%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
ACCESS-PBC-Client-Care-Representative-Sept-2021-v2
2021-09-15T14:54:23-07:00
2021-09-15T14:54:23-07:00
2021-09-15T14:54:23-07:00
Adobe Illustrator 25.4 (Macintosh)
196
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADEAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7F
XYq7FXYq7FXYq7FXYq7FWD/mnrPnPR7XSL7y/LbRWS3qLrBnSSR2iYUijRY0mcrJJRG9NC+604jk
wBLKItf+VesefNY0abUPNkNvbeu5NlapHLDdRAu5dLlJAqgLVBFQV4fbJapxBWQHRmuFi7FXYq7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FVss0USF5XWNB1ZiFG/ucVaeaGNkWSRUaQ0RWIBY+A
r1xVaLu0aURCaMykkCMMOVV67VrtTBYZcJq6d9ctPRM/rx+gv2peS8B2+1WmFjaorK6h0IZWAKsD
UEHoQcVSTzqf+dculVlSdwot2kT1F9QMCvJQCabUPH4v5SDQ5GZ2bcJqTFNOivtB0ozQ3P13Ur2T
1nKRIsUVpEvBIoog8PC2gUjivMmrE7s29WSZA2bbEiRuIdAT3/Dnt3dEn8t/mLr2t311o1ol6urj
1bFpR9SFrbkyMFvSsrGQyxoGZYhyV+JHiyuKZI82vJADk9fy9pdiqW+ZIrebQNQgubpbK2mgeKe6
cVCJIODEbr8VD8Pv49MWUIGRoCy8xg8k+XrW1kt/8WQqL68guYpDFQqUt3QopMu1Vu1ZSfs074LD
eNJlN+k7fj9CvZ+UvL97YWttb+arWdI3VYZI4gT6sNqykqTMxHLn6khr0CKCvFTjaz0mWP1RIdD5
Z8oT8ntfM9tKJoJIp24BwxQyzPKtJQEaOOcFD2ZeXxGuNplos0ecT+NmQ+Sr7yn5b0iPSD5igvWN
Z45XYIShiVtgWf4Qi167dMbSdDm58Evl8E9Xzt5Se1W6XVrZrd3aNJA4ILIAWH+x5CuNqdDmBrhN
uPnfygOYOsWoMaq8g9VfhVyoWvhUyLt74bX8hn/mS+X47mz508qBSx1W34qI2JDg0WZS0bbdmAO+
C0fks380/wBnNOgQQCDUHcEYXFdirsVdirsVdirE/wAz/wBNTeVZdM0a2lub7VpEsgYg1I45T+9e
RwCETgCpZtt8lHm1Zr4aHV5jpukavb3VpYebvLeoajoejRXVpaWlvFLcqJJXEkUnJAgkHpsYg69C
B0yd9zjCJFCQsBGHQI47u6Ot+UtWv4bm0s08uwI0lw9oiCjxPcK37h/Uo3xdBt82/NPDvvEnlSXN
5Z1ltR1JZtJvhLNPrJiKWDyTlJnm48NRaioHVthQ+p0H265r8USMt+Z6PS6zIJaYgH+CHKXkP4eq
jH5a1c6dcQ/oO8WxjvbOZbxNNdHkMcMq/vtKdmjlVeVGMfGpNSWzY28vwGuW1936Hqf5b2WsQ+Sb
S2ktRo00c0nGF0lJMPqFuQimkZoWep+Emg/l7ZVPm5eAVHcJwLGG843EdsZXJQNLfCRTRGDB1hkW
ispHIfCu/hkKbyaSbWPLvmVbmW40yaOS4mt/qyOyBERS/M1IlDr0pVQeo8MqyYpE7Ho2QyAcx1Xf
l7+Xdr5SF9OZVnvtQkMkzqvFUDO0hRakmnJyd8nix8ApjkycRtmOWNbsVQGu6ZBqely2k7vGpaKV
JIhydZIZVljYLRq8XRTSmLdp8pxz4h5/aKP2MLn/ACw0O5tY7a5vb6WNWPOsABaMpHHw2i2+GECo
33ORp2ke1ckTYjEfH3nv80ZZ+QtIstPitLS8vomhhnt1uBES/pXMEUDjeLjX/R0YGnUeGFrn2hOc
jKQibINX1BJ7/wCkULYflh5b09SlpPepEVuV4NCXp9aQxkhmiqOKkU+XvgO7PJ2rlnvIRv09f5vx
X2/5a+XIZ5JDLdyI1u9vDG8FfT5RiJXBEQJZFHw17740iXaeUjlHnfPzvvUj+V+gLpcemQ3d7FbR
XMl0hFuC5MhQ8Hcw8mSqbrWh79Biy/lXJx8ZESSK5/t5qMP5SeWoI+EN7qKVkM7ER9ZSiDl/c02k
jElOldumFnLtjKTuIcq59Pn3Gkdc/l15end5TLdiZ7aK05+gT8EIgVCQY9yBbHrt8bYKaY9pZQKq
NWTz7+Lz8/sDM1u4FUKFloBT+5k7fJMNurMD5fMN/XYf5Zf+RMv/ADTja8B8vmHfXYf5Zf8AkTL/
AM042vAfL5h312H+WX/kTL/zTja8B8vmHfXYf5Zf+RMv/NONrwHy+Yd9dh/ll/5Ey/8ANONrwHy+
YSfzLpcOuWsMK3t9p8kEnqxz2iSo1SpQ1PCv2XNKHY74RKmMsJPX7QlNx5GsbjmJtb11/ULcqyOd
mJYKP3P2VJqvyGHiYHTnv+0ObyRZyRr62ta4Z/SSKSVJZhyMZZlajRv0Z2K1JpX2FHiX8ue/7QuH
kbSWNbnVNZuyE9NDcSSuVFCCQ3pct6770+jHiSNP5/aFreSbZ5S8uva64CqIKyzco2VSpdSYz8Tc
utMeJH5c9/2hXXydpAhiia+1VxbMz2rFpQ0LMKMUYRg7g0odsiTbl6ecsVgUQe+ipQ+RdDhW1VL7
VgLJna2/eTfBzQIQtI9hxHQbYKcqWvyG9oerny/WrReT9HT1S95qk7zRwxO8zSuSLdg8dQY+Joa/
aB6nGmJ1kzW0BV93X4qUvkrTHKH9J6wWQgqWknNNqE7IDyNTvXYnw2xpkNbMfw4/sZh6i+n6lG40
rTi3L/gacvwyTra3pdihLfMmvWugaLc6tdRTTwW3DnFbqHlPN1jHFSVB3fffpi36bTnNkEAQCe/l
3sdi/ODyKys013LbqiQs5kglPFrhWdIz6Yf4gi1PYV61qMXOPY2o6AHn1HTqm2g+evKuv3TWmlXv
1i5VHkaJopomCxlAx/eon+/V+dfY4uNqOz82GPFOND3g9/cfIp9i4bsVdirsVdirsVdirsVdirsV
dirsVdirsVdirsVdirsVdirsVdirsVQesXeoWmmz3Gn2J1K8jAMNksiQmQlgCPUkIRaA13xViD+e
vO4t/ra+UIms1SYy3X6YsxGkkKGiM1KbzAxE/snc4q6Tzz50kuLoWflRZNPhJEGrNqNuIJAZuEbL
yChg0X7z4WND8H2sUqdh53/MCVZYX8pxXF9HxLRw6jboqsyljGzEyKWj+HnxYn4lPHfFURcea/zB
hlt4X8tW0MkrOEMuowL65RARHGvVWdiaH46U3G+yqjd+dvzCivEtR5NWJmXlG82pQBJX9R1WCNuK
r6jxx+oNzTuO+KoqbzV51NhDHpvl+LUdVV/S1Hje2scNuzKGD8PVkdwK7oSp222ocVQ0PnX8xJDb
xReTIridW9PUxFq9p/ozVHVaEmo3p1+fXFC9PN35hiCdf8JRXOoxESGwi1O1R0ikKelz5FhUgy/F
sG9PtXZVbB5288S38loPLEBlR3HppqMLkKgFEZuKr6hryKipVeo3BxTTc/m78x3kubO28p20N+iS
yWqT6pbuZI0kSNHMSBXAfkT1oKUJqRihfe+cPzDgCCPyUss0iOY4W1a1jZnSYoEHJd+UVJKjpXid
8VUrnzb+ZceoJaweUbe4McMktxGNTt0kf4FMTIrfEitLzjqynpXbFLdv5z8/XN7FbL5UigCTRx3j
jUrS5KqYy0oCK0bAxOUBqOhrTFVk3m/8zYGQS+UYU9aZbWBW1G1HJiSTMCzio4DaIDlUdSMVRkHm
n8xJEHqeSDDKHYMranalPTBQK6soNS3J/hoKcR/NsoSiT8x/PtjpAvtQ8mV+r3CW+oyJexosQIX1
JeHCRuEbNStSKfFy44pTJ/NX5nAVTyMKorMU/SlqebB2VVVqClVAepHemKHf4u/MGW8kjtfKEUtv
EWikkGqWxKyjkQGCglfhC1FK/GPA4pULP8wPNs8r258swPcIJeDRapbOjCNaIzlVb0vUm/dgMa1r
1pitLx5s/M1Z2efyfGkJjZo7Vb+3eYskIc0YNuPUPDZKj5GoVUpPOf5nPDFInkyKzSQRsJLrUYKU
eH1WBQ+k6lCpjIIr+10BGKsx0G/vtQ0qG7vrM2FxLyras3MhQ5VGJ4r9tQGoRUVocUI/FXYqk/m7
S01Xy7eadJYrqUVyESWyaVoBInqKXHqKUK0WpG+KvKbTyrawJBHD+W4s5zcFYUm1plPNLb05JFV3
QyhVqp47MPir3xS1Z+QJZC9zL+XQBinvbq2SHWE9G49WNUj58pJT+9XqRQAitKHFXWtjbiCO9g/L
+OCKz4DTZJ9cUCZ0jMfCJnkAoGf0w/xK1dqjFULd+R7i2s5rOX8tLeOyqkEV4+t8Ykjlk5AMjTq7
FHehIdS5pQbAYqmtz5Q1Ex3ET/lrHdRTPeKgTWBC4haKONQ7mRixuPSG4pxFKioxVCx+WrSK3u50
/LsSyShZLq2tdaMjeraAmOIxRyPUxSpGjFR1NabUxVevlWW5S4a2/LqC+05YgNPaPWgxkkiVo2V5
fVbkp9Z1G2xVq9RRVZf+TWmjMU35e28UaLIl1cvq/MVkm9QKyCeJlEjlZKlzRapTFUO3lO5WUwr+
X1oLq49NrO+Os1ScrMs8pjtvrHqUTm7mknYdRiqZR+UL25tYGT8uYoJZxa+rM+quOKLDHbmsXOOQ
COCSReBPVa0JxVJ7HyPDb3U1vH+Vlxz1FYobyOTWGaOJOLeqUuT9r4WWoEnxHYUKnFUZf+SvQ0qd
b/8ALWCWBIxLtrvpRqycIUj9SWQFeMX7ew2pSuKr7nyfEbVjcflxCYL/AIp6Z1/grSOGmUK/Oh5z
SFRxAPfcdFV9v5Ys7n6pPcfl/BDa3kirJeDXVmBFyZkkEREkfqScZTw3HxPt0xVTm/L8x3bSxflo
wSyZGt+GuoqXDQI/pOxY+ovplVUVI+18VeOKtad5btZkmNl+V5eSJxHNDNq5A4zRNI7oZSUkTnPI
iulQeoO2yq2LyOsst3aP+XUzTRQxQqP0q0VuE9O6jBhlavIlHHNeb057/Z3VWnyBq8dp9WP5dx3T
enJBDK+rU4RW8bx2wmUXCiUyrIQxTgFr02ACrdv5YE2pQWFv+XUZn0L00uP9ykoAjnV0URyGQJyE
QSRgxc0PHY0bFUVpfkm80/Ubsr5DS+4KxgvU1RFcyfWXuFgkDSfZ/eKS3pjYdDsAqgpfL93YQGC1
/L61jdJVlks314BjNcIkMCEtOvFiWYCtQ/DYAsKKvVfJnlPSfL2mj6nYiwur2OGTUYVlllX1kiCE
L6kktAtKbH78UMgxV2KpD58079JeUNTs/qbagJIqmxSdLQy8GD8PXcFYweO7eGKvLf8ABLxTpJD+
WsskyWySW9oNbPpB4Wt+P74/Dz+AUBc7R9PiOKVdfJ1yRILf8tY3joRaXC63+7ZfrpkSqCTpT98S
D/k0xVTm8o/U3mkm/LKJLOeP1rm4l11ESKRkbmkheRv22K8lFKHFUTJpJvPrsNt5BgvrG8kDtMvm
BTHLcUZgvGrcG9O6kYcf2falFUBpPkTTk0W5aX8uozDGs6epb65+6mESShXJadvTDNI6NyclK+1M
VRf+C4GuLGa38gq9i6NZcv0pJMzW7rLGjxSpMyiNoJi5Zl6/D14tiqhN5Evp2hvV/LV7aaFEb6hH
rdusTuskScGajEBUgR6qR0p1JxW0Y/5fiCK3SL8uIbhbVZVtUGrGEIjcU4yVeTmzoW33pT/KxVbY
eSZ5hJa6h+WwjtJJUkWmsVCh/wDSXDD1nL8LnwoGr9mg3VQFh5J8y2kNxJeflzBqElzDyKR6v9Xf
1ZVRbhZKyvFU7lDGqheO25xW0U/k+6tr+HUovy1EUscy3Uki6sZ3Nw6SvyQByAUnkpVo2Uhq/CF2
VUYPy6v7Gah8gJqa6ephs55dVVJZ40dlhJ4yLEjhR6nL0h9oCilalVWHlFLbW4UP5Zs0sUM9zp9z
FqspRZI41iWB2J9JC6qtOTAeCmlcVQp/L6O2lfT7L8sWt1vI/Sa6OsySx+m8YacMPUIXgyoi8iOR
3GwOKq0H5fXUUcAj/LZQbX6rL+91slppIYmjUlo3RUeHl19Ng1dqdlUT/hLV0maOH8uVSz4SIsZ1
k7mUziTkRNTi6MOPwEqXr2xVfbeRp7WKWWz/AC7SC5i5/Ug2ssfiKpZ/GRIeStbcmI8BxpyNcVS5
fIepHSL2J/yxiF4vFUQa0zxXHqMizsqmZTF8EYK1eu33qquo+Qbuf63JB+WwivFVza3Q1wMXL+q1
GVmH2majA9nNGBGKp1ofkPQNZvNS0zX/ACU+mIIo5Jrr67cSRTu8srBUZGUfD9v4WPHlx+arJ9P/
ACo8gaddR3VnpXpzxXY1BG9e4alyKgSUaRh36dPbFDLcVdirsVQOu6ZpWq6Rdadq6CTTbpPTuo2d
owyMenNSrD6DirEbr8rvymullW4sYZFmp6gN5PSqqVBH77Y0PUYpbb8sfyoYqfqUKlJVuF4Xk6/v
EdpFPwzD7LSMQOm+Kum/LD8p57lLqayge4jCBJDdTAj0woUgCUCtEG9P1nFWv+VXflP9anuvqUPr
3MbRTt9cuKMjIEIp61B8IpUCuKqq/lx+Vi3z3y2VuLmRHjZvrMvHjK5d/g9XgKsxNQMVU/8AlWP5
XLczXUNvHDc3Bj+sSrdyEusTxyBCHkdeJMKg0FafPFU58t6B5L8tJOmiiK0S59P1h9YeWvpLwT+9
d6UXwxQnX6S07/lqh/5GL/XFXfpLTv8Alqh/5GL/AFxV36S07/lqh/5GL/XFXfpLTv8Alqh/5GL/
AFxV36S07/lqh/5GL/XFXfpLTv8Alqh/5GL/AFxV36S07/lqh/5GL/XFXfpLTv8Alqh/5GL/AFxV
36S07/lqh/5GL/XFXfpLTv8Alqh/5GL/AFxV36S07/lqh/5GL/XFXfpLTv8Alqh/5GL/AFxV36S0
7/lqh/5GL/XFXfpLTv8Alqh/5GL/AFxV36S07/lqh/5GL/XFVb1ovS9XmvpU5epUcaeNemKrsVS3
zJr9n5f0S61i9SSS2tArSJCFaQhnCDiGKDq3ji36XTyzZBjjVy70kk/NbyGgeupgmMVZRFN0Ehib
jVAG4lWNFqaAkAjFyx2RqT/D9o7rdc/mv5AtpXhuNVEUsQYyI0FwCOEhiYf3fUOpFP4Y0seyNTIW
IfaO6+/uTPQPOXl3X5Xj0q5M5RBICY5EDIQp5Dmq/wA4Hzxtx9RosuH6xXyTrFxXYq7FXYq7FXYq
7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FVO4NwI626I8nJKrIxReBYczUK+4SpApudtuuKvD
tT/OLzDHrGoW8F5olrdQM9u7SWeoi4WNHYwyu3Fg0Kl1VgFJ5FiBTfFlZquip/yunzN9RZrHUNDv
3gPpPK1vqacmDmNVblFCgkf1YOlF+3TYDFDObT/lczy+tMdDjid3rbSLc8kRZQI+JjZwS8QZiS2x
I22OKr7SH84kgijuZtDkfkDNMpuQ9CyFgv7sKerqPhGwXuSQq63H50+ifrLeW/W9OQj0xfcfVoPS
G5rxry5Hr0oMUOnX85vQjeBvLxufSUSRP9dEXq1PMggFyKAceneoxVDXcX52rZh45tFkuIDKyxwi
YevQr6CP6q8QCOXqcWX/ACTil0n/ACvJ72aGnl+O2CvLaXMX1oVZXX0op1fmaOtefBfkw7qEXLH+
cK3t9JBLoUltIzCwgl+tL6aKknAuyqSWZzHz3pQHj1xVHaCn5jLqTnXpNJbTSSyCzW49cfaCr+8o
tPsmvz9sVZLiqS+btPv73RZFstUm0iWA+u13AnqPxjViV4VWu9DTvSnTFXktx54v7mOMf8rEaG3k
Mkt6sukvbXFqkcRn4AwxSI7JyTbmA1KVflTFKvceY2hurmZvzOuobb1TPBBJpDyFHAYijoKOhjhf
90R705UxVZ/iu7E2oWeqfmTMZrX947w6RJEIrZ2iZfU9NImEjAOq8SSAa4qqah52KzPJH+YFxEtu
eaMmjvLEJLiQwrDxJDuawyen6g4/EDXZcVQA86avYvPGfzLP6LtreONr2TR3mmiukk4SF42hJkRu
DKaTMVY9gMVVb78wpYNYmt9R/MaWytqyS2RGjHkwenCixJJySIKTWQjkTutBuqqv571S3tmvtS8+
TWbR3E9tfJDpCywwAO3ok+rFE9QsifYU1716hVuDzfcWErmT8zZ7pJ5Vry0TkokhJ+sqA1WAdYXo
qbKPsipFVWrXzbqgvVsbb8x2+pktAbubSi7m69aOIemHjlDoZWKnlItAfh2FVVel+UdB836dJPNr
2v8A6V+sNJJ9VECokTOU4BJAQSqKhFOIBLE0xQybFXYqp3BuBHW3RHk5JVZGKLwLDmahX3CVIFNz
tt1xV5yPOnnFdUvbWbWvKCxwTgRIbm4WZYGLKglDHj6nJoxsab+4xSl+n+c/PP6Ie+Go+S7KaZ5E
uPUnniT656gVC5DtXnEhND8XT5BVUfzt5yCyXKeavJjRrAsqIbqT0+VRHIzMGLemH+yQa1ND03Vd
J5o8/SW0+pJ5p8qQrAIKwG4b6qjEFX9Z3USp6kvJQKg/CO/IFVDr5/8APMJMb+YPKEsj3UcbRyXE
sLxxhnS64CRoOaROlI2AaoBryOKo6Hzb52jZGPmTyrOLl7WO3ikkmUkUZJmCpRw8kqsFBqF4/PFU
E3n7zlLex2qa/wCW0tZZDAt4JJImr6THkGnX05C0irwMasGUnbauKp3p97+bWp6dFqVjqHlq7VYp
PTWxa4ltZ5xKycWmPIhUQfskHnWu22KEWR+ciXMFw/6Flj9SJZ7KFpwnpU/esJJFDhqk8TuNl+H7
WKWb4odiqE1OaxS0eK8mEMdyrxA1ozfu2dgniwRGbbwxV4vf3H5bNZRqvnLXrrSbOzae40sNcMsl
sY44oq84o0AT0qgNvyNdjillHlX8wfyrttCSyttan1K3uZJPVe9huJ5ZJGKCQSkQgMSZV5Gm9a+O
KpnJ+df5apxP6WLAmEEi2ufhFxE00RNYxsyITt074oVIvzj/AC6luGgGq8XWP1RzguE5KIxKwXlG
DyVGDMtKj78VpZL+a35aX5j024vRPDqKlI4prS4aKdWTkykNEVpxO/Lb8cVpu1/OP8snWOK21YcP
SSSNFtroKIzIIFp+6AFHIWnbFXP+cfkZUetzP66RRTrbG2mWRknYIlOSqv224nkwoeuKaQq/m9+V
2owNq0dx9cGlo80Nw1nNzRvTcusLSxqQ5RCDQ07VxQvuvza/LG8gt2u7j6wjGK4skks5pOU2zR+m
DGw9RSwofHodjRTSd+U/P3ljzU91DpFy0l1Y8frttJG8bxFywUEkcGrwP2GIxQyLFXYqp3EskcfK
OFp25IvBCoNGYKzfGVFEB5HetBtU7Yq8z1zSNXvrqRF/LWxYxyLPb6j9btV5yrOKGRIxDIy8EWRl
Z6GgU1pilC2Vvr091NHcflXYrE4ikvY5Z7Ng10GCK0bOrR8Uhq3wA0JpWtcVXyaJrM8TSJ+V+l29
3clUm+sz2V3Esa89hH+6AFY0NFpu1SKg4q65tPNs/K3t/wArdItVkIMtxcXFlPEVWUPxMKJEzN+0
KsAG337qsl8t+WtM1O1N15g8j6Zo19EzRQwFbS8b03HNmEkcahQzyv8AD33PfFCdp5O8opIsqaHp
6yI3JHW1hDBqsaghdjWVz/sj4nFWx5Q8phI4xoth6cW8SfVYaKQKfCOO22Ko3TtM03TLRLLTbSGy
s46+nbW8axRLyJZuKIFUVJJO2KonFXYq7FVsxYROVqGCkggcjWnh3+WKvCbzzZ+YCu8sF55mutRs
lti1tFoECoyzxGTjLCJ2pyKMGfgShoBXupX6j5j/ADTttOkaW51mS6UelyfQ4BbGOV5AZJnBZEEa
0Zj6fRR05mirr7WvzVt2totLv9dW1NKRr5ZtOEUIjEoVSsvVUb00XjuwoSMVVdb81edra5S5ub7X
7C1W5gVF/QtuIBLPKQCJWuuXpkEx8HrSqnjiqUnWvPt/crYB9Zvo9OndLm5bSYHvLO9MSPHLEDIW
9M/EQTKnwuVI4imKosyfmfDqk95LJq7ausUiRXUWjxLBxjUx82aE0leYpGwjdCFHRjxxVW/xH+Y1
vp/1u+1DzDZXz28Au5P0JBNB6jAH90sssaKx9Mx04LVpBsdsVRa6t+Y80k8z3PmKK5jEhhiTR4RD
zYAgcmkZWFJFAJQhSjeJ5KoO5vvP95p2nyau+vXswETKi+WrNpIbkn1TOjNKvplVrFWgI69cVZd5
F1fzjL5h9HVp9Ym0/jNBFHe6TDaQ8ldjHM1wrtIKJEUANeXJT1rRV6Rih2Kpf5gi1ibSJ49HnS21
FinoTSEBR+8XmKtHOAWSoBMbb9sW7TygJg5Bcfx5j7wwS985eaLL1DJ5k8qeoOcMEUtxIvJkloWZ
VJcycfhZF2DYhzgdFtYyf7Hu5D4tah558wmWaGDzD5WghmjJtbkXErsnH0S7SOeUK0WWq8utV674
ogdGKJ8Qnr9Ndfj3fagrbzx50SxjFv5i8rahKsxhkmuJ3jdy0v2xx+rJwSOWKnFTyBqC1RUim29B
KRJGSI8q7vOzubRGp+e/M/o3scGveW4mEay2t1A9zNxR5KJVgs0bOyulEFSa1pSmBrxnRAgkZD3/
AEoWy85+dpppJYvNvlG6WoPpC4b0UMmyR81Abs1AW5fRh2bTPs8iuHL7/Tf30y/R/wAxfLMmmxtq
OvaXJfIRHdSWU/K2aUgGkLMauPjUbV+IheppgdVl4OI8F8PS+fxpME88+THhhmTXLF4pyFiZbiM1
ZjQDY7Et8O/fbri1qSfmJ5FkkSNNesnZ4vWTjMhBTkE2INOXJgvH7Ve2Kt/8rC8i+gs/6eseLokg
X14/UCyIZEJjrzFUBbcdMVTXS9X0zVbY3WnXCXVsHaP1o90LL14t0YeBGx7Yqi8VULx5IoxMJUhh
hLSXJdC9Y1RqhaMvEhqGu+wpTeoVeLah58uzYyvYfmcDeyQp9VifRCkbSSgvCQfRlcB1jYNs30Hb
FK5vOMmoILS4/Me4tXkV1DQaR6ZEgmCsFkQVpF6qxEkAGnL3Cq2f8w47LXJ2tvPV1d26IJdRhGlK
8MO6vXlPJEyBo+VFjBHfqN1V9v5ou306KxP5i3Mclby3a5bR+TXTyTm3jaJlZ3T0pDRKMK7dADRV
Qbz9Bb3zRJ+ZF3HPcqf9Dl0hXkiSvJJeUo9OkcIo4XdutOdcVRlv59kjkaCb8yfWNsjfWZf0G6Nz
9RnU8BEVKmON1qrdQOpOKoe/86zM+nyf8rIujbei149xBofGMRLblRLKaKeJdHcLRhXYrsMVVJvO
7RXF3aS/mJdF7yj2syaMqpbyOVMa0I5lVWSIMrbEnr9oBVFaF5ivr3UorO0/MaUz3dzGkVrcaODz
kHqNMiyPUKr+kw+1RKfDsVqq9ixQ7FXYqsnt4J4/TnjWWMMr8HUMOSMHRqHurKCPA4q8tuPKfmu5
u4xJofk63kZ55bKG4tWa6HCVmDigkU8l9NnK77noaUUoJdB862ckmnXmjeTiILBJZdQngVISS6Ap
IilJAnKMkH0gvwr3GKopvKnmm01Bo3t/JloZwosrf6oUdKPGitGpUMzOAqGpIqqUHbFVtloHmv6y
9jJpnky0uYpxGmnpCaSwhUdH4ANICERyo2+yNqDdVWk8mebvqS2Flpfky0mKFnMNo9EuknY8o4mR
loLdoz8W4evamKqOpeXNeheOOG18k2bW87NLZywERvJcVaHnVA6yH0kf4aFivcAYqqHyt5tnt7oW
Ft5OkSaaRbWU25b03LOeC8I+PNKK/wAQY8uVdqUVWf4Y/Ma3eC2ksfJLcJR9TluLef1uPqmTkERI
k9TmQ3wUHL33xVE+U/LdydTur7zt5e8tabFbMsFm9nGqSPKV4hpAzvGysjfuudHAJ2Fd1Xo+n6Zp
umwfV9PtYbO3ry9G3RYkrQLXigA6KBihE4qp3IRoJEdlVXVlLOAVFQeoOxxV5TaTvZ/o/TIfzVs0
aMerAgt7IxyRgpGY+TSMtOQfiobauwogxStjvdYN1LZ6Z+ZmkwabbKXjW3t7CSRIyGKARKoQ/FKg
PFv2R3egVT3SPMWlaZqJvNa8/wBlqkNxExtLatvAEik4yLIRDIVZVWNv3hXoeuKp2fzJ8heoqJrt
pKrV/fRSCSEcSgblMnKNePqrWrbDfoDihq78/wDkLeKbV7O4CrHNxjYXC/EQ0RHphwWNOagb0HLo
K4qrL+YHkcztAddsY5VUMVknjjqCvM0LlQSq7sBuvelcVan/ADC8iwCsuvWKL6hhLevHxDCleRBo
qgkAsfhqaVriquPOnk8txGu6eWqRxF1CTUcgRQNWvwN9x8MVUZ/M/kOWSyu7nVNMMy+pJYSzTQCR
aApK0Rc8lIoyvTpuDiqYaX5g0HVuX6K1K11Dgod/qs8c1FYkBj6bNsSpH0Yqj8VdiqncW8c8fpyc
goZH+B2Q1Rg6/EhU0qu46EbHbFXzr/gSG21TVNUbUvK94sd6908f6SuEIk5XAjM49RFRllkQmjD7
J6kCqlWXyToLuiW0vlDhbS/WrcJqmoxyraKzB5RzmkQt6ccfF2Vo612K9VUsXyR5e0+1nt7TVPLI
nigmsryb6/qD+r6obixCFk9SMrG0npABfiLACmKo+TRdFmt5rBpPKnpNOqQ6pFf3MnN78yxzFTFP
I6ycFjAMiBKhv2RsqrzeSbW7hiuHvPKVzdXZI1OGLULzhcJNcO9YXEqyCSR9gFZULVXpQBVdDplv
NdwyLd+Ura/nR7qWBry+ULLcKgnZnWUj1PrfBQnPZRQb1wK6fyZ5TtoZptO1PynBq0iW8KX02o3D
BIzb8JeCmYqCfg4fD9kmp6YVUNY0DSm1S6uY77yr+kNUnMtwv1vUJLd/rTcYFZ0LrGWSSR6Lx8ac
K4qq2vkXS0ittKi1fy5fTtcAWcjXF1JNcWt04JjcwuEVn5qtY16MvSoqFevflxoF/oPlO20u9tLW
xmgealrZSTzQKrSMQVe5eWU8vtbnatKDChk+Koe9trWeIeusZMfJonlVXEblGQuOXfgzD5E4q8Wb
yt5XgaGSfzv5caSMxPFING0eixrI3woVrx5Ny3rtQkdGxSiD5R0RZbm+i87aOohaY+mmk6YWihO3
D013Z/UkiPLhVvgFNxVVD3fk3yjO1zdP500kpMIIuEFhZfuY7gBYkdEY8ImqrUYBe7bFsVaHlHy1
bXPxefdFXSpGcXFl+j9M9AlJPij9QsyQqA6oyLxr8zirPNOb8rILeKxll0SS4t/SillMVpAks8aL
DyjWgQkc+FEJ414e2KrY5vyVuY4rsjy//pBCxPMlnG7NPGAFpIFeskfHYjdadsUIe4vPyOMhlkbQ
53dfR+rosE9VY+oSLdA+zbMXCbihrSmKVddW/JdCbxJNCEsEZuGZUtvWjWMkVZQvqIwaQjiRy5Ei
la4qsST8lHvnvK6GtxBHGTLILdEVbhS6FedI+bqu5HxU67UxVkPliDycIZpfLVtZQwxO1tM9jDHE
vJDyKfAq1Hxch2NajrihO8VdiqncSyRx8o4Wnbki8EKg0ZgrN8ZUUQHkd60G1TtirzPVLXXRPc29
r+VOm3VvNzMlw9zpwWXjK7gPG0fIl/tCvRm374qgdR0/UYyuqH8orSSewhEVvCl7abxzxgTIIIo3
R+H2BVTtWlBilFi21O2uWS9/LXSCs0pS3nE2nwmV5OPL4HEhLGKvQkngexFFWtPg1aC+itH/ACv0
qCKeRVKQ3GnK0EClT6jDjWUeo8hAVFpTxOKocXNzp8EIt/y000xoXNrapeWMsxaNPrieiESRjxmk
YcVHw1Dj4cVRV9DrkzSWUv5caYyy+olmDd2SOqJKCHHEB6tUyjhQqR15dFVJ9HuUYpqP5aaIllHK
0cN5PLYlY4FMccIYOjM0ku4G4ptiqvM+rKWj0/8AL3SprNeBcrcWCgzxII/qhWi8ZUb4Vc1ApTiM
VQ9lc6/Y6jY2zfllp8Gotbm4hu7aS0VLfhJGpTkqFV9NeJB9VefH4abUVel6LPqFxpVtPqMccV7I
gaaOIhowT04kM4Ip/lHFCNxVQvYLSSLncxRSCDlIjTKGCHgyltwafAzAkdicVeLXb+nbrIjfl9DA
kEck0aBEkf05uMsXGZeIjIMiCvEhzSo3xSiXP1+7RrfUfI9vEqRrLDCsJmaeiySxy+qslFV4aqAA
22+64qllveNcOYJT5E0qZWIW3H1bjeRBUjt9lNzyikAdeIKuBxxVEXF7DY6Jcy3U/ke7jtpTdPEs
AZpowFDesiqircVQBRxFSo6UOKt3Oo3VrEk5H5fPJJGjQ2kQ5TM83HdfjAK+tVmK1qB4jFUVpHlb
VdYHq6db+TtT/RlwWgkiRjGrNFGE5x2ZWM0UuqiVeS0U++KooeS/PttqGnqvlnyjdu215qxswGRV
jQGpHovyY81XhGRSle9VUU3k/wA827n1PL/lW/trqaOO5ghteFI3eMyyN6gjBCj1NqsfsbE8qqpv
5c8k3Jup4fMnl3y2LEQxeidPsx8UgBUqfVB+FBWnw9GHvihmdjpmm6ejpYWkNokjc5FgjWMM9AvJ
ggFTRQK4qicVdirsVeH6p+SVyNQ1XUbq10M2N0zTVubrU4gknIsJHMUsS/EZG5702Wm9aqVJfyx1
Cxhjtb0eV47K5Roms3udQRDbzTRkGJml9Uu7ItGLkKx+EeKrPpfyh/LK3Nvctpv1Z7No2trgXd1G
0bRqiRlX9YUIESfdihC235K/lTd2I/3HLqEUsn1h7r6zMTLJQ/EWikRD9o7AcfbFUa35TflnM7Qn
SomkRY0eNZ5wypG4kjUgSVC8gDTpilcn5PflxHx4aOFCKioBPc0VY5DKoA9Tb42r798UWpD8sfyw
WT0/qcfrRKHAN3PzWO3aMA/3tQsZhjHhsK4pbX8t/wAr7W7e7+qRR3MEUUMjtdz1SNnrCGDS0HJ/
s16nFW4fyZ/LSONFi0ccFQxofrF0TwYMCKmUkgiRvvxQzC0tbe0tYbS3T07e3jWKFKk8UQBVFTU7
Ad8VVcVQ999aMPGCOGQPyWb12IUIUahoFbl8fEEGm1d+xVeITarKt+jsn5eS2cqvBNcorM0biIyK
ZifswtNT4txQjxrilM/LHlTW5lv9Y8vQ+VdUa5kQpqMqXEiG5gf02KrEkcKqsRYK0SipO5IxVHXX
5beZptRsb0aF5QD2UZ9KkF4irK0fEt6SFY3FUTjzBKgbHpirn/LnzenOe00zytDf3xjOpzGG6kQG
OaShtophLFGRD6Z+x9vlXscVbPkHz6tyirYeVHtYXV4JjZlbgLXi8dBA0aqI2bjxFa0BJFcVtG+W
tA/NLRYZbaC38tw8vTZ7mGCSESVjbkONusFeEnSqD4T1riqMnj/Ow21rKJdDF2rgXcEH1j0mWpoV
Mq8qbrz3rx5cfipiqtc3P5xfpYRW9pon6OlqyTM1wxiC+nVJW5IzM1ZOJSOmwrTFC2CL86BNCLqX
QWgSWNpTAbpJHjMbCVTzR1oJCpWlDxFCa74qmflqL8xProl8zy6Z9WFsV9HTBNQ3Bkrz/fry4iPb
7XXt4KslxV2Kqdxbxzx+nJyChkf4HZDVGDr8SFTSq7joRsdsVfPkt35bTzFqn6R8mWHqqWkiuYvM
CBpIlvFqrRpK/wC89Us/HZmI4ha4pVdOu/JGkeXoZZfLOnJHcvC9zEnmBJBH60vHkPUmkYsjQivH
uD0ocVS/TrjyjFHMzeVtI9L6rNDeRw+YOLtbtO08rQfvnLpGqAngNzXiw4lcVRT6x5Jn/fSeSbf1
zBS+J11FRAyN9XWKQPwl9VLkcitGXmeQ2qVWkk8lLa6ebDyfpzRhuenep5jVWYq7sRSSRWD/ALtO
JfoWA7YqqST+Q7i9aDT/ACxp8liknCG4n19F+sQqrXMvpK1wo+C4CqxVnH2q7Yqg9O1PyrJfvd2v
luw0uy05JIo1k8wJD9bUiZEZZHkT4H5staENzqWNBiqrFqPkr1YAfJ9qLSUgQAa1KpT0Jo4Y/U+L
Zm9D4FYD7PHqcCsi/LfV9T06yurTy/olob2/uhKbQ6rBKYoIoYwFS3YrKBFF6cZ5NyqQ/wBk8cKv
QtE17zzdXcCat5XGnWsvESypewXDRExs7MwXjVQ4CUWp35dMUMoxVQvJp40X0bZrkuWUqrIoWiMw
LFyNiyhdqnfpSuKvMLvTNekheOH8qdHSV3SEyvNYTx+kPTHIp6cDMFVaceQpxHUUxSj7TU/zE0i0
RNF/LqztLIEM2l29/aQMZHUF3DoqxLxb4fsktSu21VCLvvOn5j2gidvIztEWRZWiv4p2q83pUVIk
L0CESFitANjTriqmPOX5piXlP5E9KNmSGKEajBKXd33kMsasI40QEnkm5pv2Kqrpvm/8zLuaRZfJ
P1aGLl++kv4RzZRQxKhUNs+wk+wwHIbEYpaXzX+awu0VvIqPbTEVYapbK0A6NyqG9Qn7Q4geHvih
VHnD8w/rCwHyM/OsZkYajb8AjyujsHKBG4Iitxry+Ibd8VRPl7XfzEvdaW31nyxFpGlrG7SXy3sV
0XcgFEVE4stKkMSDX2xVl2KuxV2KuxV2KvMJfLHmi4uibzRvKdnLdystn6tuWu29OWWYdVkR2KIk
mx2+JqeClMvK3ka7eK5t/OHl7yubYCIWUWl2hYfBzr6q3EYX4eQ4cR3OKE3g/Ln8vI7uaeLQNOMx
QQyR+hGyIlG+FIiCkfISHlxUcq71xVWk8ueQI2NtJpelIysiNC0FsCGnCqilSvWT0lA8eI8MVVYf
JvkkRCODQ9NEUTEKiWsHFWDcjQBaAhxX54qhpfIfkC4ngT9C2AlsHMscUUUcfFpFIbmkYUMrBzVX
BB64q1qfk/8ALqZFsb/SdLX1lEccTQwRORvQRkBXH2T9nFVWbQ/y/wCM8s2n6TxtSiXUjw21Iijc
4xISPhozVWvc4qqJ5c8naXqqawlpaWF/HE0KzrxgHCV0U/ACqVZgi8qV6CuKpvFeWksjxRTxySxk
rIisrMrLSoYA1BHIffiqriqhe39jYwG4vrmK1twQpmndY0BOwHJiBvizhjlM1EEnyW32qaZYKGvr
yC0UqzgzyJGCqU5H4yNl5CuKceKc/pBPuCs00KSJG7qsklfTQkAtxFTxHegxYCJq1+KHYq7FXYq7
FXYq7FXYq7FXYqp3FvHPH6cnIKGR/gdkNUYOvxIVNKruOhGx2xV8+3XlbQItfubiT/CCyzzXM1w8
l5qjTxyxyNMhb97xRivxMnwct+NRilq48qWmp2wjmu/J0UcSpK1st/qET/veE84nDyiRVYxs4HFW
HEVanIFVB3PlW1iuYS2qeVJzHc8tURL64jhS3nRomVy0uxj9aZ1/eB6t36YqjV8pW0EjQC68n/W9
VPovaRXmpSI7TlVleizNIOU0aoDVRUUryamKqFp5P0huM1vqflj6pcetC2m3F/eon1VfTLcVJiuG
kSG3iNWan7W44nFVlxodpNepYrJ5cinnMksWsrc3yxRz8oZRH+8nHSVafZIHwITyqpCt3ugWEcEF
xpreVJYp5J5FvbS7vJJ7eNoW4yrFJcO7/FEyuqIxIXZevEqr3fk7Q5LiS8i1LyhaPpiPHD9X1G7c
oQ0jhJlaVh/dpv8ADWvKlKVxVDjyjYWvpQaiPKU9lJJFE+m2OpagsizGaNXdayGbl6RVe9Dx+GlT
ir2ex/K/yLYX8OoWumBLy3uGu4ZjNcMVmcAM/wAUjDcAVHTFDKcVSnzNp2l6lpv1LUYJ54ZSwRbb
1RIGEbmvOIgpVQV+I8TXietMW7BnlilxR5/P73lN9D5GDReh+XPmKWVoxMA0N5GiIwadl5RyyASA
u1Ep9rbbFzR2xqR/H9kf1Iy0h8kTrNPJ+X/mGAXbSM3qQXBkIm4xyFlE59Pl6nQdhXamLH+VdRt6
uVdB05dEd5S8w6BoUcg0nyJ5k08TCOKblaSyKeMrBaerMXopmZ68R8PypjbTqdblz14huvIDu7vc
GQH8yJKyBfKuv8op2gflZUBCCrSIQ7clNPhI2JxcRCp+aF/PcpFbeT9cWN4ll9W6tJIOJ9Vo3RgF
k+IKocb7g9sUs2sroXdnBdCOSETxrIIpl4SJyFeLr2Yd8UK2KuxV2KuxV2KuxV2KvNbnyV5me5na
bS/KTmedhFdSWb/WHjKNx5VRl9Qc2Hf4a+JxSlMHkLzGdWvJ1g8pvrVwhjv7MRSPDGlY1hdIGRmV
vq5l5cupbuvRVfd+RPNht2sb3Q/LF/bajcJ9YtbaFreRI3ljaeRXX6sxCAvvUt9jqeXJVVsPKHms
XIhlsfJdxcMHdVFtIZo4BKnwoQodlDhyWYk8yMVQ915J/MeX91HZeSWv2Z5HL2knOKFvTHpxD0m+
BuJDFwTv8sVTjyp5Q1GPVXXzVaeWZrCT1l0uKwtoxNJL63qlnEkKAtGq78D2qRXfFWSWHkX8v/V/
SNjo9g6zIixtHGjwBU5BTFGKxJ9tt0UVqcULoPJfkCDUZvR0fTUvrkCaWIQw8j6dV9QR02/vSCwG
9d8VVF8veRG1AwJpultqMbeuYhBbmZWXgfU48eQI5p8XuPbFU99ROZj5D1AAxSu9DsDTw2xVvFUJ
qcrxWxmF3FZRRhmuJ5lBUII23qzIq8Wo1TUUBFN6hV5o73P1wS3X5uWZlWLgkIWxhTilPXcxpMoY
n02+I/Y3pTFK221s+pCT+a9pc3M3pIPTtrQqKcQecauyx+o3d6daA4qs1DVtbgXhD+bOmtOjelcL
9UsHdKSklxFGzuzKo4MpoAKsSOOKottQvo6wp+almPWaWWKX6rZSCNOC/C0hcoOLzIy8zuCF3xVA
W13qVnd/v/zStSsPo2KAwQytJNNIJHkkRnIT1CGRD8Sha0IGwVVZNT1y3hjcfm1pt1IjtKIVsrFn
nQIrrCBDJI/2WqWRCaEGniqnvkvzpp8NobfzD5xsNU1KSX0g6iK2iSWNVjeBHpEsjNJV12BIOwoK
4qyF/PXkhEDv5h0xUPCjG8twP3gJTfn+0FPHxpihPAQQCDUHocVdirsVdiqncW8c8fpycgoZH+B2
Q1Rg6/EhU0qu46EbHbFXhmo/lJrltf67LBp3ly/mufWvIYprjUYrgC4YI5dBMiKpT1KPyFGJoabY
pVrb8u/MOovC1rpPl2WwklufWlS61CR4TIJSjt6dy6n1Y5UPFSacuw6KrJ/yT1h43tJE0SzLGNFl
t5731jCwe24t6okBYwt8Bp9okbjFbRL/AJTa765u9WsvLbPOji85z6mFIBjZuJZ1LVjiYlnrxNKb
VxW0MPyhvylhGV8uwWUhkFrBFcagwnSWN+PpvLI7E/vmagqPD3VRGo/lB5guTdSP+gyJeBuJTNqK
GKQIGmNfUbl6jxxBuZ+wOxxW0qt/yn1z6+LmAeX4dPkthbwpDd3jWskymNrRA7O05kEkaFtypUKA
CScVek6d+T3keLT7aK70xHu1WB7l457hUaeGNE5qA6gD92NqD5Yrat/yqX8tw8Mf6JQSQv68K+vc
cgVRIqj95XiFjReP2cUK+ifl95D0m5todMtQlzpLCe3iNzPK8HrCUA8Xkc8XMkpAbapYjfFWV4qg
dXggmgVJtPTUUq/7uQRFErC6lm9U9GBMZoCfi6ca4q8ffzL5euL6B7jyR5eWGHiDdLq2mOsYvI2E
pliRfiXgXJrUEfF8lLdv5m0aGLlc+TfL8NwZoLl7iDULC2hkV5WdJll40cqBE27fHy28MVXeW57f
zBDNdaL+W2jfWJbhvrV7NcWd0qGWWVJpKFEldGEfwcSFbl8JopxVO7K216YKtz+VOnWcHJIXT61p
8zGAsnP4VjVQq8VanI14dOmKrorXzNJJDM/5aaVAs8YWeNp7J5YpBPxRndUCuiRlpOK770G+KpZ+
jddlfT45/wAqtPtr+3cyQzwXVutvySFo2ZxCqjgyhFVJGOx6HhiqLEGuTQy2kn5W2EnpyerxWe0t
hG86sWMchRg0qjiGljYVJ7EUxVCWvlbUDKI7z8rNPkgsXgjsWF5a/vIliMJa45mT1jGv2BKDQHbf
fFWTnzD+aiESR+T7c26kj6mL+EScVt1ZQsleG85ZalR8I6b1xVnMZZkUuvByAWStaHuK4obxV2Kq
dxbxzx+nJyChkf4HZDVGDr8SFTSq7joRsdsVeK6j+Xt1e6nqJvvy2ivEa5nvYbyLWpIxM8tCy8TK
rI0j/F04jpxxSpXH5eatLYIf+Vfxx3EzsbyKLVjz4cJJeKmSaSNSzzvEWo3UsAvw0VU7P8u9UhCW
835cRXMFyHubmWbVhyS6mbj8fGXi4SMnlwRQ37IXFUW/k2CK6ayj/LJvXuWDmQapK0HC1kSKCR35
LEpKVcR8+VBTeuKqf+CdZW1n9f8ALSG6ErShraLVzC7fW6PO5laeSu9Ept9mooKDFWb2H5UeRrzR
bddR8uLayzR20l1p73M04ikgRgkRkWTi4j9Vl22b6BihEj8ovy7Ff9w67uJN5rg/GrtIG/vOoaRj
9OK2oW/5Mfl3CnA6a8iCRZIle4npHwEQVV4upIH1ZPtVPvvirrb8lfyytrj6xBoojl5cwwuLrY8W
TYGWg+Fztiqf+XPKPl7y3FLFotp9Vjmp6i+pLJWjMw/vWenxSMdvHFU4xVCapc3dvaO9pZNfz8X4
W6PHHUrGzKGaRlADsoSu9C1elSFXmNnomr2qM035a6WY7mYpLDW1dyryPEjE1nAQRMvwfZUVGw6K
UdcWOutZ2cUn5aaXcwORBd2Hq2IWNIiFimVnUoUCL8MfGo8dsVVU17zXoMKx6f8AlwluZE4iKwuo
Ah9MuI0Jhh2FSlOQFOR7KxxVGSebfzMf1YrfySFuYvTP7zUIvSb1JHTaTggPFVWQ8amh40BxVdqH
mv8ANCFYxZ+RRdM6uHb9K2qBGWRlQlWA5BkCvse9DuMUOXzF+adOR8pQt6UDM8f12BDNMGcKsbc3
EYZVVviB+112OKVz+ZvzOABHkuP4pFjIGp27cEJ3mqVTlT+TY/5WKEvt/Pf5mzRNbHyNJFqkQCyM
1yht2kWNZG4OwRCr/EikSkK3UnpilMH8z/mc00ap5LWOINEZnOo20nJW4iQIP3dChYkMeoXpvsoQ
XlHz9+YWq6glhqvkibT/AE5Ejvb5p+EKqeYeSNZI1EgVlA4pI1a1G2KvQ8VdiqncRPLHwSV4TyRu
cfHlRWDFfjVhRgOJ2rQ7UO+KsNm/K6KW4uJ380eYqzPLLHH+kDwheUFawjh8PAMeA6DFUPq/5TfX
Zbm6t/NevWt9KsotZPrhkS3aZlZvTWiuFrGBxDjbbFVNPyimkghhvvN2u3HpRLSUXbLItyAqtPG7
+pw2X4R1HJtyDTFLp/ydtm1Oa5t/MOrW1pdPPNcW0U/FhNKUKPFIoXj6XA05KzHkatuaq2ibj8pd
NuITbvr2tC0MnqtZrdqICeSuVMXp8OJdeXTqT44rbcH5U2cMlrJ/iPXpHs6/VzJfc+IL8qCqbfDW
PbcpscVtCj8pr82EsEnnHWnvPSMNpf8A1hvViUzesx5ElyWoqtRhVVGKoiT8sb2WKJH83a4GErvP
wu3VXieX1RGoqWWgASpY/DUU32VVdN/K+20/WbLU4td1ec2kzy/V7m59SNg6Ovp0VU4r8SVHQhFH
vii2a4q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqtkMgQmNQz9gxKj7wG/Viqj6mo/74h/5HN/
1SxV3qaj/viH/kc3/VLFXepqP++If+Rzf9UsVd6mo/74h/5HN/1SxV3qaj/viH/kc3/VLFXepqP+
+If+Rzf9UsVd6mo/74h/5HN/1SxV3qaj/viH/kc3/VLFXepqP++If+Rzf9UsVd6mo/74h/5HN/1S
xV3qaj/viH/kc3/VLFXepqP++If+Rzf9UsVd6mo/74h/5HN/1SxV3qaj/viH/kc3/VLFXepqP++I
f+Rzf9UsVd6mo/74h/5HN/1SxV3qaj/viH/kc3/VLFXepqP++If+Rzf9UsVd6mo/74h/5HN/1SxV
3qaj/viH/kc3/VLFXepqP++If+Rzf9UsVd6mo/74h/5HN/1SxVWrL6VeK+rT7PI8a+HKlfwxVdiq
B1w64NKuP0ELVtWoPqovjItvXkOXqGIM/wBmtKd8VYrcf8rurcfVz5apyf6qJPr/ANnmnD1Kd+HO
tO9PfFVTXj+bbrAdLk0LT4EVTeS3D3Mr8kfkxQ+miKjoApDKSKmjbA4qh7W7/OO6RJIJfK08YkjS
Z4nvnAC8hcAUr8VePEHpvXFVOOf844LO1D3nlqaaeSdRNM10okLhntki4KgPHo2xPEV3NcVVgfzj
SG8F1c+X455FX9GcRdCP1/WSkbsxLFGhWTkAvLkRxNOiq+6vPzakgvbvSf8AD15bF5H0pVa6ZpIA
JvTV35LGZGPogkMF+3v0xVBW8/50zm7aG88sPeK8Kx2QN20UUP73m8vH976rNwUDlword8VUkuPz
2QQy3Mvlu1luSYBaz/WSgmR5OBiKOGPqxgNu7Hp8K/FiqNim/OVLyKO+n8sxrJHMIIY2vVklnW2Y
xj461QTUZwo5BB1xVDW95+essDLdweXrB1AVp3a54ks8yVjo8u+0LDmP2qddgqqon57m5tZLiby3
HbIyi7jhW9fkrPR2HqFPsJ8QHIb9cVbtpPzfSS3jvtQ8ui0lvIXW4Q3HrvZeqXlVQyiJpDGVVaAD
rvWjYqzqa8tII5ZZp44o4P753ZVVKivxEn4evfFWmvbJLT641xGtmUEn1kuoj4MKhudeNDXriqti
qmbi3FwLcyp9YKGQQ8hzKAgFuPWgJAriro7i3kllijlR5YSBNGrAshYcgGA3FQa74q4XVsVLCZCo
T1CwYUCb/F8tuuKut7i3uIUnt5UmhkFUljYMrDxDCoOKqmKuxV2KuxV2Ksf8/Wtzd+UNRtrayTUb
iVEWOxkna2WU+ovwmZXhK/8ABivTFXmF75LS3dLy98hW8FlGXtwsusmN1imH1eRvVNwI25QfEAVq
KeJqFKsfKdu+r3l9ceR1uL+4uQ1zGutxoIbWSQzyzlA67LcqeQPU/ZoPhCqGg8mXs62jxflwrWM8
LR3Nt+nFdUMCssIEyOCwk5FXrz7dKbqqr6NaSRS3EXkOyj5LOWml12ORDbOqIs7hZAOEpTgprVSu
KpbN5Zge4IXyEs168EdnO6ao01nHJLPzkZuD1U+s8uzTAjiBsWGBUbqHkzUv0nDqN35EgjtLcxxf
vtVUqD60Y9ZSZ4ypf4aIxOycdy+FUPH5WuotQtI1/Lm2uJpLOVax696LMXja2neNTPKxjkgVQo4n
jy3au+KoufyBJAAH8irqN5dJKkgfVvq/JZnlmuEiX1ztyCgMat8QJYgbKrLnySuoJMtl5Pit4L8K
En/S8cyKqG4eKSNI5I6tJOyfaZx8RG1MVbk8lPBdfXpfy3t7K39W3e5ebWBIXZyF5IxmjSNomlYV
IPPtiqpZ/lvbywvPN+X0kizOipYyazC1usKiDi6PHRm2iFVetePU8jiqjd+WYjE9kv5cQpczkWrp
+mTcGIyF2pIkboyoIHeSvNaA0HbFUfD5blv7W1nf8uknajl5IdcUqsihJWHJX+KtxDwO5pTwqMVS
XUPINzavdaknkG2geOa3upo/01RnjLl5Y5pJZuEfxqhVloPhPjxxVVi/L+5t4Fnu/IUNpcxyQzLe
3Gr8oY2hKC2i9JLiL7HqtGCXPJlqa8hiqKufy6e60W8tYfy7/Rl3fCGCeVtXE6rDAOaPvKtSrRhf
pBNRtiqjbeXNOez9W5/L8EJJLMGutcSFvql3I3K4eOsQVDyYKrJ28cVRcPlm4uZ55ofy/tpUs440
t7e31r4w8YBaIyLKFUCWBAKp+ya4qhr/AMnT35gibyZZW+tW8Bu7mT9KCRrQyUjUeh9YUclSBD6j
ckJB23OKq/l7Q9V0CPTtYsPy2eG5sn4N6OsRXNY5FYNccR6zPx9V6Iv8x9qKs4t/Mn5mTapY20nl
BLWwndDe6i1/byehGWPNPRVgzsq/tKaV7YoZpirsVdiqUebre5uPLd/FaaeuqXfp8raweT0VklRg
0YMnJONGAP2h0xV5NN5GvDptxEn5W0lmgghcLrkYJAjIPASNKgMRNPi69d8Uq7+R9QuZE1Kf8toF
unIilsjrDMfS5qy/vBIsS8HLPtG2w4jrXFVx8ntE0Rk/LZ5bm6aWX0xq4aOGRVZgnqJQUdraJgz/
ALT9diMVQ0n5aXMlzEp8hCPTI5ADZxaxu8bxG0JkeRnY8IvjAjKHem5FWVeiRfld5IW7S8XTikgj
MZjaWRhuyuCasx5KV2o1NzitqP8Ayp78uORYaOATCLY8Z7kfugqpx2k/lQb9e/XFDV5+Tn5b3iMl
xo4YO6yMRcXKkso4qeSyg7DFbVH/ACk/L52DvpXJ1dJFc3FyWDRuZEo3q1+FjsPo6Yram35Oflu0
bxnRxweIW7j6xcisaokYU0l7LCm/XavXFVVfym/L8T+v+iqymQTFzPckl1dJATWT+aJDTptitqMv
5M/lrLEIpNGDRBxKEM9zx5guQaer/wAXPt7+wxVTt/yV/LmKRJn0157mNi6TyXFwGBM5uBsjomzn
+XpscVRCflF+XaIY00gInOKUKs9woDwO8kbLST4aNKx2613xW0Nb/kr+XMNjZ2b6a86WTrLA8lxc
BvUQkqx4Og25dKUxVub8lvy5luZJzpjKZ3llukW4npNJMGDM7F+dR6jU4sBv8qK2q/8AKnvy9aIJ
PphnfcvK80ysxYSA19N0XpM+wFN+nTFbU9Q/JnyBesnOykiQPzmjjnl4yqIPq3pvyZiq+lQfAVO3
XFbRL/lP5Ea5E5041CGMp601D8ayKxPPlVSm1G7nFNqT/k7+W7wRW76OGhg4CNTPcnaMEKG/e/EB
Xo2KLTXQPInlTy/qF1qOkWP1a8vFVLmX1Zn5qtOI4yO6inEdBiqfYq7FXYq7FWndI1LuwRB1ZjQD
6TikC1H9IWH/AC0xf8Gv9cFsvDl3F36QsP8Alpi/4Nf642vhy7i79IWH/LTF/wAGv9cbXw5dxd+k
LD/lpi/4Nf642vhy7i79IWH/AC0xf8Gv9cbXw5dxd+kLD/lpi/4Nf642vhy7i79IWH/LTF/wa/1x
tfDl3F36QsP+WmL/AINf642vhy7i79IWH/LTF/wa/wBcbXw5dxd+kLD/AJaYv+DX+uNr4cu4u/SF
h/y0xf8ABr/XG18OXcXfpCw/5aYv+DX+uNr4cu4u/SFh/wAtMX/Br/XG18OXcXfpCw/5aYv+DX+u
Nr4cu4u/SFh/y0xf8Gv9cbXw5dxd+kLD/lpi/wCDX+uNr4cu4u/SFh/y0xf8Gv8AXG18OXcXfpCw
/wCWmL/g1/rja+HLuLv0hYf8tMX/AAa/1xtfDl3F36QsP+WmL/g1/rja+HLuLv0hYf8ALTF/wa/1
xtfDl3F36QsP+WmL/g1/rja+HLuKr6sXp+rzX06V51HGnjXCxo3S7FCX6/eRWWj3N1NYTanHEoZr
C2iWeaUchskTFQxHWlcUxkQbDApvPelizeeH8udcaXjL6UMmlRrVo05gNxaRlDk8QeJ37HBQbfHy
fzj81BvzG0mPTo7qX8tfMDTtbC4e2h0ZXIb1BEYgWKHlVuW6g8N6dsaCPHyfzj80OPzBvH09fT/K
vU/0xJ6iJZSWqJbiRVV0D3fplVR1anPiQHHHp8WNBPj5P5x+aKm8+QRW0cx/LbVnatLiNNODMvDm
ZSgC1cUT91sOZIqFxoL4+T+cfmj7Dzjod7rq6SvkLWoI2n+r/pO40mOKzG4AlLs3P0zX7XDbvTGg
jx8n84/Nmv6C0P8A6t1t/wAiY/6Y0F8fJ/OPzd+gtD/6t1t/yJj/AKY0F8fJ/OPzd+gtD/6t1t/y
Jj/pjQXx8n84/N36C0P/AKt1t/yJj/pjQXx8n84/N36C0P8A6t1t/wAiY/6Y0F8fJ/OPzd+gtD/6
t1t/yJj/AKY0F8fJ/OPzd+gtD/6t1t/yJj/pjQXx8n84/N36C0P/AKt1t/yJj/pjQXx8n84/N36C
0P8A6t1t/wAiY/6Y0F8fJ/OPzd+gtD/6t1t/yJj/AKY0F8fJ/OPzd+gtD/6t1t/yJj/pjQXx8n84
/N36C0P/AKt1t/yJj/pjQXx8n84/N36C0P8A6t1t/wAiY/6Y0F8fJ/OPzd+gtD/6t1t/yJj/AKY0
F8fJ/OPzd+gtD/6t1t/yJj/pjQXx8n84/N5wfzD0+xuWtdc/L6/tLmWWddMS0tIrz61FAkzhkoIm
EjC2P7viT8Sb0auNBPj5P5x+aOfzNKJLW2X8vrg3c1rd3U7mBRaQm2Wb0oTOIizSTvCoUCPo4O+w
LQXx8n84/NnPJf0Hz+o7fV+f6N4jrw5ejxpTr8PTC18Ru73f/9k=
uuid:62cc6879-2cf4-ce44-8b9b-f963d90ba82c
xmp.did:5584433d-e6fa-429e-b8d0-b71e0faa3709
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:397ec785-ed8b-8b46-a79a-1181fce8bbaa
xmp.did:5ef7722f-22e3-4df9-8dd4-df389172e71a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:53D7087DFD2068118083CCE2C2433453
2016-02-02T14:52:53-08:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:5584433d-e6fa-429e-b8d0-b71e0faa3709
2021-09-15T14:54:17-07:00
Adobe Illustrator 25.4 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
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-Semibold
Myriad Pro
Semibold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6852.otf
MyriadVariableConcept-Roman
Myriad Variable Concept
Light Condensed
Open Type
Version 1.025;hotconv 1.0.108;makeotfexe 2.5.65593
False
MyriadVariableConcept-Roman.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
green
SPOT
100.000000
RGB
51
102
102
white
SPOT
100.000000
RGB
255
255
255
PANTONE 541 C
SPOT
100.000000
LAB
22.745100
-7
-39
C=41 M=34 Y=49 K=3 1
CMYK
PROCESS
41.226800
34.277900
48.587800
2.780200
C=56 M=40 Y=100 K=21 1
CMYK
PROCESS
55.690849
39.539176
100.000000
21.191730
C=59 M=47 Y=100 K=34 1
CMYK
PROCESS
58.724344
46.631569
100.000000
34.293124
C=60 M=49 Y=100 K=41 1
CMYK
PROCESS
60.415041
48.999768
100.000000
41.025406
AutoCAD Color 3
PROCESS
100.000000
CMYK
74.972147
67.919427
67.049664
90.145719
C=0 M=0 Y=0 K=0 1
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=7 M=7 Y=7 K=0 1
CMYK
PROCESS
7.119859
7.000839
7.217517
0.000000
C=13 M=100 Y=84 K=4 1
CMYK
PROCESS
12.930495
100.000000
84.411383
3.628595
C=27 M=7 Y=16 K=0 1
CMYK
PROCESS
27.463186
6.936751
16.025025
0.000000
C=57 M=5 Y=100 K=0 1
CMYK
PROCESS
56.640625
5.078125
100.000000
0.000000
4
PROCESS
100.000000
CMYK
10.379186
7.959106
5.740444
0.000000
2
PROCESS
100.000000
CMYK
68.822765
33.920804
0.000000
0.000000
3
PROCESS
100.000000
CMYK
59.713125
0.000000
84.582281
0.000000
Global Color
PROCESS
100.000000
CMYK
1.895170
15.756465
96.719307
0.000000
C=82 M=75 Y=46 K=41 1
CMYK
PROCESS
81.960785
74.901962
45.882353
41.176471
C=82 M=75 Y=46 K=41 2
CMYK
PROCESS
81.960785
74.901962
45.882353
41.176471
C=19 M=100 Y=40 K=2 1
CMYK
PROCESS
19.215687
100.000000
40.000001
1.568628
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
C=56 M=40 Y=100 K=21 2
CMYK
PROCESS
55.690849
39.539176
100.000000
21.191730
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
C=0 M=87 Y=63 K=0 1
CMYK
PROCESS
0.000000
87.450981
63.137257
0.000000
C=1 M=1 Y=2 K=0 1
CMYK
PROCESS
1.176471
0.784314
1.568628
0.000000
C=9 M=10 Y=13 K=0 1
CMYK
PROCESS
9.204242
9.805447
13.083084
0.000000
Adobe PDF library 16.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>stream
HWYoG~G5`cǵM¾CQ)RSWsHQVꫯ{9?}\}T4V\x4.ޫ'5{×v_p3[U.5Vg~Vjᝃهkص*`j/n,6{m\p|^+yxRf,E\hF]{6VsfaZ8MݢTW6%\?z8|ÆB]eaCQ^1 k74.[-]-6A#۬pxڸ,ǏsȃFLxdі,|[.+
9}
E?OO7(קs>8[u݂h읞tCuN_:4sŰ{{:a7.:hki1tZs'Ea(f%a*4e_fNMnM0rK7{-0B}4,p
l0._f 2`xx֞DwEˬdCYu%|V1)Nd*zF+yU_U
&$L#8b26 Qث,Fljz.}Dc8H|o9{FQJN@L)+KkQgXCX=-