%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
hkcss_bpa_booklet_final
2022-11-23T16:31:23+08:00
2022-11-23T16:31:23+08:00
2022-11-23T16:31:23+08:00
Adobe Illustrator 27.0 (Macintosh)
256
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FWJeYvNuoL
dfovQLc3epOSqdOII+0zE/CqJ3J+XvlkIDmeTiZ88h6YC5Mb0/Q9S1rULy01/WJkubVljKMKQO0l
QFi5OhNKfy7+Jy0zERsHBGmnkkROZ2+T0rT7RbOwtrNW5LbRJCG6VEaha9/DMcmzbtscOGIHcFfA
zdirG/NvmZdGltkN3b23rKxpO6ITxI6cyPHLIQMujj58whW4DJMrch2KuxV2KuxV2KuxV2KuxV2K
uxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVRvpWisp5V+0kbsvzCk4QiR2YRompLZeXru8tF5
6k9yEcjc8R8Y5VrsVVht3yjX5ZY4WObPsvDHJKj8UH5nS2m1yHUpIVSZmgQl3ER4JNGQokZkCOOZ
oa9aZXh1UzmEP4SCar+jbPPo8YwnIfrBAu/6T0nMpqdirsVYb5+8i6b5mns5LyaeI2yuqCEqAeZB
NeSt4ZfhzGHJw9VpI5au9mSwXksmr3doSno28ULgAfHylL1qeXSibfDlRGzlCW5CNyLJ2KuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVhk35eyIqz2upTfXk+IyMzryb5q1VzH1fjy
3xzEfLhB+1r0mk08P7yJke/ikPuITXyzrF3O82nagCL+16k/tLmJodbKcjjyCpxdlqtLGAE4G4FP
s2bgtOqupVhVWFCD4HFXlWoy635N1xp7aNp7OVvsAEq69eJp3FOo6ZfxwOxNFwTjyQJMRYTCw85e
W9Uv0muo3hj4u1xa3MEjq78uScWUNEaGlC1Dmu1RGDIMhkAK79z8HaaSfj4zjEJE3fLYfF6Fa3CX
NtDcICEmRZFB60YVFfvy/HMTiJDkRbXOBjIxPRUybF2KpD5l0C+1WSBrW6+rCIMGFWFakfy/LNfr
dJPKRwmqc/R6uGIHiF2nQt4RcG44/vigjLVP2QSQKdOpzY26+uqpgS7FXYq7FXYq7FXYq7FXYq7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYqtkkjiRpJGCRqKs7EAAe5OAyAFlIBJoPOvMXmtrHVv01pyo0T
mOzV5kYpIxDGq8Svbpmp0tZtVLJH6Yxq+8ufqrxYIwkRxGSYaH5+1W+i00HTo55NSuLi3WZZ4LaO
NoYjMi8JZXmlMqRyMvpI2ykkBRyzc0HW7sh1bzToml3EdtdXK/WpKlbdSC4VVLFmBI4ig2r17Vyr
LkEI8R5NuKByT4B9SrqN/wCX+Jt9SubVQyhjDcvGpKnoSrkZIw4hRFhhx8B50Qx2C3/KqW8jigvN
Oe6mIEMEd6pZyxoAsayb1JoKDMQ9lYeZh97lDtfJ9PifczGGGOGJIolCRxgKijoANgMyoxERQ5Bx
pSJNnmuySHYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXVFQK7noMVdirsVdi
qQDyhDNx/SF5PehdwrseP0glq5qY9lAn95OU/wAfF2J7QI+iIinCWFkkKQiBDEh5KrAMA3829d/f
NnjxxgKiKDgTmZGzuqxwxRLxiRUXwUAD8MmxUpbCxmkMktvG8pHEyFRzoQRTl16HBIAiimJo2Oa4
2loVRTChWMBYwVBCgdAPDphG2wQdzZUk0rS0dXSzgV0NVZY0BBBrUED2w2UcIQ7eZfLisVbVbNWU
0ZTcRAgjsfiw8Eu5h4sO8Nf4o8tf9Xay/wCkiL/mrDwS7iviw7x83f4o8tf9Xay/6SIv+aseCXcV
8WHePmj7a6trqBZ7WZJ4HrwliYOhoaGjLUGhFMiRTMEHcKmBLsVdirsVdirsVdirsVdirsVdirsV
dirsVaRw68hUDcbgqdjToaYAbSRTeFDsVdiqR6XqT3us36ByYLeVFiUgfDWL4uniwwQmJREh5/Ya
aqkMkonpX2i0nvPMTeldSWE37i6eN4phUHi5ij2B6bP88xtVkkDKHL93I35hlimDEZBuDkgPgWWa
fcrc2ccwrvVTy68kJVvxXMiF8IvnTPiBJrvKIySuxV2KuxV2KuxV2Kvk650+7vta1CO2QO8b3Ezg
sqUSMszGrlRsB065uRICIt5GeMynIDzSzLGh2KvpP8of/Jd6T/0cf9RMuanU/wB4XqOzv7iPx+8s
h1+9mstMe5hJ9RHiAAoa85VQg1B2+LMPMSIEjo7HFXEAeR2+aYZa1sE8/fmtB5R1zT9G/RM+p3ep
QvNbJBLFGT6fIspMxRB8K13bKpSlZAA2rme+/I9zdDGCASTuT07q8x3ploHn221vyVB5pt7OWGGd
zGtpOQkgIuPq55bGnxCuHjI587A+dfrYxgJHbuJ+QP6kJ5O/M2080azqOmW+m3Nq2lztbTzzlQju
hcExAEsy/uupA6infLq5tZHLzZodx1p75FUt0LUJryK7jmFZbG5ktWlNB6np0IegAAqGFffK8JJj
v5/YSP0M8tcZA5bfbEH9KZHcdae+WMGI2nmO3S4lW+130mt52T0qQuJEUijcliWnLMfwpgj1k/Af
qb/FiQfQB8T+tNf8ZeV/+rjF+P8ATL7aaTGw1Gyv4PXs5lmiqRzWtKj54gophnmn80bbQ9aOmtbS
sUYK7ehO1SwUrwKKVavOlKjt45MANZMr2U5PzZjS7WBNIuZYyof16NH8BAbkUZfhND0Le2HhRxlm
Giaumq2AvEheBSzJ6cgo3wGle2RIbAbRssixxvI+yICzH2AqcCSxDV/PGsadBLd/oeGazShR1vQ0
jcmAWsUUMrDY170y+OIHa/scTJqJRF8O3v8A1AoPSvzH1zVPWFroMfKEDkJrx7fdjsKz20deh6Vw
ywgdfs/awx6qcrqP2kffFkGi+akvtMuru6gFtPYq73UEcgnAVS9Cr8UrX0ztQfxyqUN9nIhlsWRR
DEdN82Q6Tq2oQssM13LcMXhEzB1ZAVK0EbVplGKJhHh4ZGr/AJvU3/ObpkSmZ3EXX87oK/mq2l6N
etaRQBYiLeFGkVzcx7RvG53aClf3dNicllxxM/Ely4SK9/uLRhjIYhhjViUTf9X3hlnlidjaTWki
hZbaQklWLqyz/v0KsVQ9JKbjtkhRAI5U2QiYkxPME/bunOLN2KuxV2KuxV2KuxV82eXVnbzFqqRF
VE31uGUsDUxur8hVSCM2mT6Q87px+8l8V1x5ArLyS7SJGAKqsbFRt4s5PXEZ/JZaDfY1+PekGr+X
NQ0tEe5aJg4qAjgkduhofuy2GQScTLppQFmnv/5Q/wDku9J/6OP+omXNbqf7wvQdnf3Efj95ZDr9
9o9jprXOrzLBYxvGzyPXiGVwyA0B6sBlFOYQxu//ADH8p3luYNM8xRW1ySD6qxNKwCmpAVkYb9Dt
ko+bGYJGxp5N+YUer65r2i6raavZXUum2t1BPJL9YtvUabl6fwwxjZS3xUIqB88YmImTVxIH2WgG
fhxBPrBO/vr9TKtC07VdD/5x4Fi2p20Wrok/1TUnLtAtw167wsxeNmNGpXkhqfHKsgMiT5g/Kv1N
+CQhz/myHzB/WwPyBq3nTRNTtW1HzTpAtZTcyatcKZJZnmnZ5VkirAqrxYhAvHjxZvBaWxIu65tW
QyMaHMPYNP8AzM0GK0WO78yWU06k8pWikqQWJFfTCLsNthhNNcBkrchlXlq6sr3TBqNpPFcpeu0r
3ECskTuv7olVclh/d0O/XIbdGcAQN+f4Ca4s3kEn5e+VbjW7q6vtRkglhuZFe2ub2O3LDqCoVXcI
eWx5eOJsIiQU5h/KDy5IFmRZpoZF5LTUJSjBjyVgVi326b9MFllQT620OPy35RvraC6aCOGGVo55
G9ZoxxLVZyqctyf2cI52iXKnmGhX0/1m6NnqkF9wSYwW3oIxuphV1CsymT0yak1ZfhPWm2XA2Ru4
co8MTUd0X5n8x6x9SUXmoC1tFaALNIiAOwDF4zUxL8Pw069SfYEgBjGUjzFjZlv5ValcXtjqQ/SM
d+8TIICqRrHGtHVQRFSu6kH5ZXJycfupmtz636Kl9fj6/oN6vCvDnw+LjXelemRHNmeTye0kvF8z
TPDN6dvAx5j1AhBdGAKkyRkiv8r/AD/lzI/H42cMQiNxz/Hmzfy9LrUk8M3xtBKKSSOzyxAA1bix
uH3+GgPHITpuxmX4/tVL9Ykk80KgVeVirFRQVJjmLH7zvkYkekMpD6vd+tgTaPY3X5hXlzIzfWI5
2kQtceiKxOG/vfiWnagFflQ5EmXcPx8G2McR2MpD4D/inrEU1xb6c8lxAeUCEiJHM7uqLX7TBKs1
Mr4jVkNvADIRifidv1oHQZvX1DU5vTaISm3cRvTkvK3Q0NCRk7uIajHhnIc6KdYEuxV2KuxVD6le
pY6fc3rjkltE8pUGhIRS1BXxphHOmGSfDEy7hajNqDR2BuqAgOgof5XkVe3cBsB2SDYdp+rQX1xc
RRCggI4sT9oGtSB7ZRjz8ciByAib97aY0L62R8nz55aD/wCJr8rMYiJLjiy8epWSm5Bzd5PpDzem
/vJe8p7qdkRa+vNqlxFEnxO6qkZqOu6IdhlUTvycrJHazIh5zqczy3spNw1ygYiOVyWJStR1A/Vm
ZEbOmym5He30T+UP/ku9J/6OP+omXNXqf7wvR9nf3Efj95Rn5jTpB5Su5XuFtlVoiZGUsP7xdqB4
v+JZSHNeGxa5NGVnOvRJKTV3SIkhVB4lWEwJND09zv4lCMs/M5WQ+r5jf0mNaxKQTUsakGbeux69
z9Kr0O/l1Cf8okltTJqV2Wqkht0uHcC6O/oyGUbL7mmBXnWnr59inge10mVLz7KMulWS05AcgCyU
Xb3xVN0g/NqIl20tyzk04WGmglnbcsQpO+3KuKvWvJA1VfK9kuqxNBfr6qyxNHFEVAlcJ8EIEY+C
lOOBKeYqwG9tfLuq6/fxX1yLS5WT0uNylnIr/B0RnM7Up+y3Hr0yco0L6NUMgMuHraJtNN8iWkTS
3d5a3MdUEZkWGIKWDAACJU5cgD1r0ynFmjkNQNuXLTZI84ll0FxZX9qZIXS5tpOSEijKaEqyn9RG
WEENRBGxedef49TsL1YtCisrN5R6huGPoyxheG6FKUEhUqTQ9O3erJqseP6iAmGjyZQeEH4JZJde
Z0nttP8AMKaa0IIuPTkmkmZUdjWYN6j0oOR5EfxAyYgyFjkwGnlWwL1LSdNtLG0RbeBYGdVMoAoS
3U1/2TE5WUkC1a//AN4bn/jE/wDxE4jmiXJ4xHI9r509aJ29dpQhLj1KLIAhorg78Tt8B9gcuNOO
Lr8fqe0fWLaKzNz9i3WMyk8SKJTkTxpy6dqVzHnLhBJ6OVCPEQB1YXrt7Gmo61cp+8jm06NENabT
q4Db5WAJZcchyqX+9a8suCGQHviP90GF6o+it55uo5NMla+N03BhLxBdWqv7ow8CXP35mghxZRlv
ufkP1PTdO1XWzbR240eS34xKkEsjqVDABVMiAIVXuaD6MgYxvm3RlOqrdEaJ9Y/SerfWeHr84PU9
OvCvoL9mu9ME6oUyx3ZvmnOVtrsVdiriQNztirHPPsnLytepGau68ABvuwIynN/D/Xj97IR4oTH+
1z/3JQOryGZrKK3cv6CSG6RSTSoidOVPltlk8kTGQvcD9DR4MuLGa9P7Qv8ALK+jqQeRgGmgdinc
A+gVJoe9T92UaSAEbvcxh9gLbmJGQgjbin8d4vBLv9JWmpXdxaSNCzzTKSppszMv6ic6AEEAF5eQ
nGRMT1KWmC/IIbkQNmBbp95ydho4Jq1zZTyTM6rRABU/R/ZgEgGc8RJt9C/lECv5eaSDsf8ASNv+
jmXNbqfrLv8As/8AuY/H7ym3m6z1C+0Oe002QR3jtHwYvwAo4J3+WUhzHnUH5dedzNWW6toklZVm
ZWMr8FeoapVNxRW/DDaptD+XWsxzRs2tLNGjElWV12of5GB6074FTXzRoN5P5CfRoo0ur74Csali
CfWDniZWLbA92xW3n5/Lkkuq6De8CR0ubfcr0IPD8MK2pt+Xh4UGgagGdiEJlhIU1oK0iHw7dz07
4q9e8m6Wuk+XbTTRGYfq4cmJnEhX1JGfdgEB+14YCqcGRAKkinX6MCWI6l5Btb28mmN6UhmujeNF
6fJhKVCkh+Y2oOnGn074ZnigY94pphiEcgn3SEvk6TySJJIZJNR5y2yxpDWEUCosiU48+4lOYuk0
xxS4ieL08Pc7bNrxIUI1vfPvTzQtNg0fThaCdpqyPIZH2JaRi1Nyx2+eZk5cRtwcmTiNsO/MC+8w
jVzb6Xolzfwz2ohuLqJo/TCszfD8W4Ycid/bMDUaPxDd1Yrk5Wm1gxCiLo3zU/Nmga7cax9T0y1k
uLOeziiuLp5EioqMyUV+A3AO43qD0PTM/DLgiBzprGp3uutvRxIpbj3O+Qce1s8YmgliDU9RWTl1
pUUwhB3eb2Pl/UbbzcsrQrI4dTIihGjDIolHGRqcSex4A096nJDLGRIHRrOKUREkc/0Mhu9duNZ0
eeOztSPVgaUN6sdQqSFCGjJVipaNlPYiu+YZyY8uM1Lp8a/ApzRDLhyC49fhdfttIItJvv0NNFdN
G2oXkFuLGBGPN4gzUZgdgSXA67ZPSDHEQiDuATvzouNr45Z8ciOcojbvCSzS61L5xnnP176k0pCz
yieIJEzbU9Iib4K141HTttmcPcPsaxqCP+kXoSarosVjLaw312GkqVnkS5kkUkAbM6MabdMr4TfJ
n48bv9Cp5XVjJfzc5Zo3eFUuZkZGkKQqrsA4U05bYz6IibkSOSeljzC8TQgnl2FKbfTXKr3bK2bw
odiqldW4uITEWKA9SvXCCgi0A+gQPx5TSHgysNx1Q1X7sEqlzCxBjyKF/wAG6abl7l5ZpJnLMxdq
j4hQinhTKRp4CfHW7ec8zDgv0/qVLbypY21011BJIkrIsZIIpxXcClMshCMSSBzr7OTVOUpAAnlf
28/uY7N+TnlqZ3Z7m7/eMXYB46VY1P7GZQ1MnBOhge9YfyX8sGtbq8+Klfjj7f8APPH8zJH5CHmv
X8nPLi043l6KdCHj7f8APPH8zJP5GHeWQ6V5atNJsYLOG7mMUDO0byspctI7SOS1B1Zzlcp2bb4Y
hAUCmL6ZaPMs7LWVa8JNqjl1oad6ZDibOEc131GHbdtum+NrwtDT4B05D6fHG14WzYwmlSxp03xt
eFr9H2/+V49cbXhb+ow77tv13xteFTTSbFJ2nWMCdl4tLQcivWladMPEV4A1NpFlOKTKZACGAahA
I6U2wcRXhCr9RhpSrUPXfG14Wv0fBWvxV8a42vC2bGEihLEeFcbXhaOnwHry+/G14W/qMPi3h1xt
eFQudKhcerEqm7iVjaySjkEcqQD4033p2xMjRpMYRsXyVYLFfRi+tKksycHYhfgEqj7SA1K79N64
ATW/NMhG9uS+SyiYT8S0T3IAkkjYhqgcQQexAyBxjfpbYMhFdaQOmeWtM06RZIA5ZYGtvjbkDG0r
TGop/O5ynFpIQNjur7bbs2snkFHvv41StLolhLeW92VYS2qCOIA7BQwcAj5qMsGGIkJdQK+DTLLI
wMTyJv4o/LWt2KrHt4HljmeNWlir6TkAsvIUPE9qjG0UvxS7FXYq7FUo0rzPp97bNJcMLCeKVree
2uHVXWRDQjruD2I65XLIIbTIB97OEDPeAJHuRep6pDYaZLqLI88ESh2ENGJQkAsKkCgB5HfphlOo
2AZe7e1hAGVSIj5y2A96W6T5y0/U71bSC3nSRi4ZpPRAUxirBgsjN4dB3yfz/wBLIfeHFhnBNf76
B+6RKY3mt6LZS+jeX9tbS/D+7mmjjb4yQmzEH4ipp40wGQHNyACUvn89+SoFkaXXbALFIsUxFzE3
pyOjyKr8WPEskTkcutDjYWkXp/mTQtRS1eyvY51vo0ltGQ7SJJH6qsviDH8WDiC8JYn+bPmSLRIN
NaSBpvXaUDiwWnEJ4j3zKwY+O3A12cYwCWRt5igs4tFFxC62+pIFF1twik9NXRZP9ccqH2zHlYvu
HNzIyFAdTyTaC6tZ+XoTJLx+1wYNSvjQ5COSMuRBbJQlHmKSnUPNK2N5NbPpl/N6QDCaGEPG4IB+
E8hXdqZZiiZkjlXe0anMMQiaMuIH6RdV3+/omDapax6et9clraFgnISijK0hCqhAr8XJgu3fpiRT
OEuIAoC486eVLZoFutUgtjdS+hbGdvSEkvIoY0L8QzBlKkDodjvkbZ0my3Ns4JWVGAYoaMD8Skqw
+YIIOIIPJSCObre5t7mITW8qTRMSBJGwZSVJVhUVGxFDhYg3uEFr2sDSLEXr27zwLIi3Hp0LRoxp
6lD1ANK0wEHokyA5o2C5t7hC8EqTIDxLRsGFR2qMEZiW4NspQMdiKQd9qstrdLbpp91dBlDmaBUM
YqxWhLum46n2xErlw+V309zHJ6YcXPeqHP3+5EWN3JcxGSS1ltGDcfTn4ciKA1HptIKfTkyKYY5m
Qsgx99foJYpbfnL+WF012LXzDbXIsqfWGhEkigkEgKyKVcmhoEJyPE2V0TuLzh5YlvfqMWpQSXno
rcG3RuTiFwjLIVG/EiVN/cYRuiW3NF6VrekavFPLpl3HdpbTPa3Bibl6c8dOcbj9llqKg4qjcVdi
rsVdirsVdirsVdirsVdirsVeI/mZfS6VrqWkBvnuSnr3VzbzNGjvNXgREjjhQjc06DrkjR5gH3gF
qGMj+KXwkR9xY7a+cNX9NUmudXeIIoDR3sqAkt0B9UilNgCCenyyYnXQfIMDgB6y/wBNL9bN/wAu
fMv1rXLSFbTUf34lia4vL5plFEaWpgd6/scQwXBKZITjwiJsX8yUt/OPy9qj+Zhqtvwlje2RIkik
VbhHTmpDqx3ibmGIArVRRlOYc8dyu3YwzgY+Ei0j83/lv5h82/l/HaPfW2mXi3dqkP16VIVaKC3n
iQr6S8GdjN49Aw6ihvjKI5uJJEfkf5FuLLX7LVb3UbaW7tUlVrS1vYfTLyrKC0dpFCKLxcfASvCg
68aYAN7bDMEAB7H5oudIgS3/AEiqEMW9PnH6nSlabNTK82rhhriNWyxaSeb6RdJf59e2h8qm/kmk
it7WPlAsCVb1pFEcLg0qvDnXL4TB3524+XEeV1TyLSfPOo6bdtMusaiUmjKsnESUZWIRaTwyIKqo
JYDvlglEfwx+5o8Gd3xz+NH7wyW2/Ne1jaF7nXNU5Aq8lu1nZ8W40LpyEKNSm1RTEyj3feyGOf8A
OP8Asf1J3+ZV+fNH5O3t5pl1LppupLVobvjKs0XoajFyZFhDyc/3Z4U703A3FMpCItyYgnZ8+eUp
fNOq+YdI0m/8xWV3atqdu0NBdF1a4JjuvQMlv1n58nLFfj3ru1a+IE7M+Eh9O69qxttRR0CH6tIT
KWuWgULKGTlIKCNgpp9omleleJzJjDZ1+XUcMvIc96/Z3J15Wmhm0C0eGGO3hCskcEMizIqo7KAJ
F2OwyMhRbsE+KAP6b+1X1uzN5p8kBleOEgm4EahneMA8kWvQnBE0znHiFPA9O863elamz22t6obR
+UX70GU1J2PpzxyR8qqOgr2rlvHH+bH7nHGnkDfHP4m/vZJZ/mxEpgkvNZ1NXJV2tvqloysoNSvM
QRt8S9aUIwcUe772Yxzv6j9n6no3lLzppvmeG6k09JVNqyq4mjaMHmCVoTWv2d/DKy3h8/W0ptJ5
TY3Fq9tM8eoxy2pKW1ZmIQlYkRbh2MfKpEjE8T1plJxxNNkZGO6b6lpEFx5rh8y6I2iT6pLaafPc
XjPJLcPF9UVU4NzT0xLFEyrIBRlqDUjaompfWR0qh99fp+xlwGuT0b8k7jSrnQdVubK/s9QuLrUn
uNRksH9SJZ3toF4kgsteCLXiaZfCJAom2sm+j0TJodirsVdirsVdirsVdirsVdirsVfP355JeL51
5xtOoNpCylC4UDk4IWiMK1G++SALEyA5lgAttW5in1sNQkAeoTTqf91e4/z6NLYZx+U2n6snn3S7
i4MxiT1xIHkrQPbyUDLxXvQfPEhNhlH5za35Z0vV4V1TUpbe6ngR0tonljBQM/pq3CKVWMjI/EEg
7UFSQDDiA5suEnkw3zJqN5F+XOlT2l5Bq81lqttHK0sBSJ42tbqJXm+sRIFQtsrUPQGu4yucwRsV
4O9M/wAuNQv5fPHlmaeKz0qLUo7iVNPBjee4VbWRknjeMPRCGIoWXkF5AfaLRiDYtHC901DSdO1E
IL2ETCOpSpYUr16EeGHNp4ZK4hdN2LPPH9Jq0k/MHTprryfdW1osfNPTMayRxyrRHH7EoZTloqI8
g1EknzLxO18tXjTGYSWUTqiLG0sdmfslRuCp34ivT9eWAAiwWsyI2ILJjpTfVhbfp229EAqI/qOn
0AYhmp8R+02+HhRx+RTD8wHsbT8idUW+d5odOe2kmaFYrQyEXsNzHwEYeMKwdPsj4h7nISh072UZ
9e55N5C1HQLjzDps8+nWYuZNV02eOZ/rdo/qFFltBDBYCG0H7hwUDxhXZtw1GpGMefkzJP49zO9Z
/MDywddmlsfNHr2t4Z7xREJJYYxDz9SQLJY3cfwRxMD8Y6EDpTJ+KDs4v5fcnzvr+uvseteRtd8v
6xofqaJew30FrNJbXMluGCLcqecqfEFOxfrTfrgJst2OHDEBO7tWa1mVV5MY2AUEKSaHbka0+eBm
+ddEg8yxcoLGzvIZZQDM8F7ZKpC1UE8YmNP7MmYnuYCcT1ZC6ecIyv8AoV60zE0b9JRMOwHLjCKD
4h36V+eCk8QZz+W51pV1OPUYZYmUxNAs93HdEhg9d41XjuO43+jAQkEPCrXyl5ytI7nUl13TGh02
OGFmdRZCH6mRJG8pje19Pirk0LAGNqn9k5A4gN/xZbDI8vxTKJfKBjubjWLfVptWvpUtF1C0EzmM
3UVrFE06KqzJJIUi5+nwBo9WPGgyggzG24/H60y9JIOx/GzN/wAjDax6Lq1pHpx0u6tb70720eNY
2EgiQBvhFGBQLxYfDxpxJWhx08ZgHiN20QEt+I3/AGPS8yWbsVdirsVdirsVdirsVdirsVdiry/8
2FvP0tatbXU9qWtuBe3SCQ1Mjca+rJFQV+jI8REq/T+hlwgxv9H6Ugtng9RFbWdbMiuAZD+jViPx
EVKvM3w7f5jLLLXwhMtNs4otV09hrd9eMLu3/wBHnazMTVuEpX0pXf4R4A777DJRJ+9hMCviPvVf
zh8t6hqV79e0x/XuYbeGJrB5J3gYpM0n7y2CyQsWSQjkRzHUEbHMHMYmVEubjxy4brZiX5W/lZrG
naVr0Hm26tbq51Se1u9NjaGSdYXijmVuatEqJQXFF4HYj7zLUYuX6Ck6edXX2j9bN/Kv5drH52j8
26zfCbVIUaKyt4DJ6CK0bR7eqgYVWRvhBpXfrWpGWEpDfdrOOQHJ6dmQ1Jd5h4/oa55Cq8RyANNu
QrvgPIpHMe8PmSDSfKPCVpby6dqDgEtJgtadCTISPf8AVkggpraaVocghMWoXbxuoURLE4IqNuJ9
Wp32A4jx9sKGd3Xlp9R/J7WdDtxM7PcxKqSkwzN6ctvIV5SMTGx40DVPHqAaAYMkgACeX7U4QTIg
c/2PP9A/K3U7XWdFkbSIobXTvqc0lwJeDrPaTSS+t9iVZGQkAAQrVWYKYxRcw/GA3Muv4/H3uZLE
TQEen2/j8BEaR+TmtWen6Tpt/b2Gqm3DPPd/V1ZXBcuIT6vFlTiEi4UKcFFFryGJ1HUH7+5j4PQj
7v0PaPy38uyaFpF9burVur+a8M0khleZ51RpZXLNIQTLzFOXbLNOSY2Te7Xmq9hTLMvaXzLfPqkd
3N6HmJIRzIWBbx0ZRXoVEVBx774Mew2FJybnfdfZSXoDG784Ly2KIL2djTfrxjXJ2WHCHq35WXcU
ljqMyXS3PppDzl9WWehHqNRmkJNaGtF28MZHayiEfVQ8v0vNF0GaweYn9CWeo+h9UV5px6iwclYx
FXkoBWMIBT4FUBONBTG4tqqRc0CjYMfx+PcyeB7GG/vprHzBYi31NYZLqO7niZhcxxLCzRCGWIKr
JGnQ/sjYbksc1X6Zfj4sJ4R/Oi9K8px3Uenn620T3D8ZPUgBEbRsPgZaltjv3yeOYJNCmqUCOtp3
ljF2KuxV2KuxV2KuxV2KuxV2Kqc7TKn7peTV6YQgsf1Py1BrJSXVrQPcKpjLRsaBKkgDl8+uHZhu
ttfKsFnF6VpG8CFuRVWWlaAV6daDDxBHCVeDy/CkyTPE7vGwcAsvHmpLKSABWjHkK998eJeFA+Yf
J6a4p+tQxeoxBMzRJJJQLx4hm6DvsK175UYm9i3iYoAjl5/sSc/lVaUpwh/6RLYf8a4al3j5ftRc
e4/P9iY6d5Un0dUt9Ntokll5mTUVjSN0UMHCcV2ozHbw+7KcuOcqF0L6c2UMkY3t0+DKLNr9YYUu
F5yAASvt1+e3T5ZdCNCrtgZWbqltx9ekk9MwI9owZZlfcsDtSnShFa1yYpgbS8eXNNBqunICftEE
iv4+2HiRwuXQLSu9ivfozV9v2seJHAry6cTZfUobdUtju0JAKE8ufxDuGP2vHITHF1bMZ4Ty2Yle
flZZ3V1LcMkamSo4LbxUCnsK16did/fI1LvHy/azuPcfn+xEWP5b2VlP9Y+rwzMooENtAgO4J+yB
1Ap9ONS7x8v2osdx+f7E/wBFg1iAhpoxFamOkVmtAIjXZad6D3yrDiI3kdze3T8fFlPJewG32o6e
XVStIIlDVALP0p3IAOZIAaSS8vu/yMknvZroatOpkdmReBqqsfs1WVQff4fuw7I9Si35BlnjY6pJ
+6+yPTanh/v7+OOy+pnPlnynPoVncW6yvcG54hi3LiFVW2HOSVqlnJPxU9h3ZURSw4gb6pZrH5cT
alPLOb66glmYl2jlloQa/DxaUrT4j0GVVPvHy/a3mUO4/P8AYh4PysmRwZ9V1C4UUPBp5FHIGoPw
vXY7jGp94+X7UXHuPz/YyPTbTzBFPHu0VtA5iMbsZGeJSzBuTlieXKgFfhH3ZRHDMzMjLu5ciPP5
ll4o4QBHv5/oZBC8rE+onHwOZRagqYEuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2K
pH57hu5/JHmGGztje3kumXiW1mtazSNbuEiFN/jb4cBFikg0Xy1J+WHmFpLueDTbq3kh4yw215pe
qBWkfeWOKS0hv+cYXZXbg57+1Ecfe2ym+wcyGl2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxVgn+PW0JZLPXHFxNHcTRRXaxzASRofhr6UUq8hWh3/thKGQfSOIecgERzYzfGTE+U
SR9nJGXv5leVXtnW11N7ec0KzPYXkigAgmq+mlaqCOuWzwzI2IB+H62GPVYwfUJEe6Q/3qcaTc6v
dLbXMl1ayWsyByiQTRSkMKiglkqvbZkrhkAGvEchokxr3Efef0Im51/QrXUYtNudRtYNRnVXhspJ
o0ndXbgpSNmDsGccRQddsjR5uQsuPMOjwCQyXK0ikghfiGakly4jhUUBrzc8du+QMhdJpC6B5w0T
W4Fkt5fRkeUwx207RpMzcWdSqB2qGSN2XxCk9jgjkBZSxmPNO8mwY15xv7vTZNO1G2nb9xJILmxD
KFmgKcpGPKlDHwFG7V98eC9+o5MJTMSO489vxyUNJ/MfSNQuxamIwOFZ5J2ntWgQLy6usxfqlNk6
/fhjE8Nmge5ZZBxUAa7/AMFC3h8+TPLdadqVqIZyGt4AYzGqtQBg7RuSOO/ud/bIxgQTZ5+XL7XL
mcEhEeuNc6I3+cT8PttOtS1S+0zybf6ndSILuwsbi4eanqJygiZg7KgFfs1IUfLCWih03DyW/wDz
8uoo7qOwvbSXUbW7eEWdxGreoJUDQR+pFJGqAMrKZJCg5EcgoK8oCTPgTj8wvztuvJ97di5W0+qW
8cxiEiy83lWYRQoSjNQGtWKoxABNNqZDjkZUF4RVsw/Kbzpeedvy90fzPeW8dpdaikplghLGMGKe
SGq8/io3p1/ieuXNZTPzibhNGM1rdtaXkMiSWrLQmSRT/dcf2g61FMRASO7CczEWElT81NE9cQyx
yI3II49G7LAk8acTbgk17ZARy39I/wBMGZzYa+qX+kkjBPrOslrzSNZ+qQI3pejLZvGCVPIkpcqH
qVYDkNvDvlvBwys93L9KjJCcKFjfnyPu9Q5fC/NOtGt9TgtnTUb0X8xkYpMqLHRDTitEAG3jjIjo
xjGupPvr9AD581L80PzMjv7q1sPNEU8ojkfT45NNsYTLLH6R9Jle5ZubBpv3Y/eLxHwsWKrR4se9
yvANXXVk+nfmZ+ZVj5Il1S/todS1n6zJJFbS20lmHs4IrV39Kh4kEyyASk0BNaHiVxyzMOaIQjK6
emeSvMF3rejx3F6IReoqLdrAGWNZuI9RQrlmAD1oCemDDlMrvojNi4K8wn+XNLsVdirsVdirsVdi
rsVdirsVdirwn85CLTzBDawXzWtuluno2SwxNGvPkrsGaVftDr8OStiAAw6z1P6rdI6a5cxBqxu8
Vtbh+PYVFwabgdsU0zr8t/MU175y0+3bXr++5iZjaypF6JAhkIDssrNUU5bL1298BUBOfzIltNM8
76ZqP6QmgvruK2ihtIrdZkk+pTTXCh2YrQN6jhqHp4HCIiVRqz0/FtkdQccZb0K3Yr55sLfzV+XN
2Y9QuLOSO9ivhes7NHSRJ2AgiMk6rUyyU4KjfYHVaZTKYHNYRN7MY/JTyUp/M3T9Uuby7afQ5Lmz
hQwiOIuLeUSISwDkfveSvU1A/wArYRyA7BnPHIbl9S5a0sV/M+FJPJmoOxKGJVcSKELBVdWYDnt8
XHfCEF8529xKzlYZpWYA14pCdq/F+0a74VT7y3pV5qc5iOpG3SNSxW4kggYq2wZHZXSgJG3gDTFX
sUNjp1n+V7W2qSyXdjHBJ9ba3k9RpEaVi8YMAIf7XAqqmvTfB1V5PpnlfylZeadFS8s5LvT9WkVL
URB29P1DEIVuovqweJn+sc/jbYChPU5Mwobo4z0b82n8pr3Wb5tbiiFwPUupIri6PA1lq3FnQjkW
IHAN8htlHH3Bu4Dyt7X+XY0QeStJ/QdvDbaS0PK0htyDGEZieQIAryJLE+JyQNsCKNJ1qCg2czdH
RGaNwFLKwU0ZeW1RhQ+Uzr15NMLoXlwZ0cS+ufQ5cuQfmtTXl3+eSQn1l5u16RKvqWrSfGQSskAB
WlQF+133r4Yop6h+TurXuoRap9ZlvpRGYChv3jcjn6lQvphaGgHLAUh4tB+blgW1JbLykhi02eWD
U54reUWrLEGkYNA9yI6ARycvUkWi/FuW4Zj48UgBQA+PLr+K6uZLJjvcyP6enP8AG23myrzhr1oJ
28uaf5SF3p0FtBq8l7DI9pbSpcwo054+o3ow0CCr148eIU/aAkDIWavrf433/GzXdHawCdv2/j72
afkN5hh1bTNbiAtXntL4cruyFzwnikhX0ZWN2zycnVeQoSvEqVLVrlsO9rm9RybB2KuxV2KuxV2K
uxV2KuxV2KuxV5Z+bU2pw6zZfU/q7I0K81uZJlVSJGo4WP8AhvgEiJVf2fsUwBF/p/axuHX9aljM
k02hoW4s1I7p+R7GtBWgA3yy2HD5sk0bzDbyT6dAZbc6nJdQK8tq8qBlM6hgsbwg0MfwtWT+mEG2
MhXXqPvW/nL+WurebJI7m3uUt7S1iDXFPhkdYln5RmRaSKrCah4npXxzHlCN8R7nJjM8g8uu/wAt
1v8A8rrtBrcv1WeaDUptR5fu3trCKf45jLKXYss25+zREYe9kMVCxyap548VdWdfkl5AmtBp2sRX
q3Gn2j3npyfEZZJGaSIiTkTUj1Gqw6098qhEXbdkmTsXtmWtSV+aE56BepWnNOPcdWA7YCaBKQLI
Hm8Jsr/zK7MLWztBQ8S008PVaVp6q7fa+n9U4yPewOOPcjvrPmjiWnisE4mqcZLSUkAb7ChB7d8P
EWPAHo3l7SpNd8l32laixt/rDGItbsCErFGweOjOm7HnQbVPbGXRMOr598qanLqmr20VlaXNzLZT
ia3me+VLdvSJMxiYRpKvGZQPUVCCamvIBTiy1IAs/j8dzkjCSaCI89675Qh1DUW1nyfB+kUWO4Fr
b30kqSCOITXEiFLdyqwtUPyRTT4+9AIZRKqGxZSxVzO76c8qx6cnlrTDptqtjYyW0UsFogosayqJ
ONPbll0DsGiXNNDuKZJD56n1y4tJJriK90to1cRMk8sckpAYEckmgkAK/wA2CEpHn+j9CyhEcv0/
pTW184PcSR21tNYF2osa+pZhRyNKf8c8Beu5O2TtjT0nyXBeQPdLcyRyGSKCVWg9L0jzaYFl9BIk
3K7mhPucTyQOZ/He8O/NXUPyq8r+YZ9Dn8uxX8a3KSXluXmCx+tGkssgYll9WT6zRalVNSGZRuaf
EPFVt/hkxtK/Ov5neSNI1TRTpeqSPYWscCyWtvBJFMlkUjWGGBzDCERYafbd2oW25V5WVA7g2WuB
yciKD6O8meXfLmj6SsuiWkVsmphLy6lj3M0siAmRmq3It16+/fIw5BlK73T7JMXYq7FXYq7FXYq7
FXYq7FXYq7FXk35yQapNq1gbJI3UW5DM/pggmQ/ZaSSLw3pXthECTaDkA2NMAj0nzGfT2tFqOXpt
JFQAe6zGnXptk+A9zDxI94ZF5Wg8zw61o9pc3MUtnHcwBbaGRZaKkgYEBZH2CoS1Bt3wiJDGcwdg
eo+96f5q1lntr7SbYSRzyQmMXIiklVTInWiI4IofEHMWUjdAX8XMjCNAk0fc8Pt/IjWumJ5XTVLV
NMliktWtVgnaT0pOcbpsPUV23Jrv/wASx4pX9J+aOCNfUPk9a/LLTNJ8meWrLyrDG0QtGk9WTjc+
l6juzOwa4BCgk9mpXpkZZTHeQqPfaiAPI2WeI6OoZGDK24YGoIy4EEWGsiuaX+YaNo10oHL4Kleu
wIJ7Ht7YaPRFgc3zSNKgicPHYXNQS3FZIQ1VI4kN9XK7e+GMZdUSnDojdKtrhzOjWU886IzVa7gh
jXcn7JiHJtxsDU/qlwljxjvexeRpL2x8nyFIeF2Z6QxSuHVj+7iqJEABUsDQgffkMpIH472WACRP
dv8AYHliRaRpurNPFprWl7bc4kWOYqqtx9N+aKOEv2RTkDSm2Y50wrp9v63IOcn8D9SZWmpSX1wb
OxtZluL5TC0aXAjdiRTkjnhwYLy4kGtTXrk4YuEbV9rXOYkXsXlv9H2Wm2mh24jgfTLeO3WyjYsI
o4FEaKCdyFUAVyGLPGRMb9Qv72WTEQOKvSU2LqBUkU65kNT5kntrGe/lRNP1GesjFnhlk4GrGtON
vLtsfHpgAle9JJjWyvpUUNm639pa6laggmIC5nqRxZmPJbJlIYUP9laTYvWfy71Weazv5LhmkuII
okLSPK5dlMzdJYoGUb04he3WtcE9o370Qozr3fpY95uSC21STUtc8swS3N5xT6+lxMY5PSTivGjA
Cinb4RmHPS8Zs19v63MjnEdhf2fqSPRLfQdSuF09vLEOoXdwx4u0rR1RfioeBUUShNTvkfyQ8v8A
Zf8AFL+Z9/2fqewaPcQ6fBaaRcJBZPDFHFa2kUjSBUSqIgZqE0VV65KOcQn4ciL2pgcRlHiAPmnO
ZbQ7FXYq7FXYq7FXYq7FXYq7FVOeIypxDFPcYQghDw6cYUCJO5AqauS7GvizEk4SUCK42JPWVjQ1
wWvC2tmyiglNPcVxteFRbSEY1E8qHv6bvHX58GWuQlAH+0hsjMxFD7gfvUxoUAk9T1pfUO/P1JCf
DqWyPhR8/wDTH9afFl5f6UfqU7vy+Lp4xLdStbKG527MzK7GnFqltuG9MjLTwJF713mx9qjLMcjX
wr7kZa6elrFFFCxWKEBUXc7D3JOXRAAoCgwNk2Tbn0u2edZ25GVK8HruOXWm3th4mPCF31GPb432
6b42vC0NOgHQsPpHf6MeJeFz6dBIKOWYUIoSDsevbG0gdUN/hrRuv1WPff7Cf805X4cP5o+TZ4k/
5x+bY8vaUv2YVQ9mVUBHy2x8OH80fJHHLvPzdY+X9PsqGEN6nDg0rULMK1PI03JO5yUIiMeEcmEt
zZ5qs2kWc44zcpFBBCsRQEdKbZMSKDAFQbyxojMztaRszks7FEJJO5JPHvh4yx8OLX+F9C/5Y4v+
Rcf/ADTj4hXwo9yvBo1hBGY4IxDGx5MkYVQWpStABvTAZFIgApv5c0h/t26NvXdEO/8AwOVeHDuH
ybvEn/OPzbTy/pSGqQKp8Qqj+GPhQ/mj5I8SX84/NZb+XNNglMyh3l9RpVdyGKlhSi7bKAdhjjxx
hfCKtjImVWbpMIoVjJoSa9jSn4ZZaAFTAl2KuxV2KuxV2KuxV2KuxV2KoDRdZtdWtGuIFeMxyPBP
DIvF45YzRlYY79RSAQeRtU1TVbLTLRrq8k4RKQNgWY1PZRuadTTtvkMmQQFluw4ZZJcMeaD0/wA2
+X9QuktbO5Ms714r6Uqj4QSalkAHTuclY7x8w0+oc4zF98ZAfMhN8KXYq7FXYqlmra4mmXunxTwt
9VvneFrsEcIpAAyB69n+LftTAb57UOa2LA3s8vx9yMgv7G4fhBcxTOKkrG6saDY7A5COWEtgQfi2
SxTjuQQkV9580qyvp7SSGVzB/u2NoTGRUL1Mi0o/wmvQ9ch+ZgJEHavI/ottlos3DGUYmXF3Vt8y
OY5Umkuu6Zb6R+lruX6tZBVaSST9jmQoDceQ+01NtsuEgRY5OPwkbEUe5KNQ/M7yHp9rDd3esQpa
zu8UU6h3QvFy9ReSKwBTg3KvSh8MBkAoiSqXH5i+TLe8js5dSVbiVJZET05SCkNPUbkEKgCo6nft
lggSxtOdK1XT9WsItQ06dbmznr6UyVoeLFWG9CCGUgg5FKH1/WG0ixF99We5gSRFuRHTkkTGhkAP
2uJpUY0TyQZACzaMt72zueX1eeOYrTkI2VqV6VodshHJGXIgtksco8wQk+rectM0y5WGRGmQgcpo
XhKqxfhwblIhBriZESqjy50T9zLwZGHFEWb5bXyu96Ffb5I7Q9bttYtGurdHjjVzGVkKE1Wlf7tp
B3pQmuT/AByI+9qqQ2kDE/D9BITDFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq8U/MTWn0LX1txf
vFeSo1zdqttbPCXlrxMZkdZNqAEN4fPI5MOOZuUQT8UY55YWIzIB6bfpBWaP+b9vbobPUVS605uS
tAsEQoG5VCk3JqDUV5A5KERAAR2pchM74t772TeUPzB8n6r5htrDTtMNveXRlKzcIF3CGR6lJXbc
R+GTlMkblqhhjE2AAf1pP+cfmnzLYeY7HTNKaO1R7eOUXpSd35SNcL6TGMcI42khhDSH7ILEg7ZT
RJO3T8fFyOEbG+v4+DBYvOnnvzP5Y1GxnhczWel3aPPyKJeXkc0TWdyw4RiFf3LB4y5RufxfDTBL
FXuTHL8Cmn5E6j5sbV9Kg813CzalILto4FiDGLkpJJkt+UEYIjqxNOZYDqPihAESP83ZZVQ730Nl
7Bh35qusHlSe9ko8NsRyhcEoWlIiDmgLfAHbbpvvkommE4CXN4THr8wMcj2kSqFIUSxNICXYgKQ0
RHR6DDGRHJjLFGXMWyTTPzSuNKtvq9jptnGpFZOEMqc5AAlSFFPi49hgkb5soR4RUdg9FmvL7zf+
U88wa2tbvUEaO3eaVraDmtxwj5SGOVkqy0+wa/TleTYc6Z1e3e+f9P0bV9WhtfLVr5n0K11E3MqQ
wrfRCykeaZljNugDyyFuqJw4tUdBibOxojn57dG3FkMBId/SuXnfO9/JPr78sPPcXnfVL9NNaeO5
LRJcRRyAenE3MKhIjADcRXejbdxhgCOZapbvoLyJpl5pnlSwsr3/AHpjEjONwQJJXdQahTXiwrtk
5mzaIigj9ctfrWnSxtK0cIBacKAS6KCSm/SvtgBpE42KfN11rNtcytOIERZZCTCIH4cWJNApTp/n
XJiZHJhLFE8wCyWD83dTtLZUeFLhpCD6k0czFixCb/y1/lp32yNtm70z8vPNqeYYb0oai2MXKlu0
ADSBiR8Tvy+yPD8cBV8+6D5tgjhutMk1YQXvqNbw2iRrUxmOCQzB5UdTyMzo8b12X4eJDE4XhiMO
Lq7WpGXLZm13Lr/6StA9xGmnzIsjzSQytKKEn00CwNEQ/IKvFqqqEkl22rjjidzG/hbTI7/UR+Pe
zr8lxrg8v3x1kwG7a8clrRJo4PsKCEE5LUFPu6gGoGXhiADQrdxcvMb3s9By1rdirsVdirsVdirs
VdirsVdirsVeNfm5oUt35riuCDwa1jC0mMQPF3B/aXffthjXJjIkb0xSPymYlBE0LtRl4vcKQFot
CtWO/X5ZPhY8fkWW+R9IsNP8xWV/Jdh5UlKCKNY2WkytAtSrswq0idseFfE8imv5u+ZdV0O4gngk
mSwVIRP6BNOc05jrMphnX0Vj5s3Hi7MFVWFcx7Jnw+Tfwnh4tnl15+ZH5n6xpnmCLRheRGwWIWM1
hZ3FwkhElwTIsdDIizKsaMJa8TU07ZYYFiSKDNPyh1Xz3d+YY/r9hHJo9J4jfIs0csKDk0Sy+vIS
ebD7MamMfskCiiAAJvceS30e15NCT+b9PtdQ8vXdrcwrPE4X92wDbhxSle9emPuX3vnBdX0gB6+X
7Rwp9NizXBIYEeCAVr3H0ZPiYcHmU6ttfabeDy2n1ZQVDIlzM1VAHUIo3+e2PEvD5s4n0tfMn5La
9pdzN+irZopSHW3ZxBHEqXJAgk9Jn3B2J3r4YyWBq3ivlmXyJp/mPRzeXs+n2tjeWrGiXTmWazmj
n4zKx9BSZESrIq0+ItXbKDjBIIr302xykAxNn8dzNfP/AJ31G3/MGfRk+ucTdzNNM88ltCsaWjMI
0bdY42CKXcgV3oRXll0dPKuL+Enr+PwdmqWeNmP8QHIVb3TyjcfWfKmi3HrG49awtZPrBcymTlCp
5mQrGX5VryKLXwGCQo0yibCZzwxzwyQyCscqlHG4qGFD0ocCXzfJYeTLWSS3u9LuyUJjD2xkqHYi
jqXnOw49aZMV1FMDfQghdaw/ltExhGi6i7OaAuWbiXfanGbsfw647L6nrP5aWOj2w1A6Zam2SeO3
eVmEiu7N6pDHkSOhrVdt8EgKWJN0Xid15n/K1Gu9Us/KN3dWoa6aS/W9MdvILNEnDLIqkN68jokY
OzEGnQcqidvUKvo5viZZGgTJkupfmH5fl/Lryp5jk8twtaX5ltktdQllle1UzyK8jSIvKRVNvzpw
rToRiDRADTwk2T0ejflLr0mq6JKg01dMtbb0TaxJE0aMs8QlYo5kmEoDMVLg9QR2xhK0ZIcJpnOT
YOxV2KuxV2KuxV2KuxV2KuxV2KvI/wA54LeXWLFp4w4S2ajGWCOlXYkfvmX7QFNsgZG6H3MxEVZe
Zw6fYySCOS3tkaoWRmntQtSSvUykkV/r0y1rZJ5O0O1h81WF1ELZjDcQcjDPFKQzTxiv7tnPRqDt
ufDJR/WwycviPvex+Z9R1CzvtO9C1F9ZOZVv7YMBIAQvpOgZSjUYHZmUUqakgA0SmBsfx+Pc3wxS
luHlcMf5iadqpt1uXntA7JYWL31zHNIhk/dCQxwG0VuC/F8YVak0anHLPGiR0+H4DHwpWzr8s5fO
r3Grf4lsXsYaQDTg9zZXAehl9Ur9UigZR9j+8Wv45HjB5UpB7md4UJf5gBOkXAAJJC0Cgk15joF3
+7BIWD7kxNEe8PnOO81VHUDzKI3koZBG2ohgOtWCpuKnxOMIgDYUmZJO5tHaZrXmdYyYPNLMB8TC
upuCtOXwjgwHz/sybB6Ro6atd/ldr8N/M0+p3cF1EZHWQOZJrVUjUrLwkr8SrT7u2CZAAJRCJkSB
+Nnz3f8A5M/mBcyuEWZlkjCyzXC2wQS3B5XT1NW4IdohQEnfmo60jUQA3ciWnkTs9v8AMP5Q+Wdc
8yz65ziLXUgmJkW5YnoWRgHCujksSDt2pTJ/nwRV9K5dGmWh3sje+/q9Q0ix0/T9Ks9P05PSsLKG
O2tIqs3CKFRGi8nJY8VWlWNcYyBFhJBGxReSQ+Z9Rj0qTUpWm1e5jkikZVRLP1eG24DfDVanud/1
QgCNqAHvZyII5kn3KHqaCGHLW73luG/3HjjsaED4tzvlrW9c/KH9Gppt49jeS3cPCFpJrlBCwYGU
UoK/DxANcZcmMR6vl+l4zof5J+atF0C50G2lt7m0uJJS80kTBGMiCEzFBLy3j6Dntvx413xpZ4E7
n7C50MU471v7w9F0n8otFn8iaH5fvdUk56YkiymFHaM+rcPccQpJClRKULA1Zeu22Rhnx7G7r3pz
xyGRNVfmPc9C8leW7bQbGe2hu2vC8gbmyemVQKAicQe1D8Xf6MtxzifpcaYkD6mRZYwdirsVdirs
VdirsVdirsVdiqnPJIiVRObeGEILB/N/ky78y3drdXEYUwIY/Q9R1UfGG5cgp5VG32RTJCmBMmPR
fk7xjCPF6hoVZmuZhyBr1Ajp3w+lFz7gmmkfloljqFjdLB6T2bxyGUTTSsxiPIVVgiVY9T+GGwEE
SPNlF7pt7cTmXjOvI8m9G6mtaniq7iMMG+x1zGMSCarfzpyhMEASvbyv9ISZvKGsNdm4OoX6/ESo
F45KrU/CHMfKlDTI8Mruo37z+plxxqrlXuH60xaz1O2dIrNLpp5QzC4uLia5ij4UO6vsC1aD6cry
wySoCo787uvhssJwjfM7cuX27p9Zy3whhW6UNNQCZ0BA5eIqOmZEIkRqRs/JqlIE7Cgh9Stb+9je
2KqtrKrLIQfj7cSprT7xlmzD1Xs83P5DaZXZlA48QtJtvBgTcE1H3e2SuLCp+Xy/a0fyF02tVdY/
tV4ib9qtOtx2/wBuuNxWp+Xy/azjQ/Ldxo+krYW7l6SeszuaguGVl2LFqDgBu1ffITAkGeImJs7/
AIpLvMfke9168S6ubkQuiCMCBFUEAk1YlmJ65WBLvHy/a2kx7j8/2KvlryddeX5pp7aX6xJKnCkq
rUCoNAwYEdPGmJE+8fL9qLj3H5/sTXSoNfS4e5vGASZCfqikFY3Zq7Gu9PnlWDCY+qRNnp0+H9rL
JkvYAV9qMnbV2WkCIrAj4n3BHcgAjMoU0G2CXP5OaTNNNKYIi0rM3Jw5arGvIlZUWo9lAPcZKwxq
QRFt+VOjW8ZjXS9PkBYtzlhldviHEgM1zUCnQdO/XBcU+ry/HxT3RfK6aRDdR2dvDbrdlfUit0EU
QChhsvJ2qS255fdglRFJjxA31SbU/wAu9S1K4aa71W4l+JjGrEMEDmvFatsMrqXePl+1tuPcfn+x
Dw/lVJDIssd/OksbB0dCqkMCCCDXalMal3j5ftW49x+f7GRadYeZkuIpLmduEMjI4ZkZpowzMrkj
YVLfZ7DKBgkZmUpd1Vyrz+1n4o4aEe/nz+DIImmJb1FoP2Tt/AnMotIVMCXYq7FXYq7FXYq7FXYq
7FXYq7FXYq7FXYq7FXYq7FWiyjqQPnirXqR/zD7xitu9SP8AmH3jFbd6kf8AMPvGK271I/5h94xW
3epH/MPvGK22GU9CD8sVbxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KsHt/Or6PDPb
6rJ9b9CaYW95SSskMbKB/dxyBmXnvx8CegJyEoziaiLHnL9aIZYEEzNHyiT9yfW+uWmu2Mo0a8kt
paRsl1LayoArNWqrcJGrhgpFR0yWXHKqBo/Ap0+eBlZHEB03iibMa760f1q5s3iofVSGKRXJofss
0rAb/wCTkzTRAZL9RjXkD+thX5l/mtP5L1a3tTb2ctvc24lV7i5MEgYNJzKoEf1AFjVaL8XJh1yJ
5bN450dkk8xfm152k8rx6t5UtNNkvXvLSKazvPUnFva3FnLcPKzW8q+qGdF9J4wQ6/EAa7VHKIi5
bD8d7YMZMqH4+X48k68q/mnf615ktdF+pxMzu315ldI3tojBLLCWiMsjlnMNKU2r123IyR23B4r5
eXmx4Jb7UBXPnu9Hyxikfm2/On6ZLeig9CMvUqzgbjcqvxH5DJRa530efXP5iwNYCO79WL63C7xy
wQTqxQMyFkZHYoQVI3I3yYMQWBhIiimnl7zQL1Le1tp0MYUr9au+QoFGxkd35Et8q4khRCQFJvda
w9jp19eXJhlWzZSJImIiaN445FfkeW1JOuCgizulC/mFpy28E87WsaXQ5WxFzy5rVlqP3Y/aRh9G
Go96Rxd32pnpnmCfVCv1C1WcOSoZZGC1UVILGMAfTgod6+ruT/Qp5JubSR+lIpeN4+XKjRyFDuKV
3XIyDOBtN8i2OxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV4b+cE19b+aIre19VbSG1X
04IhEY19TmHIU7gkH6fpySKDE9NuvNhk9bR21OYwRojejGn2ftFapU8CVNPh3xWma+QLjzm/nWwX
Un1X9Hlpwy3ScYv7hynPfxoR13wFaUv+cgpYbF/0isbL9Xgh/SVyPUmJtpmmjWIQBoV+J1py9SlT
uvcRjIcXD1pnweni6MN0nWdN0/8ALi+1P09PiDaharwubW6mjkgRbmWB1UyxzRsbMJNzqdq7UIpX
GUiTGXcPt/aylEUCN9z9jJPy987tH+Y+m+W59P0gX88jwXd1YMCfg01rtZoebNI0boECsK7MatyJ
GRhE8XIAdNkykOHnze+Ze1Mc89rA2g3az0ERhcMWICitKcif2a9clHm15L6PL9Q8tadc+X9Ovrs2
tvYIrwWt0sqlJBylZqfDt8TtX2GTqPexEp9yW2emeRbUIs09rcQ0UrGZmAZREtCxRR+ywJ/HvjUe
9eKfczHXVeHyde28fCOgWOkboYfSW3j9DhIfUBX0gnxHqa4T+hgCb372B6jIBJ5dklnSNI4BLVZI
vgKXk1Gj/dlOVGO+VuQ9g/L7V7a9sYUj1aW+l9Dk0E0Mcbji/Hmzxqof+XlXfvvXAUpzoX95c/8A
Ge5/6iHwya4fr+9N8i2OxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV5D+cl/PaeYtPWC
SOD1bUmWST0eiSHoJa1NCTTv0xF3zKDEEbgMLX8xPMYj4m4tmkCj4jJFuaDqAnj4ZPiLHgCfeXPM
vmG/8wabb3PD6q11AZCpUNtcJx/ZB8OmSiT97CcQB8R96YfnzeaBY6t5eW90qe9u9WW6t457T03l
X0RGVHoyy2ySby95BxFT0yiRrq5ERbzLS9f1RL9rB9MaXRjcC5PqWcZYqsb/AFcuTI6fFXiojd0X
lUn4chLIBzLZHETy3eofkdf6Xr17qN8umWscmnxW7Wt7BwNGuvXEiDiqE0REIem4bam4ycTbCcKe
w5Jgxf8AMRgvlq+YvwAhYl6cqUI3oeuSiwkwa5tn1L8sfK9hFN6bX9+LXnwiKgSzSxtVOlFDfs4G
SM0j8kp7e5ge91USwRg84IolUbx8AFqOlf1Y2q/VNPhgj1fQBGZbKzFqiKgPqSGS1VWB4lftFO3i
ctr0j4uFxnxZDoOH7Unu/Kb6raWCny/erb2MckduEnkUkPIJG5cgW2YUHtjwR723xZ/zWQ6Lpep6
LqcdzZaa6zi2kgS3kmkdTG0iSM/ErWoYAV7V98eGPenxJ9zLfLDyvC7zLwmd5mlSlOLtMxZRufsn
bIT5s8SeZBtdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirxj88tX1Sx1vTRp921tztmM
hHp0NJD3dga74OEXfVPEarowK184ajHARdXcktyK8pg8ajidyuz9OhPyybFl3lfWtSu9d09Li9aa
I3duOBlMgNJYmBqhZP2j37ZKP62GTl8R97Jvza0Gz1q502+vLOaaDRpJhDc2xT4BcwLHKrmSWCnN
XAU79PHMaXFKxtTlR4YgGzf4Dz27i0a8paXLai9s3KOW3Fva8HrUvyHrcd/E+43rkDikTyHzLOOY
DkT8g9E/Kvy9Z+XYru9gjuYbWaG0tBPemLi1va+qIVjaKWYN6bSPUmhPLvTZnkOPc8Ij1YCInsLt
6ZHJHIgkjYOjCqspqCPYjLoyEhYNhqIINFjf5gxvJ5cvUReTGFqD5EHwb9WWRa5sB1uXXLX8sdAk
01xHq9leGfgyq7qecpQmMq3dl7Y0U2GSeUbjz3d2tlfaxrlvEknptcWbxQCQqpq9Cqrx9TpQ7ge+
NLxBff2djqeo+YuMsc8MjQq6qQ393bgGvUU5VH0HIyzAAgfVEcvuYR054+I/TMij7uaAg0rTdMsr
d0S3t2nX1YYRASPWjVnHVj/Mf86ZXDUxqPFsZt2XBMcZjuII+z0jW7WRLm0ksIZ1QrFItqQVD0Lj
Z+h4jMi+jjjnfVk2gQSQoUlk9WYhpJpKAAySOXcgACg5MaZGRZwFJvkWx2KuxV2KuxV2KuxV2Kux
V2KuxV2KuxV2KuxV2KuxVTnh9VOPIrvWowgoISq58p6TclGmRmaOoV+bht69WDAn7R6+JyXGWHhh
QHkfQag+m9Q3MH1ZftU41+31ptjxr4fv+avD5T0mGSORFctE/qRh3eRQ9COQV2ZeW/WmPGV8MIp9
HtnBDgNWlaqDWnTrkCAd6bASBQJW/oKx/kX/AIBf6YOGPcFs95U7jy9bTyRF3b0ouX7gbIxalCQP
5e2ROKJINckiUt9+YRkFisCxrG5Cx7KOu3epPjkwABQDE2ea64sra4kjklQGSKvpt3HLrQ++EFTE
FCyeX9IkjaN7deLgq1AAaEUO43wSNiisYgGwhr7yhot5brbtG0UQ2IiIUkUpQ7GuVZcQnHhJIDbh
y+HLiABPmFWz8s6VZzTywq3K4WNJAWqKQrwWg+WDHgjEkj+Kr+GzLJnlOIieUbr4m2r3yxpd4IBI
HQW5Ji4NSlV4+B7YZ4YyMT/N5MY5ZCMh/PFFGjTrYAAA0Gw3y62nhDcGnWkE7TxxgTOOLSdyOtK4
2oiAiMDJ2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV//9k=
uuid:780e5006-993d-ad44-8c63-41f84b44e21b
xmp.did:22cfe9a4-9e27-49f3-939a-8c2e0e3bcbaf
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:652016a2-60f0-fb45-8aec-5fb6578c998d
xmp.did:d62af0db-383e-4aad-bf86-a82388577bf2
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:3927a63c-d4ba-42cb-a22f-128420324c24
2022-04-06T16:48:45+08:00
Adobe Illustrator 26.0 (Macintosh)
/
saved
xmp.iid:22cfe9a4-9e27-49f3-939a-8c2e0e3bcbaf
2022-11-23T16:31:18+08:00
Adobe Illustrator 27.0 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
KozGoPr6N-Regular
хАхЁуДуЗууЏ Pr6N
R
Open Type
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
KozGoPr6N-Regular.otf
MYuenHK-Light
MYuenHK
Light
Open Type
Version 1.10
False
MYuenHK-Light.ttf
MYuenHK-Medium
MYuenHK
Medium
Open Type
Version 1.10
False
MYuenHK-Medium.ttf
MYuenHK-SemiBold
MYuenHK
SemiBold
Open Type
Version 1.10
False
MYuenHK-SemiBold.ttf
MYuenHK-Xbold
MYuenHK
Xbold
Open Type
Version 1.00
False
MYuenHK-Xbold.ttf
SourceHanSansTW-Light
ццКщЛщЋ TW
Light
Open Type
Version 2.002;hotconv 1.0.116;makeotfexe 2.5.65601
False
.23615.otf
STYuanti-SC-Light
хфН-чЎ
чЛфН
TrueType
17.0d1e4
False
Yuanti.ttc
AdobeSongStd-Light
Adobe хЎфН Std
L
Open Type
Version 5.017;PS 5.002;hotconv 1.0.67;makeotf.lib2.5.33168
False
AdobeSongStd-Light.otf
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
Cyan
Magenta
Yellow
Black
PANTONE 172 C
PANTONE 1575 C
PANTONE 3155 C
PANTONE 552 C
PANTONE 318 C
R=255 G=160 B=0 copy
PANTONE 112 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
PANTONE 3155 C
SPOT
100.000000
LAB
34.117645
-39
-22
PANTONE 112 C
SPOT
100.000000
LAB
56.078430
2
57
PANTONE 172 C
SPOT
100.000000
LAB
59.215687
69
67
PANTONE 1575 C
SPOT
100.000000
LAB
69.411766
50
65
PANTONE 317 C
SPOT
100.000000
LAB
86.666664
-17
-6
PANTONE 3242 C
SPOT
100.000000
LAB
80.784317
-34
-8
PANTONE 287 C
SPOT
100.000000
LAB
20.784313
13
-56
PANTONE 2915 C
SPOT
100.000000
LAB
69.411766
-16
-33
PANTONE 3245 C
SPOT
100.000000
LAB
82.352943
-33
-5
PANTONE 552 C
SPOT
100.000000
LAB
82.745094
-7
-8
PANTONE 318 C
SPOT
100.000000
LAB
81.960785
-26
-11
PANTONE 551 C
SPOT
100.000000
LAB
77.647057
-10
-11
PANTONE 549 C
SPOT
100.000000
LAB
63.529411
-15
-18
PANTONE 3125 C
SPOT
100.000000
LAB
61.568626
-49
-30
PANTONE 632 C
SPOT
100.000000
LAB
53.725491
-34
-30
R=255 G=160 B=0 copy
SPOT
100.000000
RGB
255
160
0
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
Adobe PDF library 16.07
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>
endobj
16 0 obj
<>
endobj
17 0 obj
<>
endobj
19 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
20 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
21 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
22 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
23 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
24 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Shading<>>>/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
25 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
93 0 obj
<>stream
HUЫЎ7нЯW№,ѓ%~нз@ГЫТ}эН)вДПпЃqlЯ
,)<<$5&ѓJ/и1=Т-Емц}сЄ^I3>NЪ,XИZIbFт%]ЕWЙ[27Кћgј>
эOLППRKjбTЋQБTqЁMеdEфГe 0MеU