
0.000000
55.000001
100.000000
0.000000
HKS 10 Z
SPOT
100.000000
CMYK
0.000000
64.999998
100.000000
0.000000
HKS 12 Z
SPOT
100.000000
CMYK
0.000000
75.000000
89.999998
0.000000
HKS 59 N
SPOT
100.000000
CMYK
100.000000
0.000000
40.000001
0.000000
HKS 50 N
SPOT
100.000000
CMYK
50.000000
0.000000
10.000000
0.000000
FOCOLTONE 2207
PROCESS
100.000000
RGB
106
200
199
FOCOLTONE 3402
PROCESS
100.000000
RGB
0
178
181
FOCOLTONE 1112
PROCESS
100.000000
RGB
0
169
172
FOCOLTONE 1103
PROCESS
100.000000
RGB
0
152
176
FOCOLTONE 3408
PROCESS
100.000000
RGB
0
182
240
FOCOLTONE 1039
PROCESS
100.000000
RGB
170
224
249
FOCOLTONE 3352
PROCESS
100.000000
RGB
156
220
248
FOCOLTONE 1053
PROCESS
100.000000
RGB
141
215
247
FOCOLTONE 1061
PROCESS
100.000000
RGB
127
202
173
FOCOLTONE 2199
PROCESS
100.000000
RGB
126
211
246
FOCOLTONE 1067
PROCESS
100.000000
RGB
109
207
246
FOCOLTONE 2213
PROCESS
100.000000
RGB
90
203
245
FOCOLTONE 3433
PROCESS
100.000000
RGB
1
31
94
FOCOLTONE 3421
PROCESS
100.000000
RGB
0
42
99
FOCOLTONE 2246
PROCESS
100.000000
RGB
181
170
0
FOCOLTONE 3389
PROCESS
100.000000
RGB
251
175
63
FOCOLTONE 2291
PROCESS
100.000000
RGB
237
24
70
FOCOLTONE 2243
PROCESS
100.000000
RGB
255
246
143
FOCOLTONE 5040
PROCESS
100.000000
RGB
144
138
194
FOCOLTONE 7043
PROCESS
100.000000
RGB
131
0
75
FOCOLTONE 7013
PROCESS
100.000000
RGB
204
0
122
FOCOLTONE 6049
PROCESS
100.000000
RGB
42
181
115
FOCOLTONE 7034
PROCESS
100.000000
RGB
0
114
54
FOCOLTONE 3415
PROCESS
100.000000
RGB
0
101
46
FOCOLTONE 3483
PROCESS
100.000000
RGB
241
101
33
FOCOLTONE 2334
PROCESS
100.000000
RGB
243
111
33
FOCOLTONE 2328
PROCESS
100.000000
RGB
246
138
30
FOCOLTONE 3495
PROCESS
100.000000
RGB
239
78
34
FOCOLTONE 3501
PROCESS
100.000000
RGB
251
175
23
FOCOLTONE 3354
PROCESS
100.000000
RGB
255
245
132
FOCOLTONE 2185
PROCESS
100.000000
RGB
185
229
250
FOCOLTONE 2227
PROCESS
100.000000
RGB
32
195
243
FOCOLTONE 2241
PROCESS
100.000000
RGB
0
192
242
FOCOLTONE 1066
PROCESS
100.000000
RGB
87
165
196
FOCOLTONE 1089
PROCESS
100.000000
RGB
0
137
207
FOCOLTONE 2280
PROCESS
100.000000
RGB
0
143
212
FOCOLTONE 2268
PROCESS
100.000000
RGB
0
96
174
FOCOLTONE 3447
PROCESS
100.000000
RGB
0
102
178
FOCOLTONE 1101
PROCESS
100.000000
RGB
0
113
187
FOCOLTONE 2256
PROCESS
100.000000
RGB
0
119
192
FOCOLTONE 1095
PROCESS
100.000000
RGB
0
125
197
FOCOLTONE 3439
PROCESS
100.000000
RGB
0
76
122
FOCOLTONE 2266
PROCESS
100.000000
RGB
0
65
126
FOCOLTONE 3435
PROCESS
100.000000
RGB
22
70
157
ANPA 754-1 AdPro
SPOT
100.000000
LAB
97.254906
6
5
ANPA 753-1 AdPro
SPOT
100.000000
LAB
97.647057
4
3
ANPA 753-2 AdPro
SPOT
100.000000
LAB
95.686272
5
4
ANPA 757-4 AdPro
SPOT
100.000000
LAB
91.372551
18
10
ANPA 740-1 AdPro
SPOT
100.000000
LAB
100.000000
-6
5
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
64
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
endstream
endobj
3 0 obj
<>
endobj
36 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 103 0 R/TrimBox[0.0 0.0 1055.52 1582.92]/Type/Page/PieceInfo<>>>
endobj
37 0 obj
<>stream
H‰¬—KTÉ…÷õ+îêvF¾sÉc¦™—Ų¼ÀÈêžx1ò¿÷w"ïí¾0˲…誈ÊG