%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 7 0 R 32 0 R 33 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
MAS 1026 Vote April 3 2018 Logo
2017-11-02T09:43:03-08:00
2017-11-02T09:43:03-08:00
2017-11-02T09:42:11-08:00
Adobe Illustrator CC 22.0 (Macintosh)
256
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FVOe5t7deU8ixr2LECvyrlObUY8QuchEebOEJS2AtKLrzZp0dRCrzt2IHFfvO/4Zo9R7S6e
H0AzPyH27/Y5mPs+Z57JZP5uv3JEMccS9q1Zvv2H4Zp83tPnl9EYxHzP4+Dlw7OgOZJQMuu6vKKN
dOP9Sif8RAzW5O2NVPnM/Db7qciOkxD+FDPeXb/bnkb/AFnY/rOYstXllznI/EtoxxHIBRzHZuxV
WS8u0+xPIv8Aquw/UcyI6vLHlOQ+JYHHE8wETFrurxCi3Tn/AF6P/wASBzKx9saqHKZ+O/321S0m
I/wo6DzdfoQJo45V70qrffuPwzZYfafPH64xkPkfx8HHn2dA8iQmdr5s06SgmV4G7kjkv3jf8M3G
n9pdPP6wYH5j7N/scTJ2fMct03gube4XlBIsi9ypBp86ZvMOox5RcJCQ8nDnCUdiKVMuYOxV2Kux
V2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVCX+q2NitZ5Pj6iJd3P0f1zB1naWHTj1nfuHNuw6e
eTkGOX3mu9lJW1Agj/m+05+/YZyes9pM09sY4I/M/q/HN2mLs+Efq3KSySyyuXldnc9WYkn7znPZ
Mkpm5Ek+bnRiAKCzIMnYq7FXYq7FXYq7FXYq7FXYqvjllicPE7I46MpIP3jJ48koG4kg+TGUQRRT
qx813sRC3QE8f832XH3bHOh0ftJmhtkHHH5H9X45uDl7PhL6diyOw1WxvlrBJ8fUxNs4+j+mdZo+
0sOoHoO/cebq82nnj5hF5nNLsVdirsVdirsVdirsVdirsVdirsVdirsVWTTRQxtLK4SNd2ZthleX
LHHEykaiGUYmRoc2Map5qlkrFYj006GY/aP+qO3+fTOP7R9o5SuODYfzuvw7vv8Ac7XB2eBvPfyS
BnZ2LOSzNuWJqSc5eUjI2TZdkBXJbkUuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVcrsjBkJVl3DA
0IOSjIxNg0UEXzT/AEvzVLHSK+HqJ0Ew+0P9Yd/8+udR2d7RyjUc+4/ndfj3/f73W5+zwd4beTJ4
Zopo1kicPG26spqM7DFljkiJRNxLqpRMTR5r8sYuxV2KuxV2KuxV2KuxV2KuxV2KoTUdTtrCH1Jj
Vj/dxj7TH/PvmDru0MemhxTO/QdS3YMEshoMM1LVbq/l5StSMH4Ih9lf6n3zz/X9pZdTK5H09B0H
473e4NPHGNuaCzXt7sVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVRum6rdWEvKJqxk/HE
fst/Q++bDQdpZdNK4n09R0P472jPp45BvzZnp2p21/D6kJow/vIz9pT/AJ989A0PaGPUw4oHfqOo
dFnwSxmii8zml2KuxV2KuxV2KuxV2KuxVAavq8OnQhmHOZ/7uPx9z7Zre0+04aWFneR5D8dHI0+n
OU+TCbu7nup2mnbk7fcB4D2zzrU6meaZnM2S7/HjEBQUcoZuxV2KuxV2KuxV2KuxV2KuxV2KuxV2
KuxV2KuxV2KuxV2KuxVWtLue1nWaBuLr9xHgfbL9NqZ4ZicDRDDJjExRZtpGrw6jCWUcJk/vI/D3
HtnovZnacNVCxtIcx+OjoNRpziPkj82TjuxV2KuxV2KuxV2KoTU9RhsLYzSbsdo4+7N/n1zB7Q10
NNjM5c+g7y3YMBySoMFu7ue6naeZuTt9wHgPbPNtTqZ5pmczZL0OPGICgo5QzdirsVdirsVdirsV
dirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqtaXc9rOs8LcXX7iPA+2X6bUzwzE4GiGGTGJiiz
rTNRhv7YTR7MNpI+6t/n0z0ns/XQ1OMTjz6juLz2fAccqKLzOaXYq7FXYq7FVk00cMTyyNxjQFmY
+AyvLljjiZSNRDKMTI0ObBdU1CbUbwyEHj9mGPwH0dz3zzbtDXT1eXi6cojy/W9BgwjFGvmr2nlv
UZxzkUW8XUvLsaf6vX78ydN2DqMm8hwR75fq/XTXk1sI7D1HyRi23liy+GeY3cvQ8a8R7/Dt+OZ8
cHZun2nLxZeXL7P1lpM9RPkOENt5e0+8QyaZdA9/Sfen/Gw+kZKXYeDUDi02T4H8WPiEDWTgayRS
e+0y9smAuIyqnZXG6n6Rmh1fZ+bTn95Gh39HNxZ4ZPpKFzCbnYq7FXYq7FUfb6VVBJdzLaRt9jnu
7V6EIN6e+bPB2bY4sshiieV8z/m8683HnqN6iOI/jqpXWm3VuwqvqRuaRzR/EjfIjKdT2flxHccU
TykNwfcyx54y8j3IlNCmVQ13PFaAivGVvjp/q5lw7GmADlnDF/WO/wAmo6sfwgy9yIt7Hy6JUjlv
XmdiFHBSi1O25IP68ysOj7PEhGWUzJ22FD8fFrnlz1YjSX6np8thdtA+69Y3/mU9Dmr7Q0UtNlMD
y6HvDk4MwyRsITMFudirsVXIju4RFLOxoqgVJOShAyNAWSgkAWUSbFYjxuZlhlOwjoXI/wBfj9n8
T7ZmHRiG2SQjLu51/Wrl9p8moZb+kWPxyVE0TUpJFWOHmr7rKpBjI8eQ2yyHZGolICMbB6j6fmxO
qxgbn9aOk8oX6oCksbtT4lqRv7GmbOfsxnAsSiT8fx9zjjtGF7goC40XVIKmS2eg/aX4x/wtc1eb
snU4/qgfhv8Ac5ENVjlyKCIINCKEdRmvIrm5DWBUbpWpS2F0sq1MZ2lT+Zf6jtmw7N18tNlEh9PU
d4/HJo1GAZI11Z3DNHNEksbco3AZWHgc9KxZY5IiUTcS89KJiaPNfljF2KuxV2Ksd8w6lYu/1SSR
ykZrLHEB8TdQCx2AH0/hnK9t6/DI+FIyqPMR6nzJ6D47+52ejwTA4gBv3pUuufV142FtHbf8WH95
J/wTf0zSx7Y8IVghHH5/VL5lzDpeL6yZfYEFc3t3cms8zSexO30Dpmuz6zLmPrkZfjub4Yox5ClD
MZsXRySRuHjYo46MpoR9IyUJyibiaPkggEUU+03zCksf1TVAJYn2EpFf+C/rnT6DtyM4+FqfVE9f
1/rddn0ZB4sexUNX8vvbKbm1PrWh+LbcqPo6j3zG7U7ElhHiYvVi+79Y82zTawS9MtpJNnPuc7FU
RHYX0v8Ad28jjxCMR+rMqGizT+mEj8C1yzQHMhEParp/x3DKbun7u3X4uBPRnPQU6gZly0w0u+Qj
xekedecum3QbtQyeJtH6e/8AUpwWNxchriV/Thr8dzKTQn27sfllOHR5M15JHhh1nL8bn3M55Yx9
I3PcEQNUjs42h00MC2z3L/aP+qvRf15lfyjHTxMNPe/OZ5n3DkPvavAMzeT5fjmlru7sXdizNuWJ
qTmonMyNk2S5QAGwW5FLIrS/07VLWOz1IlLiMcYritK/T4/POq02t0+sxxw6jaceUv29/v5usyYZ
4pGePkeiA1PQLyxq4HrW/wDv1R0H+UO2a3tDsXNp9x6od4/SOn3ORg1ccm3IpaAWIAFSegGagAk0
HKtGQ6NqkxAS2cA92HEfe1Mz8XZWpycoS+O33tMtTjjzIRbfV9Mjkhgl9fUZR6bPH9mME7hT1LHp
mceDRxMIS49RLaxyj315tI4spBIqA7+qJ0zywzgT6gfSjG/pVoxH+Ue2ZfZ/s8SOPP6Y93X4np9/
uas+vraG5Vr7zJbWqfVtMjWi7epT4B/qjv8APMjWdvY8I8PTAbdenw7/AH/e14tFKZ4shSP9K6l6
pl+syB2NSQxA+7pnN/ylqOLi45WfP9HJ2H5fHVUEXD5n1eP7UiygdnUf8a8czsXtDqocyJe8fqpp
locR6Ujm/RmvJtS11IDv0en6/wBebM/l+0h/qef7/wBf3hxx4mnP86CQ3dpcWkxhnQo4+4jxBzmd
TpcmCfBMUXYY8kZiwpKrMwVQWY9ANzlEYmRoblmTTJ/Lc9xat9Tu/wB2sprAjkBw3Ujj1APv3zsu
wc2TCfCy+kS+kE737uYB86397qtbCM/VHeubI86t1bsVdiqE1W/WxsZJz9v7MQPdz0/rmD2lrBp8
Jn15D3t2nw+JMBgLszsXY8mYksT1JOeYykZEk8y9GBWy3IpdirsVdirsVTLS9du7AcB+9gP+6mPT
/VPbNt2f2xl03pHqh3H9Hc4ufSRyb8ij2v8Ay5ff7027Wsp6yIP4r1+lc2ctb2fqf7yBxy7x+z9I
ccYc+P6TxD8fjmrxafBHGH0Z4LialS8p5SD/AFR9kfSMycWihCN6M45z75G5fDoPk1yzEmsvEB5c
kBKfNEs/oOZw7dh8K0+a0WmazIe0pz4Dx38h8xs5Efy4FjhUXSwsWJlIvbvugJ9JT/lHq5yiUMGn
PrPjZe7+Ee8/xFsBnk5emP2/sQd1eXF04aZ+VNlXoqjwUDYZr9RqsmY3M33dw9wbseOMBsoZjtjs
VdirsVTbS/MN1Z0il/fW3Tgeqj/JP8M3nZ3bmXB6ZevH3dR7v1fc4eo0cZ7jaSdLbWd7A9xo8iW9
y32yFFR7dynzXOgjgw6iByaQiGQ89vs/o+8fa4BnKBEcouP4+fxSgab5hnuTbytLt9qR3YpTxrU1
+jNENBr8mTw5GfvMjXz6ub4+CMeIUmyQaRoMQeU+pdEbHq5/1R+yM3kMOk7NjxSPFk+34DoPxbhm
WXUGhtFIdU1y7vyVY+nB2iU7f7I985ntHtfLqTR9MP5o/T3uwwaWOPzPel2apynYq7FWwSCCDQjo
cINbhU2h1uKaAW+qRG5jXeOQbSA+Fds3mLteOSHh6mPiRHI/xfj8buFLSmJ4sZ4fuUptakCmOyiS
ziOx9P8AvCPdzvlGXtaQHDhiMUfL6vjLmzjphzmeI+fL5JeJHEgkDEODyDd69a5qxOQlxX6uduTQ
qmfaVfrfWMc4+39mUDs46/1z07s3WDUYRPryPvec1GHw5kIvM5pdirEfNd8ZbwWqn93APi93bf8A
AZwvtJrOPKMQ+mH3n9n6Xddn4qjxdSkWc27B2KuxV2KuxV2KuxV2KtgkGo2I74QaVEnU9QMJgNxI
Ym2KlidvDMs9oZzDgM5cJ82rwIXdC0LmG2uxV2KuxV2KuxV2KqkFxPbyiWFzHIvRhluHPPFLigeG
TGcBIURYTqTzbetaiNY1Wfo0w6U8QvjnQT9psxx8IAE/537O9wB2dDiu9u5JJJJJXMkjF3bdmY1J
zncmSU5GUjZLsIxAFBZkEuxV2KuxV2KuxV2KuxVPfKl8Yrw2rH93OPh9nXf8RnSezes4MpxH6Z/e
P2fodf2hiuPF1DLs7p0qnczrb28k7fZjUsR40FaZTqMwxY5TPKItnCHFIAdXncsjyyvK5q7sWY+5
NTnlWTIZyMjzJt6WMQBQWZBk7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7F
XYq7FXYq7FXYq7FV8UjxSpKho6MGU+4NRk8eQwkJDmDbGUQRReiW063FvHOv2ZFDAeFRWmeq6fMM
uOMxykLeanDhkQeiUebLn09OWEH4p3AI/wAlfiP40zSe0uo4NOIdZn7Bv+pzOz4XO+5h+cE7t2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxViP5ha/qlhHp2m6U4ivt
Xm9GOc0+AAqppXoSZBv2zqPZns7DmOTNmHFjwx4q7+Z/3p2dR2tqp4xCGPaeQ1f496Q3w82eTLyw
vbrWH1axupRDcwTFiQW3PAOz9gaEU9xm6035HtXHkxwwjDkgLiRX20B8R8i4GT8xo5RlLJ4kJGiD
+jm9Mzz16Z2KuxVmHlO59TTmhJ+KByAP8lviH41zvfZrUcenMOsD9h3/AFuk7QhU770s83Tl7+OG
vwxR1p/lMd/wAzT+0+bizxh0jH7T+A5fZ0KgT3lIs5p2DsVdirsVdirsVdirsVdirsVdirsVdirs
VdirsVdirsVdirsVdirsVdiqnc3Nva28lxcSLFBEpaSRjQKB3OWYcM8kxCAuR5BjOYiCSaAY3/ys
3yP/ANXL/khcf9U833+hTtH/AFP/AGUP+KdZ/LWl/n/ZL9SQ+b/MXkHzFYxxfpg213bN6lpcLBcH
i3cEcBsaZuuxOze09DkJ8HihPaQ4of8AFODr9ZpNRADxKkNwal+piei63a6xqMNx5w1iT6tp5Vre
3Mbv6rVqQfSU0pxHInc50uu0M9LilHQYRx5Ls2Bw/wCmO/kOQdTptXHNMS1OQ8MOQrn8g9K/5Wb5
H/6uX/JC4/6p5wH+hTtH/U/9lD/inpP5a0v8/wCyX6kw0bzh5b1m4a3029WedF5GMpJGaeI9RVr9
GYWu7E1elhx5YcMe+wfuJcjT9oYcxqErPxH3pxmqc1PfKM5S/khr8Msdaf5Snb8Cc6X2YzcOeUOk
o/aPwXX9owuAPcUDrsol1e6Ydn4f8AAv8M1nbGTj1Uz518tv0ORpI1iigM1rkOxVbLIkUbyOaIgL
MfAAVOShAykIjmUE0Lea/lzrmsXHmB11G6mmg1O2kubOOWRnVeE7JRQxIH2W6Z6B7Udn4IaW8UYx
limIyIABNxB3r3h5vsjU5JZjxkkTiZCzy9VPTM89eldirsVQ+oQ3c9nLFZ3P1O5cUiueCy8DXrwb
Y5fpsmOGQSyR44DnG+G/iOTXljKUSInhl38/sYv+YdzqeneS1aO9kF7G0CS3kJMDO3R2oh+Hkd6D
Oj9mMWHPryDAeGRIiJ9QHcN+dd7q+1pzx6XaR4hW42+7vZXaMWtYWY1YopJPUmgzms4AySA7y7aH
IMT17UNX1TzVH5a027ewgigNzqF1EB6vE0AVCfs/aG48fbOm7O02DTaI6zNAZJSlwwieXvP2/Lzd
TqsuTLnGCEuACNyI5+4IXV11PydLZajHqt3qGlzTrb31tfOJmAcH40ei0px6ZkaE4e1IzxHFjxZo
xMoSxjhG3Qj4tWcT0ZjMTlOBlUhI3z6gs7zjHeuxVg1i+reb9Sv5V1K403RLGZra3Syb0pZXUfE7
SUJ8DT3zstTHB2XhxxOOGXUZI8UuMcQiO6vn8nR4zk1c5HjlDHE8I4diT32raXearoXm6Ly9e3sm
oafqETS2FxcHlMjoCSjP+1sv6sq1eDDrNCdVjgMWXHKpiP0kGtwOnP77Z4cmTBqBhlIzhMXEnnt0
tbPcat5l8z3+l2t/Np2k6VwS4ktSEmllbsH/AGQOJG3h74ceLBoNHjzTxxy581mIlvGMfd16fPyR
KeTU55Y4yMMcOdcyfetll1Xyprumwy6jPqWjapJ9XIvG9SaGU04t6lBUEt92TxwwdpabJKOOOLPh
HF6BUZDur4fjcIMsmlywBkZ45mvVuQfe1+Y+ueZrSzuINLt3gtIo0kutVDcSA78QkR2+KtKkb/LH
2X7P0eScZZpCU5EiOPnyF3Ly7r296O2NTnhEjGKiBvL9A81fXvMWo6f5W0dLN66rqgt7eCaT4+LS
IvKQ8q1O/fxyns7svFn1uY5B+5wmciBtyJobdP1Nur1c8eCAj9c+EA+/q1e+Utbs7CW9tPMWoSan
AjS8ZpA9u7KC3H0SKAHp1NMOn7Z0+XKMc9NiGKR4dhUxe18X9iMmgywiZRyzMxvufT8k78p65+m9
AtdRZQksilZlHQSISrU9jSozT9s9n/lNTLEPpHL3Hf8AY5uh1Pj4Yz703zVuWgdY0PTNYtha6jE0
1uG5emJJIwSOlfTZa/Tmboe0M2lnx4jwy76ifvBaNRpoZo8MxY95H3JL/wAqy8j/APVt/wCS9x/1
Uza/6K+0f9U/2MP+JcH+RdL/ADPtl+t3/KsvI/8A1bf+S9x/1Ux/0V9o/wCqf7GH/Er/ACLpf5n2
y/WwP8rfLGh65+k/0pbfWPq/oej8cicefqcvsMta8R1zsva7tbUaTwvBlw8XFewPLhrmD3uh7D0W
LPx+ILqq3Pn3M8/5Vl5H/wCrb/yXuP8AqpnG/wCivtH/AFT/AGMP+Jd9/Iul/mfbL9atafl75Rs7
mO6tbFobiFg8ciz3AII/56ZVm9pddlgYTncZcxww/wCJZ4+ydPCQlGNEecv1sizROyR+hSiLV7Vj
3fh/wYK/xzZdj5ODVQPnXz2/S4+rjeKSGvH53c7/AM0jt97E5i6uXFlme+R+9txiogeSjmOzdiqS
+db36l5U1ScGh9Bo1PvL+7H4vm37AweLrcUf6V/6X1focLtHLwaeZ/o/fsxFbQ6Pd+RbmvHnGbWf
53Cggf8ABSnOplm/NQ10O48Q/wA39kQ6kY/Blpz5cJ+I/WyD8w9a1PSNGt7nTpfSne7jiY8UaqMr
Er8YYb0G+aL2Y0GHVaiUMo4ojGTzI3sdzsO1dRPFjEoHfiA/FpdruqectBjttbvryGWyaZEvNLii
HGKNz+zMfjcjp8+2Z/Z+k7P1hlp8cJDIIkxyGX1Ed8eQ/V3ONqs2pwAZZyBhYuIHIHz5lG+c9c1n
T9T0GDS5F/0+Z45ImClZPscQWIYqvxbld8xOweztPmw6iWcH93EEHe4/Ve17nbq39oanJjnjEP4j
8+X42VdZn8xaR5U1O8uNQS41BAJIJY4UjWKpUcFU8+QBru3jlWhx6TVa3HjjjMcR2IMiTLnve1e4
MtRLNi085GVz5jaq8uv2pL56up7v8srK6uG5z3CWcsr0Aq7oGY0FAKk9s23s9ijj7XyQiKjE5APc
DQcLtOZnoYyPMiBZ3Z/7xwf8Y0/4iM43U/3kv6x+93sPpDlsrNLp7tYI1u5FCSXARRIyilFL05Eb
YnUZDAYzI8A3EbND4clGOIlxUOLv6sI8331t5puLby3pJNzJHdLJqUyqwjhjjBDBmIpXft8s6/sT
Tz7OjLV5/QDCoDa5E0eX47+TpdfkjqiMGP1VL1dwAZ7nFO9diqXaHoNholo9rYhxFJI0zc25HmwA
O/8Ascz+0e0surmJ5KsR4dtth/a4+m00MMeGPK7YxcuNY/M60S3+KDQ4Ha6kHT1HBHD/AIYfjnR4
o/lex5mf1aiQ4R5d/wBh+x1kz42uiByxA37z0Xfl+Sdd82k/9XBh90koyHtIP8F0n/Cv0QT2Uby5
v+GH9LX5omkGiEdtQj/Ucl7H/Vm/4UUdtcsf/DAmX5kf8oVqf+rH/wAnkzXey3/Ghi/zv9zJye2P
8Vn+OoSjzPpt7P5V8v6lZxGeXSfq1y8CirNGEUtQd6cR9GbbsnV44a3UYch4Rm44352f1uLrcMpY
Mc4izj4ZV5I3UvzE8tSaTN9SuGuL6eNo7eySOT1jIwoFI47UP9lcwtJ7MauOePiREccZAmVjhode
f46025e1sJxnhNyPKNG7TDyJo1xpHli0tLkcbkhpZk/laRi3H6BQHMH2i10dVrJzhvDYDzrr82/s
zTnDgjGX1dfimmsXctnpF9dwryltreWWNSK1ZELAU+YzXaHDHLnhjl9MpxB+JpytRkMMcpDmAT9i
noOrwavpFrqMJHGdAzKDXi/R1/2LbZPtHRS0ueWKX8J+Y6H4hjpc4zYxMdQj8wnIdiry/wDJL/pd
f9G3/M3PRPb3/I/5/wDvHlvZr/Kf5v8AvnqGedvUuxVJLbzEtz5sudFh4tHaWwlncbn1WcDj17Kf
vzcZey/D0MdRK+Kc6H9Wjv8AEj5OFDViWc4h/DGz72Q2b8LuB/5ZEb7mBzX6SXDlge6Q+9ysguJH
ko5js3Yq7FWEfm1eRx+Xre0d+C3d1GsjdaRoCzGg8DTOw9i8BlqpTAvggfmeX6XSdvZAMIif4pD5
c0m8+ecPK2o6Nappd2JbyyuYpoI/SlT4UBBHJ0A7+ObX2c7F1uDUTOeFQyQkCeKJ3PkC4XanaOny
Yx4crlGQI2PT4Jz+Z8yT+WdOnT7Et7buvyZHIzV+yWMw1mSJ5xxzHylFzu2ZXhiR1nFE/mp/yhl1
/wAZIf8Ak4MxvY//AB+P9WX3M+3P8Vl8PvQHmYk6p5HJ6mYV+6LM7sr+6139U/79q1v95p/f+pPf
zA/5Q7VP+MQ/4muaX2a/x/F7/wBBcztT/Fp+5jPm/wD8lRpn/GCx/wCTa50HYn/G1l/rZf8AdOs1
/wDxnx/qw/Q9As/944P+Maf8RGcTqf7yX9Y/e9BD6QrZSzYF+YFnbaHLYeZtOjW1u4rpUuzEOAmj
kBZg4WnI/D+Odr7NZ56wZNHmJnAwuN78JG23dz+x0XauOOAxzwHDIS38we9nucU712KpD5z8yjQt
IMkQ56hcn0bCGlS0jd6dwv8AQd83fYPZX5zPUtsUN5ny7vj+s9HA7R1ngY7H1naI81vkry2dE0nj
cHnqV23r38pNSZG34178a/fU4e3+1fzef07YoemA8u/4/dSOztH4GPf65byPmlP5fAjXfNtf+ri3
/JyXNn7S/wCLaT/hX+9g4nZX97m/4YfvLX5pf3Gif9tCP9RyXsf9Wb/hRXtrlj/4YEy/Mj/lCtT/
ANWP/k8ma72W/wCNDF/nf7mTk9sf4rP8dQk3mm/u4/Knl/TLWQwvq31a2klU0YRlFDAEePIfRm37
I02OWu1GaY4hh45Aedn9Tia7LIYMcImvE4Y/BNdW8ieXBoMtvaWUcFxbxM9tdIKTiRByVjIPibcd
zmt0PtFqzqhKczKMpASifpo7HbkHJzdl4fCMYxAIGx637+aJ8haxcat5Xs7q5YvcjlFK56sY2Khj
7kUrmN7R6GOm1k4QFQNEDuv9rZ2XqDmwRlLny+Sd3VulzazW7/YmRo2+TAg/rzUYcpxzjMc4kH5O
dOPECD1eN+SPNV55X1S60q+jeSxEjC5RAWaF0PFpAB22+LPVe3ux8faOGObGQMlDhP8AOB3r9Txv
ZmtlpckscgTC9/Lzex2d7aXtslzaSrPbyCqSIagjPK8+CeGZhMGMh0L2OPJGceKJsFWylm8v/JL/
AKXX/Rt/zNz0T29/yP8An/7x5b2a/wAp/m/756hnnb1LFPOfnm20W3ltrMfWtWCk+kg5LCKfblp0
p4Z03YXs9PVyE8now3z/AJ3lH9bqu0e0o4YkR9WT7vMpF+T1pczfpTWblmeS5kWISt1ZhV5D77su
bj23zxj4WnhsIi67ukf0uB7PwlLjyy5yP9r0jOBekdirsVdirCfM9b78wPLenA1S2El648KVKk/T
FnX9k1h7L1OXrOofj/TOl1nr1eKH825fq+5PvONkb3ytqluBVjbu6jxaMc1/Fc03YWfwtbil/TA+
e36XO1+PjwTj/RLBNevmu/yw0GYfG6XEEVK0qYVkjof+BzsuztOMXbOePIGEj/pjE/pdHqcvHocR
5niiPlYR/nLzDB5g0+Hy7YwTrq9zcRi4s5I2VoVQ1ZnYjiRWm4NKb5h9hdmS0OWWqySicEYHhkCC
JX3dfn12b+0dUNRAYYiXiSIsVy/QjvOkaxeYfJ8a/ZS6ZV+QMQGYfYMzLS6yR5mH/Ft/aArNgH9L
9SbfmB/yh2qf8Yh/xNc1fs1/j+L3/oLldqf4tP3MZ83/APkqNM/4wWP/ACbXOg7E/wCNrL/Wy/7p
1mv/AOM+P9WH6HoFn/vHB/xjT/iIzidT/eS/rH73oIfSGIaw8vl/zofME8UkmkXtr9XupolL+i6E
EM6jfjRBv886nQxGu7P/ACsSBnxz4ogmuIG9h57/AHOo1BOn1PjEHw5Ro10PeUH5i1W086NYaPog
e5tfrKzX94Y3SKONAQVq4X4jy6Zldl6OfZQyajU1CfAYwjYJJPuvbb72nVZ463hx4vVHiuRo0APf
1Zjc+YNIttXg0iafhqNyvOCDg55KeQryClR9g9TnKYuzc+TBLPGN4oGibHl0u+o6O4nq8ccgxk+u
XIb/ANnRMMwXIeUWPm3y/qHnCbW9duvQgsf3ek2pjlfoT+8bgrivf5/LPTNR2NqsGgGm00OKWTfJ
K4j4CyPd7ve8pj7Qw5NScuWVCG0BR+ew/HwZ1pfnnytqt7HY2F7611LyKR+lMteILHd0UdB45xmr
9n9Zp8ZyZYcMB14onnt0LvMHaeDLLhhK5e4/qSAXZ8o+a9VuNQikGi6uyzpexozpHKK8lfjUipc/
hm8OH+U9FijiI8fBceEmiR5X7h9rg+J+UzzlMHwsm91yPms1C+j8567pUGlRyS6Tp8wury+dGSNi
tOKLyAJOxHT9WS0unPZWmyzzEDNljwxgCCfea+f7Sxy5RrMsBjBOOB4jLkPcnX5kf8oVqf8Aqx/8
nkzUey3/ABoYv87/AHMnN7Y/xWf46hK/Mmk3135S0G+sIjPd6ULa6WBRVnRY1LBR3OwObPsvW48W
u1GLKeGGYzjfceI1+lxtbglPBjnAXLHwyrvVtQ/MfQ7nTprfTxPcatMjRRaeIZBIJGBWjfDx2PWh
ynS+y+px5ozy8McMSCZ8QqhvtvfzDLL2vilExhcsh/ho3ab+StFl0by1Z2M4pcKGknANaPIxYjb+
WtM1Xb+vjqtXPJH6OQ9w2+3m5fZ2mOHBGB59finmadznm35gaNqGj6xD5w0cUMZX68g6Aj4eRA/Z
dfhbO/8AZrX4tVpzoc/X6fvr3xO4/Y832rp54cg1OPp9X4+9mPljzLpWvWAuLJgsi/70W2weNzua
juD2bvnLdr9lZ9Hl4cm4/hl0I/HTo7jRazHnhxQ+I7k4JAFTsB1OakBzHl/5Jf8AS5/6Nv8Ambno
nt7/AJH/AD/948t7Nf5T/N/3z1BmVVLMQFAqSdgAM88AJNB6h5b5x8xTeZ9Rj8seXR6kMknK8uU+
w5Wm9R+wnUt3P4+jdh9mR7PxHWaraQHpieY/48eg6fdzHaGrOqmNPh3H8R/HQPRNC0e20fSrfTrf
+7gWhbuzHdmP+sd84XtHXT1WeWWXOR+Q6D4PQ6bTxw4xCPII7MJvVrxOF3On8sjr9zEZkauPDlmO
6R+9hjNxB8lHMdm7FXYq7FWMfmDo2patpFtb6fD600d3FK68lSiKrAmrlR3zovZnXYdNnlPKeGJx
kcid7HdbrO1NPPLjAgLIkCyfOddm7FXYq7FXYq7FXYqgL3T7m51OwnMqraWbPKYQDzeVkMa1NacV
V2PzzO0+phjw5I1+8yUL6CNiR+JIHwaMmIynE36Y7/Gq/Sj8wW92KuxV2KuxV2KuxV2KuxV2KtOi
OjI6hkYFWVhUEHYgg4YyMTY2IQRbz3W/yzu7a9/SnlO5Nlcgkm2LFV36iNvA/wArbZ3PZ/tXDJj8
HWx44/zqv5j9I3ef1PY0oz8TTngl3fq/Ux/zFr35mtp507UbSWGM1Wa4hhIMgO3EyR8kp/q0zedm
dndkDL4uGUZHoDL6fOjv87dfq9Vr+DgnEjzA5/EbfJjegz+Z9K1BbnSobhbgfAyLE7Bx1KMtNxm9
7RxaTUYjDMY8PvArzB6Os0p1GGfFjEr9xZtJpX5l+bT6epMNK01vtxUMYI/4xVMjf7M0zko6zsjs
zfF++y9/P/ZfSP8AN3d4cGu1e0/3cPx05/NnHlnynpPl61MVmhaaQD17l6GRyP1DwAzj+1u2c+un
eQ1EcojkP2+bu9FocenjUefU9SnOalzVazTndwJ/NIi/ewGZGkjxZYDvkPvYZDUSfJE67EItXulH
d+f/AAYDfxzK7Yx8GqmPO/nv+lq0krxRQGa1yHYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqj9CiEur2qns/P/AIAFv4Zsux8fHqoDzv5b/ocfVyrF
JHeboCl/HMB8MsdK/wCUp3/AjNl7T4eHPGfSUftH4Dj9nTuBHcUizm3YOxV2KuxV2KrLieG3gkuJ
mCQwq0kjnoqqKkn5DJ4scpyEYi5SND3ljKQiCTyCSf498n/9XWH72/pm4/0Oa/8A1KX2frcL+U9P
/PimOl61pWqxvLp1ylzHG3F2TsaVoa5gazQZ9MQMsTEnlbk4dRjyi4ESC/UtU0/TLb6zfzrbwcgv
qP05HoMhpNHl1E+DFEylzpOXNDHHimaCV/498n/9XWH72/pmy/0Oa/8A1KX2frcX+U9P/Pimmm6p
YalbfWbGZbiDkV9Ra0qOo3zW6rR5dPPgyx4Zc6crFmhkjxQNhEsyqpZiFVRVmOwAHc5jgEmhzbCW
Nah+ZHk+ykMbXwnkXYrArSD/AIIDh+OdBpvZbXZRfBwj+kQPs5/Y63L2vpoGjKz5boWL81/JzuFa
eWMH9tomIH/A8j+GZM/Y7XgWBE/5366ah27pj1PyLJNM1nStVhM2n3Udyg+1wapWv8y9V+kZoNXo
M+mlw5YGB8/0HkXZYdRjyi4ESRmYjckTee/KCsVbVIQwNCKnqPozdD2c1x/yUvs/W4J7S04/ji1/
j3yf/wBXWH72/ph/0Oa//UpfZ+tH8p6f+fF3+PfJ/wD1dYfvb+mP+hzX/wCpS+z9a/ynp/58Xf49
8n/9XWH72/pj/oc1/wDqUvs/Wv8AKen/AJ8Uy1TWdL0qJJtQuEtopG4Iz1oWpWm3yzX6PQZtTIxx
RMiN3JzaiGIXM8IS3/Hvk/8A6usP3t/TNh/oc1/+pS+z9bjfynp/58Xf498n/wDV1h+9v6Y/6HNf
/qUvs/Wv8p6f+fF3+PfJ/wD1dYfvb+mP+hzX/wCpS+z9a/ynp/58U8jkSSNZIzyRwGVh3BFQc004
GJMTzDnA2LC7IpdirsVdirsVT3yjAXv5JiPhijpX/KY7fgDnSezGHizyn0jH7T+C6/tGdQA7ymfm
y19TTlmA+KBwSf8AJbY/jTNx7S6fj04n1gfsO3304nZ+Sp13sPzg3duxV2KuxV2KqN7brc2c9s32
Z43jPydSv8cu0+Xw8kZ/zZA/IsJx4okd75mZSrFWFGBoR7jPoAG3zEijT0/8lLnbVrYn/fMij/g1
b+Gee+3mL+6n/WH3V+l6n2bntOPuP3ph+c1xx0CzgH+7boMfkkbf81Zhew2K9TOXdCvmR+pyPaKd
YYjvl+gvH89QeNe9flvafVvJunilGlV5WPjzdiP+FpnjPtTm49fk/o0PkB+m3v8AsfHw6aHnv8yw
P80fN9xealLotrIUsbRuFxxNPUlH2gadkO1PHOz9kuxYYsI1ExeSYseUenz5+50HbnaEpzOKJ9Me
fmf2MBzs3n3YqjNI1e/0m+jvbGUxTxn6GHdWHcHMXWaPFqcZx5BcT+LHm36fUTwzEoGi+hPL+swa
zo9tqUOyzrV068XGzr9DDPEe09BLSZ5Ypfwn5joX0PS6gZsYmOr50uv96pv9dv1nPdcX0j3PnOX6
z71LJtbsVdir1/8AOf8A44dj/wAxX/Mts8x9hf8AGMn9T9Iex9o/7mP9b9BeQZ6c8c7FXYq+ltJ/
45Vl/wAYIv8AiAzwLXf3+T+vL7303D9A9wRWYra7FXYq7FXYqzDyna+npzTEfFO5IP8AkrsPxrne
ezWn4NOZ9Zn7Bt99uk7QyXOu5N7mBbi3kgb7MilSfCopXN5qMIy45QPKQpw4T4ZAjo87ljeKV4nF
HRirD3Boc8qyYzCRieYNPSxkCLCzIMnYq7FXYq7FXzl5ntfqnmPU7cbLHcyhf9UuSv4Z7x2Vm8TS
4598I/c+b67HwZ5j+kWU/k5c+n5kuYCdprVqf6yOhH4VznPbfFxaSMv5sx9oP7Hbezs6zSHfH9IT
L867isuk24/ZWaRh/rFAP+InMD2DxenLPvMR8r/W5HtJP6I+/wDQ8xz0F5d9H6XGum+XrSNhQWlo
gcf8Y4xX9WeEauRz6uZH8eQ/bJ9Kwx8PEB/NiPsD5znmknnkmkNZJWLufEsanPdYQEYiI5B83nIy
JJ5lMvKthb6h5j06zuRygmnUSr05KDUr9NKZgdraiWHS5MkPqjE173J0GKOTPGMuRLOvzZ8taRY6
ZZX9jaxWrib6vIsKhAwZCykhRTb0/wAc472N7Vz5ss8WWUp+niFm6o0fnbvu39HjhjjOERHetvd+
x5hnoTyz138mLt30e/tTusE4dfb1UpT/AITPMfbrCBnxz/nRI+R/a9h7OZCcUo90vvTJ/wAqPKLu
zsk/JiSf3p6n6MwR7Za0CvR/pf2uUew9MTdH5vGtVt47bU7y3ir6cM8kaV3PFHIH6s9V0uQzxQke
cog/MPFaiAjklEchI/e7SreO51Ozt5a+nNPHG9NjxdwD+vHVZDDFOQ5xiT8gungJZIxPIyH3vZP+
VS+UP5J/+Rp/pnlf+jPXf0P9L+17T+QdN3H5oD85/wDjh2P/ADFf8y2zN9hf8Yyf1P0hx/aP+5j/
AFv0F5Bnpzxz0j8qvLuiarYX8mo2cdy8UqLGz12BWpGxzhPa/tPUabJjGKZiCDb03YWkxZYSM4iW
7Ov8BeT/APq1Q/c39c47/RHr/wDVZfZ+p3v8maf+ZFPI40jjWOMcUQBVUdgBQDNNOZkTI8y5wFCg
uyKXYq7FXYqvijeWVIkFXdgqj3JoMnjxmchEcyaYykALL0S2gW3t44F+zGoUHxoKVz1XT4RixxgO
URTzU58UiT1VMuYMR812JivRdKP3c4+L2ddvxGcL7SaPgzDIPpn94/Z+l3XZ+Xihw9QkWc27B2Ku
xV2KuxV4V+aFr6HnK8YCizrFKv0xhT/wynPY/ZPNx6CH9HiH2n9DwnbmPh1JPfR+xZ+Wdz6HnSwq
aLL6kZ/2UbU/4amT9qsXH2fk8qPykP0MexJ8Opj52PsTP84rgSeZreEHaG1QH/WZ3P6qZr/YjFw6
OUv50z9wH63K9op3mA7o/pLD9HtPrmrWVpSv1ieOKn+u4Xv886jWZvCwzn/NiT8g6bTY+PJGPfIf
e+i9W/45V7/xgl/4gc8L0P8Af4/68fvfR830H3F80576+ZJ75F/5S/Sv+M4/Uc1Hb/8AiOX+oXYd
lf4zD3vR/wA5f+UYtf8AmNj/AOTUucF7Df45L/hR/wB1B6P2i/uB/XH3SeN56o8Y9Q/JL/pdf9G3
/M3PPPb3/I/5/wDvHqfZr/Kf5v8AvnqGedvUvm3Xv+O5qP8AzFTf8nDnvmg/xfH/AFI/cHzXV/30
/wCsfvdoP/Hc07/mKh/5ODHX/wCL5P6kvuK6T++h/WH3vpLPA30p59+c/wDxw7H/AJiv+ZbZ3PsL
/jGT+p+kPPe0f9zH+t+gvIM9OeOerfkzNDHpuoiSRUJmSnIgfs++ece3OOUsuKgT6T9713s5IDHK
/wCd+h6OlxBI3FJFdutFYE/hnByxTiLII+D0QkCvytk7FXYq7FXYqnvlSxMt6bph+7gHw+7tt+Az
pPZvR8eY5D9MPvP7P0Ov7Qy8MOHqWXZ3TpXYqhNVsFvrGSA/b+1ET2cdP6Zg9paMajCYdeY97dp8
3hzBYC6sjFGHFlJDA9QRnmMomJIPMPRg3utyKXYq7FXYq8i/Oe14azYXVKCa3MdfExuT/wAzM9P9
hc16ecP5s7+Y/Y8h7R46yRl3ivl/axDytci28y6XOTRUuouZ/wAkuA34HOo7WxeJpMsRzMJfc6fQ
T4c8D/SCa/mdcet50vwDVYhFGPoiUn8Sc1vspj4Oz8fnxH/ZH9Dl9tz4tTLyofYpfl1afWfOWmrT
4Y3aU+3pozD8QMt9ps3h6DIe8V8yAw7Hx8Wpj5b/AGPctW/45V7/AMYJf+IHPH9D/f4/68fve6zf
QfcXzTnvr5knvkX/AJS/Sv8AjOP1HNR2/wD4jl/qF2HZX+Mw970f85f+UYtf+Y2P/k1LnBew3+OS
/wCFH/dQej9ov7gf1x90njeeqPGPUPyS/wCl1/0bf8zc889vf8j/AJ/+8ep9mv8AKf5v++eoZ529
S+bde/47mo/8xU3/ACcOe+aD/F8f9SP3B811f99P+sfvdoP/AB3NO/5iof8Ak4Mdf/i+T+pL7iuk
/vof1h976SzwN9KeffnP/wAcOx/5iv8AmW2dz7C/4xk/qfpDz3tH/cx/rfoLyDPTnjnYqzb8of8A
lLG/5hZP+JJnJe2n+I/58f0u89nv8YP9U/oe1Z5K9s7FXYq7FVyKzsEUcmYgKB1JOSjEyIA5lBNb
s+0qwWxsY4B9v7UpHdz1/pnp3ZujGnwiHXmfe85qM3iTJReZzS7FXYqxXzVpfpyi+iHwSbTAdm7N
9P8An1zi/aPs7hl48Rsfq9/f8fv97t+z89jgPTkx7OVdm7FXYq7FXnX50WnPSdPu6f3M7RE+Hqpy
/wCZed37CZqzZIfzog/6U/8AHnnPaPHeOMu6X3j9jyaKRopUkTZkYMvzBqM9KlESBB6vIxkYkEdE
y803iXvmPUrpDWOS4kKHxUMQvT2GYPZOA4tLjgeYhG/fTla/Jx55yH84so/Jy1EnmO4uD0gtmp/r
O6j9Vc5323zcOkjH+dMfYCf1O19ncd5jLuj971rVv+OVe/8AGCX/AIgc800P9/j/AK8fvetzfQfc
XzTnvr5knvkX/lL9K/4zj9RzUdv/AOI5f6hdh2V/jMPe9H/OX/lGLX/mNj/5NS5wXsN/jkv+FH/d
Qej9ov7gf1x90njeeqPGPUPyS/6XX/Rt/wAzc889vf8AI/5/+8ep9mv8p/m/756hnnb1L5t17/ju
aj/zFTf8nDnvmg/xfH/Uj9wfNdX/AH0/6x+92g/8dzTv+YqH/k4Mdf8A4vk/qS+4rpP76H9Yfe+k
s8DfSnn35z/8cOx/5iv+ZbZ3PsL/AIxk/qfpDz3tH/cx/rfoLyDPTnjma+QfIun+ZLS7muriWFre
RUURcaEMtd+QOcp7R+0GTQThGEYy4gedu87K7LhqYEyJFHo9A8sfl3pnl/Ujf21zNNIY2i4ScONG
INfhA8M4ntb2ny63D4UoxiLB2vo9BouyMennxxJJqt2V5zLtnYq7FXYqyHyrpfqSm+lHwR7Qg927
t9H+fTOq9nOzuKXjyGw+n39/w+/3Os7Qz0OAdebKs7R1DsVdirsVWTQxzRPFKvKNxxZT4HK8uKOS
JjIXEsoyMTY5sE1XTZbC6aJqmM7xP/Mv9R3zzXtLQS02UxP09D3j8c3odPnGSN9UFmvb3Yq7FWJ/
mla+v5Nun727xSj/AIMIfwc50/shm4NfEfzhIfZf6HU9tw4tNLyo/a8Lz2B4NxJJqdyepxV6r+St
rS21S6I+28USn/UDMf8AiYzzn28y+rFDykfu/U9Z7N4/TOXmB8v7XoOrf8cq9/4wS/8AEDnEaH+/
x/14/e9Dm+g+4vmnPfXzJPfIv/KX6V/xnH6jmo7f/wARy/1C7Dsr/GYe96P+cv8AyjFr/wAxsf8A
yalzgvYb/HJf8KP+6g9H7Rf3A/rj7pPG89UeMeo/kkp46y1NibYA+49X+ued+3p/uf8AP/3j1Ps0
P7z/ADf0vT888epfNuvf8dzUf+Yqb/k4c980H+L4/wCpH7g+a6v++n/WP3u0H/juad/zFQ/8nBjr
/wDF8n9SX3FdJ/fQ/rD730lngb6U8+/Of/jh2P8AzFf8y2zufYX/ABjJ/U/SHnvaP+5j/W/QXkGe
nPHPWfyW/wCOZqX/ABmT/iBzzX27/vcX9U/eHr/Zz+7l/W/Q9Hzgno3Yq7FXYqjdK02W/uliWojG
8r/yr/U9s2HZuglqcoiPp6nuH45NGozjHG+rO4YY4YkijXjGgCqo8BnpWLFHHERiKiHnpSMjZ5r8
sYuxV2KuxV2KoTU9Ohv7YwybMN45O6t/n1zB7Q0MNTjMJc+h7i3YM5xysMFu7Se1naCZeLr9xHiP
bPNtTpp4ZmExRD0OPIJiwo5QzdiqV+arX615a1SDqz20vH/WVCy/iM2XY2bw9Zil/Tj9pouLrcfH
hnHviXznnur5u7FXt35S2vo+UEkpT6zPLL9xEf8AzLzyP2zzceuI/mQiP99+l7nsGHDpgf5xJ/R+
hmEkayRtG+6uCrD2Ioc5aEzGQI5h3BFinzRfWktne3FpKKSW8jxOPdGKn9WfQGDMMuOM48pAH5vm
WXGYTMT0NIny/qaaXrdlqDqXjtpVd1HUqD8VPenTMftHSnUaeeIGjOJDbo84xZYzPIFl/wCZPnjS
tdsrSx00u8aSevM7qUowUqqiu/7TVzmPZb2fzaPJPJmoEjhFG9rs/cHcds9p488IwhvvZYBnaPPP
YvycsGh0C6vGBH1qeie6RKBX/giwzy7241AlqYYx/BH7ZH9QD2fs9i4cJl/Ol9zPs4l375t17/ju
aj/zFTf8nDnvmg/xfH/Uj9wfNdX/AH0/6x+92g/8dzTv+YqH/k4Mdf8A4vk/qS+4rpP76H9Yfe+k
s8DfSnn35z/8cOx/5iv+ZbZ3PsL/AIxk/qfpDz3tH/cx/rfoLyDPTnjmd/l1510fy9Z3kN+sxeeR
XT0lDCgWm9WXOP8AafsHPrpwOIx9IPM/sLv+x+0sWnhITvcsu/5W/wCVP5Lr/kWv/Necv/oJ1vfj
+Z/4l3H8v6f+l8mZWlzHdWsNzFX050WVOWx4uAwr9+crnxHHOUDziSPls7mExKII6quVMla0tJ7q
dYIV5O33AeJ9sv02mnmmIQFksMmQQFlnWmadDYWwhj3Y7ySd2b/PpnpPZ+hhpsYhHn1PeXns+c5J
WUXmc0uxV2KuxV2KuxV2KoDV9Ih1GEKx4TJ/dyeHsfbNb2n2ZDVQo7SHI/jo5Gn1BxHyYTd2k9rO
0M68XX7iPEe2edanTTwzMJiiHf48gmLCjlDNp0V0ZGFVYFWHiDsclGRiQRzCCLfMt1A1vdTW7fah
dozXxUkZ9BYsgnASHUW+Y5IcMjHuKlk2D6G8l2n1XyppUJ2P1dJCPeUeof8AiWeH9vZvE1uWX9Mj
/S+n9D6L2dDh08B/RCdZqHNeZfmZ5DvLm6bW9KiMzOB9ctkFXqBQSIB9rbqBv3z0L2U9oscIDT5j
w19Mjy9x7vL5PMdtdlynLxcYs9R+l5aysrFWBDA0IOxBGeiA28oRTWFU78s+UdW8wXax20ZS1B/f
XjA+mg77/tN4AZqe1e2cGigZTNy6R6n9nm52i7PyaiVAVHqej3zTNOttN0+CwtV4wW6BEB6mnUn3
J3OeLavVT1GWWWf1SNvf4cUccBCPIInMdtfNuvf8dzUf+Yqb/k4c980H+L4/6kfuD5rq/wC+n/WP
3u0H/juad/zFQ/8AJwY6/wDxfJ/Ul9xXSf30P6w+99JZ4G+lPPvzn/44dj/zFf8AMts7n2F/xjJ/
U/SHnvaP+5j/AFv0F5BnpzxzsVdir6R8v/8AHB03/mFh/wCTa54N2n/jWX/hkv8AdF9L0391H+qP
uTW0tJ7qdYYF5O33AeJ9so02mnmmIQFktmTIICyzbSNIh06Eqp5zP/eSePsPbPRezOzIaWFDeR5n
8dHQajUHKfJH5snHdirsVdirsVdirsVdirsVQmo6ZbX8PpzCjD+7kH2lP+fbMHXdn49TDhmN+h6h
uwZ5YzYYZqWlXVhLxlWsZPwSj7Lf0Ptnn+v7Ny6aVSHp6Hofx3O9waiOQbc0Fmvb1I2lqSSYUJO5
JUf0y0Z8g/iPzY8A7nfU7T/fEf8AwK/0w/mMn86XzK8Ee5VAAAAFANgBlRNsnYFdiqBvtC0W/Yte
2FvcOf25IkZv+CIrmZp+0dRhFY8k4juEjXyaMumx5PqiJe8IeLyj5Wifmmk2gYdCYUP6wcyJ9t62
Qo5Z/wCmLXHQYAbEI/IJqiIiBEUKiiiqooAPYDNbKRkbJsuUBTeRS7FVI2lqSSYUJO5JUf0y0Z8g
/iPzY8A7nC0tQQRCgI3BCj+mJz5D/EfmvAO5VypktkiikFJEVwNwGAP68lCco8jSCAeaz6naf74j
/wCBX+mWfmMn86XzKOCPc76naf74j/4Ff6Y/mMn86XzK8Ee531O0/wB8R/8AAr/TH8xk/nS+ZXgj
3Jjpmk3N9IEhXjEuzSEUVR/X2zK0PZ2XVS9PLrI8v7WrNqI4xv8AJmmnaZbWEPpwirH+8kP2mP8A
n2z0DQ9n49NDhgN+p6l0WfPLIbKLzOaXYq7FXYq7FXYq7FXYq7FXYq7FVk0MU0bRSoHjbZlbcZXl
xRyRMZC4llGRibHNjGqeVZY6y2J9ROphP2h/qnv/AJ9c4/tH2clG5YNx/N6/Dv8Av97tcHaAO09v
NIGRkYq4KsuxUihBzl5RMTRFF2QN8luRS7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FVyozsFQFmbY
KBUk5KMTI0BZQTXNP9L8qyyUlvj6adRCPtH/AFj2/wA+mdR2d7OSlUs+w/m9fj3ff7nW5+0ANob+
bJ4YYoY1iiQJGuyquwzsMWKOOIjEVEOqlIyNnmvyxi7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUJ
f6VY3y0nj+PoJV2cfT/XMHWdm4dQPWN+8c27DqJ4+RY5feVL2IlrUieP+X7Lj79jnJ6z2bzQ3xnj
j8j+r8cnaYu0IS+rYpLJFLE5SVGRx1VgQfuOc9kxygakCD5udGQIsLMgydirsVdirsVdirsVdirs
Vdiq+OKWVwkSM7noqgk/cMnjxymaiCT5MZSAFlOrHypeykNdEQR/y/ac/dsM6HR+zeae+Q8Efmf1
fjk4OXtCEfp3LI7DSrGxWkEfx9DK27n6f6Z1mj7Nw6cegb955urzaieTmUXmc0uxV2KuxV2KuxV2
KuxV2KuxV2KuxV2KuxV2KuxV2KuxVTntre4XjPGsi9gwBp8q5Tm0+PKKnESHmzhOUdwaSi68p6dJ
Uws8DdgDyX7jv+OaPUezWnn9BMD8x9u/2uZj7QmOe6WT+Ub9CTDJHKvatVb7tx+OafN7MZ4/RKMh
8j+Pi5cO0YHmCEDLoWrxCrWrn/Uo/wDxEnNbk7H1UOcD8N/utyI6vEf4kM9ndp9uCRf9ZGH6xmLL
SZY84SHwLaMkTyIUcx2bsVVks7t/sQSN/qox/UMyI6TLLlCR+BYHJEcyETFoWryiq2rj/Xon/EiM
ysfY+qnygfjt99NUtXiH8SOg8o37kGaSOJe9Ks33bD8c2WH2Yzy+uUYj5n8fFx59owHIEpna+U9O
joZmedu4J4r9w3/HNxp/ZrTw+smZ+Q+zf7XEydoTPLZN4La3t14wRrGvcKAK/OmbzDp8eIVCIiPJ
w5zlLcm1TLmDsVdirsVdirsVdirsVdirsVf/2Q==
uuid:70fd7474-c41a-284b-8d74-d4c570b3a9e1
xmp.did:78f76120-0098-4853-8c20-e61f7cee05c8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b54130d5-657a-3a40-86cf-e9660fcb5cb0
xmp.did:86527eef-5db6-412f-b894-773041b62356
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:42880902A9276811822AB1A0A5F71476
2015-11-11T23:51:35-09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:78f76120-0098-4853-8c20-e61f7cee05c8
2017-11-02T09:42:11-08:00
Adobe Illustrator CC 22.0 (Macintosh)
/
Print
False
False
1
1000.000000
1000.000000
Pixels
Oswald-Light
Oswald
Light
TrueType
Version ; ttfautohint (v0.92.18-e454-dirty) -l 8 -r 50 -G 200 -x 0 -w "g"
False
Oswald-Light.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
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 38 0 R/TrimBox[0.0 0.0 1000.0 1000.0]/Type/Page>>
endobj
35 0 obj
<>stream
H\ˊ&SFJݷW/ }/BMwK]Ro~}|߯S~S}rW-UiHgN]?^?
>+?̳OӰq^