%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
OTcontentserverproducts_ds
Adobe Illustrator CS5
2012-11-05T16:31:34-04:00
2012-11-05T16:31:34-05:00
2012-11-05T16:31:34-05:00
192
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4qg9Y1az0jTLjUr1it
tbJzfiKsd6KqjuzMQB75KMTI0GMpCIspP5I86Q+a7O6u4bVrVLeb0VV3DlhxDBqqOPfsT88nlxcB
YYcvGLYP/wA5FmOHQNPvpQWS2eX4K0BaRVVSx7KG3b2rlYyygbDkw08MoIl0eCXEt1agw3EY9WJF
EsiVKmVhzZeXQcQQo2qWByX53Iy/kvF3H5oG21O4maaRqLCr+jGAK0cbs7Edh+oY/nMiB2ZhPQ/N
klrYpJMkVGf92plY/CVmlNUibw4p9r/KwfncjYOycPn82Qp5c0iO253AfkN2fkVWmw74fz2RH8k4
b6/NJbqDTEMsixusSEKkXKsjsdlVetWqfi8MH57Iz/kjAB1+aTyTBWdTwVUJEso5MARWiRdOR2+I
nYY/ncjE9lYfP5roRLMzBRRAQEJB5MPYV3r8h9OP53Ikdk4T3/NESxLEArpIklOhWn6zX8MH57In
+SMHcfml7S3StyVA8Q+0N+R3/ZPSuH87kY/yTh7j81pvSP3wFbQHixoQykHo3Xfx+/tufzuRH8lY
fP5o5rvTIriVJvhQIGiYGnIjcihPUDqPHB+dyMv5KwefzXXUlhFEKuBI/wBjgQ/cdqnscfzuRJ7J
wefzSbWtQvdNUSUR1ZagNUUqeNT02BIwjW5C1ZOy8Meh+aCj1q/HJmkikAAb4OnxKKCv+tXD+cyM
P5NxfgoGy1rzJdaoLJikXL9r0qhd6CtcJ1k6Yx7NxmVUy24vbDRrInWPUe5K/u24iNST82WvTtkR
rchb5dl4Ije/mwy484apPeejYQuoO9JEXYUrUmuw+eS/N5O9xjoMRNAFddeY9aso5WnmjZo6DgiC
hLDbf2xGrmUy7OxDmhT+YszWwT0fTu6jkQAVpXsCa1w/msnew/KYa5G/eyT8u/N0mpfmJ5asAVe1
ub+0SQlSslWmAIqCQOxx/M5DzU6TENw+6KjKWbCPzX1/RrDy+NO1KKaZdTYBI4CilhBJHIylmIK8
ulVVj7ZkaeBMrHRx9TMCNHqmH5eW2mweVrS4tLSKyN8DcSxx1NSxPElmJZvgp8RO+Qzk8W7LABw7
DmwH/nI0QT2/lq3uZStibm4nukU/aW3g9T4h0K0BFPEjMebsNNzfPN3LMtq8hmkef4nkcN8PIkk8
v8v1PwOVuYdgi9HgmtzbfCDBDEJ7jnua7u/MdN1iKj/WwFlEVTMfLEYKfW7lgTPW5kU9FknPIdf+
KxtgbByTTzBrkUmlLHGq8lPIqQKsooFBoTU8iPxxtYwo2xS9ZlKxwS1kib0rVj9nmd5mPiw7dqUx
UpWsKXVwoRf9GQcIIqD4iKhiQKndv89t1AF+5P7NhaufUh5/77kYniSprU/ZqB0wNqFursXDmUkF
eVeYUlR1/a+IDrii1lxfQGEwxRBYCKcwq8g7CgIYdhTriglJbkOl1xagWUEGNK1YqKrIV7sd98k1
Hmh7S6u7W6try5txd2sT8CKCrilByZhSu4wsLI3a03UxNq/1y5EUdsaB1NAqkg04kk06eOAjZMJ3
KyhNavLV7345DPEZPjVqH4SoaiKditRX54QGOSQtSnmsfrsccQV4JY0ASKhO5c/ZHhywsSRalq13
d6SI57WJI4VIAElK8h+NcQLRORjuG11HXtdcvLo5vpTQJM0cskK1H2h8LAEV8caA6rxylzipXHlK
8twwlDwzGh5yoUgX6Dxx4kHCfxyQMXlw3FzJDcTtNLGVUyChU8mRdgwYf7sHbDxMBis0UNqGhaXZ
XRiieVhDGzyyOQrB9+KrQbV2wiRLGWKILIPys8s6jZfmL5Nv3X91LqtkWXfkoaVSKimSEgWueExj
b691X8wJLHVDZR6XeXcC2xuDeW6BkJBIMS8uIL0WtOXyw2w4d+SR+YNf0bW4DLqeh6lcppjTlYAn
AOUVjsqyr6ok9IcKVBqo75OGUx5FhkwxlzHJqP8AM0JI1vDo2oqsXoRxH6uqwgTii0YHZY+j7bZB
IDEvzg1Z9b8sQ3FzbvZTRuEjglIMiiV4/tcdviVCaV6ZCblacc3jV5bhbeyjBITkgn93Y/H+EZyA
ckjYIy3u5CmoDpVZIm+gxxfqjOBkDzZZphuraxjloWiV/TYBuNSgA/VkW8cqXaheR3rmSNBCgpU1
qRwDNioFMend/THIcvqkTEtsPgdqbf8AA4Wsp35esLSS99BT6UKIq0BJJKLTr/lUOBly5IbVrqKs
yRiqr9uIV4gdIxyI3HI1OITIsfE0kl47ySFEg+KQqKsW2NPkMk1Xui7SQytJcwJSNXJ9Q9K067+P
WmBnE3uh55bSW6SOWnEN6m46sFbiKe+FiSCVO2vZbaGO3uLcz2lxyZhUAIypx3oCd6YsQaY1catJ
JdRmJgIDX91SoXt2U+HhkqaDPdFQS6fez20KQN6wJM7P8QKkECldhua48mQIJAU4tBa31AG5NIQx
5OSaEAkcgANgMbQMdHdNNP8AMUUcqLYlJYBIwkkZGPFa1+EMvWgHbAQ2RyDoyeG7huyEDNAj9XPI
vzP7QHFR+GQcgG1l1p+uQgSRXCXMSfa9X4W3HtjsgiQSfytZre6lLGXVJHdUqdxsrb1+dtki04+Z
/H45MdlI1HWLmZY+VlcykuB3itgFX3+NyMlyDUfVI936nq/5f6lYJ5z0Wze6C3xvrbnDQtyHNRUb
fCC3vkYjdvzTHCR1plp86WbcpfrHwU+I+m2w+hcPEw8Eqd5530tNLkmE+ykHlwcdGHbjiJIliNMa
s/zD0x7e5k+sHiHjU/A/+/K/y+2SJaI49ik/n7zdBq1lfw278zb3FX2YU9OGYqNwO4wWzEatjOqh
1lRT0E8bEe7K5/icAbprYnFdRA/35IfoWSSv6xgUdWcaNrEI054Ff05ZC1GoDXmdhuCB88i3c0Dq
vqRwu43LAqXNKsSCK9PbEM5ckpZa29wpIpc27RQE7fYc7/dhauiLha3uJJJ3b0Y2PJJFqw+PcCm1
MDMbuvNLu4rR5FkaYzCjPSh4ht9id9wffp44UEJVNZiV/WtmBZgBNAdqN1qCx3B2phtgY3uFty97
aQLb+g6vs6gOGqK9eIG/tXFBJGyXWcjD1gKtNKWUlq1UEgMADT6cJYRKMudcQlLSaBP3Tfv2Dbr7
ge+CmRydCv8A0na2s62thaqxIPrTD4jU0IqCGNDXscaTxgGgEDfXTpduhdYG5CGCdFBAY7n4SPGn
XCGEjuhr765cGWDU7kTSRoy8woUCniE8aV2whhKzsS15d0WCR5RdSp9QkIEDq/EVHQbUauMinFj7
+TIfqcukzsmmzxnYMYpGrT35bv8AdkLtv4eHkxzVPO/mC5uZLBBGjKrc5Y6P8LLuNxUbe+TEQ40s
8iaS/SfNM+kvJBNB6Uz8grt8YJodtqd8JjbCGYx2IZL5Ns7a10qbUZ5a2qryZfBIeQp4/FIx/DIy
5uRhFRtD+QL5tS/NnyxcyfD/ALl7UxxgfZBnFAW6nJxFOHmlxWWaC8YQmO3+Mj+8RqLTwFTlDtbS
nWbiR9EuiaIU2Kghq0FK1yQ5sMh9JYhYzU0y5XuXjb8afxyZ5uJE+kpi8TyNri8dzcJyPgZkmQbf
M4O5mR9Q/HVFatMkJgc7pNGs6/7Gqn7lfAGczVOsoYTJcrI3ETI/H3Mojk/4lyxKxHNO9HuoY7EL
NLwYH0zEFLEmgB3Ap1HjkS2wOy/U5/Us1SONo2Rg6oWBNAKhj88QmXJJlDCIq0vqvbmkaDaqig47
f5PA/wCZyTUF2hhI7yWwesRIHocgSeIHNQPl4+GJTj2NJ3eahBpqAlSEKsjo1aIegHc7mv8AmMiA
2SkAltnbxatDLcQrQRO3IBqsPcH4Dv1wnZgKlupnT4BpTXFvByuI2HrcZGarA7jifnjaOHawjPL0
NpfNFIOLTEFHcigFFqR4niBTEsoURaWa/oGrWV4YkjEsbMHiUshoDTkO5+WEFrlE9F8V7b/VnkSE
LqVeJj2B5LWpPyUVxpkJCvNQu0j0qyWWWD1pB8KuGXnGz1DMAanr2xG7GXpDGbkTcJbuzaONRVSA
xD16stGrQ06dMm457wtjnW4tnhWcrxAZhIgO4HQseJJxUGwq2up32nQ/U57c3MUy/unQKBR9h/NS
mJFpjMx2ItL7aC7UfUrYukbPtBItQx/Bh1ptTrhawDyCL1pfNUgh0t4TbowqluAGLBQGLVIB9+uA
VzZZOM+lX5Sad5akinkcDZYuQoWHKp236YOZZfTDdr8pru5k/NPyooBWE6tZmnanrLQZYA4cpEs3
lWQ2YEiKoUkFievWgpmO7g8lPVrZYtAnUAAskbDxIZiv/GuEc0THpYL6xt7eSo2/dMR/qSqTljhX
QT6w1KJ9R1WMEM1/Bbzwf8ZF4P8AhybIkNsZXI+a6Ge4l0awW4pygElozHfiQxoCP8opT6cerIfS
LWQF1EcrsVS3JhYOKMWjPLdTv8cTtT5YoCZRNFHK4jcmFh6yqKHY9aE9/DItoVYtSD3SOUYoap6c
pJoaHflT26Y0kT3X3VrcRMtzbAh0HHdKlhuBt8iRQfrpiFlE8wl9xDDcQG4jrzAEkRBqY670ND0P
ZumFgQCLVItUGpQRw3oC8yFFxSgYg/aPQfDXGqSJ8Q3ZBDc6Zp+n+nDFxKq371CxBKr8Td+uRbRQ
DDl1jUVu5IpI2M7sV+1Qg9jQjcfF4ZOnG8Q2j7C/nttRcSoocFnEwbiQei7UrShJpgIZxlR3V4NX
FunCglmNSF8R1B38Rv8A1wUyE6Q5ug+opeeqVDFwQFajAA7MKtxp2rhY3vaGvzq8xMtPWjVqek4V
ahlA4kfD/n9BwimMuIsfktYbi/e1ux9WuHX90zGu1fhADHiSMlbQQCaOy6bybqsEMV1aRPOnLjyC
fSDsTxr7Y8SnARuGQ2er2Tena6rbejexqOUoNTUUG4AptvkSO5vjMcpDdU0vTk1CeXUL7kYB8RUA
pRF8GqoHXl/wPjgJpMI8Rst2d9ENUfXr5Ge1akcPqE1WNF4qSaV+Lr0x8lB34ixXzZqtvrmqBLVh
9WjP7sip5Gg5O1OlKbVycRQcbNMTlsyn8nYIrjzt5YmkjEUkOqWwJAY8mWVf6/LD1RVwL6CH/OOl
YfTk8wcyPst9TpT5/vzXB4bL895faoS/842TS280M3mYv6oQKTZbIqNyoo+sYfDYnWbcklf/AJxH
DghvNVVZGQj9H/zGtf8Aenth4Wrx/JWtP+cTUt723uv8UFjCrLIv1GnMNyGx+s/CAGp3xMEx1FEG
leP/AJxbmj9YL5qHpySJKimw+yyClf8AencnHgSNV5NP/wA4rBpZH/xPRXCkL9RrR1NQ1TceFV+W
2PAv5nyXp/zi3xg4f4nJkBor/UqAL/Lx+sfxwcCfzW3JMdI/5xvgsLqO4l1761wUr6bWYVNxSoX1
mx8NkNZXT7XXP/OO91LdGZPM3BWJJjay5Vr2r9YGwweGk649yXTf84uyPNLJH5p9JZQAY0sKKNtz
T6xTfvt+OHgYHVeSFj/5xRuEi9L/ABd+7qTQaf0rsaf6Sd8PAxGpPciR/wA4typcLJF5rZYlHERP
YhxQ7HrcU6e2PAy/Nb8lR/8AnF6N5hcHzJ/pAIIl+orUEdP93YOBP5re6/HyUbz/AJxZkuplnbzW
3qqKAmxqO/YXA7HCIMZam96XWX/OLS2xRj5m9ZoxRA9jVa770+se/jgMEx1VdFV/+cYA7M7eZKyt
3NiOPT+X18eBP5vycP8AnGe/EsTDzWpjiNRG2nEgk0qf96up8cfDX84e5drf/OLum6usfraykUka
ACWKyAfmOjV9cmm+4/HEQrqiepEucfx8kw0n/nHt9OtVgTzDzooVm+qEVoKE09c4DjbI62hVfagd
W/5xlj1GUO2vRxVYGRl08c2Ubcef1jw7mu++EY2EtXfR1z/zjO0tj9STzO6QvT1a2lSR1IFJ1C1p
Tp02x8NTq9qr7ULe/wDOL17dWD2P+K0igkK8imm0fiprQN9a7+NMIgxlqiRVJdb/APOHdjFdNMfM
7qjdYYbMxLt0r/pLVw8LAZQDdfayryt/zjpp/l/UdNu4dYaUaddRXaobYKXaIg0LeqftU8Mjwb22
HUjh4QPt/Y9Ys9T029eZLO7huXtn9O4WGRZDG424uFJ4nboctMSObhiQPJWmmhgheaZ1ihiUvJI5
CqqqKlmJ2AA6nAAklSsdR0/ULcXNhcxXduSVE0DrIlR1HJCRthMSOaBIHkqXN1bWtu9xdTJBbxDl
JNKwRFHizNQDEC+Skgc24ZoZ4Y54JFlhlUPFKhDKysKqysNiCOhwEJBtfirsVQ0Op6bPdzWcF3DL
eW9PrFskitJHXpzQHkv04TE1aBIE0icCXYqhbPVdMvZZ4rO8guZbVuFzHDIkjRtUji4UkqaqdjhM
SObESB5FFYGTsVcSACSaAbknFUNp+qaZqMTS6fdwXkSNweS3kSVQwFeJKEgHfCYkc0RkDyKJwJdi
rsVdirsVdirsVdirsVYO35YQ3DW6Xt/6ttaNCsMccCo5ht/rHpq7s0tZK3Z5SKAdtgrfFmR4/cHG
/L3zP43/AFqWn/lfc2raSzazX9F3DTkQ2qQC4Uywy8JuD/G1bcVc7navTcnPd7c1jp6rfkh5fyjl
kSSI6rEYXgt4QXsY2mU20KxjjMZOYRynxx9CpYd+WEany+1idN5/YyL/AAbBHBqX1Z4YLvUL6DUf
WWABVlt2ikVXRXUyKZYix+IfaPffKvF5eQpu8Ln5m0s1L8ubjUtQub641RYp7r0jJLawGGUNG1sx
4yGVzxBtKxg14FmNTko5qFV+N/1sJYLN3+Nv1KX/ACq5FuNOu472A3diLISzS2SS+v8AU0kjbkGf
b1FkXetV4ihqBQ/mOYrv6o/L8jfKuncr6B+WlrpT2TzXf6QaxuzeQvcRBnBa1EBRWLNxHqKJBTpR
R25YJ5yb6JhpxGt7pbrX5d3uo3k08WqRWsEl0t2LI2hnt2ccuTSwzzvEzsH3ZFTxpWhBjmAHJZ4C
TzUPL35UQaLdwzR6k0kSOZp4fS4CaUQiOJno9P3Tl3Xb9repHImeo4hyRDTcJ5q3lf8ALT9B6rYa
jJfx3MtjbG0AS1W3DKWkbmfTf7f7wAk1rSpqx5AZM/ECKTj0/CQb5Lbj8q7CXUbHUlvHW9s7qS7M
jq8iuXuxdIgVpKRqnxL+7pUnke4KNQaIpB04sG/xalY/lY1rJZt+kYqWsiyEx2vpt8P1arRH1mEc
sn1P969Dy5vsK4TqL6fjf9ajT1W/42/UidK/Lf6pNHJd3dvqQ9E28qXNpzAQQLbgw8pW9JmSMCQn
ly8BglnvlsmOCuZv4Kmhfl1FpYvovraG1vrCOweOGD0WBWIRNLzLyHk1C1FoKmu53wTz3XkVhgq/
MUsl/Lue6nhurzU1N2pgjna3t/RiltIAD6DRmST+8dUZ2r0UClMIz1yCnBe5KVx/k8Qunu2rILzT
IfRtbiGzSGjAzPHMVST+8R5UNa/Fx+KpPIS/M89ubD8ry35eSLn/ACpila3T9IKbaMn6zFNbJMZV
e3hgkIZ2PpyMYC4kAqC33gajyZHTeaceTPJ0nlxLszajLqdxeMjPPMvFhQs7j7T/AGpppJP9l36m
vLk4ulM8WLgve2S5U3OxV2KuxV2KuxV5vD551ZlmdPMHl8wK9x9XaeVg5EdT++4FfSSIsEk5IpUj
cmord+782n955L4fPevT3MrLq3lqHT0kQx3Ul0GWWARCaZkMc7brGQ45BfhNem+RmIVsygZ2b5KS
ecPNVlrl9p+ua/5dtpIIo5pLX/SIGhikhnKujzfDMzSrGTQ7KGFK0OQbG7zzV50vmt9O0bX/ACvH
qc8csriV52mWIzIlu6QcgakEq4f9ugHfFV8vnrUWt4riHzJ5ceJp2EU8MsksMlvEkImaRkL+nwkZ
6sG4qClW6jFVkXnrzTNB60WqeWSkCQfXyz3iCJ3MSymrD7AK3ADMFoQoalGxVfbec9ZjtLMX3mDQ
ecM3oapPFI5ZpYmjMixcgqcfguFdiAFoNxxbFVexf85rzT4r1ZNFhlntxILeQyuizSW5qOUIlHpp
Px4cXaq8iSTRVVR9tb/mi2l2STXOnJfx3sxvpCGAezHP0VTijryJ48jxX4ewO2KqUdr+cKzF3vtF
kRo2X0xHcIqOWjow+0zcV9Tq1D8Ip1bAq+WL83vSvHhm0IXB9NLBJBdNCAJ5PUklChZORt/ToFan
OvbfFVUD81Rdxox0Y2bzuHlUXJlS3MZKncqpdZfh6UK+GKqcC/m4bO7guP0ILgSxixvY5Lmpt/UA
k9aJoeIl9KpUq3Hl+zTFUb5cj/MT9LTyeZJdL/Rgt4ltYtNE/qG4KqZ2l9cfZ58vT4t9nrviqd6j
cyW1ukiAFmmgiPKtKSzJG3Sm9G2wxFokaQ/mHWF0bR7jUmj9UQcBwLcFrI6xgu9G4oparNQ0FThh
HiNMZy4RbD2/OryyLV5UtrqV4oknmWNUKhGmSAlGZl5/E+wpXx4mtL/ysmj83GkZbfmrod5ftZWt
vOZUs2vmaYxQrwFutyi8nelWR/ooSfh3yJ05AtkNTEmh3IXSPzm8v39xaWRs7tb65MaFIk9SJWlI
VP3jekSOTKOXClT4b5KWmI3tjHVRO1bqOp/nVpENhLdadpt1emC4S2mSTjAA0gmK0/vGP+87fs/P
fbDHSm6JRLVirAV1/OTQGigf6rccmV5LlaLRFjtXuW4MSA5+DioPGteXSlR+Wky/NRa0r85/Ll/d
WtobS8iub25S3t1MalSssrRxyMxZdvhqwFaVoOVDjLTSAtEdVEmt2f5jOU7FUnj8meT42do9C09G
lLtIVtIAWMpBkLUTfnxHLxpviq0eSfJgjEY0DThGAVCC0g4gGP0SKcP99Dh/q7dMVRV15c8vXcYj
u9LtLiMAAJLBE6gBQgFGU/sqF+WKrYPLPly3mM1vpVnDMaEyx28StVXLr8QWuzsWHua4qhz5J8mG
1S0OgacbWNXSO3NpB6apKweRVThxAd1DMO5FcVVo/KvliIymLSLJDOOMxW2iHNQzPRqL8Q5uzb9y
Tiql/grybRx+gdOpKWaUfVIPiL8gxb4Ny3qNX5nxxVNba2trW2itrWJILaBFjhgiUIiIooqqq0Cg
DYAYqqYq7FXYq7FXYq7FUBrX+8cf/MVaf9RUeShz+f3MZ8vl96X3Xnny/aatfaXcySpcadFHNckR
PIOMzIkYURh2Zi0qigXJDFIgHvYHNEEjubg8++Tp5FSPVrchgSspYrEeKeow9VgI+SJu68qrtWlR
icMu5Rmh3qx85+URSmtWLklQFS4idvjIVdlYnqwweFLuKfFj3hR0/wA++Tb+0N3Bq9stuHaPnO/1
erIqM1BN6ZPESrUjxwnDIGqRHNAi7Vj5z8ngAnXdPAYVX/SoNwKio+P2weFLuKfFh3hx85+URSmt
WLklQFS4idvjIVdlYnqwx8KXcV8WPeE4yDY7FXYq8Jt/MVrBY6jqPl/zfpUdpqdzel4Fl9G8klkk
aOGMRSRJIjpJKv7w8dmWrcFUnL8WBqw4hxTjdHnaaaJqAtr1riLzhozXEtxchuWppNKYz9Xc28c8
8cvIwxxUZuLe9DuBLJAiqTHFMG7Xsdenjvb6+83aXNeQ25aWaz1F4PSt4Y5G5ultGvL03u4pN13o
qnZ8fExjkEeFkPM7s30nzfoVvbvFqfmOzu7z1p2dlliHpRK7FVcIqcBFGAHLjZup6ZjyonZyYggb
o5PO/k6SVootbsZXQyiX07iNxGbdec3qFWIj9NftcqUyLJVtfNvlW7Xla6xYzj0luP3dzE37ln9N
Zdm+wX+EN0rtirX+LvKfw/7mrD41V0/0qHdZCqow+LoxkUDxqPHFXTebvKkKxPNrVhGs/q+gz3MK
h/QJE3Alvi9MqQ9Ps98VVB5n8uF5k/SloHtjGs6meMFDMwWLlU7c2YKvidhiqFtPPXk27T1IdZtO
Hw0LyrHXnEJlpzK1rEQ+3bFVZfNvldp44F1a09SZY3gHrIBIs3H0zG1eL8/USnEn7Q8RiqAh/Mry
JNfrYJrVuLl4vXVXJRTFy4iQSMAnEtsDXftiqKtvO3lG5meCLV7X1o3WN43lWNubMqqtHK1JMiUA
/mX+Zaqo7Sdc0fWIZZ9KvIb6CCVoJJrdxJGJFALKHWqkjkK0Pt1xVbrX+8cf/MVaf9RUeShz+f3M
Z8vl96X+eYpZvLssEUsETSyRIfrMIuY3rIPg9IxzcuR/yDTr2yeL6mGYelhaQvMZXH+ETd8AkMRW
MwOZE5u5YK0h5c5duQqu5G5rf/p3Hr+omejDytbXf1bWR5cXhDHPavbwpFyWVVAkDyD0yGMZ+wTt
TIS4iLHEzhwg78KbfV/yw+rN6dto80UStIYoIreY0YJyKxxqzHlVOg3+H2yF5PNsrH5KNppv5Upc
zzW6aSJLikU0PKHgGQenx9BjwRv3vFgFB+LfrhMsnmgRxeSN0yx/Lq+dU0y20m4kQGRUt47ZmVdl
LBVFQNlFflkZGY52yiMZ5UyPKm12KuxV4XaQ6bcQ22ohPItjDc3bWyenbkOxknWQQOjVT1pIokJY
rUfaHw9SqnpGu6Hp3mCLRLuTyWs9vpk1zPfC3jhjjnuEVqRzH6vHJDNG7FhErNxX4zviqK0PzFpG
oTWklzqHkqGO/dbSW2iCI9xAbRQ0fpzp6oEkyRqA/GsaptWlVUQl08ax82/LxCfRmvQjElrS7iMl
46LSv75grRk1Dru2Koywis7WxlSM+TEu7iwuJ3DRsqieWOISmblSQwswk9X1DzI4g9DiqkmpMD9V
iu/I4ubq2S0mhCssTQJGaRBv92KtxIlIjsEbpUiqqsn6H9RpYv8ADFwLhLB7N7mB1T1PVgt7gxnh
xWNzEvo8T9vgTsRihK9euZJ9PbUYrHyjMdNlvW0O1Mg9WRZzKAFWCb05FuY7q1eRCw5eoarUocUo
+zvdU1ArJe3Xk5I5TaiaaNQhuVE0voR8J/VYfEkRi6/Fy4E7MFUHp0gFoL+eTyQunyJeJBdRLGlj
HewxrDbCGR0RnHpPxlYFqAFRQbYqibm8vLK1LvdeSDp+myQRQ390VpF6UkRSOkXpqssfpSemqqKc
UpuGxVoSS3OnxPI3kd7D0oY0gjjaSBppha+j6ilC0aB3k4dOsde9FV9wbmW8LWd75Mj1C2DG3iKL
w9YzJLbfvCperN6Rk4NWvErQ8TirL/Ik+ryvJJb/AOH5fK0iA2l1oTuS10KLNyQK0PHkG6PUU3r2
Csh1r/eOP/mKtP8AqKjyUOfz+5jPl8vvS7z2t8/lyZLGeCC5eSFY2uovXjJ9RaL6YjnLGvSiGnXb
rk8NcW7DNfDsxCLbnS78rco/Rkt4AYvRQ+nIH+IRcqcDVab8QdwDl3wk0fGClHqcS6naW19N5VjJ
hVliEMgT0EaQRtG7oBVKKFXmKfFt0w8O23Eji3o8DN9K0PyWZLuTTLWylaUGK6EXpyKFIEZj4jkq
KREAVAAPHfpmPKc+tuTGEOlIz/DXlzf/AHFWfxN6jf6PFu5blyPw9eQrXxweJLvKfDj3BWstH0ix
cvZWNvauVCFoYkjJQdFqoGwp0wGRPMpEQOQReRZOxV2KvGrdtULvpumXHkhLi5ubi8g04D0JZQJR
HbmSExMz/ulfm6oGJChWp8WFVC/tlvTLDHpXki9sLMwS8lTnzhiLLNHCtsZ5i6RtboF9Lj8VPiBC
4qmGoaP5DXUpWsF8mQwqYZrOC6trRZYxCVFyrMEXj8MTgftKR7UCqi6JB6LXQ8mRFoQ+qxzxutq3
plIiYZJU/wB1x21yoXlRQBVaVxVE2k8vJ4bw+R2t7h4IL+GBXI4TuJHWViCtZIZHMayKAzMPHFVA
ehPK8FpfeSZJ3jM9k5WITswkhW3JUKQYi8dOaiuyBd98VR1j9aRDHdXflOKws7MSIYQnFoEl9X1p
AyKgiELQtWMhQ7E9OOKpQLuyV7aAX/kSO64JcWtnEI2tzEIEZ5Ps81BMKMrhgOMaeGKpjr4ntbmy
+oWvlOZIoLSQQvEkZaOGYCeSOSQrGIrdjK6BX5Kada0KqBnklttJtoYE8l3WlTXTBNPgjjNktmzB
53jLGGIS/VXWV+T0YDYEb4qmupywWFrrkcU3k+O8S5S6tre45siRRLJye4iVi6y+jE3H01pUOd98
VUbiSWOOcNJ5NtrFZIZb8N/o7c1uESEyiWORdlj4ryUEuoCleyqTWkuoJpd7ewN5Ju3tRHHFbeis
IlvI7NZlLSSi2XkXiDRUoBEtanqqrNbbR/zC01Xg8tw+X9P0cQs9nYCGWFFnMSFeSW44hXnaQyFW
bYLTflgVler8/qEPOnP6zZ8uPSv1mKtK5KHP5sZ8vl96XefrxbTytdytPb2xrGEmu4zLCG9RSOSC
Obw2+A0O+Twi5MMxqLDJbj+7DyeW4o7bgkwhgYKHnAjjYM8Mo4jjJQig7EgVy8D+s45P9VP9Ify1
HDJNr1xoM91HKDFLbCDjEmyhasOS8ZFcCv0mtcrlxfw8TbHh/i4WV6bb6VFAX02OBIJmZy1sqBHY
seTVTYnlWvvlMierdEDoisiydirsVdirsVeRyzBbh72LUPJVpfwzSRNcRCN5I4LWWR+KkjmJ0Rl5
1JVGqeOFW9LuxKJ24+UrOSJZEYGOOOKawdIfrDkcmlVfWjkV1fjxoodSRiqlefX7O0nluH8hG7QN
PA8waJSHVmZ3I5MPs3O4BqAf8vFUVJcQXF2pkk8qyxRPFGourZgYxcMziIuyIqH0ZX9NTvV/iry3
UIYXd3eXlxFDqXkpDcyRXcQt+LTzx19HnIkvL1DsqRSqaVp1Aoyl2nTJDZx3dxB5OklnSzi06S2C
PGvpyUuYkcKicIJDyiQSM2zHFUSWvY4ZjM/kt9HRI4Yo0jd6abcyNFFb8VqvGVIolWgKswYBSAMV
bik0lkHqv5TlZrW3S9tIYlltzKwVpRCyx8mDWvNkjNTQr+zuVVC81OeTRba3jvvI6ajJIkMyNJSz
dJ4TJ6Ccg5Yy3DcuOxaM12Y1xVFPaVj09Ui8oSaTJOlhLarF6kCvcyhIkh4IQJJbB+HFyFZioHwn
FUHdK12n6Tvf8DxW15Kv1u/kX96yRNFDIha4SjOBJcxfH05Ku1WxVX1K8t72B7OWXyjcvcXJiuJb
tZI0ltbVUeQBwOLTRzM5ADcQN+obFCX20uuazqd35c0k+VEutPja4WzhsrheMvp+iJZBNA8YX1Wl
A4fEUbqd6qXo2gx+e470LrJ0w6dScBbP1xKvF1FqBzCoax8jLsKNTjtgVMta/wB44/8AmKtP+oqP
JQ5/P7mM+Xy+9R8zQXFxpTRQafBqbM6crS5VGjK8t2IkKr8PXrhxkXzpGQWOVsXks9eNlFHb+SdO
guDNELhHa1khMKR15LxMbc0cgKKEUB6bZdcb+otNSr6QnPl3Q7aXT5v0p5fs7CaZ2DWoSGasT0k4
u4Lh6O7Dt8srnPfYks4Q23ADIooooY1iiRY40FFRAFUD2AyoluAXYq7FXYq7FXYq80lsru/S8S28
iaU9rcTyRBxNZuJDv608hj48gxX02j+1X7RpWhVVtY7qNpIr/wDL3TtMt+N9FBdmeweMqAJI+cYE
ZVbohmdQTxoOXchVC3CeZvq311vIul6hqFrEzS3NvLBLG7WqERw28T/vI2b15UU9hWo+OgVQ0t75
qttXu/qn5bafd2F2dNkCJLZwXUTzRETPeCsrP6D0RP3a/CCa0xVD6fJ59i+pm8/KPS0eH0Yri6hv
NOj4wKWcelGQ5VYHIIBkNT0pXYKndpdSwrYWlv5H0q206CP1byWO8sfRsDLBHKpWJUXkHlkdajjU
Jy/aGFVpl1G30CW51P8AL7ToLmL0IRbPdaekMghQywESMCqKly3CNTUqx5DxxVDaZFqMdzqUyeQ9
OjlW+d4LV761llkijiNs90jHmkI4kRmMKvEEjfliq901y5M8ll+WemNbxXCz2dxNcWYNwEDx+qiC
L4JDGqqjM1OLVrQUKqapLf6ZJKkPkiygq8EsC29zaq8rxRheYjEaHnAgotKniPh7DFUjjm1vVUut
OP5XWCWtuwSl1LavGJbgwzzn0HhiV15SMxZHPNk8aYqm8K34ihlvvIen2UCzoWSS4siY3ufREswI
ThUGaVTT4nKf5YxVRsNQ81WF3f8A1PyTYC85TywTW11Z2z3SeqOXwgyP8XQyORVqVVa0CrMNDvte
uhcHVtMXTeDgWyrOtwXTfdioUDp+OBVXWv8AeOP/AJirT/qKjyUOfz+5jPl8vvSfWfMnmjT7vU/q
/l97+ys4YpLOSKSj3EjvGroqhXYcA7N0/ZyyMIkDdrnkkCdrS2f8xdbSxt5U8o6o93I1Li39J+CK
UDAiThyJq6g/u+zeG8hhF/UGBzmvpKO0XzvqGparbWEnlvUrFJVb17y4iKQRuiFivIgchUBVbap7
ZGWIAXYZQzEmuEhleUt7sVdirsVdirsVeM3fk/Vgt1JH+XKXFzd3Usd451tgJbe7Ef1ieMNL+6Zl
UqADVKfDsxwqm7eV7iZz9a8h+qbSC6WzkOrKxdobhp7eKlUoJnbmrN9joemKoL/BNwLaDTv+VfRD
SbK5gltYF1hxJzh4RpOX5CvpxRr8DV5U9viVRC+XdSt7uwnt/wAvE9SEwW4kXWaCGARTozcDQOIh
cyIq/tcgduIoqld1+XSW+hpDa/l19ame3njksf02Y40aOSaKNfVL839eK8mkqx+H7JoQCFUfd+Rp
bX10tfJH12KWxuRIiasY45Z7pVkmjMcrs0ZaSWVVdX2HenGiqraeRYLi5t/0h5CRQtxJcPc/pQuB
KPrMiy+mXY0aVl4LU8DJXbhiqHXyXf2ltpVxb+RYpppma5vtP/SbD6tPGFjt+UzzsjcYYkDcI3DG
v2f2lUVp/kxo5bi1XyLFa2k5aCWc6kXVrfhEE4xB/h/ulUrUfY964qgLbyVeR8Gb8u4frDLElxdx
6oqEELb/ABQxu8wVYzy+Etv6Q68hirMdL/LXyn+htPgu9LKyw2Mdm6SykuIxHGrRyGApEx/cqCyj
envgVWg/K7yLBHMkWmcRcTJcyn17gsZYpTOjBjJyWkhrQGnboMVQf/Kl/wAtPWsZho1JNOiigsiL
m6Hpxwy+vGKCWhIk+KpqT3xVNPLP5feVPLE3qaFayWdYvQeP6xPKjIJGkXksruCVaR+J7ciMVTPW
v944/wDmKtP+oqPJQ5/P7mM+Xy+9Aed7WO78uz2ktrPdxzvGjR2pImFJAwZSqyEUKiu2SxGpWwzC
40wlrVFtbCSDS/Mc9xbyiEWtyzKEhkUScuQSRGSFgqhdiN6V45kXud4uPWw2kn2geXItV06KW8m1
qBra59W3/SE7C5p6QCk1ReIo55Bf2qgk9Mrnk4TtTbDHxDfi+Ke6D5bk0mWaV9Vv9RMqqgS8m9RE
CbAqtNnb9o9/AZXOd9AGyGPh6kpzlbY7FXYq7FXYqwKT82rG3TU/rlhLHJYvOkCRuHEqwTLByJZY
ynJ3HQMOu5IIzJ/Lk1Rcb8yBdjkndv5ztrjSrm/ht2JtNQXTZ4mPEeoblLclWp8QAkD9PbrXKzio
15W2DLYvzpQl/MnyvbvcpeSy2jW8z26+pGT6rRmRSY/TL7FoXA5cTt7jD4EjyR48RzUYPzQ8sram
XUpH06ceqxtGR5pBHHcNbqzGFZEqzL9kMfpG+E4JdN0DURrfZAWX5sQ8pv0rpctiIxJxVGMjloBK
ZVIkjgU8fQO6M4rQNxOSOn7ixGp7xSaaX+YWnXul6lfvbSx/oq3iurmFKOTHPbrcIEJ4KWoSKe3u
MhLCQQO9nHOCCe5SH5maSLYzyWF9EEuDazxusAkidYTO3NPW5ALGKnv2pyBAPgHvCPzA7i6T8zdE
EIeOC4LmdYzG6hAIT6Ra4MgLRhFS4U0ZgxJpQY+AV/MBOdE81aFrh/3F3DXA9ITcvSlReDO0ank6
KN2jbbrtlcsZjzbIZIy5JtkGbsVdirsVdiqA1r/eOP8A5irT/qKjyUOfz+5jPl8vvS/z5a/WvKl9
B9Tnv+Xp/wCi2r+nO1JVP7tuL0K0r06ZLCakOjDMLidrYbBp9f0aP0X5gb0lkT9/L8EXGRP3ZHBu
Ua0/dGnT8Mji57xaBHltJdJYw3drYetZ+ZriOC6Nx6l4a3CPDFySicXDKTtQ8QSe/TEGr3itWBtJ
SS0V/Rtp9P8AMl9cW8bCHUbjmj8JuEzJI9G6fDHT4q0YEAY35xCK8pFlflHTo+RvEl1qIIAn1TVZ
DRiwLmTga1b95Q1PUdNspyS6en4N+KPX1fFlOUtzsVdirsVeF6PF5rXV7GLVNX8l6nZQXVz+l1t4
0kvZZnlKszJFbhVkhEkak0Xf7ZNcnxy7ywOOPcF36V85Tad9QtdU8hGJ2pqMrNI8VxJbRpIVlZY0
gZmlEhkAUFV3WhBODjPO08EeVMhuxe2IspmfydEk8aXAEw4RC4hkVbuW3IUHjHFyX1Gb7XGvAdTx
y7yjw49wQdjZ3V1Y6bpNxc+TZtWjLQata2rBeaySiWJIVRUlUmISSUHH4wDutcIyS7yg4o9wVPrl
xL6ctxL5Ea41F4DIvMt680sxYOsh3lZ4lcxjjUv3pXBxy7ynw49wVjrBtrK501bjyo2t3NuVkNur
Sx8IpuF0k1tEGkZEiUqtTTmvFuuPGe9eAdyCWOb1YOGreTJVtwslukdIUWVQgEvpoz8qfWpJFDGg
LpTclyfEl3o8OPcmV1dX2nWtzHqMvk20ujqLook5qnotGZU9VW4n6yZoI5H/AGeKk1qoODjPeWXB
HuWQ6zr2l2Rl0zUvKSRWrzSaosHqEpZQXBZliW2o3KGKYV5IaSNv13BkTzURA5Njzp5wjkikudd8
uCHlGk6obkyqpMzBjDx5pJKhgADmn2uIqVwMlR/N/nRY4UTzB5VF7NLAsy3L3CRKWQxzQ255oZH+
sAKoY8hU8t6Liq+bznr96l7c6Pr+gNILM3Ol2EkpUuEiVmlmWURyemZQ4DhgvDietcVdY+ePNceo
lNV1jysLUymMW9tNO12Bykt15IryqK3Poqewqyn4qYqnflfzpZSWIGu65pzalJMqFYS1vAryABII
/rAR2YkEgH4iD4UxVP8AWv8AeOP/AJirT/qKjww5/P7mM+Xy+9dq+lQ6pZm1lllgHIOssD+nIrL0
KtQ0IxjKiso2KSy28mW1tqR1CLUtQWR5lnniE4EUrLGkf7xQo5Ckf4nJnKSKoMBiAN2UIfy9too4
49P1fUrCOOQStFBcFY3JdXk5qAK8+J77V8NsPjd4BY+AOhIZXlLe7FXYq7FXYq7FXkkUcsXmJoX/
AC90lkur+bnK15YIyH1Fc3BjJlaSR/RhkICKy7dThVOrWxmgEaP5E0q1sI7cTzJ6lmi2k7Rh5o2K
oQ28jjmFA2qdm2VQUtzrMz+lp35e6Zdemsz3kL31izx+vFE3ohQjhWuKb/s0TkSdsVal03XrPV7j
VtN/Lmy+vSxikou7YVngScW8pB4KGVSEqF5Ukpy4qcVXT2F8HiNn+X+j3lvEsctnqyPYrFEYJisP
GM1b9zE7SKyuO4FCcVbtbtZb/V7eHyLp0Wq2NoJ45+VqY7j63OxmhMoRAnqIPVY8mFW+L/KVSbX7
e18uW1/q+oeRtKtbNJVNvE88HO5miSNraO2PL9yXa3iT0kjNSlaMMVTY3l5qdveXMnkvSZbueZAb
G5vrS5klvvR43Ns1V4RzLAHSn+sSKE4qj9Ji1Q689pd+StMQRwyu19DJaLIqSQoVBhHqScbidZI6
1AHp1NcVUoINTlneN/y/0pbx3hkvGFxZvxAB4NIBH6hZBEFTbwoaA0VXXER4ILr8v9NjlEltJbRT
3FgKtPclrlweDUa3ZhKafbZvh+LFUuitdckvI7y1/LnT1FtC2nm2S/tVHozwo08brEphKpMgiKMh
+zyFOhVTG70W5XUJXtPy905zJNBW+lktGPGSSGaeT0+II4SPKxAb4nTnuWxVG6Ppx1DU0h1bydps
drbPJNDqcbWs6x3EJQRgRcS6yVeT4gduPblTFWT61/vHH/zFWn/UVHhhz+f3MZ8vl97FPOuj6hAd
R1T/ABHe2NvqH1W0gghDsts5liHqIPWiUc+JDHbZj1y7FIGhQ2aMsSLPERaRHXo0uxfT+e7iFebP
KhsJAGgBCgLH8cSBVmWjenyrUtWlFs4Nq4fta+Pe+P7EV5Z81x6D+kU1TXbrzFawGFY51gYNCoaV
ZWkD0c8TE3Khb4Vr3oBkx8VUOFOPJw3Z4mVj8wfKBSZxf1WCOSaYiGc8UiYo5PwdmFMp8GXc3+PD
vTLRNd0/WrWS6sGZ4I5Wh5upSrJTlRWo1N6bgZCcDHYs4TEhYTDIsnYq7FXYq8Sm8sRX2nXdsnkK
OK11ya7up2bWhI8isW5zxpK68GcKjCnwxlhUbYVVvNFp5jnt4tRs/Jmn3Okvb3NnqjSaqqFtPSNF
VRcLNBFGXNuo50fiKVp8WKpdpegeareOy1CX8t7V5BcXV1qos9VLSmVGt7y2njf6xIW9SVSrREPX
gvRaKVVd/LGqXcV5LF+V6F5CXcfp+N5HuLkRrdpzJYRLH8aNtvT4QuKpp5n01LGW6stO8mR3un6i
LK/uILnVI7SWe7iBWFD6lxyi9IQINlZX6fzHFVtz5e0qdY7YeRIZJ7ZQVtItXCRRQKttMvIoQiD1
fgCMACIzSqtTFW9Q8mabHZm3vfJ8NrZardR6hKLrWX4pqg5iJSplUMzluIWNgDWnYUVQmn/lxpli
v6MH5ex6Vot/LGur3ja9LxWNY/RBUK4kdmF9cR8arUDevJRgVD6V5B0OPzDOll5Fgsr3TWuDGINd
Ms4SGRbmzZYRKBbmaVlkWqkJt0rsVTV/K1/eai1z/gL0xcSycp5NUNYmlurieacIz0+J44nVRH1f
rxSmKqNt5Oe3t7WCbyKHjjt7S2uI5L+OWZlFtHApY27oiemZHjdlhowQtsGxVGtZ6c1/fTal5Str
HVRLNHYxy61GJLyT1oJo6BW+EyLCktGFVC8aUbFUh/wFE13BqF3+XcFne2qoCv6bEggt7e4hCSyf
vIeX7tZHU8qALxbc4qzLyJ5atzcQ3upeUf0Df2scZsZI7767EEWPZQUeilfrDp9mhoT0pirMta/3
jj/5irT/AKio8MOfz+5jPl8vvW6/pt/qOmtbWF++mXJdHW7jXmRwYMV48kqGpQ74YSAO4tE4kiga
Su60Dzg6kW3mc25Kt8RsoJCHZlIb4j0FGFPf2yQnH+b9rAwn0l9jVz5b81NdxXFt5leEpDJFJG1s
siOzu7K/AyBAU5KBtWi9d8IyRr6VOOV7STHSNO161uHk1HV/0jC0aqsP1aOALIPtOGQk0b+U5CUo
nkKZxjIczaa5Bm7FXYq7FXYq8X1XybcR2mpW975EhvbSZalItSktBLH9aLMDM1wyx8FcyEsV9SvG
g3GFU0uPKUttp+qasnl6Kw1yGBrSwtJL9XtLxrkW7NIJi0U0MivAI1PNT8IIr2VSJvJ0F+1/fQeS
Y3ZLkzWtvZ6yr/XDPJcRSG6YessKOLmSQcNwNqjjxCqaHRLyefUWh8hxXDNZyWUsKa0G9Tks6GMt
6gEQPN0J4cqtWvw4quufJUNzpwuI/IttfyOFlntY9Vbgbq1DyxcJSwXiLiWRDVe9W6ccVVZvJk95
czNf+Ro3htxbrbImolfVLy20k7BhMAFiKueDR/F6dK0amKusfKN/Z2y2ieSQ2n3UtncyWB1QlLaW
3giXmXeWT13QgoaKgPAfaryxVD2nkGaLS/q1v5Eis2tIKWgfVZbgGW1mea2A/eo3D1Pj+J/2qHpi
qs3kprzUhcX35eQ85JRBNdDVjyaK3hltYJZEU/EpgooT4ivLxGKoJvyzjtmu4rfyMbmCWQQwpPq3
OJbZWtYPhSsT/FBB6nxsxUrsTypiqK0XyjPb6JdW7/lyltILVWSBdUSs8lkbeWztjIJJWX41I5s1
P3dTs9MVbXyjfrps6r+X1uDJLG31BtSElQbQJMyzM6ha+klutFG1WoQSMVV7b8tdNj1O2tx5NX6m
WQXWpyapJz4L9Vk5ejGVq/q2yVAoKR/5ZGKvUYYo4YkijFI41CIKk0Cig3O+BUFrX+8cf/MVaf8A
UVHkoc/n9zGfL5fexfzneecdLXVtRj1iz0/STHAmmNNGztFOZI/UMoWCUlWUSAdeo6dRdiETQqy0
5TMWbACRWfnLz3bw3Fpcanok9xaNbr+kbgS+jKLgyDrb8COJVRyMQX7W+2WHFA70WoZZja4pvpfm
LzPbLENU13y9cRJNH9bmSZxIIWeRZaceCBlIVU5CmzcjkJQieQk2RnIczFnUE8FxEssEiyxNXjIj
BlNDQ0I265jkU5ANr8CXYq7FXYq7FWIQ/lL5Ch1S41OLTmS6uuBuaXFxxdokMcbEGT9lGI227kVo
cVbvPyn8gXi2iXOlmRbH619VBuLkcPrxY3HSUV5lz1+z+zTFVY/lh5FNx9Y/RSiavIuJZgS1Yzya
j7n9ym58BjaqaflT5BSO2iGlApaIkUAae4aiRpJGimsh5ALM/wBqv2j3xVDwfk3+W0Fp9Ti0YLbk
TLx9e5JpcsjS/EZeW7RqRv8AD2pirLrO0gs7SC0gDCC3jWKIO7yNxQcV5O5Z2NB1YknFVbFXYq7F
XYq7FXYq7FXYqgNa/wB44/8AmKtP+oqPJQ5/P7mM+Xy+9T8xW0tzpbwxWUGoMzx1trlEkjK8xybg
7IrFVqRVh/AmBo86RMWOVsaS21QJx/wHYrE4jrEJ7TZkQkcv3dKK1FWnzy2x/OP2tVH+YPsUDYeY
oLtYYPJumS6dcQ8bsNJCH9R3Z2DM3PmlWrTj3w3E/wARtjwyB+kUy7RJtQeGRLrTF0tImKW8SypK
GQMQGAjACggA098pmB0Nt8CeopMcgzdirsVdirsVeUWFt+aEa3M1tqQvI4vUtrZ47iCasquLcK3r
O0fMfVI3blv+8f8AbJGZZliLhiOUfj8d32onWZPzLnTWLJpYrOW9uFTSPQuIonYI0dUQtPzQtCnq
AL/l1p8IwROMUmQym1TUf+VyNcSPpjUiq6+lP9RIB9V2QxlatQRLGh578mY9AMR4XX9Ky8Xp+h6B
dajp+nxx/XryKDkAFe4kSPmQQtd+IrVh08cxXLRWKrFuIGmaBZFMyAM8QYFlDdCV6gHFVxdQwUkB
mqVWu5p1piqxbq2a3+srMjW3Ev64YFOI3LculPfFVsN9ZTSenDcRySfEeCOrGiHi2wP7LGhxVfNN
DBE0s0ixRIKvI5CqB4knYYq6aaGGMyTSLHGCAXchRViFAqfEmmKrkdHRXRgyMAyspqCDuCCMVczq
oBYhQSAKmm52AxVvFUBrX+8cf/MVaf8AUVHkoc/n9zGfL5felOreaNesr/UIIfL81za2kcT294ru
VmaR41dQkcUsg9MOzHiGPw9MnHGCBu1yySBOyW6X+YOuT3k8V95T1S3iMkcdo0cJc/EGDeqzmNAA
yfbBpQitOpnLCK2kGMc5J3iUVc+fbmyu3tr7y9qQL3UtvYy2sQnSZI24rJUmMoXozBd/hXlWmRGG
xsQk5qO4KHt/zF1Ka2uWPlLWI7qJGkghaAhJOMZcAyGnEkgigVj0pUnjhOEfzggZz/NLv+Vi6mul
RXUnlPV/rsnEtZxwOwUNK6buVVqhI+ZHD9pR3rj4Iv6gvjmr4TarbefNWuNWsrBfK+oxx3TR+teS
xyJDCkkSuSzFPtI7FGGw269gnEACeIJGYkgcJZhlDe7FXYq8jvPJ9q3124u/JENs97fSWkq3Ork/
WLQtGRLCRKFi5qrFYhQqUHTsVU59LM/lMXFv+Xqy/WzO09j+mlgHqOy23+9FQreolxMVZSR8O27K
cVVLvyrb29zrFtafl0twGigeELq8cb3jPIZpqIz1i9KWVquftfKmKroPJhvNYkXUvI9oZZbpLq7u
xqJQkJCkcM0duskpXiQUX4hQryG5xVQ0Py7ZDS7rRrTyNbfV1luJjZw62JjzZWhrLJzMg9VZHoOi
jwbFUx1LyVpxeUSeTYora0uFubO8k1NlEk3OOjcVkjKl/UkXdu1KENTFULY6HqMVjBFYfl/A0MVz
DcRt+mhIiyW6hKiQlnJQ2MCU6Gu42YYqo2eh2M80kVv5LtjIzpOyDXBIZHjR7iPgFc8ayXM29BsK
0pSihfaeTb221+4u7TynbQXb6ZcrFXVWeVZLxmkeN1f1qKZHkHqoKVP2aKDilBTeU7OytpZtU8nR
QSW1tAILUayyGWSIW45pIr8lX1Io4/iFPgqftbqEdJ5XkjUWtl+XkNzbGKLTkV9Sqgs2UsZXkZmD
qrqEZADJx3qQaYpRWp+VBJ5fsr7TvJMd1qVjK9imlfpECM2MTSgFJhKkfx1HwuCUrQg8Riqn5h8u
RjVlgi8gfpQ3P1mdpTqwio6xGZW9NmPH1Z7iSLltx2PTiMVQ9p5QawERm8jQrK7SwwLHqphU+pNA
jbPNJzeWJGmHcCPj1NcVejT3F7caFYz31r9RvZZbF7my9RZfRka4iLx+onwvxO3IdcMOfz+5jPl8
vvUvPMRm8r3sawXNyW9OkNkaTtSRT8B4S9KVPwnbJYj6gxzD0lhTC4ktZ/W07zLJbyT26Ms8nKVh
FVzMkaI4DFk4sGoGFNxWmZHxi43wkqXKRel9ZMXnGSZUZVKAGZQ6PESlaBTty+HvxOAf5iT3+tNf
K1nOmvw+j+m7eyhjuP3OpVaCRv3Sh+Qf4WqSVDKeXxNschkPp/hvyZ4x6v4q82c5juS7FXYq7FXY
q8fXyldlbmGD8u4ogtx6EUjauLgGCBpJo5Xi9SKhZ+PFOdRzqdlphVEx6V+h5NTtdC8iLKt4ZGlm
GrL+8mWaeZFJdmMRkkWJqcl/vKfsHFUJJ5duhc6LPr3kmKT11htJp1vyLq2EKG6WIOsr+uqSxcUU
sOwqRiqtqOmXdh9YhfyTbr5YCTwNeT62IuSXt3NFIwLOQFkhuTKASCvLgprTFUZHoGqSTR2a+Qks
7RJ7OVpzqivGPRPr1SON0akMsaqNt6/ZK1GKoPT/ACdAHsnfyND9bQtK6Q6y3FTAYfSljiLlSjtb
RUFfhpQ1qaqoqXyldLFd2y+RYphPcLL6w1Ro0cwSxG3enJnVVVFLgEVKfZNcVSvT/JMiWUdhb+Qb
ZGspzDHcjVmnEShzcFihlEq8nji/d+p3Faqu6qraeWrOTTpEufIscLSS3MGrQjWXRYVREskYcmU0
ntGdkApQKN6sGxVZa/lxELjT9RvvJKS3DWyx3V3Hq0kUlv8AWpVa4KlZgn7v15nLJvsAp32VQyaB
5kttHu7aw8g28uj6ff3F/pEK6mGa5SVjIXjeCSqclFI1Kt1CkDclVPU8m6dYwWttpPkyO6t9Ejaf
T4YdUZGhvAba5Nu3N/tNPCp5vt8NT9o1VSu58nOk0iab+XcUkj3k1xectYFRLJLbzLK5EvJebgSF
eJ2jC0+JcVZb5W/L/wAs29xDq0+g/ojWY5i0MH12W4UC1ElvDKiiQx0aGQnjx25fF8QwKyjWv944
/wDmKtP+oqPJQ5/P7mM+Xy+9H5Fk7FXYq7FXYq7FXYq7FXYq8bh8q6NqU97Pb+Vba8TncRzSW+qG
NLkyevGoAEjgM3rOnIP9rkCAVHG/gh3tHHP+amQ0CNtWvdQs/JAh1awMSW1zLeSrFJ6txHK7BWMU
TiNlMmzHcUFOWRnEAAg2yhMkkEUlVv5YmitPqk/5cpZpeQLa3Fkus+rJJaIJYWAKyq3KKJwSUVi3
ML1FRW2pnbab5wj07XLXS/JMGmx3ENncW8NzqRnjurpRCrx/u5Ea3EEcZWoA5lQfmql93+X731lF
b6r5HtIbJbdYL121GSix2sispVlnQ+mypyAJqv7RbFUanlCS/t9Mv08iWdrNG8MXEajzIs4/9IjZ
J4GQUWYLxFGr7LviqBg8qX7aG+nWH5eDT59NjSfRhd6o80RnaeKW4haRJUlTiy1VuRVuO3w9VUPZ
+Rb+10pbHQ/I1mlqJLVJpTqss0cotpPrTPGPXDp6Vy8qKjOeR+0QoxVMIvKOoPpMEw/L2K1uIb2S
5bS21X1ixis3hhkWVZI4058I4wDyC15caiuKoZfJpitJdHtvy/t7XT4rkmOCTVqssDRXAN4xSYNw
JuJI1i2pyLV22VROl+TLb6jZX8X5ewpqFqkWnwRw6zzRLa3DzKRKDQ8bpArChY8uTE0IxVLm8h6h
Y2lrZL5Fsk8vWi3jJbNqsiXEbTySxfDO8zKRJCyueQ2O2xpRVbc+TdcltrX9J/l3a6lbwuJ/TTWS
vCb1ZA07SyOqsohcMqCPry+zRRiqaHQtT0LzLcSaf5Ktby1QpPprw6iy3ZJX6xI7iWR6ot6eAolK
OCaBTVV6ZrBY2EJYcWNzZkrWtD9Zi2rhhz+bGfL5femGRZOxV2KuxV2KuxV2KuxV2KvHX8rpPHqL
p+XVuLM/Xg/1bU1Z7viFER/cshjkuXRSzEMV4iu/QqitZ8p6le3vMeQoXWz+qR2kzaoSJFBl5FoV
eFaW5uZGbmSX7V2IVWf4LuIVgEHkMrFcWllFNGmrAyQm3uATBIZXdJFCSM3JRVgCK1K0VSvTNC1y
306OK4/LmG0hvJIbPU521tXjW1mRrGcqpnY1jt0jQASVYtUfFXFU10HynqOmT65Yw+WI5JbyO+jN
w2q+ojW9zKZYYpoF9JgJGkk4njVQKct64qt1Dy3ezC2sofy+gkSCCUtHLrA9VI3hji9JQrVrNwMf
ItxHHlv0xVrVfK8pWtx5Ej+o2lyNV4vqbStLdIjQgw8ZFZXS3hVuJRlJbYVBYqq135VLGyj0zyFD
dWqWwjgvW1coiJEsdzbpsWkdGuGK17ceW9QMVUtR8oSXNhDpNx5KMRnS6tluIdWjBVLtpJ52jScy
8ubop4lW48tvhU4qo3HknR/q9vpT+Q0vbaC/jjtmi1OaSPlb20pimnKcynFYo4j6u3x77VxVMNK0
Emxn1Y+SIbPXLe5IXTjq4mZyqjgfVU+mhdoohxb6cVQ1x5ZstNuZLm38lR39rOXWzuI9VYmT90GS
iSyPydzZQLyT4hUnoGqqoaN5JuNMeOaD8vbewihDBIf0y7gco5hx3Yo3N7yVACoC9f5eKqJs/K2o
aPro1TTPy7i+sJG19Dcx6xwZbyQOJIGRyUYkXMtHpx67dGxV6PqjyPplu8sfpStcWReKobixuYqr
UbGh74Yc/mxny+SZZFk7FXYq7FXYq7FXYq7FXYq8ltbDynZa83mLSvI2tRarLF9WuS8csavFMTET
xMki841TtT4G69BhVG+VvLHkfVrWbTJvKGpaXEiw2zpf/WhC4smlEHpSNKWIHxMrkLWq1NeOKsvh
8ieVILWytYrHhb6dLLPaIJZhxknjeKRiedW5JIw+Kvt0GBUvh/Kb8vof7nSRHSRJhwmuFo8RjKEU
k2oYE6dafPFW7X8qPy/tbFbC30kJaJLDOsfrXBpJbKFiapkLbBd99+9anFXQ/lX5GjtEtfqDvFG0
bpyuLioMJUxiquNl9Ndu9N61NW1asfym/L2waRrTR0iMjvI372c/HIqo5AaQ0qqL0xVEn8uPJ31U
WyWHpxrM1yhWWXkszq6l6ljX++fY1XfpjaoHTPyf8gafCqR6e0stLQS3Ek0vOQ2CqlszBGRPgEY2
VQPbfFXRfk7+W0VqlrFoypbxQvbIizXApHIrK4qJK1YO1W6mp3xVMpvy+8nzatDq8mnK2o29wt3F
P6kopOnPi/EPxNPVfYilTiqBb8pfIRklf9GlRPFcQzIs86hhd8fWNQ4bk3Abg7dsbVdB+U/5ewXs
17Fo6LczsjyyerOeTx8uLcTIVqPUbemKstxVAa1/vHH/AMxVp/1FR5KHP5/cxny+X3o/IsnYq7FX
Yq7FXYq7FXYq7FVBnv8AkeMMRWuxMrA0+XpnDsjdrnqH++If+Rrf9U8dl3dz1D/fEP8AyNb/AKp4
7Lu7nqH++If+Rrf9U8dl3dz1D/fEP/I1v+qeOy7u56h/viH/AJGt/wBU8dl3dz1D/fEP/I1v+qeO
y7u56h/viH/ka3/VPHZd3c9Q/wB8Q/8AI1v+qeOy7u56h/viH/ka3/VPHZd3c9Q/3xD/AMjW/wCq
eOy7u56h/viH/ka3/VPHZd3c9Q/3xD/yNb/qnjsu7ueof74h/wCRrf8AVPHZd1kyXkyBJbeFlDI4
HrP9qNg6naPsyg4RSDa/nqH++If+Rrf9U8Gyd3c9Q/3xD/yNb/qnjsu7ueof74h/5Gt/1Tx2Xd3P
UP8AfEP/ACNb/qnjsu7ueof74h/5Gt/1Tx2Xd3PUP98Q/wDI1v8Aqnjsu7ueof74h/5Gt/1Tx2Xd
3PUP98Q/8jW/6p47Lu4PqHeGL/ka3/VPHZd0RgSg9Y1SHStNnv5o5Jo4AD6UCh5HLMFVUUlaklvH
FWN3H5n+R5LBpnvpVsZlmQ3Qt56AxpycUMZaoXevHj2rXbCrCluvIGlWJmuPOGuRWViREt4k8qxJ
HHOgWJYlR9yQIm4xitD0BxQut7rQNOm1Cy1zzXrV3bzOL+01HjMI4P8AekGOCQm4mVkUENQKuyce
uKpvYy+StZSX6r5x1f1dKmeG4umme2deVzBMYXeSGMOnN40U7/A3ENilj2p6r+V2qa80zeY9em1K
zW3gspIZ5SiNKI7ZpYFZfTEqPKvrc15B+1VoFU2iPka80u3tl87a4GuHT6jq0k0sdwxaKJwkM8lu
qkSpaciq7Nzb+cYql9hrH5Z6rqcF2nnDXZWt7q4uo7SSWV4rv1Q8iEwiFi8Uawv6GwNF2rsSqml3
qXkjSdbsdGu/MGtWN2VEunytzKzxq0V68AkELsqIkaq8bcRwfj4cVVt3Z+TNC1eO6TzZqiX1teWk
RtYXjkQ8qR/VCgg3jZUZ5I+VV+3saYqh7Sb8rmh1SK3803klp5h/vrXhVkYSxiN4R9WDr8c4+JuX
MkkliGOKoa3vfyq0y0uzP5g1I2+svHdXaz/ELUT288iqzRwj0+SO7MKswNCdt8UKca+Vm0XRtSsv
M3mKLSLe4huBYSGTlwe4lt4I+VI0RUmcfAxY8EX4fFSmljq3kW4EWh/4i1fVo5Da3CNdl2lSSEuk
ZZ5Y45P3xgOwXYjn8JPLFUBd69+XWnaRapNruswppCqtnPGhF1waeASx+sYmY0kAEjgjmrMKsvRV
rTtW/LRr2012Dzvr13FelI7YSyXDwcIwbYxlWtwwSSSReYY7yAHtiqlaJ+UkdjqF7Y+bdZsbYXry
6o0L3UBlktY5JJoSpgDmIKHLiPvtWu2Kp1d3HkW40yXWofNOtWNjqKMr3Fr9YhNYo4IObD6uZEdR
wIL7kseo6GMTI0GMpCIsqZvPIVymo6dc+btWuI45WvrpLr1S0DW0yzBY3e3AVEI4BBu1QN2plngT
7mv8xDvS2xvfItvq0883nrW5muwJYEVrpAsMccPBJCY3eRv3LMDsPifb4tz+Xn3I/Mw72YaL57/L
7RvLNhFDrMk9jbqLWG4njneeQxgDk4ESsSa/a4gE1p0ODwJ3VJ/MQq7ZVout6ZrenRalpk31iymL
COXi6VKMVb4XCsNx3GVyiYmi2QmJCwjciydiqUeZLHzHeQ2a6FqcelyxXUUl48kC3AltlP7yEBiO
Jb+Yb/LFUpXy95+Fy/PzSs1q0JAQ2MCES1hpXZqqRHLXf9vp8IxVC6X5S/MO20a3tpfONb4KpuJv
qFu6BhwqkS/u1WMBWA+Gu/tiqMvdB/MCVLGO380RQelFJFfyjT4y0rNGOE6hnYI6SD7P2Sp8QMVU
tO8v/mJb6jILrzRFe6Y0BWPnZRJOkwc+mw4mhASnLkTyYVAXFV6eVvN5FrJc+ZIZ761HFb39HRI5
UylnHwyinOPgrAfCSoanbFUDp/kfzik/rXnmOGivcLHBHp1sUEciyRQspIXi6Rekp2IolN+RwqrW
HlL8wLaOBZPNttI0HwBk0eGL9zyiIiAWY8VCxuBT+YH9ncKirvy555nKqnmwW6emiO0VhH6hYemH
ZS0rRjnwf9g0LbbCmKqTeVPPDWdxCfN59VpGa1kOn27KsbLT05kZj6wr3qpp7/FiqD/wD5ukuI/r
PmS0lsYGZba1GjWymKDZo4o5PUYrwdEbkB+yNgd8VRT+UvO1zpEllf8AmmK5uXgCJO2l25jS5WR3
Sf0Xdw3ANHRSeqBu5GKtReWvzIaAGXzekV0JLjdbCGWMxO7mBaVi+KNeFT3oR35Yqv1Pyx+YE0K/
o7zn9SuSV9SSTTbedCqu7UWMunEsrKrGp2XsTiq5fLf5g/X2nk83o1r6xkjtF02JQsZjkT0+fqEt
RnRwTvVPBsVcPKnnENLx81mGNrkXEMcFhbxhVMsjvG+7eoHV0DE0NQW/aoqqXw+R/P8AaCb9G+a7
SwNw/q3Ag0e2VJJmWASTuoYMzu0Ulat/uzr8AxVNIvLnnUwyQTeaWp9aaVJktIRI1uyg+i37K8ZC
3EqPsUHWpxVbH5b89Ja3cX+LuUsnMWMp0+A+jUqV5gsfV48WHUVB8RyxVB2vk/8AMKKS3RvOMcdj
bmACzt9Lt4wyxMvqrXkQqyoGHEL8Fa1NMJKAFUeT/Odtp62ml+aIdOKQRRxrDpVsIFmSVXlmEQYf
3qBkKcqCtRviTfNQAOTJtKtdUtoXTUL4X7lqpL6KwlRSnGiEg4Eo3FX/2Q==
xmp.did:CCA00D17B12168118C14D44D6E2DF3E6
uuid:a50cf54a-2d75-bd46-a28e-3bb0a96683d3
uuid:6BBF2B15FAA5DF11A0C39D49350ED7AD
proof:pdf
uuid:37b7f240-b2f1-a84d-bb1a-2a68733fef21
xmp.did:09801174072068118C14D44D6E2DF3E6
uuid:6BBF2B15FAA5DF11A0C39D49350ED7AD
proof:pdf
saved
xmp.iid:FF7F11740720681180838E09D5073B3E
2010-09-28T13:39:40-04:00
Adobe Illustrator CS5
/
saved
xmp.iid:51EC1B57462068118C14B1544ABBC3F7
2010-10-06T15:11:43-04:00
Adobe Illustrator CS5
/
saved
xmp.iid:55EC1B57462068118C14B1544ABBC3F7
2010-10-06T16:17:29-04:00
Adobe Illustrator CS5
/
saved
xmp.iid:09801174072068118C14D44D6E2DF3E6
2012-11-02T09:11:22-04:00
Adobe Illustrator CS5
/
saved
xmp.iid:CCA00D17B12168118C14D44D6E2DF3E6
2012-11-05T16:31:27-05:00
Adobe Illustrator CS5
/
Print
1
False
False
8.500000
11.000000
Inches
Meta-Caps
Meta
Capitals
Type 1
001.001
False
MetaCap; Meta
Meta-Normal
Meta
Normal
Type 1
001.001
False
MetaNor; Meta
Meta-Bold
Meta
Bold
Type 1
001.001
False
MetaBol; Meta
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
C=58 M=17 Y=0 K=46 1
PROCESS
100.000000
CMYK
58.000000
17.000000
0.000000
45.999996
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>>>/XObject<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
9 0 obj
<>stream
HWM$
7PF>jo$HFmq `; {_IQ]F4U"H=ǿ|ko};> N1Z79Xx{~?Ռ~2?Vϭcz;`?>ьst0.f-';Ӿ٧&gb5y:A46__7}ō~NgNv.klj3GO;̝819 `&·ݺeZٖmDl<:ڭsu].K^2(nNN1x>XO]\\hi>agbw%#9G90( >(V:M}ǔ1t&nGxWM;y|Űb9dbBZJGZJT㙼d8YpV*C
1HPvXc6΄ɄV`0/qˢ|0mߐ|/;%㙠$Z---W |1F3L<݇Mt0řA!8̸`.1DvY֝VDtEMÚ#("ȓ ^&9/J@9M\UG,BͬNKFn. hշfVlMdW&h(ۦ~cCpPC 3[yiLlnM*980xm7D9֍֙0ٰŝI-aͽS,
ڨ7ܮGdfNQ23p}|>`f2?d3&PFdFXF$!:" zKqM>zn <44>>ٿOl |3h4O
'g'o>hfD^Od3/"/ngYcexi