%PDF-1.6
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2022年7月
2022-01-14T10:58:40+09:00
2022-01-14T10:58:40+09:00
2022-01-14T10:58:40+09:00
Adobe Illustrator 25.4 (Macintosh)
184
256
JPEG
/9j/4AAQSkZJRgABAgEBQAFAAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABQAAAAAEA
AQFAAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC4AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9HXH93pf0frXKz0cuPOS
6D7eq/J/+NsR1RL+FDr/AHGn/wDGR/8Aia4O5n1kiJ/+Ole/8YG/4gMJ5lhH6I+9Rl/44kP/ABlP
/G2DozH94fcirf8A47cv/GMf8RXJDm1S/uwl4/45R/4zj/iByHRv/j+CYT/8di1/4xj/AI2yZ5tE
f7soW3/441z/AK6/rXIjk2y/vAqRf73WH/GFf+NsI5hifpl71OT7Op/64/5OYO9kP4fx0VLj+70v
6P1rhPRjHnJdB9vVfk//ABtiOqJfwodf7jT/APjI/wDxNcHcz6yRE/8Ax0r3/jA3/EBhPMsI/RH3
odf7jT/+Mj/8TXB3M+skRP8A8dK9/wCMDf8AEBhPMsI/RH3qMv8AxxIf+Mp/42wdGY/vD7kVb/8A
Hbl/4xj/AIiuSHNql/dhLx/xyj/xnH/EDkOjf/H8Ewn/AOOxa/8AGMf8bZM82iP92ULb/wDHGuf9
df1rkRybZf3gRlh/vXB/zCD/AInko82rJ9J/rMT/ADHhWTQNF9SrQLfWazxVPF0lnjh4sv7QrINj
iOYY5L4Z083169W18r63faQl5o13DGZ4ltLy5jiB9RVPK3jYw7g/yU/Xmv0naIzzlHhra7H6XI1W
ilgETx8W9f2PTfI93qOqeSfKt5NIkt7Pp0N7dTSngGZo4mkb4VIBLNXpmwAtqM6u+tJtcT3P6Rdv
VteNzGyA+qSBVabnjtuPxyRgbRDIOD3MMs/zKaa3ubHUdLm0oWtzdJazXXONbmOzieWWSISJGWHw
8VC8qn2BIiY7Uoy+q2W6Lr9hql7dXenX9jdJbu9tcKkzVSSJjEwYFB+1GaHoRuKgjJRjZ2YSyDhp
V9C5+pmD17OvqB6+saU40/lx8KVcmX5mPFaJkedr6G49az4xLxK+sanr/k++HwzfJrGYcJCjGlwl
hLbevZlpGDBvWNNiP8n2weFKuTM6iPECvT6wtxbS+vZ0gQIR6x3pX/J98PhS7kHPGiO9YyXBF2PX
s/8ASGBX98dqNy3+HB4Uu5I1EdvJfL9YdbQevZj6t9r98d+nT4fbD4cu5AzgX5txmdGvCZ7P/SQ3
H98duVevw++Phy32Qcw28lIR3Ajtl9ez/cMWP7471IP8vtg8KXcy/MRs+apIZ3uriYT2dJoygHrG
oJUD+X2w+HK+TEZ40B3KYjuBHbL69nWBix/fHepB/l9sHhS7mX5iNnzVZDO11cTevZ0mjKAesagl
QP5fbD4cr5MRnjQHcpulw2nx23r2fJH5FvWNO/8Ak++DwpVVMhqI8Vq0UkyX73JmsyrKF4+ua7AD
+X2wjHK+TA5gY0oRWl5JbfVUmtHcyep8MrE0C06BMicZAbPzA4rRYlE2pWMoFA8Qanz5YDzTH+7K
hb/8cW5/11/WuRHJtl/eBGWH+9cH/MIP+JZKPNqyfSf6yUeZNIi1fSdPsJJ5bYO8MizwcPUR4JYp
kZfUWRPtRj7SkYL5MuEHjBeXfmrbx6D5W1e01fzLbLZ3YdLf61aI2o3DxkMscf1YxRPUqBy9EBK1
JxjQugLPk0yw1wmzXc8P8zfnR5i1Xyv5e8s6QZ9JtNIsYrK5e3mcS3bqiIeXDhRPg2Tf37UNJMgg
E/Mb81fL9rFZSapcwRt8cS3SRTSU9mmWSQD2rk8eckbG2oxHc9i/ITzh5082jVn1e8guILMRCN/3
UU4d6ndIgvwUX7TDr070ycWYnnu05MVcmaa95Jtrk2t3am4srjTbgX0ENnL9Wt7iWKJYY4pyqlhF
6cfpgRMgAZtjU5KeEHePNEchH1ckRpesw3Fy2lXBMesWsQN1Cy05ceIMgKl4quHSTgsjFVdK9cni
y3sebDJjrcckz45c0u44q1wwq7hgVvjiruAxVophVooQdxQ42ruOKu44q0V9sVa44qm3lcU1mL/V
f/iJynP9LZh+pOrT/erTf+MC/qbNaebtI/3ZW2//ABxrn/XX9a5Ecm2X94EZYf71wf8AMIP+J5KP
NqyfSf6yHuP7vS/o/WuA9Gcecnhn/OTPkzSb+yTzBJPcLrKXKaZp1rGFaGZ5nkkCvyK+nQIx519q
dwDPhslTjMuEDmWBeQ/yCTzBo3lnWjdzzxa3dTx3NvC1vbG1t7W4aKST1pGlZ5CE5KiQt7kdclxc
mjg5+T2n/lRX5X6RbXLLdTQ6nYIsr69qphuxDF4FbyNrLjSu/p1XxqMQANgvCaB6F5lNP5Zg/NuS
/wBD1SGC+mvbAyXFrdQCxaERFtRLtGFjdriRolVVFDIzd12li+oLloA1u9wlnllADmtOmbMRAdcZ
EoRoU+sm44D1/TEImIqwjDF+APYcjU+P0DIEeq22IBjz+F0q0yxoLqYVa44q7jih1MVbC4qqiOP6
xDCzBfrAIhZeTDmoLMG2+H4RUGtD022rhT1XBkEJfxXw/CrH6vxeRHDcbHRGJpsfOskgbx8f15cc
p6BAx97n0qE1KSU9jvgGY9yTiCidNWn96CfYVyfi+TDwvNTOmzdqU9zTD4gXwi46eaj41/yvbHxE
eGmPl60ePVUc7qA1D4/CcrzTBizxwIkmFp/vVpv/ABgX9TZgHm7GP92Vtv8A8ca5/wBdf1rkRybZ
f3gRlh/vXB/zCD/ieSjzasn0n+sh7j+70v6P1rgPRnHnJ41+f/nuDTFm8sPpNrqS6iklzcvehisS
K7RxtAE39bmTRv2fA8shKVFlw2B5B5N+W3nTzzYRPoWh67a6FG3GVI717KCBZHQRl45rwTNycLV1
Qdeg3yUoTia+9bx1vd9w2/X9yT+Z7j1Nf9LzHfjXLtQy3GqWmoHUFLGEmNoXDU+FpE5D7I4kU65C
YkeXNrhSVS2N5LYwvJH6UFzWSCQAbtEeDMrg7sCN8ydLpBkkRGXrjzbpbin1R5D8wf4i8pafqrGt
w8YivQP2biP4ZRQdKsOQ9iMz4Ssb83S5IcJT7jkrYO44obWOvTG0gNrbSt9lCcHEEiJRCaVKRViF
8AN/6ZA5QzGIuOlS1NGB8MfGC+EW00uY/aIX8cTmCjEVKbTZ1ZSOJVasSTSm1On05gZhx6nFL+aJ
/bQ/S2xjwwkO+lAqc2jiu44q2FwJdQ+OKrgzj9o08K40kEpr5fnJ1GNKChDVPf7JyjNH02245b0j
LT/erTf+MC/qbME83YR/uytt/wDjjXP+uv61yI5Nsv7wIyw/3rg/5hB/xPJR5tWT6T/WQ9x/d6X9
H61wHozjzk8U/wCclPJ+r6rYwa/YBGttElmGpg15iCeaIiQAA1WNoat4A18cHW+5JNRHueO2uoXW
gSXNsbGw1WKY+rdycvW4xxUUBmQuqKC23NRucunqY5iZixfeK/tYZIb801n8oWs0eqeZEW2tSLdv
qFtp7LLbcFiKylmCRc/V+JdgKAnv01E9XxZIxAqyLtthioXaD8s3XkwW4j1pEjvI3c+rK7IpSoKA
qX+Ktf2VptvvmTrhqMeWXASLZgxvd7d+SltPF+nby1s3tNCvHtjp4eNoI5XjjZZpYo2C/Cw4LypR
qZfoYTEPWd3D1Ehez0l5o2P91EadSaf0zPET3lxSfIKTBX6QR8e7L/YMkNurHn0aEUdacAp9gTjx
FeELuMoPGNST36AY2Oqd+iwyXy/snw6YaixuS03V2OpIp7YeCKOOSw3dz/N+A/ph8MMeMrDLMx3Y
mu2PBG7rdeIrfq8p6I33HJcQ72PCXfVpq0KN9xx4x3p4SvS05GjHj9ByJnSRBWWwQ9WOQOUsxiC9
dPjLbg08K4DlLIYgmGlWltFeoyfbANN69sqlkkQzjAAutP8AerTf+MC/qbMc83Lj/dlbb/8AHGuf
9df1rkRybZf3gRlh/vXB/wAwg/4nko82rJ9J/rKN2rIumqwoymhB8QVwHoygb4kPdWFrqNlr2n3a
epaXkM9vcR1I5Ryq6OKihFVOI6rLlFif5Y/lZ5b8kyzzaY01xdX1tKklxcFC4ijdOEaiNY1oK1Jp
Unr2oYCmGbueefnboEnlySLWND0pTp2rpJZ61DGrLbpMxUQzssI5BpA7oSKVPHetK0anAJESGxiu
DIRsXlFhp9prFnpVlpZmsNfu5p7a9SRpVtrmOaZvq6K6mWePYrHx4UbYsdq45c8shAkeI9OrnflJ
iBmeXd1p9R+RPLOpeW/Kel6Ne3ZvbixiaOSQElCWcuqqXBfjED6adPhHTwzoCg6mRsp9xXYMtCel
RWvjk7YLwqj9kUyNpp1B2FMbS2CfHbArfxdsVWsGFK74hWqr8vc4VbXj3amAqGmdB0NcIBW1IzJ3
/VkuEsba9ROgXGitthiemKuBr3OBKUeVLTV77zfd6pLek6XYvJa29vGx4GShDq6rx+JNmJfkPioN
xtdmlAQAA9RaMQmZkk7Bkdp/vVpv/GBf1NmAebso/wB2Vtv/AMca5/11/WuRHJtl/eBG2CP9Yheh
4C1Ucu1eVaZKLTkOx/rI2e2hmKGRalDyQ9wckQ1RkRyQn1GSL684PMTqxQDrU1NKfTgrm2+IDw+S
EsgyNEGBBFtcVB2P20xgjMdz8GK+Z9WurmDUtD0zmdRGnyTK0bmMxySqyW6lyAFZyC6EN+zvTYmn
PPnEMtMAJxMvpsfJ5n5TvtS07zD5H0fUbAQyXSXIuL2ahumEAlkgtywq6pHWE8W9l24kZXp4XTl6
/LAylwm99u7zPxe4NLH33zPALqrCQeXdaS9uNXt2kLS2l5IlGr8KciqAE7U+Dp/XKtPkMuIHpJzN
bhEBAgVxQCbBpA29SOxGZexdfZX8Zq7OCetKb5Gwyor0L0q1QB3IyJrokW5np0YY0tsbvfMAXzJa
WsbBo6NDMQXPxyb8aAqlQVX4qGm423zXHWf4QICjEDfnzP4F92+7mw0pOEz68/gnZeU9ts21B1xJ
aHOm61GJpQSqK1dghJ+/IkebIHyczOP2SB8q4AFJbWUOaUrgMaSJWhdO1bTL951tJPUa2YJOvFkZ
Sw5LUOFbcGoNN+2Ru2VK8F9ZTTSxRsGaAhZQAdmNe/TtlWPKJk8J5NuTEYAGQ5ojy2qWk89uOUn1
m7lnEh9OgrEhpROlPsioBpua9TdKGw8h95LjifqrvP3AImzjkafT2VSVWBeTU2GzZjnm5kSOAoyy
0307R4LijCRgxVSe1Nq/RhEdkZMtysI5VVVCqKKBQAeGSaSW8VdiqVa9d/UrS9vQnqNa2NzMErTl
wUNxrQ0rTIylwgnuZ44cUhHvLBJ9TextZbm6la4kjjhhE4cSRSycAwZfSCxqOchQv6aVI3FOGYGS
dblyMWIz2iwDUIJI/wDnIHywksiFxp8zUSpFTFdVCmh2rX7R7fLNhgjw893EyGw9cu9QsLGEy3ko
iWsaIKFizSypCgCqCftyqMyJSpqjG0j8l6xouqx6tcabDKgh1Ge2uJJ1CNJJHxbkoqW4FZARy364
IYhHl13bc2aU64ug2TTyx5k0/X9FtdYsA6Wl2rNGsqhZBxYowYAkVDKehxq2u6eNfm35+/Mka1qm
h6dL+jdP09Fl9WwEzTzK6iZQ1wiExOI4pJSP3Y4K4LPQVxpzo05AgaB7xf3j9DIPyC83er5UsdAe
3MP1UXH1e5LgrM3rtK6AHiVZBMNhWoqdqb24o2GqZpH+WfMHmO6/M7WLHTb7695cjnnS8s5yzG2n
SKAVjkfk6+pcGVUjqE4q5XptTLLUyK2AG/vv7q+1sEPSCmd3oTat5rklt0kGkrKwmmaUlnaE8Dwc
MHAZgaEHbtmtGjvIOHldn4V+r4OzlqBDDR+o/pTeXzZ9T8xw6DqEY9W9Mn6MubesqyNGFd4ZY15P
FJHHKrEt8BX4uS/ZG5EhbqZRIFp6FetT8998nbXShfXgs7aS4ldI4YlZ5ZZXEaIqgkszHYKANycr
yT4RdM4xtDaPrum6rEZLG7t71QSC9rOs8YZaVUsm1QHG3vkceXi2IpMoV5ox5zGw9QUQjYjxyrJq
DDKIn6JDY+fd8mUcfFEkcx9zE9WurxxfadY36wXScry0htLciV0jKvNG4KlZXCSJxCEFtg+wJYag
GeMiJcjRmMMo4xt5/j+xbDq7WGqyvKGeBIAZwxIeiRGQ0VSsfKv+SPDOZ7P10sWWj9Ju/tPz/Gzt
NRpvFgAOd7fE176b0jzFGfzL0+3hlje3vVnmiKCpEAsUcl67oWdBtQVoP5d+xGqjPHUe/wCzn9+3
wLz0tJLHkJkK/XyP2V8wmcv5s6FpOvSeW7r62LyxtILi7khtZbqGL1l5CORbdXmQhGRuXErv2ygy
A5togTyZDoXn7QtYvpLK0nka6ijE0ltcWl3Yy+kXEfqIl3HEZEDEBivSor1wiQPJBiRzZPhQ7FXY
ql+qqzJcKlA5tJgpatK7UrQqfuORlyKY83jtvfaBrpksJ7k6hLHci8WwhhZZ4EEagxBQHkMh5OX4
/GKuuwRqa+eIyFEOfp8phLiiRfn7mNeVbi51X8ybbWtS+tW/1FzYaS93Z3MC3NpDBLaySRS7KXlu
pPUljljqu1JPhKHOxSAoEuHnkJSJAoE8mVfmBoulXl1aeZrVud7pgMeoS2837xrARys0SqQycmaT
4Wqu5+2pClcjIDsHHEgB5MY/Ln8wbmymnstf1J764szNam0gt5kMHpvGkKSLLHbtz/dybkFgPtkH
bK80/CIkeRH29/NzJ8BxcIHq4rvyrkyzyN5t8qW+ivZw3EcKRXl76FtEpakUt3LJEESIN0RwtOx+
isY6uHXZx5YZWNuf9n3vOPzh80aFcSxX2kTi11yzvjcEh1mhvBbt9XgkCBHD8Vj5p6nFAGkHxFt6
BljMmh37/jycvUY545CEv4Yx+Fjir4GRYV5O8ySeXWe+fT7htTtIXi0+5iCRi3MjMWkkQxsJa+rx
+P8AZNBSilZ+LInhiQG/Hgxxhx5IyO/dtXzHO7vfp8TG/wBX1az8wnzJoz/6NqF1d3M/1Vl+ttDN
GlxdRshBb0kRTInJP3dQxNaHKISMpES2nXwG5+347040fTEHoD8ej1PTfPksV/paWLW/6CtobWLU
4YJbeQm5uYZJZpCyF2RLcLycPxJIb+U5Zpp8Is8vcy1lTySrfc180Z5i1u2vtWbSYLptO1SwuBPp
MCMLdJLh1YoxMh4l7gPIgYrxq68kkH2hDKTlIqruvt3+P6m7Jpv3AnfERV99bCvht7t+XJlml+Z4
dR0X9KRgL9XDtdwo4feNSxCsQoKyR/vomPHmnFv2qZn8Yp1JBBYF+YfnOB7eUxTXb2OpLdaPMttE
0yI3oGnKJpIlMzPMeIFOQWvIqBmsxZ5ZQJfT5OZLGIWOZQP5JabB5W8veaNaubpb2WJhB9WiSaFv
rNqjEW3+kxROJZJJ1SnA70AqdszYk1dNB509K0rzJo+v+XotTifnYXoZVMlYqNUqUZiPhKsOA33O
wJqK0aiAyYiJbHp7+jbgMhkHDulNhfy2GqbxrHp9uq2/1pLVXmuYmCsJDNGE2SWTi/w0JHw/Fleh
ycUaPRytfDcSv1S5ju3/AFUxjzbZ6leeYbS10+YPpmrBTZRxCkdE4JIHCDkVjKq3+Tmqlozx+kfW
T9/3O70OqxDEZS+rHz/RV9Ty82QeWPJPlny/ro1y51KSaWOCWQLI4SOOEQ+pcSemvxMeBbqTRWAp
UcjvsWMQgB3B5rPmOSZJ6kvM9N8qeZ/Oeh6h5otLyOC98yahNdSQ3JYRfVQWSJRxV2DRszhaj7OU
nIBLdtECY7PVfyd0O6lluNTvpTcyWsceh2Vwa/HFYMGvZVJO4ku6R1PURZZiHVqyno9dy1qdirsV
QGpLIwmWJxHIbWYJIwJVW2oxAZCQP9YfMYJckjm+Nbnzbff4hvKhk1Wa1j0wSXMYtWT6q0SRTO4m
Kh6QiUu7BUYclb4UKxjj9IIOzaZgkiqZPe6vr1x9W+rRrYaXFZwiz+tA84Euit3JeSuSarLMrqGj
ZR9lGCmi5gzMQaO1OVDSSybx3v8At37kttdS1Ka9h0NS4lt5oYJp3mVlW49P0+YZ/wBzHVpHDo5p
xJVq1YZk6Xh4uI8pf2/j4uHnwSsiO/D8vx0+SI872CJrmq1ta6rKst9qItC8UfCKAhGMbn1F2qz+
pGj8yQahg2OosEA8unxLOFzhwjn1+z9qFaW6Plh7mza1li0+yRb2b1WWQTTalcMqxFDG3qOFL8Wr
8AZtqrlfDxbljIHl3frT0toQtbPTdRt3a+u451nnuLMfXbOWFRE/+lk2/GKO4EjNxQ/ErIa8i2Y0
ozjYhtRv8c7sO1IjOEJT9Ujtd86snuIkLA57gimPatZaHqNnqB0y7E9zA0UMKN6cSTs8kSc0HBOI
UPvzVQxaob4G5ZZxY4kGJN+bTk12fJiOMxiI7fTff7yyj/A+k+ZbXQLO3hibW9OsLZNQtZZHcxwz
XELxSD05YlZHS7ZgpkB4kAMCuQwAgy8yf96PwerijFYvu+/1H9G/ckeqR/oqf9GjWJ7TSTLPpMsa
kSSW/rzQwXss4kZXPrNaySypGTGr/ArnmaSkTKgGw4DCPGRYPX9aPNvdXOteXrkyMsNncRP9cmrR
5yyXoiBlo+1uFpVPtkipU1yGiiYzHF3finO7Qy45Y5GB25CI2+J/Hdfcj7nV9fj876zZRXol0vVb
capcw3RCxwGB/qr0EJGyCKjq3EuqhX3+PL9dAyxyELN91fjy8runT6Y+ocWyFtdH8zWOtW0iBotM
uYvQb6r9ctrpYY51AmmisWqZlSdliVjQKPiVaUzH0hMgeOJhw1d9fd+vl3EtubY1E8V2yrTPONlr
HlO6tr7TGR7+OaPWZYeEbRtRbYSyKwY+pxMQGxNaGnEbZk82OMXFEZX7kVaX/lfTtA/RKWr/AKEK
hF012LBJRLOzOWNXYuJF5LuEI2O+YozYsn1Hbn+OnuciOSePeHPlaX+bvzM8oQXMel2UEsFkvFrx
UEdKQgxrFCOQRBWMOGjYU4kihIJOMCNyHX8D8e5tgJZZUSNup+Zvv+9V0DXrPyzb3N35l1630vXN
We3aLSbhTcm1R4WMbyW0JLxo6oC8j/5AZV2LX4hwQ4erXqJ+JkMui/zX5Zl0zQL/AEzy9LOZvMv1
bR9KmuLv61A7arcNLLxkCh/SjtID8fxEq3U03kY73bUCj7HS/wAwrDyxHY6X5ftkls7Vbe0E2pWx
lkkVAqyKqK0TLy+JuciEjtXbKPBJb/GD1LyZoNvoeg2Wm27epFZwR26zdDIUFZJT7yyFnPzzJApx
ibKe4UOxV2Ksf87SXEXl3WpbYstymk3rQtGSHDiIlSpG9a9KYCdkgWXw9qfme91U2E1/JFJcWqyl
jFbQwP8AE/8AdyvGlJEKgcQRxFSOIqSWI4eS8+aZ6FPea/DLY3Fmb6OxDy205uBatbrIyKYkmdTC
kIRS3GT4UAZlK/FyhwDk5GPJIGx08z7mQfln5th0uW7hTR1uFaCWKXjA90z+ojKreiTSRhzcEPIq
+nVa8qHK4wqXES32TjMIx9V7n9H3n4BA635xvNXu7i5vobK/hZ44SXaUBFV3mKKbdomZJZOa1Yk0
oTuA+XZ48VG/pcTDOtq5pte6drGkWOn/AKSSK4thIj2kL3EC2knoBZGL2tuZAW+Io0nIDitCTypm
EMkQLB6/j8fqcqcTI0R07/t+9MtBa/1yd9Zv7oXs+nmS9BnVoHWayiRkjVgbfjRn5yP6oaQoFbgO
LnIjIDr3fqacu55UPwXnsd5Y+smoRtJDefWRKlyzh44UErKiRIoD0VFDcmWvwgBd95aiQkSBy5Iw
ChZ5vU/Jlr+aOm+UL620fRtLkg1P1Jbu5v2iaeoRJbeL0zKkScTKWUSr8LcuQWg5SxYqHT8UnUak
S4efpFfaT+l5PdajJJrE0WvpcRpFLKb6wjZIWSdifUbj6RRG9TrSM0260pkZQ8t2MchrmzHy0+oL
5dSDTIr1La4urWe1nmsvrCPdLEsLQQyjih9S4kYKDxK8U+IseSmUaINbsYysEXsynyjr+i65rtrc
6re2VjJaXvMTOsNvALW1mef91Myc0kcqiBeMY4A9C65XPLeQC6A3/Z+Pvb4YuHEZEXe3x7/x135M
c1HztfX0ki6Xq11Nd6lE76ppkUccdjBaiVpFaBkmb05Ut0jYgcn5MwaRmJXJZYxEe79LViNzF8rR
I1HydNYXy3zRWLtdw22nxiCaC5jNvcRNLJIqrKrmOGaROUkgZqAlORJJ4QQb6ClI32/iTLyVJYaj
qnoeZZUe3+qSXmqLbtxdP0dH6qCZFDcZxCZVkUNQ1qaSgscYY4mQr+H7mUoARvqqXfm3yForx3ep
eXdS0ua2jXVNMsHuZLm2vbgP6cK3LzLuUSSORm9RkVSypuTyyYEVtyYSgQd+aS6Z5w8ofW7fUtSs
p7/XIZJbiTUBJZK0013Ev1hnD3S8h6hcICKKtAOmWRkAwMSyD8u/PdlqHnPQdBRyuiaRPdXGiLK8
TOk2owehbWzJG0nwQySS8GBPEMqkCgORsWmtn0hoscJ0ezAjAX0U+Gg8Mm1o8AAUGw8MVdirsVdi
qQec5Xh8v6zNG3B49KvXRyaBSsdQa+2RmLiQzxyqQPcXwncGl607AJKzK7FQ4oVHVSCAKk+O1O3f
Hj9PDvTm5pE5eOhfP8d3zZV5I1VTf6hqmpRpqhsLZpZ7eViFdET01nkUMqz8DxQo4PPnvsCRaBI8
uVE7+79dOLmyCNXz4gLFd/6uqhqHnz6xqslzfRXF1byxIlshnJeKRJI3VommWfgvwN8Kj9pgCMGO
UpRInzbJSGPIJw6EHffcd7H7G8tSs0spLXbyR3CDgjxHgJOYcMeYPx1HUbUKmvwxnACNKNQTPjlR
LLNJaLVEjbWZZm063t5J4bCRggbjIPTcyPxWOKSR1VpYjz2ZaU+MUYfDhKpcr6e7l9nLfp1Z6rUT
yD07Hb7Ov2+Spd+aEutTn07VrmeGwlt1tLG3t2bjDGJlb0WaZGaL92zR844wACQEKMRk/EEogiIo
fo8+qDjMJUZEksetmnstR/fwyNqVtO9xDcsZFVvqbM8hMbR+pu0RFfhpT4hsaQnZ3B4fvBPx/Wyx
kVRF/sZN5l86Xb6pDrFldC4a9021iv5FgECLdJawieHkqqG4SJG540psvQZfKdTsHemmI4ocJ6Fh
s+pXeoNLc3sxubu4MfqMUUyKIh6aD1CvJV9OihVNOlegyU5nmWMIdyfeW/Mlz+lbSzuIPU0a7cW6
wyIzxs0a8YyqsSA4LCvBgQGKqyhsyp5OPaVd3z+Ww2+TSSY+qPTf3gcx8RY+KN0e71S2XVPLt9GZ
E1N45lD0bitsC0mwAcfuuMg9N15emq1IJGYIrGDY3Gx/Hv5OZlMpSiYyuEjsR8vnWx6teWfLtjq3
nK20yK3ml0+adfqShlkiXb1A0nBOEoKxPGzBd6N8hk6PFxyJPICz7+g3v5cv04+ciEOhkZUBvy6n
avxfw6bY2HlvRxqFvp1k0VzCssmpRerMedrAXtpp2Sb1Vb6sLgME41fiSOTUplTwQiSL2kL6X1Bv
kOHfu53bi/mZmiBRBrrXQiuvFY79tqUvy68r/onzIqaxDc20evvLZ22lTlpljt/QMd2kkpYcI2Qf
umpyPp0rxFW10yIkAcz08jztzoXMSkOQ5/o/HR41rvmPUNVijs4bpTpulzyHSPX4+v6KE8XlADfG
URK8eIJG4yuIECavdyJylMC62ZTqXm3QL3TZra40KODUrlWfVEuBIxSZwJRJAVrv8ZajMh/ZxhE8
wdmEpjkWvy11Ly5pfnzRtWgWRLRblI7b64qM8gdxDcXBZAI4/SjmLcFFQyKanfLxfMtBrkH1/oM0
TaXbRpIsoSJQsqMHV1pRXVlJDK1OuWtKY4q7FXYqx+/88aHZXc9pMxM9u/psqvDUsVUqADIDU8iA
DTofpolqIg02DESgpfP/AJed1eOZlfgx5Brc/BycE7ydP3QPyZfeg/NQT4MkfqPmKzsLC2vZ7w+l
dqGt1UQlnJTmFFSFJI6b0ycs0YgE9WIgSaSw/mFogi9T645FGYD/AEYEqpcVFZBszR0H+svvSv8A
NQZeDJcPP2kEOVuZG4HiKfVviYl+Kr+83LBKj/WH0H81FfBKeaVfLqlmLuzuy8DMyq1IzUoaH7PI
ZdCYkLDXKJBooz0Ln/lpP/Ar/TJId6Fz/wAtJ/4Ff6Yq70Ln/lpP/Ar/AExV3oXP/LSf+BX+mKu9
C5/5aT/wK/0xV3oXP/LSf+BX+mKu9C5/5aT/AMCv9MVd6Fz/AMtJ/wCBX+mKu9C5/wCWk/8AAr/T
FXnv5yalqFr5YewhkLSa3OujrKQo9JJ4JJrmTYfa+rwui+7ZTqMvBAybMUbkA8A886HplrpC/VrN
EVyEMglZQDUEL6X+7CyhvAilQc0+kyylLc/j39HbxnI+m/SenT5fg9zFdHt7u180w6hrFtc32mg/
pOVVRXN3CrqpVkmeNTGWbeu/E140ObGOWIjQ9zg+HxT5c0Pq9zY61qF9dwQx2kXFZ7a1FOER5BW5
Rr8Cctqou2GpRiATduXix48oyEDhMIgj4Gn0/wD842RTD8t7Kfmz29xcXs1rGdlii9YR+nH/AJJk
jdvmTmTjBEd3V5SDLZHwebpbPzi955j8wRafEU+rweWoYp5iFc0VpGCKPVDj7Sq3gDTKxPeyXeS0
Qnp+HFjMjzOQkD5eXyemZe8+7FWA68ugrrFy0/l+G8l9Sr3K3cScmRVbkUd46FRI3L5d+1UsECbI
ZjJIdUvWHQXVxJ5MKpFFMwdLhJRwSL1YyTCzsBKXC1I+HvsMj+Wx9yfFl3qmueYLOD6rZXXlGWSy
s+f1OZp4kCiApFEQeXL416VNRx+IA7ZM4okAEcmImQqwWOhu0kL+T2RkWdYgJ4z6ix3CpGI6up/f
B+a1oOxOR/LQ7mXiy70Hro0nTNYa3g8li9tVMckd7DdKgZ1uPRZQhpQxqWale3HH8vDuXxZd6J0j
zrq2l2WnW3+CbjS7K5eFf96YWSJriVw48XKooei9a0HjlkICIoMJEncpjrv5g65ZpZnR/LM2sm4i
d5ljuoYjFKrcViaoepkoSh7/AKpIQk35jed44r2QeQrxvqnIqou7cGRQyANuBxqrM2+/w++Kq9r+
Y2tXN9Nbr5beKGON3S5mvIUVmSXjwoAx3h/fbV2qPCqqOu/PdzFo316DSXnukuhBPYieJWSHmQ85
f4hxVBzK9aEYqiLDzbf3Dytc6S9nbJbmeKeWZB6jhuJQKwU0Gx5fhiqX6X51853eqR2tx5MuLO0a
WFHvnuo2RY5VJkk4hAx9NgFoOta9KkKorXPNvmixunh0/wAqXWpIv2ZVniiD/uTIKV5AfvB6Z5Eb
mu4xVOND1TUr+ORr7S5NMdFiKrI6SBi8YZwCu/7tjxNRv+AVTPFWD/m1otrqHlHUnls5b2azglv7
GK3ZknF5bRt6TQslTyozAihqtRQ5GcQRRZQNF8pxWXmLVtDuPMWsSPJpmkS29u9xMREjXE7emv1c
wxLJKyhy7rSqLv8AESMwo4REHhFfjzdppdRDHkBmDKuVGvjtu9K8h+XZPPNk+n2N8INDsoIbS+vY
ozLNNNIhDQQCXgqFY0Jd5AaVHw+FGn0VyM5d7j5c9bBR1v8AIHzBa+ahZ6HFHdeWNSMK3+oXr2xv
LZCBHdB3Jhk5UqyekhBrmdLBZHl5tR1BlZkbkX0foWlWOmadBa2VutraQxrFbWyCixwpsiD6Ovic
yHGSeDyRHHr09xNOt1oTgS2+j3EaTJBdcqmSFnDGNdqhV7nKxDfydjLX3iAArJ1kDVx7j3+8spyx
1zsVYpqf5Vfl/ql/cahf6PHPeXTM9xKXlHNnjMTEhXC7oxXpiq+D8sfIkHrenpMYE4YTKXlZWDwp
bsKFyN4oUX6K9anFVPUvyo/L3U3kkvtFimkmMplkLShmNwweUsyuCeTKP1dMVRFx+W/ka4uUuZtH
gkmRuSseXUzCc1FaGsqhqHvirV1+Wvke7ngnudJjmltjWB3aQlP3pnAX4uglPIDt2xVFal5L8t6n
p9tp2oWhubOzmS5tYpJpj6csasqMp58hwDniK0HboMVS/Rfyr8g6HMZ9I0lbGYlSZIZp1YlCxG4k
/wAs4qnGpeWdE1MTrfW3rLcjjOC8ihgYzFQ8WG3BiKe5xVIW/J78tGNW0GA0iaBQWlosbw+gyoOd
FrF8Pw/rxW1a2/Kv8vrVkaDRYUZN0PKQ0NEHdj1ES18aDFUwfyV5WdkZ9OjYxrKi1LU4zyLLICK0
NXjXr0pQbYqnEMSQxiNK8V6cmLHx6sScVX4q7FXYqtkiSQUYdNwRsQfEHFUn8w+U9K1/TJtM1SL6
5Y3AUTW8ryAHgwdSrIyOjKyghlNcBFpBpS8peStC8rWRstGtVs7QyvOYVeWUtLIFVpHkmeR2bigG
56YgAclJJ5p6Y4y3IqCw703woXYq7FXYqklx/d6X9H61ys9HLjzkug+3qvyf/jbEdUS/hQ6/3Gn/
APGR/wDia4O5n1kiJ/8AjpXv/GBv+IDCeZYR+iPvUZf+OJD/AMZT/wAbYOjMf3h9yKt/+O3L/wAY
x/xFckObVL+7CXj/AI5R/wCM4/4gch0b/wCP4JhP/wAdi1/4xj/jbJnm0R/uyhbf/jjXP+uv61yI
5Nsv7wKkX+91h/xhX/jbCOYYn6Ze9Tk+zqf+uP8Ak5g72Q/h/HRUuP7vS/o/WuE9GMecl0H29V+T
/wDG2I6ol/Ch1/uNP/4yP/xNcHcz6yRE/wDx0r3/AIwN/wAQGE8ywj9Efeh1/uNP/wCMj/8AE1wd
zPrJET/8dK9/4wN/xAYTzLCP0R96WXusadb6XFbyy8ZVkqV4uexPUAjuMrlkAFNgHrJ8lSDzLog1
eSQ3HwFAAeEnXiv+TiM0b5tcongpAjzBpH6NKev8XrA04P04kfy5HxY1zbq9fwR7+Y9GfV7UpOWH
ALtHITU8tqcffJ+LG+bSIngKtaOr6FcOhqjMrKfEEqRkh9LOX94EdYf71wf8wg/4nko82rJ9J/rI
e4/u9L+j9a4D0Zx5yXQfb1X5P/xtiOqJfwodf7jT/wDjI/8AxNcHcz6yRE//AB0r3/jA3/EBhPMs
I/RH3qMv/HEh/wCMp/42wdGY/vD7kVb/APHbl/4xj/iK5Ic2qX92EvH/AByj/wAZx/xA5Do3/wAf
wTCf/jsWv/GMf8bZM82iP92ULb/8ca5/11/WuRHJtl/eBUi/3usP+MK/8bYRzDE/TL3qcn2dT/1x
/wAnMHeyH8P46Klx/d6X9H61wnoxjzkug+3qvyf/AI2xHVEv4UOv9xp//GR/+Jrg7mfWSIn/AOOl
e/8AGBv+IDCeZYR+iPvQ6/3Gn/8AGR/+Jrg7mfWSIn/46V7/AMYG/wCIDCeZYR+iPvQvlX/e/VP+
eH/EWyGL6j8GOo5p9Pd2tu0azzJE0zBIg7AFmJoAK96kDLiQ0U87g8++bx5xfT5tJha02BVLpiwi
5HjJwMI4uAG5AsK8SPDK8eqhIiO/ET+u+7lXnzZ5MEoUSRRv7PnzvZP9MutavLC9vrpoH0y6S3k0
6WF2Zpa7SShSXSOJwEMSqzbVZjVstygAebCMrPl0/HX3r9H/AOUW/wBjF+pMoh9DmS/vAmlh/vXB
/wAwg/4nlkebVk+k/wBZMuCGlVHw/Z26ZNot535ri/Mc+YNXubPXofLXlTT7KK5F5LYQXolcCRrm
tZInX01QHfrXbAtor8sdX8zXv5bw695mnie9uY5r22kaBYQlqRygaSOKv2kXmeJOxpipLHB+b2sf
Vlu5Le1Fu6Va4W3lkPpu0vCdkWbgo/dRwmJpqrJIvJlUHCtp95X/ADCuNSkv0uYbe7FjZxXBtdMV
pJDcmIyTQx8nKyqNgstETkQoJNaK2UVp35n2F2w5aDq9rK01pbn1rVSAbxuKsXieQBEIozE0rsK4
rafeW9ct9d05bsabeabyLVtNQtzBKpVim4+JeqnvWmK2U34JUNxFR0NN8VtjuveefK+g3403UpvR
uGhW54cPh9NpDGDy2X7Sn/OmK2UGn5neUWguZ0NwWs53tJIxbSFxJG6IQCBx4n1VKsTQjfpitpp5
a81aF5kS+fSy7iwuXs7wSxNERPHQsvxgcqV+0NsVsp1wQ0qo+H7O3TFbdwTf4R8X2tuvzxW1C8tn
ltmjgcQS7cJQoJXcE0BBGAiwokwPXPOmi6Lcmx1DzDOl3bvMLqRLNpRREjmKyMkLKAsbjvvXK/DP
85lx+SnY+YtK1TVX0ax8z3LalBbm6MS2pT92ki29R6kIUlpBWi7mtRtTI+Ef5xT4nkj/AC35m0vW
9Xm06w1u4ury2WY3CC1aOMGCT6vKrSywleauwqnOvcCmSED3oM/JPNAgkg1XVIZZDNIi2waUgAsf
TO5ChR+GDGKkfgmZsBj/AOYL2F3FNp9tZDU7+6kW2mtlYsAY4vrD+pElTX0WUc2Hws8dOu0M18wN
/wAcu9v03CSIzPp/Hy/Hk8rtNI856Bqra5qKW+mSSxzRrLcwNJIZVjLGWKWcTRrLIgZnaVmb7Z3H
LMjNqjHDGEDLnfLvJPCSdzv3AdNz1x9PooHPKU6rld9BQ4qs139T5PX9E0e9XyvpN1qGoyXFza2i
p9XthHa2YMgjXiYLf4G9JU4rUlQSxUL8IWMpXG+9TDhlXd8PsZLpEafoizHEUMEVRTr8Axx/SESO
6MCqDUAAgUG3bJsbbxVin5neV9Z80+Ubjy/pdxFanUJYY76eVmQi0EgacR8Ukq7IvEA0G/XFQyNo
zZ6eYrCBXNvFxtbXl6angtETkQ3EbUrTFXncPl/8zo7XS4Z53lNjNBcXkkd/JzuEpbiWCrBOnCbd
mp0/mNFWWeStH1jTNKlj1e8nvLx7ibg1xN6xW1jkMdotdhyNuiNIerSFiScVZBirsVdiqU61a+ZJ
JYZdHvoYFWgnt7mLmjj1FJZXWjK3p8x3Fabdaqsf1fTvzel1K6k0vV9Jt7BhH9Thlt5WZSIKSczv
Ws/xCh+zt1Oyqgml/nSpjLa1pElFb1E+ryIC3pIEING29UOT7EeG6rJ/LkHmaG1uR5huba5unuZH
tjaI0aJbGnpxnluzLvVsVTbFXYq7FXYq7FUnlsdah1K7urE2xS69PkJ/UqPTTjtxHzykxkJEit2d
it1B7HzQ+oQ3xezEkEUsCxgy8CJmjYswpXkPRFN+5+g1P+itx80T/wA7Z/y4f8lsf3nkvp80Gmka
4huuEdigvZRNdcGnqzAKp48uQWoTsKVqaVJrHhn/AEU8Q808sYGt7K3gYgtDGkbEdCVUDbLYigAw
J3Vskhjv5g6Zeap5RvrCzQPdXBgWJCQoJE8Z6nboMhkFhzezs8cWeM5fSL+4vMLD8s/M9pY3yXem
wO8qfupXkhPp8UcEhjIvD4mVq0PTMfwy9Fl7WwylEiRAHPn5eXvRVj5A1QadbFtAguHEZP1kXkXp
yhgSpNDUg8q1DeFOmPhnuaZ9qYzIkZCAf6JQtp+Wnmu21WS8NikNpJ66RIJomK+ujxxrsfFwK5Zi
gRIHo19o9pYsumljibmQOh7wnFh5B8wwWd3DPpkc0s60ilMkRMZCsBSp7lgT8szjMPIDEa5ImLyR
qaWsMbaBHJOg/fStcp8ZoopQHYfDXbf78HH5shjPcl7eQPMkV5NOLJYbeT1Uij9aNivrKyRrUEd3
Arh8QMPCNqth+X3mCGC6S50xJ5Jk4wv60Y9M0J5D4t/i4/RicgSMR7lSx8i+YYkiW50mKb0zXkJY
VJrUUbry+1XfuMTMJGM9yFH5f+Z4rmWZrVEjkEqIBJFsZlZEFFNPtOMPiBj4UrVrD8vtehtrtLnS
kuJ5U428hnQeme7UDDfp/mcByBIxHuRdt5J1aOziifRIzcqP3tx60Lc6dPheoHvTAZ+bIYzXJL/8
AeZYrqWf6kkMEgkSOMTI3EyqURak1O7AVw+IGHhStUtfy91+OxuIZtLSW5lp6Nx66D06eADUP04n
IEjEa5KuneRfMEEYS70eG6CliCZolO4HGrA1NDXriZjvTHGRzCG/5V/5kiuWlFmscJjaFB6sbHk8
ZiUmh/aZt8fECPCNt+VvJ1/IRftZ2+q6fNG6wyQ3EMsZavHkrK/E0oR88ZTHRY4iDuETYeRdegj9
OfR4pweVWMsQO9OO5JOw7VxMx3pGM9yFtvIHme3ummktUSJlkjUCWM0MyNGg2P8AM4yccsQQ05cE
jEgdQW9B8pXl9bz3FuLbUICGiSa3ninRZR1+JJVAZfDfMzJqACOYdVi7NyC7AP496aWfkvVYbRI5
tHjmuFDj1jPHSrGqsVNa0pSmVy1ESdpbNuPQTEaMAT7wp6V5M8w2evWl/c26R26XKM/F0+EFwBRV
+eOTUwMCAeiMHZ+WOUSIFW9PzWvQKF7/AHK/8ZYv+Tq4q858722pxX1/Ot0xslsfrUmmysxjVVDx
gIgfjUFeW37VKjamV48IlE2K25d34pqzyINA3bIrOO9DKLlYnuCFEsTK4qd6cA3Hjyp+1Xwy4QEo
1uN/uP3NVkS6FO0ZG06Fo0CRmSIooJbrKviBlcMQxjhHIOSJ8W6YZJLsVUL3+5X/AIyw/wDJ1cVV
8Vdiqhe/3K/8ZYf+Tq4qr4q7FVC9/uV/4yw/8nVxVXxV2KqF7/cr/wAZYf8Ak6uKqelaZbaZZi0t
uXpCSaX4zU8p5Wmfeg/akNMVReKqF7/cr/xlh/5OriqD8v6DDotnJbx3E1200z3Etzc+mZneSlS7
RpHy6dSK026AZPJPiNoATPIJUL3+5X/jLD/ydXFVfFULqUnp2vqcSwWSIkAgbeqtd2Kj8cVYzfaU
2v3T6lYXQawu4I7WYRpDNzSGV2YJKs6qPtlfsmmDi4o+k/H8c1yYTGXqBFdPtTaPS+MvqmO6d6gl
maEkkdDUtXbK8eIQNj4+ZoC/Ll0piY3z/s/HmiZ5HhtIoo7SUIkkIUVi6eqv+XlxNpAoUqWmqw3k
Pr2iG4h5PH6sUkLrzicxyLyWQiqOpVh2IIwJVvrM3/LLL98X/NeKqF7czeiv+iy/3sPeL/fq/wCX
irrLV4L62S6sl+tW0grHPDJBIjDrUMshBxVX+szf8ssv3xf814qoXtzN6K/6LL/ew94v9+r/AJeK
rrbU0uovVtommi5MnON4WXkjFWFRJ2YEHFVX6zN/yyy/fF/zXiqhe3M3or/osv8Aew94v9+r/l4q
p6Z5g0/Vbb61pbpf23Lh69rNbzR8gAackkYVowOKov6zN/yyy/fF/wA14qoXtzN6K/6LL/ew94v9
+r/l4qt0/XLTUrYXWn/6ZbE0E0EkEiEjwZZCMVRP1mb/AJZZfvi/5rxVQvbmb0V/0WX+9h7xf79X
/LxVbp+uWepW/wBY0+l5b8inrW8sEqch1HJJCK5KUTHYilRP1mb/AJZZfvi/5ryKqN3cSmNAbaRQ
ZYQWJjoP3q77OcVRuKoe/XlbhakVkiFRsd5F6YqpaPpFrpNitlaljErySVbjUtK5kbZQqj4m6KAM
hjxiIoNubKckuI/ikbk2pDaiiyWvptXi8kStQkGhkUbEUIxVDeXvL2leXtKj0rSo2hsYmkeKFneT
h6rmRlUuWIWrGgxVMsVUL3+5X/jLF/ydXFUJ5f8AL+n6Dpq6dp6lLZXd1SiKqlzUhUjVEVfZVH34
qmWKqF7/AHK/8ZYf+Tq4qgPLHljS/LWkx6VpYdbKI/ukduXEUCqo2GwVQPE9TViSVU2xVQvf7lf+
MsP/ACdXFVmm6ZaadA8FqpVJJpbhyTUmSeRpHNfm1AOwoBsMVRWKqF7/AHK/8ZYf+Tq4ql/lfyvp
nlrShpmm+p9WVy49VuTVIA6gL2Ue5O5qxJKqb4qoXv8Acr/xlh/5OriqB8teWdL8u2D2OmqywySv
PIWIqXeg2ChVVVVVVVUAAADLMmQzNlAFJrlaVC9/uV/4yw/8nVxVXxVC6lIIrT1CKhZIiRUDYSrX
diB+OKgIWy8xadfS+lZsJ5fTWb045IWb02pRqCStNx948chHJGWwLbPDOIuQI6I36zN/yyy/fF/z
Xk2pD311KsAJtpABJESSYqAeqv8Al4qoaZ5o0rVWddNlW8aOOOWQQSwSFY5uXpMeMhoH9NuPjTFU
f9Zm/wCWWX74v+a8VQ99dSrACbaQASREkmKgHqr/AJeKoex81aRf3C29lKlzO8RnSKKWBmMQIUuA
JN1Bdan3HjiqYfWZv+WWX74v+a8VUL25l9Ff9Fl/vYu8X+/V/wAvFUNY+aNJv50gspVuZpIjcRpF
LA5aEMFMgpJuoLAV9x44qmH1mb/lll++L/mvFUPfXMogUm1lAEsVTWL/AH6v+XiqjZ+ZNMvZY4rN
1uJZofrMUccsDM0Ifh6gAkrx5/DXxxVHfWZv+WWX74v+a8VUL25m9Ff9Fl/vYe8X+/V/y8VQ2nea
dJ1OQR6fIt2zR+sBDJC9Y+Zj51WQinNSMVTD6zN/yyy/fF/zXiqhe3M3or/osv8Aew94v9+r/l4q
h7DzNpeouiWDi6aSNpkEUkLkxq5jL7SdOYK18QfDJyxyHMLaP+szf8ssv3xf815BVG7nlMaA20ig
yw1YmOg/er4OTiqNxVQvf7lf+MsP/J1cVQGm+V9J06++u2yuJ/SMI5OzKA3phyFO3JhBGCf8ke9a
oYYxNhyMmpnOPCeV/r/Wfmm2WuOoXv8Acr/xlh/5OriqB0fyzpWk3MtzZo6yzW8Nq5Ziw9K3lnmj
FD353cm/9MVTXFVC9/uV/wCMsP8AydXFUv03yvp2napLqMDymaWIw8JGDoqGQykICKrVySaGh79s
VTfFVC9/uV/4yw/8nVxVLrHypo9lq66tCj/XUgktUdmqBFNMJ3X6ZFqK9O3U1VTjFVC9/uV/4yw/
8nVxVLNP8n6FYawdYto5FvzFJA7mWQoyTOsjVjLcK8kFCBiqdYqoXv8Acr/xlh/5OriqU6V5K8v6
Xq51a0gKXzRzQtKSKlLib15AxABb4+lTt274qnuKqF7/AHK/8ZYf+Tq4qlGn+SPL9hr8mvW0TrqM
qzJJJzNCJ53uHqO/xyGg6fTvlss8jHhPJFBPsqSoXv8Acr/xlh/5OriqviqF1OT0rT1CpYLJESBQ
GnqrX7RA/HFUBYea9K1C6NpZFp7gR+twXh9iiHkCWp0lT7xlcMsZGgW7Jp5wFyFD8fqKZfWZv+WW
X74v+a8saUPf3UqwAm1loJYid4v9+r/l4qhtP81aVqM4gsmM8xj9YIjR1MYIBb7fbktfmPEZXDLG
WwLdk084C5CgmP1mb/lll++L/mvLGlD391KsAJtZaCWIneL/AH6v+XiqF07zZo+pT/V7CQXE/p+t
6SPEW4VALU5125LXwqPEYqmX1mb/AJZZfvi/5rxVQvbmb0V/0WX+9h7xf79X/LxVBWfnHQ724itr
WZZbmbkIoRJDzbgCTRS9eilh4gEjYYqmn1mb/lll++L/AJrxVQvbmb0V/wBFl/vYe8X+/V/y8VQu
n+atK1GYQWTevMyPKI0aLlwjYIzU59AzD78VTH6zN/yyy/fF/wA14qoXtzN6K/6LL/ew94v9+r/l
4qgLPzpoN5cw21rOss9w7xwRq8XJnjUuyj4+vBSw8VFRtiqbfWZv+WWX74v+a8VUL25m9Ff9Fl/v
Ye8X+/V/y8VS+z866DeXMNrbTercXDvFDGGjqzxoZGUVfrwBcDuu42yw4pAWQi03+szf8ssv3xf8
15WlRu7iUxoDbSKDNCCxMdB+9XfZziqNxVQvf7lf+MsP/J1cVUbLR7CylEtvGVcQpbKSxakcbM4A
qfGQ18dvAZCOMR5Ns80pCj32jcm1IXUxMbNhCQJi8fplt1DeotK07VwG62SKvfkxbyt5N1bSdYj1
G5NlzMDW9w1v6/JlYIwp6jMB+8SvsOm5OYmDTyhK9nY6rWQyQ4Rxc7F1+OTM8zHWqF7/AHK/8ZYf
+Tq4ql1h5R0Cw1htYtrULqLwNbG4qSfSkl9Z1/2TgE18BiqcYqoXv9yv/GWH/k6uKpHpX5f+WdMv
LW8toZDc2hZ4pZZpJCXYTL6jl2PN6XU3xNv+8avXFWR4qoXv9yv/ABlh/wCTq4ql+i+VdH0cQCzW
Stus6xvLK8rUunSWYszklmd4lYs29a+JxVN8VUL3+5X/AIyw/wDJ1cVSfTPJGhabeWt5bCcz2fr+
iZZ5JBW6PKZmDk8mc7ljucVT/FVC9/uV/wCMsP8AydXFUj07yB5dsLyyvIVne4sJJ57eSWeSQ+rd
KVmdixPJnDHkT171oKXSzyII70UyPKUqF7/cr/xlh/5OriqviqF1JmS15KASskR+I8R/erWpAb9W
KoGy8yWl7NFDbS28k86yPHF6rhysLBJDxaIEcWNN8rjljLkW6ennEEkbD9KY877/AHzF/wAjW/6p
5Y0oe+kvhApMMVBLF/u1v9+r/wAV4qgtO82adqV0LWxmgnuSrSGEPIGVVdkJYGIcfiQj4sVTXnff
75i/5Gt/1TxVD30l8IFJhioJYv8Adrf79X/ivFUJp3mnT9SnW3sZ7ee4ZXf0VlcOFjYIzMpiBUcj
Sp69sVTPnff75i/5Gt/1TxVQvXvvRX9zF/ew/wC7W/36v/FeKpdZ+c9JvL2Kxtri3e8mYpHBzlDc
lV34kNEOJ4xOwB6gEjFU4533++Yv+Rrf9U8VUL1770V/cxf3sP8Au1v9+r/xXiqX2Xm/S727is7a
4t5Lqfl6UPqSKx4VJFGiFDRGIB6gEjYYqm/O+/3zF/yNb/qniqhevfeiv7mL+9h/3a3+/V/4rxVL
7LzjpV7eR2Vtc20l3KWVIPVkV+SqzFSrRAg8UZgD1AJGwOKpvzvv98xf8jW/6p4qoXr33or+5i/v
Yf8Adrf79X/ivFUtsfOujX13BZ2l3ay3VwZFhgEsgctEOTihiFDxBYA9QCRsDlksMgLIRac877/f
MX/I1v8AqnlaVG7e89NOUUYX1YakSMTT1V7cBiqNxVCaoWFmSoqfUi2qV29Va7qGP4YlIY15ZsvL
K3NvJo8Ucl1BC4ilaWf1PS9RkcOXiFeMnLZtwST3zFwxxWOHm52pyZ6PHyJ8udfqZTzvv98xf8jW
/wCqeZTgKF4btoVV40VDLEGZZG5AeqvT4B+vFUv0ryP5c0y5tLq2gc3NijxW00sskjBZCxYksx5M
TI9WO55GuKp9iqHvxWADxliHh/u1cVSbSfIPlfSr62v7S2f67aRGGG4klkd+BaRvjLMeZ5XEhq1T
ViTvirIcVUL3+5X/AIyw/wDJ1cVS/SPKukaSLcWolP1UTeiZZXlNbllaV2LklnYpXk1Tu2/xHFU3
xVQvf7lf+MsP/J1cVSTS/IHlnTb6zv7eGVruxV1tppZ5ZCPUD8yeTHkW9VyxatSampAIVZFiqhe/
3K/8ZYf+Tq4qkum+QvLOn3djew2zSXmm+t9SuZpHlkQ3P983JySzPU1ZqncnvirIcVUL3+5X/jLD
/wAnVxVJNO/L/wAq6fqEWo21owvIpXnWZ5pnJkkDKXcM5DsFdgC1aVJ6muXSzzIonZFMiylKhe/3
K/8AGWH/AJOriqviqhewyTW5jjoW5IaFimyuGPxKCRsMVCXaXocGlqgsrOOP01kVWa4lc0lk9V6l
1Ymr775XDFGPJuy55z+o/gbJjzvv98xf8jW/6p5Y0qdwuoSRhRFECHRt5W6I4Y/7r9sVVOd9/vmL
/ka3/VPFXc77/fMX/I1v+qeKqdwuoSRhRFECHRt5W6I4Y/7r9sVVOd9/vmL/AJGt/wBU8Vdzvv8A
fMX/ACNb/qniqncLqEkYURRAh0beVuiOGP8Auv2xVU533++Yv+Rrf9U8Vdzvv98xf8jW/wCqeKqd
wuoSRhRFECHRt5W6I4Y/7r9sVVOd9/vmL/ka3/VPFWPj8wfLpaZRfWtbe4FnNWSUcbgyGERmsX2u
YIxVfc+b9Je5WwN1bJckLcqrySKpijMUpcMYuJHGVN69TTFVsH5geXbgTGG+tZPq8SzShZJKhJK8
TT0t68TsN8VXap580HSraK5v7y1hgnSWSJ/UkcFIFZpW+CJqBQh3OKpZ/wArU8mXkxtIdWs/XjlH
JWeZRWKeNGFTCB9t1X6cVRy/mN5YaaeFNQtJJLZFlnVJZG4o6NIpqsRB+FCdvDFV95+YHl6yt4rm
7vbaC3muFtIppHlVDO4JSPkYaAsASK9cVWW3nvy5ql3Hp9pqNpJcmWL90sr8zQxSfCDGtfhmT/gh
irKcVdirsVdirsVdirsVdirsVdirsVdirsVdirsVUVsbJXLrbxhzuWCKCSfemKqpjQkEqCR0NOmK
rVhhWvGNRXrQAVxVSOnaeUWM2sJRCSiemtAWJJIFO5NcVUbvRNOuIfTEKRGqkSRoqsArhqA025Uo
cVSeHyZPCyFNbvSVYu7MIC71XiAzCNSQp+JR+yem22Koq98syXdtd28mp3IS5ZJUcCH1IZENecTF
NugpttiqnH5Spdw3Emo3EhhdJDGVhCuyPyHMKgr0AB6imxxVkGKv/9k=
uuid:e7de3489-8f8c-a64a-ae52-f4f27e088cb6
xmp.did:0a6098d5-7968-4be7-b44b-ed5051a2096b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:09da1921-7025-40c9-8a1c-2b11f618ff53
xmp.did:09da1921-7025-40c9-8a1c-2b11f618ff53
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:17abd84f-2832-4461-b01b-f36004f8370d
2022-01-14T10:52:34+09:00
Adobe Illustrator 25.4 (Macintosh)
/
saved
xmp.iid:0a6098d5-7968-4be7-b44b-ed5051a2096b
2022-01-14T10:58:38+09:00
Adobe Illustrator 25.4 (Macintosh)
/
EmbedByReference
/Users/oikawasatomi/Desktop/うけどんai/うけどんカレンダー2022/FIX_うけどんカレンダー2021-ol.pdf
xmp.did:7929f9d6-86df-9543-8997-38c53fda2495
uuid:94fa06f5-1e61-402f-b0a6-db5545a19f31
/Users/oikawasatomi/Desktop/うけどんai/うけどんカレンダー2022/FIX_うけどんカレンダー2021-ol.pdf
xmp.did:7929f9d6-86df-9543-8997-38c53fda2495
uuid:94fa06f5-1e61-402f-b0a6-db5545a19f31
Print
Adobe Illustrator
True
True
1
297.000024
419.999988
Millimeters
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ブラック
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK グリーン
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ブルー
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK マゼンタ
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
グレー
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
輝き
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 16.00
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/Pattern<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[8.50389 8.50389 850.394 1199.06]/Type/Page>>
endobj
9 0 obj
<>stream
HtWK$
)%$n
ʰ
/|=GEDVF߾o^_}{{ϲ}^jͽnuZw!gsמI1WUC:]g0`1_