%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
真月月澳利A3四頁
2022-04-06T16:51:24+08:00
2022-04-06T16:51:24+08:00
2022-04-06T16:51:24+08:00
Adobe Illustrator CC 22.0 (Macintosh)
256
188
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAvAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AkfmvUb6z1GltZPdiQ/GU
r8NAKdAafPMvSZskNPj4I8Xf83Q9q5ZQzGo8X9gSybVdYS5kiWxVkWQKjVn3RilCSsLJXiXrRqAg
b77Z8s2QEjh+9vjhxkA39yvp11rdxxe5tYIIj14ySs/VgfhkiiI6L19/as8c8h5gUwyQxjkTaZZk
OOleu+YLXSYhzHqXEn93CDQkeJPYZKMbYTmIsWl8xeaLloDEwhF21LWFAgZxy4clD1cry+Hl9moP
gcx8mswY58Eper4/fyvy58u8MoYM04ccR6fh/b8eXyXWHnLWoUE95EZ7PkqNKycCGZeagMAFqV+I
A9Rl0cmOR4YyBlV1fS6v57e9qvJEXIGrrl17ve9a8gGyvLiw1KCQSiSVAlP2PiAIbwbNB2jrZ+MM
Q2HXz/Y73Q6ePh+JzP3fteirqXmMyTc7KCKJZZEgq1xI7RpIyK7BISq81AYCp65iGUu772yM572A
N/P9SNttTme3ieaznjmZFMkYWoViNwDtWhyQntybBLbcKn6Q/wCXaf8A4D+3DxeSeJ36Q/5dp/8A
gP7ceLyXid+kP+Xaf/gP7ceLyXid+kP+Xaf/AID+3Hi8l4nfpD/l2n/4D+3Hi8l4kUrclDUIqK0P
UfPJMkl8yPOic4I/WnWNjFCDTm4+ytfc7ZXkacpPRILy7vrOq3M1jFP6RmEMjzIxUDrR41oK1Fem
UkkdzRKRHOrROny3N3bCeOIXMTH93cWp9SJ16hlY06jJRJLOEuIWNx5In0b3/lkm/wCBH9cO/cyo
9zvRvf8Alkm/4Ef1x37lo9zvRvf+WSb/AIEf1x37lo9zvRvf+WSb/gR/XHfuWj3O9K7G7WsqqOrF
RQDxO+O/ctHua4yt/dxNLTqEFafPFUOl9DIoaP41JoCrIRWpWmzfzKRg4mIkCq27yXMfq28LzRnY
PHxZfvBOEG0g3yVPRvf+WSb/AIEf1x37k0e53o3v/LJN/wACP6479y0e53o3v/LJN/wI/rjv3LR7
neje/wDLJN/wI/rjv3LR7nFJ1/vYXi8OYpX5b4q8j826uumXQla1uLv1544AlqnqMvNa83FRRBx3
ObfQZeDTQNX/AGlxdTi488hdfgJHH5xt3gsJP0bfrNfycFtTbn1Yl5lDJMK0RBsa16EZkjWChsbL
WdGbO42buPNrRQRTDSNQk9RYWMaxD1E9flUMnKtY+I5+HIYnWf0So0f9IIrQfMCaus3+g3VhJAVD
w3kYichxyBChm2y3Dn4yRRFNWbBwAGwbYoLq1utWvNSvjHJCDKiRu0YMcalUR1VyQ5q4AHErXr2r
hdqa84/3UPqoHY9e79PPl5FydH2TLLj8YnayKPcOo799u673R+rWl3fWaT3AutItDKL+VdQVkMcQ
ThdQkyKirBRyeLA1CufhbbOfxaWPFZ7vt7/227TjIhw0R99fj8BbYeari30mCa8tFv4LtpV1Pdz6
d437xbad1WRAqxSKO43LbDbKsujHFx2QRVV3Ct+m45+/q5OnI4eDbhN8+V9x5/2Mh/J8X2iedU8v
3bl0uEhuoiRSrhlBIFTT9pffjm81OSOpxwzAVKMqP4+XzdZj00tLlliJuJiJA/j4j4Mk892GqXPm
vXVTVWt7cx/vLeSdY0jRYonj63K0ErluqA0Ugdc53Ug8ct3uOzssI4Mfos3zq73N/wAPQefMsUSb
XoLaGO71GWJUDQRW4m+KkkqkRrW7Rk5cm+Jgp4hgelMxrNc3ZEYpEmMQet13Dn9H2C9yEa195o9G
S7W/UzRGWVrr9IjlKJ4lVeEIvqI/Hmy0Aqo26UyzinV39rV4eGxHh2NbcHKj3+HuOQPmvvXvYYJT
DfBZ7jk11CLmrxj0ghaRZdTahpOwJZdiNtqHE8ufP8d6MYiSLjsOXp579KxeQWXUGpNG6z30Vwk1
vHbSR3N6s0qCRRJOqR/XgECFASD0+W+RN1ub+P7VhKF7RIok7RobbDfw97Ro07T7f1BbeZJLea1W
S3uf3qtFGkoULzpqEgArWI8GPxUNNuWT4QOUvu/W1eLOVXiBBojbc13fu/8AO36fJWj1jQNML2Wr
XN9JOkspF1Fe+lG/NBbSoOU9y7IFH26faQ8T2wiYGxs/ivNicGXJ6sYjVDbgv+kP4Yi/LuO/e9ys
Wjaxt2jLNGYkKFzVipUU5EdT45u4fSKeNyXxG+9B6n/vbbfMf8SwS5tEuYeJ/nnr1/onnvSbDS9M
0dotRta3E97byStWSSYSFzCFdENa8wwJPU8eWJgGEtJimblEE+5iWl/mz+ZlhDo6+W9P00W0ytPN
Zadp+oSRyoZDGnMtA0tK90lYmvXcDCBXJsxYIYxwxFBlHlfz5+feoatLo7G1uLy3Qssk2m39rBM8
gkl4PcPbRJD6S8OPOMBxQB+RrhbCAya1h/5ycF3LFcXGhGK4SSZLgIxjtpCF4QIo4yOvw0qwqCxP
JgFGK7LL6L/nJ9oGS2m0NZLecmOdaqbmJPV+F4nSRVEnKOlHUrx3O5x3XZdbQ/8AOTS3V2/raM9u
LwPaR3RAJtgWQxn6vH0YcXry5Dfr9kK7Mm8lw/mzENUXzxcaXcWixsthJYLIszMtQXkBAQKy7061
xPJEuSd2Vnb3kF3a3CJJBNHwkjkHJCD2Zdqj2yERbSIiQIO4L5pfzpO13NBpK6N+jdPjE3qQ21rL
JdS2ZZkuFVb1bhC8wWMRhvhR6mq1OPDEMI9n4aoQHQ8u5dp/52+b9E0hvqC6Zp9mkTOot7a1BciQ
R+oUa+kkmXmHWsfjy3FBhjQ5N+PTxxiojhDJbT/nIHzgmkzm7utMk1CeJDpnprasSfrZgblGNQHK
R0qwVTwXj9omoyVs6Qz/AJ9ed/rEMtrqunTQ3Po2sVtMmnoVnURmWV6aiv7uSTkg/eUA32opZtNK
Vj/zkH56EMYubyxlkaZeEhSySOQRsTNAskd7J8b+oio3Gi7FtiXDa0jb783/AMxYtD0KeTXLG0uN
VMQu5XtrErbJLJIIZmc33DjLHGTTh+ydx0xRT1ry15ibzH5L0XWHnjuJrqIm4khCqnqqeMigJJMo
4sCKBz88jNryPOPN+i2WpCW0v4vWs7kKzpyZKlCCPiQq2xUHrmd2TKOXT8B/hP7XD1/FjzcQ6hiN
r+Wvla1leSBLiMOa+mlzMijttxZTsOlTmd+Qx31aPz2TyZPFGsUSRLXiihV5EsaAU3Zqk/M5lxFC
nEkbNrsKHkM+k3UPnSGC2iLagt3FFbKjCJ5AZ0liQSH7PJgpBPTIanQ4skTkOxrnv3VdeTkaXtDN
AxxjeN7Db+ddXXe9yuPJ+naBYyXMsL6hqHKXm0MqwmNnib91DLJJBQvwAG4+LixpxBXkiKey4hPm
GLfmNoy6d5SvtU0u0C0ktreYh/S+qICFi9JNvgXgsaxrQKKbcBTMvR6cZclSPNxNfqDixXEcvxfz
QX5GLf6n5yg1G4hijhsB6YkiUqWe4lDBWNTWgDH6ffMrWaaOliIAk8cuRPcP7HV4tZPVS45CI4Bz
A52f7fn5vQfPflXzJc+adXuLWy+sWl/FEizLEpcCNY2LswtJiwjZAOIYs37NSPh5/U4pmZoWC9j2
drMMcMBKVSiT177/AKY59/Lv8yv/AATqbTQLqFu/F2ia/wDWjT95MnFpI/VWzYOgjRyCJCC23UjK
PAPUfj5OR/KEADwHv4aPIdDXHzuunJB6t+Xl9FaPdNbRQW6QwbmLhuysCWMlhEQxdakfs16/ZBGT
BIC+nx/UG7D2pEy4bJNnr+rIenz+ZSu20ELEYTHBPJbuqyh4viii9MvGWV7JZCsjsVJ415AAVrTK
+FyZ6ne7Ivz5m9/8pW3v5Jtp35ceYGMMbRwXVlDNzkeNBIWjJd2iiZrHkn+qWC17Ana6OCR8x+PJ
xsvauLc2RIj3b7bn95+35JpYeS/NGnsttp0JsxJbAXM0CN/eKxEbO8tiWeoC14EFfi2FfikMExsP
uP6nGy6/Dk9Uzxera+7rsMm3x57b9wfUZvN955iuLOeVr5opLmSCRbZ5XhRk+BVMli3CjRL/AHdP
i61YbRmZykRz+H7GeKOCOISA4bEb9VXv5ZN+fXp3B7TpMskul2ckvP1XhjMnqI0b8ioryRwrKa9i
M3OO+EW8lmAEyB3nzQ2p/wC9tt8x/wASxlzcaXMPG/8AnIRLeHzBptwttbvcz2UkElxLBDLJ6Ydh
wV5FZlH7xvskdTleSRBdH21rsuExGOVXfckFtpHm/wApRSTaPf6NFJp9syubBrA3K2/MO6fYExXm
3IjuffImR73EzZtbAE+JE0LIBjfypRX81PP7WqOdeaNy7qS0cZqAFI+zE3jkeMuGO1dQYg8dbnp7
vJmGg6p+Z895YSTa9a6hb3cKz/U47q3gmKSxsVJLQMycDQt8J8O+SEj3uy0+TVmUSZxkCLqwDR/z
eijrmt/mZBLd3dr5itYdNt0MjKLq2u2j4lUKM8UCEuXJoOA/A4mR70Z8urFyGSIgPMSr/Y/oSPTP
Pn5marPb2djroe5maYl3WKONVijV/jeSNVXvkRMuJi12qyERjPc30HQDyZv+WXmDzhe6zr+l+Yr8
Xj2NsCFQwuiu3Wjwih22O+2WQkb3dp2ZqM0pzhllxGNd36HoGibyS/6o/Xk4O4xvBfzB0Gz8jalY
zNp2in14RLqU9lp1vb/u45lVysN1qCxpyTigPpN8bdeTAYZwEhRDmYc88ZuEjE+RY/o2j+Z/NGsa
vrdj5bs9es4JPQhmew05hGyAM1v9Xi1GGGqmhLEyN8VQB3EYCPIIyZpTriJJCfR+U/zJl1qWW6/L
/RzJ6c18Gl063kie6ZYVkQKNSaJTIij4id2BIWpdsm1pxq+rfn1ZukEHlq0npdCJLuLTICUEf7xZ
Y+N/KKMXIBdVA3qytXFGy+31b89oby9huNID2zR2t3Ci6RbOgaYKPSj43sQ9RJEJl9R248eXwjgG
V2UbXVfzjuLqPSrvypbQ6PDCV5jRYnjjYRyiFYYTfhSpoyn4hx5AcRy3V2eoaImpJ5R0ZdTtUstQ
EX+k2scSQJG/cCKNpEX5KxyM2rIkN35fv7mL03s5/FWEb1B+7NdpMubBPiiD5iubl6jFDLGiUjn8
p+YI2PGxmkXsyxt+qmdVg7RxzG9xPmC6LLoZxO248kP/AIe1/wD6tl3/AMiJP+acy/Hh/OHzcfwZ
9x+Tv8Pa/wD9Wy7/AOREn/NOPjQ/nD5r4M+4/JA3X5baxqGoWerx2U0F/ps0U0XqRSKJfScOI3+E
kDb7VDTwOYuq7SjjjwAGXEDy3rz/AGOTpdFKUhM+nhIO/WvxzQvmyz/MVrviNGvZIFd3QxW8k4Je
gJHpgkV4jrnLyMjyB+T18MmPvCJuvK/nrzB5Nm0aXT5rU30ltHLLcRyIYobUgq4j41dqRhKbVrWu
Z2k1PhSEyJGulfBwNfGOWBhEjf8AXbMPJPk0+XVsbK1s5lhilR5pnjYF3qOUjmnt9GYuTPlz5/Em
D+oNGPDDFj4IsN/MvV7mD8wJ/rAeGxl9O0mZ3tZFkhqGJEbQyfApFaMGow6g0zA1Mv3pe07JwCWl
FbyFy/iG/v4hv7q2Y6t7e2epLLLakX8TSGX05bEwM8ZR35Fo5Y3dQgd2NeL9lplF0XP8OM4UD6du
k73vzBA3oDqOpV7rX9Qv3gFr6Ud3czqNODS6fKFVWDokrmMTn96aqJCFB7eEuImv2MIaaEAeK+ED
1bTHy34eXOt0tivjI5ilRSjRut48UtiJZOJD8nnEJoHkK7szH55C3Iljrcd+1idDpy4ug9yZ+Vtb
Oi3hM893aXLSekY9LawMvNn4lCjoOvpitKjpXJ4p8Jvf4OPrNP40dhGUav18dff5vbtB/Mry/qNo
JL9xo9y0qwpaXrxrI5ZVZStDv9sVHUd822LVwkN9nj9T2VlhKo/vBV3G6/GyKb8yPIa9dds+oXaV
TuxAHTtv17ZZ+ax97WOytV/qcvkyGOSOSNZI2DxuAyOpqCCKgg5cDbgEEGil2p/7223zH/EsjLm1
S5hgv5p+SpfMut2hZZ0gtbGZ1uIo3kUzBxwhIRJCC9a17AdDleSJJdV2nofHmLuhE7+e23IsRb8k
ow8AFxdkShS/+jy1T4lV60jK7KSy71NOgOV8BcA9hQ23l+PgmPkj8tr221G8SZrmwjspI5LO5e2W
eO59QGpCTQgpw4CopXfDHGev3N2h7OMJEeqIibBoHi+cdk+byZd3809jLJe2Vu1sIDeixsVDrVTQ
PG0lxzptyIHT72MSdq+wfrdtm7NBhYy8xVCO/vsw/SqW/ky70iwT6pcXd45LusYsbWSRGlZWPxXJ
jDcGFV5E0pT2xMCOW/w/Wx02gAFeJw89zG+fuifhf3ISb8rmE8l8msal9bSFuPo28cbuJIxG8QFE
iBZYwCaipNSe+Hw3HHZYM78SQPfXft0Hl3X8U78q+UpdKuLzVLi+vr27vbIRTfX1USRiIDgpdSys
aHsxyUI9XIw6IYZyPGZ2Ks+XwB+bIdE/vZf9UfrycHJxvAfzG/Kvz9a6layac97rkklkLeSS0W94
KY3DxhpJ9TLj4kLUB41oSrP8WTbgUu0zQfzikEkF3outrNaoiRRJc3S2zBYEUGq6raLzRomYsnL1
CeiHFOyYy+XvzL1K91K4l0zX0thcx3SWjzXUQKes/K2ipqzLVq1EirxXrQBlxQjNDuvz28tStbWm
gXTs6AzeskmoxluIJKyTas/Ej4U4hqbEjuMV2ZbqPnb84rOdpn8tXb2UPqM9vBY20lxL9t4wskWp
XCqAgVWpGxJ6CpoqqFj81/n4s8jzaLysxEfSKadEJHlLcF4x/pRqAFw55lfhU9Diuz0KGTWJNB02
TWUVNUdCbtEUIoc9goeYL8ubfPIzasiE8/8Am1vLi28p4lbkOqK8ipUxqZG4j1YmOyha9ASvjmPq
c5x05+k7PyakkQPLyl3+X42YPb/nDeTRsIbdHfiXqblA3CMF2qrXe3wrvTMQa6Xc7A+zmaPOcf8A
Sz/UiLD83rxLidT6VzJOyC1gV4SoVUcs/JrtuA+CrciKeGSGuPcwj7PagbynGv6s9uXlvfkyFvPf
mpb6C0bQpi04DgpGkhVKqrsVS4ZvgZqNlv5qd1wtA7NuJl4uPb+t+N030HWfNeqo7zaeNNUBGQXc
LIzB0V/siUkEFiCO1N6dMuxZMkuYpxdTpjiNCcJ+6+9NuHmL/ftp/wAi5f8AmvLfX5OL6vJ3DzF/
v20/5Fy/814+vyX1eSKtBfhW+uNEzV+H0VZRT35FslG+rIX1eDfmtrcs3mrVrKS6WGGFVgVldy3F
oRJxCC5C1LqVqI+9HoM02rmTkL3PY2nAwQkBZO/21z4O7fn7kmbV7jT7aJLF4Z7Y27mKO4mHpCCd
zII2C3m7pLyU1XfetVyi6csYBMkysG+g3sbX9HKt/wBqCuNSW6ufVmmhlYxN6chmeMRngZEhRVu/
hVSwH2actvFsiS3RxcMaAI37gfK/o/A+SpHey+nBbO0UUkafuhDdMDG4lqobnexnkACvHttTEFgc
YsyFkecee3ljPv8ANpp4rOx+qvNbkxS+o31R0dpVLOUZ547snjG7cgHoasPoTsKSImcuICW469OX
Qw6ju7kZDqyG6sLWS9kMUUpbUlN4wiMcjLEwqb11DKvdCeo8KCQlyDVLCeGUhEWR6fTvY3/1P701
m8q+X5HjNt5y0uKK4mZQFe6LEuCpDJJcScQV/aYjf9rxuOCP86LjR1mUA3gyGh/R/REfL7HvGlJB
HpdnHbyrPbpBGsUyHkroEAVlarVBG9anNzjAEQB3PFZiTMkijZQ2p/7223zH/EsZc3HlzDxL87tT
uNJ8+6ZaWV0tp9YsxNLd3V26sA08xdImkvrbiW+yileG9OSqDxEoAlpnocczxHiv+tL9aQS/n35k
0/y5HcadqUUttZSJDdyywxXU/OVG6+rqUskqu3J4+PEpwKsGX4slycnHjERQv4kn7S3df85B/mBp
ltPez32mXy3KJLYxRraARKIwzc4lvDNV2JSnI7qWWq0DG2dIv/lef5hXSQWlrc2K6leFLeDjLpBU
TVijkYI1/V6uJPTqVXcDemNopkn6W/5yWmkv7f6tDbQ2rTPb3y2VuXuPSPGOKONrxgBNXlVl2/mx
XZ195h/5yLW7t4YNKcqZZBPMtlZGMxIgAKqdQJqz7/FItQdvskFXZkX5bX35uTT6tF56gZLUWwey
kaG1h/eb81Btp7iux/apieSJcmYWNlb3sN1aXKl4J4+EihmQkHwZSrKfcGuQiLaBESBB5F87+bfz
H0TSp73y5Y2NxI1s6m7M2o6iLiinm3BRbNEqHm9SQQwYMtdjg8Mcmj+TcZhw3Pf+kf1/NOdH/P6L
RtOSO2srG1ikvfq7re32pSslQzOZPVtOcZjIVCQpUsewXJRADl4sAgKF/E395Ta6/wCcl0sfNNto
t/b6bHbG79K8v4bq5lCQ8zH9lraJUkRvtcnpsfY4RK24wIZHJ/zkz+Ua/wB1qU87HgI0jtZ+TmRu
NFVlU7dTXt0rUVNsaKy4/wCcm/ylhiSU31y6SO6x8bWWrKjBfUAYKeB3ofYjqKY2tFdJ/wA5MflR
G0yPe3IeGisn1aSpclxwUU3Pwdfs7jfG1osvtvMOmeY9A07W9LdpNPvlaS3d0aNioPHdWAI3XIza
sjFfzzsFlsNIu6heN0bd2+rRTECZDRmeQgqq0Pw1oa79BmD2hHYF6f2dy1Kcf6N/URyPl1eP3UM4
t3ItpxZ2gEbztpMEVH2r6zBzxYKQd232r1Oa0h6qEhfMcUv9sJ+WzTaNqCOstzZXtvMaNEn6Lj4s
vIDluYhuwFBxPWlfFMSOaRngdhKJH/DD+38bp3pD69oV9Nc2Wizy3YEbxLeaOyMtJEWirFIF+0FY
Fh9ofDxJ3sjxQPLfzDhZxizREZTAjv8ATl8j3j3/AA52GWH81/Of1OQLDKb1nAjRtLdaBeXPgRdG
tCoB5DYVzI/Ozrz9zrP5G0/ENxw/8M/44h7j81PzCuUMdvazW4EzK1xHpsjUVWFQeckg2VWr8Feu
ROsykbfczj2NpY7kg7cvEH6h96vJ+afn8pGw0+5jZYiZgdLcISzni4JnJpxoPn+Ejq8v4DAdj6X+
dHn/AKoP+JZ7+X3mDXNYt7w6vFPFLAYeHr2jWdecQL8VZ35UcHfMzS5JSvi8ulOl7T02PER4ZBBv
lLi6+4dGBeeorPTfN15NqWjWmqWd9PHI7us7TRRhIomPKGFabOaAufiI7jMLUVHIbFgu67OlLJgA
hOUJRB7qJ3PWX6BsustS/LhbG1m1vyqkdzcNJFxs7Wd1UrKUAf1Ei+JqVpu3iBtjHJiocUfkjJi1
fERjy7CvqkO7pRP6kat/+R6IEl0RoY5CwZ5bG4+FuW68uLMDXYcenTbLBPT9zV4faR5ZL/z4oixl
/JuX07ey0OS5t71lRZ1srl4iyyFR8bioI5VJHbr4YQdPyA+9ryDtAWZZKMenFG+S2DVPyRtx9aj0
0I0jSCRPqdw1B8EhLx8SAlVUptQfs03xGTT9yZYe0Zeky7v4o+Y53z539qIcflS8hli8t3E7xoFb
0tPuagENAUKFVb4AvFjSgJG9cJ8DpEn5tY/OgUcoH+fHyKk6/lIvESeXLmNGHFf9AuuLVYNQhR9q
qD7Qr9GC8H80/azB1x5ZY/6eP46vTrb0fq0Xorxh4L6S0K0Wnwih3G2bKNUK5POzuzfNAan/AL22
3zH/ABLIy5tMuYeT+bNYt9N80GTWzqVlcUnNmr3WnUlt4ZnuGkRpxyEaLX4afCAN98rIN9XWSGbj
JAy1fQwo7+f4pO9E1LyRBbQa/rvmaO7tvqMZTT9SmtJlgDMzidFiFAWWThyA3Wgy2A23djp4yEBx
XfnV/ZsnU/5kflLa+X5L6TVdPGictyih43kB+ykaKfUfavFVLbV7ZJup1x+aP5RQSQXM2vaWJHUt
bTc0YlFcxkowB+HkhFR4Y2tKtn+cX5X3hjFv5ksmeUuEjLlXJjFWHBgGHtUb9sVpWP5r/lsJRD/i
Ox9UxCf0/VHL0jF63On8vpfHXw3xWkZYec/KuuS6jp+kanBfXljG31yGFuRi3ZKP2B5KRTAeSJcl
bSJI4jPJIwSNFqzsQAAO5JyEWuBp5Prf5T+bNf8AMV3qVz5q0yZrt7WWBOFyylrWB4+CwC6CpG7s
/JOTqa9NiGlY72wTik1z/wA4zebZbOGmv2x1BU4yXRfUCfiZWkX47iQNzIPL4VB2+EHfDTK00P8A
zjz5rktr1JfM1u11qBQS3rRahLcRRgupSGSS+J4mN9w1eXQ9K40tqkP5AeZDpUlneatYXLu5KF01
AmNEPKJVkN2XVFP7KcaeJritty/84/8AmNp5WXXYTbzXa3T20j6m6LQJRkY3vqiZfTZPUL1ZXP2a
Y0tvStA/Lbydotg9lBp6XEUzpLKLtpLweohVlKfWnnKBXQMoB2Ir13woTLWI0jigSNQiLUKqigA2
6AZCbXkYJ+ekVpNYaPDPd29oz3dEe4km+wVpI3oxAqyqKBmboDTauYPaAsB6f2dMhKZAMvT0A+G5
+4foecaNYXljZw6hpep6RaMsoj9UX11bSOeCSupBmRePTnSh2p12zAgCBYI+dF3+fLGcjCccktv5
kT3j+b8v1boue61qyfUHGuadL9ZnYXBi1G8Deo0p5OkSSK3LlHUGnTxBwkyje/2tUYY58P7uYobX
CPKu+vNSePzHJem3i1nT4obeFnkmfV5PRbmB4zFxzVwo7Cv2h2AjInn9rIHCI2YTsnl4Yv8A3Nbf
gIyxOtyxmzu9fs2jkhkJgi1q4WnJySWYNOj8+VONCaUrTc5IcXIy+1qyeGDxRxy5jc4o/sOya3f1
CXT0+sajBNZXLMfqa+YJuLody0haBfseiAqnap7Uyw1XPbu4v2ONDiE9okSHXwR9nq63uUsN9yFl
NPqFu0I9aU2VvrlwvCkNYTwl+KKvGhIY15fZG2V3sDfwtyPDriAib2FnFHv35c/l05vU/wAtLr1d
Kuo/Ukl9OYMsk1+dRdkkiR0PMqnAFTstPxrmz0crB/Xbzfa0KmDVbdIcHInp197B/wA75Jl1a3dl
dkWFhxlFrHC0QKMwjeQPJI3qFCQy8dgBvXMPX/UHcez4Bgff04ib351QG19b72I28nlVLAreQzxP
LbtNxb9HASt9ZHB1rSrem7qG22rxzEHDXV2khnMvSQaNf5Tb08vnR+9WaHyXbw38SPcyLCywkrFp
bH0vVCmTmGBrUAfH/NWm20vR5sRLUSMTtvvzyc65f2d3zC6jYeR7e6lhgS9Onw3Ba5nL2BuIlhYR
sRGFL8GeWgBbsNjglwXtdNuLLqZRBPDxGOw9dG9+fK6CPsvJ/wCnIoRb6dfvcqyxyzpDYeikaOUe
JvSaOhG45spb4fhHbJRxGY2Btoya7wSblCu653fQ738uW+5ZFp1n59ggtrfTLPzBGkkZN76k9lbo
jEtz9GKWOnJmBYtyBNa0qcvxwyAVES+5wMs9KSTOWHnttM/Mg/oVb65/Mi81K4e0tfMFpFco1vbH
1LUorIoBZomSMJy4MQ/MHpRviwk5SduJjjhpIQAkcMiNztL77N+6veNnrtgZTY2xlDiUxIZBJQPy
4ivKlRWvXNrC+EW8tkriNcrQep/7223zH/EsEubRLmHlH553VrBrlnDcWfNLu0VGuxqmo2RCrI/N
fQtEkiYFHKksKnl4LjKYDRqdfiwVxmr8rQ/lryxpi2Y1LzNpWrG4i9G506eyvNUuoEtoo1eAusvp
RkoyF6Mjbn4q9x4nkWR1caupVV/SWRW/5o/lTb6dZ2oilltbP4LUzwNO4ZFALF5C7lyD8Tk1Pc4P
GDh/y1p6uz8inVz+YPlE6P8ApS4026bSJRzN21kWhYO3p1Lbruygb+2PijuLce0cYhxni4O+il0P
5uflpzieGFxI0rGEragN6rfaYeDN6m598fGDSO2dOaonfyLIT5m0mRDI2jXrAOY1raVYvBybii1q
xTg1OPfD4nkXM/MirqXyUPL3nTyr5hm1KLSI2W8giLXZkh9J6VIoSdz8WIyAten12PNYhzjz2pMt
Ntba6S4t7mJJ7eVAskUihkYE9GU7EYxDeIiQIIsF4H5r1DW/JmqXV211pOkw+v61nEItPe4SJ/UN
u3opHJMKxhgDx36dcq4Zdzzx0OrjMnGIgXttD4dO5ktl+betaP5fudS8xatBdM0XqWksVzp6pwnR
hARDHEZnJeJ2HGtQPs7HJXP8U7DTfnIxPiDil03iB9yV67+b3mc6lK2meatNtLFm4RQS3elzspUB
Xq6oBuwJ+WNz/FNOePaBmTDaP+b+pk3lbzT+Zd9oE2otcw6tBcbWN/b3OnQQoeRi+ImJw59QEU23
FO+AykOf6G3TjXURIcc+lcI/3qby6p+Z01jM1hbuaFCl415pswRUC+qGSOBQ5PFuhHX2xE5EWP0N
mQayIrhIO25MfjtwtPrPn+HS44lMk2pTQb3E17pMcazkU5RokJ5pXcVPt74PF8/tDPwtaIUIyM63
Pp2Pwj96f6a2ut5b079POH1ceoLthwoWDkD+7AT7IHTLN63bsPieHHxPr6sb/PVtTGk6b9XkMUH1
g1KXCQMX9JzU8kGyoD0lHXdTsRh9oXQ7vx+Ob13s7weJKxZ4f5t9R59/9H4vMbbzT5itLaeziugI
5v38DtdWM03wqYOJmIJDcCdxvsKAbnNcJyAp6KejxSIkRy2PpmB38vx9wdN5m1ueaWW4eNoJSFNL
jTQGER9ShLQnmQZGIJ8T74mZPNY6PGAALsf0cnXb+dty+xEp5s8w+osqPbGHlE8cbXOkly0YBkaU
mMu5Yr8PSnbwyXGfL7Gs6LFVHivf+HL8K3281F/PuuyW0Nv9ZYryMTRNcaf6R4BxRl+rqvDi23Kq
nx7YnLIimY7MxAk15/TO+n9L9RRVv5z8zLbXEVreRC3KhizS6YvKUHgy7xrxRmLN8QqwA6VOIyyA
ofoapaDDYMom/dk5fPn9ya2v5n/oy3tfV0LTLyeG39N52ntBMVLyBlDxKF4nip4quWw1PDtwguNP
sjxCayTiDLlUq6d/x5l6X+Wvm258x6fdyT2EGntayrEsVvIsikFAdwv2aeGbDSZuMHYCnnu1dEME
wBIy4he4pgH5tXyR+bYLaeWaG1lUpcK9wVUqF5r6apdAAuWIrIiqNu2YOsPrr8ff+p3fYuMnASAD
Ictvv9H3Enml2pa5+W0/pwGw1K5nk4iWJdQVlk5IriP+8Zf3bsKBQvxDatNoSli22PzcjFp9ZHfi
gB/U5efLr8dufNEJfeRDZ2mo3Wm6nC12iR280OowvK4Xnzf+9QptAUYtxJrTEeFzIPzDWcep4jAS
geHncDXT+j52OaZx6HpF7b6Zc2nlrWr2CdS0N616p9OMzlyG4O4YN8JNRuvuuWeHEgVGR/Hucc6j
JAzEsuKJHTh5mvd+D71SLyybj15LXy1r9m6RqwnXUvTl5NxZljEzfEVaWRt9iQe5phGK+UZD4/sY
nV8NCWXDLy4LHxoeQ/AXz2uocpkHl7zJNztjwla/qeMu7gFiSrHpQ/F/kjExP82fLv8A2MYzhsfE
wj1fzO78e7zRp0eW6l+sT+W9diWYXRZf0kHoJozzAjaY8efQdN/oyfhk84y69WrxxEUMuI1w/wAH
ce/h6PSrAAWNuBG8IESfuZCC6fCPhYgkch0O+bKH0h5/J9R3vdB6n/vbbfMf8SwS5tEuYeYfmzBa
6zqdiz3OoaY8Pq24jWwnkEhErKHVkZVIYr8NKkgg98qybl0nacPFkKM41fKEj18vcv0A6PqslxHp
M9nZyxwL6z6hb3obgwKfCz3SLxUINvEV3JwRhfRvxYzO+D0/1oz/AEyH436o3yZ5D8vaNNe22raj
pnmOWURPDDdekzW44sxZVkM5AlUqailQo65ZHHS6TsoY78QjJfKxy+d8/wBDKl8heXvrrXJ0jT3g
ZOK2RtrT0VO3xqRbCWu3d6e2Hg3v8fc7A6TBw14WO++t/wBX2Kw8leWuZJ8vaUUoOKehFQHepH7n
vt92Hh8mH5LD/Mh8h+po+S9GW6imh0uyghjPN7SOC2EUjgHi7k2xk5LWoKuMBhvf4+5thp8MYkDH
D31y/R8wirfQNL08XM9lptpYM8LrKbWNEL1oRyKolaUw8KIYIQsxjGPuC7RP72X/AFR+vBBljeJf
mS3kL/E80+s292NZSAorW2rQWoMcFnHLy9KS9jaLnHJwACDkQTTepI5NkbpfF+b+maVIumXHlhZ4
LJDJczX+p2N7dxAqeBb17qVgpkkVaGRQobYdFJ3TRRkv5+6F+kozH5ZDTG7gsLi4d7ASxSTs0aqw
S4kaoEbbGg2O4G+O68JZ55S17QvPPlq21BIYoNNuwDb2U6IrKbW4kQMvpSsooyAji22VziJbSZ4Z
ZIS4oHf9dptY6R5fsLe+TRk0+3e4jY3EdrEq8goI3VH6CuRjGAvhrdt1ObUTF5DI1yu0JF5P8hSl
7GKy0iV0dw8Cwxs6PQBxTmWU/CK5EYsR2HC5EtbrB6jOY890wmto7bTra3iRUihaWONIxxVVVyAF
FTQAZbVAAOrySMtybJJY/wDm/wCu+i2yRWU9wI5xIZIrWK8UqUeOSMozckbgxYPxptSu+Y2usxGz
v+xKGQ3IDbrIx7iD579ObxBYT9WaVoZxHauRczx6Xbj03YVAZ+XRHHgPn0zU9HsTLerG/IeJLf8A
t/HVu0guZvT+sRTQwsCICNLglqDToCI1HN60+LanXEeaJyiORBPX94R+vl7t17Wc9jqbWiwS3LBK
yI+lwB1kkjUcWQsf7ugO5pyB23JJOxpHiCcOKwP+Sku/9P3Khk80XItiunSTRWwZIW/RNs5IG0f7
r03Hajb0oPEYQZdB9jEDBG/UAT/tkvjvayHT5THFeXmnX4icxCRrfToY4fiAVlDAcWJoCAR16jvg
4Sd0yyizGMoXvzmb/H4tNbjSvLn1N1j07XvrDDlb276daLX1FcM4ZY2qvNKbUp26bWGEa/itxo5s
3FvLDXU8cvLzeo/k9a6ba2WqQWlpe2cqzR+vHfwJA393RAgUciOIqeW5Jr1JzYaEAWN7ec7cnOUo
GRjLY1wknr+OSfap+XflPVNW/St9aPLen7Tmabiw48aFOfGlPAZfPS45GyN3Cw9p58cOCJqPuH6k
DH+UfkqEIsFvPFGhduCXE25fia8ixYU9MUoRlZ0ONuPbWoPMg/5o/HVqf8ovJMsDQLBPCjyCaXhc
zEu6qUBYyM/Zj0698J0OMrHtvUA3YO1fSP0Nt+UnkssSsNxGmxWJbmfgtH5/CpY/tYDocajtrUd4
/wBKPd3IzR/y68r6Rqp1SyinS7LO3I3ExWshq1V5cW+mte9cnj0kImxzas/ambLDgkRw+4dGTZku
udirsVSzU/8Ae22+Y/4lkJc2uXMPJP8AnJCOGW0s7Qadcy3lwHkiu7ZWm5RxIY5InjFvdhK/WFHK
infYmnEyLaHiR0O5guVguFiWyeaIXRtdM9R5IX4mURTrpUe7IRwXpU1PuptU8r6Bpl/b8bnTX+rW
9rJPqQgtw13HCsnOOVTLpbIz1Pp0V6MvhQnFSXpyeZ7EWltHafmB5p09XSGR4ZtHE/oWzhWVGMFt
xD0BTmjMOXYitVCaa35t0Oa/sbgea/OFu1HSOys7Fka4Erg/WFiktj+6o6rGWU7D4fi5VBIHNMYk
8gov5106CRpNR88ebEiQSCaL9ELAyvVuCMxszRgp+X2a0pTDakF6N5I8w6Re6S+nWmrX2qzRWa3A
k1GB45xE9QDJKY40eSv2gDUbbDE8mEuSfaJ/ey/6o/XkINeN5351/K/zfrl5qL6feQWdvfm2WQSN
eO7JbxRrsUu4ki+NCf3aDkKct61kGwGujHF/IHzhNc2cd5rEAsrYlZpIkuzcTRF5X4s73zMOJmJH
FuvHly4jFPF5Mg8r/kPpljYy2uuNPecr9dQH1Ke4tkkdFCoZ1kurh2ZTU1D98V4vJmln5H0CCxTT
7jTZNQtYUKRNfMlxIA8xmZObvXjy40HQAAdshPHGR3Dbh1WXEfQTH3fH9aMi8taFaSyXVhosVtem
OSNJokhQgS7sNm6FsAwxBsDdll1macOGUpGPmVn+D/K311r46BCbxpmuWuCkRkMrGpbkWr13weBC
74Wz+UdRw8PFLhqqvakTqSutvFzXixeVuJpUBmJHSvjk5OvlyYh+d9rpn+HrS7vB6jpdpHFA73Pp
yExyNwVIXVQ7UpzKmg2zE14HCD5vSez05+KYx/m8/TtuO8cvJ4PZrbMs49O1aNh1dbtxES3pinA1
FftV37D/ACc1L2uQyFby/wBjv1/Z+LREUdpb2zMLnTpzGUaa1k+ul5Crgc2XgkfwEkbUbjXruSa2
a5GUjymPP0frJ3+V9yskNhPeem31JpHjVonZ9QJM8gU8d6MWLvSlNutSBUrEylGN+qr/AKHL+xdp
2pQWYRLa5tbZ1BPqLLqMYaQBxTagUkOOw/1lxBRlwme5Ej8Mfl+P0FEHzRqLyT11cW0EiOkkaTaj
Is4kBjPNZXk6Bq9eoyRyS72v8nAAeizt0xiuvQBUi13VrVmhbV4TM4NedzqdUQKShUxn02XgQy/a
P6sRMjqxOmxy34DX9XH+nfnseT1v8k9VvdR0rU5Ly4WeYXCl/wB5O7qzJuriYtx6bcdvpzZaCRIN
vL9v4Y45xERQry/R+l59581K6tr3W7iy84WccsFyTbWr2XliaSXnMyuoaW5SZjGx4EyIjfD0Jqcz
TCPcHnfBgecR8knTUbuPTmvJPPtjFcLC8yW0uneVW9Z1eX4E9O9fqIlH2qb0DVqFHhx7gvgQ/mj5
J7+Xtjq3nKCWX/GNpY3slyzQWMel+X5eUMfFpkhSKS8k+BXUcnb4agkNWpfDj3BTgx/zR8meRflN
rQiiMvmnncKYzMV0jSVhfiqiSkZt2deZDH+82rt0w+HHuCPBh/NHyam/KTW2tGSHzYyXJpwlbR9H
ZAO9UFsrH/g8fDj3L4MP5o+S3Vfy0u7TRryQ+azbSKFdb2bSdJlWMKrBlESWyF+bsDQHlsADvuDC
IFkBlDTRkQBEX7k9tB5BttF024vRYOLlY4I7qe2hhkmmCgNyiCLxkLD4k4ih2pkD4YF19jDPhx4j
UxEG66fZ3stREjRY41CIgCoiigAGwAAy9tS3U/8Ae22+Y/4lkJc2uXMPMP8AnIaC3is7DWNQ0DTd
ZttOJWyfUb+S1VJZgzzBoAYo5gVt4lQcyeTdKA1kW0PLNN/Mny/HfTW1x+WvlwLLbhYUa6soiYkh
WeIymYsjK3CNuXh3JxTTLLawubjTrcWf5JafcWd0sEglivbR4JFZ3VJUnjD814OpDU6MxPw7lX4q
N/5X1UQzrN+R1kDAqhGtr2Jg0KyVc0iKPI54jj+136bFX4qelaf5tgkfUo/yVso47yOL6tCk4hKR
xJv6sDlhzPNj8UcbdjyYZGUBIUQ24c88RuEjE+SYapb+Yr8n6z+SVvcKEcUN5CI1cgHlEnFKckiT
cKrdR8xGAjyC5c88hBnIyI72Z/lnDNb3WtwTfl/B5QdIQDf2ojEdy6jjIi8UU8FYckIJDDfZq5M8
miXJnOif3sv+qP15CDVjTfLG12KuxV2KuxV2KpZrn2Ifm38MhNryITzn5Tj8z6UunyX09iiyCUvb
kfFRSvFwRuPir86HK8+HxI1dOx0GtOnnxiIlt1Yk35IWJRYRrl+sCuzUUqJCDxI5MNiQwY1K1+L2
GYv8njvdoPaCV34cL/H7Pl5qsf5L2cV/BeQ6/qccsC0VxIvPlv8AEHpXvUg1B+WwI0ABsEsT29Ix
MTjhR8vx+PPdUsPyZ0mFZVu9Y1O8WYMJY2m4xtyBBJWjVNaNX+YAjDHQR6kscnb0zXDCEa8vx/Ym
T/lX5YYIEkvoiihS8d3MGahY8nblUn4qfKgyf5GHm447Yzd0T/mh15+VPlG6WNWW7T0QBHwu7j4e
IUVAZ2UGi7mm9Seu+E6LGVh2znjf07/0Y/qXzflj5emt1tnuNQ+rI7SJD9cm4hmZW2q1duOw7VJ6
74nRwqrNIj2tlBsCF/1QyDSdIt9MgkhglnlEsjSs1xM8zBmpspcniu2yrtmRjxiIoODmznIQSAKF
bABivmj8p9C8wR6h9YkVZ75kdJmsdMmMJRmf4GktWkavqP8Abdj8RoRXJtNoGT8j/LD6X9R9VQwR
kjuP0ZonJObu7UH1DiOXMBqAfZFKGpIpNp1+X35eaf5LsJ7S1nF007+o8v1W0tSKClKWsUPL/Z8j
hQSyW9e8js53soUuLtUY28EshiR3A+FWkCyFAT+1xNPDFUksdS89ywhrzQrC2lLEGNNTklAXiCp5
fU035Egim1O+KpRrMn5l6nBNY/oHT7a3cuBcpqzlyAp4UH1CqEtT4lPJTuPeGSJkKBpuw5BCXFVp
VeeTvNN3o1rZXekWs8mny/WbSYamTOX9Orc3ksHVmeTZiwNfHBjjKJBvceQcfX44akjiFV3fj7Hp
NrD6FtDDzZ/SRU5uQWbiKVYgAVPegywlMRQpLdYYrPCw6qKj6DkJsJ80HdXZu4/SuoYbiMEMEljV
1qOho1cHEWPGVKttv/odtu4kP7lPtgUDdPtUFK48RXjKKGrXagKvEAbABdgMeIrxlv8AS954r92P
EV4y79L3niv3Y8RXjLv0veeK/djxFeMrX1S7dGRivFgQdux2wcRXjKlbXUtuxMdKsKGorgBpANK/
6XvPFfuyXEU8Zd+l7zxX7seIrxl36XvPFfux4ivGXfpe88V+7HiK8Zd+l7zxX7seIrxlI5fMvn8S
0h0jT2j9aReb38iH0FKiN+ItH+NwWJStFp9o12eJlxK1pqvmO+eRdYsba0SMIbd7a5a45lh8YYND
Bx4kCnWvtgJtjI2zLLW52KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KrXjjfd0DU6VAOK019Xg
/wB9p/wIwUig76vB/vtP+BGNLQd9Xg/32n/AjGloO+rwf77T/gRjS0HfV4P99p/wIxpaDvq8H++0
/wCBGNLQd9Xg/wB9p/wIxpaDvq8H++0/4EY0tB31eD/faf8AAjGloO+rwf77T/gRjS0HfV4P99p/
wIxpaDvq8H++0/4EY0tB31eD/faf8CMaWg76vB/vtP8AgRjS0HfV4P8Afaf8CMaWg8r86+fNW8va
hZWVno41E3qMYppb63skMi1/dL627NQV+EHbKwGuMbY1/wArw1N4VEHloveS1+rwvqdmsUp5qAqT
AspPFiSANuncHDwp4PNNdO/M/X77T3uIPKt1PdRSLHJaW15aTkBoi4cOrhSleIr4GtPFpTHzaH5g
fmGImZvI07SLLEnBL0U4SKWkcF4Ur6dAOm9euxo0jhHeirHzx53ubNpJPJV3b3S7C2ku4QGPpSP8
MlKU9RFjqQPtV2AwUvCO9CW35k+ebgvGnkHUkmjkSNhLcQxx0YciyyNQMF/yajtWuNLwjvRC/mD5
ueJ2j8laizxcBJE0sSHk6OzcC/FXCFVBIP7W3Q4aXhHeyzSNQ1K7tnkvrGTTplkdFheRJeSKaJIr
Rk7Ou9GoR3GRLEooTXBh9T0pgeTrx9K4aqo3HkDHE436j2yNn8Wxs/i1KG/ll4Fba8XkpLB7W6Qq
wIHE8owD12IJx4vI/axjO+h+R/UretN/vi6/6R5/+aMN+9lfv+Rd603++Lr/AKR5/wDmjG/et+/5
F3rTf74uv+kef/mjG/et+/5F3rTf74uv+kef/mjG/et+/wCRd603++Lr/pHn/wCaMb9637/kUy0V
mM78uQ+D7LAqRuOoNCMnBsgs8yTTQxmWGNppUidkhWtXYCoUUB3PTpjkKMpIGyT3d9exQzyQWs9y
Y0BjiWC8R3ev2fitwoFO9cqMj3ff+pplMgGgT8D+pE+rP/vi5/5ET/8ANGSv3tl+93qz/wC+Ln/k
RP8A80Y371v3u9Wf/fFz/wAiJ/8AmjG/et+93qz/AO+Ln/kRP/zRjfvW/e71Z/8AfFz/AMiJ/wDm
jG/et+9wlmrvFcAeLQzAD5krQY2t+93O5adI40ZkKszyASMF40oKIrn4q/hjZWzaDOo6kNQitxp9
y9s/q87pYbkBPTC8Kq8Kfb5Ede3hTI8Rvl97V4kuICjW++/6uv6EZ6s/++Ln/kRP/wA0ZK/e2373
erP/AL4uf+RE/wDzRjfvW/e71Z/98XP/ACIn/wCaMb96373erP8A74uf+RE//NGN+9b97vVn/wB8
XP8AyIn/AOaMb96372xJKeqSx/8AGRJI6/LmFrja28+/MloX17y5bS21tMJZWAluQv7r95ESyO7K
qn4Qd+4GVTkQaBp1+s1k8WTHGNVM738P1oq2/Lb8smlF/JBaRrZy+pbGEafbqhchTJWOR42Kim9B
8QFNwKEE/wA7/cucMu1mW3wSLyFqsNp5h16wiitbSxtbeZ3ubSFQWFmywxvRWZWCx/ZANPDIxlLe
z9zqNL2lPJmnCVcMBLf3H3s8kubdY5LhfMULQhGZImFoklRyHFuUgpRlofh9sSD/ADvudmZx58Qr
4frQOp6pPDolzqVlqwufTiZoU4WZ5SBWKoQk7N2qdqgVyJur4v8ActWXMRjMokHbblz+bH9R/MG9
sfPB0q9nW30dRHzljjVpQZLdZBu5C7yN1PQY8R7z9jr8vaZhqfDlQh39eX6018x+YrnTNAn1a21N
LgFuNpEBayE8qcC/pymoO9SvTwxJl/O+5y9VqvDxHIDfdy+HVv8ALfzRqnmDT7ufUChkhlCJ6a8R
QrXfc5LFIkkEsezNXPPAylVg1sy7VI/Msk9n+ii7WsVrIZ4I5Y4C0zOvokvJHL8PFHBoO+ZBvo5+
QZLHDyo+W+1dD5sd1rXfMPlu1e/8w3b2VnIyxW7y3cPpiSSUBQ8qwDgOLceRUgfaPhkKk1xGfe/h
uP8Aifh170Pb+b9U16xlg8ualHLqbpG0JXULeZo/rC8oy8PoI3EqOS1ArU+Awni/BRlGfgPDtLpv
/wAdYVf+ePPlgbtbrzvpqvYzLa3cazQSOk7lgI+KQsxasbbAbUOCpuu/L9o/z4/Z/wASmvlTzv5k
udTEV75tsdTil9WG2htb21iL3ESJK3GQwsrKsb/Fx6V9sNScjT4dbGV5JcQrpQ3/ANKl9950872v
72Tz5o0UMtGhVr6ydyjjkh+GMcvhI+ICmCptB0/aN7TH2f8AEp7+X+u+fdZ12GRfNFhrOl2ksY1K
KzmglYJISq14IDuffCOK27T4dbHIDkkDDr+KerWX/HTufp/4llg5u3jzLWp/7223zH/EsZc0S5h4
t501/wAyD8wtUs/8W2mm6VaSKZbT9JTWtxFCYAxb01gkUBS6k7nrtv0TDzcbNojkN+Jkj5A0PuY1
f+ffN6Tzx33nLToOY9KJV1OdDGHlTh63oWkyq7x/5W27fCqsMHB5rLQmX+Uycu8fqRF15/8ANt1d
R2dh5tsLNJEkvop7rUZY0ns4gOSQObb4G5xuEaUhiAaqceDzLI6Mn/KTHy/Ugh5+81+lMR5ssbd7
wN9Xjl19pGUgOpbmts0QQmpHFk6AV5Ux4PNrHZ5AP7zLv5/s2+DI/Ln503mmq+mxa9pWuPM0H1K7
vb2dSvJCkyyNLDC5CyqONAxYGvylEU5WDAccaMpS96fan+deuQ6nZ2FrP5XaVJlh1RDqkzMjBvTk
A5QwrHR/hDEt1G3gW6mTfl55/n82WN8bm+0e4uILZGlttJmlmaKRzIG9RpAo40VePHvy3IoSnkxl
yZJpsvox3UvT04y29KfCCe5UfeRkINeN4VoP58ed7jzdNAb3T73SpjIbO0cWEMzyGX04beN4r6VF
LcgeUkhrTbqDk7b6ZhN5r/PpfqkX6DRDPGjXEy6fFKEcisirTV+x+FeaqCe4X4sUbJ1p3n/8wVjg
tb3yRqF3exiU393GLWygqlWRYY2u7znUfDX1aE796AqmB8++avhA8haxykUNEpm07cULHmfrJCEU
6Nv7YqnWneZL+71ybTJdA1CzgiTmuqTC3+quQF+FSkrScqsR9im2KE8xVLNc+xD82/hkJteR5d+c
F9f2WhadNp0giuzfoteLHmgglcxtxhuCEZlXlsPmMwsmMSyCxY4T94Z4gCC8Z0/zj5mbULee/u7y
OyvZjAI4lMj80iRAsYWwcF2HxjieJIYleqky02OtgGfCO57H+Uz3N5ZatcXVw97F9ZWCAXEdJFVE
pIpP1a2VldviHENtTvtmLljGJIAr93L9HmpiNtuoefjWfPv1NQbXUbq5kCySXq2MsUcNwFYxw+l+
jYwYX+FGPzNemT8LCDXp+f7WXAO5f5UuvPN55x0CO4bUpre5uXOppLaLHbxwxKC4dTZwhA0qsBVg
wTiaDnQRzwxRxyoR5bLGAvkyv8zrPW4fM9rqNvdXdnpa20QL20byweqk0hm9dI7W6JJgoE3FWAXb
Y4RwGUgQDKx3X9IYxgKBr8WxGx0j84dd09oLJbmKGZ40mnueNrPEnrFWlieWysSaxg/CAxH2tiQC
Jz00Dvw/f+tkMV9HsXknQNR0LytYadqk5utSjVvrVw0nrMzFyRWUpEz8VIFStcnoskZmRiKjY+5q
zw4aTrzHoY1zRf0cL9tOlb6rKtwks0LcYpizisEsDHkgIFWoDQ0NM2QLGJpJbLyzd+XPLNtYadLB
r2rRBSyX1yUtmaP04uaesLsw/ul+yoPxdSSSSk781JF80Z5cTXY5X/S9hpWkwxpbrbyabcRzsxaU
F0PK2t+KrQbb74k+aJEd7xvWdG84fpXX7ufyXeajBFdvehZdcmkhmj5PInpWsVUm5Ff7oKSCwFAu
Ns7Hezyz1bzncalGR+XtnFZx3xjF9PfaeJ0jK+i936bQhmJhLLs9SNtxuTfmjbvTeWPzrHCkEeh6
E4BshKyXMRjIVCLkpG1tHvH9iIFuh69sb81sd6eeXLjXnVo9Zs7PTniNskH1G5juI5f3rclA9GB1
VBxIqP2j4bgnzQSO9PLL/jp3P0/8SxHNY8y1qf8AvbbfMf8AEsZc0S5h8+/m1Y+ZbXzrreo6Ol1a
i7lgS4ljuHg5xQxRcAz/AF2BVRneTiBxY9OIrzyTaGD3Xlrz9d3M13p2mzyJqzrcTXvP/TUmtXkj
WWpv5GaWNS4JdxXctuDimwi9M8u+fba9i1LTIJhrCRm1huVkCTepCXjELRfpFVdliQuKhlbevIk4
rb0DSfOf5lRX4fVYbFtCAMlzOtnYyyzPFL6ZiMMN4CWd+PGRWoCPsn7KlGyjc+dvzslZ5I9LsZ2e
4AZXh02MqUYB6MdQnKsgIDBw1AAeS12C7L7Xzh+crt9VlsLC1ugsdvPqpg0+SKb923D1WW9RIy6j
iQCy1+zxG2K7Mt/J/Utani1+21q30+wv4wryWdlBZW7ljEAzMLS4uWcIvBQzgbccTyRLkz7S5GiW
5kWNpmSMsIk483I34ryKrU9BUgZCDVjfKvmHXNWl87avBNbS6dPFqLzWsmoXtxG9k8i3E0EJT9IL
berOF+GhCL06NUSkL2cmEuEgjos1LzFrOoLaxTXsUmqQx1uvR1KZvTRZZ3kKMNWWBzClvG5HKoBB
Y0pSMI8IoMsuU5JGRrfuAH2AMyh0vSLizmW//MzSzemBBZwjUr8JGrVaUyldQZpGOxryYUAH2ePG
bUjtF8kS6xqf6L0j8xtPvdOt5Hm03TYtRvbyeNfSiiY1try0fjGyAotSBXrucVZFP+THnw3dhcW/
mxUawCMpkbVJDIykOUlrf0dPVZ2WvxAHiSwAxW0f5W/KLzJaa1dT6/r895pM9rHALS3v9WSUTR+k
zTLK90WTm8Z+EdFoAetVbZ/qkEdva2sEQIiiXggJLEKoAFWYknbucjNqyMP85eSNL836bFY6jLJF
FbzCdXijt5TXiUoRcxTqPtdQK5h5hk4gYVy6ssUwBulul/k5+Xmn2tqJ9Kiu7iB+cN/JFHDKWEnJ
d7dYFPE7DbMTJDVE2CAPx3hu8WHmybStE0HR1mXSbKKzFzN69z6ShTJIeruf2j88GPTZzxcZu4ED
4sZ5Y7V3pn68fvmD/JWXybfzMXevH74/yVl8l/MxWpMiqAa9/wBeZGq7PyTyGQqtvuYY88RGiu9e
P3zH/krL5M/zMVKZ1cinbNpoNNLFEiXVx8+QSIpC+aPLDa9o8ECXM9pIhhdJ7eeeAgK7CRW9Ce1Z
uSOQtWIDUND0OyDGOyXaR5L06z8ppot9fXkoX49Q1CLUJ45HmUowZJJLmSSFSsQJRXphTe/JNdE8
q6PoM0klgb+SWcQxst7fy3YCwsZDwFxPJxJ+ImmJUkno821X8svzDu9SultvMMFlpN9dyzSMt5qZ
niQyv6caJ9fWNuayMJFBQV6eId2XF5LY/wAsPzBt4ljTzNBJLFLHMqz3OpNQvIgQt/uRAdW9JWRH
Rhy+Hf7RV4vJQ1v8lPN1xKkljr1vpHpiJRbWZu7aFBEkfqPHGl8Io6yqRwRAAr1rypivF5PRvIPk
5/L1l9Vk1G81C8PpCeOa6kmtYFjZSqwQzT3DRii9a1Y+Aoqt9EG65Mlsv+Onc/T/AMSwDmxjzLWp
/wC9tt8x/wASxlzRLmHjn5meR/K2reaNY1C+tNYF9KI0S7g0m1ubduMcKcYpJI+UjBYtmdvhqwB6
UBmA42XXjHIxMJmu6Jo+5KLbyP5Hg1KOW4n1fUZSssTCPR7A1lId5DcI8EjSO31gBfh23DVqcHih
jLtKAIHDM+6J2/Sh3/K/yCsNrLeW3mh9SjlcveJpdtCG5FG3T0NvsfCVbmGZjXfHxB3FT2nEfwZP
9KVk35eeQb6C79eXXporeV5DFaaTZxItZDIURjbysgJIj+JhvWoocfECB2pCjUZ7f0T+PLekdY+U
fJkL6dJMmuzRQST3cxl0axNZLhVjVCfQZV+FOTUVg53Y9Bj4oQO04/zcn+lKdx+Uvyh0m7ktbryn
qV2005jN7PZpDHGJJAygSx/VlWNRx416KB71fEHczn2gIy4eGfOr4dvmzDyHZ/l6Y9Q1Pypoh0yS
aJ4Lif0TAJBHQkUqQxDNuaVr1wiYLbg1Uc0SY3XmKZFYyyRQXksQrJHCzIDuOQBIwA82cTQLD9Qh
1+S8K/VjcS3NBdXUmiQtziCttxacO/F+PXb4sjxS8/k4c557ofPg2/3VoWLUvzBULPBp8ouZXZ5G
XSrcKdvgb1RdBjWu7cK0P2exHFKv2NPj6nuP+lH/ABf6Pggpbj8xnkWX9BiWWQF7h5NKtlIkIqeL
C4kL/F3NK+2JlNh4+r/m/wCxH/Fq8d7+YlvcRm10l0jBJaUaTbRSKAQFMaLdMGajyVBdaeJqceKX
n8l8fV39O39Uf8X+kImbzD+bIkjENncvCVYyO+nQq4kAHFRGLthxP83Ov+T4vFL8BTn1fSP+xH3c
f6fgxWby359u52ubmPXYJmd3H1aa84/vncyHh+kokjoG+FUBHuMRKSRqNX1j/sR/xY/S9WsI7qPy
poUd3z+tLZwC49Vmd/UEKc+TMWZjXqSScsJ2DsoSkYRMtpEC/el+uqLfR7rVF+vSSWgBNvYT+gzq
KkliXiSi7klmAArkOC+qPD4upHxYN/jT1tOgeLSdauRLO0GnQS6vZlbqeCUoY4SL2RpuMqH7AbpU
dMPheZX8qKq5fOX62VeVJdR1ewupdV0DVdEvbbkEtbm4ZlmNZePoyI7FvhiHKqChbbkNynH72UsQ
HefmuMOrJZLdzWjQpwWSdXuNSBjUgF+X+jU+AH9eV8P43cS51dfbL4/wr7GDUNQhW5s7d/q0qtJb
PPcX8bPGK8XPGGRBzUclo52p44iJP4KYGUhcRt03l+pTjtPMUkwiWwClmIUyXeqoKBuIJb6nwFeu
7YRD8bsf3t0Ij/TT/wCIdLaeY0txKNO5mkpdRd6lt6ZUKAPqvMl+Rp8NNuuPB7/tU+KBfCP9NL/i
U7tbYx6ZYzPFLb3F1BHNcW08jSNFI6AtHV9/hO2T4aDkwvhBIokcu5i/5tWukv5UvZLjRla7exjh
i8wv9UQRfvjJHD6klxbT1MqLxVdubrv9orOrDl45U+aZ9P8AKtnZz25gtryzkuZIrS9i9Jayxlay
EjVDIYxDyorcQGZanfcskfb6b5KtbnTEvLOD66t0seqxPIFukUSBeCL+luMY4NwHwl0ZKnjtirMr
DSvyHhsLTVbzy/cmNGKuBqVo1r61rGkwBja/noLlpaLG8jfQPiwosoCeP/nHySaWRtA1HiLZQqpq
9g6NGgqjsZbz1YyVVVA+S8amhdl3baP/AJx3jSOJvLmpInH6wS+qWMUpS6iVkUq96jMqghl+/cHH
Zd2Yfl1d/lBqHnPRLfQPL+o2l5yuJrc/Xbd7FWjYysGWO6kWVoiwYIqlgpU0oBSHhxu63bPGyCNc
Rrue6WX/AB07n6f+JYRzcaPMtan/AL223zH/ABLGXNEuYeG/mJoXnZvP2qXd5Fc/4duri1gsUiEL
i5FwqQMnxX9oE4ScKcqVPWg+0mALRl0GLISZA2f6UvuumCXemed7sONNt4ZtSsbmSZrVLi2mna2j
c80nZNRkYIgkQMY0FOQPP4jkfCDX/JWnuyD/AKaX62Z+Ubv83vLWhajqVppsFpaywpKba7kshCbp
41HrC6kvF/d8mLFX3oAK5OMa5OTg02PCCICgTfX9KNsvzD/OBkjnS5t7wXhmnSJY9LeGNRLRbaO7
S+jidkpRq1ZQ615Nthb16eaf+citYggXR7dUSSNpWv1t9PliYoWcJHKt5LEQ4VYxUb8i1VFKK7Ix
fNH/ADkJbTpDd6XLI0UMRi9HTbWVbmX4AyzSJqCLDVmPJl2A3C0GK7Mj/LDWPzV1CbX0892clokU
UQsU+rQwwhyrmURyRyzGQUKb1p17gjE8kS5MxsaeheciFHotViaACh3J7ZCLVHqwaT8x/wAth53n
vZJ9NVrHTFMutNekXggmZZYoUBASSN+ZakczGpHw/EKyZ170+8u+dtF8wXM1h5fuoNRS0tozLLb3
xeVJWV9vTFYyuyUYSfzCg47joxogciyMrqBlZTaSJCCvCRbks5HIVqhKhfhr+0cJSQg4bG9uZ1u9
R0iOO8tpW+qSRXRuG9L02CsZJFhaNizEFVDUHc1xUj3qiN5g+pCV9NUX59MNai/kMC/vCJCs/AOx
EfxAGIVO232sC171851lHi+r2HrK8qi49W9eL04uK8mj4iX1GBrRW4V8RhUD3t6gjR2VnGwIZECk
E1IIUDc1NcjLkGMhsFBNG0zWdMu9O1O3ju7KfiJreVFdGG/VWBG3UeBwxTBjNl5R/Kbyh5kF1ZQW
um6usREaxUElJCzEcOnxV+HbYDsBleXLHGCSeTGWeIlwmW/cyRfOWh8gXncgHq3pUHavwmuYEe18
RPKXybLHeoa35i8r6ppV5pklwXgvYJIJHQAFRIpWq+rx3FajbJ5e1MI23l7h+umvLGOSBiTtIUo6
Fr2g6LpFppdvIrW1nGsSNzX1GA/aI4ovI9TvmPHtmA24ZV8P1pw4o44CIIqIpFzecdPk2hukhXuW
oz/R1UfjlGq7ZnyxR+J/U3x4Oskgme11XU7tGll1G6kjWW2YFRFb28ICy/CstuxbnJXan7O5oRmT
2fqZZoev6w4WeETkNHivl5Ac+o70+RL1NI0lL6T1r1bSIXUta85Qih2rt1apzaHkGUBIQjxbyoX7
0vv9J8j67NGNW0Wx1a+twsCyTxxTSrwYyBASrMKFiePv74iY5Nkco5BKR+Xv5PTUtk8r6aXi5OVj
VBJSTkDyK0cr8RoDsO3QYRkCRmHJMIPJX5bW81tNB5U06KW0PO3ZLeIcH5K3MUX7dY1+I79umHiT
4jl8l/l4lq1rH5cto4WWVG9McG4TxiGVea0fi8aKpFaUA8MeNfERthofknTwosfLen2oXnx9K2gS
nqFS9KJ+0UWvyHgMeNHiIj6p5Y+s/Wv0JafWahvX9GLnyUMoPLhWoDsPpOPGviJhHq1vEvGK2CLU
nitAKk1PQdzjxr4jelyerezyUpzBNPmRjHmsDuu1P/e22+Y/4ljLmsuYfO35raTrMv5jau9roty9
08itDqMNtJNzia3t1Xjw0y8r6bJ8DrJyVi24Owk3Bgmn+U9STVrq0uNBuZdNvAXub76rPEYmkgnB
SOWOyCog+CkZQqCo2HxBVbZr5f8AJHkzVPL0N5q1prUJ1GJpJPqmjo8cM0ShnaGdrKKrSxxUqsdO
RoprihDW/kz8v4r+VZNQ8x3CIvoQW/6CjYxCKUVi4mB6K0hNRGig71O+6tsh8rReUdA1e9Gj615s
6yQXsmn6TGtryjcmJOMNoycl4FkopXgaCgJGKsi01I/Md5Dplt5u88QXHxMlxLZi0hAcB1Mj/Uoh
RgQV5Hp4DFXoWheWdX0j9J3GpeYbzXDdKfRS6WKNIVUH4VSJUSvvQVxPJjLkj9E/vZf9UfryEGvG
8I1DybrvnXzAfMug36epJezSJzSaAlQsbRr6Lalxf92gVqRIGBJPLagGS+X4+1pwa2OUXEEj4frt
I9E8t+Y9Nhnt/wBIao9ohSKO7jtr4LG0MUolUvFeo3DlIsu0vD4ahR1D4oppPacb+jJz58OzK9B8
9eetIa3gl1CeTRpPTuLeS50q6mnlQgM8aTXN/KxVwDwcyOanagoMTlAYDtfGaPBk3/ophcfml565
2cTXK2rEhpS2hzFp/UkIjWKNr9dirIKBqnc8sfFCD2vjHOGQf5rbfmX+Y36Rii9QI0krvDYfoK4M
z28Zo5I+vBvgAP2R1BqcfFCT2tCwODJZ6cO+zMm/ODRULK2j6xzRA8q/VBVFY0UuPU+Gu1K+Ix8U
Ke1YD+DJ/pU9fVbfVtJsNSt1dILpTIiSji4B7MATQ/ThJsW5gyCcBIdUZof2Jvmv8cMGzGxK4h8n
ecvrsccv1xrThYajJbyTQSR3NvJ6rx+rGY3DB+Jbi2+c92zqJ4pwlE9C5GnxRJJI3oIDR/yo8o6T
rUWsWy3Ut3Czun1q5luk5PSjUmaSjJ+yw33O5zV5e1s2SBgaouUMQBtLPzJvfL51nSra8udStb1V
kaK502KSdEUuilZRGWCVIBDMnbr42dnRymEuAxo9DsXKxSEDxSx8fvum/wAvr7Rf0zfGG81aee4S
tdXt5rZUHMHinqrGvN2l6Ab0NO+OvjlEBxGHDf8AD7vuXJljkrhx8BA6Xv72Q+YfIXl3zBdm61MX
TOYVgZILy6t4yiuXHKOGSNSeR6kfqGY2n7Qy4Y8Maq75ONKAPNiWteXYvKP+FdK8vTT2diL2Q6hc
G8SF5Enmi5+s8iSNP6srInpKAWJAqoBObzsnUzzZJzlzofpcLUxAkP6sv969Qv8A+4s/+MK/qGbw
9HHlyDem+WdHjQ3MSSxTXEjXE7xXFxHykdQjEhJAN1Rdum3jhGMIhggNxzJvme6lNfKuhQ6g9wlt
dTXbRJHJO13cO3pgtxXlLNXY1wHGLYx00IysA3Xef0lLfMGs+RvLrKutTyWTvE86pJcycjHGyqzA
LKTQM6jDwDz+f7Wzwx3H5/tUtA8y/l15huzZ6JqC6jdLGZWgt74u4QEAsVE1epGDgHn8/wBq+GO4
/P8Aap+d9b8u+U9JN9dW0jy8gI7WTUBbNItGZyjzTKhKqhPGtTh4B+CkYwVfytqvlXX9Cm1gA2sN
sXN0pvzOI4wolSR3hmdQHhZZBU1ocfDj+CiUIxFnYDzQmo+dvyp06ON7zViglkESqst5I3JgCCVj
LEKeQox2rt1ByAMD3/axIgJGN7gWd+jKtMijivZ4468EBC1JY0BHckk5ZEbs4Ciu1P8A3ttvmP8A
iWMuay5h5B5z/Nfzla+c9X0fTrm2sdLsHWJr2WXT09KqRnkfrU8ZP7x1Rqr8PMd+NUg97Rmw55E8
ExEf1bP3/oYvd/8AORnma2uJAbuJ6MquojsSioX4LLEfrKu/NP3nxUH2d6GuCpd7HwNTd+JH/Sf8
eVR+fHmgW8JvdWSyuKJCxRdPuI2E1XSdgj8gxilRqLsOB2aoq1LvYnTajasu9fzB57/d1rbkoWn5
/efLj6y5lUfEYraGMacW5yMY0HxTcgVevEUblx6741LvT+X1H+qDr/B+3oi7L/nIfVJtWt2/S0Yt
gzfWbKVLJB6aTLU+qsrDl6DFtnp8P8xAKAe9n4GfjvjHD3cP6b+DJbT/AJyj8uz2aO+lPFeKn+l2
7XtnxjkqFCpIXX1FrUluIoBuNxWduZTK/wAuvzXt/P1tq/1XSprGPTV9Oad5oJo2kYN8MbRM3IUW
vLocTyRIbMitbhba0vrh7iO0WGB5Gup6elEFUkySVZPhWlW+Ibd8hBrxvJ7m4afUrC0Xzx5O+uWa
i2saLK9xC3LhHElL37QpTbj/AKuDgDD8tDYmO8eXl7k2XUPyWekz6p5aZ+KiWT6yAxuiCTJzLUCk
704/Tj4YppPZ+K74I2jJbf8AJ6CKS9kn8vRWKzm15m5CFZVp6kTuWILUV9uI2P0lOMI/k7D0hFRf
/lTdtblri78uKSY+Uiz8IwlxEZbcOpd/tgcx8QqBj4YX+TsP8yKx5vyVWxErX/loB2McU/1kGEyo
VMtED1+w6V+P3x8MJ/k7D/Mip3kv5OQzi2bUvLEE1vIEuo5puRARlEqKPVj9M7SdeVCQd6EF8ML/
ACdh/mRehvaWtppNlb2iologb6ukRrGIyeSBT3HE4SKDdwCMQBsAjND+xN81/jhgzxsc0/RrTQYL
gWXKVr+Vr64ZUiVvVuHZ32iSMMR0BYFjtyJzme3Y3KHuLm6QXfwRJuJxQ/vjVmUhQhIApQ04++aI
wPk5fh+aS33lfy/f3DXV5pa3FzcKDJKyRs1VNBU8Nh8PUZbCWQbA18XKx6nNAVHJIAOXyt5eg1Bd
Qh03jeRN6iTIqA8pByYkBacvng45kVe36lOpzGPCch4U6FxOT/u4jkVNAhNB3+z1yvgLi+H5pLr3
l+HzDqeitcXD2kmmrPqMLRrCzNJBJCAlZUkoGDmpSjeBoTm+7CFTmD3B1+s2mB/Rl/vWVX/9xZ/8
YV/UM6M9HFlyCNs9T01JLbTXu4V1GWEzRWRkUTNEpo0ix15FQdiaUyyPJtjyWas2pKs7abGJbsJF
wjJCg/E4NSSv68hkMgCYiyzxiJl6tgwE6T5nl8yQXOraVcalpz2k9vLG7iVIZJJuSusckqdEUbqa
/SMxdOctHjDhasEagHGJHHwUd+t86JH2L/NOleYobRk8tabefXRzEM6SSQIBcRgSEsbsNyQ9Bxpy
VTuBl5vpf4+Lia2ObhIxiXF765/53Tp50mF55L17XLTTG1HVJLXUbWxgW7jCQyKZzy5vVkccux44
TEnq3DBlnGNzMZcIuq5/JV0byFfWOrxve6zcXthJFPFc2EscPoXHrIqlWCgV+FN+S122NK1Igb3K
w0kxMGU5SjRFGqN/j8bpVF+WDDXoSdNhEA9Nb7VHmMhnhiJ5ItuRxUzKFV9hxAqGJOQGLpTGWmmc
xnW8hUpXzj3cPLehfLyZ5Y/8dO5+n/iWWjm58eZa1P8A3ttvmP8AiWMuaJcw+f8Azxr3nmy/NTXo
fLFrqTXLy20MF6kSzwQH0ldgitYXAj9UOalXYttWvQSbWOLP+Zr2959fXW1e+MF02q2tvLCPWaN2
mkYpppkRD8SAIwZW4ihqWClGSTfnPoWnW+ntc6nG0jq7XM4uLkkQN6JRWbT2HKUxh4/jYqp+KoLV
UbKWl6r+bs1jIpXzILr1pnuLjlcRib1QCI4A+myGGnpvx40VW8C4xSq3Fx58h1GbTtOs76x0w29w
moP9RuZ6tc2qqJ5Fi0634vz/AHxZFZgWcmo+EqFKLWPzISfTZoLrWIrVA63EU1i/prExBt4oXTTQ
oFwiKzfAAT13rir2L8o9Q9fSNUtmXXvVijjeVtdt1hjDujc1tHWG2Lorgj4kBFBsBTE8kS5M10Ze
TTL4rTx6/PIQasbzG8/5xznvL8Xc3nXVFYzzXczwBIZXnmfkXDoeKUCoAqoFHHZRXJ03WnNn+Sb6
fLDNYebtX9ZIzHM979Wv/U+N3VyLiJwrL6p6bbLtUYVtH6X+WesWmoNPc+aJb60eaOWaCXTtOEkq
IzlopJlh+JZA0YY8Q3wfCV2CqGbSadp8lv8AVpLaJ7Y0HosilNhxHwkU6bYqsTSNJSMRJZQLGoZV
RYkChXpyAAHQ8RXFXHSNJIkBsoKTFjKPST4yxqxbbep61xVDa0AscKqKAVAA6AUGQm15EtuZNJTQ
r5dWuYrTT5uEM0s8ogQiVuAT1CV4ly3EU3qdsAFhhwCcTE8i8Y8tw+V7i6vrXzv5j0zTorSQpZRw
6xbSXcdCxkgYxRQJ6aMfh5BnH2a0yMsUS05+z8eStiK7tk/i0j8g5V5L52jAqR8eq26HanZgPHB4
EXH/AJGxd8/9M2+j/kIiszedo6IORA1S3Jpt0AFT17Y+BFf5Gxd8/wDTLv0D+Rf1Q3n+Mf8ARVkE
Jn/SUPASFS4SvHqVUnH8vFf5Hxd8/wDTOudB/Iq2uZbafzkI7iFnSaJtTg5K0dQ6sKbEU6Y/l4r/
ACPi75/6Zbet+WGhx3lponmTR5dWkLWztrF0Ln01JAliKJNb8PskVG9fluRiiG7D2djx3sZX3m9n
olrDp0OjaYmmSrNpxgD2csb+qjQueacZKnkvFtj3wkU3jGIRERyDHtQ8o6rf/mZYazDDcQ2Q0Gaw
GrxTxqtvNI8tAsBHqGQhw3Plx2G1aZMDZtMeKBF1bIdB8r6jpmkT6TPqkuoTv8f1qetQsjyEIKbk
D3O5r2oA4xwndx9Np5Y4cJkZHvLERp2vaJ5j+t/o9CJYbpJvsxxmKRlEbGXhPGrD0/svuQT9ODAZ
BkkZD0nlyTrBGMoHGN+GXF058PWj17+lqev2nmrW7VrLRNJjiuJSxN2ssMkMSyKUmVZDAobqQtH5
AHZRQUuonkHXaqObJHhhEAnrfLv/AIf2+TJ9Tu/MvljybD9UiXVdZs7W0hlDc5FcryEr1BVyAATU
5aSYhy8hy4cA4Rx5AIj3967UNY1e3SG6utSs0hjlQQudOv1rLP8AuY1Cif4+TS8QN96bVxJP4BZy
OXnY/wBJL/ilW28weYH1G1hWW2vbd7kRXXpWV3A0cLIxEnOWRkB5rxK79euHiKRky8QGxF7+mQ2r
396d2X/HTufp/wCJYRzcmPMtan/vbbfMf8SxlzRLmGM6xYCw82yeYLPyQNR1JRwGtRTW6ysrRojM
qOeXIIgjrStBQGhyrJlnE7Rse92eDTYZx9WURPcYy+9Vj88+aZL2W1Hk2+HBQ6StLEqMK/F8bUSt
AaAMSdthWuVjUzv6C5B7PwiIl40Pkf7VWfzh5sjtkkTyfdvNIwCw/WINlLEVdgW4kKtfp64TqMn8
wsI6HATRzRr+qUUfM3mQTcD5Wu+HMLz9e1Pwcipf+87UrTJeNP8AmH5tf5TDX97H5S/Ur6F5i1jU
ZpI7zy/d6aiAFZZnhZTVqdnrsN+mHHmlI7xIYajS48YuOSM/df6k5u5JI7WaSLh6qoxj9Q8U50+H
kfCuXTJESRzcSAshL9MvWvdDe6aX1DMsrCnAhVqeKqUqCtOh6kdcp08zKFnnuyzxANDuQ+m3cVs7
mStGAApvk4mnFiaR/wCmLTwf7h/XJ8YZ8Yd+mLTwf7h/XHjC8Yd+mLTwf7h/XHjC8Yd+mLTwf7h/
XHjC8Yd+mLTwf7h/XHjC8Yd+mLTwf7h/XHjC8YQWpXsNysYjr8JNainXIyNsZStJPMq6k3lK/TTd
Sk0i8eS3WK/ism1F46zKDS2VXLVG1afD9ralcMGWN8mR3PmG28yXV9p+v2D6rFczLJfRaVMJ1lHq
yc2H6P5Ru/B2NDyFD/LhbmTXuu/m6LO0F7qcc9p6i3SWt1oVwttJNGwl4Ig00KSnpAlqj2pvijZO
tI82+cLaDT9Q1HzjG1z6ZaXS7jy9cy27Qq61JeO1t34IZIuPHbnT4gKYVZjqf5j+ama0tYdUtrgy
hfQt5fKurqs8ikhSilnb58d/hNPDFFNX3nrzutg96JtNkvdQjElpEfLOtMjenVW5zbstGWRqMjHj
Q9DitNT+ddRnia40SbSTbm+eMx/4W1ZmRpZI5ncmMyMZHjuPUq0aeo9aeOK09Qs55Z9C0maVkeSS
1RmeKCS1Q1A3W3l/eRD/ACG3GQm1ZGR2H+8cX+rk48mceSVeaNJj1bTb2wljlljlS3LpbzyW0hCz
FjxkiaN9gK8eQ5dKiuAsZEjkwafyPYXNxI8ula/FIVCetDezxIyCvw8U1GvxA0bbfI8R7vx82gZ5
3XBL3+n/AIpRf8vLWyjnW007Wb0zQXMDJLfXQUrOvAIokvSFFGPxdRg4pdyZ5pjlEn5frZh5lsbi
XyhqFitqJrt9KaGOyeRJg0xtplSIyXAKPV6LykWh6kZJtBO17PA4fJfnm+9S3m8jpZ399IRJftc6
ckMac1kLMsMBRqzIGPJD0WgYVyvgN3xdfJzTqMZFcMeVXcvnzp6P+TP5c6n5Nu9RS+tbSFbgxtBN
bTwXHMvKGeMMLa2nVU4iiszDf2y1xZSBenWX/HTufp/4lgHNjHmWtT/3ttvmP+JYy5olzCZ5Nsdi
rsVdirsVYXrXmG5mur+wCpztXIt1AY1AVficVo27bDNTk1h8UwI2HJ2WDAABLva8nNK0eoBIzDaR
whViAogPxcQooBso7DMnTkkljr4iMQOu7tW1O602y+tWunnU5fWtofqqsVIW4uY4XkqA20aSFz2o
N6DLwLLqoC2VQ2FmYkJiBJUEnfwyUYCg2cIX/o6y/wB9D8cPAF4Q79HWX++h+OPAF4Q79HWX++h+
OPAF4Q79HWX++h+OPAF4Q79HWX++h+OPAF4Qlur28MLQ+koXkH5U7040/XkJCiwmFC2vZrYMI6fF
StRXphBpgJUqJqk6V4JGvI1bitKk9zQ4eMsuMrv0xd+Cfcf648ZXjLv0xd+Cfcf648ZXjLv0xd+C
fcf648ZXjLv0xd+Cfcf648ZXjLv0xd+Cfcf648ZXjKHubuW5ZTJSqigptgJtiTaIh1aaKJYwikKK
AmuESZCbUmpmQgyW8TkbAstf148SDJb9ej/5ZIP+AGC/JeLyd9ej/wCWSD/gBjfkvF5L49VaMERw
RoD1Cin6sPEkTQuqeYdfhhQ6XYW15MWIdJ53tlVQjEHksc5NXCr9noa9qE8aRNL280+exGzDQ9PL
gVVBqEu/wVpU2oAPP4fx9seJPGn+kyNLdzSMKM61IHapGMeaIHd2sMUuIWHVRUfQcZrPmpfpi78E
+4/1wcZRxl36Yu/BPuP9ceMrxl36Yu/BPuP9ceMrxl36Yu/BPuP9ceMrxl36Yu/BPuP9ceMrxlCB
oBe/XRbQi63rMFoTWla77/ZGUnFDi4qHEz/MTrhvZEyardOjIwWjAqaDsdvHLuItfGUBNBbTx+lc
wR3EXJH9KZFkTlE6yRtxYEVV0DD3GQQJUhdb0qDWfSN1NdRPDG0Mb2lzPasEZ0c7wPHvWIfF1pUd
zhBI6suMpLZ/l5oVpJHLBcamJECDk+pXz8gjrIAyvMy0qgqKUpthsr4hXL5B0qOdpYdQ1iINxJiX
Vb8p8JVtuUzMKlfH26Y8RXxCnJ0qA8a3N/8AA6yCmo343RmcVpPutXNVOxFARQAAWe9eMoCXypaS
X0N2dR1UGGMxJCNTvjGQ3OpasxZm/eH4iaigpSgw2V8QpY+keYJHjiNrci3hknVJR5m1hXMSnlC7
hftNIzEMrMeApQt0A372XGn2k3XmCRWttUs4ra3tAEsZUvJb2SRNwTK00UThqKvVnr44lhI2yz/c
T/xV+GWbM/S7/cT/AMVfhjsvpd/uJ/4q/DHZfS7/AHE/8Vfhjsvpd/uJ/wCKvwx2X0u/3E/8Vfhj
svpd/uJ/4q/DHZfS7/cT/wAVfhjsvpd/uJ/4q/DHZfS7/cT/AMVfhjsvpd/uJ/4q/DHZfS7/AHE/
8Vfhjsvpd/uJ/wCKvwx2X0u/3E/8Vfhjsvpd/uJ/4q/DHZfSrW/1Lkfq/DlTfhStMIpkK6OuPqXI
fWOFafDzp0xNKa6qP+4n/ir8MGzH0u/3E/8AFX4Y7L6Xf7if+Kvwx2X0u/3E/wDFX4Y7L6Xf7if+
Kvwx2X0u/wBxP/FX4Y7L6Xf7if8Air8Mdl9Lv9xP/FX4Y7L6Xf7if+Kvwx2X0u/3E/8AFX4Y7L6X
f7if+Kvwx2X0u/3E/wDFX4Y7L6Xf7if+Kvwx2X0u/wBxP/FX4Y7L6Xf7if8Air8Mdl9L/9k=
uuid:aee072f1-27ff-5c4a-bd1b-5c0f0434de88
xmp.did:afe1b5d2-88cf-46e1-9fb8-830ebd5ad40b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6c159dba-04ab-6544-9b8b-ee118cf49676
xmp.did:0321299a-6c84-4ad7-93c5-60b678e71195
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0321299a-6c84-4ad7-93c5-60b678e71195
2022-03-24T12:13:57+08:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:afe1b5d2-88cf-46e1-9fb8-830ebd5ad40b
2022-04-06T16:51:21+08:00
Adobe Illustrator CC 22.0 (Macintosh)
/
EmbedByReference
/Users/mac/Desktop/真月月澳利202107/150dpi/真月月澳利.tif
adobe:docid:photoshop:436647a9-e6a8-7f40-8478-8cba7d270d43
xmp.iid:3ca43a38-354d-463f-be15-be21d5515139
/Users/mac/Desktop/真月月澳利202107/150dpi/真月月澳利.tif
adobe:docid:photoshop:436647a9-e6a8-7f40-8478-8cba7d270d43
xmp.iid:3ca43a38-354d-463f-be15-be21d5515139
Print
False
True
1
42.000000
29.700000
Centimeters
NotoSansCJKtc-Medium
Noto Sans CJK TC
Medium
Open Type
Version 1.004;PS 1.004;hotconv 1.0.82;makeotf.lib2.5.63406
False
NotoSansCJKtc-Medium.otf
NotoSansCJKtc-Bold
Noto Sans CJK TC
Bold
Open Type
Version 1.004;PS 1.004;hotconv 1.0.82;makeotf.lib2.5.63406
False
NotoSansCJKtc-Bold.otf
ARNewHeiB5-Bold
文鼎新黑體
B
Open Type
Version 1.00
False
ARNewHeiB5Bold.otf
ARNewHeiB5-Heavy
文鼎新黑體
H
Open Type
Version 1.00
False
ARNewHeiB5Heavy.otf
Cyan
Magenta
Yellow
Black
預設色票群組
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 紅色
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黃色
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 綠色
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青色
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 藍色
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋紅色
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
C=0 M=100 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
灰階
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
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 62 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 65 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
17 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 75 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
66 0 obj
<>stream
HWkB`u$`S(@mS5yF]:nbbf43=<|̫l0u|<ͻۛͻ-ʙoXxߜM)ͼ{uy%jū鎇G~vIyH>5@g
^>}Cr2.%B15JӋ^|1ė!9,£c_ߏ@0l9_{(5"="=4X+Q=m+ZޞRb#ff
궬sic8UwYt<p Xl-7m|N p82HjKh9
)}=-o?L' M?c~*xOgdO_nL|5X"-Gx&$58"
T @&O卺-gP}{LKq\8˨]$f~F:lqvī7ѷ_mTcq/a]P6_u懷צ;dd\:朑. I@$}z(