%PDF-1.5
%âãÏÓ
1 0 obj
<>/OCGs[16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 21 0 R 22 0 R 23 0 R 318 0 R 319 0 R 320 0 R 321 0 R 322 0 R 323 0 R 324 0 R 325 0 R 619 0 R 620 0 R 621 0 R 622 0 R 623 0 R 624 0 R 625 0 R 626 0 R 920 0 R 921 0 R 922 0 R 923 0 R 924 0 R 925 0 R 926 0 R 927 0 R 1221 0 R 1222 0 R 1223 0 R 1224 0 R 1225 0 R 1226 0 R 1227 0 R 1228 0 R 1521 0 R 1522 0 R 1523 0 R 1524 0 R 1525 0 R 1526 0 R 1527 0 R 1528 0 R 1820 0 R 1821 0 R 1822 0 R 1823 0 R 1824 0 R 1825 0 R 1826 0 R 1827 0 R 2119 0 R 2120 0 R 2121 0 R 2122 0 R 2123 0 R 2124 0 R 2125 0 R 2126 0 R 2418 0 R 2419 0 R 2420 0 R 2421 0 R 2422 0 R 2423 0 R 2424 0 R 2425 0 R 2717 0 R 2718 0 R 2719 0 R 2720 0 R 2721 0 R 2722 0 R 2723 0 R 2724 0 R 3016 0 R 3017 0 R 3018 0 R 3019 0 R 3020 0 R 3021 0 R 3022 0 R 3023 0 R 3315 0 R 3316 0 R 3317 0 R 3318 0 R 3319 0 R 3320 0 R 3321 0 R 3322 0 R 3615 0 R 3616 0 R 3617 0 R 3618 0 R 3619 0 R 3620 0 R 3621 0 R 3622 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Teudah Cite Cachere
2022-12-29T10:39:19-05:00
2022-12-29T10:39:19-05:00
2012-12-28T10:41:10-04:00
Adobe Illustrator CS5
256
200
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAyAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A85Zumh2KuxV2KuxV2Kux
V2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV9G/84Zf8dzzN/zC
23/Jx8w9XyDZB85ZmNbsVdirsVRFhbx3N9bW8sghjmlSN5TSiKzAFtyBtWvXITlUSR0SBu9BuNJs
7HzNb6JZeWhNBA8Bk1Gf1ZHaPkC854sIuPXYin6hp8eaU8JySyUTfpFbeXK7bzECVAMuXTLO51a+
jt7W0jhgjWOK4ksVjhWZpiGjq9BK3FQPhp1Hc5q/FlHFAkyJJuhMkkcP2N/CCTy+TG49Ts4db8y2
Nto9pDbaVaXV1As1spdpkeOjNy/YPI8QKfDmccUjjxSlORM5RBqXSj3NViyAOSe6eNFm0yHV7qys
rYS2P1iVvqyPHHyPIngACQvzrTMPKcgmccZSPrr6iP4e9sAFXXRLZ9C0HUdHg1kWQvmtorq4gsLZ
Ftzch5yFZgp58Y1oeIrTp7HJGoyQyHHxcNyiLO/D6R8LLDgBFsc0PQY9X1KLUL7RYtM0a1heV05y
Qx3DgkRp6k77c3IFagUBzPz5zjhwxmZTJrlZHwiOjXGNmyKCaaPYwaN51GgpaWt1pd+Zry2u5I0m
doPq7vEiuxccUdOvf5Zi58hy6fxLkJxoEWRvxC+7myiKlXRXsLuDVPJN1f8A6PtU1K7klt7eG3sv
VLOIAiiPjvGajnyJoN8jOBhqRHilwRAO8/M8+/uSDcLrf3IaXQbd/PesLJp6/UU04yxAxARBvq0d
GXbjXmG3HeuWDUEaeBEvVx1z3+r9SOD1nbp+hE/mPp2nW3lp5VtIGkNxAtrJbQqjW4MCNIszpT7Z
3Ab+YZV2blnLNVmqldnn6jVe5lmiBFJX0iw0rRdGktdCOuXOqxLNJdSGRo1dh/cRpAynkvfl/wBc
5YzSyZJgz8MQNVt/pjYa+EADa7ROneQLaby3PHdRpB5hvBJc2ULSqrxrER6cIiZ+TesOfxb02yGX
tAjKK3xx2O3f1uq22SMXp80f5T0XRbw6JdafpcRihkSLVmuxKZxMY36Bz6Lxs1OgqNth2q1mfJAT
EpGyCY1VV99sscQaoKXlbTPLbWOmmyrfRvrHCWW6t40en1ORuFOUlV2B69cGtzZQZ8Xp/dnkT/OG
/ILjjHb3sosNJsrzUdRZLS1W2R7eGGWWyWKORUdzMkayfaajcS479tswc2aUIxFyupHad1yok93W
myMQSf1PPvK8dqPMnmWSGzUJbWWoT2VrcRBvTaNgYgY3DfEvSmbnVmXhYwTzlAEg8+/cNEKs+4sj
1HRLWbyfeam+kxWet3ln6lzaRoKp6cq8ZEjoTHzSrGn09DmDjzyGcQEjLGJUD3+k7X1othiOG63p
i2q6Haix8oW8sS2Ut+GS8n4hHo8ygO9eNeKNUVzYYc8jLMR6uHkP839bVKO0fNGa7onHUbjy9o/l
gs8QVE1CUyvM1SP33JWEIDdtvu6CvTZ7gMs8nPptXu5Xsmcd+EBMtR8n6bpt1o13pfpTGxurez1Y
B0nEnqlV9Z0JfhycunFh4ZTi1kpiYnY4omUdiK8r69CyOMCqVrzyzo8r+Y9V0qNJLc2l1ay2RUF4
L6OZAPTWnRwpK06fhlePVZB4cJnfiBv+dGjz93VJgNyFGbyDp9tZaX6Cxy6tp89u2rxrIspkSWRf
UDRAsVEJIXdQCKnLI9oSlKV3wSB4dq5efXi5oOIADv6onXNEXV7fXYH0qG3ksbhIdFu4UW3MryOF
9I04q/b78p02c4/DPETxRuYJutufkynG725ckk87+TdM0/SIbvSijvp5S11QxyLIXZgKTsoZjHWT
knE07ZmaHWynMid+reO1fDz72vJjAGzA827Q7FX0b/zhl/x3PM3/ADC23/Jx8w9XyDZB85ZmNbsV
Vba1ubmT07eJpXpUhATQeJ8BigkBPbfyH5kltlujbmO2c0WcrI8ZIptziWRK79K1wGQ71s9AW5vI
XmJLd7lIPVt4/wC8nCyJGv8ArSSpGi/SceId62eoKFn1rzXZQRWMt9dwwRcWghMjhKKaqV3oQD07
ZSdLj4uLhHEfJkMhI2KpDq/nHXZxp0d5dXslwPT9DmzArUE8qmgXYEk7ZUcODCOKoxA8mXFKWyJ1
mDzfaTot5ffWLm6Q6fwiukuJWjqKwuEZm4lux75HDLDIemNAereJHx3CZCQ5oi00zzdJrX+E7rUH
spjCYUgkkdoinD1BGPT5jiV+jtlc82AY/HERIXdgb91shGV8NoUWnmm0tru4ku5bWTy28cKwl2Dx
m6Zh+6ptQ8KnfcZZx4ZEAAHxQT76rmxqQ+DtVbztJZ2Katd3LWWslZLYTys6OAVAYrU06qR7b44R
gEjwCPFDnQ5LLi69U01fy55t0i29e21Zb1dE5RyR20r+paLMnxfCwUhWU78e3yOY+HVYcpox4fE3
3A9VfpZyhIdeSTLJ5x0jQbaeOe4tdI1EyegEchHI+FqqDtyptXr2zKIwZMhBETONdOTD1AeRTyXR
/wAw4udhFqztbWcMa3XK6MMEJmWggcysilgpGwrSuYozaY+ox9Uia9Nk112vZnwz5WlOhReatebV
RZ30rzNbhruIu5a4RaRrHQVDEDYVzIzyw4eHiA57eXW2ERKV0jbfRvN+n3lxouiao0hhUyaj9Vme
K3gYCjCSV/TQNtvT+BpVLNgnEZMkf6tiyfcNyyEZA0Co3Whef5NesXkM1xqU6g2N6kyyKVQE/DOr
FRxFe+Sjn0/hy5CI5iq+zzQYzvzRN+PPiWMmpXGsyTtp9wiKkVyZyHkQkOrRlk2Vqda5DH+X4hEQ
rjB/hrl33uk8VXfJW0zyd5lgvLnT4NYisl070LxnLyJGJLhCqsNtmC/CSchl1uIxEjAy4rjyHTmm
OOV1dU3Lovm7UtKkvTr4uqrNMlu0soeWOwmKl1JXj8LNyWp74jPgxz4fD4eQuhsZLwyIu/wEk0Sb
zlqusSXWm3Nw+oenS4vPU4FYgK/vJWIAHwdz2zKzjBjhUwOHoK6+QYR4iduac6T5d83XGrXl5+nY
rW+hijee++tepySVmRVaWIuNjH0Y+GY2bU4YwjHgMok7R4a5b8jTOMJE3aldeVvMWsaYL+fWY9Qa
JLqW2hmklaR47eXhM6M4puaHc98lHV4sU+EQ4fpBIAqzyRwEi7TG30nzVb6Yk0HnCKO2ty0EcaXM
3ESpFzMKkDizBDsB9GUyy4TOjhNn+jHldWy4ZV9ShY+TfMmny6o0WuxWAt5hBdy85VEremJx0XfZ
9q71yUtdinwegy4hY2G29d6BjkL3UtG8u+ahfNJa60tlLfWMWrXNyZJEBSZjT1CB9oGpJ6ZLNqsP
DvDi4ZmAFDmB0WMJXz6Wu07yl5mE1xqena3EuoTSXUSukkiyXJhYmXi/Gh5Fa7nBl1mIVCUDwgR6
Co3yWOOXMFKNKv8Azvrup24tr66muIDRLlnkZIPUBUszKG4VG1cvzx0+CB4hEA9Nt6+9OHHkyyAj
zW67pXmDy3NcRpcyvp+oLRryMSJFOj8iFfkKc6VJWpp4nHS6nFqQDQ4o9NrH4723WaPJp5mEv2Mc
zYOE7FX0b/zhl/x3PM3/ADC23/Jx8w9XyDZB85ZmNaa+X9AudYvBFH8MK1MspIUBVUu3xN8KgIpZ
mbZVBJ2GAmtygnoHqHlryva3ejXNzZavY+WtFgIiXXNSjflcTsG9L6pHIq0jdo3Am+KQcGPwfYyi
eQ8q+DKMOqO0zS/Lms2Ntqtt5I1fV9Vlg4Xd5qt2sNpcPLbsrzx3Fy4LFLhqrsaqAaqagx3G1pMg
OaJ1yw8vWNjyf8ubzy8zcRLr2nXh1AWSc4vUnX6uw3RI3Kh36t3G2VY80Zn0zEvJmY10SrzD5ftf
0BHrr3tvrvlm8k4tqETCS+s3dnZReKqwNckRgGST00lUmlaDib4TINMJQB3YZYt/g7W3uJo2udLv
oGtnkgl+MRTcXDxSpxDfCvJG25D+VgeNes0/jQHCaINi+8d64p8J3W6XqPkLRrsX9p9dvL21Dy2Y
uY41iMtCIlZVYminct40oMpy49Rljwy4Yg86JuuvRsBiDaNh89aHd3+katfwPa6hprSQOkCmRHtm
jYJ8Uj8+Su3c+OVHQ5IxnCJuMqO/f15CqT4osE9FsHnbRdS8vHT9fWUXjvbpdXkKB2nt7ZyyBiWX
46My1+nE6HJDLx464alQPQn9C+IDGiuvvP2j6vDdWl9aG1hinjudMlgVmbnDRFDqz8V5RKF+HYda
Y49BPGRKMr2qV+e/Qd/epyg8wq6l5z8pvPqj2i3TvrzJHfTSIqiCBV4N6SBjzcitKkb/ACoa8Ohz
AQEuH91yrqfPuDKWWO9dVDUvPWiaraX2j3Fn9V0oIBpc8QZ5Ue3osBZGfgoKVDcd8sxaHJjlGYlc
/wCK+W/PpfPlbE5AbFbJX5M1zSNMa4k1W4uJIJ6i40xYY5obheNV9QyOKMH3B4198yNbgnOhAC+k
roj3bMccgObvJ/my38vXWqXcKNHLPAyWMdBIqtzDKrklfhpsTg1ujOcRieQO/wAiFx5OG00fzT5P
e31CySG5tbDWlSa7SIDlbXKUb93VgJI2bsaU/VQNJnBjIkGULAv+IHv7j82XHHcdCor5p0K1s9O0
fTbu+tbSyma8fVCoaf1ijJxjh5hFjIc1HL+NZflckpSyTETKQrh6V5mrv4I4xQAtEar5+0yPT76L
y99Y0+7uJoZPXjVYfU4pSWRhGeKFz+yop3yGLs+RlE5akAJbc+Z2586ZHKKPDsjbT8xdHTWdVvvW
urc30FpHFcJFG8ivAD6hKuxXeuUz7Mn4cI1E8MpGrNb8uiRmFk+5Dwee/L0Wh/oGNbtLSZbuKS+o
j3KLLKWjO5Afmp/eDbrscsl2fkOTxTVjh23rYb/sQMoqkg8t6/pljZ6no2oCZtM1LiGurf4ZkMdS
jcCaMDXdSczNTp5SlHJGuOHQ8t2uEwAQeRTryz5p8p6Ab2Kwnv4hcRRKL1ooXkMiO5YrGWKqvEgC
tcxdXpM2bhMhA0TtZrl302QnGN1arB578vRaH+gY1u0tJlu4pL6iPcosspaM7kB+an94NuuxyMuz
8hyeKascO29bDf8AYoyiqY3HrWnxeWYdKBkeaHVTe8+ICmH0ljHf7VV6fjmccEjmM+hhw/GyWviH
DXmyLVvzHgFvq50eSaC6v7tZInZFH7g2ywuDu1G5LUfQcwMHZZuHiURCNfG7bJZuddSv0jz7o1pd
W8pkuIDHotvp3rJEjstxExLMFZqFd9q/dgzdnTkCKif3hlV9CPcmOUD5Ur235i+XbWxfTYxePDdP
ci4vm4fWk9fczIQQpZmJJWgptvtvGfZuSU+M8NgR234duh/QVGYAUxTy15ih0LUp1V5ZtNlJ5PGq
xzExhxEwBJ4/b+Icuh77Zma/RfmIDpMfLerczsrtM6TIZACUZCiD1RfnrzJDfTnTLGRpbG1kIaVy
r+o8TOiNGykj0+DVXxr8so7K0BxDxJfXIfIGjv525HbXbMtWRGhGMe7rLqWJ5uXROxV9G/8AOGX/
AB3PM3/MLbf8nHzD1fINkHzmASaDcnoMzGt635F8t2txe6ZolyitYSk3evMzvGjWUElPReSIO6Ce
4hbk1PsJGaqORyjLKvh96cYvfvZ/o9sfNk9v5l1W2WewiLp5P0Vok9K3tUCwm8mjC/vJ5/QB+OoF
K0pw41gVt82vLkI2HNkVxJctcETCR7hyKh6lyT0675IU4pBtFWy6layRs8M0EhNIiVdCT/k7DfOH
yQlGV7jd6CJBDGvM/l9dAu2836NZx20wUx6/YlBFDLay/u5LpAI5PTdA377ghDx8iRUEtvuztdLJ
+7yfV0Lj5cdbh55558mXWharf+Wb23+rWTxfpLQVLiQR2kz1ngRw0hZbeRvUWrfZVz1kObzFO9/g
XFyR+x5FJG8cjRuKOhKsPAg0OXoW4q7FXYq7FXYq7FXYq7FXYq7FXYqmGn+XfMGpMqadpl3eu9Ai
28EkpJNKUCK38wyJkB1TTJrH8lfzYvSBD5V1BCenrwm36/8AGb08gc0O9PCWQ2n/ADi/+ck5Al0m
G1r1Mt3bGm9N/SeT55A6mC8BTqD/AJxE/McwGe71LSLONVZpA885KBe7FYOFKCv2sidXHzTwFWtv
+cUtSkjE0vnDR1gHFZJYmaRVZ/sLU8B8RG2++R/OR7k+Gjrf/nEgPPKk3nawRLYO12Y4fUeJY/tl
1MyUCnZqkUwfnB3L4auv/OJugO3FPzEtWbf4RaRk7LzP/H5/L8XywfnPL7V8NE2n/OHVleRetZ+e
Y7mKtPUhsFkWtAaVW7I6HD+c8l4FBf8AnEfRnaRV/MG2Zog5lAs4yVEdefL/AEzbjQ8q9MH5zy+1
fDbg/wCcSdCkljRfzAt5TIwREjtI+TMwJCr/AKW25p4Y/nPL7V8NWX/nEryw3Pj57jb01d5KW8R4
rF/eM3+kbBP2vDB+c8k+GrWn/OH2h3ilrTzp9ZVacjDaxuBXxK3Bx/OeSOB6f+UX5H6f+W97qN1a
6rLqLajHHEyyxLGEEbFqjizVryyrLmM2QFPivS9G1ManaGWymWNZkaQvG4XiGBNSR4ZswRbjz5FN
9fS+We4vLe8Nuq2drayxo7KZEW1iVw9CP7xhyK9CTmJ+YAmIUd3ZQ0Blglm4gBHanv8AY61plh5k
sdJtpGVLC5gsIF4uCEt2WBBWn8qDLDA8Nul4wZ/Flvm/Ure9sNH87Qgm1jil+ukKSontiRErD/Ln
+DftmPCxcXImLqTK/OWly3OoPqCMtwdLsxMmnBm5uxkb4yq/FxovbdiKZqdTp5TPEN65DzcyOQAU
83j806drF4Y9Rna4W/JguVZJPijm/dun2dgVYjMWOh1QyCZjyPeP1tZ7Q09cPEHzto0Or3WtabJe
6ibp5X/RKLJIzlYZkNp6a1rRQj04gbDOj/MDjMAD325Z0BGAZuKO5quqW6h5X8zXl5JeWukXs8Fz
SZJo7eV0b1AGJDKpB3OZhkL5utgDTrX8vPP92rNa+WdWnVTRjFY3LgE+PFDkTkj3hlRRMf5U/mdI
SF8pawKfzWNyv/EkGDxY94WiiYvya/NWReS+VdSABp8Vu6H7mAODxod6eEplbf8AOPP5y3LMsflq
ZSoqfVmtoh9BklUHAc8O9eEpnB/zi9+cch+PS4IOm8l3bnr/AKjv0yP5mC8BTmz/AOcQfzMmXlPe
6VaipHF5p3b5/BCy/wDDZE6qKeAp5Yf84Za65H1/zNa243qYLaSc9NvtvB3yJ1Y7k8DILH/nDTy4
jg3/AJjvJ0r8SwQRQEiu9C5npt7ZA6s9y8AZHY/84m/lPbEGYahe06ie5C1/5EpDkDqpp4QyfT/y
D/J+wYNB5YtXK9PrDS3I28RO8gOQOeZ6poMo07yd5R011fTtE0+ydCCjW9rDEQR0oUVadMgZE9Up
vkVdirsVS7zHFcTaBqUNva/XZ5raWOK0qi+ozoVCEyEIAa78sVDyaw/JPT4fLCW/+GLaDUrry/c2
+qRLKrRyamrW72hr6lA3OKRuS0UVpXJHIb5laCeXH5RaGraTqVlokVvrd36kHmG6V6sIrzT54Lhn
DNwlpNIhIA3wcRqrT1Yd5N/KHzNFPC+veWbCKLSyLotHPG01/NaWptbW3QLyjhiIAZy5qT1wk+f4
5qzL8q/JV3omu6nqI8sx+UbCe1ht10yC8W9SeZJHdpyVoEKqQlKYylfW0JFpv5QLNONYvfK9va6v
d+YJ5rsCaMkaRdK4kVvScRnaQpxUV74mRqr2Tsqah+SGl27eZRonl+CANJps3l50kVSssBJnZSz1
Uryb7XXtiZk8yopJdI/L/X9QbWtUsvLSWlgDrLaFFL6dvdXR1dRbgPE5KRRRRcm+KnPbbfG/NWb/
AJdflwnlXXrW6s9Ji02C40KGLVjDIGU6kJFaQU5EnavxAccZSJ5q9JyKHlvmK2F1ZXNsek8Txn/Z
qV/jmZE0QXDrZ8yN5DOu3WpP9aFrd2ukx3Nrakxj15rACznQ83T42khLBVBY8waU65Blw/NvG4Zf
oer2NxeaP5mnaR7S4MV1ceiFZ/rUBX6zFQsoUmUEiv7DK1N8yYjigQOfJ1eb0ZbPI7ppL5rgfQJf
LPqTro8uo/XTccFacRlKGP0+YQ/FRvt9cplhN8XWmyOcEV0t6DqP5oaTcebtO8wWC3kKwQta3trJ
HFSWElnFCJTvzI6/P2OLHTnhILRm7TgJiQvbn+LYn5r13y5bXF95p02GW0trNGu3t5ggX61X9wkf
FjUSTEVWmwqeg2vEZCPCXDxcGfUCUAREbn8eZeV3fkWHy9N5dlDTPqdxo8ms38Uh+GGS4/cWScCk
bpyuGRWrWtRQkYBLiv309Idg+0PJekHRvKWkaWwKvaWkMcgO1HCDkP8Agq5gZZXIllAUAnOVsnYq
7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq801PvmU4YeQ+Zra88u+Y4
9f01xAfVM8MvN4UW4kT0poJJEI9OO7jCj1P2JFQ7KWOXfUGeOVGkhttGmZLnWfKdk1zpFzKRrflC
WURXdteKGLNaoeToQvIqGDbfCeYocnDKYnfn3ssuGMxRQI1HQJJnhTUUtLqNmSWw1JWs7iJlNCsn
qfuQa+EnzpmX4wPMOuOjnE7G02ufMnlKx2uNWhnm2CWmng3k0hJACoY/3Nd/2pRlHF3B1seycsz6
iIj5lLLz9Ia7NpmoeY7K50byHDcJJb2MHGW7upSWRJGUisjsw9MfBRa/Cv22ysy7t5O+02khhjUf
7Xov5ceVLzzr57n8wajbhNOs7hJ7uqxBTJbgraWKGFUjf0QS9wygK0hpQcQTVKXBHz6fr/U3n1Gn
0bmC2uxV2KuxV2KpFrXnfy3o96thd3LPqDL6gsraKW5nCfzNHAsjKvuRk44yWJkAl9t+anku6uzZ
211NPeC1W++qx2tw0voM/AN6Yj5V5fs0rkvBkjxApQ/m35Im0681JLi5/R+n+p9cuzZ3SxRmE8ZF
ZzGByU7EdcfBkvGGQaD5h0/XLX61YLP9XopSSeCWAOHFQU9VU5CncZCUSObIStLdW/MTynpd5PZT
3Uk11aLyu4bSCe6aFetZfQSQJ/sskMcigzARN9508tWN1o9rdXgjuNeIXS4yrEykgMNgPhHxDdqY
BAm/JeIL9d83+X9DngttQuSt5dAtbWcMck88iqQCyxQq70BPWlMEYE8lMgEHpn5h+VdS1Ky0y1uZ
Pr+oRTTWtvLBNE5S3YpKWEiLx4sOjZI4yBaiYKGl/NXyPFpI1Vr9jYtftpSyLDMzG8TrEECcifox
8KV0jjC7VPzO8o6VJaRX81zBPfQyXNvbm0uTKYYjSR2jWMsoXvyAxGIleMLrv8zvJds+loL5rl9a
ha40tbWGa4M8afaZREj9O4OIxS+STMMmhlEsKSqGVZFDBXBVgCK7qdwfY5WWQX4q7FXYq7FXYq7F
XYq7FXmmp98ynDDENYhinikhmQSRSAq6MKgg9QRhBpXnOq+XJra7hvLCaWO4tTGbS7hkMV5AIjWN
FkNUmjQgcUlFRQKrqoplwkD+NmQmRzQ+ra5rd9aQx6jZaTqt7bsype3+mzLeyRNbmD05Xt47iIha
81/fbN/saEY+6/g2eIE40bXvOk9xEdI8raHaXSu0inTNGvJLpHkMjepC0ohhBUy8lrMKUXwyJx99
/Ep4wy7yj+RXmXU7uPUPM9zNZp+8LySSrJfOJ5GlmSBYx6FikryMziPk9SfioxGQlmjHlv8Ad+1N
E+T3bSNH0zR9Og03TLdLWxtlCQwRiiqB+v55iSkZGyzAA5IzIpdirsVdirsVeZ22g+a/K/5ieYvM
Ftpba/p3mFYDG8UsMdzbPCpHpH13jHpeFDtl/EJRAuqa6IKF8ueVfOf/ACuebzZq2nx21lcaMts7
wyI6LP6nL0xvyPFerUpXDKUeCgsQbS6z8gebI/yY83+XXsSNY1S9v5rK29SP40uJleM8uXEVHicJ
yDjB6IANM8/Leyu9P8v29hc6beafNbwxJMby4W45yKgDekRLPxQEbDb5ZXlNnmygxfyponnbyTe+
YrSHRjrsWr38t/Y6ok8MbEygUS79V1f4OlVB2ycpRlW9MQCOiU6/+W/nvzfNrOrak9vp12kMVro1
qYzM6fVeM4lhZZkWP1bgdGrsBUZKOSMaAYmJO6P0vR/P1j5wt/PN3opv7jUNKisNV0yOWBbi1uIW
FXiZ2SJ0l+01CKYCYkcNshd3Td75P81+YfzL0PXNZ057DTYbG9guDaXZjkhLycoEeSB0dmYLVuPw
4iYjEgLRJ3Yjdflb53/wBb6UmmSSXcPm2TVWgWeP1DZFiRIJDIPiI/yuVcn4seK76I4TSeecPIHn
LzF5j0O50WC60K3tNLv7N7y8miuJUeahVJT6kzssu6MQ1QDsRtkY5IgG91MSUDdeQfMQ1nyHcW/l
m6t9N8t2l1a6hZ2l3Gsiu9OLQzetEzK7VbqPAjJCYo780Ue57lYMxsoS0L25CAehIwd1A2AZgXqa
e5zEPNuHJXwJdirsVdirsVdirsVdirzTU++ZThhj82l3F3G7xFQaqqI3KrlnRKLQEbGQVqRlOXOI
Gm2GMyFsdGgX2oK31YcnE8dsYwGJBk5fESoICjjvU4ZZgPlaBjJY3rmkT6f9SeYkNdKZPTZGRk4y
FKEN48ag+GGOTiBYyhVPp7yx/wAo3pX/ADCQf8mxmFpf7qP9UObk+opnl7B2KuxV2KuxV2KuxV2K
vJvzT13z3Z+dfKqWVrdweWl1SzikmtJrdPr085flBIGnjkCIibKy8WJNT8K1vxxjwnvQUHrGq3em
al5y8y6Dd3slj5eiXTVS4vr69tDqdzIjXVw0EksqCOxjlWqKtB8XgKECwAeqsbvPMuoHyXBcz+Zo
7u08uanqFmbmHWbvS5tegSzVlktZhJdPLMk84IRXKVXiKKaZMR35cx3ckPSvPV3qGleUdE80Ws19
DF5fltbzVLWSSQTTWDKIrpLmMHjJJHG/qHmNmXKYCyR3pLDZ/wAzPM/liHyo86m5vPO+ptfXNtfe
pItrp91cwxQQWzmZBG8cMyHgEffkSoywYxK/JFsq/K78wvMnmS+a11qGzHr6Zb6taSWSSxcUmuJ7
ZopFlkm5MGtuQYEbHpkMkABskMJi88fmBp3l/wAsao8P12CNtcmi431zPcXzW1tePHHdQGBBxRox
xpK/QUp2s4Ikke5Ubof5z+ctV1CCwtpNIuoneUnWba2umtZRDp/12SGJGuFPqRuDGzFz1B4joRLE
B3qCluo/n3+YVja2kZsNKku7uOxuhfvytrONL+xN0kEpubqKNH5qVEjTgEDZCdsIwxKLe+WU0s9n
BPNGIZZY0eSEOJAjMoJUOuzUO1R1zFLJWxV2KuxV2KuxV2KuxV2KuxV5pqffMpwwoaVDJJaSiBtR
HNmS5SyiEiOhAopbkvEnfMPNfFXl+PxycnFyYzpN5BaafetJqt5pI9eMB7MMzt8L7OFkj2yU7Mh1
2Yx2B6bsR843sN3f28kOq3erKqhTNeqVdDyJ4LV5Nu/XLYAgGw1zO43fSflj/lG9K/5hIP8Ak2Mw
9L/dR/qhzMn1FM8vYOxV2KuxV2KuxV2KuxV2KvHNW/PPWNKfzXYy6K1zqOm3F5F5flgjf6tPHZxi
Sb6w3JuLW0ZEklCOSkcaHMgYQa3Raaw/nx5fhsxJqFjfkQwTevfwQRi0ku7Oy+u3NvBzm9XkEDce
aha/t98j4J6LbV1+e+nQ3ChfL+pG3hTUn1MubVJrc6XbxXUgERmKycoZ0bZx1FKnkFRhPetq3/K+
/J8WuDQ721vbDUfqzXTx3P1RQii3a6RWZbhwC8Ccw32FqA7K1QHwTVraK8jfmpb+c9fij0uEx6LP
pRvk9dQt0s6Xslo6sY5JIuFIqjjX59sE8fCN+agquv8Am7zTceev8G+V0sLe7ttO/Sl7f6mss0ZR
3aKGKKGCSFyTIBzctRR2JoCxiOGyqD8i/nAvmW7i0ZtFuv09AHGs/VWgaztTFcPatJ6sssTsjSRs
VVFZ6dj1Jnire9lt6NlKXYq7FXYq7FXYq7FXYq7FXYq7FXmmp98ynDCE0po41LFIGuXlC2azeuS8
oAIULEePWn2swtTXF8HJw8mI6cuhm5nbVlrICPq6yF1tedd/WaIGSnhxy6ZlQ4eTXCr3Sb8wmnOt
ooWBdOTbTPqoj9IwcvhIMfX3LfF44MJHCe/quW7Hc+ivLH/KN6V/zCQf8mxmNpf7qP8AVDlZPqKZ
5ewdirsVdirsVdirsVdirsVSkeVNAFhq+ni1/wBE1155dVi9ST9891GIpjy5ck5IAPgIp2yXEfkq
Ryfk9+XElxNO+jgvPDNA6evc+nxuIBbTMsXq+mkkkI4tIqhz15VyXiy70Urah+VfkS/MxudOcmd7
iSZo7q6iLm8t47W4BMcqHjJDAiFfs7VpXfEZJBaVbz8tfJl5PdzT2L1v7ZbK/iS5uo4biFIjCgnh
jlWOVkjaiO6ll2IIIGAZCtIBfyn8u2LWDeX5LjRXtZo2uZYbi5eWe1S4e7ktmkeYsFlnk5O25Iqv
Q7HxSee60m/mbyL5c8xyw3OowSJqFqkkdpqVpPNaXcKyqVcJNA0b8SGPwtVT3GRjMhNJV5Y/Kny7
oa2DgyS3ulxGzs7+CSWylez9QyJFdraPFFcsGYku6fEfiI5VJlLKSimW2FlDY2cVpC0rxQjijTzS
3EpH+VLM0kjn3ZjkCbSr4FdirsVdirsVdirsVdirsVdirzTU++ZThhDaXO0VrcBVlJlYJxhnMBcO
yRldo5K0Mi/aIp275gak1P4OVh+liFu9jPY32jXdyth680U8NzIGaMPCJFMcnAEgFZKg06j3zJN7
S5tQrcMe84Xdi8mmafZT/W4tMgFu12AVWR2leVuIYA8VMnEV8MMImiT1YzIsAdH0j5Y/5RvSv+YS
D/k2Mw9L/dR/qhzMn1FM8vYOxV2KuxV2KuxV2KuxV2KoE61Y8nVRO/BmRmS2uHXkjFWAZYypowI2
OGld+mrP/fd1/wBIlz/1TxpXfpqz/wB93X/SJc/9U8aVB6nqk8tuE06Sa1nLAmaSxupQFG9AvBev
TIZISI9JAKY11Y95dl1K2uZXS6lMM05u54Wtbmb1Um6NGyh+EZoShPxEjfMXBhyAnf8Ai3vr7vJs
nIFlv6as/wDfd1/0iXP/AFTzNpqd+mrP/fd1/wBIlz/1TxpXfpqz/wB93X/SJc/9U8aVXtL23u1d
oS37puEiujxsG4hqFZArfZYHpiQqvgV2KuxV2KuxV2KuxV2KuxV5pqffMpwwt02Fre1l5TDjdKOS
R38Fv8DDowbka779Mwcs7P8AY5WONBIPKjspnSO/trBTcwid7lrWvoUcMUFwjciNvs0/VksoJI9y
MZq/ewvz3LqsmpWx1K8s7yQIPTaxMDIq8zs/oKq8vnvluKuE01ZLsW+jfLH/ACjelf8AMJB/ybGY
ul/uo/1Q5eT6imeXsHYq7FXYq7FUPqGpadp1q13qF1DZ2qEB7i4kWKMFjQVdyF3OKvP7v82r2G4v
Yo9O02Y2DzCaNdc09XEUUZdZmDsvphmATi9KVqTTCqeeXfPcV3p8d3r/ANQ0Vp2higj/AEjbXKtN
NypAJEKqz1QgU+1vTpgVOF1Z7+OxutCktdR06aYrc3ccyugjWoYxtHyVmDinXrt7ivIZgjhG17+5
kK6q2i/7xyf8xV3/ANRMmWlijsCpX5oub618v31xYzR293FEWimmBZVI6/CA1Wp9kUNTTLMQBkAe
TGZIBpgMHmbztJq1tokt61l9dndo7y6jtReRW8UBlYSxIDGnKlV5LXM04sfDxVde+nHE5XSA0zzN
5pksbfUNNEFt6kVu88dvBbxWwCyvHI17LIqlWk41jWN+h6DvKWHGCQf2/BAyTIBT/wAv+Z/MUvnG
2sr69Sawvkumg9NYXt5GhduP1WaIcyqoPi9Q1rUe+VZMUPDJA3Ffgs4TPFR5PQswXIdiqStJqkcu
onTYY5pjfQiRZWKKIjbwc2BHcD/M9DDMZgDhFllGuqXecfO76IsKabDZajcfWUg1GKbUbaya0jeN
pfWcTH4+KLy4VDEbjbJsWKt+c+sxiN5dAs/SVYpL9k1qydYIpF+KQMnL1KSh4+CivwE9CMNKzLyr
5zstaQW11JZ2WuryFxo8N9b3ksbRqhlBMJr+7Z+LfD+sYFZHirsVdirsVdirsVeaan3zKcMITSrC
2uxWfhyicvbKXYF3+AcSiRSs6gldtuvzzC1JqW3c5OEWPikOiWkstveyRWGn3sqzIpF+wjRQQ5+A
tJF4dN8lOW43oV+OqIjY99sS88w3EWo2wnsbCxYoCI9OcPGw5n4nIeX4vpy3GbB3a8g3D6O8sf8A
KN6V/wAwkH/JsZiaX+6j/VDl5PqKZ5ewdirsVdirsVQup6Vpeq2b2WqWcF/ZSEGS2uY0miYqeS1R
wymhFRtiqXL5H8lL65Xy/pqm55/WaWcA9T1f7zn8Hxc6fFXriqs3lPys5Qto1ixikE0RNtCeMgJI
dfh2arHfFUXpmlaZpVmljplnBYWUVTHa20aQxKWJZuKIFUVYknbFUPDY6rbiRILuARNLLKoe3dmH
qyNIQWEyg0LeGSsKqejrn/LXa/8ASNJ/2UYNlQup6NqGp2MtjeXFtJbTgCVPq8oqAQ3UXHiMlCfC
bCJAEUUh1LyPaW9hMRapdhpFkZII7gzghSg9NnvUZVCmnFWp7ZKernHfc+6mIwxOyXWWgWV/eJHH
pEsIpEjO9rLBEiQAcFel6tQKbrQ1O5Fcqh2hKRqpfGmR08R3Mh07yXHpt99eszapchWSN2huJBGr
GrLEr3TLGD/kgZdLPKQosRjANhOPR1z/AJa7X/pGk/7KMq2Zu9HXP+Wu1/6RpP8Asox2Vfp9pPbm
4eeVZZbmX1WKIY1FI0jAClpD0j8cSVULzyz5cvTM15pVncm5bncGa3ikMjen6PJ+SnkfSPDf9nbp
gVT/AMI+VPq7236FsPq0gYPB9Wh4MJKlwV40PLka+OKr7Pyx5asr5tQs9Jsra/YyM13DbxRzEzHl
ITIqhvjIq2+/fFUzxV2KuxV2KuxV2KvNNT75lOGEINKlbUrS7hiYaRxhe7nDMEVVQC45uD8LVD7f
d1GYcqMSJc3JANgjkkXl/wAuDWre8QpcTWyzxR+lb8eSGQPSduQ3WMDdRStcnkkQQetMYRBB7mI+
ePL50LUbaxMMiEIGa4lHH125EF0TqqD7K132rk8cjIElhkjRD6O8sf8AKN6V/wAwkH/JsZiaX+6j
/VDl5PqKZ5ewdirsVdirsVdirsVdirsVSy58y6HbTahDPdLHJpcC3V8pVv3cLAkN0+L7J2Wp+8ZW
c0QSCeTkw0eWQiQNpmo+Z/He1Y+Z9Hv75rKzklmmVUd2W3uPSUSRLMnKYx+kpaN1NC1d/HBHNGRo
fcU5dFkxx4pAAf1o3sa5XfMdyFPnryx+i4NVS5km0+4doormC2uZl5rIIuLenG/As7BV5U5fs1wf
mIVxXt7i2/yZn4zjIAmN6MojpfU77c65dU7t50ngjmQOEkUMokRo3AIr8SOFdT7MK5aDbhTiYkg9
Pj9o2SZPOvll0vH+tlUsI5prh3hmQenbuY5WjLovqhHHE+ny32yoaiG+/JzD2dnBiOH6iANxzO4v
faxvvTrnzt5atmiEt0/GW2ivRKkE7xLbzkiOWSRI2SNWKndyMTqIDr0vqsOzs0rocpGPON8Q5gC7
PwVbLzZoV5dpa280hlllkghZ7eeOOSWHn6ixyvGsb8PSevFj0wxzRJodfIscmhywjxECgAfqiSAa
qwDYuxzW2nm/Qby8W0tJZbiZgDWK2uXjUM7xqzyLGY0DNE1CzAGlRtgjnhLlv8CuTQZYR4pAAeco
9wOwuzzHJOcucN2KuxV2KuxV2KuxV2KuxV2KvNNT75lOGEnTRrrULedoXcBSKqqlkpyQM0hBHAKr
8q0PQ5jZsvDLk3Y4WOaS6Zp+iz208mqXK2kUFzDzuDHO4aMh+UYaIFQXpX4vDbvjlJJ+CYAV8WN+
c7Gws20tLOdLpXgLtdRxSxLIDM/E0lC1oBxqPDxw4TtJjlHJ9HeWP+Ub0r/mEg/5NjMbS/3Uf6oc
rJ9RTPL2DsVdirsVdirsVdirsVdirB9e8hahqmvXF+txFHa3UiR3MdW5SWiRxPwb4aV+sQLtWnAt
40zAy6SUpk3sfu2/SHeaXtSGLEIUTKINeUrO/wDpZfOvehdO8k+abGO+SJ7f17yzgt0uxe3SrFJH
YRWrsbRYvRk+OMsrMa0p8sI08wCBW4A5nurk2Ze0sEzG+KoyJrgjuDMy+q7Gx3HJGw+RL6z0i90e
0u1msZbqwurRrjisifV5omnRhDEiU4W44UG5Jr4mQ0xjExB22r9LTLtOM8kcko1IRnE1y9QlXMk8
5b/Z3Mta1nN+lyLyZYVTgbICH0Wbf4yTGZeW/aQDbpmVRu7dSJjg4eEX3737udfZbDF/Lm8NksUl
8RPLdTetIrJSGykvGvOFuphPJ3kWLn6vIdd6UBw/yhrn/Zd7O5Pa8eKxHYRHxkIcFy9XIDirhrp1
3QY/LLVTDdxPeK4hs0tNJPqyorrDdTTxreRRqkTpwlVGHFh1oMj+TlRF9KHzvdu/lnHcSI85cUth
1jGJ4CdwbBPMe9W/wL5iTS7q3tpIYNQju5L3TL83t1LGJHuXkANq0Yih/cysjGMkk/PCdNLhoc+Y
Nnv7mH8p4TMGQJhwiMo8EQfpA+q7luAd0ysfJ93pvmKG6s0R9NjtLO0QfXLm2dBa+oCzQRI0VxUS
CgkbY18cthgMZbctupHL73Gy9oRyYTGR9ZlKX0xlfFX8RNx5dGX5lOodirsVdirsVdirsVdirsVd
irzTU++ZThhDWt5pJgKTw2sBQAXDTPdAyoAN1EbULdfhNBmHlhIHv+bkwlGu5htvfaWba70zU2li
srmSOZLiBQ7xyRBwtUYjkpWRgRXwy+UJbEc2oSG4PJjvmvUrG6msbTTw/wBQ06IW8EkwAkk5SNK7
sASFq8hoOwwwiQCTzKJyBIAfSvlj/lG9K/5hIP8Ak2MwtL/dR/qhzMn1FM8vYOxV2KuxVifn2085
TDTpPLN/c2rCSdb6GBbNleMWc8sJY3MUrCt1HDH8DD4XPsy2QI6oLFfLeufnqNf0q01nR7d9Km4x
anecYxwWIyhpkCT1VpQELBuY/lUVychCjSoK/wDNn/OQkz3lvb+XLO1Ec12I7iECeQQQhGtyFkuE
Rmkq3b4uwUg4RHH3ruhrjXv+ci76pGjR6ezLf24WFIuNEWOS3n+O4lKSsQ8Y3dT2AqGx4cY6ruid
O1v/AJyEkvbL63pECW9rJAlwGWKtzHNGgmaQrOoVo2YspRVA6EN2SMaoiPzV/wA5BolqZPLOnTNJ
cWq3HEPFwhl9T1qA3Uu68U+LoK7g9hw4+9d0XpOtfnXc2uunVNMhs7tdDeXRUtoYwjaoPVKrzkuJ
uJ+KMcXVlalapQhgRDau9d0WfMv5vp5TF+3l22fXTqM8B09OgshFIIJqG43PriMN8X2KkL0ODhhf
PZUhuvM3/ORDT2pTy5aD0PWnZY+Kxz/6AzRxSlrmRkCXMqrRd5GXqgBBmI4+9d08XUvznvvIuo3f
1G0sPNPOyXS7GJBxoTA13JI800qFWDyKF4qyBTuzUpCoCXku6WHzL+fdtZyRW/lqG+kitrQxXN69
ukslwyJ9bDrbzpGQsjME4hdhvXrkuGHeu7Wk65/zkDDbXFtd6LZTXMI1GW2uLhoS8/pgPaR8YLiJ
Ryd+HLj0ArvVikY+9d0Hcaz/AM5Ftc294mkQooubd301Bb+l6JgnSZWkM5k/vBG3Wtab02wgY13T
/wA5+ZPznsdX1OPyz5cs9Q0m2ijaxuZ3CvK7IDICDcRbK9R9nIQjAjcqgIfO351XGp3a23le0bS7
fUvqy3EpaGQ2qTSo0iq8w5goiMJRRdzRWG4lwQ71dc6z+f8APZ+l+h7C1uHtoLoPbsgkEv1qJJbX
99PLHUQ83Zztx2HxY1DvVQsfMn/OQBv4Jrny3aBLlLZJbUzRrHGRNceqyD1vUDNF6RZizcdvgNTR
MYVzXdm3kHVPPWoWV8/m/S4dLuorkpZJAwKyW/powc/vJt+ZYdR06ZXMRHJLKMgrQdC5QMC43K13
+7FW8VdirsVeaan3zKcMICz0Ww1CAyTGZWic+rwMCoU+ED4ppIqbtTYHqMxM2WUZV5eTkY8YISPQ
NK0a7F2b9rYssscXpXVyttSF+XqSRsSKuvEU6jfJZJy2pEIje2KeedPsbDUba1sHt5bWNBwmgmSd
5DyPJ5jGSqsx/ZB2FPnksRJBJ5sMgAIp9HeWP+Ub0r/mEg/5NjMXS/3Uf6ocvJ9RTPL2DsVdiry7
zP8Akxe63e68664trbeYJEa6n+rNJfLApib6qs5mVBCGtlKD06jkwr43Ry1W3JFJKn/OPOtfWdQu
JfN8jzatataX8otmBZZTa+sy1nPxSrasrE/zDbbJeOO5abX/AJx+176xcSt5spLPaR6e13FaGOd7
ZLeOzaORhMQw9COtKf3nxdt3xh3LSbQ/khJHP5UuBq6m78u3Alu71oGeW7jhaNbZDylKIyQQJFy4
nuRSprHxue3NaQ2r/kVe32o67eDWoWGr3q3y29zatKiBJJH+rPSZOULeryZRSrojfs0wjNVbLSGT
/nHq+XUHuT5ol3+ofvxATcsbEx1dp3ldg7CL4afCCfs4fH8lpLbj/nGW8uY5IZ/MMQjkt7G3Mos+
Uw+p2kVsfiaX7DGHnxw/mPJFMp8z/k7e648cp1SCNxof6Gb1LeWUwyejLF61q5nVkDmb94H5khRv
3yEctfNJDH7L/nG305J5LvVracXGnzaeYFsykUbSRkRToom+1FNxkodjudmoRI51pMW/5x+tJNVS
R7+GHS0nsJ/qttarG7fULKW2PJmaRKvJKJPsGnz3wePstJTcf8423sywL+nLSJYrO6s2aOwIYfWJ
7iYSL+/6gXPA/wCSoGS8fyWmSt+VHmu28u+XNE0fzXLpsWhy3X1iS3SaL61DO5aNZFSbjVFJ9qn4
eNKZDxBZJHNab0D8qPM1jr8Wpan5pn1WG2sbuztUuPXlkjN232g0szg8VpViORpStAKJyCtgtKXk
L8ovM/ljVBJN5omutJS3nhGmqbgRGWYCkvpPM0SlDWnFew6Ek4zygjkoCVaJ+QnmbR9Kh0iy84PD
pnG4N7bx27qtw91ax27iVBP6bKDGWX4a79zU5I5gTdKAsk/5x+8xywQRSecZTx09tNmJgdw0Ied4
YqNNvFGZ1oGqQUFCBsHxh3LSYj8nfOjNb3Fx52uLm8tLi4mgllSfl6Nx9V5W/qrcLNGh+rOD6bg0
famDxY9y0mGkflX5mh1yLU9X82T6l9Xmv5LZTG6vAl9B6IWGR5ZSnDZh2rgOQVQCoG0/JvzVY6db
WOmeb20qOCKaOQafbywLNJJCIVuZQbl+UzcQ8jHv9jifiJOUHmFpUj/Kn8wlMPL8wb4+lZSWrmk3
xyySzyCUgzndVmRK/aouxG1B4ke5aTPyL+Vt55a813/mC61YahJfwGF4/SdSGYwksZJJZ3feE/aJ
JrucE8lileg5Ul2KuxV5pqffMpwwltnG3ITLdG1a3cySV5lmQhTSIKrDmad/bMLPRl8O/q5OKwEp
8vWNnfLcJcWN7epDcwzf6JbxzkhefwSMzKVDV6Dr9GTyWK9zGG/zYv5+tIrK5020itry3WGEgG/h
SCVg0rNsELVUVoD9GSxcixy8w+iPLH/KN6V/zCQf8mxmNpf7qP8AVDlZPqKZ5ewdirsVdirsVY75
70vXtS0NYNEmZLhLiGW4hS5ksnuLeN6ywLdQgyQlx+0u/aork4EA7q80uvKH/OQ808yHzBHDYxK6
adBbXKiREMatGstxJbNJOwMYQyOAxYlvskjLeLH3I3THUPLP57aj+X+qaVe6xYya9cX49CcIiIdO
oOUVUjRalvFa8aiuASgJXWy7pbJ5R/5yJME1qdehe3gEctkxnj9Y3EV6sgJl+q1KNDy+CUMKcQa7
5Lix9y7qkXlD/nIXTjdR6b5htnhkkvJUM8gnYs4HoEfWIJeHxEkKpC/ze44sZ5hd0ZF5f/5yOe9u
VuPM1jHaerH9WeCK3qIjJGJB+8tHJIiLsKqPjH8u2Dix9y7qcfl//nJOeS6S88xafHDIU9FYEiQB
XaNZV5/V2k+GMyEMCDzHXjth4sfcu6J8weXfz1udN0S10nW4rZItPMetB5IjdSXiVZWW5FuKcqKA
VUd+VeuCMoWbC7ph5g0v875dYmk0TV7S30v0LZbeCb0DIJvSZZnZ/qj8gJuLOKDklQnBiCoiYVuF
VPKenfnXH5ogl8yanZy+X4xKs1vAIuchWGOON6iCNhzlDyUDCgND0AwSMK25qg/Kvl/87NO8ta7p
99q9pNfiC1TyzcORN6LqrfWPVdogz1+Hjz5b1/ZocMpQJH2rugdX03/nI+KgstXsZ/XW0iQxpAPR
l+rotzLJ6lv/AHfrq7fDU0OyjoCDjXdM00P89ZNSvFn8xWMNgxuDZSW8MQdSYn+rBllt5PhEnD1N
6/aoemC4dypU3lT8/wB7mSU69YiO/jP6QQMwCsYSFSH9yfTCM3HknFm2YmuHih3KiLTy9/zkLBHa
xDX9MMUM0AkVl5FrdK+ovJrdn3XgPiYsWDHlQgBMsfcu6t5p8v8A51XfmjUNW8s67ZW+nmBbfSbd
3JjVXa3d2kiaGWMyfDIedSeJAFMEZQqiF3el2C3cdjapfSLJeiJFuJE2VpQo5ldl2JBPTKilWWWN
iArglgStCDUA0JHyrgVtWVq8SDQ0NN6EdsVbxV2KuxV5pqffMpwwusrnjAAjPDIAPVeLUUtlb4V4
/Awb7K9fA/cNXtGR/sc4bhivlcW0F+NSnF6/1e8gSGKzEcgllcsyxsrOjEtwNCAcypnkPJpgOZYn
590yDT9Ut4YpLuUMgcvdmJurEfu2ieVSopQ79clhNxLDKKIfRnlj/lG9K/5hIP8Ak2MxtL/dR/qh
ysn1FM8vYOxV5N56/I+88zaxq2oR6tBD+knt5U+sWrTSx+gIlMHqCZFMB9Hlw4V5E75fDNQGyKSD
U/yP0Ly9Z6jq+v6vaGwu7+wnuJp7UJHb/wC5JSUBeYRrE8c3pOWFQvfj8OSGYnYBFIB/y9/L2PVN
evbvzzoS3WpQ6hDaQqLZILZ7yWVXdw07GsX1gIoDLQhetKE8cqGxVyfl15dbRZNMt/zC0m1iluUv
WvrYJHcl7X+6jldrpl4QTXcYReIKgIOuPGbuitLb38vfy3m1K31GLztoFtKdTnuLkJ9XQMJVgUQR
1uPgMUkEjRk93+8icu4q7TPy18q6Hrul3d5+YOmnUvL12JLm0kCR0a39IFJFNz6kZ9C0YmvU1O6V
GJyEjlzVF+ZvKflPUbzVSv5j6TYC91B9Ve5Ro/rgo59GGWY3XB4baUrx+Acab4IyI/hKlL7/APLD
ytJLdtcfmTpls+pNNfIFaEco7xaLKXkuGeVHdqcixB2CkYRkP81Vkf5beSYb+2u3/MPRC9pfT6nb
kGEGX99HKUmdLpX+BYWHwsG670Bx8Q9xWk41DyX5R1fzTqdzY+ftKi1HV736xp1vC8bSyzrc20i2
9wBcj10je0oiIFYF2Ne2REyByVFy6T5NeHy4mmef9Ga40PTE0q0lvJYpWW5XiY7q3VbmL0py8fFl
PL4fhxs72Duljem+QPLmmavayj8zbO1vtBuHtLO11AwpKhtLqVnSaNrgVrcyc0qN1I8ckZkj6eaF
a2/LfQdA1GJn/M3Tkn0WX04nvPSF3aziUXDJvcrwEkqSFwy7xlv9bHjJ/h5qiYvKml2ekad5dsfz
ftYbW1vZ5biAXMUbzxXaojxShbn4l9VJCq7Csh7gYOI3fCqdTaDPe+W7LVNN/Mm3tdD0rTYdMuru
3vbg2f1tbhH9SWZbtWRnR1iPJ+S1FKA0yBkAdwlUGkaZJoOv6FqP5mW9/Lq6QCKS5uVlML280ly/
7prj7E9uY1eNCoKqSOtcHiCwaWlOPyZfazNcWHlv8zYbQ+ggh0vR2YRW6xGNH9KFLt2SNWjYAg1q
5DE0ABGUdQtIWC2jbU0vG/OWCW3N2Ls2ZuYwjwQDnJDxNyRsoPNAKAGrDpSX+aqB/wAD+Qz5DbyN
L+YOlLcPqcN1NcCS3DCWK0jtDAYmn2cvFyAJr2ptXDxy4uKihN7H8qvMOtNY6xp/5greW1pcpNp8
tn6k0NuixvDNHby/WpTRlYKQWoafF1yJyAbUlfafkT5ts7T0bPzrPayRrPHaPDFIhgiuLi1ndYmE
3NQ/1V+QUgVfp1q+MO5aVYfyf/MO01EvaedZ1s7xLsXpT1oXSe4tZY0uVRZCs0nrPGxLkMOIINcH
ix7lpk3lPyF5w0fXLXUNT84XWr2kNq1vNYTK4jeQuzCTeR9xUbmrbUrTpGUwRsFZ5lSXYq801Pvm
U4YQun3FytjIIruK2WCTkWltjOF9TiAeSxScPiAp8XXMLPQnvyr8dHJx2Yse0O9/RttqWp3FxMtm
jJAYrYJ6kk0ocoVaRWEdFVviAr2GWZBxUAGMDVlinnNAP0Q9tI76XJbl9OSVVEsaGeT1Ecr9siXl
8XceHTJY+R72GTp3Po7yx/yjelf8wkH/ACbGYul/uo/1Q5eT6imeXsHYq7FULqmm2mp6fPp94Ha1
uV9OdEd4iyHqvOMqwDDY0O42wg0qQaX+WPkvTItQS0sAh1MzNdyM7sxa49QSMlTRGZJihK0qoUH7
IyRyEqls35J/l9NVZbSd4JHaSe2a5naGUtIslHRmI41QAKKADJeNJaR+m/lh5U0+LV4oUuJF1wIt
+Z7iWZiI3eReLuWcfHMxO++ROQmvJVl/+VflG+v9TvrmKd7jVVZZ29d6RlwFdoBX90zKKEr1FRhG
QhURZflz5ctERQbudo9Rj1dZZ7maV/rUMQgQ1ZvsiMBePSmA5CqzWPy08r6to+maPdpN9Q0qNILa
NZWBMKGNhG7GpIJgT322IxGQg2qbf4Y0X9FHSvq4+oG6+umCp4+qbv66f9j62/HpTbpg4jdqxrS/
y08tWky3VlYAyw3ktzHO9zJG3qC4STjwjT0xGr268Vp092asjkJVQ8weTfK03mU6hq1ty1HV45Y4
oxNO0ZaOBBK6enAeMht7cKKt0B4ipatZ1HDQ/Gzdi008kTKI2jV7jqaH2/JB6tY/l9qWo2eu6jZG
5uz6eo2dyW1FvWSZooI0QLDSROUsY+rgEVb4k+JqwGrAHP7Px3uSOy85JFC4kg+qOxAJN77Conc7
bJ/Z+SNLTWU8wRWIGotLLdCZ7qcNzuAeQZWjBACtxCEbDamW+ISHBIo0gbP8n/IRsHFrbXNtDfxw
/WFju7hS8KxKnotR6enIFBkC/bYAtWgpLxZMaZDaeUNCtbNrOOKRrdp7W6ZWlkJMtjHBFAxYMCQq
2kdQdmI3rU5AytKivkPy3HYTWUMU0UM0drCD9ZnkaNLBzJarF6ruEWJzyCgcT+0CNsCt6J5E8r6L
PDcadavFPDD9XSQzzN8BADEqzlS7Uqz05E1Nak4qlP8Ayp/yP9Xkg+rTj1Y44XlFzMJCsUJgU8w1
eXBtzlnilW7f8nvIVuZ2ispRJczC4mlNzcFjIDyBqXNKVOw/Xj4slT/y75b0/QLW4t7N5pBdXD3V
xLcSNNI8sgUMxZt9+AyMpWqa5FXYq7FXYq7FXmmp98ynDCBglltb6PTTDDLNdGE28rlwI3nEciE8
aVoeFajtmHkiJjiciB4TwsUtLi7t0vGNrFqNqWX63YSFtyCeMqhCrfCSRVfH3yyZia6ebGN79Uk8
+JqS6jZ/X1htpBEqxaZAdrSJXPGJhU8WO7Gu+9TvksZFGmOS7Fvozyx/yjelf8wkH/JsZiaX+6j/
AFQ5eT6imeXsHYq7FXYqpyXFvESJZUQhS55MBRQQC2/YV64quEkZdowwMiAF0BFQGrSo96YquqK0
rudwPlirgQehr2+7FVqSRuWCMGKHi4BBo1K0PgaHFXSSRxI0kjBI1FWdiAAPcnFVwIIBBqDuCMVS
+yvYEidSJG/fTHlHHJIu8rHZkVl/HFVK7Gn3l3Y3Mn1gSadM00IWGWhd4XhIf4DtwmJ+7IyhZB7m
7HnMIyiOUxR+Yl94SB/JOgvbpbm4vjFFYx6bEr2sUlLeNkcA+pavzPKKvx8uJJK8a5R+Uj3nlXT9
TsR21kEuLhjZmZ85j1Gx0kK59Kvbitk1rcWltaw20a3BjgRY0LQzs1EAUVJTc7ZkRjQA7nV5JmUj
I8ybV7CN47G3jccXSJFYeBCgHCwVUlif7Dq1GKGhB+Jeq/MUxV0kkca85GCLUDkxAFSaDc+JOKuj
kjkXnGwdakclIIqDQ7jwIxVcCCAQag7gjFVsssUSF5XWNB1ZiAB36nFV1RWldxuR88VdirsVdirs
VdirzTU++ZThhJ59ekt41ItoXvIV4W96wb1IwBRaUIUlf2SRUfQMpOHfns2jIxiy8wXGjXBube3g
luFYPHNMrFkIr9khl698lPFxdSGMZ0xjzBqx1O8jna1gtmBowt1KhyWqWapapxjj4QdyiU7L6e8s
f8o3pX/MJB/ybGYWl/uo/wBUObk+opnl7BLPMmoa3YaVJc6LpP6a1BSoj0/6xHa8gT8R9WUFBQZK
IBO6sZh82fmiUf1vIYEiCQjhq1qVcoqFAtVqOZZl3G3HfrkuGPf9iEBo3n/81b2WeK5/LqS3Fu6x
ySnUoEBcsnMIJEX1FRJCfURirFSB1yRhH+ctsV8xeTFvXub2f8r5ZdY1SOaW5eLVyvxhluiSyepC
rmeNCARuenIVGTjOv4vsWmP2v5Z6vJZ6ZC35XNLp1tbJSGbWkjnl/dXTiOd+UZRvWueR4RpQtQig
AWRyD+d9iKR3/KuryzihMH5Ry301wZHvpZfMcSSVmi4ScuJVNxKwpGFHwj2wcf8AS+xUzl8iXL3E
3r/lX63rxGyuJ01/gklvK0Rk/dGU03d28fg67jBx/wBL7Epcfy7lt7Y2tt+TKm2n9QzxL5kCULgx
NQc/2o0XoRufmcPif0vsRSvF+X1x6osR+USW+mRy/FL+nlkaSOItNFxAlRl/fU2aoFenXBx/0vsS
3B+X9wkEyv8AlIH5RuoX9PqOazxl3jI9QrUNGkZPTeo2rjx/0vsVZP5Cv20uS3g/KFUPoiCOJ/MI
b4YAPQ+zKp+07V+MGgoTvh49/q+xCpF+W0ds9pc2v5R8Zbe3L8D5hoVmkV+US/vGV/sqC7U+1UdM
Hif0vsWkPB+X8q2bw6R+UywWavFLbvc63IHcsY0kKxSOkkTLHzrzp8m5EYTPvl9i03cflk11Y3ET
/lIqrKIZ54H8wEtPLaLLFAgdJUCfu3+10+IVBK7Iyf0vsWllv5Em+rxWsv5Qt9bS2jadBrrCJquI
mQSM8ifZto348y1PvZM/6X2Kr6n5EhSxlik/J36wshSCJE1vkzGGQRQEurFolMU0jF+1KN2IRP8A
pfYpCHb8sr2BZEj/ACoW8W8NzLdPLr6iTlIrEqeDRIvq8zEvBfhHxEnHxP6X2LSMtvy8Fo6vD+T6
lhHyIbzAsil4LUJDGyyOQytyaLcU/aI3weJf8X2LSEP5Yq4Uf8qbiRCySSRN5gDJVxEJFVRIFXhv
2oeGw+LD4n9L7FpHz+QpFtdQtIPyl521xJNKUbzAFMrsLlQx/eHgXVl6Nt6n+Tg4/wCl9iVGD8ub
k6m815+VMUhZvWF1HrrCkogR2qjStyBuI+KGgp149SXj/pfYtJn5StPNfld7vUNJ/Kh9Ou7xZhdo
PMEVyGWMNPH8LmQVknkZRxWorXptgkQecvsQGSWPnb8157P6zJ+XpRpQXgt21S1jZV9FHVZOQrya
Qsp+EcdqjvkDCPelP/JXmXzDr0N5Nq/lyfy/HDM0dn9YlWRp41Zl9T0+Mckf2dgy7jcEjIziByNp
ZJkFdiqRz+UNNm+1LMPkyf8ANOWeIWvwgl8/5aaFNXlPdCvg8f8A1Tx8Qr4QQE35N+WJftXV6K+E
kX/VLHxSjwggn/Ibyg7Am81CoNdpIf8AqjichXwg9BsLOKysreziLNFbRpEhahYqihRWgArtlGOA
jERHRuJs2r5NDsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVd
ir//2Q==
uuid:2fc9d857-b600-40d0-a053-2ac0fd7f3f93
xmp.did:1EE6B6FC0051E211884E98BC796586B1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1DE6B6FC0051E211884E98BC796586B1
xmp.did:1DE6B6FC0051E211884E98BC796586B1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1C0094D9F129E211B48CBE27675CB047
2012-11-08T17:15:48-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:A7731F6E924FE2118B34D259C861DAD8
2012-12-26T14:28:30-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:A8731F6E924FE2118B34D259C861DAD8
2012-12-26T14:29:23-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:A9731F6E924FE2118B34D259C861DAD8
2012-12-26T14:40:30-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:8F1DFB519C4FE2119164A584C8E2D95C
2012-12-26T15:39:46-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:901DFB519C4FE2119164A584C8E2D95C
2012-12-26T15:40:33-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:961DFB519C4FE2119164A584C8E2D95C
2012-12-26T15:46:55-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:971DFB519C4FE2119164A584C8E2D95C
2012-12-26T15:47:29-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:B905A08F9D4FE2119164A584C8E2D95C
2012-12-26T15:48:11-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:BB05A08F9D4FE2119164A584C8E2D95C
2012-12-26T15:48:57-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:BC05A08F9D4FE2119164A584C8E2D95C
2012-12-26T15:49:51-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:7857CEF1A44FE211B7C0F3965825E719
2012-12-26T16:42:34-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:7957CEF1A44FE211B7C0F3965825E719
2012-12-26T16:48:32-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:7A57CEF1A44FE211B7C0F3965825E719
2012-12-26T16:52:58-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:7B57CEF1A44FE211B7C0F3965825E719
2012-12-26T16:53:44-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:15E6B6FC0051E211884E98BC796586B1
2012-12-28T10:12:25-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:16E6B6FC0051E211884E98BC796586B1
2012-12-28T10:13:11-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:17E6B6FC0051E211884E98BC796586B1
2012-12-28T10:13:55-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:18E6B6FC0051E211884E98BC796586B1
2012-12-28T10:18:25-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:19E6B6FC0051E211884E98BC796586B1
2012-12-28T10:27:28-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:1AE6B6FC0051E211884E98BC796586B1
2012-12-28T10:28:23-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:1BE6B6FC0051E211884E98BC796586B1
2012-12-28T10:29:04-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:1CE6B6FC0051E211884E98BC796586B1
2012-12-28T10:33:16-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:1DE6B6FC0051E211884E98BC796586B1
2012-12-28T10:35:39-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:1EE6B6FC0051E211884E98BC796586B1
2012-12-28T10:40:43-05:00
Adobe Illustrator CS5
/
Print
False
False
1
11.000000
8.500000
Inches
Albertus-Bold
Albertus
Bold
TrueType
Version 1.3 (ElseWare)
False
AlbertusMedium-Regular
Albertus Medium
Regular
TrueType
Version 1.3 (ElseWare)
False
Arial-Black
Arial
Black
Open Type
Version 5.23
False
ariblk.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Modern-Regular
Modern No. 20
Regular
Open Type
Version 1.51
False
MOD20.TTF
Verdana
Verdana
Regular
Open Type
Version 5.33
False
verdana.ttf
Verdana-Bold
Verdana
Bold
Open Type
Version 5.33
False
verdanab.ttf
Myriad-Roman
Myriad Roman
Roman
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-BoldIt
MyriadPro BoldIt
BoldIt
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 8661 C
PANTONE 8363 C
PANTONE 8645 C
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
Rococo.color1
SPOT
100.000000
CMYK
0.000000
13.000000
55.000001
41.999999
Baroque.color1
SPOT
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
Fleur.color2
SPOT
100.000000
CMYK
0.000000
10.000000
69.999999
0.000000
Fleur.color1
SPOT
100.000000
CMYK
100.000000
69.999999
0.000000
23.999999
Pressed1.3.color1
SPOT
100.000000
CMYK
87.000000
56.000000
40.000001
0.000000
Pressed1.3.color3
SPOT
100.000000
CMYK
66.000003
40.000001
80.000001
0.000000
Pressed1.3.color2
SPOT
100.000000
CMYK
47.000000
38.000000
97.000003
0.000000
Pressed1.2.color3
SPOT
100.000000
CMYK
0.000000
23.000000
36.000001
0.000000
Pressed1.2.color1
SPOT
100.000000
CMYK
20.000000
38.999999
0.000000
4.000000
Pressed1.2.color2
SPOT
100.000000
CMYK
40.000001
30.000001
0.000000
22.000000
GoldLeaf.color1
SPOT
100.000000
CMYK
0.000000
13.000000
55.000001
41.999999
Gothic.color2
SPOT
100.000000
CMYK
100.000000
100.000000
0.000000
0.000000
Gothic.color3
SPOT
100.000000
CMYK
100.000000
69.999999
0.000000
0.000000
Gothic.color1
SPOT
100.000000
CMYK
69.999999
100.000000
0.000000
0.000000
Scallops.color1
SPOT
100.000000
CMYK
0.000000
15.000001
64.999998
23.999999
Scallops.color2
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Sonata.color2
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
PANTONE 8383 C
SPOT
100.000000
LAB
58.431400
3
29
PANTONE 8363 C
SPOT
100.000000
LAB
63.529400
-5
42
PANTONE 8645 C
SPOT
100.000000
LAB
59.607800
-1
49
PANTONE 8680 C
SPOT
100.000000
LAB
50.196098
-4
28
PANTONE 8661 C
SPOT
100.000000
LAB
50.980400
-1
49
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
Color Group 1
1
C=5 M=83 Y=100 K=1
CMYK
PROCESS
5.490200
83.137300
100.000000
0.784300
C=5 M=69 Y=91 K=0
CMYK
PROCESS
4.705900
69.019600
90.588200
0.000000
C=44 M=7 Y=81 K=0
CMYK
PROCESS
43.921600
7.058800
81.176500
0.000000
C=54 M=11 Y=100 K=0
CMYK
PROCESS
54.117600
10.980400
99.607800
0.000000
C=49 M=25 Y=0 K=0
CMYK
PROCESS
48.627400
24.705900
0.000000
0.000000
C=61 M=33 Y=0 K=0
CMYK
PROCESS
60.784300
33.333300
0.000000
0.000000
Color Group 2
1
C=5 M=83 Y=100 K=1 1
CMYK
PROCESS
5.490200
83.137300
100.000000
0.784300
C=5 M=69 Y=91 K=0 1
CMYK
PROCESS
4.705900
69.019600
90.588200
0.000000
C=44 M=7 Y=81 K=0 1
CMYK
PROCESS
43.921600
7.058800
81.176500
0.000000
C=54 M=11 Y=100 K=0 1
CMYK
PROCESS
54.117600
10.980400
99.607800
0.000000
C=49 M=25 Y=0 K=0 1
CMYK
PROCESS
48.627400
24.705900
0.000000
0.000000
C=61 M=33 Y=0 K=0 1
CMYK
PROCESS
60.784300
33.333300
0.000000
0.000000
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
25 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 3637 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
3624 0 obj
<>stream
H‰´WÛŽÜÆ}çWô[fÈí®¾F íʼnc(‚¼cÈ€ÎFö"Z
ÄÉßçœê&9œ¥Œä!6$±zXÕu9uªxõêÆ\½¼±æúöÆv²Ù;9þ½±æýpõ‡{k~üe°r“œ˜Ÿß
?w/¡sÕ,¸ÙBº)òï}~?¸Ij6¾Â~°Þˆ›bÏ-Él)”m ÙXõÚ˜eŠ>‰yüêë’o&à;ßœ/®6©Š¾(A鶤( ø÷èbsái`ÆÊÞAHS¢‘ÇqàÜäm0Îg„ÍX`5Ï$%xÆ{ó0œŸ¤ °!б´Êèr4”R¶M®±ýè*4*Þôz"X€Ÿm²æ)ÈTPß1¥)½5À–zbÞˆ 8Èq
Vr6RÈ•Þ³B”'©V}£22Ê°$±L>z•cΪ±žˆ¬ÂOõƒX ƒo~ÂV¢\Ê"î€&ú0xtO)ý¤²