%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
alppricing
2016-12-28T15:07-06:00
2016-12-28T15:07-06:00
2016-12-28T15:07-06:00
Adobe Illustrator CS6 (Macintosh)
196
256
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADEAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9IjRm+v3Mrw28n1hmK3r
f70Rq0Xp8FHDoKfzjbtXchv8X0gWdunRDPoF/LZxrJ6AuVuY5+pdE9OBYKjknx7KTxKjrswIDYsx
miD1qv02irnRA8eo+kkPqXs8U5DCgkWIR1jlIHR/TYHrs3Q9MLCOXl5D9aFn8v6i1mEtXhspY7g3
kEUfIwxukfGOOgVKoz/E+w6nAzGaN72dq/H6Fa20O7tbNII3juDBBdwQ+uWKv68ivGJNjsAvFsWM
soJvlZH2LLPy/LbtpXGKFFsRMJVVg1WmZHMiloerMpJ4heuxpimWa+LnvX45/rVtF0aexuXldIYl
KFCIKkzMXLiSWqp8SjYdep3xY5cokK3/AFIaXy3emOExXKxyx2ttaup5GN1hZjJVfpBRuo+ROLMZ
xvY6kohNBmW6vJhKpSee3kt4yD+7jimE8or/ADPIzn7sLA5hQHkfur7lt95fee31C3gaK3TUbhZZ
5FU19MRoGBClKl3Q1+LoTimGaiCd+EL7vRZ7qNJJjE199QmtJZ+NKyShPiBpULVW298URygcuXEC
1eaLPPqRuAsLBpYZUunr68KwlS0cY4kFX4n9ofaPXAscoEa36+4tWWh3VtqS3IuA1u0lzNJA3I8X
mclTGT0BU/EvSu46mqmWUGNVvt9iyPRL2FrmSH0OT3S3UUdSoY82Zy8gQuOQfYHlQ9DQ0VScoNXf
Kvx+AuPl7nbR283pTIkVjEQ61BNpKXc0IP2lagwo8bex/S+1FWenSwavf3jBCl0UKEcefwxolD8A
bqn85HtiwlMGIHd+PxsmOLU7FXYq7FXYq7FXYq7FXYqwrVbW4utb1ZLO0uX1MCJbLUIpfSit2MIo
X/eISA25UI3IbYHPxyAhGyOHqO/f3Jr5zMQsLMTwS3UJu09W3gr6kihHNFHJK9K0riWnS/UaNbL/
ACeZH02W4CyR2F1N62mQyyiZ0tmijoCwaSnJw7BeR4g09gV1O0q/iA396jBqVxY+RW1BP3k9vaSS
oWqRyUEgt7A9fbAkwEs3D0JRCeUdMMI+svcT3pFZL8zypMX/AJlZGXhv0VfhHhhYnUyvagO6hSvr
JZH0pVY73kasa7kem/XFji/i9yXeYjrH+I9LOlyfvYrS9na0Y0juAktopjYn7Jo54t2PtXFtwcHh
y4u+O/dtJUttVg1HzDpU9szCJ7DUPUheqskiT2YKSJ+y6EkEYoljMccgf50fukuaxTWNavkvpGez
09o4YLFXZELtGszSyqpHP+8CqDsKHauKOPggK5y6/ZS3SJtFstZl020mvInmDmOxnhuRbgwmkjwS
TR8afEv2H49CBvinIJyhxGveCL376P6LRPm408vXXws4JiDIhozAyoCo3XcjbriWGm+sfjopeWrS
5gmunW2nsdNdYha2dzL6rq6l/VdQHl4KwKfDy7VoK4ss8gQNwZdSPwEs8z62sGtRzLeJDFoSpcXV
uXAM31g8HXiSCTFb8nHuy4G3T4rhVfXsPKv1nZPvMN9PZ6Lc3NqyrPxVIZG3VWlYRq5HcLy5YXGw
wEpgHkho/KGkpGpLXD3a7tfG4mE7PtVi4YeH2acfamLM6mXlXdQpD+ddWl0qHS7uMLX676ZaQsIk
9S2nXnKVqfTQnk3y+nFlpcYmZD+j+kcvNNtK08WdsQ07XU8zercXTneR2A3AGyrQUVRsBi05J8R5
UO5jd5rqJ5pF39dRbOzmTS5LT1FBY3ABkm4nf4ZjCnsA+LlRw/u6rcjiv3dPlf2J55juLmOzhgtp
TBLe3EVr9YFOUayN8bLWo5cQQvuRi4+CIJJO9C0u1XTfL+jwx3Ja9tZkq/162W7upBwozGcoswZS
OvqimNNuOc5mvSfI0Ply+xd5vuIrrQLOaGOS6t7q6sisMZ9N5Y5JVPEc2ipyB/aI98V00SJkHYgS
+5H+XraC3tpVh0yfS1L1MVw8cjMaD4gYpbgU7dRi1Z5EneQl7v7AlVrbJa6+p1RLlL2a5mNjqKzO
beaNy7x27KG4pwj24MtCVqCTi3SlcPTVULFbjzZVi4bsVQ1vYrBd3dyGJa7ZGZT0XggTb7sWcp2A
O517YrdNbMzFfq0yzrTuVVlof+CxWM6vzCzTdMSwNysLk288rTxwH7MTPvIE/wAlnq9OxJxTPJxV
fMOs9Lt7fS001/38AjMThwKOrVBBHuDisshMuLql8WgatDEtpBrc6WKDigMUT3CpSgUTsD08WQt7
4thzRJsxF/Z8kyu7Bbn6rycj6rKsynqWKqy0P/BYtUZ1fm6TT0k1W31EuQ9vBPbiOmxFw8Lk19vQ
H34qJ1Ex7yD8r/Whk8v2UfmD9Nxco7hoJLeWMf3bmRo29Qj+ekIUnuKeAxZnMTDgPK7+/wDW1faL
LJenULC7axvWQRTEKJIpVUkr6kbUqVqaMCD26YrDLQ4ZCw3p2iG3vpNRvLlr3UJE9FZmVY1ji5cv
TjRegLCpJJJ8dhis8tjhAqKK1GxW+tGtmYorMjchufgcP/xriwhPhNonFgl9rodjEtz6yLcyXU0k
00kiKSfUNAvyRAqD2GLbLKTVbUut9Ht00VNIuCbq2WH6u3qdWjpxAan+TtXFEsp4+IbG7Qceh6wi
rb/pyc2a7D91F9YK9lMxBH08OXvXfFsOWHPhF/GvkmN7YRXclq8h+G2laXgQCH5QyQlWr2pLi1Rn
w35/rB/Qo6PpC6XHLbQTO1ly5Wtu+/oKesaN14V+yD9np0piyy5ePc8+vmoJ5Z079DvpsqiUzJIs
90yj1WkmJaSWvZi7FvbFkc8uPiCKvNLivtM+o3jtJVU5Tp+7cSIQyyoR9lg6hhTocWEchjKwls3l
3UryA2epavJc6e44zQrDHFJMndJZF/ZYbNwVa4tozxibjGpe/l7vwUfq+lfX7OKCKX6s0E0M8LhQ
wDQOHUcajbbFrx5OE2d7B+1Xsob2KNhd3K3Lk1Vlj9Kgp0pybFhMg8hSVL5auGnthcanPcWFpMLi
C2dVL81NYxJMfjdUJ279Kk4t3jijUQCRX4Ce4uO7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq0zKoqxC
ioFTtuTQD6TireKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KqF/byXFlPBFIYpZI2WOVSylWI+
FqqQdjiygaIKDbTL83RkN7KYPUidYQ3HisbyFlqFJIYOtQetOoxbPEjXL8bOt9Ov1uZ2luWMErMQ
odyaMZKUr9jiroKL/LXFTONChv8A2KUulasx07jfMPq8M0d6eRHqySxgK9AKfDIKjpTtikZI77c6
pZDpGsoLcNftIYmUuxd9wBCGqBs1fTk2b+evUYEnJDfb8b/s+SYaVaXFrYxw3EzXEy1Lyuxcknc7
kDbwHbC1ZJAmwKReLB2KuxVAa5/vFH/zFWf/AFFRYqj8VdirsVdiqDvbW9murSW3ufRigcvPFxJ9
UEceJII6AsfnQ9sWcZAA2OagdP1I6U1oLwpcskSi7BLMCqqrnf8Am4k1r3xZ8ceK627llppF/EkZ
nv5JphDLFI1WCs7vySTjXYoCR93gMVlkieQ6rX0jVGd2F8ycouIYNIaN6QSgXkEoHHqcqcu3TAkZ
I934v8BE6Zp9zaSztNdSXKyLCsfqOSF9KMIxCnoXYFmNd/1lhkmJAUK5o/FrdirsVdirsVSvW7zX
rU2raVp66grOVuo2mSAqlNmDPWu/amKpL+m/zCpFx8tKzCd/W53tuqmEs4QArzPwqUNabkEUFa4V
RJ13zk5kEPlsK0UUT/vbyNQ8rpG0kKkK392ZGXn9k8T8sCoEa7+ZP1peflqNYlVAR9dgAkcJJz4n
4mUFih6GlO9cKphHqXnOPULpH0dJ7L981rKLmOMj04g0ScaMT6shKkmnGldxgVqXWvOEFjHJH5e+
vXMiPK0cd5AgRjIxSIswUGkfH4h3+k4qofp7z+LISN5XiNyvwvCL+IczQbpVeKqx8WqPA4qmGhah
5ovLuT9LaSNLt1iHAC4juechY1oyBSKLTqMVTvFXYqgNc/3ij/5irP8A6iosVR+KuxViv6Z8+K0Y
by8rqkziR47uD95FRhG3FqcKsVY7kgDvhVdY6356KXH1zy0oKCSS3K30JL/vUCREcaKfTdvirT4N
6ctgqpaa350lurdLjyytvbSPSeb6/E7RJuCeAT4m2FAD36jpiqhJr3npFiSPy0Lico0k9bqKFFLP
IEiVv3nIhVQlh4/ZXFUQmuecPTleTyzQpJGsUSX0DO8bIxkccgijgyqoUtvWu1MVah1nzsLSV5/L
kZuUaIRRx3sYEiuGMjElfg9Oiim/Ku3TFVkmreeopp3j0FLqGRY3tomvIoTGfRRpI3bi/I+qXUMN
tvDfFVa31TzjcGSKTQ47AGJ/TuWu45+MoVuP7pVTkC4WnxDY70O2KqdnrPnULDHdeXQWUxrcTreQ
AFS6q7xx77gFn4M3QU5EnFWS4q7FXYq7FWMS+Ry5crrepRVVhFwmp6XJuX7vb4dgF49KdAMNqrRe
UXjvDOms6gsRRkW2E1I1LxsnJVp9ocuYJr8W+BVKLyS6mJpdb1GZouZBediQzqyclJ3UhHpt/Wpt
W7Pybd2/NW8wanOjQJCPUmqwdSC0nKnVuI7VG+++KpePy4u4Y4I7TzNqkSwlBRpeYESuWZEpwKcl
ovWgoNtqY2qZ3/lG4uDI8OtX8EhjRIR6peNHjj4JJwJ+I8qOandsVZBFGI4kjDMwRQoZyWY0FKsT
1OBV2KuxVAa5/vFH/wAxVn/1FRYqj8VWTTLEgdgSCyJt4uwQfi2Ksfi/MLypNLcJFd+pHaxiS4nV
GKJWUQhDtz5c2GwXGlVrfzv5an9UxXLMkCCWR/RmChHIVCDw35lhxp1xpVqee/KzwtOt5WBE9R5D
HKABzVBsVDEkyKRQdDXoRjSrpPO/l2KD6zLO8dpxkc3RikMQWORoySwB2LKePj8yMaVZe+fvKVke
M+oIHoGVQrnkGUMCpAoRRhjSqv8AjTy2LaS5N0wgiZUeRoZlHJgzUHJBWgjbl/LT4qY0qFj/ADJ8
jyNCq6rHW4Zkiqsgq8Zo6140qvf236Y0q/VfzA8p6UzreXvFo5Fjk4xyEKWbjyLcePFdyTX9lu4I
xpV58++UvqttdC/Bt7wFraRY5WDqpILCifZHE/F02PgcaVNdM1Oz1OyjvbNi9tKXEbkFSeDlDs1C
N174qisVQOrSazHAz6VFFPcBDwhncxozl0AqwDEUXkemKsfS4/MmGB+VvZTzSXNwVMj0SOHkgt1X
jwLVHLrvhVVh1LzyVvOdnaNdoYBBaLKKBZDIHdyGLCnwkV+0AdgeiqpJdeezbQyraWcc6GT14WkP
BlonA8qkr1evXoMVU7zUPP3pLHZ2Nk14YYnlVpNo3cUY/bBPxBqClKD7TbgKq/1jzy1jcM1taJde
lS3jQk/veYFSWfiQEqQNqnrTFUsl1f8AMmCKMyabZnjVJ5PVBVSDX1JDzj4qEHKo+4V+FQmLt56X
WZAiW8mlzQxkMzANBMIn9QIAKsDKE+0T/RSsGp+b44Ftmhs5NVMm1vzHL6sqEtcEB15VkogHwjoT
xrRVU30eXW5YpH1aGG3k5BYooWL7BRyYsexavEU6ddzQBUwxVAa5/vFH/wAxVn/1FRYqj8VSbzFN
5oREXQ7aCZmV/UedqcWFOBAqP4/R3VSGYfmC8MqvoumT8yzBWalSkoeLl8VCBQEfLemFCYG582vf
XMMOmWDWKsYi/qVc7Agum3QN9nuNwdxirrs+c1nuVtdL06W3VuEHqOyGSMAFCaBqUavwkfqqVKXr
dfmHDEtvNpenOsivwDOAlSSyw7Mo2rRdjWm56sFCKaXzbK9tLFpmmuZoGllkLcqursIwjBqlTHw3
p3xVZCPOTRwQz6ZZSeg0dZpeKrG5QcpAqMahFdl4inahapoqpP8A4+W2HDSNOupWMhX1SqAI7uyo
3FmA4gjpyrU1NR8SqIuj54MgMWlaeyGOElWPL996a+pU8l+FG5BT12HjUKuguPOzwyiXSLFZYYn+
rpUf3nqqtAOZ+B4+TDdd9j4lVNNF/wASfXZRqUNvb2SJS3jt6EFuZ+I1PIHjTbp/AJTnFXYqx/Wf
JOk6vfi9vJbjkpUiJJOMYZBRWAAryXtvhtXWnkjR7W6tbmN52ktViUB5OQk9H+7MlRU8fAEDpt8K
0Fqh7b8vtKiUrLdXc6PDJDLE8tY29aP03fiQW5dSKsaV8AtDarrv8v8ARrpLdZLi7VoFjTmk3BnW
KR5ED0FPhaVqUpQbDbG1dH5A0iMQxrcXTWsMk8xgklMgdrjgOJZ+TcF9PZQe++xILaoZPyu8uRtW
Oa8VSvGSP1yUk+yKurAhjRAK9voFG1pEjyBpH1iad7i7czu7uhmJTizFljowPwJ8IVa0HHbYsC2q
toXkjSNFvTfWstxLdMjxtJcSeqSkjBygqPhXkoIC0wKyDFXYqgNc/wB4o/8AmKs/+oqLFUfirsVS
TWfKGl6vfxXt3JcB4lRBHFK0cbBGZhyUdf7wj5YqhX8haW5irdXYEbSO1JaM7yCNObkD4mVI6BiO
VWLV5b4bVfc+RdJuLe0hee6U2jySrMkoDyPMas0h47+23h4DG1Qg/LHy8N/WvC/Lnza4ZjWpNBUE
AAmop07UxtFKtt+XeiW9vNbx3F56U8ZhPKapVDKspCMRVfiQfj33xtLofy70KK6Fyst16hDespm+
CVnJLvIlOJZuW5p0oOmNrS9vIemGO1hW5ukt7UScIlkoCX4Begp8CoQppUFi1efxY2rrryLYXEdn
F9cuo4bUzNJwcCSZpjUl5Kctj/LTag7DG1donkHRtGvUvLSe6edKfFPL6pKhCnElwWp8RPXG1ZLg
V2KuxV2KrZA5jcIaOQQp8DTbFWLw+X/My2cKSX/OaOzjt5V+sT8ZJI51kLepT1FZ4wyNJ13FFWm5
VNP0VqQntp/r8jvFHbxToWKxyekzGWTgAQGfkPupgVT07SdZilhkv9QNyYp7iWic41KTiqxsoaji
JiwTl2p3xVCQ+WdXjgETatdSn6nHbtIbhlb1vWMssoPFqEqeCt+yu1DhVkuBXYq7FXYqgNc/3ij/
AOYqz/6iosVR+KuxV2Ksf0+DzZ/h5Vu5gusfVblGYGJh9YLf6O9QgX7PalB0NeuKq2vW/mR/Wl0q
8MQ9KJI4FjhdvU9dWkkBlKiohBUKTQ17EYqoyQ+chp+rrDPEb6SZ20l5AnCOAmiqeK7uAKjkCNxW
u4xVdqNt5r9XUJLK7HCQkWEBSL92q2bgNyYfEWumU0bpx8CRiqjdRebzbMIJ5BOYYPTcLa7MOHrF
4mqPVPx0Al9OlBUdcKojU080+pK2nupj9CH0lf0x++WYGXqrfaiqPAduuwVbeweaSjvb3TKxW5UI
iQPQm6VrdlDhKsLfktC4HjvviqfYq7FXYq7FUNdXlxDIFjsZ7lSKmSIwhQa9P3kkZr9GKqP6Tvf+
rTdf8Fa/9V8Vd+k73/q03X/BWv8A1XxV36Tvf+rTdf8ABWv/AFXxV36Tvf8Aq03X/BWv/VfFXfpO
9/6tN1/wVr/1XxV36Tvf+rTdf8Fa/wDVfFVS3vbmWUI+n3ECmtZZGgKinj6crt+GKovFXYqgNc/3
ij/5irP/AKiosVR+KuxVbKZRGxiVXlA+BXYqpPuwDU+7FUF6+v8A/LHa/wDSVJ/2T4q719f/AOWO
1/6SpP8AsnxV3r6//wAsdr/0lSf9k+Ku9fX/APljtf8ApKk/7J8Vd6+v/wDLHa/9JUn/AGT4q719
f/5Y7X/pKk/7J8Vd6+v/APLHa/8ASVJ/2T4qjIDO0SmdFjlP2kRi6j5MVQn7sVX4q7FXYq7FUHPr
GmwW9xcSzqIbWQQ3DipCSEqOJoD/ADjFmMUiQK5qcmv6TFJ6ck/By0yAFHFTbrzlp8P7K/2Yshhk
end9vJf+mNP4kiRjQRniI5Cx9VeSBVC8mPEVoBUd8UeFJUbUrNEkeST0kikSF2kVkAeQqEFWArUu
o2xRwFSOt6UIPWFwGj+rrd/AGcmB/syBVBYr9GKfCldV1r4rm1jTkJ5y8FVihdlcJzVSxUORxJHA
1AOx264r4UkZi1uxV2KoDXP94o/+Yqz/AOoqLFUfirsVdirsVdiqVW3mTT7mO2lhDvDdSPEkg4UD
K4Qchy5fHyBWgO25pi3SwSFg9Fq+ZrNtOS+EMvF24+kfTDg+kZtyX9P+7Ffte3XFPgHir8dy2TzZ
pcbSoRKWh3deIU8eSLz+Ir8P73r/AJLV6YLUaeRTnC0OxV2KuxV2KuxV2KoVNK05DKUgVfWkWeWm
3KVH9RXPi3PeuLM5Jd6nNommTNymhMjAylSzuePrjjKFq3whh2G2KRlkOX4pVm060mLtIrcnZXJE
jqQyDiGTiw4GmxK0r3xQJkOutMsbuFobmESxOSXR6kMSnp777/DischibCkNF0lS7i3QNIjQO9TU
xvs0da7LX9noD0xT4su9UOl2JkZzGaszOV5vwDMrKzBK8QWDtWg3rijxCisWDsVdiqA1z/eKP/mK
s/8AqKixVH4q7FVskkca8pGCLUCrEAVOw64qho9W0yR3RLmMmPiX+IADmWVdztuY2xVUbULBHRGu
YleSvpqXUFqUrQV3+0PvxVY02lII7lngUKG9KYlAANlbi3hsAcU8RaWTSRaxKrQC1anoKCnpnidu
H7Ox8MV4jdtXN3o0Qb6zNboBUt6rIOjDlXkf5uNfemK8RVlvrJwGS4jZTShDqQeWy9+/bFCxNU06
SdoEuY2lVUdlDD7MhIU16blDiqtFNDKvKJ1kUbEqQw6V7exxVfirsVYxfeRornVZNUj1O8tbqRiz
ejJxUcgFcAduSRxL/wA8x3LVVVZ/KEs94lxJrF8yJdpd/VzIfSIjlWVYynTiGXtiqA1rTdO0p4rm
/wDMN/axGpRWmlaMNzXk7HcqvxBNyB8W1DhQlcV35e5WVpZea7uOOGziWxt4y5aRY2cGVuS0evFY
99vhYfa3CqIln8v6jdWEa6/fWt8sYggiJmEnrMTzZyQVLPzK9adOHQYqgLPU9D+r3l7F5p1SVURv
WtGPxxrJdLH65SilRy/lKngelcVXW955FuLSO3XV5bZkjj060nZeE8j2k6y80kA/eNI6IeJ3AIoq
8iCqm2gWFneQXdvpnmK6mdpRdcwGXh6hkdtiFHxySliPEAEdaqom18iTwmYyeYdUn9Ylm5Tlfi6K
3wceigLToe4xtK/T/JE9rfQ3M2u6heRwyLKtpPJzi5KpG1atvWtCxHhTsqyjAqA1z/eKP/mKs/8A
qKixVH4q7FUHquj6bq1r9U1CAXFvy5cCWXehHVSD0YjFUsHkLykE4HT1ZTJHMeUkrVkiLlDUuT1l
YnxJ3riq5/I/laSyjspLBHtoZJZYkqV4tM/NqFSvgAPYUxtXN5F8ptBHbnTo/RiDhIwzhR6leWwb
ruaHtU0xtXSeR/KskMML6erRQEtEnOSgJAH829AoAr07Y2qk/wCXnkx764v20xDd3TmW4l5yAu5Z
nJIDU+07H6cbVTi/LjylE0gjtCsEpQtbCR/T+BXTpWvxCQ8t98Nq235b+TGB/wBx9GJ5cvVmJ5Vr
y3citd8bVMtB8uaToVs0GnRFBJxaeRmLPI6rx5sT3PelMCpnirsVdirsVUp7O0neN54UlaIkxM6h
ipPUrXpiqkmkaUjh0soFcUowiQEUXiNwOyinyxVi+tzeZLG59WCy0mOMzGSOeYqkhjjc/DR2jHMx
hTy5UHthQ3p8mvS3sUJ03SpIZPTN8YmTmkLnlxoGfkV2IJFGpt12VZSum6cv2bWFeh2jUbgkjt25
H78CVttpWmWtzNdW1pDBc3AUTzRoqu4QUUMwFTQDFUVirsVdiqA1z/eKP/mKs/8AqKixVH4q7FXY
qp3ULTW00KtwaRGQP8WxYUr8LI23swPviqSaR5d1OwaBpNS+sGGxjsiGjccpE+1M370jegoKbb77
4qs0/wAq3lpJGW1SSVIrR7VVIcfadirbyNXiGA+IFzSpfCqhf+S7ye3u4LbWZ7dJ4raOFyvOSM28
wlZuXJdpAOJVeNB0ptjao+78uzTPqskd/LFLqQ4p1KwgWzQLwXkN+bmQnau3hXAqFuPKmoS27wrq
hV2hhiE3puWUxeny4qJVj4P6ZJXh1brTbDasijUrGqk1KgAnpWmBV2KuxV2KuxV2KuxVL9b17TNE
sxeajKYrdnEYcIz/ABEEgHiDT7PU4qw/XNf8k+ZIRIXvJpbCJZoRDC6fDczJCHVpU9JmVwO5K/aA
qAQUKumeavIGj2i3Vi8npXF3NaiaSKYMpQiSRVMiBjGnJeNNiKUqF2VZJ5c81aT5hhmk08y/uCgl
WWJ46eovJaFhxao/lJp3wJTfFXYq7FXYqgNc/wB4o/8AmKs/+oqLFUfirsVUb26FpbPOY3l4UAii
ALsWIUBQSoqSfHFUjuvPWj2zXKSxXHq2ilp4gi8gOccYpVhy5PMFFO4PhhpUcvmK0Ntd3LwzRRWZ
uuZdVHNbNuMjJRjUE/ZrTp2wKhZPN9rHE0n1G7cxrIZlRI34NG5TgzrIU5Mw+GjU98NKqXnmuwtb
XVZpI5A+kxpJNCwAZzKnONUoW3Zvg/1q4FX6l5q0jT7Se8ncm2t4YLhpUoVaO5dkjKbiv2CT7Yqq
XfmCytZLoSK5is4PrFxOCgRVKswA5MGYkIaUWnv1xVCR+c9NmKi2hnnDx2sqsgjoVvXWOPdnXcGQ
cv44qmel6imoWv1mOKSFC7oolABPBivIcS3wmm2KovFXYq7FXYq7FWKmL8znkiLy6PGoP7zh9aPw
+oD0PU8Vp1HU4VUo7j8ywT6s2gUVWao+tqT6a8ZDQk8Qsh360HudlVa1H5hNb27W9zpE9sYrbhK4
uXd6wr60hdSqtWSpT4RVetDgVQtm/M02iPDNo9y1yDKtwRc+kOSVTivLlwrSgqdu+FWV2v1r6rD9
bKG64L9YMQIjMlBz4BiW48ulcCquKuxV2KoDXP8AeKP/AJirP/qKixVH4q7FVs0MM0TRTIskTji8
bgMrA9QQdjiq1ba3VQqxIqjYAKAB0/5pGKpHfeV7qe5vJLfUBaR3LLLCscCc4ZvgEkiyAqx9RUKt
XrXeo2wqhpfKOtDTBp9rrnpQgItJLSKUFV3KsrEVUnt8/HG0IyPQtaS8lm/SsfoOV9O3WzjUKEkV
lBYNVuKJwUnpWuKUInlnzL6izSa9H6yx+lyWxhFE2IC1Y/ZNfv6Yqrr5d1o6pBeTauksEDfDAbOE
MYyTWP1AeVOn3A9cVT76vb1B9JKg1B4jrUH9ag/RgVqC3t4FKwRJErMXZUUKCzGpY07nviqpirsV
dirsVdirsVYHrPkTyNo8Md4dJu7gtIsYFo8skibtLzI5g8QR2+7Ch2haL5J8w3F3JHpl3DLZrHbT
fWuSBlMPpqAA7A8Y6H7j4YqzaytILOzgs7deMFtGkMKkk0SNQqip3OwwJVsVdirsVdiqA1z/AHij
/wCYqz/6iosVR+KuxVIpNQ8wxaxNW3gfReQCXjTIvAKg5KV68mlqv+1uqlkmufmMsSS/4ftuTRKG
t2u0VvXIY0WSpUrso6Vwqif0h56S8niGnW0kck7G3czKDHbggLyTlVqjetevamKqkV/51+t6gr6X
D9XDA6fI06Co5ohUhamnHnJU/LFVj6r55WCGX9EWpmd5BJam5AZUHERn1PsksxPbwxVDW+p/mN9Y
tkm0aEwK5W5k+sRAsjMPi4ivHivYdf1qEeNT85fvydFh+FgIF+sqCw5qGJND+wxI+W4FaYpQv6V8
/gr6miWyKqksUu1bk5AovxBabt9460xVHaHqnme6uOOqaQtlbPGGjlWZZGDncq6dR4fwHYKnmKux
VBy6zpUURlluo0QOYviNDzEhiIAO5/eKVxVbNruiQer62oW0ZhDmYNKgKiP7fIV2498VVpNRsIrh
LeS5iS4kYIkRdQ5ZlLKvGtalVJHyxVRk13RY5Uie+gEkjmNV9Ra8gCSDQ7fZPX5Yqqvqemp6XO7h
X194ayKOYJA+Hf4tz2xVDHzF5fSITtf26xyOEVi6jkxk9EEeI5rTl0+jFVW11zRruKOW2voJUl4e
mVkWp9T7ApWtWrsMVVP0ppnLj9bh5cglPUSvJiAF69SSMVU11zRmaVRewVhk9GWsiiklFPHc9fjH
6sVXNq+lhIpPrUTJM4jiKMG5OXEdF41r8TgHw74qi8VQGuf7xR/8xVn/ANRUWKo/FXYqxjVvy+0r
VJKz3l8kfJ3NvHMFiLyTtOXMZUrWr8fl774bVJ/NejeVbG4U6x5h1e0e+kaSJIZ5iBRmNE9KNjGE
9XYggjx64oQA1ryXPHZyS61qNtAYGhsp4zIxuIvrEkDBiIXcsz25b4t/i2pQUVRH6Z8kC+sb2DU9
RltPW4FF9cWitZwwkF4zHVgOEZqu1SSTtsqoRL5NksBqS+YNbu7aKkarMbgeq0pd1jo0CuzFoyPh
3BA7ndVqz1DyTa21xBF5o1ZjcxpCy3L3dw8bLwVWRuBYMpFSQ1Kk1+GoxVV02fyfNBc2x13V/wDT
LSd455JpuQt4ZZVkkhlVFKvxtz13A6b1xVEaZpHk/Wr30dO8w6rLcRJJKbcXdwlAf3ZlZJFG4Zvh
r+1uOhxVOLLyFHbXMNy+t6tPJBJ6iI923pFRKsgR4wOLg8ArV670pgSynFXYqwaJtO1G5W61Dydd
RXsEUkiTSRq9GBN0yRuGr8cx2qAS3anQoQnqaaJ7hR5Ov7iO7aS5uZ5EerXDOZOIEgFF5M1DsB2r
XFVeW/s01KG9j8r6pLfUiaaUNL6kZ4mIE/HxL8EAJrup3O+6qGNv5eubOcT+TL8x2wNwkDxyESvy
iRQqlviYAigI+FVNPDFVa5mt7qUXFx5QvZxbRiKKKQMzkO0hoAz+mVQE0rutaCgxVQv7KyubZZv8
H3MyW91FbrFI0om9EkyzTheQ5Gop9rc0JY7Yqq2dho0VsupW3ky6t57c28scbkpNWOZV+yrOWaMf
HQ15AYqrQ2ugWWoo8Ple9ee39J1ughekxRJACqsQrKXAY0ABr2qQqtOnaU8d59e8rTu1lJMkTKWA
mT1RDCsZeQFv3RBG9BT4abAKqliNKs7OC7svKl7G9nKGWAq4lDT8gzgMx9QqY1G5+EN1G+Ks6wJQ
Guf7xR/8xVn/ANRUWKoyeeG3hknnkWKCJS8srkKiooqzMx2AA6nFVCLVtKlaRYryCRolV5QsiEqs
iGRGah2DICw8RvirdvqenXPH6tdQzc0MqenIr1jVuJcUJqobavjirVvq2lXJjW3vYJmm5eiI5UYv
6YBfjQmvEMK06VxVams6O8QmS+t2hZeayCVCpWpHIGtKVUivscVVBqOnmQxi6hMi0DJ6i8hykMQq
K95FKf623XFVP9M6Pz4fXrfn6ot+PqpX1mJCxUr9s8TReu2Kt2uoaTM6i1ubeR5gzIInRi6qx5Ec
TuAzb++KuN/pVw0lobiCVjIbWWAsrVk9MyNEVJ3b06sV8MVcdY0gRRym+txFMHaGT1U4uIv7wqa0
PD9qnTFV1xqWnWxcXN1DAY/TMgkkVOPrMUj5ciKc2UhfE9MVabVdMSc27XkC3AkWAwmRA4lkT1Ej
41ryZByC9SN8Vd+ldM+ofpH65B+j+PP656iejx6cvUrxp71xVFYq7FUj1jQdWv7qV4tXe2s5Ylh+
qLEGABNZTy5CrOKAEj4d6dcVQ03lrzIJU+peYpLW1ht44Ibf6tHIAyIFLuzH4uVCex98KrJPLHms
3rTQ+apobQKFhsxaW7KhVAoPNqu3xCu5/rgVuLyv5jT6rGfMUhtofS9eJYAjSem4kejh+S+oVp32
JG+1CqxvLXnCSVnPmeSKMyMViW2iYrGGPBefwVbiBUletfoVROg+XNYsdRe+1LWn1aVomhUPAkIV
Gk9SiiM8dum4Jp3wKyHFXYq7FUBrn+8Uf/MVZ/8AUVFiqJvbS3vbOezuV529zG8MyfzJIpVh9IOK
oAeV9DE95MtsFN+iRXSKSqskUTQIvEUoBG5XbFVdNGswSZOVwzwtbO8xDu0TsWKlyOVN/H9QxVZZ
6BptrcJcojSXMfqcZ5WaR6yLGjHkxO/CBFr4D3OKqMPlTQ4kslW3H+48BbUj4aL8XwnjxDA8qsG6
mhNSK4qvg8taVBDDDDGUS3it4IqEFglpJ6sQLsC5+Pc1O+KtReWNGjmjl9H1GhkSWESMXWMxCT0w
itUAJ67lfCvsKKrY/KmipHDGITwghkt41Vin7uanMHhxrWnU713O9DiqtbaBp1tdzXcav6090b1+
TsQJjB9XJVSaAen2xVRTynoSWqWv1flFGlxHHyJJUXRrKVJ6E+IxVV/w9ppvZr1ldrm4MLTuZGox
t2RojwB4Di0YOw7nxxVuTy/pUl59cMC/WfrKXjSUUkzRw/V0JqD0jNB4dRirX+HtL/QP6C9Ifo70
vQ9Liv8Ad+FONK+9K9+uKpliqWeZX1uPRLl9Dj9XVBw+rRnh8XxryFZGRB8FdydvA9CqhZR5qk+u
JAwiJuk+qSyrFQQftfArOWXbqzBjU7LscVbtR5pF9bmcqbQ3d59ZB9Ootfi+qceIB7LXevj7Kqlq
vmOS3tzK4hlF2zTBxGSbQcqKeBZeTbU4n4e5ah5KoaQ+bQbgkMY2lgEQhFuZFiFuDKU9QqtTcbHm
fs9MKqpbzMltKeJknbUD6SD0QBZepRfiJFPg3NQzdvcBW7T/ABNNDKt1/oz+sVjdPSLekrRDkK+o
vxD1eorSnQ4qjdIGqCO5/SJrIbmf6uPgoLf1D6P2P8inXfFUdirsVQGuf7xR/wDMVZ/9RUWKo/FX
Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqhrrUbe2kEciTsxHIGKCaVaVp9qNHFdumKqP6csv993X/
AEh3X/VLFXfpyy/33df9Id1/1SxV36csv993X/SHdf8AVLFXfpyy/wB93X/SHdf9UsVd+nLL/fd1
/wBId1/1SxV36csv993X/SHdf9UsVVLfVLa4lESJcBjWhktp41233aRFX8cVReKuxVAa5/vFH/zF
Wf8A1FRYqj8VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqA1z/eK
P/mKs/8AqKixVH4q7FXYq7FXn3n382rDy/LJp2mot7qybSVP7mE+Dkbs3+SPpPbCA7TR9myyjilt
H7S8e1fz/wCcNWkZrvVJwjf7phYwx08OEfEH6cNO9xaLFDlEfegf0h5jto4Lv61dwxzcjbT+pIob
geLcGrvQ7GmLbwYySKDKPLf5w+bNKlRLyb9KWdfjiuD+8p34y/ar/rVGCnCz9l4pjb0ny/U9w8re
a9I8y6cL3TZCeJCzwPQSRN/K4/URscDzuo008UuGScYtDsVdirsVdirsVQOo6PbX8qyysyskE9up
U0IFxwDN4VHDvi2QymIod4PySuXyZaSBiZjzaF4KBAIwsjtI3FFK0FW6A9Pc1wU3DVEfNFf4btRO
Jww5+vBOVYMUH1dOChAGUjclqknc71wsPHNV5H7W7DyzZ2dlY2gYyJYyPJG7CjH1ORIJHYM4Ye6r
3FcVnnMiT3qdr5Xt7cQ8Zm/dOHaiqoYKYmGygAMWt1LN338RQUmWoJ6fjf8AWv0Ty1BpJt/SmZxb
25tVBAFVMpkBPuK0woy5zO76m04xaHYq7FUBrn+8Uf8AzFWf/UVFiqPxV2KuxVhv5p+cH8t+Xj9V
bjqV+TDaN3QAVeUf6oIp7kYuf2dpfFyb/SOb5xk9TmTJXm3xEtWp5b138a1yT1gTzyV5XfzDrIt3
f0NPt1NxqN0TQRwJuxqe56DElxtXqPChf8R2HvZ0Nb0PzyLzyjBbx2UVsnLyrNSh5QrQo9f9+gV+
XiQMDrfBnpqyk3f1/H9TyqeCa3nkgmQxzRMUkjbYqymhB+Rwu6iQRYTnyb5ovfLOtwalBVoK8LqH
oJYiRyX5jqPA4lo1WnGaBiefR9RWtzDdW0VzAweCdFkicdGRxyU/SDkXjZRINHmFTFDsVdiqU6v/
AIoW7jbSPqrW/Eesl1zrUPvwKEU+AnrXcDpiqUOfzSURekmkkpGVcSNOQ7hTRiQFpVlXtsCevUFV
7Q/mMLu+RJrA2Mz3JtJWDieNWRhbKoHwfCwUsW9/oVQ8Uf5qQzTSA6XcK3AJDI86oOI4kowUsK/a
PKtfbFUTYz/mB69xb6gNPWAwyC1vouQpceoqxK6M7fsEtsvXbbuqg/S/MqO9gMFxZXVtG0X1hGY8
+TW6RShgOIKJKGl2Ib27YoTDUm/MUyyLYLpiwiasLyGYuYQ9QGXYciq0bfvt0xSg3k/NgXLhY9HM
JK8CROQBz+IH4w1eB+1/woxVsn801ijSJdLaYLJJNJL6vAyPLOUjTieXBIvS60Ne/XFUy0h/PJ1J
hq8enDTeJ4Namb1uVBT7dVIrXw2+7AqfYqgNc/3ij/5irP8A6iosVR+KuxV2KvBPzwvJrrzlBYrX
jbW0aIvYvKxYn6aqPowh6XsiIjiMu8pz5wu/JMusjyhrdv8AU/0fBbwWWuQgc429FSFlFN46MP7O
uLj6WOYQ8WBviJuPx+9KPNVg3knyVHocMqzXuvTPNe3sVeDW0JAjRW8G5BvpI6HFv00/zGbjPKA2
HmXnlleXFleQXls5juLd1licdmQ1Bwu1nASBB5F6v5l8ueVJ7q387a5M1rpepW0Nw+lRArcT3TLV
0TpRSKEn8R1wOk0+fKAcMBcoki+gCUedr6x1/wAhabrNlYRafFY381ittCBREkQOtaACtEFffEOR
pISxZ5QkeK4gvSPygv5LvyHYiSpa2aWCp7hXJX7lYDAXU9pw4c5892aYuvdirsVdirsVdirsVYF5
30zRLC7ivH0eTUHvGlluZFuJIkj4BKM/EMP2qL4VNOpwhDXljyxo99cfWpNEmsEtm+B5Z2J+sRMV
P7ohCOLfEr9G+FuoFFWfYEuxV2KuxV2KoDXP94o/+Yqz/wCoqLFUfirsVdirwf8AOGFrT8w7S8l/
uZYreUN7RuVYf8LhD0nZZ4sBA57pH+bEEkPn7VOfSQxSIexVoUp/TCHJ7NN4I/jq9D16S31rX7vy
LdIps7iyiuPLtxShjmjgqDUU+FgrV+R8ci6rCDjgMw5iVS91vOfy80KxvdbuLrVlrpmiwSX17Gd+
fo/Zjp3q3buBTJEu212aUYAQ+qZoJ7581y713yHpWq3yLHPc6hcG0jUUC26grxXxClQK4BzcbR4R
jzyjHkIi/elwBi/Js+p8JuNb5Qj+YLbhSR9KHHq289X7ofpeqfk1aSW/kO0Z9vrEs0qj/JLlR9/C
uAum7Ulec+VM3xdc7FXYq7FXYqwvUv8AF/1gBdesraMkhNt/7wAEjhTYilCfap4szFC1U/MMCFT5
g0pmUk3DekQGXYjitfhNPFjiraRebJtPj+q+Y7RVuIA6yyIruoeNWV0YqvVz+0v2T0G2Krorfzuj
yep5hsiHYGhRD6aqtGKjgv2utD08djyVRV3H5zae4FvrWnwsWJtoXh5BUKA/GOQY0O/XoflRVLbY
+e2j4w69p0qETcrhl6SqxBHBhUryD8aGgC9xsVWcxc/STmwZ+I5MooCabkDfAldirsVQGuf7xR/8
xVn/ANRUWKo/FXYq7FXn/wCcflGXWtAS/tE532l8pOA+08LAeoo8SvEMPp8cIdn2XqRjnwn6Zfe8
9W98t+c9JsrfV79dH8x6dEttHezCtvcwr9gSNtwYeJ/Hs8nacGTTyJgOLHLeuoLNtIufL+nQ6TLr
usaZN5g02OS00m+gnaWNonQqn1iirTiCRUmnvU4HXZYzmZCEZcEt5Aj7kh8seXLXyvNqU3mbWdOO
l6pbPbSxQStLLKsm4kjVVr9NMLlajOcwiMcZcUTa7zdoej6vc2hfzFpem+VtNiEWn20Exmn4UBdv
TotXeg6E/T3QjS5p4wfROWSXPagkGqXEfm3VdI8p+WInj0awBjgeQbsWNZrmXwHf/bpi5WOPgRll
yfXL8APftN0+207T7awtl429rGkMQ78UFBX38cDzOSZnIyPMonFg7FXYq7FXYqkB8h+UiwY6cp4m
oBeTjuQx+HlSlVXb2HgMbVQX8tfI6mq6Ug+Ty909P+f+UUxtVW4/L/yhcKBJp61EKW4YPIG9ONBG
i1Db8VUAVxtVp/LvyZ6Zj/RiBGbkQHlG4BGxD1A36Y2qrceRPKNzI0s+mRSu7K7FuR+JFCr3/lAG
Nqo/8q68nVFLCicShj9WXiQSGqRz6gio+/sKG1ZDDDHDCkMS8Y41CIo7KooBgVfirsVQGuf7xR/8
xVn/ANRUWKo/FXYq7FXYq8m/MD8mjeTy6p5bCRzSHlPpxIRGY9WiY/CpP8p28COmEF3ei7U4Rw5O
Xf8AreQajpOqaZOYNQtJbSYfsTIyE/Ko3+jC73HljMXE2hcLYyHy35B80eYJVFlZulsT8V5ODHCB
48iPi+S1OC3Ez63HiG537ur3vyP5D0vypZFIT9Yv5gPrV6wozU/ZUb8UHh9+Rea1eslmO+0egZNi
4bsVdirsVYz5ks7tVlK+ZE0WG7eRmEqRNyUwRxBEaVl48WQv8NPtfThVIbHVY5mCQ+e7a3tI0to7
O2KWqyUEEIZyZSWYuxbY1oTTqKYoTR11FJYo086wxolrFSJ4rV3cpGvK4dnbkVf7e3j1pilD+nIs
0dr/AI4gSCK2CR2ii3WWrWpWOUyepzI+L1gD12374oU7O/WKyngh892oSJII7aaSO0KoqRh2dSX/
AHodWHxFtqeNcVbUatwM3/KwrbhdyM8TrBZ8KBgnCLk7iikce+/+VvilzX93NcS3Y89WtpBPJK1r
bGK1KiBJZlSjSMCwpE3xgb8TuQMVWnVby2tms7jzvB68s5S31J7W3UAwQ+rPGaEQlQGU8uoNRihf
bTvb6nLdN56hltLmSRRB6Vn6ayiEhQ8oJoyqFbiONePTc4qjdDivbvU7Zz5sj1hLIm4ntoYbdQwm
jkii+KFqqo3betT9FFLLcCoDXP8AeKP/AJirP/qKixVH4qgX1zSEaRXu41aGvqgn7NHEZ5eHxmmL
YMUu5tNb0l5I41uozJKKxLXdh6npbePx7YqcUu5WF9aGdoBKpmVxE0ddw5j9UD/gN8WPAatSXV7B
lDK7FGIAcRycTyT1AeXGlOG9emKfDkpXeqaKQYbp0ZGKKVdCyEyiqjcFdxv7DriyjjnzCHH+E7ed
eEVpHMZHjDJEgIkiA5gkLsQCOuLL96R1RLa/o6x+o9yET0luKsGX90z8A1CB+1tix8GXcrXGp2Vv
K0UrkSKqOVCO20j+mlOINSX2p1xYxxkiw5NV095lhWYGV5JIkShBZ4f7wDbfj3xU45VdLX1jTk9T
lKaRv6bEI5BccqqtB8XHg3LjWlDXFIxSVItRsJrg20VxG84BYxqwLUCoxNPCkyH6RixMJAWRt+P1
IjFihdQ0rTNRREv7WK5VDVBKoah9q/LFUg1LyxodrPYraeWLS9heQRzOEiUwLVQH4spDKB1HsMKp
d9Ve5W7UeTY45PRcWc1wY5IzJBCEhQoQGRD6SqAKbdgScUL5oZJII7+58lxS6hJKkfpl4mcCGMMs
sj8OPFQnFeprQU8FVMaLZyzW/qeSLcRNC7MpMP7uVPUT02FODBxHHxPv7Yqp29pfySWyDybbW1nE
t2Z4m9Lk1YmaFEZdgXY8HJB6+GKroIbmSS3mfyTFD9Vid415QvJ9ouscbcV4nnK7b9/wVckN5eG2
trjyTFBaVmlkR5IpF/3nJCABQFZ5ERPCgxVM9G0ewvjMmo+V7ewiFGRJBHMHYA/FQLxAo+3frilP
dP0PR9OYtYWUNqxQRsYUCVRd1U06gEk/SfHAqNxVAa0rNZxhQSfrVoaDwF1GTiqPxVJdYsLG3Sa5
j0v65NfOsd4IxVjEKF3PySPam5ag64uRimTQ4qrkpwafbsYZItPSCWwk9G2do3qsQmkhJTdD/dnl
y964EmZ6m7/UCorE8bzzNZMt1HIssc8cc55lbiaLkQH+Kkb8qctw38oxTd0L2+HcCqxS3USxW7aW
xt2u3gX0+XwWqL9XSZqnvUCn8tW7YoIB34t6+3nX467ICI38MMM50pvriwQzJFxmlHPm0Kjk78Vd
ITUht99yKVxbDwk1xbWe73/er+pDYkzS6Q7ie4S2Q2yyM1bqNWlmcPx4rsEZ+tRvTpixoy24uQvf
y6KbSSQxSeloksjw8LVU/e7wAu/Hm32+BSvLp8VAe5WVWd5efxRSTTXF4JZdLmV2js/3rmQryMyS
yLxrt6PqhgadmHRTiwIAFCXf936fxzVbdgFs3S0eF75vrF47JOWSZ0RWXpyQlXIDGirxp8ljLrvy
2HJL5pbw2zsmkTTTSzB1iWS4iEckiScqF+IXi7gSMlFZWJ3oRi2gC/qHLy/HuT2y0rTFkS/htRDc
SIhJIKuAFNFI7UDkU/oMLjSyS+knZH4tbsVSu+11LXXdP0f0w02ow3M0TlwoBtvT+EqAzfF6n2qU
FPEjFUEnnCJ4rp0tHL21j9f9IsOR/dJLwIAJHL1AqtTcq/8ALuVauPNs1vNFFNp7qZLmztSvPkyN
dxl2LhVKgR0p9qh8RiqteeaUibUorezmuZ9Oe2jMdOAla6k4D0ia149z0r9+BVObzasdxcRm1Ijt
4y7Ss4UVF29oK1FFQGMu71+Fexwqqf4mItb25MEbRWduk/NJwyOXTkQr8QvEfzd/DFWj5st2uZbe
CEyyRJGx+Kn99by3ChhQlfhhpuO4xVFaPrMmoT3UL2/oG1WCp5luTTQiUgVVdl5Ur38BgVM8Vdir
sVdirsVdirsVdirsVdirsVdirsVdirsVdir/AP/Z
uuid:0460a4bf-1269-1440-9901-bea8d8c16c92
xmp.did:0580117407206811822A95995A80228F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0180117407206811822A95995A80228F
xmp.did:0180117407206811822A95995A80228F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822A95995A80228F
2016-12-28T14:05:41-06:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0580117407206811822A95995A80228F
2016-12-28T15:06:58-06:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/Properties<>>>/Thumb 11 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
8 0 obj
<>stream
HWK$
)-Jo6a^ ƾ?2+gWII`0/9]ot3__/i+\6T_O[?߮vM3纥~}_.7̱l^5L67jxBl_waNخRͭV9;6`Tlo87&h[ju7|xe͝3Nq:oyeq3,酯M͗ӡbt֚ܶF0)wݭ
|o"&x咷QM&+ӇնZu2s\~YSF0s=)d4.ttעlIӭl34N뀶xj4fލʹy!*O6>.d`F``FHO~rd2xDW0ŒaP~IPɾMD§Ƃwig_8q1n:&2qnFQ_`&a%216:$TJa.%a@_B#T#\(l[+V'7dI(HHeZw)ƩHՠ5$c/ {=.z,* CJ1 t^B/xSX%ٞSCϬY8m9fJ㙋Gvs1!"*!)"َdw4Tm&{eG}*2#6pf=
dF+49l uU EzỈl&\[ !Ip+#BxI0^ Xs-J|%t@ lp$'14;+kl8`e
^Kv-UէnŭiHw^h'
INB~ʌ On.8]ug;(ќ*~2 Yvey"paeս`"S@{G#mLQLm]1M9w"ǵ J*!{@Hdr>^P~Ol
J U,De,sQ%]nrWr{q$ `
4֛|+*쭝\bY橪:XV-xdyL1S"iq5MI6z>;T <d]fĦXCuլt(/#%`\]ÉƼ ZYU'l{OvE6:ˑ0ŦiԐ)H^D'RQ"ɶIDK\;,/iԄD2 {2} ;