%PDF-1.6
%
1 0 obj
<>/OCGs[6 0 R 7 0 R 32 0 R 33 0 R 60 0 R 61 0 R 90 0 R 91 0 R 92 0 R 127 0 R 128 0 R 129 0 R 164 0 R 165 0 R 166 0 R 201 0 R 202 0 R 203 0 R 238 0 R 239 0 R 240 0 R 275 0 R 276 0 R 277 0 R 312 0 R 313 0 R 314 0 R 351 0 R 352 0 R 353 0 R 390 0 R 391 0 R 392 0 R 428 0 R 429 0 R 430 0 R 466 0 R 467 0 R 468 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
2021-10-28T14:44:10-07:00
2021-10-28T14:44:10-07:00
2021-10-27T12:50:08-07:00
Adobe Illustrator 25.3 (Macintosh)
256
180
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAtAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AO/zG87+aNJ86/mJp8Gq3
cMNzZ2kOiIs0oSC4SOxacwAOPSb0rl5CVpWh6nFUZ5Z/Oa60OI289vfazqMunaPKxvb8C320Nb65
kjLQs0TuqklWZzK+9VxVmmi/nFq+rXmpR2/lgrbaZp9tqdzcSX0MfGO9tGuoEcSpGFZuIU/FQbk0
pQqpN/0MVI+mx3Vt5dW5nLass8Ud+piUaPbQ3bukxhpIrxT1+yKEbcsVTz8svPfmjzP5y8zRXsKR
aFBBp1zp0PqI0lsLy0SdEPGFDJ6yuXYs/wABHEVG+KpMn/OSWkzabq97baWs5sIorqzgS8jZ5reS
/SwJmCI31eQNKsgQ8qqRuK4qjLD88tT1HUZ9I0/ypNda3YT3iapYR3cZMUFlcR2zSxsI/wB6xeX7
AA6H4sVQWrf85Fpp+myaq3l520y6W7fQLg3aqbz6jcpbzh0ETejTnyX7dadsVRurfnrcWV5dWtv5
e+tSW2paxp1PrgjqujWiXbzfFDQeorn4a7U6tWmKpRYfnb5jhvvM2u3tgk/lWysNIv4Lb6xHHNa/
pK2LwoD6A9UzyugflJSPqOXTFUz0D8+7jXtcOkaV5c+vz20E9xqUlnfRTJGLadY5PQYRqtwpR1ZC
pBYkCgHxYqmmnfmU/mb8sfMnmH6m1gtlYXUiCyvo3nUpbNIV9QR87a4j6fHEeLbjmMVSrRvzrlXU
tJ0NtFmmtpJdG06TVZbxJJfV1bTxdxPInpR82FGDEUBpy2rxxVTvPOWqp/zkDbWX1+VfL6IujSWQ
c+gbyW1a9WQoG4l/sx8ite3jiqHs/wA29c1258m6tHok2npqg1OSxtjq0cdncC1tXZzd8baRiqFD
wrx4t8VD0xVFxfn1qM2j219F5WaS4ksLvWrq3F6oWPS7SX0jco7Qqzs5qVQou3fFUV5c/PRdc8ww
abBobrZXt3qFnY6h9ajPqNp9ol5Voyi8Occg6tQHud6Kpp5L/NlfMun+ZJxpRjuvLih3tbS4S8Fw
rwtNGsUirGpc8ChAqK9GOKseuP8AnIe1t/L9jqkulW/qajJcfVoxqcHomK0hWablKyK6TjmqCFog
WcgA0IOKomX85NW1vR9ZvfK2iSPpVraXIg1954+MV3DZLd/vIPTloqrKvEknk21MVQ8P53X+keW/
Lsus6Wb29m0W01nX7qOeNBFaXEyWsdwiCNBJJKz+o0ShQm4DGmKqmo/nvqNnd3aHyyBp9vrF3oia
rPqEcNsZ7Nj/AHjGI+iZFA4c/hrtypvir1i2laa2imZPSaRFdoyVYqWFePJSVNPEGmKqmKuxV2Ku
xV2KuxV2KuxV2KsE8w/k35U17WrvWL6a7F3eSNK4jeIKpaxFgQnKJmA9NQ/X7Yr02xVhHnj8iWjb
S28upeX9uJLQakjSWTyqum6f9Rs3jiuUit3rQGXmfHiN6Yqy3SvyqXUPLurJ5ruZn1rzVZWFv5hN
o8aRo9ghVDb8YxxJr8daqT0HHbFVq/kT5TCycr7UZHlOqNJI0kHJm1m0js7k7QgbJCGTwatajbFU
+8r/AJd6R5a1e41LTru7LXdnaWVzbSvG0L/UYUt4ZiBGr+oI4+Jo3Hc/DiqTyfkj5TfStS0oXeoJ
YahwVYFmTjbxx3SXgSAGMinqxjeTm3HYEYq2/wCSXlQ6hd36XeoQ3V/d3V3evDOsZlS9mSeW1YrG
D6PqRKVpRx/NiqhffkL5Jvra6tJ5r42Uq3C2VoJl9Oy+uTLPO1qChILug/vC/hiq+P8AI/yurF3v
9SmlafUrqSaWWFneXV7NbK5Zj6O/7tOS+DdajbFVWD8lfKsMN3bi6v2tL/TbPS7y2MsfCRNOjWO1
nNIwwmjCVBUha1+HFUXof5U6FpGry6tFf6jcX8+nzaZNNNOoYxzyrM8imJIjHIGQcfTKqOy13xVv
TPyq0Cw0vzDYC7vbg+Z7c2up3c8kbT+n6TwrwKxqnJUlPxMpJO7VxVCW/wCS/leC9t7xLq+Mtvd6
VfIDJDxMmjWhs7cH91Xi0bVk8W6FRtiqvN+T/lGXVW1grKusHV11samBB9ZEqAAWwlMRb6tRf7v6
a1xVAXn5FeVrny5omgjUdTgtdAivYbOeGWBZnTUFZZxKxhKmquVHFRt44qrXH5MaFc2kFvc6tqkr
wWsmnG5EtvHI+nTBQ1i4igjT0fg24qGFT8WKrY/yO8mxS8o5b1IvrGpXKwLLGqKdWs1sZ41Ij5hE
iQen8XIHck4qmPlX8rdE8t2+rw2d9qEx1mC3t7meWZVlRLSA28RheBIWRgnfx6UxVK/+VF+VOUlw
b7Ujqc05nk1T1ohcENF6LR7RCLi0YAJ4ctq8uW+Ko6H8oPK0N1dyxzXwtryOZJtP+sE2/qXNsLSa
4oQXMrxKASzEV3pXFUJJ+SHlWez0y0urzUbmLTbZNPPOaMG5sYplnhtLjhEgaKN4148eLeLHFUTd
/lDoFzp+o2I1DUYYNU1G81S8WKaMK8l/T1ojG0TRtH8PwclLr2auKsw0vTrbTNMs9NtQRa2MEdtA
GJZhHEgRasepovXFUTirsVdirsVdirsVdirsVdirx7WPy1N95mvNTfXbVNJS6lvRAt08MkUdrOry
EvEEaNopb/Uubc/hLx9D9lVfYeS/Oi6vpGqWPmWzksruXTWnlF3O8l5DZwgz+nIB+/8AUCueLllZ
SWNGAIKq8v5Z+Y7N7i8i1RLOEXHqzM2oXfBrOO8ursmT1FZFcCaP4iDxIb4qdVVZ/wAtvNk9toVy
+og6rpdnqVtJc/pC8lkb65y9FkuZY3bn9gtJ6YpT4V4qq4FSrzH5R/MB9Hk06412ytrub6vJPPNr
OoRho44n9aMQvG6iLirK1eXqqC7cWBwqifNGnecLnzhdJpnmP9FWWkvp95PHeXFzbW7xTxejdLHQ
qHSI20DpQel6jurGpkXAqa+X/JfnOysb069rCy3FzPYfU1a/u7mGIRXgnmRTcKu8myx1Ut0QsQK4
qs/5Vx5nvNJ0i21K+5XNg8qzTLqN/JM0T3lrcK31kiOR5ONqR9lAK/DQYql1t+Xn5jSaddw+Ydfh
aZrlZNOuIL6/R1cRXUUTeoxUxuZLiEFYeKsFoQTXkqll95b813nmrU9Nu7u9sbPT/rd7Z6m09/aW
KCRWkjZbhOEHNZLpfs/HRZQ5KcRhVMLv8tvzRvP3Woa1DeWv1x7ho01HUrUPErRyRVCCRkkZ4QPg
b04gSUQsa4FTbVvLHmrUtSN3Z+Y1gs7yWSbTfS1C6UTt9XlNuFjjoirASCyIWWVRzcVFMKpb5p0n
zFa+YFcecbSwhd7u4vLC71S5tpGjunlWzjjFSsSMihOSpVGQtHU8qqqM+j+YSZI7jzfawP8AWra1
W0Gt3ak3ccEwazMvwSK7+rElACzcfVK8zTFVc+RNbtrmzmt9YtrLUrKMrcxjUrotFbm6ubqUlyFa
YIbq2ZjKo9TjR6AjFURr/wCV3mbUD5XkivopL3R1Z7zULqZp5luHngnMsBuLe5kIrCwCpJDQECvG
qkKg9Q8i+cJLRra816OV1gFvNaTaxfpHF9ZuLj0HkbiTOVEiRqJUHq0oT8IwqiNE/L3zbfeTruy8
xa7Dqz38Vmkd0lzNdW3ow3jTzShLpJYWeSLifijZa/BtGAMCoa7/AC918XUj6Zr8Ufl2ytfW0+uo
zxcA9pLEl1wgjSG2CtNIw9AiMqFoq8a4VTf/AAH50+v6vdW2riP6xYX9rpFxJeXd08c105aCYLKp
EPCMRoRGx+xy3JOBUqsPKPnlLrRJrjzLFdTPdMb21TWL9I5RbWyxenbijmT0Jkkd0YfvP92kmpBV
XHlD8w7NPqtxr0cMWoA28by6retKJ/qM0YMDSR8y007+twVh6YX4eXEUVQ9z+W/5iHUJzpPmJY7a
Se8F7yv74zcJbaKK0BYAn1Io4wCXYmj8h8YVsVReq/l7+ZVwZV03zG+mxG9uHQtf3t1I1nPwZVLO
qhHjMYEaqtFUt8TEk4Fb1f8ALnXf0zd6supR2Yknee2uvr93CUnd75bdfTUCMCt7CCAaMQwKmvxF
VTWPKfmVdSk1qPXGktRfLI9kb65eN1S8lkFvFA5MCykCCNVAHxKRXc8lUj8ueWvzF1fyvHJFqdza
6wj28V213f6pbsrQGaSSRIZvUYCT1YRxkjHNQ32RxbFUz0/8vvOUF+1xb6yL2eFLG2mlk1XUC0Zt
mjnnjlUBzL6ryO1GdWCkLXg5AVVrryj+Yt/LqN5Za1E9jf3TXGmpFql6kccb8gkyPHExoqcT9X5G
ItU1AoMVU28m+dJdTkXTPMX1i2tri3cQtq97zVImmjf1lVJWrt6fAvxZ4+T8viTFV+p/ll5q1A6Z
PJfiO+tdNS1muotR1BHW4gW59J1YfFKS9whaVyGorChVyuBWUeQ9C83aSmpjzHqUeotcXJks2ied
6RUpVhOz+mzd0jpGP2QN8VYbf3mmWGq+Z4dYunsdOtkvo+V3YpcRNDftFPcAC2uZpJR6lxARyiQ8
CV3arKVX6uuh3+kaNpepa/ym0u7t7kXM2l3hkAuIZggJkctFMlJJBLIxaMKDICfiZVjL+SfJF3ol
tL+nIpW+sR6Ra3N3oly8CzXUMsa0gZoynri8SUS8wjSgPU14hVvSPLfk64h1izttYvda1XXlM9hc
ppclvdWpjDX0XxXHooZZvqysK8TKRzOxLYquisPy6m8v2ROuvLbW0V3ZRXE+mz3M0yendtPNEI+T
CN11NZK0oUXwNVVV9V8seQNbKen5guNPisdNu5pLU6dcwL+jrW+luXjEcqxkfV7v6v8Au1HKkVON
H2VS3SfIvlW28u6roy+Zp7ubVo4oPV/Ql4GHxK6P6Q+05CcLl6jkRHz4uPjVT/y/rvl3Q5H8wWOo
xGO+tUM2njS7yzpDDYNIyRGP1xxia3XuVh5OpYsy4qxeHydNpfkSwv8AUbW9hOoIwLWtpZx3hWGM
3HK4El3bqsTxQM/ojkeahy3I8cVRWj6HpE/mPXrXSIpJdOvNE1G201EslthG9xOry2ZguGtv3kfA
0gkkjUKC4+2xCq7yz5U8s3mp6Rq6atBDJdXS3VtobaM/7tHknhRSttczRRrBIz+jKWIi+EMxHEYq
mUWmeQx5dsrBNfNytvO2pW00mk3c8skV3AliYSgHqSB5pkJQb+gypThxkxVX8zWOm3tvp2iPrT2+
maXosEUWoLZXMtzOtzF6JmtTaXkU5ZoWNA1s8Y+LlzoVCrVxD5cS9mtV8wXrW99cajOnPTL64iEF
zcJJcw21WJ9UmVTHLCvp8QW4klmZVH3j+Xru+/S13qFbnzLaXelPeWmm3MsSz0sbVzHL/efVxPD+
7Yrwbn9sftKqVl5e8peY9Lhs7HVGvptP+u6pbLa6dJbzRGS/UsYjcEGO5EtpLEDI/Mli32cVY9p0
XlYab5lhjgS59azs7nULVLGwCxGxlS7Vfqh1AvJA6TIWp8DmvGUsyriqYw6D5N8qebIbk65NG2jL
KbzT4tKmSGSeSwjgeQXQHpKzmRHk+OjMyK3xBTirGtU8qeX706DpmiXry22p3GnW7Wi2YiEBWPl6
yVLxMQyvJMYSWQ1RmHqMcVTTVPKPldL+5i0rWZPqz2t9LHZR6QGt7aK0l+ulwzPbFrevFYk5GGST
4t9wFU31G1/Lu90uwRtUjiOlNqNzDDPo9y0YXUNQQPHNbURuULOquoINeMhCrsVVpXyPfW2naHBr
19ZXOi6gdQjV9Mm+sXV7d3KPazzI0RkYkSSRnZHkHJtkU1VSjWNB8iWIvootas5zo1t6U1gmjvLP
G1tPbW0/+7oUeOSW1CmOm/NirfFXFUVJovlBJ7G+h1WS3nXXrK3upLrTGE73cV9cm3leZpIGoxUx
espYUWhHVVVU508gea9Z03zNqeuvHNq0dtcTaL9RnmtJp4gltIf21pOI0jWNzy+JARycBlURo/lX
yGwsLeXVYbq2mj0+ySO50iZmY/XXu0jSfk0AidphFKPiVX41YGi4qp61afl5rmmLDH5hN1I8Edku
oLp01wbUz2MA9aRSVkRZItLk9TwDkOQNyqtfTvLd02ofV9bS2a3tYtTvdJi0qT03t4NOZokhRLkx
iOSOR+ULOWcKyigBbFUNonl/yq2oRz/4heKW3m00RWd5odygiawiNn60as5URt6R3l5JbktyCucV
RXmPRfJ2oT65P+lTol5aXDS3V3LpSXTJwv55bm0eNXl9er3kTMpTg6tGwD78VXo/lbzt5Os9O0bQ
E1KaS5RYdMgkuLO7tjLNEhjAIliUIXaJwAx+0pWpKnArNcVeQecdV8gvrl1b+bdHnjW7vfqVtJBe
3SG6MsSo8jorW0BQLZoAsckjB1A4rKQCVWNrX5e3dxYXl95e1PhLbWU9pcXN2ZZgki3Lj1F+tvVf
QieST4mMitRlZtsVVdV1LyBb2Wi3lx5cv006Vf0hZypdCGSN7dra1tS6i6QMs1YlQFz25qNyFUZo
l35MM02v6DoNzBqFhZWV1GL65ktkktpLdVBSES3HJ4IJWj5NDTnVQ+5bFUJax+TZvM2n6fcaCIjO
15p1rdLf301qba3ht7VmUIhhMrtOtszPSjIV9Vm4gqoU+Z/IsWo3F9aeW9TgvL20vAbqS89CKSJr
f6/Lw9C6mZHdZEYN6akcuoIpiqr5AsPya1XWoLjy5ok9peS1kXUFuiFc2wilEbvDdyGUuJVd4jyq
VPqgMMCs7s/y38nWaIltZyx+nGYoX+t3ZeNWiaFvScyloyyOeRQgsfiPxAHFUWvkry2ukxaT9Vdt
PgLGGB553484Gt2ozOWoY5GqK9SW+1viqjZ/l/5Ps9dfXrbTUi1eSOSF7sNJyKTOZJAQW47sx3pX
t0xVQs/yy8mWVxFc2lnNBNAYjCyXl4OIgYuiAetTgWYs6fZc7uGOKrrH8t/Jlk6Pb2DB46lXkuLm
U8jOtyXJkkbk7SorFjuaAE0AGKqeq/lb5F1aNYdS003MCW6Wkdu9xc+ksUfp8eMYlCK/7iMFwORC
0JIxVtPyx8lpDDDHZzRx2/qfVlS8vF9ISiMMkVJh6aUgQKq0VRUKByaqqOl8leV5LOGyawUWlv6g
ghRpEVBNOlw4Xiw2Msat7UoNtsVQdn+Wvk6zglt4LSYQy2dxpzq95eSf6Ndv6k6LzmbiXb9taN2r
TFVlz+WHk25KNNb3TSRmNo5hqF+sgeL0wjiRZw/P9xHV68jxWp2GKo7UfJHlfUWuGvbITNdkm4Jk
lHIt6VfsuP8Almj6fy+5xVL7X8qfIFne/XbTShb3Jltp2eKa4QPJZ0MBdVkCuFIBowIY7tU4qjof
I3laE3Bjst7mKa3l5SzN+5uABJEvJzwj+EcVWgX9mlTiqHi/LbyXGa/o8yHiVYzT3ExblMs7M/qS
PyZpEUszbtQAmgpiqlaflZ5FtNXi1iLT3fVIQipeTXV1PLSORZUDNLK/Li8a05dKU6bYqiLj8uvJ
Vxd6heS6VG1zqpDahKGkUylWVhyow/ajU7eGKuvPy88nXtlPY3enCe2uQwmR5ZiW5evU8ufKv+ly
mta1avUCiqFf8p/y+bUBqA0lUu1XiHjmnjWnNpV+BJFSqSPzQ0+FgpWhVaKomD8ufJ8E0UsVk6mB
4JYI/rNyY0a2IaPjEZDGByAZhxo7AM1SAcVat/y28kW0dxHb6VHEl3JJLcBHkXm8qSRuTRu6zuPp
xVbB+WfkaDU21OPS1F89mdOeYyTNW1MaxGLiXK/YUCtK++5xVZcflb5DufqhutLFw9jIs1tLNNPJ
IsiSPKGMjyM7H1JmY8ia13rQYqidW/L/AMp6tcPcX9m8skjvJLxuLiNXaRYkbmkciKwpbx0VhQFa
jffFWn/L3yi+q22qmyYX1o5khkWe4VeRnNz8UYkCP++bnRlO+KsixVK5vKvlee5e6m0exluZZY55
J3toWkaaEkxyMxWpdKni3UdsVWw+UPKUMMEMOiWEcNqwe2jS1hVY2Vi6sgC0UhyWFO++Kq155d8v
3totneaZaXNoiCJLeaCOSMRhlcIEZSoUNGrU8QPDFUKPJPkwW09sNA04W1ykcdzB9Ug4SJBT0lde
FGWPiOIPSm2Kqtn5T8rWLxvZaNY2rxSvcRNDbQxlZpFCySKVUUd1UBm6kDFVU+XfL5Cg6ZaEKCqj
0I9laMRMB8PQxqEP+SKdMVULPyd5RsjG1noen2zRf3RhtYYytGVvh4qKfFGp+YHhiqb4q7FXYq7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqsI/fJufsttU06jt9OKvMfNw
/OseY7weXTM+jF0a2JGmKFX01DIglLSsOaluT0PxUpQAlVV1S4/N+5W5uNJingSZi9pDINPUpEzR
lV4ykuHCdpP2vVr/ALqwq9FhllkkmX4V9FwnQmtUV69R/NgVUPqgE8l2/wAk/wBcVS/9KT/yr+P9
cVVrW9mnl4EKu1a0J/jiqLpL/Mv/AAJ/riqDub6aGXgArbA1of64qpfpSf8AlX8f64qmA9UgHku/
+Sf64qpXU00EXMFW3pShH8cVQn6Un/lX8f64qirSeaeMueK0NKUJ7D3xVXpL/Mv/AAJ/riqXHVJw
SOK/j/XFVS3v5pZljoo5V3oewr44qjaS/wAy/wDAn+uKoS7vJoJAgCtUVrQjuffFVH9KT/yr+P8A
XFUehlZFbko5AGnE9/pxVZcyzQxGQFTSm1D3+nFUH+lJ/wCVfx/riqJtLiadWJ4rxNOhP8cVRFJf
5l/4E/1xVL31KdXZeKniSK0Pb6cVXwahPLKsdFHLvQ/1xVG0l/mX/gT/AFxVC3d5NA4UBWqK1oR/
HFVD9KT/AMq/j/XFUfG0rxq9VHIA0oe4+eKrgJK7sCPYEfxxVo/3y/6rfrXFV+KuxVC2xCzXzMaA
TAknoB6MeKh1jqVhqNp9ZsbhLm3JZRLGQy1XYjbIwmJCwbbMuKWM8MhRSnJtaL0z/en/AGJ/hgVN
cVSnUv8Aek/IYqhcKp+v2R8sCoXU/wDeYf6w/jiqVYVTTS/952/1z+oYFRmKpA32j88Kq9h/vXH9
P/ETgVOMVSvVP96F/wBQfrOKoPCqew/3Mf8Aqj9WBVHUf95W+Y/XiqUYVTLSv7t/mP1YFR2KpFN/
fP8A6x/XhVfZlvrScVLkVYgU6DbuR44FTX1pP98P96f81Yqgr6K6mkVkgegFDUp4/wCtiqH+p3v/
ACzt/wAEn/NWKpik0kVuvOFwI0HI1Q9Bv+1iqJxVaVPqK3YAg/SR/TFWO61+Y/kzRb6Sx1HURFdw
sEliSGeUoxRZArGJHAJSRWp4HFW9Q/MPyhp8k8d3fNG1sxSYiC4dQylVIVkjZW3anwk/Zb+R+Kqb
2zxGa9VmUhpRUEjcGGPFbY5eeUm0yVtQ8pXMen3NKz6bIxayuAOzJWsbeDJ92Yp05jvj28uhdpDX
jIODUDiHSX8Uf1+4oTSPNNneytZ3aHTtViA9axnIDeHKJ/syJXoy5Zjzg7HaXc06jQygOOJ48Z5S
H6e4+RZHpskYuN2H2T3Htlzgpr6sX86/eMVSrUZIzcmjDoO4xVC80/mH34VT5ZYuI+NeniMCoXUp
Yzbijj7Q7j3xVK+afzD78KpnpksYt2q4+2e48BgVGerF/Ov3jFUhZ05H4h18cKq9hJGLtKsO/f2O
BU39WL+dfvGKpZqckZuFow+wO48TiqD5p/MPvwqnkMsXop8a/ZHceGBVHUJYzatR16juPHFUp5p/
MPvwqmOlyRiN6uBuO48MCo71Yv51+8Yqkczp6z/EPtHv74VV9LZTfbEH90/T/WXAqBlsPzBMrmPV
9PWMseCmzkJC12B/fZjGOXvHydjHLpK3hP8A0w/4lQ82+VNS1vS9LNLG51vS5Wuobi5ipCLgW0qR
uistwV4zvG/f7NewGZEbrfm4OQxMjwiopV+h/wA5GJY61aIT6BZVeIp8NrxnVA2n8kLXNWV2ZxT9
gfYJYJz5c07zraW123mXVI9RMluoVI1jVY5VaTmUKQwEq0Zj+1X4gaUGKsmEkZNAwJ8ARirzcawj
fm6dPa5VistUtS78lY2XxMi+kUFVHx/vKnalOLAlWSax+WvkfWL176+0pGu5W5zTRPLbtI9AOUno
vHzagAq2+BVkn5Z+T54THd2010zj99LLc3HJ2+ElzxkUBiycvhA3Z6fbaqrILQAT3gGwEy/8mY8V
RDfZPyxVh+t+XtK1qFIr+Ln6bco3Gzr2IDeBHX7+oByrLhjkFFytLrMmA3A80PY+UtQhuB+ivMF/
ZlVPFJil5GB4cZ1Zv+Gyv8uR9MiPtcj+UIS/vMUJe64n/Y/qVbnVfOXly6jutcki1PQFHC6vLSAx
yw1rSaSIM54r+1xrt2yBnkxm5bwboYdPqImOIGGXoCdj5A/rTq5ube6ZLi3kWaCZFeKVCGVlYVBB
GZcSCLDqZwMSQRRCjkmKfr9kfLAqF1P/AHmH+sP44qlWFU00v/edv9c/qGBUZiqQN9o/PCqvYf71
x/T/AMROBU4xVK9U/wB6F/1B+s4qg8Kp7D/cx/6o/VgVR1H/AHlb5j9eKpRhVMtK/u3+Y/VgVHYq
kU398/8ArH9eFVfTP97f+eT/APElwKsfSvMhdiuucVJPFfqsRoPCtcyhlxfzP9kXBODPf95/sQhv
NHlWXW9N063knD3VjdwXDTNWNZEU8LhHRAQyywu68D8JqPCuY8iCdtnMgCAATZY1BoH52G0aafzJ
aLfhXEdtGkLWpPJQhZ2shL9guTT9oJ1HKsWTM9Ki1mHyzbQ63NHcaxHaKmoXEP8AdyTrHSR1okWz
Nv8AYHyxVNMVYILu7H5mmNZL5rVnETo6yLYK4szJSN0n4PKfhJWSHpuKH4iVZ3gV2Koa0/v73/jM
P+TMeKohvsn5YqkGFUXpn+9P+xP8MCpqQGBVhUHYg9CMVee6rpd15UvZbzRYWn0Nz6l7pCbtCTu0
tr7d2j+7MQwOI3HePUfqdvHNHVAQynhy/wAM+/yl+iXzTjTdUsNTtVurGUTQNtyoVINAaFWAYbEH
cdMyceSMxYddnwTxS4Ziiylfsj5ZJpQup/7zD/WH8cVSrCqaaX/vO3+uf1DAqMxVIG+0fnhVXsP9
64/p/wCInAqcYqleqf70L/qD9ZxVB4VT2H+5j/1R+rAqjqP+8rfMfrxVKMKplpX92/zH6sCo7FUi
m/vn/wBY/rwqvtER7mMOoYb7EV7YFTX6ra/75T/gR/TFUv1KGJJVCIqjj0AA74qg+K+AwqnENrat
bx8oUNUFaqDWo+WBUTirzlXhP5uOGe3RVZWROETXLzGzKGr+os6oqDoFZPFQfiwqpeb/ACR+Y2p6
tPc6NrRsLOSYuludQvEovpxrsI46IGKE8NwpqQfioFWtU8ofmXqK3M8GqfUJrpjKsI1C6X0g7Rt6
VIk4LQDjVOnCo/vXoq9BtBJ6958Q/vlqSP8AimP3wKiGEvE/EvT+U/1xVIaP4j7v7cKorTRJ9Y2Y
fZPY+3vgVNaS/wAy/wDAn+uKpTqIf6yakHYdv7cVYXe2U/le6fVdNQvo0xB1TT0BIi6D6zCor9kD
41Hb5ZiSj4R4o/T1H6fx/Zt8WUauPh5D+9H0S7/6Mv0HveiWVzHd2kN1bTJNbzIrxSoKqysKgg1z
KjIEWHVThKEjGQohS1ISfVxVh9odj7++FildH8R939uFUz0wSfV2ow+2ex8B74FRlJf5l/4E/wBc
VSFg/I7jr4f24VV7ASfW0oR37ex98CpvSX+Zf+BP9cVSzUxJ9YWrD7A7HxPviqDo/iPu/twqnkIl
9FPiX7I/ZPh88CqOoCT6q1WXqOx8fniqU0fxH3f24VTHSxJ6b0YdR2Ph88Co6kv8y/8AAn+uKpHM
H9Z9x9o9vf54VVLISfWo9x18Pb54FTikv8y/8Cf64qlmqCT1kqw+z4Hx+eKoOj+I+7+3Cqd24l+r
xfEv2F/ZPh88CqgEld2BHsCP44q87Dyj813HqN/fKrRUfjwNkWDNW2KdRRf9I5DegoxGFXo2BXYq
hrT+/vf+Mw/5Mx4qiG+yfliqQYVRemf70/7E/wAMCpriqU6l/vSfkMVQpAIodweoxVJpnPkS89dQ
X8o3zkyQLubG4YVrGCd4ZKGqjoenWhwpHwTf8B+x3UB+djX+XiOf88ef9Id/cyaTUbDUdNS6sbiO
5tpGHGWJgynbpUd/bMuExIWHU5cUscuGQIPmgsm1pppf+87f65/UMCozFUgb7R+eFVew/wB64/p/
4icCpxiqV6p/vQv+oP1nFUHhVPYf7mP/AFR+rAqjqP8AvK3zH68VSjCqZaV/dv8AMfqwKjsVSKb+
+f8A1j+vCqpZf71R/M/qwKnOKpZqn98n+r/E4qgsKp5b/wC88X+ov6sCqmKvMv0jYD84hZxvW59R
jIPWuBICbIHiI/8AecxsFBIpy5CtdgMKpz5m/NbQ/Luoy2F7Y30rxyCL1YEgaNmMUc2xaZDsJgCC
Ae9OJUkK3q/5q6Dpclys1neyLayNEZI1hKuyvw+DlKrbssgHID7DeKcmlZRaSx+vefEBWZSKmnWG
PFUQ0sXE/GvTxGKpDzT+YffhVFabJGLjdh9k9x7YFTX1Yv51+8YqlWoyRm5NGHQdxiqF5p/MPvwq
nha3eMK5Rl2NDQio3HXARaQaYrrnkvQy7X+lyNo+ouRyuLFhGr/8ZId4n+lcx5aaN3H0nyc/H2lk
EeGdZId0t/keY+aSxa3rmk6nbWWutBPYXLelBqsSmMeoa8FlWrBGNKeG/XIDLOEgJ/SerdLTYc2M
zw2Jx3MDvt1rv+9nemSxi3arj7Z7jwGZbqUZ6sX86/eMVSFnTkfiHXxwqr2EkYu0qw79/Y4FTf1Y
v51+8YqlmpyRm4WjD7A7jxOKoPmn8w+/CqeQyxeinxr9kdx4YFUdQljNq1HXqO48cVSnmn8w+/Cq
Y6XJGI3q4G47jwwKjvVi/nX7xiqRzOnrP8Q+0e/vhVUspIxdR/EOvj7YFTj1Yv51+8YqlmqSRmZK
MD8PiPHFUHzT+YffhVOYri3jtEeSVERIwzszAAACpJJwE0kAk0FZZYnpwdWruKEGuKHnaavfj84W
sDcE2TrQW5unAVltQxItxIiktyH2lboSq7FgVZleeVfK99M897o9jdTyt6kks1tDI7PxVOTMykk8
I1WvgAO2BVNPJnlFYRD+hrJ04hD6lvHIzACMfGzqzMT6EdSx34r4DFUfaf397/xmH/JmPFUQ32T8
sVSDCqL0z/en/Yn+GBU1xVKdS/3pPyGKoXCqfr9kfLAqF1P/AHmH+sP44qkOpadaalYTWN4nqW86
lJF7+xB7EHcHIzgJCi24M0sUxOJqQUPJOrXNtPN5a1aTnqNqPUs7ltvrVtsA4/y0pRx9OUYZkHgl
zHLzDm6zDGURnxj0S5j+bLu9x6MwzJdakDfaPzwqr2H+9cf0/wDETgVOMVSvVP8Aehf9QfrOKoPC
qew/3Mf+qP1YFUdR/wB5W+Y/XiqUYVTLSv7t/mP1YFR2KpFN/fP/AKx/XhVUsv8AeqP5n9WBU5xV
LNU/vk/1f4nFUFhVL/NskmpnTfKdq1JdSCXGoSL9qGygZWdh4NI4CKfnmJqPURjHXn7nadngYxLP
LlDaPnI/q5llVlZW1jZw2dqnp29uixxJUmiqKAVNScyIxERQddkyGcjKXMsDfSdTb82IrswzPpyM
04uDbL6ayNZ+iVFwY+dDxG3OlcmwehYFdiqFtuRmvgpo3rChIrQ+jH2woSdD50sYqSJbatGAeRDm
CfevSq+mR938czD4E++H2j9brh+bxjcRyD38Mvur7kqHmW0jIW+guLGTwmjJU+NHTmhoN+vTB+Sk
foMZe4/oO6f5ShHbJGUD5j9IsfayLTCDcVHTif4ZiOxTXAqU6l/vSfkMVQuFU/X7I+WBULqf+8w/
1h/HFUqwqoat5ebV9MSS0lFtrFhKZ9LvP5JQoqreMcg+Fx4ZRmxcQ2+ocnM0Wq8KREheOW0h3j9Y
6IXTPzItpbON9S0zULS7FUmWO0mmi9RdnCPGrdD1BoR0O+VQ1YI3BDl5uyZCR4JwlH+sAa9xS6b8
wPLMSM8ks6FeqPbXCEb9Kuir+OSOsxgfsa49kZyaAj/pon7iibLz/wCVkuEc3E/HfcWl2RuD0pEc
P5vH3/YWP8k6juH+nh/xSZw/mR5QlvYrT640TTbJJcRSWycuy1nWM70O9Kdq1IqBq8ZNWmXZOoET
Lhuu4iX3WmWpkGdSDUFBQ/ScyXWoPCqew/3Mf+qP1YFUdR/3lb5j9eKpRhVMtK/u3+Y/VgVHYqkU
398/+sf14VVLL/eqP5n9WBU5xVLNU/vk/wBX+JxVLbu6gtLWW6uHEcECNJK56BVFScEpACyzx4zO
QjHclD+Sbd1sbrzRqv7m61YLKFkI/cWcYpbxex4nk3iTlGlxmR4v4pfc53aeaMKxA+jFzPfL+I/o
DK45I5Y1kjYPG4DI6moIO4IIzJIINF1oIIscnEn1FXsVJP0Ef1wJeeeefJ35g6tq7XGg6t+jrPkG
Mf6QvIi59NFJ4Rxsse6U4qaftfaZsVUNU8ofmXqK3M8GqfUJrpjKsI1C6X0g7Rt6VIk4LQDjVOnC
o/vXoVeg2iN6958Zr6y1oB/vmP2wKiGRuJ/eN0/yf6Yqx24tYbmF4Jx6kUgo6MAQR92ThMxNg0WG
THGcTGQsFB+XribTNUTSb2VjDKCNMumIPMD/AHS5I+2vbxGZeaAyx8SPP+Ifp9x+x1+nySwz8GZu
J+iXf/RPmPtDL+Df78b/AIX+mYLs0q1FW+sn4ydh4f0xVC8T/Mfw/phVPlRuI/eN0/yf6YFQupI3
1cfGT8Q8Pf2xVK+J/mP4f0wqmemI31dvjI+M+HgPbAqM4N/vxv8Ahf6Yqx+SIPVXPJa7ggEbGvhi
RaQSOSJsFP1tPiPfw8D7YoR95ptnewtDeRpcwupVo5UR1KmhIoynwGRlEHmGePLKBuJIPkwy/wDK
F7o03Lyxftbx05foy7JmtTudkr+8i/2JPyzH8Aw+g/A8nY/n4Zds8b/pR2l+qXxQdt5zktlI8w2N
xpZDFfrPptLbfIyhdjXbpxPUEjBHVV9YMfuZT7MEv7iccnlYEvl+D3hnml3tlf2cc9leJcwlRSSF
kdenSq1zJjMS5G3W5MU4GpAxPmu1BG+qt8bdR4ePyyTWlPE/zH8P6YVTHS0b03+MjceHh8sCo7g3
+/G/4X+mKpHMp9Z/iP2j4ePywqqWSn61H8R6+3h8sCpuRQgGUgnoPhqafRitpbqit6yfGT8Pt4/L
FWHeYA2savbeXI2JtU43msHanoq37qE/8ZXG4/lGYub1yEOnMu00f7nFLOfq+mHv6y+A+1Pb8PrN
7BoMLsLG2SKfVnWg2FGigBAG7Ecj7ZuMA8KHiH6jtH9JeX1JOfL4I+mNGZ+6Px5ny97JILeOCNIo
vgijAVIwFCgAUAAAGYUpEmy7KMREUNgFx/vl/wBVv1rgZL8VdiqGtP7+9/4zD/kzHiqIb7J+WKpB
hVp9KtdUiktLkHiy1SRTR43Ugq6HsyncZZhynHLiDRqdPHNAxl+0HvHmHaP5gaG5Oi61IseqQfCk
5oI7hKfA6noGI6rmRm09jxMf0H7Px3uHptYYy8LKf3g69JDv9/ki9S/3pPyGYTs0LhVP1+yPlgVC
6n/vMP8AWH8cVSrCqaaX/vO3+uf1DAqMxVIG+0fnhVXsP964/p/4icCpxiqV6p/vQv8AqD9ZxVBk
Aih3B6jFUNqH5faDeR/WLJG0nUXUVvLFmgLVG4kSMorhu/fwIzGyaWJ5ek+TssHamWG0vXDulv8A
K+SneeSSlsSdf1hyKV5Xex+jhj+W/pS+aD2j/teL/S/tSeXyW6yJPaa1qEN1ED6Uss31gAmnVZQ1
VNN16HbwGA6bexKV/NnHtPYxljxmJ7hw/d96PsNW85aRG/17TV1mzUjldaaeE4Hi1tIfiP8AqPh4
8kOY4h5fqR4Omy/RLw5d0+X+mH6QiYfzL0W5DrZWWo3s8bFXt7e1d3Uj+Y7Im+1GYHIjWRPISPwT
LsjJH6pQiO8y/F/BKbzXPN9yJGsNBNsGJKy3k0QcCu/7lG3b2Z1wnLlI9Mfn+pY6bTRPry3/AFQf
90f1FAfpHz7c3q2ljd2YvgRzjs4GlSKvX1Z5m4D6FJ9sy4aPMY8WSQxx91k+4fgOvy9paOEuDDjn
mn5yEYj+sQNvduU3uPy7128EV5e+ZrqTVogxjlQCKNGYABUEfCi9eRpv7d6Ri9W858PWtr/HxciW
sHAeHFiE+lgyA+Zv5EJfbaJHcXBsdR1LV7fV4VrPC9/NxcV/vISCAyH5bd8uzdn8I4ozlKB639h8
3H03b0pk4548UMo6cA384nqPu6omPTbDyxbXM1l6txe37okSTPzeSTcIpbqaciSzVNO9AKHRaMcR
325k+QYdrdqzMBYHENogbWT+N62oX3su8t6Sum6XHGW9W5m/f3c56ySvuzfwHtluozeJK+QGwHcH
E0em8KFE3I7yPeTz/HcmmUOUsJ/fLsfstvQ06jv9GKr8VSzzJ5gtPL+jT6tdxyywW/ANHAFMh9Rw
g4h2Rerd2xVbFqkUF5fJNDcUMytE8dtPIrIYItwyIy/aqOvbFURcanGttK8UUzyBGKJ6E27AbD7H
fFUq5t/vmf8A5ES/804VVbS6eG6jJgn4OSrt6E3wjiTX7PiAMVRV9Ho1/GY72za4QihEltK23XYl
KjJ48s4G4khqy4MeQVOIkPNjM2majZ3Ev6GluRbIwEVndwzyxFeINEcr6ibkjqcyfzEJ/wB5Hfvj
sf1FwvyeTF/cz2/my3HwP1D7fc6PVPMXD49Dm5d6FgP+IHBLDhvaf2FMNRqCN8X+yCYf4r18QA/4
cufUoNyfhJ+hS4+lfnhjp8RP94PkUT1ecD+6P+mj+jf7Pep3vmXXJY0QeXLwVbc1Q7UPgcHgYv8A
VB8pfqT+bz/6jL/TQ/4pB/pfXuX/ABwLviB025E1+XGn04fAxV/eD5FH5vPf9zL/AE0f119qMsPM
uswq6SeXb7jzqCoSv2R2JFcj+Xx/6oPlL9TL83m64Zf6aH/FIiPzbqZB5eXr+oYgFFUigP8AllDX
x2p4EjfJS0sB/lI/b+i2MddlP+Sn/sf0kfq7iRulf6Z15k5DQLsMQDVxQe+yh2/DGOnxX/eD5H9N
LLWZqsYZfEx/QSfsVINd12G4jf8Aw7eEAkEfD04nvXb6cHgYv9UHyl+pl+bzf6jL/TQ/4pMP8W6r
6gB8u3wTjvsC3L2p8FPmwPgOuH8tjq/Ej9v9v2MfzuW68Gfzj+uvtvuHNCXfmDVZ7jkPL+oBAgA+
BK1qa/tUyP5eH+qR/wBl+pl+cyf6lP5w/wCKQ41jWqH/AHAXjNU0oABT/ZcTX6KeBOSOnxj/ACg+
R/QxjrMx/wAjL5x/SR+ruJRyeafMH1ZAvly6EnFRycgIDTckKGf6KVxGnxX/AHg+RWWrz1thP+mj
+gk/Ysu9e80XEYjj0T0QxoWkeZyNq7iOE0398Hh4BzmT7o/rKfG1R5Y4j3z/AFRKCLeb2cfuYYxQ
1/cXUgBr3+FCfww/4PX8Z+Q/Wj/DCf8AJj/TH9SMsr3zdGXQQ2yiink8F5Qk1G1FPSmR/cf0/sZ/
4V/tf+yXwS+bpWkEtxBYIZCeUFjPKzDx+PiPvFckTp48oyl8aYCOsl9UoRHkCfvKXHRLi8hrqF1q
MzyAM8fpMiVO5BjWIK2/ZgR7Yx1nCfTCI+f339yy7OMxWTJOXyA+QFH3GwmunRw6akEVpZypDGyr
xEE3QkKzH4ak03rmNkySnLikbLm4cMMURGAqIT79IQfyTf8AIib/AJoyttSHzFbQ6pMqmG4RoEV7
a8jhmEkchLV4nj4AVHfL8Gc4ztuDzHQuNqdLHKN9pDkRzB8kp0yz1aXUDeatBK0lqno2nGCQKSSe
coADULrx/EUzIz5cYhw4/wCLc/oHwcTS4MssnHm5wFR/TL47faGXWWoobOAyxTJKY09RPQm+FuIq
PsdjmA7RUfUF+ERRys7Oi0aGVQAzAMSSoAoDXFUXirsVUL2xsb+1e0vreK6tZKepbzoskbcSGHJG
BBoQDiqG8wpqr6JfDSZGi1MQu1myekSZVWqL++DR/Edvi+8dcVSnyP8A4yFtcjzPzaesJgeT6sp3
iX1VC2xYUEgPxMamuwAAqqpefY/PZht38pSss4iuVkjpatGZSgMLyC4AaikNQIw+Iry+HlRVPtEb
Um0awbVFKakbeI3qEoxE/AeoC0YCH4q/ZFPDbFWOWlt5+Pnu49e6mHleN/Vg5CyMciNAVMFET6yC
s0isrEjZCCTXFWTasl/Jpd4mnyelftBILSX4TxmKH02+MMuzU6gjFWMeQz+YP1/Vh5q9T6kEtP0Q
ZPqfI1RvX5/Vf92BgvOvw1+x8OKo/wA5RebWj05vLczxy/W0W+VVtmX6swPN2FxxJ40GyODv9yqM
8pnXz5csD5gHHWTEPrikxkh6mgYw0iLcacuHw16bYqk7J56TzvbrE88vlgySvdPN9RCANACiR8At
x6aSbCo5cq8iVpirK5kaSJ0SRoWZSFlTiWUn9ocwy1HuDiqReRj5n/w/CPMomGqAj1Tc/VPVPwKW
r9S/cU58gtN+NK74qu86f4mGkRS+XPVe/iu7V5beE2waW19dBdIDdD0wfQLkGoNab4qmGgDUxoWn
DVWLaoLaH6+zCMMZ/THq19L93XnWvD4fDbFUku085r57tDbSTv5ZdEa7VlsvQU+ldK6g/Dd8vU+r
sKBh13G+KsmmRpInRJGhZlIWVOJZSf2hzDLUe4OKsb8hHz0bCc+blRLg/V/qqq0LSBRaxLN6voKs
fNrhZHPElfiovwgYqiPO0fmltHjPlmV49SS7tS4QW55WxnQXIIuRw2hLNsQ1RscVRvlv9MfoKy/T
Ib9KCIC7L+lyLjbkwh/dgt1KpUDpU9cVSPVE8+p52tG095JfLD+gbxG+qKqki4WUKWX1+I/dO3Uk
8QpA50VZcenh74qxXyNb+dozqb+Z7mWZfrEkWnxSi0r6MdxMY51NoibS27wgq/xBkJoK4qmHm9PM
LaMW8vySJqaTQFEjFuecZmRZg31gFOIiLNsQ222+2KqnlP8AT3+G9O/xB/x2/QX9IE+lX1f2v7n9
3/wO2KpPq8fn1PONo2mSySeXne1N3G4sxEi/6QLmjEC52Cw7b/EwoeIcYqyyVGeJ0WRomZSqypxL
KSKcl5BlqPcEYqxTyifPh1W7OviQacwmNqs31QsoNwxhWttuXEWz1+Hjwp8XPFUy83DXzpsJ0Izi
9FzDy+r/AFX+6LUkMguwVKBd6IQ5NKEYqiPKx1s+WtJOuqV1v6nANUB9P/eoRqJj+5Jj3kqfg2xV
M8VdirsVW0lqaMKHoCK9vmMVdSX+Zf8AgT/XFXUl/mX/AIE/1xV1Jf5l/wCBP9cVdSX+Zf8AgT/X
FXUl/mX/AIE/1xV1Jf5l/wCBP9cVdSX+Zf8AgT/XFXUl/mX/AIE/1xV1Jf5l/wCBP9cVdSX+Zf8A
gT/XFXUl/mX/AIE/1xV1Jf5l/wCBP9cVYfqXljzdNeJNbanxi9e7leL6zdRAxyshhjovIfCilaji
ErUBjuSqy08ted+OoxXWqj07sxG1liuJuduscg5IoZPi5RVq1R8X34qp6X5W88watYXF3q/qWNsk
KzW31md2cxoBIzMyKsnN2Y/EOlB1+JVWb0l/mX/gT/XArqS/zL/wJ/rirqS/zL/wJ/rirqS/zL/w
J/rirqS/zL/wJ/rirqS/zL/wJ/rirqS/zL/wJ/rirqS/zL/wJ/rirqS/zL/wJ/rirqS/zL/wJ/ri
rqS/zL/wJ/rirqS/zL/wJ/rirqS1HxCgO4A67fPFWC33nGCz1O80+S81h5LEBp5Fi00JwLrH6ih0
V2X1HCVC9fYHCqkfPWn/AF6WyXUdVe4jBKoE0wF6PwIUMqkfzcnAWg612xVFweaLabS/0kNS1RYP
UaID0rBiSiyNUMkbR/7pYFeXJduQFcVWXnm60tNPvr6XU9TEVhPDbyKy6bGzGcKUdTKiLw+KnJiN
waVxVbcedtChjQ/p3VZJZHeJYUsULc4gGcMfqgRAA32mYL74qov+YHl9oLWez17Ub6C6mECyRQWk
ahjyrvcQQ8qemfhTk/8Ak4qiE86+XJYklh8yajKkgBQpZqQeShhU/U6KKHqxA6+BxVkNla3V3ZwX
cer3ojuI0lQMlmGCuoYVpAd98Cq/6Kvv+rxef8BZ/wDZPirv0Vff9Xi8/wCAs/8AsnxV36Kvv+rx
ef8AAWf/AGT4q79FX3/V4vP+As/+yfFXfoq+/wCrxef8BZ/9k+Ku/RV9/wBXi8/4Cz/7J8Vd+ir7
/q8Xn/AWf/ZPirv0Vff9Xi8/4Cz/AOyfFXfoq+/6vF5/wFn/ANk+Ku/RV9/1eLz/AICz/wCyfFXf
oq+/6vF5/wABZ/8AZPirv0Vff9Xi8/4Cz/7J8Vd+ir7/AKvF5/wFn/2T4q79FX3/AFeLz/gLP/sn
xV36Kvv+rxef8BZ/9k+Ku/RV9/1eLz/gLP8A7J8Vd+ir7/q8Xn/AWf8A2T4q79FX3/V4vP8AgLP/
ALJ8VY75i8zWGg34sL3Wr83Zsp9QWNEsd4rcqCvJ4UUM3IlakCitUjFUvtfPdvcrO8VzrLRQiEpM
I9LKSmdearEygg0VWqTQfCaE1XkVW2/5j+Xp7qG1XXNSE09w9oqtDZqRIiSP8QMNQGEY47b807Go
VatPzF0a5a5iXVdUS7s4oZrm0aPTzIguGYKp4RsnIKqsw5dHXxNFUdqXmlLC2mne71iQQXh09lWL
T1JmArsZUjTgfhoxah5D3oqgLL8xtHvJooItT1UXEl0lm0LR6aGSSRI3WoCHn/e8aR8mqrbUFcVZ
Pc/4A/S7fWf0V+mPUXl6n1b6z6vH4a8v3nLj070wKpRf8q2/Rrel+hv0Zxblw+q+hw5pyrT4Kc+F
ffj7Yq5P+Va/UL3h+hv0f6ifpGn1X0fV5H0/Wp8PLnXjy3rirdz/AMq4+qv9Z/Q/1Wi+p6n1X06f
uuHLl8P++af7D2xVqb/lW2/rfob/AHpavP6r/vVtz6/7t6V/axVE6Z/gj6on6L/Rn1Sr+n9V+r+n
XgfUpw+H7HLl7VxVCQf8qy9OP6v+hfT9aH0vT+qU9fj+440/3Zx+xTenTFWR231f6vF9W4fV+C+j
6dOHCnw8eO3GnSmKqmKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVLtQ/w76x/SP1P1
6LX6x6XPjxl4fb3px9antz/ysVSmP/lWPLUPT/QvL4P0rx+qV/Y9P6xT/Ycef+T7Yqjf+dL9Zv8A
jm+vQc/7jnT1kpXv/f8AD/Z070xVBQ/8qz/Rbej+hf0Vxk58Pqn1fjSP1a0+CnH0uX+xr2xVHN/g
76pb8v0d9U9eP6rX0PT+scB6fp/s+p6dONN6dNsVWwf4J5xeh+jedF9Dh6FaeuePCnb6xypT9uv7
WKv/2Q==
uuid:94f0f459-28be-494e-ad3a-9e149f009384
xmp.did:63591aab-064d-41f2-af68-3c07e17191f2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7714bbb3-cb4b-9e4b-a7cc-ba1f08c54dbc
xmp.did:09a6dae5-d973-4c6c-9883-0fe9bfce3a2a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:63591aab-064d-41f2-af68-3c07e17191f2
2021-10-27T12:50:08-07:00
Adobe Illustrator 25.3 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
4.888889
3.451461
Inches
AZBentonSans-Book
AZBentonSans
Book
Open Type
Version 1.0
False
AZBentonSans-Book.otf
AZBentonSansComp-Book
AZBentonSansComp
Book
Open Type
Version 1.0
False
AZBentonSansComp-Book.otf
AZBentonSansComp-Bold
AZBentonSansComp
Bold
Open Type
Version 1.0
False
AZBentonSansComp-Bold.otf
AZBentonSansCond-Book
AZBentonSansCond
Book
Open Type
Version 1.0
False
AZBentonSansCond-Book.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
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 473 0 R/TrimBox[0.0 0.0 352.0 248.505]/Type/Page>>
endobj
470 0 obj
<>stream
HW]o7}_G
PѼߏq-lm