%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R 15 0 R 16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
G3 Cabinet 版本号G3C.2208.V2.0
2022-09-28T11:10:19+08:00
2022-09-28T11:10:19+08:00
2022-09-28T11:10:19+09:00
Adobe Illustrator 24.1 (Windows)
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/aAAwDAQACEQMRAD8A6Llr2LsVdirsVdirsVcW
UCpIA8TitNBlJoCCR4HFabxV2KuxVPPJv/KQ2/yk/wCIHAeTru0/7r4p35jUnU3PReC7/RkQ63B9
KVg7Upv44tzeKqRYMxP3YoU7t1RU3BD0qqmreFPme2KrYbSZnDuzQRq1UjUjlsduTDbf2xVd6NsG
YxoByrzk6s1TUgsd6Yqqj5YpXb+GKuI8Riq+RI51FWKsOhU0p9HT8MVVtNS5j1G2HISRmVN+jD4x
9BxYT+ksUyb0DYxVVMQ4iledSClN9gMWHEpYs2sVSTXr/TLO7tTe3CQFyGX1IudREwdgrn4U5Db7
qdMshEnk52lxZJxlwAn41z2+P9qGvl0mWz+oSXwhXTWNzc+kjKAvJ2+EfFUD4tgTWnvhjd3XNtxH
IJcYjfHsL+Cy1utGuKaxHfNOrSQQO4QqDKvEElOKkGRivsOvjjKJG1JyY8sf3RjW0jz6b/dv5lPX
1OyQqGenKMyjY/ZUA/iDt9OV04AwSPzpYms6e8ayLISrytAtFY1kRQzAUHYHDwlkdNMGq6X8EbkW
hPPJv/KQ2/yk/wCIHAeTru0/7r4p15lkf9Jslfh4qafRkA63B9KVmQdz09sLchLy5kI9KJSA2zuR
28BigqjMEQsewxVq2hJb1qc5D9muyrX59+2Kqsqlm4M/IftAbAeA/wAzirTywxCrsFHvtirSXSOo
aNWdT0ZVJH3gYq4X0HMxk8XHVDsR9BxW0SjK4qN8Uq/oxEfEortUjY7e4xSq2ELLfW3Fqj1UqG/1
h4YsMn0n3MOAJNB3ybv1aJY2WjUVhWlT1IBoKdt8WuRLZecwLHU/aK8e+1NsVoXbUyx14x0Yk7EH
8KYrE96hi2Jdqmj6TqMsQvkWSRVf0VLUNCOLEDv9r9WEZeHrTdi1ksI9J4bWiDQLe/a9Dww3MleR
5qoJq5O1aV3ff5+GQlnAFEhh+cMocHFYH7B+pv8AQWixWkdv6CR2qOGjTovPkJAfc/u+/avauSnm
4QZSNDqT8mc9fIS4pS9Utt/cf0frWyW3l64mtrVngee8iC2sQkHqTRzKqD0xXk4dGCqR2O3XJY5G
X0713eTSe0o4jvOMdxzI53t9v2rrqz0OExyXTRxAy+pF6kgUertutT1NBWnXIyyCPM02/m5Ac+Yr
4I1ZbeNET1VNEBDMwJKgfaJPXbeuUjU4j/FH5hx5Zo3dhkHkwg+YLYjcFZKH/nmctPJwe0/7r4pp
5kemuSxnuiMvj0of4ZAOswfSgMLetYA9RihSjBnnP++YjQ7/AGn6028MVREsyxKFXr0CgVO3YKOu
KtJBI32jwXqVH2j33P66ffilVit4IjVEAbcczu1Ca05HfFVYHFXOkcilJFDqeqsKjbfocVS9XW0v
0tlNUkowqalVoRuSa/axQmgOLJXsT/ptv/xkT/iQxYZPpPuYbGUoysKltgPfJu8mD0SC10XUIIZU
ks0v53cVuJDbMsq+qGahfjJVl/n/AKZt8mphIipcI/zttvl8nhdP2VnxRmJ4/Ema3Phmxxgnc+rc
fzuRCIfy28wQCUQW3qvIungo6qzIo41kDxbMCf5d9sxc3aJxxJjDxJ0Bz4Sfucz+QJ5KBkceLiMu
DaVWB03HO9ulrv0GDJcStb+ncrNH9RdXChIkCgoKHgFPxgjv92HHrSYxB2uPqB39Rvr1I23bT2LZ
lkAPHGceCj/ABHkOQH1WOqaSMh48BQAAU8MwXqoikg8waTc6hfWP1e6+qukc6tILOW8ZVkMYMn7t
XCBaU+PZiQMwtZj4q2v4W6vtM5PTwEg78vgo3GjXVva3KXVpbLBApnluL3QaqAGkd3ZBJyHpVQhy
P2jWprxxoSlG5bgCwPSB/R28qHxB9wcCMpEbzEiee5/rb/E/Aj4qWv69oun+TuDhEs7u3tRaCNHj
uOH1u1QrApZGT9xK9QZFIPEVzKzY/ExcHIEd18q+Hw6uXrJcHhH+KjW/Wh7vnYYfpnm3QdP83adq
OqLJcT6d613dn12eMi4kshaUuFMXp+jwZaGPivHhQDdbMcahvLrttRIrlt126dBydPqcxM64DxAA
fVsL5nfobOxJ3kDap+ZEWvOvldtHt3kuEtbiglYQ8JGNqkQaMhy8nJtol+L7VK0yGplDhHHy/H4t
3GWGQwxCG3p37uQ/ADLILLz/AKdZ6rcRxSSJb2SEoIuV0ZTEzN6YAhmkidkaPikYccgCGAYjRDTQ
HIG76bbE159Oe/JxvElIb8IFGr76vfb9Hw6M7/L0TjUtOE44ziEiVeJSjekeQ4ndd+xzosQrGB5B
zNXf5aN+X3I3zXzk80FORUgxqjAVIDKtdhuevTLANmWjwwOHiI33RI0YCMF9SdXZyiIbZgTT2ND0
3yMxYIG3n3fOx8ww8SN7Q/2S2706ygosupsvJijVhK0+Dl9r4d60Gx71zCGkyf6tk+WP/qmmB4uU
P9kpwxacsJjTUbdFRRxT03FarWg+P+bb8c2XEO772k6WY/n/AOw/4hK7yZrW5ZLa6WdGAYyqoG53
471Pw1p1yNOxw4ImO8aKgdSvq/3xH+xX+mYk9LORJGWY8gIfpgT9qDook8z9n6lVNXu1UA8XP8zD
f8KDMjFAxjRJke81f2AD7F/Ix/nS+z9SnLqd+7VWX0hT7KqpH/DBjjPGSdiR8v0gtsNLADcX7/2U
rW2tXcKkSBLgk1DSAgj2HplBkPBP86X+x/4lE9JA8tvd+21C4vfVnNwsMcMx+26czWgAGzs42p2y
yEK5kn31+imH5KHefx8F8Wq3cZrUOP5SKD/hSuTIU6KPefs/Ui7PWro3kA4ID6iUPxGh5DfdiMjT
Xk0URE7y5eX6nh3/AEMJZf8AVjk/6SB/zRmD/JHaH/KRH/lX/wAedd/ohh/MPzRVr/zkVpsasp8v
yOz/AA0+s02Ox/YzZ6LQZYRIzTGSV8xHh27q3cLVdtTnIHH6R8CiLj8+tHa1URaOUn5E8PrPIbAV
UOY+NentmVLTDoy0/bGSMryHiHdsPtQE3/OQtsxq2jSFvecbb/6mQnopUaNFyD29AAgRIKj/ANDB
2/8A1ZG/5Hj/AJozU/yVrv8AV4/8q/8Ajzh/y3l/FfqREX/OQ+lKgEnl6R37sLriD9HpnNpg0Uow
AnLil1NVfwZDtvJ+KUrr/nIK0kZTb6JJAtN1NwHqfGpTBm0OQn0S4fhblYO3xEHjiZfY3Yf85B2M
VwHvNDkuYaGsQuBGSex5BMp/k/P/AKoP9Kyy+0ESPTEg+9MX/wCcjvLBRgnlSZXIIVvrxND2NPTF
cI7PzXvkH+lcb+XZ/iku/wChgbLtokn/AEkD/qnmb+THey/l4933IuL/AJyH0RY1EnluV3H2mF3S
v0enkToj3tR7dyXt9wZ1+Tn5raX5u85pptroz6fJFby3Bna49UEKAnHjxX/fla5Tm05hGyUHtKef
0l7Bq+h6bIZ9SaAy3kSGRAJTFyaNaqOVQq9Op6ZiAuVg1MxULqJ8r5sIl81XaW0U9/obQXQuZYZL
eTWYVMSoq+nKXkZEpJJVfhJ6bV6ZaYx7/sdtPDhhIjxo8PCDfhne+lc9h+AyRX8j39vDNPqNvIZv
iA+vLIOfH4grB6MQFpt4ZVbqRrJwNRI+Snb235b3FzLa2+oWc1zAvOeCO8VpEUEjk6hyVG3U48RZ
fyjm7/sQ4m/KloZpl1nTjDbgNPIL+PjGDQgufUov2h18ceJf5Qzd/wBirFH+WUys8Wp2UiK3BmS9
RgG4CShIk68Dy+W+PEV/lHN3/YqvY/l3HevYvfWqXsfIyWrXaiVQvHlVC/IU5rXbuPHHiK/yjm7/
ALFq2v5cO80a6haNJbuY7hBeKTG61qrjn8LDidj4Y8RX+Uc3f9ipPpv5f27Wy3F3bQtelxZiS7Cm
YxisnpVcc+A3bj0x4iv8o5u/7EJbv+VdzNHDbavp880qGSKKO/jdmRSQWVVkJKgjrjxL/KGbv+xG
2Wk+Q7+7uLOxuYLq8tQjXVtBdCSSISDkhkRXLKGG61648RX+UM3f9iYR+T9BjkWRYGDIQynm/UGo
748RQe0MpFX9j886Zv6eYbphVXNzIYRDt6YJPGm24G/z98HCy4zVIc4liGjsMBS0FO5PbfBSbch5
VpsKbE4jdS1SQ+2O67LlDAiu4wi0FeGLNxpxGSu9mNU2SA1K4Vex/wDOKv8A5M9/+2dcf8TjzE1v
0fFytJ9fwfWHmBbFtC1EX6s1j9Wm+tKi+oxi9M8+KUbkePQUOakc9nbYOLjjwnhlYo3VHvvp73zz
rflL8mYrfUE1ifWr6+uoXEGoz26FoAjSUMSiOJORb7W3xsyn7cgLMh3tup4xP1y4jQ34uL7fxSEv
NE/KaRIbhdfnsrSGA3Uvp6LGnKFIomCeoY+S8RLQ0NTzK5FxkXoX5Tflvc87HTNT8ywXE1tJC8tt
Y+ikqSIXaOZxbtzWQD7JcLT4NjtjSeJG+VNC/KKG61UXHlTWL5GlNy0V/ojepEVAPpxGBAwjXnwK
MvxNUnkMVJKZ3Gpfk7pzyWC/ljq7xXLxzO6aIxUOqUiKmRlkRm4kDgBvyr+1iu6bX0/5SJqN1qN5
5CvZLiCSJ7q9fR3kLNMDIsrVDPIOUdGbifi698UIbVJPyb0W1/Rf/Kv764SeVnSCHSHcsZCYmkSW
XgAOJ6B6he2Krr/zt+VFoLaw/wACanfrEDPaINEZyGvCfVKfWOD8nYcXPdtqnFaVbG5/JTVxJZr5
HeNYLOS5b1dG9JvTiHrNECF9QyN9pVH2q1FcV3ZZ5C1XyFqOoXs3lrSDYXJgg+tXRsTaGRF5RpEW
KqS0XDiynpthQzXFX5vFafPOjp0duocCtHFLIdC/L3zfrljPfabps08EEfqpRTynAahWBaVlYCp+
Hwp1oDTLPCJondtjhkRYDHKVJ49PE5bTWnvkvyXq3m3XY9G0pV+sukkrzzc/SiSNSS0jRrIUUmiA
0+0QO+QySjAWWUImZoMp1T8gPzMsZHEVhFqEaLyM1rPHxNBWgWUxSE+3HKY6qB6tp08wxibyD55g
DmXy9qSLHXm5tJ+IA6nlwpT3y4ZYd4ajjl3FI2RlYqwowNCDsQcspg1Qg40rZVT1G/44aRb2L/nF
Vafme+9R+jrjr/rx5h60VD4uXpD6vg+sNfSzk0LUo72AXVk9rMt1bNWkkRjYOhpv8S1Gah2Uavd8
xJrOlDVoLrRfy1tRprPNJW6s79pIrtCyRNGa8Ej4wIZeEdE6n4timujblEL9BJHn9vU9eSYDznY3
VrHcR/lLDbSXMSxLWzvEiY0RpAy29oVZWKfAVLEhRypTA10yvyR53/Mee5m0Py/5OsNCs4LV5rOw
vYtRs0WYSgMgkeBIz+7YEqqipqa77KCGey6p+bjxpBDoOkxXQjSSS7kv5Xti3OjxBFgWUHgah6Ed
djtUoQOoar+ecd8I7HQtEmtVI5TPdzLzWik8fhDKakjdT0xSnV7efmQmoQJa6fpr6fJbAzzevK0s
V0OZYcCsSvG3wAfECN612xQkL3v/ADkDCs1dN8tXLkoLf0bi8VQGWTkXMiqTxYR9ANq/7EJ2R8mo
/nGbe5WPRdGS5hliNu7Xk7RzwsHMgCiJWjkU8F3JHU/FTcoUoL/865dS4S6VodtYPCWRzcXErRy8
qBHYBOXwivwp9OKproM/5lNrCx+YLTSItJ+rMWn0+e4lmN0JBx+GaOIKjRk7fFQj7W+KsnxV+b9M
6SnRphofl/WNdvxYaTavd3RUuUWgCqOrMzEKo7VY9dshknGAssoQMjQfQH5f/wDOOmn2hS78wtHf
XBAcK4Ito6daITWX5uoH+TmqzayUvp2DscWmjHnuXsGi6JZwvFPpc1tJaQKUrEBIW+GlFYMFRR4A
E079swt7cl47+fv5M2Utpc+cPL0SW1zCGm1mxWiRyIq8nuI+iq6hSXH7fX7f29lpNR/DJwdTh/iC
f/8AONXlfT9N8gfptQJNQ1+ST1HoQUht5HgSLdiD8Su/IAfaoa8RletyEzruZ6WFRvveoTxabFGz
yXBUKjSO1BxCrSpqSu1DWvhmHblcKFihS7kC27sylBIHZQooT3qdu3XAJLwpRquj6HqiC2vPqWoq
UE6W8yCasbVpIoZWUr8PUfxGEZDHkaQYWx7Vfyd8rX1uBJ5fs44h8SvCEtCR48ojExGWx1Mx1LUc
ET0eQfnH5B8r+WdIs59OtxaXs9x6fpeu0heII5ZuEju3wsF3G2/vmfo885yIO4pw9RijEbK//OK4
A/M9/wDtnXH/ABOPLNeP3fxXR/Wfc+rfMU+owaBqU+mI0mow20slnGiiRmlRCyKqMVDFmFACRmnD
t8RiJAyFxvccnjE3mr/nIPUdWtbfTtNu7G3iZY757jTrVEZg6uzBpLpgU9NwvwMdwab9BI77Nmol
jlK8YMY9xN/bQU7u5/5yihtPrKeo1w8stLNLXSZFVSEaP4xcKwX94yftH4Kn7WBp2W6Pqn/OTd1E
1lq0E2nTOfSGpw2umzrDWRA0rRmYeoFQN9hd67A0xXZXTXP+ckbPU7O71DTZ7i2jHC8021g01oZD
zJEiyLcPN9g0K8l3APjijZS1PzF/zki+pxtZ6fPb2slxRIvqNk8QtS6kNI31l5PUUfDT4agk7Hor
sjDqv/ORN7YS39vGbBYY4ojZz2VuLhpy8CySIolmDxD961fhIX9ljSiuzrXWP+ckkstRa5tIjJBB
60En1WB2kkk4P6MMaTqaw1ZKtyDf8NiuypZah/zkXqGow2Fx6eiiZZmjvHsoJoVVZR6YmeOWfhI0
aNsBT4vHFdmbWekfm6fRF75i0pRG7mUwadITIhQBB8U44lXqdsKE806183JrlxNqN/ZzaKYES1tY
Ld45hOAvOV5GkccSeVEA6Eb7bqqeu69d6ff20EUSPFNwDsxNQXYjYAjsuEBztNpY5IEkmw/P6mdL
TybOfy3/ADW1PyOZIrfT7W9tLiVZbgSqVn+FeNI5hXj/ALJGH3nMbUaUZN73cjDqDDbo+gtA/Pf8
vdXtpPVlvEDFlaC+tgaAknZ7dZEIowFC3QdK75q8mknF2GPPGXJz/nL5LtJGk07TZUnSNYImjhhi
Uxxk8EDciyoORoOO1emI0smzjY15i/PO9l066VNLtGtGgkWe1uS06yqVIZDQxDiw2IIy7Hpd+bXO
dAsc/L782NY0XyZpml21vaeharIqc1kLHlM7kkiRRUliemW59OJTJa8E/QE/H56eYxyKw2Sk/aPC
Wv8AydrlP5SPm3ca2P8APTXa1a2tHrQgqJB8ju7Y/lIrxqg/PS5Hpg6dDVfsenJ6ZG/WvGvfInRj
vXxEk82fnd5xu7YxaJb2dkCKvNIPXuhKCPjR5KR147fEhy3FpIfxWWrLknXpeH313fXd3JcX80tx
duR6s07M8jECg5M9WNAKb5tIgAUOTq5E3u9Z/wCcWP8AyZz/APbOuP8AiceYev8A7v4uVovrPufV
fmO5sLXy/qVxqEno2MdtM1zLz9MrHwPIhz9k06HNMHcYZcM4nuIeCal5n8i/VdOafR9SOoWbi2s7
SHWyskzsUVTVJlXlS4jNSF2f4agZZkAu7t2naUMcpGYyxnI/zYkd3w7+/lvul/mvzZ+Xthc2S6ho
WrXvmFnan1nWZPUja1ZYonDxySxyerJbqKojNQE7nY1OoARNv+bHkW+s7e11LStVivbq2aztYI9e
d1dYDGg/e/WIYEdmZqNQE8SO4GNrSe+W9U0W9m1i18veWtb1dIbWa2ufW1oMpWSE0hIFzJKObR+m
j8TTrt2UJdN+W2ji7t5rL8vPMemJBco1wbbVo14qqIoIX6xMzKGAp6RqANiKccU2rT/l/Bq2oXOq
XH5f69bX0MdpHbOutIJJAqhAA7y7KgiUsxct32OKLTi88ox3L+WrxfJGrXNxYpNpfqNqaxSW9pb/
ABQs8cjrHKJqnYgbfa34rirHtT8uatDBEieQPMOoahLIJecmsRxiL9+1xGpkhVo/3RVCqlSoFAW5
KMVZ5+Xv6RsNcuRD5H1LRLW/jDTXM+ordRGVHd2BhlkJj4yStxKbODXwwqyfy75q8wanq0ljf+V7
3SIYoy5v55IHhLjj+7XgxZmqzbgcfh2JBxQnV5o2m3txHcXMPqTRUEbcmWlDUbKQOuG27HqJwBET
sX54Z0zzSKsbeKWTlMaRKd17n2yMjTZjiCd0/i1GONBHEwjUVCqoAAqa7AZQYuaJgbBcmqFSSZGZ
ulTWn0dseBfESrWtWe5pbqT6amrmvU+H0ZbCFbuNmy3s1perPBAYGb4VNU+nqMZwtcWWhSKbWa9S
D88j4bb46z9MU+yaU2FMfDY+MsbWOvxbnqcPho8dTOrt/NXwrvj4aPHQl5di4AJALg/apvTfauTj
Gmuc7erf84sf+TOf/tnXH/E48xO0P7v4t+i+s+59Ya08sej3zxXCWkqW8rJdSrzjiIQkSOv7Sr1I
zTDm7nTgHJEEcQ4hsOu/L4vItR83O9pA9v5z0GTWA1xcrLLp7MTAIpG4rGoeU/HFuw34qdmOSyCj
VU5vamGGPJwxxyx0NxKVpd5V8+XWsahLZSfmD5fur+eOVLE/o5kZbjnGFkHqrAG5ojchy77VpXK3
WkLpvPPlT1tNEfnry4l/GCEvH0UyoDV5PhkWWNYdtiC/h3bdtaRsHn+W/u3+q/mZpYuiIhbrHozu
GBdYn4M0oZ42lRgOJNK/a6YrS7U/PPmaC3uYp/zF8vWUsbQxSyfUZIpYvXHrIeM0kypI0aNQOjCn
aoxVkNr+dnkDSNPsLLzJ5ntpdZFuv1u5t4Z2glkRR6kiMkXABj0HjsOmNrSan85fywFu1yfMNsLY
EqJ/3npsyryZUbjR2A6hakYVpmYIYBlNQdwR0IxQ7FXYq7FX5x51DoHAkbjbAq71H/mONJsu9WT+
Y40tlbhQ7FXYq7FXYq7FXYq9g/5xZ/8AJnP/ANs64/4nHmD2h/d/FzNF9Z9z65mQvC6DjVlKjmvJ
akU+Jaio9q5pXaRNG2FSeV/zCS9M1trenJByJ9AaciBgZOYJbk7KYx9nc+JyzijXL7XcHVaKUKOO
fHXPjutvdvv+xKl8j/myxlceZNGtZ0UC1uIdHRpCylSvNncBdl4/CPenTK3Tr4PJv5tj647+ZNIt
5rnmQ1vpSUJClYy3NuRP83ItQVAr1xVEXHknz1Otm9zqWi3rWVtMIrS40tPRjvGRhFPC3Jni4s9G
ArVRTblUKFCy8qfnKts0d15m0hpeUbRkaYGRVWN1ePiGjqORTi1QdunbFOzNNN0YfoqK21mCzuro
MZbl4YAkMkxO8wifnxZup3PzOKEXcaTpVzYtp9xZwTWDr6bWkkSPCUIpxMZBWlO1MVRQAUBVFANg
B0AxV2KuxV2KvzjzqHQOxV2KuxVmPk38sNa81abLf2VxFCiTNbQRSR3EjzypGJXSP0IpVqqsCeRH
XMfLqBA0XIw6czF2nFr+Tfr+WZNVGsOl/ALk3OnnTb5lQWpoxE6xkMo5KWbjRQe52ys6r1VW3vDb
+U2u/sQ15+UdzDZySWt/JqN2ErDb2unagyySc1i9NZJIYwD6zGP4gPiFD1yQ1O/KviEHSUOe/uYA
ysrFWBVlNGU7EEdjmS4jWFDsVdir2D/nFn/yZz/9s64/4nHmD2h/d/FzNF9Z9z68zSuzdiqyaaGC
J5pnWOKMFnkYgKAOpJOAmkgWoaZq2marZpeabdR3drJ9mWFgy1oDQ06HfcHfEG1IpiH5u+atV8ta
BbXumT+hNLcGOVuEDkQiCSWWQCZ0/ukjL/Crnb7JFcnEgcw5OkyYoyvLDjHddb/j3e9gGif85JRw
3Om6Tf2n6Ulupmhk1SKWGE0SZg7tbRiQKFiow+Orb1C9xIi9kaqWOUycceCHcTf2p5oX/ORGna7q
KafpOg3d5cSysqLDNbOTCpdTPwD+pxDIK0WvEk9qGNuPTJ7bzr52n02O8Hki7jlCzG6tJLu2SVHj
RTGsdTSQSsSOW1PwBQhvLvnz8wdQ1OG01b8v7rSYJjHW8+vW08casTzZ6CM/B/KKsfAYpLPsUOxV
2KvzjzqHQOxV2KuxVmvknT/I1xprNrusyadqL3DpbKsksaRIIarNJwt56hpGpswPw0PWoxsxmD6R
YcvAIVuaLIdGP5MRaLEmpok9/BJcPcTre6gr3MSOOKGNLX0w8iNRKFR8NWYZVLxb2+4frbY+EBv9
5Qk//KprjTb2109YrO8LKllqV3e6gTGpcIWEEdmUZa1loTWm32skPFBF/cP1sT4RG33l5qwAYgEM
AaBhWh9xWhzLcJrCh2KuxV7B/wA4s/8Akzn/AO2dcf8AE48we0P7v4uZovrPue6+YvzGk0fzXqVh
9ZjlWzjhkNkGi5IjR82ZqlWWrFF+I/t8hUAjNBkjOrj8vn+x2XFHl1/spk+k+efL+pTm2juUW44L
KqMygtG5Ch1FdxybifA7YPGA+rZLXnuSxTy9I91KqKkiPEj0KSuh5CMhgy/EAaEj4TRu2V6ycY4y
S5WjhKWQCItg35fecNC0m9/RpDW9vqfqXDUoY47lZChNFHIeugDceicR2bK9LqYyiN3O1XZuS5EA
7fjbvTL8+2dfIz8bl7UB5DJKhAIX6rMoqWlhUDmy9eW/QA0dc51AfN2q3F7dSWUbIkSaqfqt0ZZF
MbkyQrJw4ag7bSRKeKU8P5sCQmUf59fmLpun2OnRanHY+lJDWO3srNmaFhUqJZZZuQ4uOLlPipUv
1qLTwvW38/6zcXkTSfmJp2mC4lTT4dNTS2uZUuyYw4nPL4GqGUGvpjmN2+E4WKeaN+aGlW/nDUbP
WfOOn3UJlNnZaPbW8izxTrMyMXPEsfskEVIUCte5K0yXRvzV/L7Wruxs9N1mKe71IMbGDjKjyhef
IqropoPSbf2+WKKZXirsVfnHnUOgdirsVdirsVdirsVdirsVdirsVe3f84y6Hrdl+Yv1q90+5tra
XT5xHPNDJHGxZoyArMADUAnNNqtfp8o4IZISmDyEgTt5Auy02myQNyjICuoLOPzM03RI/OGqapc6
JNdTGWFLm9aQJbRwm2gjMzqG9QhY3k5cBX4V23Jznc0sc8vB4ojOx6bF/LaR+bknTHfIIn371+pj
03nXyxqVutvJozW1+kgktjCqoUMaFQKwNIu7/FyEdBzbatWcT0+aABJ4jtd/qP8AaXM0wxzNSuvL
fe/1b9O5R81+ebl7/TNLhmmunM0rTxXHNZEDxhYwylUIAPJq8dwR75hZby4iZbcPyO/7O/q7/Qaf
wcsYipcZ+VD9v2KugW1zqmtpEsRLwGN5GjA+CFnCu4jFC5U7nYnplOhjKRFcurue0MsMOM3zPLzP
vfQmu6NpvmTQp9KvWk+pXqqJfRdoZKKwfZlow3XcfQc6d8/Yxd/kl+X93a/Vp7a7eMIY0/0+8+Gr
cuSr6vENy3qBv3rim0f5S/LDyp5WlS4sI5572OOWCO7u5nmkEM03rGLei0VqAEryoNycUMkl0+wm
YNLbRSMrCRS6KxDqKBhUdQNq4q2lhYxz/WEtoln3/fKih/iNT8QFdycVb+o2X1g3H1eL6wdzNwXm
SKAfFSvbFVbFXYq/OPOodA7FXYq7FXYq7FXYq7FXYq7FXYq+2PJLhpvLvX4dOjG9f99t0rnlGglf
aZ8sUv8ApoXt9SKwf5w+5f5yudOtW1+XUJAtjxt2uiVLUQRjkSFV+g8QfkcxtdZ1uWIP1Sw9/wCB
8WMSBpgTyEZvL7zzlfvp0Wk2Nna6XZQWsZXUirslxEkZjgJr6QVKBlHON1YBeNKjN340RjHEDKXI
jr95vn3gh1WLXyBAHKvxV+74/Fjttp00XnW0uWjnvEvEkjs7WaaOZ1W2A+BpFSMcHkARaovGvQ7H
MzXaMTx1GVA78vJ2mDV+BKQjcpSFXyrr8/lX2MvN9caXo8Wt6dPaRtqnFXUQKjLzDuvN1pVVCkUU
e2VYx4cBw13efzcvDWefDk47AveW3yrbn3qnkfz3LDrsenX+pX10bqQRWdqGncq5YNXmZnDIiBvU
qNuuw6Zel1Epkgj8fJ0Wq03gS2PFAyoc733G5PKv2dz0Hz1+YGsaNriaRp0dlCfqyXMl3qMhjjPq
zrAAlCtOHIua1qqtT7O+xhjBFlqJN0gfJn5o67qmoalp9/p8NzPZWUl5E+nPzWR4gtYFbk6SMS4H
JTxB8a7M8YEbCiW9IjSPPPm5WFx5hsRaRs8oTS4LGf13AMYjjinmuI/VkpMG+C34niw2amVbM6R1
5+YFxbaNrXmAJBNp2nXx0m3sI/Ue5+tJerYs9w8QlKK0r1EUcLvwow5M3ABjaB83/mVqHl60slES
Xd7PZx3BY27wB3m5BQ1tLMtxbqPTJPIOQfhPE5VkyEcnVdo9pfl9qs1+Ot/Gins/mq7Ply01K29A
y3E8loZQk1xbmUerDE4MAZxHJcIm++zcepBy3HvuRYG5rnQ58Io8R8v1UcyOfigJAiyaHWN8hvew
vr8PNkOnzTzWFtNcJ6dxJEjzR0K8XZQWWh3FD45Tp5yljjKQqRiLHnTm5IgSIHK3yD/0LJ+a3/LL
af8ASSmdD+fx+bqPyU/J3/Qsn5rf8stp/wBJKY/n8fmv5Kfk7/oWT81v+WW0/wCklMfz+PzX8lPy
d/0LJ+a3/LLaf9JKY/n8fmv5Kfk7/oWT81v+WW0/6SUx/P4/NfyU/J3/AELJ+a3/ACy2n/SSmP5/
H5r+Sn5O/wChZPzW/wCWW0/6SUx/P4/NfyU/J3/Qsn5rf8stp/0kpj+fx+a/kp+Tv+hZPzW/5ZbT
/pJTH8/j81/JT8nf9Cyfmt/yy2n/AEkpj+fx+a/kp+Tv+hZPzW/5ZbT/AKSUx/P4/NfyU/J9GeTv
L/mKyudN/SNv6aWVsIC/OJh8MZUAcGJO57jPP+z+zdTj1ss2QgwqQj30ZWOj0+p1OOWIRjzsH7He
afLGsapeapDHBWwvxGsjgwBmCRp9n1BJRqrQcl+e2Yut7M1ctackADikYXuL9NfEbjoxjmxHTnHL
6qkPmkbeQdYtbT6rp2meuiIwi/SMsUqHiVdVlVXqxZ0BopVa79QDmfDRZvEBIqBO+4uvhz/R0vmN
ZDGIAAHl+jkxVfyo8yXVlZzXXlqO31C7vZLq8hhmtmitbeBOFtaEmbfmG5s8dRz6rQ8hvs0SYGMD
RrY9zIRhOYOQWLtGTfk9qVzrmo3s+grLZSgPFZy34hQuOdQggDFixVX+NkUV49ATmLi05gK3lXUn
f7A7LNlxyiPUb693lz5d3Xv25Jvc/lpcwLp0dloK+pZTWjxTCaGT0EW59eZYpJmExAqdzuR77Zdj
nkEq4QIOJmw4pR4uLikOW37P0vSdc8s6FrkSx6paLccPsSAtHIorWiyxlHA9gcyIzMeTjkAtaL5W
8v6LDJDptkkKyikrktJI48HkkLuw36E4ymZc1EQEK3kbyxJrUWtXFq93qNuzPay3dxcXKwszBiYY
ppJI4twKcFFO2C0o99A0J5724fTbVrjUo/Q1GZoYy9xFx4enMxWsi8fh4tUU2wKl+qeQvJ+qQWtv
d6XD6NknpWkcPK3Ecf8AIvomP4fBemRMQebi6nRYs1eJG6/HRMU0PSo7WG1htxbw28bQQegzQukb
05KjxlXUNxBND1APUDJwkY7BuGGIAAFACttkaiBEVFqQoABYljQbbs1SfmcBbA88/wAca7/NF/wH
9uT4Q9D/ACbi83f4413+aL/gP7ceEL/JuLzd/jjXf5ov+A/tx4Qv8m4vN3+ONd/mi/4D+3HhC/yb
i83f4413+aL/AID+3HhC/wAm4vN3+ONd/mi/4D+3HhC/ybi83f4413+aL/gP7ceEL/JuLzd/jjXf
5ov+A/tx4Qv8m4vN3+ONd/mi/wCA/tx4Qv8AJuLzd/jjXf5ov+A/tx4Qv8m4vN3+ONd/mi/4D+3H
hC/ybi8048reZdT1LUmt7koYxGz/AArQ1BA/jgIcTW6OGOFx528d/OX88PP3lX8wL/RNInt0sLeO
Bo1kgV2rJCrtVj7tmx02lhOFl5zUaiUJUGEf9DN/mt/y1Wn/AEjJmR+Qx+bR+dn5O/6Gb/Nb/lqt
P+kZMfyGPzX87Pyd/wBDN/mt/wAtVp/0jJj+Qx+a/nZ+Tv8AoZv81v8AlqtP+kZMfyGPzX87Pyd/
0M3+a3/LVaf9IyY/kMfmv52fk7/oZv8ANb/lqtP+kZMfyGPzX87Pyd/0M3+a3/LVaf8ASMmP5DH5
r+dn5O/6Gb/Nb/lqtP8ApGTH8hj81/Oz8nf9DN/mt/y1Wn/SMmP5DH5r+dn5O/6Gb/Nb/lqtP+kZ
MfyGPzX87PyRekf85J/mjdatZW0tzamKeeKOQC2QHi7hTv8AI5GWhxgEs4auRkBs9WzVvoTzO1j8
4ak+lpJcajaenPZXFxJKkkauB6zyRvwrQtyQSKRwUgClOkN3RR8WRAPFzHeuez89pqM3p6teCxEc
jRCSAuxkuLZig2WoELmu/fbc47reYHnLl59Qmln5R84rpkkcvmiea6ngjVLlkK+k4lMjFUqK1WiV
b4uvaig0XKjpsxH18x5phd+W/MJlM1rrkwdpY5jDIf3QEQf90vH4uMhcciSen0Y0WctNl6T+9ONG
s7+0svRvrr65PyZvWoRUNvShLd8IcnT45RjUjZR2FvdirsVdirsVZH5D/wCO23/GB/8AiS5GTru0
/wC6+L5z/wCckv8Aybmrf8YrT/qGTNzof7sPF6z6/g8wzMcR2KuxV2KuxV2KuxV2KuxV2Kph5e/4
7+mf8xcH/Jxchk+k+5sxfUPe/Qlo4FUsUUACpNB0Gc07ziLyS286tqGlxLc30tzcXk0KWVwdEaOO
IerHG5kR5CKOZwCeVVCsePwnKtTpsOahkgJAd+/6Ha/nMMZgwhIR3scfPu3rogo9Y1L6k+oRayYY
4YmYRt5ekWSQB2H93XmTRDRVHTiTsa4NNotNglxY8YjLvGx+5yMmv0kxwzxTkP8Ahh/UnOk+dPLz
Q3z6o13qUEdskxs20K6tXBWRY34Fl4zMzSKeK1oAW6A0ypZSR1dXOWKJEsMPDkCd+K/0CkZP5n/L
S2sLS/8A0JcMt0Rwji0yd5oz1/eIsfJelcqmOKJjLcFMtZnkCDKVHzZZ+j/KH++rL/knmB/JOl/1
OH+lDiUiOPl4ioNtQdTyT+ubLjKaKGbS/JxYloLLkdyT6dTmOdNjP8IckazMP4pfNGxXOiRRpFHN
bpGgCogdAAB0A3x/LY/5oaZTkTZ5qM0PlqaQyy/VJHanJ2KEmgp1rl0PSKGwRxybiXy5EpWJrVFJ
qQGQCv34SSUGzzR0VvbIQ8UaqSNmUDocDF8b/wDOSX/k3NW/4xWn/UMmbzQ/3YdXrPr+DzDMxxHY
q7FXYq7FXYq7FXYq7FXYqmHl7/jv6Z/zFwf8nFyGT6T7mzF9Q979A9TUNpt2prQwyA02O6nOad2G
H/oWH6v9X9ef0K8vS5jjXxpT2yVu48aV319weeT67qVpdyrps01g9pAS8khtnMxFBxipNC6ciQv7
1VFerDG3GlqZkUTt7gib7zdr5sYXtr27Rg3p3UTPayb1blJQzxxqr0rTmzb7jBbA5T5fIIO21HVb
nX1sru8+sN6/peoRbxrKyFQqD99JOp2K7xduw3JtsjqsnK/sCa6PcaldG8fUdLFnDYSyRSmGW8ma
R4lZm9NJLGBpFovwtFz5HYY2W4avL3/j5LtR1nWo7MHy5cXGmhZFFwLnTtUlLmQAr6cSxW0jbKeR
Xlx703OAlqyZZSNnf3j9iPt76S7tbH9KG5u7uUiASi3vol5/ACWieCR7dayD+9b3rQE4bZY8848t
vh+xC6Ssl5czRXFnIFtpFWBkMqyTjjMrki4ht4l+KKo4SOCpBrQrVtkNVkPM/d+pNbZru3KRQfW4
o3a1DOkkSp+9JLykBuXFuIQCnLl2p8WNsZZpS578ugXtatdTLLcW156kjRF1lkgZ19SOrRsRIw5R
dWIJH8pbpjbOOecdhy9wehaWOOmWg60hjFf9gMi6o83x3/zkl/5NzVv+MVp/1DJm80P92HVaz6/g
8wzMcR2KuxV2KuxV2KuxV2KuxV2Kph5e/wCO/pn/ADFwf8nFyGT6T7mzF9Q979BdQ/3guf8AjE//
ABE5zTu3k9xexHzg8KWii2juoKn0ZRAUZQDxKxtbstftfvaDuRimyiLaXThqt2J7CAwrbwFGMKur
n6tIX4CvHlyXcI7NWlQDQFRaBsp7Z9FtJfqMRmluYVKyQOJAvrzVLgxrKqkAfbjVaUqwFCVbVL6W
3Gv3YWwtxaQo5R44jxL+pyqFRShbsOErHwWuK2kk2uXBnu44LSVRHCJYz9UvqljGteB+q9fiPwox
br8HWjabKY6Jqd5LdXAntmCxLO0YmtrqlfR2CeskPI77BGZq9KmoxXiPenJv3WXRVFvGWuJ0MxFs
xAAtUJ9YhyF3/wB/env3DfDivEe9Lta1W0isNSEVlWS1a09P0baUlhJb0PomFJi9G+36Ikp1fjit
lBJexn1K2u6z2qf3M32VYkkVUDifaq/5VcUWmsV7bN5YtpzaILhprYspgb16NxDBgQLj/W5RDb7X
Eb4psvUtMp+jbSlAPRjoB0+yOlK4ofHf/OSX/k3NW/4xWn/UMmbzQ/3YdXrPr+DzDMxxHYq7FXYq
7FXYq7FXYq7FXYqmHl7/AI7+mf8AMXB/ycXIZPpPubMX1D3v0F1D/eC5/wCMT/8AETnNO7eDXsOi
D8w3uHngOofpe0j9VoUFwsh+BR8Uv1nlx+ECvqb/AA4qmCGwPmfVkE6rLJYK1+REfUdY7SRUMw9Y
SkIhKj1aJT/JriqVavDpEfkOEXE8RsmukVPWgjWJi01xSnqS/VuVR7sfnyOKptq0Nj/jDUJDIPXS
3lW4kaB+ZVjUB/UlaanFT9scfGo6Ksfkm8uR3upxCezSc2yPOfTskPD0ogS4MiNx3H94nHpv0xVN
vKkWjC71T6tJbep6d0JjDHbD4RbUPP6u4alAK+oKePhirKJYbRb7yqrSoXSdRakxGv8AvFECYeTh
vs/757f5OKsZ1+10e4g8zW8ssQLPpgvmkhLE1tqx+sssjf7D1x/qfDiqBb9FJM0YliLS3sIP7ta+
oAxbbmCWoP8AW+WKoy11TSzocGjRzRiGNLG4XiKrxaZUQCJZvS48vssBSv2Pipir3HTf+Oda9/3M
fj/KPHfFXx1/zkl/5NzVv+MVp/1DJm80P92HV6z6/g8wzMcR2KuxVHQ6Hq80ImjtJGiYVD0oCPHf
JCB7mmWoxg0SLc+h6ukBna0k9ILyL0qOPWu2PAedKNRjJqxay10jU7uP1ba2eWOtOYG1fniIE8gm
eeETRIC6HRNWm9T0rWR/SYpJQdGU0I9yPbEQJ6LLUQFWRuhZIZIwpcU5AkDauxKmo7bjvkWwEFZi
l2Kph5e/47+mf8xcH/Jxchk+k+5sxfUPe/QW+VmsbhVFWMTgAdyVOc07t4vNpWty3/14zTiYXXrl
FN2kFYgPSUQLOsfpk8uaceDbVXFUyg0a9fV5ZmldUmtDGqmSURo31dxVVr6SNy/kRX/y69FUO+jX
S+X4Yme5dxKrtwmuhOf3sx4lw4n40PRpONKbdAFUVqOjXDa/dyxTS8DFKAqyTehUuOJRU9ODltWq
py8CvVlUoudC1N4L1BLcGSQAR/vb5aARqvwEStQ/B1RlatfE1VROi6Hqkc12Zyzc0uFUSy3VATDR
SvqvMB0+H0+Jr9kgmuKp1Npd093ojUjAjmBn4yyKv+8yD97xQKVrX++Egr25fFiqBv8ARr309Tkj
di0zWZhWOSei+nA4Ppqjx8fiA5+j6df2+XXFUAujagzIzesD69s5/eXQFCCG29WnFfCnEH9mu+Kq
1poF2qVaSfmEskBae7r8LVckNKx5bUY15U2dnU8cVevacpXT7ZWFCsSAjwIUfLFXx1/zkl/5NzVv
+MVp/wBQyZvND/dh1es+v4PMMzHEdirakBgSKgHceOKsx1a6tNQhaS2kswjxgRtLMY5o6D7PA7fd
mRMiXKnVYIyxmjxfAWCoRpZ2eo29/DfQx2cUaGWCOYPIzcfiXhXepwAAG72ZyMpwMDE8V92yOtvq
eq6PAsFxp1s0aNG8V7cfV3jbsyL0avWuavW9rDCRE4ssvOMDIfZ+l2Wk7IlMmfiwjvyMqPxsfckW
sXj26abFa3QY20VWML8lEvMljt3OZ/HYiR3ONjw+qfEL9Ve8fqQvmKSCTW7uSBleJmBV0IKmqipB
HvhyfUWWlBGMA80tyDe7FUw8vf8AHf0z/mLg/wCTi5DJ9J9zZi+oe99/WOt6XfJM9tOHS3AaZirI
FBqankF/lOc2Q9Dl088dcQq3llvc/mamgSCS7ieQOAl29/KQxiliKAyrYrxDK0nMBa7KKmu0id+T
nSzk5P7mAPdwnr5cXyVbXTvPFxf2V/Za7Ldmyt7SSey+u3Hpzzxwt6qSKlo6rG8tBy35KSaAquHj
2qg3T11YzE4MY4r34TYvu36dP2lOPLNz+Y+neouowQX0M11CFmnvLl5EtiSsjKBYovMDjxSvxGu4
7wJt1+ozeIRUYwr+aP1kq0PnXzaukXf1u30dNdR6Wlqt3degUFOZkc2vMMN9uP04KLWNPk/mn5J9
pfmy0ayU6rc20d7ycOtsZXi4hyEILojVKUJFNj44aKfy2T+afkmkOr2M8XrQs8sR/bSORht7hcDX
LHKJoiipT+YdHt5PTnuPSkG/B0dTQ+xXDTKOCchYBKkfNfl4UrepvsNm/pjSfy2T+afkiINc0y4U
vBK0qg0JSORt9vBffBTGWKUeYpTm8x6LDIY5rn05B1R0dSPoK4aTHBOQsRJTCORJI1kQhkcBlYdC
CKg4Gp8af85Jf+Tc1b/jFaf9QyZvND/dh1es+v4PMMzHEdirsVdirsVdirsVdirsVdiqYeXv+O/p
n/MXB/ycXIZPpPubMX1D3vujTNButL0rUormSOWOWEhQg6AK/LkSBWvLOcJt6nWamOUggEUkv1fy
5SnqQ08PV/5uxtv8Y/zvtebapq2rJJM0VLWOBUitktppG9UBqM8gNnOUbif2GcHpt9rBbinPPvPz
butX1S6ntZY5DaJIRHcRwzy8VIIAZBLaMXJU1PJoxXb/ACsbU55nqfm1pcusXq3UkEqm6W0kms0n
Mk3MxulV9Nk0ukkgoBylpU+AxtlHNMn6j82Qae2p21jDJe2Avr6dFeW3tVhi9CvL4XW41FlrtQlJ
Wr7YbLYM0+8/P9qEFrrI1N7hZtTa2d1Y2CDSfRhCyLJwJa4Ep5LVTxdvhJ3DUoGPiTvmfx8VXVb7
U7i1V7OwME+5WSQQSJIoUtyRV1CFiCUCjmVI5glacuJtPjz7z8/2qeiDVp78rqFmsdm7SGyMhWEF
VU8PUmjvr1mLKa/3CdDUDYYLKjNM1ufmm8dvEGiFIvSLWhZvrcoYRyEh3C0pzZwFK1px+LlX4cKf
Fl3np1VVsoWmgE0durs8YmVLyZ1EhgLSoCQhKKaFWoC3cLjafFn3/aXpelBRpdmF+z6EdO+3AZF1
x5vjz/nJL/ybmrf8YrT/AKhkzeaH+7DqtZ9fweYZmOI7FXYq7FXYq7FXYq7FXYq7FUw8vf8AHf0z
/mLg/wCTi5DJ9J9zZi+oe9+guof7wXP/ABif/iJzmndvHLzWGT8xWgaRFlbU4F4c7MOz+grboZFn
LAU29Dn0opFDitKms6jMmpagpZPVi023Yh2twQDDIFLh/ScL7uEXwc9lVGPU5pPK/l2VZY2jmvFE
RD2xWpt6cY2UmNio/wB9SSH/ACTiqCvNTcanqFyzRmZ9R9CWQNZkmjAKh5yfaUGnFgrf5FPhxVjV
hqpkttPFYwhMxjJfTCtEiUhk43cqkVbqm47hRRippnPlPVLp9O0Zo7gsJdXdUMZtmUuLKQngYxOp
agO0bO1P2AKsFCh+k7hbDVm5h/q72YYN9V4giWBl58jGBQ0I9RkbwDH7SrtY1BkXzNV0Bhi04z1N
qDQ2UlPV9Qpx+Hp64iFPslh8QVSW2vT6MRSRBxvLVQwNlsyxsRuGb4vp5eK8d8VTyHUbkeR9PlE3
7n6xZ8CDbenVzxFGAMHypM3+TyO2KvYtNr+jrWvX0Y6/8CPYYq+Ov+ckv/Juat/xitP+oZM3mh/u
w6vWfX8HmGZjiOxV2KuxV2KuxV2KuxV2KuxVMPL3/Hf0z/mLg/5OLkMn0n3NmL6h736C6h/vBc/8
Yn/4ic5p3bxq9+rp5lF8PrhtvraScI4yw9KNAH/dpB6e+3FSSpNT1xVE3EUEt5clnmEZt4kHBEpU
RvXgBH6ZbpuhY+Paiq2SKz/RumRq1yQk5IJRVbikahTP+75CoO4lotfHFUMI4o9Xv5A926/WGZEE
clAikbxhERSGHUR1XpUmoxVLRbyKtnwW9PFJPW+G65BvTFAf9HVmFehevtU7Yqyzy5FaiCx+sCcM
uouzh+JPH6oQPU9VEbjy/wB+UWvSppiqWtFCbK8H+kBna29EqK1oYS3D4GIXrUx/D/NTfFVS8itk
OquGuHDx2QjVQp3+rScvS9NOxpy9Kpr9remKpXDHHxhqbmvrWlQRJSlDy6r9n/ha++Kq0CcjGXa5
4r9UUoxk3JJJNCgNaD4u9Pt/Dvir2fTKfo61p09GOnT+UeG2Kvjv/nJL/wAm5q3/ABitP+oZM3mh
/uw6vWfX8HmGZjiOxV2KuxV2KuxV2KuxV2KuxVMPL3/Hf0z/AJi4P+Ti5DJ9J9zZi+oe9+hUqc4n
SgbkpHE7A1FKGmc07sPN7ryXJJYq+q+VtAn1AuRbRgTzIWdf3lWMLMhZEIJp2G5rtMiN9XZSjo+P
aWTg/qxv70s1jTfMX6We2tdC0OSW5hiWX10vZJ5YgtD6ir8fopI7irVG/ia5KIh1tyMMOzuH1yy3
5cP45UynSfK+gro9odd0S0hurBpJYorOG4eC3NT8dvzRWRioFeIBrlcqvZ1mpGITPhGRh/S5/Ymr
+QfJchlL6Nat67maflGCJJG6u4P2m/yjvgaFA/ll+XrJHG3l2wMcIYQxmBCqBwFfgtKLyUAGnUYr
aOtfJ/lm0SFLXTooEtpTcWyRgosUzIYzJGAaI5QlSy70JxVSbyL5QZJkbSbd0uGSS5Vl5CV4uPpv
JX7bJwXizVIpirdx5H8o3IuRcaVbzfXREL31F5+uIEMcQm5V9T00YheVaDpiqmv5f+S1IK6PbAh1
lBCb+og4q/8Arcfhr1pt0xVuPyB5LjQJHo9skaiJQipRQsBLQrxG3GNiWQdFO43xVPo40jjWNBRE
AVR4AbDFXxn/AM5Jf+Tc1b/jFaf9QyZvND/dh1es+v4PMMzHEdirsVdirsVdirsVdirsVdiqYeXv
+O/pn/MXB/ycXIZPpPubMX1D3v0MzmndsI82+aUFtLxjaFtMvuDxmZ4ZpAkJYMoiZG9N2cKGLUPh
jTfpsPizEbq2ESfmdo9xYadqUtg8l3PO0KA3V9wQIUdWWVipapZSPhA98mYjn0diezIgcYmfDNUe
HezY3HFtyPV3mL8yra5j1LS7H6xEW0+We2u3ub2OXkIWkAMRduP2SBVqnwpvjKFe9Gbsrw4m5fvI
jiIrarr6r/R8XqfmWTVohbPYalFZNLIsCQSwJOZpJDsE5zW+6rViA1aA5B1CUw+Zbj65qMM+j6pP
Pa3a280kDRLDyaKJo+C/WjQMkiMadye9cVWXOvJY2E4utF1HTbPjJxuY3dkj5BmLuIn5pvvUA74W
444VYl8wf2/oSX86dV0/TYtNuL2TUI1FxCITpsqRM0p9TikvqT2qtG3VxyPwgkigLANQZH5UsNHk
0a3uuF5KbmCKVvrXORt1BBBjaaP4gwJ4Ow/HFDF/qit5k1u3ttSu4mkcSw2x0/VJEiEELghJJWMD
8iyNwgpXuCRXFVPzlfeZdLuLKPSreW+huJPSuiNNllEKGcj1HkjuLZolEdfi9OTp27qvULD/AHht
v+MSf8RGKvjn/nJL/wAm5q3/ABitP+oZM3mh/uw6vWfX8HmGZjiOxV2KuxV2KuxV2KuxV2KuxVMP
L3/Hf0z/AJi4P+Ti5DJ9J9zZi+oe9+hbMqqWYgKBUk7AAZzTuwGM+YvLNrfwRpYCBGkv0ur0SySK
jjgVlosZoXdPh+VcWceKJsWCwPW28taVfDyxHp7XN4bxPqtlFbXMkETMtu7iMJwXgY5eTNuft7/B
QEyNt51uYyMjOXEeZsssvvyy0vUbiaXULWC4a5kiM0jSTeoIY+AMKuCGZSEP2ydz1pQBs1TWdTkM
OAyPB3Xt8mZ3FvHPH6cnLjyVvhZkNUYMvxKQeowNLF/M8PlLQIJ9Y1Jr+MXMnqSC1uL9vUmhg5D9
3DJxDelbUFQKkAdSMVRGlafo+uaUbj09Ugt5zLEYLu6vYnZVZoy3Ezbo4FVYfaUgjFU11PQ9P1Jk
a6TmYyCoIVhVSSpo4bcE4qxj8xPMN15R0e31OCK71My3cVtJbRvJ6nCXkKxCKCfk/KgVWCg/zDbF
QwnQ/wAz/N9zq2l6VrOlvpwu75YgUS/eV45FctLHWzjooZ0HJ34/a8NlNPXW0eNl4m4noQVajKOQ
JJPKi/Fux64oRsUaxxpGv2UUKvyApir40/5yS/8AJuat/wAYrT/qGTN5of7sOr1n1/B5hmY4jsVd
irsVdirOvyY8h6Z5386Jo+pzywWSW8tzL6HESN6ZVQoZgwXd+tDmNqsxxwsORp8YnKi9/wD+hVfy
z/3/AKn/AMj4v+qOa38/k8nO/KQ7nf8AQqv5Z/7/ANT/AOR8X/VHH8/k8l/KQ7nf9Cq/ln/v/U/+
R8X/AFRx/P5PJfykO5i/5nf845+SfL/kjVNb0q6vkvNPjEyrPJHLG4DBSpARCK161y7BrZymAa3a
8ulgIkjo+fvL3/Hf0z/mLg/5OLmyyfSfc4OL6h7337r1jFf6Jf2UqNJHcQSRtGjOjMGUjiGQqwr7
HOad7AkEEGnyouiam1teySxazHKhaVro6ZrbBVBhpMqyXa+nJ6kbkmr1HZQNpfH73ZRySHLN9s/+
JZl5a1rTPqNvBra+dLq9s4nje4sRrNrAYuTSAOpneTkqt15GtAMFDv8AvccYIVfiR+Uv+JZWL/8A
LO54BLrzY5uoSF9KTzI5KBzFUpGWIJ9PlQrUjcjfeLiMy0Lybo6XNprltqWrzy+jC0QutQu3Qp6Q
UerbSP6ZZl+1zSvLfZt8KGV4q7FXYq7FXYq7FWOaRqV9LrYt5ZXaFoHk4vwpyEhWq8RWlNt85Ts3
XZp63w5SkYeGZb8PPiraunTfd2mpwQGLiAF8Xn3PLfzo8meWr2Lzfr91YmTVbS3iNvdAtRSLdePI
cgOg22zZ4+0tRHX+EJS8MSx7AR4fVd8RO+/SnGyabGdPxEDi4Zb9duVPl+xtfrd3Hb+tFB6hp607
cI12/abemd3mycEDKjKug3PwDzOKHHIRsC+/km0vlNo4HlGr6XIUCn0kul5nmeOwIANO++2a+Pag
MhHw8ou9+A1tv/Z38nLOgoXx4/8ATLv8ImoC6zpZPet0oH2uOxp4b4/yp/tWX/SHu/AT+Q/2zH/p
nR+U42i9RtZ05aRNIVNwOXMciIwOtTx/HGXaZBrwsp9QH0+7f3b/AGJGgFf3kOXf9ikfLDhZX/Se
nFYo/UB+tJV6cvgRftFvh8O4yz+URYHh5NzX0HbluelfqLX+S5+vHt/Sej/84sf+TOf/ALZ1x/xO
PJ9of3fxRovrPufXeaV2bsVdirCPzt/8lT5k/wCYT/jdcv0v95H3teb6D7nxV5e/47+mf8xcH/Jx
c32T6T7nUYvqHvfoRcxGa2lhBAMiMgLDkvxCm6nqPbOad28Nuv8AnHjzVcRakkvmaxme7ESxNLo9
kdodl50QbqvwrTpuaVOwplaJ0b8hvNNlFCp1+xgZLf0iY9Nt5uLi3ihI/eqDIkhhDScqHZVXiAat
ItS1P/nHvzJdXIul8wabLOsUKIZtHtlCPbiNEaP0+JTlFAikg7b8R9ni0tvS/J/ljVtBVIZbmxlt
2hJvGt7IW0812zcmmd43WKhq1QIhU7+2FDJ8VdirsVdirsVdirENAuY5vMhCAj0beSNq03YS12p8
84bsbURydoGv4ccon38f7Xd6yBjg36yB+xh35v3EaaJ5yhYH1JbZeBFKDjbqTXM054x7XjA3xSli
ru2520mBOjJ6CM3yfo8mkR6hE+rwT3Onjl6sNrKsErHiePGR0mUfFSvw9M9Sldbc3joVe/Jktrd/
lF6XO70zXROHYiKK9tPSMZdioLNbc6hOIPia9MpIy9DH5FtvF3SWpeflM1y7SaXriW/BBEiX1qze
oC3MsTajYjjSnvjWWucfkt4r5SUku/ytH1h30rW2Jc/VYhqFqoEfAD43+pseXPkdl6UHjU1k74/I
/rReLukjYbv8l/QVpdN8wi4CgtEt5ZmMsWNRz+rq1AKUPHfwGRIzd8ftZA4u6SN8vecfy98t6smr
aDb+YrK/hQrFKt9YkNy+0sivZOpU7dQfltkZ4skxUuGvcf1phkxxNji+xma/85L3PFUafXN92lE2
jlh7AfowKco/I/1ft/W3fmx/S+xu3/5yTlpcevf67ViwtaDRm4jhRef+gpyPMVNKbGnbdOh8o/7L
9ajVx/pfY1af85LXAtUju7rW2n4I0k8baQKy7c1VDp9AncE1OJ0O+3D9v61GrFdfsef+avzl/MTz
HY3GlahrUs2kzPUwelbQs6KfhWRreOIsPFelcyselhE2Bu409RKVi9mMeXv+O/pn/MXB/wAnFy3J
9J9zDF9Q97//2Q==
uuid:bcefccc0-d70f-4c72-8375-9f00c9443401
xmp.did:eb2268b1-9d04-244e-9357-4079ce34af13
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:8f62a79b-5d90-4552-97cc-d4572c3be2c7
xmp.did:55EA1960BF21ED11AB47EFB7AFD14AD9
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:55EA1960BF21ED11AB47EFB7AFD14AD9
2022-08-22T11:06:28+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:eb2268b1-9d04-244e-9357-4079ce34af13
2022-09-28T11:10:04+08:00
Adobe Illustrator 24.1 (Windows)
/
EmbedByReference
C:\Users\Administrator\Desktop\G3-机图.psd
EmbedByReference
C:\Users\Administrator\Desktop\G3-底图.psd
C:\Users\Administrator\Desktop\G3-机图.psd
C:\Users\Administrator\Desktop\G3-底图.psd
Print
Adobe Illustrator
False
True
1
210.001656
284.998619
Millimeters
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
SimHei
黑体
Regular
Open Type
Version 5.03
False
simhei.ttf
AdobeHeitiStd-Regular
Adobe 黑体 Std
R
Open Type
Version 5.018;PS 5.007;hotconv 1.0.68;makeotf.lib2.5.35818
False
AdobeHeitiStd-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 130 C
PANTONE 2925 C
默认色板组
0
白色
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
黑色
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK 红
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黄
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 绿
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 蓝
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋红
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 Orange 021 CVU (2)
SPOT
100.000000
LAB
63.921600
52
62
PANTONE 2925 C
SPOT
100.000000
LAB
59.607800
-17
-45
PANTONE 130 C
SPOT
100.000000
LAB
75.294098
22
83
灰色
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
明亮
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 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 32 0 R/TrimBox[8.50389 8.50389 603.784 816.374]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 45 0 R/TrimBox[8.50389 8.50389 603.784 816.374]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 48 0 R/TrimBox[8.50389 8.50389 603.784 816.374]/Type/Page>>
endobj
18 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 52 0 R/TrimBox[8.50389 8.50389 603.784 816.374]/Type/Page>>
endobj
49 0 obj
<>stream
HlWˮ%
W: 1:8
kxfO)u=ҋG?>1?ybį~z|积O~_9>p*==flOր-c[7_/藜)!c7]v(W:bKw!|n8 <@Wѽ$c[xVWt9߯QU