%PDF-1.5
%
1 0 obj
<>/OCGs[17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2021 Lunch Menu
2021-04-13T13:10:42-04:00
2021-04-13T13:10:42-04:00
2021-04-13T13:10:41-04:00
Adobe Illustrator 24.1 (Macintosh)
256
168
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAqAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9Ma9r1lotiLm4WSaWVxD
Z2UAD3FzOVLLDChKgsVVmJJCqoZ3ZUVmCry3V/zL/Mm9tLvVfJb+WdQ0u1treS59Wa5lW1mYs1yZ
L5Wgs3hjhiaarvE6oV5RhnQMqz7yv51h1TS7qfVYBo+o6evralYSNKTDbyF3tris0VtJ6c8Kcxyj
Uq3KNgJEdQqoN+bP5bLBHcHzHY+hLIYY5fVHFnUAkA+3Ib4qn51zRhfJYfXYPr0lubyO19RfVa3B
4mYJWvCu3LFUi0r81Py61a+jsNP8w2c93M3pwxCQKZHoDxQtxDnfouKtaf8Amt+XGo36WFn5hspb
uVvTij9QLzf+RGais3sDXFVY/mZ5A+s3Vt+nrMz2Qc3kYlBMQibjIZKfZ4nrXFVDT/zW/L3UNMut
UtdbgOn2lyLKW4flGpnYAqiBwpk5V+HiDXtiqaWvnLyndaNLrcOsWbaPA/pz6iZkW3RwQvFpGIUH
kwG574qsl89eSYgDL5h02MEcgWvLcVFGNd36Ujb7j4YrS1/PnklL6CwOvWBvbqY2sFslzE8jTCtU
4qxIIIpv326kYrSaX+qaZp0ayahdw2cbtxR55EiUtStAXIqaDFUSCCKjcHocVdirsVdirz/zh+Z8
Ni93p+j3FjDfJFPHZX2os7W81/bsqtawW8JFxdlGPpS+hVklZEVZH9RY1Up0n8xvzE0vzDd2fnrT
dKh0e3EUk2p6ZJdD6rblHR7ueOVJG9B7sCFWk9L4Q8oEkUckiKs91fzn5V0a/t9P1XVbezvrqht7
eZwruGbiCo8K98VU9I8+eTdYjvJNM1m1uo9OUyXzpIKQooJLSE04qADviqlq/wCYvkfSLawutR1q
2gt9TT1NOk58hOh4/FHwDch8Y3xVRufzQ/L620qHVpdfs/0dcM0cFwknqKzxgFkHDkeQ5D4euKrm
/M38vl0xdUPmGwFg0noC49dOIl4lvTO9VbiCaHFULqP5v/lvpzWa3WuwB79oxaogkkZhMaI5CK3F
D/M1B74qmP8Aj7yX+mP0L+mrQ6oZhbC0EgLmc7+kKdXFd16jviqLu/NXlizvnsLvWLK2vo09SS0l
uYkmVOJfk0bMGC8VLVp0xVQXzz5JYAr5g00gkKCLyDdjSg+31+IYppF6R5g0TWUlfSr6G9SEhZGh
cOBy3UgjqrU+Fhse2KFW21jSLq6ltLW+t57qHl61vFKjyJxIVuSKSRQmhriqLxV2KvIfzc8wa3a6
l5RmOmXmo6JfwasNZ0ez9N4LhEsluYllln9FEljMTSR0+IhXC16FViOnTeV2tglt5Y8z2LStdWdt
b211p9vxa6mtrVTcpJfepJcxveLzF0HpJNKHUqOKKpv5d81abLaR6rr+lGxktotT1Pyxdy3mnSXF
xDPZiS4tjG13dT+tDDIlHRE4xKq0jSsbKvJLOHUdL8m+XEuTqBm0TWf0lqOmP9U+q20ETc/U4kxz
rLJuFEjgGjU6YUso1nzNq/8Aysmz/MW1iuDcx3xik0iSMQSDSWItIg0rz+kxlYNxTgCJGNSaLihi
9gl5aebP8TzafPdaBbas/mC30Cdkhkayu5AYb1eEhRitI/h+z03Kk4pV3sr8+btY80vp80nl7S/M
Q1G48vXUkNs9bueRVZikhAdJI+CjdTQ79cVZ7+bc2hr+Zugaz9QvUhvIY7XznaoEq0MnCWC0mAcq
ZCi/vUDbpx64oV/zHj8p6zNoknlF72SKbUJL681bSUlku47yYFLSZZLhkEiVhkREVxRV+CgFCqnP
5Jpc3f5cX76zZJrD3EuoXUlo0Sf6ZyS2mTkh5Rs8pI3p37nchXlPmPS9QvdU1G60zypDaaXdR+lY
2rXujh7ZSoL8VMcjLvyLCtV5HcE1wM3of5bLotrqtnbedPLWlwX+o3SNpeqtLorCGdD+5hQw+lM8
0kyHdebsSKnrxKCp/wDOQtpNNbaGpmkihurNYpbn0LiRLfgruKSxUVPXYqsu/LiopUE4oDANatIn
1KfVYNXgaRzC9la29heP6nppFyeAvamttGslFZm3RVoNxVTT3P8ALrzp5p1O+ttMuriC6igDfXJW
sdViuGR43khl9aeCK3USfCVr1Qj9ogYop6Pb3Fw9xLDNEkZjRHBRy9eZYd1SlOGKG5p5VuIoY41c
yKzszMVoqFQaUVqn48VfNHlnW11G08vDzV5T1vVPMQdoJdYnFlE86LeXFqsMiXFxDGt1SH6ufVHq
8BMy8ft4qnGma/Ja3+jL5Y0HXL2eP6s3p65qFg4ukijimYl2vwfWlXVopgCTGsnApCHDFVUr82vo
T+Y/y8by089l5e02Ke6fUbObT5PqqX1yy8ROrTWjPHNG8buzPyINWd6sVUj8u65cRaB5o8oXEV5B
+m9ZF7qN/cwLKYtNkUzO9wkEsLFpVhAdY+Pwlip2phVLLq/8wTeRtM8oi3uzqHlfVn1Gy1VRCwi0
1EDmR0MpdGja4idVPw0YCvSqlfeSS2X5WXflP9FynWYtWg1aPW4nSWG5SUP6dy7SPyjJjWg/GhLY
qzv8vbPTtM0Pz35S846dLc+sReatrMMkbvcC7RZLVHj9QmO4ZpFMarUFz17lQt/JrVvJMPlSTS/O
/qx63bTrzS5ErLJBpyMYIQsBbnDbCpaNxxDGpBNMVLG/Ldjrth5y8tmQX8FvLr8lxq2m3sSmzjuo
5UV57Uh/UViswqCoK1AJYdVXo35rP5XuRb6PJ5Ys9a8w3WmQ3KXMl5a2Ewj5+mqvK8kM/FuLKvEn
uvTlgKQ8s07QUUiKH8vLCVH4RXKy64szOIyZPgAuFozcBTie3E7Mahk+hPIs/lbVNIS98v6ba6LJ
NcvZ6hBYyWkjRzW1vIirI9m8kfNEYEBjyAIqMLAvnKG2039JXkF9eLpt5OiW9tZNp981zJHG7mII
lJFAZHZ/i+IcaAHFlTI/JM115U1m9utB1/11YxiWafT797Cf4poaF4IYi0dvI7mruv8Ak8t8Vp9B
6Brer3nlmPVp1guWkWSVSsV1YAxpXjSG6Rphyod2AqKEVBxYta1YeWbrynDJ5jSIWFnFHcpdS/C9
tKsfFJ7eUfHFOnP93JGQ4J+E1xV45pflfyPc6lA9951pe2+qFrK5iuhLPdNqEMDWK3ovLeSN2WLT
La4i+H0RLWNUARKqo3yv50/K+C0e58w3trcetZva3UmkaZfW2kxG9eMXSlmEtxcTXE1utbmTqsaU
9Ni3qKp7GPyI1OyvKawGivIbk6lLJeXUT3aQBklknMjK05jVyEY12Pw7UwqgvMHlf8qdK1vy1p0e
l32sal5imRIEhubh2WzBjcvcgvX6tHxVhGw4gBiAKHFUx8y+VfyLs9VsLDzBcxwXcNvaafa2dxdT
LG0FvxSCJ1LcHVfhLcvZm8cCpZdJ+Qmn6Q2nJem6XWZIZkikvblGleOdrYTevK6hChkfmxblxU/y
4VZfN+XP5a+ardboQ/XLaJvq9Yp5lj9W1C2rkqrBfUCQCFmpUqKHoMCtt+THkoxrGv1+NVUoOF/d
KaFnfciTc1lbr442qZ6d+W3k+x8tN5ZFkbnQ2minNldSSTpygeOSMUdj8AeBGKfZJrUGpqqhR+WH
5UwSMp8vaWsiAyEPDEWQO3VeW6Dl9mlKHpim12neQvyp065jay0TSIrq0lR4n9GBpYp4mqjqzAss
iN0bqMUWnOr+X/LHmO3ih1SyttTgtZS0SyqsqpIAUbxoaEgjFUok/KP8r5HDt5V0wEdONrEo+5QB
im000HyX5S8vyyTaHo9pps0qCOWS2hSJmRaUDMoBP2a799+uKEwj/wCOlP8A8YYf+JS4q6T/AI6U
H/GGb/iUWKsF8z/ltZapf2Or+WmhgCait9qtgk7wafeTW031gyzRW6ukly11AkbyODtVnDtHGAql
uifkrd+X1sdP0nVY7jTYOUst/q9vFfahBPH6UVtJYnhFHHKlshjWSb1RH6cYSPiZAVWRReQ/Keqw
mwvNFmh03Skh0m2gnlkMV3Z2aK0BkTmTKkMjuIzLU1BYfariqhJ+UvkDUbuS4l+sXtxGEtbwvfTz
F1iYyiG5rI3MfvN0falNthiqw/lT+WuiabfzTxtaWctnJZX15c3kwC2b+jyjaWWT4EH1dOO/wioG
xxVTX8mvyyu4DNHbtLCw9OSaK7lo6wKkIRnV9xF6Gwr8Lcj1JxVMIvI35fXOq3N9Dxm1DWLZJndL
uRnkhSSKWO5ipJVSssUbrKn7VDXFUuuPyc/LPTYbi/khms4VjkN1OLu4ReLxskjP8dN+bN82J74q
gLXyp+UdtqFtqCanctdWsgmgeS/u3o4YPX4mPUjf226YUJ5r3/Kp/MDI2tRaffyR8OEk8QZwIizI
vPjy4gu3w1pufHBSbS1PLf5EI6OmlaQjx04lbdB0FN6Lv9ONLae6Lqn5baHataaL+j9MtXkMzwWc
KQI0rKFMjLGqgsVUAsd9saVK7nTPyWuri5uLqw0q5nvJvrF1JNAkhkm+L425qd/jbGltQh8v/kZA
rLFpmkKrgK6i3SjANzHIFd6N440tszCacnlrhpojXTlsqWSw0EQgEX7sJTbjwpT2xVhnnvzl5I0z
QbTR/M6XElvOdLD/AFZzC0bXMkr20xlSaCRFjksGZmVqjbrvirxzy5bfkNHZ6prV5o+parHoOnab
PfxSRuvrT3EnpvcqpvZI35eunwMeKqpIaStcUsu8m6D/AM46+Yr7VtF0/Q57RdKbjcS3t3cRRM7y
AH0GN2zcuVqKkAbDrTFWX/8AKp/yM+p29k1jZPbWhkMCPeysV9Ygv8TTFm3Xap+HelKmqi0w8weU
Py/12+S7vdSSi3FvdtbJdRiF5bZRGpdftENF+7ZeXHj2rU4VWap5B/KDVJr+a9htHl1P0/rrpeyR
FxECFUelMnFaHdVoDQVrQUCoGX8p/wAkJlu1nghuPrxDXTT6ndSs7q3IPye4Zg9a/EDWhIrQmqtp
v5J8weSrbW9Q8h+W7aSEaKn1t3V1mtm+tsJm4SerLJXnPuHA/wAnYYqnHmq5t9MsLjVr/XbnR9Pi
WOJ3iS3dI3k9SBHAkt53LNLcxtvUco024mQOqxmP80fIVxpUOsxecJ/0aL02hnFugV555frcdu4a
05DjDA8K0ofTY8iZODhV5f551XyxrPmWHUrfXbI2WtwwvYxXiz8741FirsotQ0CetE5da8WMaOvH
4sKoLW/L+htq0thqWt2givNR/Qsc8iXAnea3MAviA1vTmnwhW5lWLCjYqzv8vvOPlLy7bXPlXUdd
TT9WOtPBDBBFI7h4BCHtZJ5bVI5eZjMQk48mjZQrc6NgVm3l3zVoPmeSFdD8x3dw3pvfcPq8cXqW
737Iob17VDxja1ltlpRuBYtV+EgVRWh6vp2s3urWmna9d3Fxpd2sF9C8EUXoSR3MkrRJzto+aSJ+
4LAt+7QFWEnKRlU8j/46U/8Axhh/4lLiqA8ww6vPDJBo80dtqU1rPHbXMwLJEzvEpl4j7RQEsq9y
KEjrirx1vy4/MHTtLsNK8x+bLCz8vxQ3FnM8uoXCq9p6U0sytA8UEUzLCHctI/wqoP2Ub1CqCn8r
/mro9/penp5teT1vq2mah6F5dtb2Tu4ajSzxPCHJktjEHdZpA5iAZWBwK9J1ZNTTzlE1p5ktEj0/
SZhp+iXN7IjvdzSR20FxdxIeUsfrK0fOTn8Roqh9yqwqP8vfzU0+7TTNN802c1bu51GzSbUbq3nm
o8f1maaC3hBlUzMvqR8yqF2HKrqUVQ+u/lX+atzJFZar5sthoX16KOC5utQvGmdGuucJkt5Ixby3
BZkKJy481VVotQVVK/8Ayx/Oi10u00O080abbWksT6ZZWs97dKGhb1pXt1jFuFmcwKfjI5Ii0WnE
uyqc+RPys/NHR/Nlpqus61BLYxtGLqGC8upWkhhguEWLjJBGxj9WZXWIy8EPIheihV6Aqar5malw
IbTQ7a9mSSFGaWe6NhdNGoclY0ijMkPJlHMsNqgVxVd+YMmoy+VtT07RJmXzDc2csmnW8EwhuXET
IsjxHnG3weqoLAihYbgkYq88s7z8wLryrbW1rfudfEWrWC6d9dtmullunkjsZ5me5dq2ptLhSPUk
k+BzuyFQqg9Mm86nQ9U9LV5rqC9lhnjlt78XBELetdSLHO1yJIZGtJbeXijxp6VCrB3rhVV0Ofz0
utQ32qyXq2JsP0fbyRX3q2sWpl5bNI7hhfcDMbgrE3KGU+rtyHGuKoWzuPNlp5e0+S51eW5itbkT
mcaui2skMmnQ3grePdpPIqRxzTvVnCqSyxNHxIVe7xyxSqWidXUMyFlII5IxVht3VgQffArEnTU/
LtvBo37q60W59e10+Qlo7i2RLWadImWjpKiLBwVuSmlKhjUkqlXnW31B7DTm07zFFoc80VraTC4u
7W3QrPzCMqT2d4zTNR1jCPGW33+HFUBp+q3V5c20kfmbTpqwSz3Twa/bzhbWKVubLB+jVhljRE4N
IwUruOVfiKqhoGsawhjm1fzhpLg8IrdrbVrFkmLTsI0dDpsUfImGSMNGFJ+IUqoKqphbXMX6UurW
+8729tbGf0bZItQ0+W6i1ESMJbbg9nECBzUCOTmQduIAXFWUWXlG8tLX6snmTVJFCyLHJMLCWRed
OLc3tGZjHQ8eZPU8q7UCr4vKt1HPJOfMGpSSyQrAOYsuClRQyrGLYR+ox3J408ABUYqhG8jXZiiU
eadZWaN3ka4DWPJy5DUZDamLivEcVVAO3QtVVMdDext7u80wa5+ldSgKvdQTNZi4hDKCvOO1igKh
lYEc17+GKpjqGnafqVo9nqFtFd2khVnt50WSNijB0JVgR8LKGHuMVYFqFv5TvNHu/L9h5am02RZp
Ht2k0FprWK8iiKxXITgIJS0cfFHD+CkqSoKrGrjSLVeEVvpdrp0+klZNLN95WkNuweRpTF9YhleJ
F9aQFApjYP8AzYVUJ7a0bXzFe6PK9rMZ9ZOvt5VdIba7/dyzMPVLyq0ogcN6iM5Pp0JoCyqZReX4
11iXU4Ak90l213DJN5UkImlkUSeoJozbnmJ7VnErOu5XqChZVMvK48sWEDzalo/1e0kkeHT5RoE+
mpDAJXkSGRKzEAySOUZ1SpP8zDkqzrQrLR4o7i+0/TV06XUJXmvKwCCaWUMVMkwoGYt1BbehwKio
/wDjpT/8YYf+JS4q6T/jpQf8YZv+JRYqqTw2sgR7iNHEDeqjSAHgyg/GCfskAnfFUs1S18oX9skG
qw6fd21wBwiulgkjkEsizCiyAhg8kSv7soPUYq8sg80/m/qcsN7qXlXRYhHFqD2N1ciKQ/uIIru1
RJDefD6l1Ahdl2HBW24csVTjy9deeJvNPlaG58saTZWo0+S81a8igiM1nc3kk7XKW5FzyRbh4oiz
Kr8ixLE9lUxFjG/nLSraLyvpUflC1touN9LBaCe01KznmW0giKzHj6XqMYwkVULmhHI0VZjZWHl2
YRXNlb2cgimkuIZ4UiYLPKZfVkVlG0jm5l5MNzzav2jVVG21tb2tvFbW0SQW0CLHBBGoRERBxVEV
aBVUCgAxVgVp5JutZtrq5i8x6tpVdQ1JUi0+dY4wF1C4B+BldTyJqTSvviqHn8t/mxaQ3CaZrDyF
AI7T6zfQTCRFT0g8nqaVzjkp+92dxz2O2KsBN5+bemuV+vavdXI5wy8vrcqLJp6ureiyaO8TrK1K
MQeZoKt1wqiNP1L8zvqukyQajrCWksy2d1NOlxJdEypHNKfSn0ll+AuyRyEqDxoCPiqqpJrX5omG
aX19V+oyxXFxbQxtczNGoikiVjKNJErOG4sqGTdviK0xVP7G9/M3VfMQisZr2KMzR3Uq3zT2tuLO
KagjAm0q2YTDbkgduak8i3w8VVfTPJH5yTXcUWreYri1sri4knvbu0v4pp0rERGqRtp8MYQMoBRO
I+Llv+yFZLqWh3Ok/o9Z9Vu9U9fULmSM3jIxiT9GXvGNCipsBQb1Jwqk/n3QdJvYbG71FtJEEEFh
O7apqU9hxms/rD220YZOL+tKOWx6n4uNAqksHlvyUNPsf0fb6DDcpY3eh+jNr80gaxna5DQq8cbc
mklZjypySrAbqBiqC0X8tPJlw0GnWFr5c1S65icWsWt37utvE8nCZFHrMwBmZnjoFYsRy2qVU9H5
RTXOq/pe88vaRDqwv/0rHeQapqLCO8cxSSyiL0YQ3qSw9OQ4jx3wKyZdL8+vp55QWUGoKKgjV9Sm
hdqHb+4haME03+Km+xwq59L8/fW04QWRtBcSCSur6kJDbcl9Jl/cFVk48uS7itKHFURbaf5vZZfr
NhbxMI2MIi13UJA0o+yjFrOPip7sKkfynAqF8maRZW/mnVLy6WwPmhrW2j1h7TUri8mWoLRxyW06
qYk4BSjk1fwAxVm+KvOPNX5ZecdY8wX2pad53v8ASLO6ms5orCEzGOEWsRjljQLNGoWYkO1B161x
VgsKvcJYeTIfzZvV8zR6hfWrSrb3pklmjaHlbO8sjUWExOFcvRuW37QZV1jeW48r6hD/AMrbu5TI
ba4XVJLa7VoLee3liVSWfl8bXCyEhlKsgrSmxVOvL+iXV1pj+aI/zHvr/wAtabObi/kK3sXKKwnn
muYmDTeoBwkVCUXcINmG2BWU+UvKPm618m3um3Pm2TWn1WOeS11mWOaO5iFzbhIjEwmLII2+Md+t
KdlWeooVQorRQAKkk7eJO5xVDx/8dKf/AIww/wDEpcVdJ/x0oP8AjDN/xKLFWMec4vzCvhd6Zo+n
6VNpN1CYZJ724cSkSLxceg1tcwkCp+3yB7jxVYLrflHztaUuL670azEbrDZXM1xa2oljj5XEhkVt
OaP1eEBLKg4svMkUVaG1Six8uXE9zHY2upeXb68uvVnQpfaY005vIBI1u1tHpnAxXBhDfB8VOTBs
VWQeVIrdrXUrbWtA1S4+tQLb6rd6laKzCSvG2VkspARMYXpGOo58SD9lVU1v8u7qbT4tdWby3Fpv
L1J9euf0WYQxmKPIpXTY7d2uPhWspbi/QVxVPLn8sPN49MaUlj9Xsmi+oTPLZ+pLCgEg+JNK/ccZ
IYeHoFOnInkAcVepaHL5hkhmOtwW1vMJWEC2rvIpiGwZi4WhPWmBXkHm/wAs/mPqgnl8rahq9tbT
TXttJDp0ltHEjprN1K8ytLfWbiXhRDRaFduXgqixov5pw2s/7rW5J7425cpeWrtbmC7jvHKCTUY0
4yxu1sVWn2CSSrAYVSuz8mfm8sdt9e1fzBHJDPHMOEkEnrrFcXEhhfjqREfqxyKPiLJRVBf9nFXp
w1bz+1qsg0dVuHPwwP6ACqd/3jrePQ02IQMK9yN8VQ/+I/PrxyPD5dnYxOq0dLOP1Bz4O0XPUA3w
/aHqBOQ6YquOufmKxcJ5fK+nIqM0ptVV1ZwpeHhfSEhR8Z9QIadAW2xVOLKbzTcer60cVn6bBU9e
FT6gKg8l9G6l2BNPioa9qb4FYvq2g6xZ+Yxqt/qjXkOpXQFrYL6yw23oaRfJIY0kllRfU2J4Ku/W
tcKse/NDyvHrV35ftzFcSxX9tFFeKmlX+o21IFcQvcTWl3ZegEF3MQASWrvUqmBWNN+Xmg6bcWNl
a2Usup6XMLmxvIfLGvSWyfVpPrSQM1zetG3rOzCqyAHoxWm6qE8meVTpMn6U0+31bQdVRPq9xDbe
XtXpLbXVysirC8l1Iiqv7tpFZiyfvBU/DwUs0ebzhacbf/EN3dRfv1kupPLnmI3CUTnGw9Cf0ZCr
OopwUMK0+JTihLJtS84CxDv5g1z1IpTbt9X8q62JJ0CKpmRHuJAm8hfk9AeNBHTZlU78sw+bdSsp
oLTzJcz63a2aNJb6zpuo6eC8ryelNIFuE4+pwPwKSQoFVDVOKpjP5E/M15ZoYvOiRWrSyTQXX1Wc
3EakFY7ZkN36UiCocyDi1Vp0b4VWT+V/KkeivdXtxcG91rURGNTvv3qpKYOQi4Qyy3HphUfj9sk0
3JxVhtj+esV7rmtaXZ+Utb1BdFuXtJrjT4Y5wXSR0qyu8PDl6dRuTiqZf8rauf8AqRPNX/SDB/2U
4qlFp5p8vWepNqlr+VuvQam8s07XyaVaCf1bjaZ/U9flWT9rffFWF/oey/SDzL5Y83QWCwQQW1pB
oeiK4EKIh9aaQStKD6MbKCBxKg9hRVleia/oWkaIujRflx5lnsqTB0m0uxAf6yOM4McUscQEi7Mq
oBTalMVT6L81JIYkhh8g+aI4o1CRxpYW6qqqKBVAuKAAYqhtX/OuTTdMub+byR5ljhtkMkslxaQx
RKi7szuJ34gDvxxVlPkzzFH5k0u116KB7WPUbK3nSCQgsoZ5aAkUriqcSf8AHSg/4wzf8SixVIPM
l15lg1GM6drmk2Vs5jje0v4W9RE5VmlWQTp6j8aCNOCqK1YtsMVYV568t+aNS0SSO780WWufUyno
aYltDZzy+tFLZ3POb67DHzlt7qUL9hagbdaq2wPSPJPmjSPMmm+YLDy3piXGlW7yJciSKUOI4Hjt
42EutcEYx8U58WCtR+TDZVUFJ5X823+g2Ohado2n2GhRXT6nyhSBa6mqSW4Z1uda9b06ISpAPwUP
A/ZxVO75PO2paZq/kwWc0VjJBaSQQyQW8FvHbF1ke2guTrLxSGMRVeZEdhSSq/EuKvSLa0/MOyso
LG8826RbIoBmmWy9G4tfhJjgVZbq5jlWileTcWotat2VZd5ebUjbyLe6ra6sYyqRz2sHoEUQcvWp
NOrOzfF8IQUP2cVeLeZfL3kXWvMN5+nrrUdNuoo7uF76K4sLO29I69czwiOS8kV2m9WM/ZUqPGtM
KojT18mSeb9M1Bnnj1ZL+Y2sCano8tu12ktzc+g8gmEhZ59WeJY1UyUVagDfFWMReW/yz0CW0v8A
VLjVEZLzSxbJDfaVcJNJZQRpDI7xPxhgaO4V/wB4ykpRtq0xV6b5YvrrT9GXQfKUOoaxaaGgtVni
utDePlGnL02ZZpJVkPSjxrv4DfFU0i1rz/JP6Z8v6xFGTGFmluND4gEj1C4SWRhxFePENy9q7BV/
6X8+pMqSaFqzxkNykgn0VqENxApJJCTWnL/Vp+1VQVV0vvPFJRJpmoB0eNUKT6UyOrsoZ1J4sPTB
YsGUdPhrXZVhthZaX/ieG9WOe31ZJr23uIpbjTZ0lRhrE7TKlk7yofrEkqN6ipuONCyscVR/5jxe
bG0kw6NeXsEd/pNvFHLaXNrbfU54LhJPXrPd2Ln1w4hJVttuteJVCQ6VpP5i6dqOh+ZdR1TWTp1q
ZEvNOu7ywW0nNxLI8DvMNRkQx/6QkangzHgKLuKKpVp+jfmjZuNMbX9c1Cadh9Uu5jFGTGkttI80
R/SjC5Q29saLGHf43JClviVRwsvO/mzULqXR9X13TUu7WdjZyTwxta/WL76/ZzSQrqZlVJLctaKU
CleBFFFQArOfIWpeYhpv1e+vY1uJZ7iVXvpoLt/3s9UhVoLyXZBIqIN9qbgniCrJrLUb2+aRbLVd
NumhYpMsKNIUZSVIbjOaEEU3wKivS8w/8tNp/wBI8v8A1WxVBaJoOsWfmDWNVv8AVGvIdSFsLWwX
1lhtvQQpIY0kllRfU2J4Ku/WtcVY7+WAH+IvzAPf9PN/1Cw4qzTWZr6DR76awQSX0VvK9pGRyDSq
hMakVWtWp3GKvEdF8w/n5q1vpk0WnXDSQXrXdxNOEtYbq1aOBPq/GaO1dFHOZlPD7QHXqSqNfVvz
ss/JkunWmk37+YJbqaaPVrp4ZwsMczPHCqRs+7RIifFRSWPucVQN55k/PVNQ1K+0rT9QjhubhhBY
31uksFvbvAoEq8EeZminYsETlyUU4nbFXqX5Zaj5p1LyZY3/AJnjeDVrgytJBLEIZUjEjLGJEAQc
iihj8K9fsr0wKj/O4B8l6+D0/Rt3/wAmHxVK/wArv+UI8t/9sDSf+oc4qyWT/jpQf8YZv+JRYqkH
mfy7+Wcl2NS8z2Gkm6nBVbvUUtw7CFC5CvNv8CIW26AE4q8v8/2fkq51SFvLOqeVU9a7sjeWTx6f
ctN6JujdVUW9xJ6rq8SoeXZgKH7SqSJoUX6K1pp9a8pnzGLWys7DnbWYaGWZII7qWcG0jk4yq7hO
aFfjoaYVROraS2o2l9aweYfJ13rF1cyPoZmXTfVaO5msmsOcEkEnxi2Fwo+0x5puaCgSmVhFoMOi
6xc63feVLjUJnuf8P6qDaxQ20c0ZaEJM9sYp5PULOyjluD16AoZRCn5S2sWoT+a5fLRub24lvITI
trHM1mCy2xeNwshkSJih2rWvywKz3y7aeXIdOW48vx2y6ffH60stoF9OUyb+oGXZq4q8Q87eWNO1
rUmnuPK/6Sngk1O3TVJYtYniBa+1CSBPS0xGFEnpzPxNR/2aJyVCppPkFINU0iB/J0Fo+n3h1CC4
SbW3SCZQjSPGFhMKo88S+kvqV4ULLs2FVuu+TNGvEt5IvJEup2clrGo04Ta7azJLbwCCJPUns4Y/
T4WCRjmFcVDHZxiqO8rvqljNeN5f8rtpov54ru/s57jW4bgyy0EzsZLZXaMCtJQn2qqEbdsVTz9O
+cpIVuYNNn9AtHEqzfp6OZ2Lyq7rH9XLKu0RUS8B9qrBaNiqqfM+vtM8VroeoXEjhHgWaTXLRFV9
yskzWcqcgp5bU7qaNQFVD33m/wAwWzNaJot7cXdpGDqd1HNrXoI7IHpbL9V5XGzUpyQ4qhNCitLy
+t9YOmXFhefWZ7YSXK3yMY5bPU710rerGZOM1y3xqvemwAGKu/NHzVqFglrpMOk6Hqxn061ms7XW
RETIxaVJ9ppYkZVdbZVUHkWfYHcqFYfqn5gw6PE9udD8mQQ3Nh6+khBaNDLOmp8beF3FwkQX6pJ6
/INxVm513K4qnGn/AJn+TtQvL6bz1p/l6bQEf6voF2kNpI0kPINF6omuJjFyh9JwjIniKhTRVlNp
5/8AyUt473S4bLTrG04G2vopIrG1tWRWLiF3keOFxWcuqVNeRYClTiqA078w/wDnHr6xZtZWWjwS
vFILOYQ6fCqqj/vIllZkVG5ScvTqGPLkBQ1xVONH/M/8qLHTtR1LSIrayggVrvU1t0tIJ6Ec/Ult
1dZ2LjcVSrdq4qyLQvzG8ua+8iaFNHqskKh5ksrqxuGRW2BdY7hitffFW9F1Xztdeb9Vt9Q0pLTy
tDFEdLu34C4kmKoZFfhPNyUEtQ8F+nFWO+QdT07TdY/MC61C5jtbceYOHqysEUu9tAqKK9WZiAB1
JxVT88eade/Shbyt5s0O2t7UWj31peXUBKxKZzdM6rFLIvJZLfi3Ogodh1KrEoPMn5qyaE0zeetE
jnFiPTvJZIIo3uzcGZpQXsVSWIWUb7R/PfZsVag/MPzmWhgbz75dluru+EsSRSxOfqM0tt6MMYW2
/vABOjB/j+IHalcKpk3mX8woIY0u/Pflq2keXSwskt1a8mWCJ01WOnoovKW4HwU+yBxHE74FZC3n
wSedob3/ABVpFl5PgtzDeWM9zCkkly7zLE6mWGNlesRDJ6u3AjjWuKp5r/mby9rPk7zImlalbXsl
vp96s8UMivJGVikQ80B5L8SkbjFVv5Xf8oR5b/7YGk/9Q5xVksn/AB0oP+MM3/EosVSLX9K/MG61
EyaLr9lp2ngLxt5rA3MhNByrJ68Yp4UXFWPap+XHnW91iXVY/NQtLlpoJYxbxX0URSCvwTQRX8cM
pYcQWZOgpTFWFeYI9K0/Xl0zVvPMS6nZPFZCKSHWZbhLm9Vbq3V5EvWWWNpER6OCgA4/DhVq8t9A
/Rv1mz85/UoL6/s7M6jJY6p9Zlu3iEtuHmE8MjsVQN6zbbcW71VTTy7oFp51L3mi+ZY9Ts7Wkd4L
u11Vw78SIJAbu6RWZUAoyqQDyP7bBlWTj8uvM1u18LPWrVoZ54J7ddRtrrVJENur8Ky315OwZZGV
lK0402FTXArMNDtddt4Zl1i+ivpmlYwPDD6IWLoqkcmqe5OKpXqmmzaG36X0c3Lxm5EmpaYrTXMc
sdxKPXkhh/etHIhcy0iADbgg1qFVd/M+nNcxzD9KrEkciNbDS7703ZyhWRibX1AyBCF4uB8RqCeJ
VVDw69ax3PrPea1NHyLfV30m4EdC0zcapYq9AJkX7VaRpvUyF1VK11e0ht0ikv8AXrl46cZ5dLuQ
9RbrBU+nYxo1WBmPJT+8Y/sBUCqs2vWLW/otca1y9cTicaXdq/Fbj1/Q+GzC+nw/cnbkU/a5/Hiq
GbVIGsxB+lNfWbjxa8GlS+qf9GMFeP6P9IH1G+sbJ/ebf3f7vFUzj816YikNHqchLMeTaXf1AZiQ
vw2yiig0HenWp3xVL7LSLi80sa/rL3D6pLbvcw2UjSRw2fqwMoiW3BCc0jkKM7gtXl0BoCrCvzL8
8af5bFq8nmDWtEulsLKMDTotPurVjdi6aF3gvUkYsDZOrMnHqlT4BUvl/MjQda1C4s4PMvmqCZLX
UL9DbppMSi3thKssK/udj/oxaJpRyWo+NeWKpzov58eRAklrp+makTDafpK5cxWqFlaze+eSRjOg
aUxxNyPdvapxVk/lf8yfKHnCy1FUV7e1t5nsriLU0jhWYFRy4ozNzQhqHl9IxVM9IXyJoySR6ONL
01JiplS0FvAHKKETkI+NeKgKK9BiqYfp7Q/+rja/8jo/64q79PaH/wBXG1/5HR/1xVKbbz9odz5m
j8vQCSW5le4jjuUMLQE2lvbXElGWQt9i+QAca1DdqEqpH+WH/KRfmB/23m/6hYcVTbzDZeaJHW00
nSNPk0+19KWxeS9uLNhLUo4428LGMKjtShavhirHD5U873LQwXenQR2yztMJU8x63JNGzK681f8A
cuFCPx4ht99lB2Vde+TvOMsmpRR2KS2dyDBHbz+ZtaZJIpPjZ2Pplo2DRoOKbcWdK0NcVaXyF5j+
rpbNZgp6cMzSnzHrZkW7ST0z6UhqUVbZ3IYD4m4grToqmGhaP+YNh5jvb17e2WxvJoEa2bVLy7iS
3V2Ms0cU8Q9OdlYV4nixG9PtFVknnb/lDNf/AO2dd/8AJh8VSv8AK7/lCPLf/bA0n/qHOKslk/46
UH/GGb/iUWKonFXlf5u2msXF8E03W9d02R4rZjHo+naldoEhN16pMttJFbgyesnJQfV/drStVoq8
5utD8srrfmfXtW1HU9Vj+s2t0slzot4WtHN7E6Rq00oueUcERh4vxIToGqFZSkdppNvJolzfWXmT
zB9btZYb1Y20GYTKIUlWO8T1ZVh/c27MqGORZAsZ4ghVAVem/lVcaJ5Xe9srC+meKaC2u7+w/RV4
WhktLeGC7asLz/vZiyStWv2h9qhooZv+VLSJ5Vjt5NVvdbdHMyalf2t9bPJFcfvogjXw9SVVRgOQ
Y06bUxVmWKpFf+brTT9UksLyxv41WN5YrtLZ54ZuKBxHB6HqySysPVpEqcwImLKFMZdVAW/5iWY0
q7vr/TNSspbGJrm7tXsbxfThD7fv5YYbd5FjYNIscjBfiozqvIqpZq35gasy31jbWP6N1JDJFYJN
JHNcPdQJFcGBrdQU/fQyfuykr19jQYVSnVPO/nW2EcNlDdzpLeXL29zNZFZZrVViMEcaGOFalpiv
xKpPH7WKFEfmd5zDX0ps41gN1FFbSS27pDbwSfWXUyO8sPKUrBGpVioDMN6EVaVM/wDlaM1hDNe6
hCZ/3Vmj2EHFTb3PoCa+q7UPpxevAp57q7UJA6KWS6h5506xcRSadq0tzxikkhg0y8mCpIFZj6qR
GB2iRuTpHIz7EKrN8OBV58xxaj+kbO3sbxYYIJidQliEdsxVVHFWZuZfm0iFePJWjfmFBjLqsN85
azJpeo6Pcx+V9Q1phDYQNc2FxfRL6Vz9Z9T1IbeNoJhb+gGpIaj1B9nqSrG9W8zSW+mJqNp5E12+
v75LaXUYYtR1hLu3kuvVeSFZgnMLGsMZ4Iyikn2VHUKj/KuuQalrFlpN95L1vSbC8hb19Tvr7U5D
G7ShUt3dwQySkJt6tKGjLTCqRSa9ENMIg/LnzAZPq7yvbtqWrxvMRJC5ikkVWeVg08tBIDTiwA4s
cVTiz80X76tZaa/kPWDbS3GmcZGuL4W1kLuEPJKlbeN/9GZiHr+0DuuK0zjy9521LUNd12w1Tyzc
6Vp+k3Bt7LU2Eky3g9SRA6RiFGClYuVRyXfr0qFZD+mdJ/33N/0iXH/VPFUs0PzTd6h5t1bRxos1
rptjFDNa6y6TJHdNKo5oFkhjVWjOx+Nqj8FUl/LD/lIvzA/7bzf9QsOKp15y8u6D5ttE0W8v/Qlh
kd1SB4fWDy2s0FOMiyEfu52YUAO3WlcVeCeY/wAsvMOk+c4INFtPrWiWOtxalFf3F3bxy3EV5HG9
+s59WJnjR7MqvwrT4/tE1BVCah+VPnWOz1HRrTRZJ9MYXukaXqRubFDLYjUBfWbEtIped7lOJrx+
A0FDgTbMPOH5Q6hdWOitpcN1N5gtltYNTsjcWgQW0+mx6fcyrJWORmiW2FHcmrVoCOhQ9I/LnyN5
Y8g2E+k6bqUt017OJibyaN5SQghRFCCMUUQkCi12I7bBU687f8oZr/8A2zrv/kw+KpX+V3/KEeW/
+2BpP/UOcVZLJ/x0oP8AjDN/xKLFUi1/ydqmq6ibuDzTqulRUULZWRtliBAAJ/eQyOeVP5sVYX+Y
mp2XkwpLrPm3zGkV8GuYjZixcRJbSxRPGA8INGa9Q/tGi9exVeV6ncfkhLfXd/dHV7h7ia7in/0H
RpknurWCrXBHpszMfrRkVpN2avLcYVpONVufyegsrOYDVba31mzfUfShsNKesCC6LxzNLFIp5NDM
aVbkWqDStFVOTzb+UnlrWI72xk1fTr+GK4t1fT7HR4WkjinkteHqhFY8eG3xj4ApNCNlae0p5b1D
W7Qanb+a9ZtrfUkhurWJBaRejG0TUTj9Xrv6vJqmtQPDAqf6HpFzpkM0c+pXOpNLK0iyXRUsinYR
rxVdgBiqZYqpXdpBeWk1pcLzt7iNopkqVqjgqwqpBFQe2KvKtV1DzzoGo+YI/JnlrSryKxm06O2u
ZZoknlt2gc3f1qZ7kSFo3SNYzJx2rs1N1Ub5r80/nTY+YL220Ly5YXmlB7dNMuLiVIWmZoBJPHVr
lCWElVT92PfYVxVE6T5q/M9fMhj1vR7EeWUS4DahZyoZGkFy0drT1LiiiWExvRhXft9nFUTaafd6
x541e31fy7p/+HrVIJrC+McP1trqSKNpY5+E0jN9tgaxqCNviG5VZ3iqG1P/AI5t3/xhk/4icVeY
efvON3pc9pp0HlnVddf9FwTI2nXl9bI3qO/KJ1tFZeQ+rL8TbkNx6EglWO6Dq+k3HmjTvLj+Sdds
LXUkiaS+v9S1cxwGaBXUxBy4WRaFOQZCOOzdsVWal5rttOfR7uXyNrYTU4Ibq7vW1TVRc2cgle2m
To0vqJDCHkoV5qTy8WVZ2dJ/L+Ce1jg1HU7SOCSRJ7JbnUCl20yiMx3Ql5vKayrxqa1I8aYqyaz1
/wAuWenxpbyTLZQ/u43aK5dR8XALzdW6N8IFdumBURB5n0e4iWa3eWaJq8ZI7e4ZTQ0NCIyOoxVf
+n9O8Lj/AKRbn/qniqVW/m7UZ/MsOlx6LOdOmkuI/wBKkTIqLb21vMrujwoFEklw8S/H1Tau4VVJ
fyw/5SL8wP8AtvN/1Cw4qkU3ky+sdcmvLLQNWvoQ0y+hcxeWpEkUMWhEd1M5u0iVqNGHqairCpJw
qoP5F1SH6vy0PWL0RtcQwtz8tST28bMEEqXE0Mc/J1LMB6p6AN1oFXD8qdPNne3Uuh6zeXF0vpfo
26HlyNQIbZoYWjEC+jCFjLJGE6M5Yr+0Aq7yp+V+oaRa3dnLaz/V3kd4JIdP8vW8rxyJ8MFxVbsS
CIsaSVU1qOPHjhV1t+XdlbpI03lS/FlaRS3aaeIfLk0EzXKLJLbcUi9V2hcARhvhYxr8R2wKz7zF
BbW/5darDbW/1W3TSbkR23BIvTH1djxKRgIpHcLtiqF/K7/lCPLf/bA0n/qHOKslk/46UH/GGb/i
UWKonFXkXnJdGvfNKalrdve6XeWUtlJb0u9OjjdtMuLmW0VhJIZH+tfWT+7jDn7PJQwGFWB+UNF8
gWTXWqWlxq1zE7Wi3UuoX+nAJHaXUF6so+tC1iKs8ERTk1WhfkAPslVBx+Sfy7a5vNEkbWJ2uDDI
9xba3okg5lHeGNDNNDy9VLl9nXfegPxNirMfJWu+VPLcMN5ZpdJb6o9laxcrvRZInkt7b0AoKvEA
p9FlYxVZn5EChUsqyv8AJO40238tQ6To9tLLpimS5+vC7066iieciX6tJ9UkV0kHP7PpFaftdsCv
ScVdiqjJe2cfq+pPGnoKGn5Oo4K1eJep+EGhpXFWAfm5Lomk6TDeL5Lg83X9xeRtNp0caG448GU3
LBYZ3cLxWM/DQhqE02xVi+pea/Lr6taxWP5XQ6ubmVILa/S2hKA3EFvcy82+ruU4PeOsg3+wxP7X
EqmOhz+R9R0rUPNcnkWHTdegjvRBpktuVe7+qJFe8nRIftNIE4s8RcMPhr3Csx/L6x0G50Wx8yWn
lm18u6jqFsqywxW8ccyQggJGZBFC5TjGpUFRtTbFWTpc28k0kKSo80PH1o1YFk5Cq8lG4qOlcVUt
T/45t3/xhk/4icVebeeF80pNp97pvlLSddtrOwhaC/1Fbf1IpmjnMiLLNLGY1qkHRaHkd8KpHeab
58sotOvvK3kDy3cXM+kQPqE0drbQ+nqPqhZrRXW5UlIkWnhVftdgFQ+tp5+OlQWUf5feXLq8khSd
NNntrYgTtFau9Ijc/wC/JLwDepEdfGqqEuf8f2Ez/oryL5YNzFAW9NktEEU8d29tGkYF6eC+jI3Q
L8bHoWK4VZNpmg6PqOu6hZebfJ2lSSWOpTtoLWUdoi3Ubx0eSe2a5cvL6aBmEi9OJoKYqznSL/R7
S2eLR9H+r20FEkjtBZoicBQKwjlAXiO3bAqOh1ySeJZYdOuZYnFUkRrZlI8QRNQ4qhLXUvNE/mw2
76f9W8tiw9T6xMqeub71qcAyTuOHpb09Pr+12xVin5Y37HXfzHeKB5pIddkKwxlA7lbeNOKl2RKk
x/tMBirHPzG8jp5w8yW2qar5d8x2tw0Kadb/AKOl0tiPQlluUmLmaRYl+LdnkXfiApO4VW2P5W6J
F5h1HVdOh1vVv0vZXVldOL/S3WCPUTIrcAJEZEjo1CC1DSit8VCqB1H8oLa+0yyW90rX7JLPThps
rXF9o6qYkujelp50eZt5ZPgZV/Z+JVBqQqs/lDSdX813/mG40jW45ZYYfrWnpqOhyW7W0MVvGHIF
yzr/AHEbtyYKQv2twmFWYmz1G/8AMkmozaJrTy2C21xDdNJpUaXJszcCCCP0pwrpILyRz6jDjRa8
Tiqe+a9TuZPy28wX95p82nSppV68tlO0LyLwt3J+KCSaM17fFgVS/K7/AJQjy3/2wNJ/6hzirJZP
+OlB/wAYZv8AiUWKsY8xeTvI2tX1zqeqXkwltOEdyYtTubaKBqLxDxxTRxoxFOoqcVQkvkn8t7m5
uI3v5WnkMFxPEusXasvPn6DcVuAUR+TcQKK30Yq87tb+C51UWbeTdaiE+jSXcEqavqj28sg08TG2
ARPS5BpPRDLur/s14glVPRfMXl/XtRtIbvyjqul6bPJaiS+GoapFFHLLbPK60jjiBKFeCgNxevLY
mhVZnp+leVtW81R2EdtemBIro2l6dS1BA8KpbuCIDwQq730sa1Y7RtSo5BVWQ3/kPybfTXc11c3b
yXM6JKf0neKFmVGRI1UTAKaTH4O9emBU68v6LpGkw3MGmu7q87PcepM85WQgfBV2bjRaUXwxVNcV
Su50Dytqd1Jc3WnWN9dI8ayzSwwyyB4PjiDMysax86rXpXbrirFfP82k+WoF1G28mW2tskQkcxQo
soeK6ghgjQiCUFq3jyLVlpxYjuQqxeXzZ5fkaO8tvy3hurnUTFaXS/VR9Y9Ge7urST16Wj/u1js1
kIdtw6ig2JKpjoKeV7nyHL5gvfy3stLv2huXtdCFkszyCCkiI7R2nKP1JEWgMZ3oaEjAqZ+S/J/5
fa3pNl5jl8o2Wm6rqMbXD28sYkmjYyli4Z0R+XKjB+KsKjpirJPLPl3yT5dtTD5dsrGwif07eR7Z
Yw8rItY1llHxyuA9RzYtvXviqa6n/wAc27/4wyf8ROKvJPO8xPnnyrAdJ0e9draxWC61ZkZ4oJJZ
DeyQQTXMCvJCsULqUjZxVt+2FWK32u6Wtvc6bceXPJ8vr29nPYQ20dl/pD/ou4uJCVjvOUaRXfCJ
ZK0CM7AkVYBUIfODafo1pPD5S8lJql26tDbotnbxC5haYq3qvOoLRRSW0i9KrJVXq1FUp1rHnW/t
dNuLWLRvKF5qUt5aW5sC9miztdWjy6jEyfWpOMqXh9P4zRq/tVrhQk+j+dr+106/n1jyp5O0aynQ
i1tONnGbsJdR200Lf6RuYYjLy+A9KUGwZVPfKU+i3+pi483eUvLtrFp1oDpR0l7Rmk5oyXaNFHcP
HJGpkK+keXFj3qDir07yz5w8sXqXFj5bsxJHZlJbi3svqgVPri/WUk4pKBSYSc+Q2Y13qDgVMrLU
vMVx5kmgl0w2ugJZxvFdytH6zXhlcPHxSV/gEQQg8etd8VYt+V8SJ5h/MExqFZtebenc20R36d2J
xVFa75T886w7pf3nl3ULKEiSxs77Rpp4/W3o7c71uDop4hl8T8IxVgesXv5Vw+YY9Ehl8tc4J7i1
vrQ6LIxt/Vk9BY4Y0WWB7j6zGleZB4gtQrShVW/TXkCd300XXlkxlLKOB5dDlWUR30PrWzFWAhYz
rcORQBY+W4bkVxVNILPy0vlSHzPJb+VovL62KQHVV0WWT4pZUhkU2/KJ44PUeVWQnatWoA1QrJfL
fk3UdLtjLpF3o9pHdASR/UtFW1QLJJzZlWO4DVaHgg5E/Z5GvTFUV57XUm/K3zMt8Imvm0bUBIts
GMZY20nEJy+LpTFQr+QkSPy3o0aKFRNG01VUbAARMABiqeSf8dKD/jDN/wASixVK9S8j+U7+9m1K
fR7GXVZoXgN7PbRzMVcU+MMPj+ntt0OKsLuPI9p5Y0uKXUl0a60YtbWN3YQaJBGJ5Lu9WOIu01yy
rEktxzKV+E1YbUXFXntl+ZX5e3WraSbXRdMGo6veCWwn/wAMQmTk92IIwWXUefrc1Zy46ih4g/CV
Ktf+cfyy0vXNU0u+0DRHNpdXtottF5es0dHsl5q7u+oMHRweKt6a7g8uAxVF+a/K2lvaWiXJ8uSC
7tEN01rolsjxAXVvaRj1VvYpoqfW4lornZWpvxUlFs+0f8rZbfUtPudTh8v3kVnQsYNFhgl/dqFh
4SM8xUoFUBhSgVRTapCsz0ry15c0cltJ0qz05igiJtLeKAlAxcJ+7Vfh5OzU8ScVR8kccsbRyKHj
cFXRgCrKRQgg9QcVSCT8u/IUhtifLmmhrNla0ZbSFDEUfmvAqoKjlvQbYq841zznD5dnmgsPypku
liuns43tLTiskEdxcgSJwtTUMV9VV6fvftVriq8a9Fc2eo3cv5Uq502zsby0WKAmaaS8FuzxW5az
iYSW4PxcTyrH0GxxVD6HpXlu4lfQLn8rF07SrDUY7KW6IldpY4VnmFyziBWuoK2kYPKRgzOoNdqq
p3p3lnyRrn5i6hFceRY44dKiimstclhmS2nkcF2QW8kUUHIPcOxoW5MOR+ICirNtP8j+UNP5fU9I
tYuf95+7VubHrI/KvORv2nb4j3OKpnqf/HNu/wDjDJ/xE4q8187/AJk+YfK11pVlp9vYXEVxBYMs
F3NHBNIshnS5MJkuIjI0fCDiixk/H1PYqkMH53+c/wBC3Fxc2ekQatY39sL6x+tW5jTTJYyXlFw1
4sRkduPp771oEbdsCqvkr83POWs6lYReYtP0Q6dMJLoyWl5avP6UdRDOkRu5+P74cGqdiDvWgKpZ
+n5oeUpHuY47yB5LNWe7RbywJhVDxdpALj4Ap2JbpiqFu/zJ8hQXZvrqS2jurUNbG9knsAyc6O0A
mM+zHgGMYavQ06YqidK/MTyrqNyq6Vxurm7CSMLaW0d2qo4epwmJUlfsh9z26YVTpL+RJJJE0e5W
SUgyuBbAsQOILES70ApgVCafqHmqfX3juLFbbRP35jkdV9b4I7T0QzJO4q8klz+x0QdOrqsL8m2n
mG513z0NF1KDTZF8wsZ3uLU3YdPq0B4qomt+J2pWp2PStCCqJ1bzF+b0OmyRRaVaxaqPR9G4cWqW
T8XUyszPqJmCFSeS+lVRWjMaYqx+fQNekuY7640nQ11PUJY5tRln03TZmRuC3EweT9IROw5caL8b
bA+pQ8lVQ+q6NqTvv5M0u8uIEeO4WXTtMtwksdpF9WYxzao5McUaso4S0oppsoLKp3Jb+Yn9DQ00
bSotIkhjhj9K1spFWFJ2J+A6hAq1kEZjCwuvqdcVRVrrH5h22px2Fp/p8ENxHCUFtpccK23EBkCp
qgn9WIVJPAKaGiUpiqaahB51XyNq8uu6hazo2kXZktksDa3KyNbkgSSJe3kFV3DcAQex8QqbeRf+
Ue0j/tkad/yabFU6k/46UH/GGb/iUWKpVe+TdNvNTn1Ca71ENcrwlt47+6ig4mFoSqRpIojDB+R4
U+MK32hXFUFdeSrHTdMkHl+0le5AhCQS6lfQxt6LclckSPykHXenPYM4G4VeYeZtY8seT9ZKebLe
ztruS2injhl1nzBMGiq6epIiWt1ByZ0Y8asQ1TyYnlhVK7/80fJ9he3C2OoWYtP9BFol3qOuGeIT
QSNHMqyWknCV1ck15chQvTuqyzy/o+s6oby70/TrC4n068ltppk1zWOcd9bK6ywszJH+6SdU/dr8
FN1FQMVZ3pfkDRbSCKpvBIiuVQajeuIpJgPWKSGUSMWINHclgNgQDTAqdaXpMGmxOkc9zOXZ3Z7q
4luG+N2eg9Rm4hedAB2oO2Ko3FUi85az5k0jSVu/L+hf4hvPVVJLEXKWjCMg1kV3SQNQgDj7+2Ks
N1WDzRqes6Zf33lPUbmO8a2jubRdaWC105Y/SlNwIYjEJJfUmdH3JKx/ysVxVglp54tLWSJoPKy2
1tKJLSaWTzgksbpbgs8bxC5KyusbgEv/AHfIV+GlSqZ2Hm+W4tnt9D8nNflryS3sLSHzUjrcAxPJ
eBQs0g4xB0LQUIo4ai0GKsistb/MDQ7GCfTvy+1CeS4QLdW115ga79AI7xqEFw09T6caO3ECvLqT
U4FemaZc3V1p1tcXdq1jdSxI9xZOyyNDIRVoy6Eq3E7VGxxV2p/8c27/AOMMn/ETirz7zZP+YKzW
8PlvzBpWlxy6XC0FpqDxrL6qLOs06hopG4KZLfc1X4SKb7lWG6h5y/MCWCWLTfzH8uCWC3gWe4M9
mVSYxWSyS8jBw4PKLkr+yOYWteIUJR+v+Z/zBkOnQ6L588vWtwdNSyu1up7ZWn1iKVo7iW3R7erK
WHAU+Gv7OxqoS+HUvPAu9YgsfPPl2DWJ1Y6Esf1NQEnnt5Yg0hs1EgeIy8eLNVj+0QSpVHz+YvzQ
KXn1fzz5ce4jS5vUhSaCQx2bNbNasyRwPK3werUqKHkKE/DRVNfKX5gavpT6ivnXzPot3LeXn+4R
FmW2iS2ozNSf0I0kUVSh3923GKsii/Nby9NpzajDf6ZNaglVMd6zu7gFvTjiWAySSUUkIilj4bjA
qP8ALyedZvM2pajqN1AfK93b27aPYIQZYZOA9VmJt4XIfr8bkjw8FUn/ACw/5SL8wP8AtvN/1Cw4
qkvnTzZbt5y1Kw1X8u5tZsNIgjjTX/Qe4WSG69D1o0AtnFEW4dmX1Dsh79FWO2PmnRUhm1S2/Jt4
LyDlS3jsgt0Fj+rLGeC2tUWT1349iIm67gKqsHmHy9dXSx6j+VNvYvqd8Y5jeQqoYxz28C3Lr9UJ
IYX0jcqfsNuakgqo6d570i9sYLyP8qYwjLc2LwiMFoksYo723hK/VApE9yQsKg7stQK/DgVmX1/y
/oNnpmtaF5LjGt6lcWA1WytoDFc2gv4nYyyNFA/MxcmVug3NWHdVmPnb/lDNf/7Z13/yYfFUN5F/
5R7SP+2Rp3/JpsVTqT/jpQf8YZv+JRYqw/zrbfmja202qeX9WguGgiVRocenKzTt6qEsk0t0vptx
5KSeS8TsnIA4qxyLzn+fDXEyzeUFgRKRoiw2szcnRnEvP9LRRsqcaMgO5I+IHbFWGeatR1m+1nSv
8c6PpOm308cdNR1WwsrhhBb1knVoW1MfuFkuWX4fjCKxHItsqx66v9FuEbS/q/lyS3kkk9TVTpej
mkUEbG3aG2TUUoscI2Mj8gGPwtX4VXqHk3WPP62GpPpOj2/G+nub1biCws4oUuJI1cRzLHqkbzOD
RC/EctjyOKppp+q/nQVs4JbRA0sxFzc3enW3wRFiORFvrNNqdKVoy/bKsxVZnp9r5xj1FpNR1TTr
jTSX4W1vp88E4BrwBne9nQkd/wB0K+2KqFu2v6hcah9X1KO2jtrl7eOM26y0ChWqTzTs2Kq/6O8z
cKfpmPnTr9UWla+HqeHviqXeYbjWNF0S51K/1lDbW6j1QtkjcubhFHFpVG5YD4moOpIGKvNJYPIa
aDdSyaNbxW2m39vbTWp0azBF3eohiYKtxx3SSMEltqjwNCq/TPMXkeCSC70yCGOe2uWbT5rfSbSN
nnvIYZGkhUXCshmt5Ivifjy+yKsOOKvV47HzM8SP+mEUsASGswDvvQqZNjTAq4ab5npvrMVe5+pr
T/k5iqBvpNbtJ0tLy/ju4rq2umIWFYSPSjBH7Tk/axViXnbXb7T7q39PQtb1SGDSYnil0y8vba39
SdLkMrpaLu6+gg5HkV5qQopUlWON5p1GDy9qV2/5feZbqa4S2tr+F9S1EtMslo1XoeMnw8QjtHF4
luJABCox/MGryX5uG8l6+0KyalJbyvquon4rK2W5QqqK8yx3j0iWOvp7D4SajCqV6v5p1M3gu5fK
vmxYVtC0en2ep6pFFG9veTWywOsESfFMiiUt6jUHECg3KrIfL93a+YdVs7zXPJWqaYY2ujDqF5da
hPPGAsMvHiF5LHI9yeKOQBwBVarRFWWz6N5VuZC91PrM49ZbhYmuNXWNWUJxX00ZVZAYg3FgRWp7
4qpz+XPJVxOZrj9MTsXMgWW61uSMEmp4xtIUVT0KgUp8PTbAqE8jwadaectV0zTtE1Cz0+wt4zaa
xdXeozQ3IuOLyRLFdj01MTjajtSpIpybFUs8kWvmSfzN56Gk6ja2MP6ecXPr2j3UprawbxOtxAiE
Cv2kcV7diqnOvaJ53bRJ11LUtJ1m2WOVrizuNFnmjkNQ6f6PFcXEkvDjxCKORrWppxKrGdO0O1sr
2Plpthb6nIsltYT2XlTVk0+ENcKsonhWcRlpfTQiRggAFebLTFULrUGgaDdztq11ocd5dF9Ub1vK
+ozMPqUSxtNH6t5IkXAcVjpRamgBJxVbHHpN7oYutDttLueUkFmLxPJl+fjt46S+qqtXgZbZVqkZ
EVAvWjKqynyYttdS3H+DJtN0e0srp4tZ0waDPYSM5CtEHV5rZldYiPi4mteg6Yqj/OFl5vXRNeuJ
tWsn0r9GXStYJYSJLUQPVhObtqE/8YyKdu+Kpj5F/wCUe0j/ALZGnf8AJpsVTqT/AI6UH/GGb/iU
WKqWtanPptmLiDTrrVHLqn1ay9H1QG/b/fyQJxHf4q+2KsI1b8xdXtfzFvfLaSWMNpaacb2KOcL9
ZnlEMknBCbqJ9igJCQP8IarLiqUWv5medNb8vvfWGm2lhfxappmmTQX1vNcLw1CK39SQCOWI8Ulu
eSnunau+KrNY/M/XdLvvNMLWen+lpUF0+mySQtFzktfQRhVp/wB+GFwxcLw4ACrHlsVUvLv5ta5d
6ummpPoxiGlSX8aQrGnrzhJn9KMxX9yRwMYDiJJvsvuvQKs08n+c77VvJ8utSwjVbuGRo2t9LjjT
1CvH4YvUuZYXpy3YT07bMCuBWXoSyglSpIBKmlR7GhIxVhEvnzyl5Vur2PXtQFk9/qNx9VDRyyBv
TS3R940cLQzJ9qnX54ppRP58flMtvHO+vpFHMgkh9SC6jZ0LOgZVeIMRyiYbD9YqrSE8x/mn+V2s
aPqGlv5hMCg+ndPFazylfSMkroyNC6sjJaSBtt0+anFaYhb2/wCVNv5XvtJi81XsNkLjSr+SV7KZ
ZlMFj69nQPb/ABrJbaf6lQtar/lBcbWlvl3R/wAovMzTeUfL/mm6uBex+v8AUhaUYW6WsNsqmea2
BASKCNlq4PMBtzja094ijEcaRgkhAFBY1JoKbnFC7FWIalrGmapqUL2FwJxaJqtnccQQFngVElQ1
AqUbao2xUsZ8+XE0t5oNhPo+rXmmS/oy1nvNP1G6srcDUZZI3M8VsPjEP1danwkpVTxqql8vmSSO
y1PWYfKmtS6jp1jYvb6dNq2qC5nbUo4DJFbRNz/uBzEsiry5RnbdiFUon1rS7KbRI7TyprFw2q2t
pcT3Frrmsu9lcXUzB7KSZd1eNJGldOS1IPJRs2FWS/l/5hW/k1K51Tyvrnlm2t4ohLeahe6lMZn/
AHlaK55MEQf3vyBpRcCsgsNN8hMA1jNqTvG6yvcRXWrtK7fbUTSiQySKeX2ZGIp2pTCqfafreiR2
iC1kupoDVklaO8nJ5En+8dXYjfbfboMCoj9P6d4XH/SLc/8AVPFUs0Pzdd6p5r1jRjpM9vYabHBJ
batIsyJcmZOToFkhiCmM7bO1fbpiqR/lh/ykX5gf9t5v+oWHFUV55unv49MFpcavZpp2oLeXi2Nl
qHO7htY5ednyhER4zH7LE8DQdarVV5bpFj5pvILaLTfPfmHU4oboR/Xo9K1Li5tHmknhleWZVDFp
hGS4AJRVHRqFUy0Tyz5rXS9RuJPOvmVqenHA11pWr+spisZIXkjgL835TTrJ0I5J3PxAKm/l2bzR
5d1PUtV1fWdc1wXUAW3sRouovbRSGd6hIg8jclELb/CtGU8mUphVM/KPmKNte1HUBqGrapZQxzWt
5bfo/UBHb3IuZ700gmLThxDcxwhFhJoqgGnwgKzDzjIsvkjXJFDBX0y7YBlZGoYH6qwDD5EYqoeR
f+Ue0j/tkad/yabFU6k/46UH/GGb/iUWKofXNct9GtFu7m3uZrfkRM9rC05iRUZ2kdEq/ABf2QTX
YDFWI+ZfP9sdM1H9DaZqw1yTTppNCvP0Tcn1ZzE5QR+tEPjjK8jHIFqOgauKsS0vW/zpRZ7K6uZH
vhBFHHO2mXCwC6W89Z25pYKnCSxUxr9oI9A3xGuFVK21382mvbdr65upLDjZJdRfoa4d/UP1U3iO
w05PhZYrkK8aOtXUbbEKshv/ADL5ludV8v6ho+l3WnaZaPI/mC1bTbkytauFMaxc7QSmRfjqsR9t
2IAVZVd/mDpNtdC3Ona1LURt60Wj6i8YEu+7CDqimrDt0+0CMCskjkWSNZFBCuAwDKVahFd1YBgf
YjFXhP5wPZqSn6S0yx1CW9vF0wapapdK1162mmqmS3uvTRYOfOnUsux/ZUhittp15qWkapZ2NzoL
enqenz2gOh/u4tMvGlS2jkjOmsDLOb6JohQvxLHkKNgSlWpXEdzpenWnlnXdBZpo0muUm0aMRvVI
LNKE6Zxq2oSXYXkF+FhXboq+gh5PtVDI3lDRpqxR27yPIlXjhga2jBAtAKCB2QACgU06YUKdt5I0
y1lM1t5J0SGUoIzJHIitwFPhqLXp8I+7FbRX+HP+/U0r/pI/7NsVt3+HP+/U0r/pI/7NsVtjPlIB
Rcoz2vOPUPMEaw2SNHFEqMi+i1YLYO8VAhejcqV5HshSredV164Fva6d5a0jX2fTrZLZNTS3dy0i
3DyKfUmR2jWS3t24BBX4jyqtAUJcLLzzqKpdHyLoTXNyulxHVQsDFoLqAzag6NHN6nC3uacKSbj4
l5HAqUX1t5gfzjDp8fkLy9LFbayVgvhFZtdDTkuFkE3EXayiX43lNR8XVkFTir0YeWfJsbuP8GQD
6xsYjbWPBjxkDUQycalZZOVBuCa4qhh5f/LeS4S1HkzTnuLf93HB9U0wvHu0nFV51Xfk1PmcVtMr
PRfLljfjUbLyfHa6gOVLyG1sY5h6hJf94rhviLGu++Ku1vWvOSyFdD0YvSwvpQbv0gpvI0Q2UfJL
gUWRywb4f9ktN1Ut8g65+auo6pcR+b9CttJ01LWFoJYmQyNd0UTr8Fzc/u+XIpVRtTrirG/JX5g+
Uba/8/2UnmHT9J1B9duZLSXUJI40q1tDAriOSSAyqksDcgrD5iuKpPfaf5YZ7Saz/NHSo3tY409F
dUu4Y/U9TlNNDw1VlhLoWULwZANqeCqu8Xlya69e7/M/QrseqZvQnu7x4gWLbKv6a+FeD8eP2SPt
BtqKoi9byvPfvf2/5p6ZZXLFJAsGoziEyxpGoaSFtUKSA8G5BhuvFa/CeSqxpNCGrQ6pH+aWhrcR
qySI15dtG6s0jcOP6aHwj1aqG5UPQheKqpQ14mhJZRR2H5jeXXuG9CC6MmoX0Ef1aF+SCH0tXZ4i
lSeKMAxAHwjFFJ3rfnzyrpn5a6/ZzedNJ1y+Gn3MdgsNwjTOz25RIipubqWUmUmjFq8SAa0LFWmX
flvfW195U0W6tm5wvpFgFahG6I6sKHwZSMVTnVZryBmmsrYXl5FaXL29oZBEJZFMZWP1GBCcjtyI
2xVhPmb854NBa8t5tEn/AEjp6pJeWk15p8PGGUlYpRILiRQrlS1H4sEDOVoN1XmPn38y5fMBt9W0
7zHdeWEjitJHtbe/sJY2SOWUtLwh1KCbhKlyhPqwJy9NVryZFZVLZvPevSw+YNR/xFqaaZ5pl9Xy
+yalpSXFpHHdCXja2p1QyMeX+jsicfgrXeiYqv1Dzjq1hp11ZN50lunn1qK/s9Si1ayMgtwGBs5e
GomKCKXlyjBfiaVZQoZo1Ka2H5l32iaZqnl6fWL7WtT1hHaw1D63p908EbWKVetpqMj2axOdmLsz
kqYwzVqoT/yl+fGjRQyCaZrqO/u7q7Fzqep6RZC2imrJDbRLPfPNNHE/7n1EQLsSK0pirOfLH5k3
nmS6Q6b5dnl0tnRH1OLUNIuo4uQcSNItreTn4GQABeRNTsKUxVV1XyL+kbmeS6sNI1BGuJLi3OpW
xuXiMoRX4ElePJYVrTFWrbyVcWtpJbW2naFDHKbYzIlpIqv9SKm25gP8Xo8F4VO1MVtDr+XNssca
roflxWiX04iNPICJ6vrcVHLb94eWx+1vim0T/gy64U/R+h8/H6pJSlfDn4e+K23/AIMuOI/3H6Hy
7n6rJSlfDn4Yrbv8GXHEf7j9D5dz9VkpSvhz8MVtw8mXNN9P0Otev1WSlP8Ag8Vt1v5VudPjaYQa
daW8EV27RafC1uHkuYx6kjKSwZiUG/XFBTYeWvLuqW2m3WpaXaXt1awx/Vbi4gjlli+EH927KWTf
f4Tirh5I8oCO3jGjWfp2iiOBTChAUQG14tUfEPQPp/FX4dsVS/VfKWnWNh6Hlzytos4uJT9dt50j
tIjG6EO9I4JvUY0C0YCvc4qxDXtDt7cWuo+aPKPlTT7O2uQ63M2pNDFymMnPnys4UmYiRiEeoZiW
2OKqOq3Xl60lsbWfy15Mjiv445rSO5uokeSF0ZuccJszyHOSUDcDc7/EaFUV5c/Mq3jhh0/SIvKt
tY2sc09zaWOrFRbwRPylZIls0WgQlz9nv4bhUX/yta/+q28/q+WmF7GGs6azIvN/W9I7G0rw+Fgp
G5YUp1oqpwfm1qTuI2fywZDcpaxlNcYxvIdmRXFoTzDMu3E7H2xVASWdvaa/+jm8p+Tl8x6kWuJr
KS/rcy1MjmWjWLSMKKzE8fH6VUvbzl5OaAPDpfkdnMjqFbUEUlF48W4/UOQ25ctjSmFVVfMOhSW8
rw6D5JaS3tFvblTfKCkbEHmR9QrwKOjBvfFVtx5r8pBJ5bbSvJEsEKhyxvowwRnojSAWLceSUPfc
06b4qyVfL+pzWlnPa+SPK8wuFV5m9egUNuClLBg68aGtd/DArLP8E+TP+rBp3/SJB/zRiqldfl/5
EuoGguPLumyRNTkptIOxr2XFUbpWnWGmyGw0+3S1sre3hSC3iUKiKHl2VR0GKomT/jpQf8YZv+JR
YqicVdirERcfmJaStb6d5d0ePT1ZmjpqEsR+JyzH00syoY15Hffr3xVKrbztqsc2sxWlt5cW6sBL
c6lHFqxrGycFMl2Utf3ZorcuW/wgeJCqTz/m1HKbV9Sfym0YZ5rOR9ZMgW4i5ojRsbQj7Xw+oKUq
fpVTA/mPLLdWzunltr0RNc2ssmq8SLKSNXaaOQ2zUBKlWGwPEEsMVUNL/MS00+G2t9Mh8r2WmSTC
L0LbVREfrUvF5Y4YVtUR35y1JJU71IxVMtP/ADD1y+0a61e3Xy9JYWMchvbqLWJJIoplXkkbv9UV
VBUqWYmorTjtiqm35nX1uLGS8bQIrfUXLWU/6WkKT28blJZImFowYr8FB0NTuKVKqBtfzhuZlnZp
fLZW2hM80kWsu6KnrpByLC048OUg+Koq3w7faxVF3X5rraSend3vl23LQR3UPqaqyl4ZIS4dQYBX
lJRVAO6mta/DiqJ8tee/MuuapPZ20Gg3BtCpu47PVpZ5IkcPxLUtB+0oHvXFWWaFceYZrd21yztr
K4B+CO1na5Qj/XeOE/8AC4qmWKobU/8Ajm3f/GGT/iJxVpdMtUUIhlVVFFUTTAADoAOeKt/o+D+e
b/kfN/zXirv0fB/PN/yPm/5rxVh/5weUtZ8yfl3qPlzQ40lvL94PiuZ2VUWKZJy3JhITX0goHvXF
Qx7V/LP5m3nmvy35uGmafLdeXWuYo9Na8ZZJoLuzSEl7n0WXksvqNTj0OKoLUPyc8x340hBLFp97
pNhMbHV4Lh3e31GW6a4pwaJfUiIPpvXqG6bYVQ3kz8rPPPl6KW1m07SdTh1e20tbqa8mkJspdNiV
KcEStwOS8kCyJQ96b4qk+m/k3+ZEV5YXs8cXKHzWPMU9p9cX0BEGjY8VEVfVPEjlypTtgW2V/m5+
WXmzzd5p0zUNHMVkNOiWKPUjclJVWWQicLEInBPpsab/ANMVYjZ/kh59ttF0fS1treOHTdTvrwvb
3zRyiC8iSJFRzE3Fk47nfCqc6r+UPnjWjHfSi00jWdO0aGw0q5sZ2KCSCW5JgaMxqphnhuVR691r
ShpiqrY/lb53sLrWrSGzspdN80Wmjw3k/wBbaF7STTYFSb4BFJ6vqNyIoRir2aSyhkcuzSgnqFll
UfcrAYFW/o+D+eb/AJHzf814q79Hwfzzf8j5v+a8VVILWGFmZORZwAzO7uaLWgq5bxOKumtopipf
kGWvFkZkah6iqlTTbFVP9Hwfzzf8j5v+a8Vd+j4P55v+R83/ADXiq+KzijcOrSEjs0sjj7mYjFXl
ll5R/MW083ec7uGysv0b5qurICSa5LCK1t6w3LekqAs8sDHjuKGla0xVA+Wvy58/Wmg6do+oWdkq
6BpWqafaTw3sjfXJNS4hWKeivpCNVNSSST0pvhVj2of848+bWuLcaddW8emQ2frQaXcytLBDe/WI
JpbYNw5NbzNDy6UU128VWQeafIP5ga/q+iahHpNho3paoNS1AWF2fXUrGkIdp2h4vJwSvwxUFP2i
dlU28ieR/Nuh/lt5j0K9t4n1PUp76S1X6wGDLeIFBkkCABl3rtv7YFYP5b/I78wdB1/QtVRLS6g0
W7nktNPe9fjDaSUdY0kMI+IyySFzwO1N8Konyd+UH5kaH5Z1LR3gsnOo6PfaVK8l2zhXuGkMTQAR
fu1JmrL15cV6YFdqn5C+bvRurXTZrc2DWtvLpdlczMyWdyt3HcT20cgTmYvhbgad+nfCr1Xybo2u
pea9q+u20Vhda5cQyLY2109yIo7e2jgH77hBuxjLfCO/jXArI/0fB/PN/wAj5v8AmvFXfo+D+eb/
AJHzf814q02mWrqUcysrCjKZpiCD1BHPFX//2Q==
uuid:aed773b1-7c10-5f4a-b4fe-7dba12f86ac9
xmp.did:17851560-8631-4481-a56e-2e0a42fc1870
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1e48ab4e-de35-bb43-bc34-736528cdf817
xmp.did:3e5c636e-c1de-4bfd-97e5-3cab9bc442ae
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:bc9cb974-a58b-464f-8f92-af07ea144058
2018-04-14T15:55:56-04:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:17851560-8631-4481-a56e-2e0a42fc1870
2021-04-13T13:10:29-04:00
Adobe Illustrator 24.1 (Macintosh)
/
EmbedByReference
/Users/mariatprovenzano/Downloads/harrysmain21-01.png
0
0
EmbedByReference
/Users/mariatprovenzano/Downloads/harrysmain21-01.png
0
0
EmbedByReference
/Users/mariatprovenzano/Desktop/40HandDrawnDoodleBorders/Doodle Borders Individual PNGs/Black/23 black.png
EmbedByReference
/Users/mariatprovenzano/Desktop/40HandDrawnDoodleBorders/Doodle Borders Individual PNGs/Black/23 black.png
EmbedByReference
/Users/mariatprovenzano/Desktop/Doodle_Borders/Doodles__Borders_Dividers-112.png
EmbedByReference
icons8-instagram-filled-50.png
EmbedByReference
icons8-facebook-26.png
EmbedByReference
icons8-instagram-filled-50.png
EmbedByReference
icons8-facebook-26.png
EmbedByReference
/Users/mariatprovenzano/Desktop/40HandDrawnDoodleBorders/Doodle Borders Individual PNGs/Black/3 black.png
/Users/mariatprovenzano/Downloads/harrysmain21-01.png
0
0
/Users/mariatprovenzano/Downloads/harrysmain21-01.png
0
0
/Users/mariatprovenzano/Desktop/40HandDrawnDoodleBorders/Doodle Borders Individual PNGs/Black/23 black.png
/Users/mariatprovenzano/Desktop/40HandDrawnDoodleBorders/Doodle Borders Individual PNGs/Black/23 black.png
/Users/mariatprovenzano/Desktop/Doodle_Borders/Doodles__Borders_Dividers-112.png
icons8-instagram-filled-50.png
icons8-facebook-26.png
icons8-instagram-filled-50.png
icons8-facebook-26.png
/Users/mariatprovenzano/Desktop/40HandDrawnDoodleBorders/Doodle Borders Individual PNGs/Black/3 black.png
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
8.500000
11.000000
Inches
Rockwell-Regular
Rockwell
Regular
Open Type
13.0d2e1
False
Rockwell.ttc
FFFTusj-Bold
FFF Tusj
Bold
TrueType
Version 1.0
False
FFF Tusj.ttf
Thistails-Rough
Thistails
Rough
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
Panatype Studio - Thistails Rough.otf
ThistailsSans-Rough
Thistails Sans
Rough
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
Panatype Studio - Thistails Sans Rough.otf
AmericanTypewriter
American Typewriter
Regular
TrueType
13.0d1e4
False
AmericanTypewriter.ttc
Arbour-Regular
Arbour
Regular
Open Type
Version 1.030
False
Arbour-Regular.ttf
ArbourOblique-Regular
Arbour Oblique
Regular
Open Type
Version 1.030
False
ArbourOblique-Regular.ttf
Pinto-NO_01
Pinto
NO_01
Open Type
Version 1.065;PS 001.065;hotconv 1.0.70;makeotf.lib2.5.58329
False
FaceType - Pinto NO_01.otf
Pinto-NO_03Engraved
Pinto
NO_03 Engraved
Open Type
Version 1.065;PS 001.065;hotconv 1.0.70;makeotf.lib2.5.58329
False
FaceType - Pinto NO_03 Engraved.otf
QuaverSans
Quaver Sans
Regular
Open Type
Version 1
False
QuaverSans.otf
QuaverSerif
Quaver Serif
Regular
Open Type
Version 1
False
QuaverSerif.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=18 M=23 Y=30 K=0 1
CMYK
PROCESS
18.039216
23.137255
30.196080
0.000000
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
C=18 M=23 Y=30 K=0 2
CMYK
PROCESS
18.039216
23.137255
30.196080
0.000000
C=32 M=37 Y=36 K=1 1
CMYK
PROCESS
31.888303
37.216753
36.212710
0.509651
C=22 M=24 Y=34 K=0 1
CMYK
PROCESS
22.095063
23.880368
34.302279
0.000000
C=16 M=26 Y=33 K=0 1
CMYK
PROCESS
16.174562
26.468298
32.834363
0.000000
C=16 M=26 Y=33 K=0 2
CMYK
PROCESS
16.174562
26.468298
32.834363
0.000000
SF - CMYK Black
PROCESS
100.000000
CMYK
20.000000
20.000000
20.000000
100.000000
True Black #000
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 29 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
19 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 35 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
30 0 obj
<>stream
HWn|_1"`ޯVI 0<yP(j.ɄSUgR2`RgyMXݛ),ϖϧ9,Oon$kc)qM)/7zÇ*۫[/n?_E|{߽궼w˿Fxw|;z>|x^q"|z}=-燻+7"抄5vɮ~,5P+k(1J
kY^:uyӕ~?/?ӶpXO-ԖW#/Zw6k|fa=Sh8nkrB)'ΝǦլ]~܃-հߗX'$!(doR78bi5axքm/cm֗ږu`\hi)kFqp]t.kyuYS !&BXm.&I=>GA'k-g'B{_Z!:ˀU<ȳ,dK:7cGյ2)E8~^3(^4LҨ|6hjO o(x,MXZk2.PV;`bcp.|clS+#VW8 Ȋ1atv`j!aYmtA:Vs~-t˭3.qYERM]#Jb':Fu<[z $ bLEfN}H84gHAHtUj: QrwEtQil}R7 nG@+v⠹^%i@/>)%>3Q$KL\D\v%Ĭ3ʴ3DlG@Ӿs܉筆`IDqyWC|PidR1ȍXD7&J>3Fk搒JHp^x1yLA_x[ax/B%6dƈ6Ud y ߪ<=VwD#[ƀS| PbE
@!
]1J=SNA':HvR!9_Q`U'2e<3ޑH+6 v7Iuȣ4Lw4c*XQ֨c[aQcl DXI]
f^X"e,ՊmȔmۺ#ٮ
'Й8c:TetzT.iYsߓ펷DwANn3 dT6yT -Tسùz= bp*O6D|܉
qYLgGdxD
cLJC%h^j""0ɹϾ
2^lGFBm!?^<9⃩us
wMB'=>{xMވDd&iFԑ>Ծ)]nO_0 4iVV5x
*3 2S*+jZUF%2C![Pi AH>z9ywAXeGK_fsi}JC֗:W
EWp6]}{MG^){2\
ߦ;Z5
CzgMŰ1hxtIPMy.ts?Y蘺$us./-1'3oV(UEu?yCyRծH=O@-"eQ6'B5.%osVմkmh vӸl
l4%%S{BY.
lj9}ge3*?|IA;k9N5}J|&"SrKgɻ
۞hTo|ES+"̛"
8GEPߛL
e}]Tw-t
dx2&l|'2keĬ-"&$Ii]dTN ;EO|n{tAqfç`Q]?>/9zʼ9BV=
C<,bV!MךYvȑ,)V't`kt0~-6:H=`3xPcio 8mQF:۸6B~(+פnG*;PŬJf,f`:,
RFJex8EjԔ\m>?IWoN 0/FEmddCf>F