%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 123 0 R 182 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
二本松自治会南
2019-12-28T11:35:11+09:00
2019-12-28T11:35:11+09:00
2019-12-26T11:55:28+09:00
Adobe Illustrator CS6 (Macintosh)
256
168
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAqAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9N2FhY/Ubf8A0eL+6T9h
f5R7Yqr/AFCx/wCWaL/gF/pirvqFj/yzRf8AAL/TFXfULH/lmi/4Bf6Yq76hY/8ALNF/wC/0xV31
Cx/5Zov+AX+mKu+oWP8AyzRf8Av9MVd9Qsf+WaL/AIBf6Yq76hY/8s0X/AL/AExV31Cx/wCWaL/g
F/pirvqFj/yzRf8AAL/TFXfULH/lmi/4Bf6Yq76hY/8ALNF/wC/0xV31Cx/5Zov+AX+mKu+oWP8A
yzRf8Av9MVd9Qsf+WaL/AIBf6Yq76hY/8s0X/AL/AExV31Cx/wCWaL/gF/pirvqFj/yzRf8AAL/T
FXfULH/lmi/4Bf6Yq76hY/8ALNF/wC/0xV31Cx/5Zov+AX+mKu+oWP8AyzRf8Av9MVd9Qsf+WaL/
AIBf6Yq76hY/8s0X/AL/AExV31Cx/wCWaL/gF/pirvqFj/yzRf8AAL/TFXfULH/lmi/4Bf6Yq76h
Y/8ALNF/wC/0xV31Cx/5Zov+AX+mKu+oWP8AyzRf8Av9MVUL+wsfqNx/o8X90/7C/wAp9sVV7D/e
G2/4xJ/xEYqr4qlHmjWZdK031YAPrMz+lCzKXVKI0skhVaFuEUbsFqORAWorXBI0LQTTALfzfoRu
bq51Jr1tIhhDHVpb25S6aduClfq1uUWKpen7pQvfvmNHUgnycTJqjj9Uxw4659edfTzZL5D8yarf
oINRtbi3inWSbS5LohpngjMdebqFVxSdCj0qwqDXjza7HPiF1TdhySnG5R4fl+hKLnznpwvpSPzQ
0GGEStS1YWRZF5f3ZY3INQNq0yy2+nn/AJ4/N38wLD8xbPT9IuXudF9adFki0eduYLtGyJEbhWvP
q/H7aGMFq0GBIAQnmP8ANP8AMKLzXcQx6mo8vL+iB9ZNudMkm+scyzWyXEksirJSVnLKRxjpUbFl
FKus/mT59uJ9HtLPX7ZrcaVYakbyGZbMXMjSzLycy21y/wC8WJfVi2CtVdxitKesfml5/fQNDu4N
VX65rGl/6RHAYYzFL+kvRFwfUSOJPUT93GxkUbMSppitKutfnB+ZT+U4HX6raNdarLYm8ikT6yUU
xOLeN4xdQK9JSnqjn8I5EKa4rSdeTfzR13VfIV3e655n0/Q7uwmlt7G/doPVvHgjYtDKlysaNIKp
Vo1WtfsgdVSEy8red9Y1TytoerL5ttNRvJLjTrnzFao9jD9QtHD/AFlZQpDKpZlX4vi2274VIQGv
+d9VvvLvmvXdI8y3VmkOqSWnlKO2S3kXUJBbQRLDbrLHKZozc8yDF7muBVTUL383PLHkDVL7V9fR
vMGpOttoml3EMV3dBmjaNUtzaC1VriSVw/2ZFRV3B3xVGeRPM/ndNY8xpLMvnJrODS44l0yRIoFn
lik9Uc7i4eEcRGrSlGrV/s0oAqpXfmnz3deR/Nnmue9Gn6hZ3TaVYaPbENb2z2l8sEjtMVLyvIaq
X4qOPRcVZ75KvfNc8upReZLO4tLqOUPEGa3ltPTkZyq2s0IjdwqgA+rGrData1woZRirzL8wGvb2
DWrDTvPNjpd7c+jFaiW6S2eyEci+vGVjJLGRQ3xMOSn4ehxViaaP5lHmqW/f80LFtI9K2jhtF1N1
PKIRrKxQuwHMRs1OZqWNTtUhK+a18yDzcdSg/MzT4NPCXSQ2DasZB++MnoyelIGjrGHWgIahXrTb
CqGm0fzc2oabP/ytCykitbJre7T9LvCJpykqpIY4wVJHqr8VanhWlegVE2Wka/bz6Q//ACs6y42D
0ui+qSSidDKJObRl1RmCLw4NVTXqMKqOuaT5rubnSHsfzM09Y7W7afUFfV5IhLFWIiNVQOrDlG7U
fpz4g0WrBQ15T0XzLp1k8Ws/mZZ3t0btbhJ49ZckxKgi9J/UDfCQTIQP2lAr8RYIUpzYNr9mlzz/
ADE0u5a4ls7gD6+iMjRrOLqNHkFygWRmhIJiIIDDgho2FUx/MzUbrzJ5UWw8vectK0XWFu/UN3Dq
jQKbdGcKOcPx8nUryUgrWvXY4FDALDyl54E14b382bNY57YRwejrM7GKZKMrAMVFC0Y5Upszbdiq
mcmkebxqF9cRfmfYC3uLO3t7eD9LMDHLGkRkcMyyUJkSQBtyQ/I7jiVXo3kyYpfWdsfN9tq5htng
ltkuY7ma6dXLJcNvWNkj2IQfFX4jsMKGZX/+8Nz/AMYn/wCInFXWH+8Nt/xiT/iIxVXxVjXnzSWv
9LgcNOsVtMHuzZlhcfV3Ro5TFxNarzDkAElVKgEmhjOPEKYZMYnExN792zzqX8v9TPkux16xla68
zLzMslqyXn1hJpuCMszFto4N6jrmHLARG/4mR0mKWaEhIjg2vayAORJF7/pZj5P8q6Hp+vzXWhvN
NYwxPFcXMknqRyXJKgLCRRf3SIwk4ilSF6qwGVjxCHJhHFGMpSA3kbO5/SXkx/M3zBHp6jUNFsIr
mex1fU7S+itIvTngtIn9IAurqssU0TCQEGoKnvk7baZbd/mzrGjPcXuraHDqltbPq/6JuoZAtyhs
AhaJo/RpGjRt9tWY0BqOlStIO4/OP69ZzarF5V0y+vLO31Ka7umuhJFJDpDQEtaXItnMyv8AWvhq
FAYHfBa0q6r+ZAtrnUTb+TdKngsY9Va3mknEcjQ6Ksc9wGQWjheS3X7sBiC1a0xUBBeY/wA3bKGD
V9O0by9pcj2NhPdWrtR0jexaKV4prb0o2+EXDspU8eXQ7khUBEat+avl+y1G+sZfLejXKaVD9bgn
gmjnjkaQW/rzRtHbskSfvQCZGVmCqe9AVplcPnvy5F5L8zeY7LT7M22lXlza2QtfTkS9ljCR25Ux
rQmZ3RBSuKKY95Y/MbVtVtdP8u6joFpfeYZry6tNZtrmKSwQJaol3DOLaeB5fjhkVkV0WrL264pI
QVv/AM5AxT6SdRby/YWslrMkemW819GZQrx3BdHVYi1rIv1WlJAqkE0J40YWtMp84fmFcReVvKPm
K0tobOLXBHcPfXSRzfU0nsXuFjjaSS2jE0xpCju6pU/FtitMf8s/nZplvZ2tmlpapcXslobVeMWn
yXLXeqz6fMyW0Ul0pMCwc2KSty6/COja0l0X5tX1xFouiixsozqF/p76o9wYRJeC/wBUkhdbez9I
LKeEBMktahvffG1pnv5WfmlP55a/MmmxaclssckKLdx3E1HeRCk8IVJIHUxdGFDXY7YVIZ/ih5Fq
n5lJovmOTQzplxdNLdXBSWGO6ckyXUmwCW7xkCorSTbvTMWcbJcqEiAGSy+YpraKWa+0q8tbaBS0
tyTbyRhVFS37qZ3pTxUZWI3yLYZVzDAfI2pDzD581DzJPbTzP6Zj0eEKoCW4f0jJV2QE70oldy2W
z2AiHG8aInu9B1DV4RJa2aPJBdXU0fpCSKSPkiurShS6qD8Gxp45VGPe3eNE7Aq+sR2i2rXdzevp
8VorSPdiURIiAVZpOf7sqAP2xtgiWyQSka9fi1updOuLLXzaxPKYraULcsEB+AJH6qM7MpUbqK5P
hHmGFnyKVQ+fPNsl/HaN5Nv4ldgpumMZiQNJw5MQ3QD4zTfj77YeCPejjl3Mp5eYv5LP/g5f+acj
6fNl6vJKfKt35gutCt7gGGUSGQ855JTJ/esKHZulKDfpk8giCxxmRCMuG8wTzXNgHto+UAZZVEoa
khdDxIbYrxG/vkRwjfdJ4jts1Z32tywQF57KOeVFJgcOJAzAHiV59cSIg9UCUvJM7cXI1DSPrJQz
fWZORjBC/wC809KAknJYa4tkZr4d2Q3/APvDc/8AGJ/+InMpxXWH+8Nt/wAYk/4iMVV8VdirH4rH
yPquqahbx2lldahauBqkfoqWDyLVfXBWjFl3HKu2Kp9FFHFGsUSCONAFRFACgDYAAdBirA/OnnfW
dB82aLotn5YfU9M1D0xcamnIJb+tcCF1AEbqSAwYjkMVXeWfzDu9ah0y4k8uy6XHe3c1vJNccuEN
FRo/iEQPqTeoFAICBlZefIKGVQPmH8y9W0rzdeaBB5Ve+tba3b6rPGX5zyskLJFGkcMw4u0/GpO3
F2Oy4qqRfmD5luLljD5Lk+omwa+9SaZY5AWWX4SFjkQiQ29BxYk8lPGh2VR/l/zpqV8dMF95aksr
jULe2upBEJpvRhuuSH1GNvEoaNxGroSCFJb7Kbqpdr35j6npfmvVNBtPKMt5BZ28TpqCEhJy/ojg
EWJzxX16ct1HE1KqGKqqlx+ZGpR6fdeh5Wmku7aTiYUE7w8hE5WUutty4evA0VQlejEAHZVLbX81
/M95qMLW3kyVrOaCaaK8YzRmWSEtxhiM1vCeckacl5haDriqcaH591DVdP0y+fy0Y/0k6iS1Dl7p
WVuLyGP0fTVUB5Eyyoae+xVc35g6usdiP8PCSC6hnaW3WSQTQtAJC0BhNvUtGEQSE8VBYcC+1VVP
y1+ZR1SytL7WPL8ulLOJVhh9OW4m/dSRKlEWFaDjKXPgq8hUdFUTpnni41LU9FS20Bhp2o8w9xJV
JrcqHdXMJj5BDwSpfh9oUqdiqyvRLtr3T472S0NlNPyMkDfaBVio5EqhNQK9MVR2KsNt9U023lnt
p7qKGdrq7ZY5HVWIN1KKgEjwzEyRJJcvHICIYl55k1/zLcWvlrRoXi0u8q9/q5/uzDGwDKm+4r/w
Xb4anJQjwiyiUuI0GX2fl7RrXTrbTktIntbRBHCsiK9ABufiB3NSScpMiTbZwCqS3WdJ8ttqFmb+
1thbWsU9xIZwnopGgVCWV/3YFZK1p2wg0CURwCUwIxuR7lKTTfy8uY209HskjmXi1pa3AgDKxApw
hdKg8x27++QGcd4cmWhyAWYSr3FU078vfLGlTy3Okwy6fczDjLPDPKWYBi4DeozggMxNOm+WeITz
cfwx0Rx0XUK/Brl8i9k42bAfS9uzfjg4vJPD5rm0rVXFDrVwg8Y4rUN/w8Ug/DGx3Io96SeS9Kku
PLdpI2oXSRt6lLeNkjRQJWFAVQSbnfdvw2yeSVSYY43EIO38vR6hrdvqM1zdCyMzrp0ckzT1a2rS
crP6qUl/eUUCnAKepOEnamEsYkRfJM5fK9pqkd7p17PMbeGREWNVt1BVYw6NURV29Rl8DlVVTGGl
jfuQnkb8trDydrVibHVtTvYZ5WQ2t7LE8KsLWX94qRRRfGQtCfDL8c7kyyxqL0u//wB4bn/jE/8A
xE5kOO6w/wB4bb/jEn/ERiqvirsVYvoGo6FP518yWlhbxx31rHZLqF0D+8mdvWcKdzVYuVB4MWGK
soxVhfmfzXeTXsmiaDcQxXaK31i7lYCjgbQxA/akP7R/Z+eRlKkxjayytfM3mK1XUtP813WmRyDh
LYLaWUvozJEsUiFpYmf+8Uyb+P8ALQZJDIZNa0jRoYbXWNZt0ugqBpruWG3eQvz4tx/dr8XpPQKP
2T4Yq0vnHyi1t9aXXNPNqF9T1xdQmPhwMnLlypTgpavgK4qmdrdW13bQ3VrMlxa3CLLBPEweOSNx
yV0ZahlYGoIxVUxV2KuxV2KoTVdY0jSLNr3Vr630+zUhWubqVIYgzGigvIVWp7b4qhtN81+V9UuT
a6ZrFjfXIDsYLa5hmkpGQrnijMfhLAN4VxVNMVdirsVeRy+cvLdzquq6HfXFpbz2V9co0GoPHHHI
rzu3q1dhzVdx6a9TTkQtcqIESS3C5ABK7/zH5ZuJjaaZq1vLr1zJIE1BboenFHDMkRD/AFeReJKP
yjUJx2PYZVklJqziQgeD67/SmVpqfmB0iXRryfVFmuZbeKYoskHCB2VpJH4l1HELvXiWPWmQvpV/
Y1/mMkYjYkk18up/G5W6hD5k1Ww+vn6t/uRgksoaihWKRJPiaJ/UjNdnYFqECmSIiYkcnY6TOYZI
ZauiDV0fn0Y3ouh3I0v9I3NwfSDtS9TS7DgFSRPtKW50LRCmwqD8swYaYTFxkPk9Lre2BCfCcchs
P8pI8x+2veHpdv5y8uzIHF16amhDSo6Lv/lMvH8czDik8yMsUxttT026/wB5rqGavaORW/UciYkM
hIHqicDJj/kL/lE7H/nr/wAnnyzL9Ra8X0hS0aieUvLU9P7mKxp7erEsFf8Akrj1KOgTYfutcI7X
VuCB2rbvQ/SRMPuyP8LL+JFf9LXSv+Yh/wDqFmyeD6mGf6U9v/8AeG5/4xP/AMROZbiOsP8AeG2/
4xJ/xEYqr4qluoeZfL2nTNDf6lbWkqLzaOaVEYLQmtGI7KcrlmhE0SLcnFo82QXCEpDyCD0PTtDk
1i/8xaXeC7GoRxW0pjnaaIPbSSs3H43RTWWhUAUp7nJRkJbg21ZcM8Z4ZgxPmKQGueaDfFdJ8vTr
JczrW6vk+JLaLoSf+LD0VcZSEQxjEyLHodLsrC7+pJH6cZuYBykIfmRwapLE/aKnbxOXxnenJ6uJ
OH+FRHRb5d1p9Fvo794mj0fUVj+vtUsiSyCsc/T4a1owzHiejmSHVHazrf5e6xCLq4sI9U1OoMds
0UkrExkpsyqV+wWI+eTtgh/09+W1lEdNt9EWGN447drdkt7UNFIr28SFZZI2KsszogpvyIGCwmij
7LzndW0UltYaPEunadbokdutzFWBIVIZSIfXNAnHivGvzyPGGXAUki/OOSPTzLK9ufS5LJNJDqBY
kSFNkjtRXcU+Hr1HXDxIEfNMtK8/6lrNpcXllqFitpbSrDLJ9TvAQ704gesYudSw3UZTl1AxxMpb
Absxivqr2+v+bJWuDBeQzkVMcbWbLuqiqqfUXbdTVj3+jIYNbjyx44G496+E3Jr/AJ2EbSRNbSRr
1PocduAev9+exy/xAjwykWseadeQHy9LJZXE1zI5MsyfFDzcv8XN5I9gfg6kD3pkoytjKNIOTztq
OkaxNYW1raC4h4x/WhBKjPX0+ZPowsoryY0U02+dMDLrJRmY7PQabsbHPDHIZS3H9Dz75DuH4pm2
h+aNQ1HSra9ZlVp05MgUgAgkEfvEjfqO65m4Z8cQXS6zB4OWUO4+X6CR9qYjW70deB+Y/ocscdeN
duf2o0PyqP4nFXz5+bHke684eY4Z7G5tLUWaXC37T+ooT17+Upzdba4Xi6s6glu+/XfGOQCRCfHh
Yhfq/XyYn5f1a18r/ovRta8uaDq1geEtzq8GnXFzdTWtxKzNKJzFCpanChIFBSo7ZKQb4s11fzno
eo6PeW3kLR7ldUs3ivksHsniNyhKQyJGsTK8xWOXl6b/AMvI/CN4Ab+pZwEhXNdpXmb8z/MSR6bq
mhw6BptnDSk9tdW8sh4Pa0t/VLoylpYwQV+yx3yrOAIGnL0JrLDbaP6P1PV9K0201DTr4ahDFe2l
/eSy/VZo0eEJFII4fgYEHaBX3/ayrFyvzb9VViP82I/WftKK0zy15f0qaWfTdPgs5JxSUwRqlRRR
Si0FKIo+gZaZEuIIgK1zouj3W9xZQSn+Zo1J396VwiZHVTAHoxjzVHpmkR29nZX0lhe6g/pwQm5Y
RCMU9WQpIxHFFPVemW4yTzackQOS3QNQaxsI7Sz1fTZLZZp4oI7hwsnw3EkYoyOeXIqe3tjIAmyC
sSQKBC/TZddXybpoS3tntfqtoLdvVdZacU9MsvpleXTocA4eJJ4uFNbiTzI9zbTfo2Ktu7FuFyCX
VkKlRyjSm5DfRkRw97I8V8kysprqW/0prm3+rS/WpB6fNZNvqs2/JcniA4tmGUnh3ZJf/wC8Nz/x
if8A4icyXGdYf7w23/GJP+IjFVfFXmPnvR9I1TzQiw3F9Lqrejbi3huooLYMeYK0Mc0jOscplkAG
y0JI2zWaqEZTrcy970vZmqyYsG4hwbmzEmXTzAqxwjztNL24uPKoXQ9Gm+uXF6JJw13JyktuVKys
QoT0gAaA718RtmbixDFGhbpNTqJZ58RABqtku0iGxvNJudOjYie85SvcTUY3sbN8Tsf5ZF6r1VWF
clkhKEhKQ2aMc45IyhE0UqnjsNNvoJ3b6h6b0vLaSYxQhYon9NyvILRXCDmopxAB+EfDm5ZRljuH
y/Y6/BGUctZN65H7t0ss9Ov9R1Jr+bUJbvRFUR2ljbQmeFhHbui8vSgZT8b15CStd60zAJp2YFsX
1jy7f6NffpLT5tQ/T8UnK1ZICWa34vIwAaKSQBSvpn4CKH3rhO/uaZxlYrmD9jJzBDqenx6vfm5j
1Ca0C3ljHdzxs0SAux9IC24uw/fFhGDyHHuBksdCW/Jnl4jE8Jot+RUkt49U0/WJBaXV0otVMs8z
zSLMHUTJ9ZeZCteIHEUB5fDxC4M2OUTyThyxkOaY+Xra0ttPtra6sYtUntZZZre9mVIwDKUuOMfB
GHwtKN6DoDua5zmp7djixeJKJozlGhv9JI8u5viE6sU0xrHUdOt7C3spJGR444FqHkkX9zK9EFGE
kR3P8oOXaPXw1uEyANbxIP47iyro3ol4n1sJFs90vOBip4kvHUksBSoEKbVzX+zeQDDLDIjjhM7X
vW29d1lerGZ9O1jS3eC/ukv9Y1ARx2VrH6bJEoNWdmWG3b/JFaig9jnVwPFy5NExw8+aYmyh0HSJ
oZzHc6tfEkSFfUNTQByrBuQRm2FPiYherDBny8Eduf4/H2Nuj0/iTs/SOf6vxyFnkE68v2F3bW80
t4W+tXUnquryGUqoUKq8jt+zyKr8IJIG2OCBiLPMp1uaM5AQ+mIrlX47rO5A33TXL3CdirsVeO+a
Lr834Nduk8t2TNoBuROblbe2c847hy59SSaOSilfs8afPMaYjZttjiuilmlas0nlqDzD558qadrV
5eXr20Go3MduFFs8CyqyJEt4JFZ3k+zTb2Fclw2di2cVDkmmkXPki9uornS7bTtHpRtTk021kgu4
5i5hNuh4RLKsgikV3jkX5Gu8JwJFbtGoiZxoGvcyA61Yapq9jpUaS3VzPMzWFveKR6MUcz3P7x5g
Jv7mBUcjmRy4++VzhLg223/S5Ognwn12dpDv52OvkzfTvL/1PT7WGG4kguoYY45ZImrG7qoDMY3q
vxHvQH3yMDUQDu5GapTMhtZVZb/ULFOd9Cs8AKqbi2ryqxCjlCxJ6n9lm+WTEQeTUZEc0VbajZXI
b0pQWQVkjaqun+ujUZfpGRMSGQkCxmy0rRvMWoXGvavZ291a/wC8elrdxo6iIOCzASA/3kgFPllk
zwimqNE8R5JJc+XtDttXjVbe0tleSWPSLKO1tazXi3cs8m7qKhEQNx7faHxAZCZPeeTh5Y5PEuJ9
Pdtzv9TJdJBbyToCA0Lw6aPmAYmYf8CpyX8R+Lnfwj4MlyttUv8Apa6V/wAxD/8AULNluD6mnP8A
Snt//vDc/wDGJ/8AiJzLcR1h/vDbf8Yk/wCIjFVupW91cWE8FrcG1uJEKxXAAYo3Y0OQnEmJANFs
xSjGQMhY7mHreaP5ZilsrOJrzzISIolkRlLlwXDIWrSBSzEnkTWpYliWNeLDHGPNv1GqnmPcO78d
fwKFBhmsa6NLie7ljk1Rrhle/uI1l9Sa4aThCiRhCxgXtxBr8LceNDmViFHikOXT9Lr854hwwPPm
f0LfJutXU91CYNGlSaaOWe1s5xdQW9u32FCyS2aqrOgct8VF+yqnlyNWozcQrlFu02AQNneXenvm
TyjaeZDJc+YbOK1FhBKltcpILhWjl3l5o0SMAFjWm/fahAOY+OfCdt3JyQ4hvsxmXUdN8oQk2CXI
S75sLK1lgSIsqrxliLmNDzLqdutfiAbM7LjhOII5uuw5MkJGMqpPdclu702k31iM3dvIGVSg4IxB
+E0BKhjxDc2pTDk0+PHHY7oxanJkluPSwq3mvrDQ21HVL26eaxuoAHtiKqUUKfW9VD6kslH5bHt0
PXnThzDWXER8Ph3kfqN3tHfYDbu+LmSmBG030vU9F1uGK/qbe3sTLFBFI0qu6GgeNo4mjYxowolS
eXHltnTQkJwFmiHWm4zuMeK967ijZGivbdI4NTSxdI1aOW3kAYB41DKInjuNwyAnkgpQDpUZy+s7
KlkybcBxc+Ex/is3Lajy83axntvzQ8jWWmSMbvVjNfS8zDc3EciTpGoHwQukFvRSVqT+zUnegGDF
2TKBBhLgiL9MdokkVZFm6SZBEv5p06KS1mgkjnlhIlhhhfkWNClO3wnl1zH7L9n5abMcpnxGQIO1
c9+9ZZUw06ynWzudc1Cxl1LWHkDC04qjrxccRF6pRRTrWvQUHv04FBoJsq2n311qOs28975ZurGS
NKJfTyW7KnJWNGWKVySPs1oactupyJxxMuIjcNkc8xAwB9JZPk2l2KuxV2KsK8y3vnC0t7STQFuJ
IRLffXEghilX/eluJYyleJ60pX37ZqtYZCXpen7Fx6acCM3De1WSO/uSyw8qWXmRW0vzeklzpkNL
yzWRI7OMOzuq8DA4IHpKtB02qO+OnyZDubau0senFDGIxPWiT0Hf52jbv8qfypsFOqS6NHawxnib
24nuz8U0gGyerU8nam9PuzKBPJ1VDm1daxNoOuX/AJx10uNDSBbayVDCPVmnkJMq+qUKVigiSnqU
PhtXJEWOEMImjZZDaef7W/0+K/0zSr/UIJS61tlt5OLRyBGVz63EHct16A96A1nHXVsGS+iYzXz3
uj+u9pPZ1niUQ3IVZCFnQBqIz0Ddq7+2MRRWRsJT+YWpaZBa21lczQW1xePxS7noohiUVkfmfs7b
e++Twg82GYjkkGp+ffy8S0txPdWs82jRyPa6clzCY5nWEU4SP+6b4G+zJxO9cBxkyvm4+bFHIBf8
P9jJfKmu+X1s4tOGp2st7HJMgiWaMuWjk4NsGfozBTud9siYEV7nIw1GIBKrozq3l/ysiKVjkiti
FrXiq2bOKn2KgYepZdAyPK21S/6Wulf8xD/9Qs2W4Pqac/0p7f8A+8Nz/wAYn/4icy3EdYf7w23/
ABiT/iIxVj/njzXeeX7e3kt7VpVkb452FYhxp+7NCCpfse3virzK887aJ6l3ca6051O9iJaZPSMK
WtOTRoDJyCxr8TjiT4hhUGM4ysMoSiQQmdhqVrqrieEi3vraR47W7/cyGoBrTi0i7jfiTv1HTbPE
o5hUvqdXKE9PLijvFMtRl8x60IbXTL79GX0ENdQRfgBaQqoeF5IZ1dV4uR4bcxvTNXkw+EakHcYs
4yi4lH+Y5mmWOwhAuWi/eXcb09N6ITHG53ozPxbpsBU/s1u0OEmXFWwcftHOIx4b3KUz3+k2FhbG
5s4Lm6ufUeYyh2ijPqceJHpyO5DjgtE349hlefIeIknhFtmGMRCPKRrmttG/S8MU1vcpHaPOYJ4L
GAQlGSp+1NWp9SVQfhFa17ZXGYO4+1tq/wBij5i0HTbOVZr+3a90q6P+l2dxOxLTjeOdwDxpyoCd
6ZKMr2Wca3QlvqP5dhjoKvYaXqppLbCJKAjj6vFj1U8ftryBI3HtbOJxyBB4g045DJA2OEpPe+eL
/RXt5I9cV9Ju1kjit4YYJGilDqqMss80Tyox5KO9fuEsuKMvUPkxw5ZxuMunXvWSQWV5pEU9+sqM
YpWtp5GEL3CyNE3ONYWlMbTr8XLYq1e7cgNTjmYAx9Mj8fjWzDDkHFIXYH4pKE8s6dpUNvrNxLdW
MtwsJQ26TgQFwirE6AAq3xg0Rtjv03zF0+SVCMgb76dtrdLCMpGEo8INACV/LvDI7jzzF5h0o6YJ
7q2N6V9PUdOSe2nURyB2CC5ROJdUp16HMt1qM8naYs2oXBi17V7+ONxcN9bnPCryrJ6aqDUKPT40
6ULDvirJdM8uyWOqyX51K7uEkhMP1OaaSSBSZTJzVZGejCvCv8u2Kp1ih2KuxViur67YwaM9i8wW
Q3c7XNswZfVt1nllkRWNB8Srx2r/AC9812sB5u57MoyrqBt5EmgfmVXSZU/QLaRb6pZweYpYIhDH
Lxm4oiCKFvQLozo6wlhuOpycImIAPQNGfIJzlIfxSJYhr/5U+b54bq7uPMCSNckmaFTeoilmoOIW
5Cmimm69fi7Uy6OQE040sZAtlGmjSdKshpvm/wA02d1exN6aJ662CoEjUhPREw+JUIb5GuQMidwG
YiORKPhh8vw6k9/Ya5bi5iiFrIss0cqRxySVA4K8YDu6bM1WNKdqYkk8woAHIo+QR3UEirraTLGq
XMm0LhUDc0chOJ4ExmhrvTADR5JIsc3ms+v6hqnma8ul1GOyi0+25XV1MsQh/wBJ5Q2dsyy8+LOz
eqVr8W1MsmKjQcbJxEExPqrZkNn5s8jRPBpl/f2WpWFxEXj1OaSzEQCQry2JjkKyMJOBCfst2Ayo
RkO9OnsCp7+e3cyZrObQbaa4tGE8Bk5LZujNIWlZVVI5E5uWZqAcga7dMPEJc28jgF9Eu0XU4bbQ
fLa3qtZS2kUEdws44qP9GMTESfY2eneo7gZLhu6QJigyiDULC4AMFzFKD0KOrfqOVGJbRIL/APpa
6V/zEP8A9Qs2WYPqa8/0p7f/AO8Nz/xif/iJzLcR1h/vDbf8Yk/4iMVSg+TtOk1O4v7i7v7pbli0
lhPdzSWQHBk4rbFvSC/HWnH7QB6jFWDeYfJ9x5bna7tPVn8uysPrccdDNEh+0p5dVP8AN19x1MhO
QBAYHHGRBI5MdjbzRf8AmFrj1li8sy81tbe2jj5ECqpQ8lkBB+M92ZOm3IUjb3t5HF7k/t74zTmy
va218BygmifjzR60aKRD3Vd6dfvA2WPJHMKlzdRlwzwS4ocleW4a3R3mlMty5U3dzxoASAoooqOR
C0SMdflybGUo4I8MeawhPUT4pfT+NkFLHp12lxYataNxuRbvDC/puwt7eT1Q1CrgyiXk0gI6/fmp
yRMxzdzGgKr+xEjSNF0BIbHQ0gsrRwt0CG4ozyMU9RYlaKP4R8W1BkMUaDKVDklHnXzUtlbeperH
qTyRxtDbwgEBpXWIIVMyp8Mu1QWPxZbCNMZm0hj0HzDFdvDFqklnMxju7FpnuqKpcuyUhuAnxK7R
uU2r41FMmB4xwkuLk9B4gPkyWW7H1Gy1ZWlYRxo5+tPIzyclAf0lkeRo4zWtGYljxruq1lixHGOM
/LvYZsoyngF+Z7kv8tXHl3zTq9wLm/jmnXmI9OR6SUiIV3IB2VC1KDv+MJTMjZbMcBEUE41bypoN
uYoYImE0pZyWZ2Coop4jqxHX3yjNk4BaMk+EJZLoDJbmOO8miDAq4oZIiTTsvxqGKjorU7nIQ1ET
z2YxzgpvpvmOTSraO21CzVLOP93He2f7yHb+ahND4719syG1k1lqFlfRCa0mWaPxU7j5jqPpxVEY
q1ireKvGvMuoatFrF7F6sn1RbuZ4I5KvEPjYMUV6p3NaDN9g7LxanDjJoGJ9W2537wQeW3XYvKan
t3NotTlA4iJj077RPDzogg7m6Fbgb80quPM/lxpI4PMNr6nogvFNFCZfToDIzLGysgP7r/dTRnYd
6ZVr9Dp4SIjPhl3EEj5gfrb+yu1NZkiJTx8cD/EDEH5EgH/Ys+8pKLaxa10u6l1ewLwu0P1l3mhj
hk5kLBcn1BzrxakhG22afVaPJhPrHD59Pm9Bou0MOoH7uQl5dR8CyqJPJeq3xWeytW1Fz8cd3bIt
wSRxO0q8m+EU2rtmFwyHudjxRPvYxrf5h+WNC8z65oY8uKtvpsSSPqBaKKK5blCrIqLC7Eo1xTvu
PfL/AAh3lo8XyCFf80fJ2qHVNEttMullgtI5j+j5LY/WQyxtb28TcRyaUykKgHIivEHCMYBtTkJC
d6ldeS9Z0vUtMSyuLOwnt7S5vL61mt7aQxLIoqZo2JDW6R1kqfhUe+PhDvXxT3Bj+iflb5Y1HVjZ
xL5iS3Fnb39zeS6rJwjllRZUtJoyFdZlBqV7Ka7cqYmOyBPdn13DBp9hp1p6rNb2YDOZWq7x2kLO
pYkGp5olduuYg5tmpPppfNE8NvpFpKweQSxozeLRQs5O/wDxjrhj1bKoAI+aysp/7+3jl/10Vv1j
AJFmYhStbO0tNS0uO1hSCM3LkpGoVa/VZuw2y3CSZbtWYAR2ZHf/AO8Nz/xif/iJzKcV1h/vDbf8
Yk/4iMVeLeZ/OOu+XfzB1aTTp/3LSIZbSSrQv+6TcrUUO32hQ51ml0WPPpoiQ37+vMvA6/tLNptb
kOM7WNjyPpHT8F6L5R/MPQvMyC32tdRIIexlIPPap9Ntg4p9PtTNJrezcmDf6o9/6+56bs3trDqt
vpyfzT+jv+/ySbzF5OutFnk1bQIBcWL/ABXukGpFNt4wN6eI/WNs1ko27mMqSuB9KuNKS7if9Iah
fsRLbCkcj3DDtQfAsYY9fhpv86rIPdTdQI77QeteXdUmhe3muY7eYAOso5GKJORaVqyMrNzVaGXn
VB2pQGXiXuxGLh2QHlXR4YEgtI9ZTXjZ3EhnljlaZRPKf3Q9YyzunwOuzH3ocBOya3Zfbw26WPph
WW+aV0u/TCBxVihWrAKFVZuSjw3GVk7+TMVXmgZ9OlVLbUHaORyI7mNjCZJUEcqSModSvEEu1eg7
ZK72Y8NbqepvfERapco80ti7+rCwj4egUEdxFQUPKh5fL5YQByCknmUokt7fVr17qKNl0eBqQ+qS
ZJuA7E1bitOm9K1oTyy/ikfqO7j8MY/SKCZ+UPIy6Le3Gp3Fwbi7uTI0aANGsKzOXdOIkdH/AGQC
R8NPhpU4AECIHJW1ETXd/NcW8wCx0gQdVYRklvk3NipNDsOmcn2v7Qx0+o8Ix4ogC+hB/sbRphOO
6U3SXqyh7q4uLdBwUm2EbQ1Ulix5JI6hqhTU/KnXMrRdq6fUUIEcR/hlsfh0PwcaellHkLRttEi1
ZZ2lkAEbyEqGPEbh+AWtepUintmw45RPc43HKJ7l8Xlf1bKHUdNm+qakwMkckfwxyIxJTkg2FVpW
gp7ZsY3W/NzY3W7pfOU8VlNa3UBttZj+AqR8G/WUE1FFG9P4VIr1GQwgZAcRHRZGgxTTvOj6bPJa
W63IM8sjF3hLq0iAg/HQ7v6dQW+0T1zR482qhC7gb33u9/0C/gGoGQHRHj8zdXik4tplzJbRyMhu
2tJljdlMimJZNkqTHsw8V23zY4dRmOMSkI/PamwE1adyazq0OiR3NnKo+vTOtrYT24Zi8srFlLCQ
VUEmhpuKeOZcAJVIdW4ZDVdFt9+X0N+gaV7a3mK0LW1sYgD3oFlCn6VzaYO0s+PlIkee/wC10+p7
F0mX+ARP9H0/YNvsQdr+V8tpcR3NtrUsM8R5RyJEAQf+CzIydsZZxMZCJB8nDxezmHHIThKYkORs
fqZLc6Xq93AsN3fW9wFoQz2nxBh+0CJBxPutM03hgGxs9J4hqjujI380xoEXVo6AUqbckmniTLUn
Hg80cfktT/FKTSSjWFLScaqYGKjj/KploPemHh814vJMNOg80XbOG1hF4AdLbx/564ODzKePyCNO
j+ZSCDraEHqPqv8A19x4PNePyS7UfJOsXzRM+t+l6YdHEdsFEkUgHOJ/3h+Fiq177fPI+CETlxc1
ebyrrMssEjavHyt3LxgWopyKMm/73wc4jEGZylV/w9rv/V3j/wCkT/r7j4MV8aSrZ+X9Rjv7a5ut
RW4S2ZpFiSAR1Zo2j3bm/aQ9slHGAdmMshI3Ta//AN4bn/jE/wDxE5Ng6w/3htv+MSf8RGKvn/8A
NK3ni88ai0sbIsxjkiLCgZDGo5L4iqkZ2vZUgdPGun63zTt6JGrnY519wYtHJJFIskbFJEIZHUkM
GG4II6EZsCARRdRGRBsc3tH5afmV+kwmj61N/uSG1rdNQCYdkb/iwdv5vn15ftTszw/3mMenqO79
n3Pc9h9t+L+6yn19D3+Xv+/38zLzJ5Nuba+PmDy2qx36gm6sqDhOp3biOzGm/j8+uglEEUXqoyIN
hjd7qsmu2bySzC0tlY21zaIWFxbmQ+nzJHFmrU7IK9Bv8QyoR4dm4z4t0FdQ2Wj+ibZ1t0V0u1Yy
uUYSEKWeQM54uEHeqkfCCKthG7E7Ik6zJrDxX1rqFp6EtIWawIuebsgZELluPLjJSoG3IV2YYAAG
UiSgG1qOXzB/h0S3t/GEMfrwywRxxikjNzRCkvGix9Afuw+aPJFearXTmuYtK02OVrlz6128j3Dk
L0UUcvQuW68fDDis7lGWhsGI6lDZ3utrIuiQyxxTRrbSSR3lViVoiFrG3EtVi1V/aHhyzDyanIJE
Abe4u90/ZumliE5TIJjy4oc/V379B+CHpWn3CW3lVLgwfVytu0jWzCRKO1WKkSfvBVj0O+ZmOZMO
KWxdHq8cceSUYm4xPPY/aNnmmj6D5Z0iR5bPSoo3bYcWkJVfg+GNmZmWvpip5H9ddLrLzgATljI7
qI+II3/Hk6zH2lH+IMj0nyz5X1aeKM6XEyRkvOZf3h4hQOCsWL8S3HYgAgHKuy9LrI5zLLkE8VbV
tv5inPGaE43FnF3ptjdg+vEGYrw5jZuO/wAPIb036Z0ZiDzayAVO8vjVobdwjR/FPcOD6USpxLBm
6cirbCuFKG1DRYNZ0+A3i+jehFZZoxRo3IBNN+le1cUvNLvyjZ6NeGGawgjnLmaC7WNaO4LMHUkf
aV3J4nx2/wArA1mmlMXEnzj0kOo8mEgS9R0Zra50WAC29C3ZCht5PiFASprX7Qalanr1zMxkGI2r
yZBLNGjTU9VfU1QLp1iDa6XGoom2zyKBtTsPb5ZNLJMUOxV2KuxV2KproH25vkv8cUpxirsVdirs
Vdiqhf8A+8Nz/wAYn/4icVdYf7w23/GJP+IjFWIfmz5di1PyxLepHW90wetE46+nUeqp9uPxfRm1
7I1Jx5hH+GW36nQ+0OiGXTmYHqx7/Dr9m/weB52L502CQQQaEbgjFXsf5Z/mZ9d9LQ9bl/0zZLO9
c/3vYRyE/wC7PBv2v9b7XMdqdl8N5MY9PUd3mPL7vdy7bsPtzjrDmPq/hl3+R8+49ffzPfOflBJn
Ov6XKljq1oDLJKxCxyKq7+oW+EHj+0dqdfbnyLeuBphs+u2R0m6mntY7dLJXn1G2Z2hYPD8ZPqho
yrPx/vWP+T48hDDd2a7lyZjGqFi90HYef/y+TSLHTtGEpZ7hoLe29VLiZZBJ8fqc5pXZejV+Pqux
NFyqOORk3SyREbTa51TSVsZLiMusUQX1AbqZjKH5FVWPkimrHlUbAfdiIm1MhSR2aW1oDeX7/wCl
XCCZUqT9urJGASQ7ceLAHffIanJKAsOLwznMRj1/HyVNAjvv3l16iEXMaxkNycGKMn7AUoqxsWZV
4/y1zGwZZRHHLcyc7tLURgI44/wk+XOvt23vkTXROPMWsPPopikiVJJZxGRXkGWNVkLrUD9qgzIz
5bxX3uo1GX91fexLNU6dGaPHqD6jCNPbjdVqG/ZC/tF6fs+P9cydKJcezl6MS49viy7U/PXlSw9W
OXV7JbiIOGR7iJQjqQtJCWHH4yAa75t3c0oQ6r5TjnLSalbSQWyCUzy3KPF6zyekzAsxXmrIF8VL
U/a3VTK/1mwS6Oni9hguAFadmkjVokc0X4WP2n6L9/gCqpyQ2eoSXejX0qXbRLHMPiQTKsvIKWVA
OJBU8WoKjbxqqx7VH1/RbGXTXZp9OmokN+AS8UZPxK1P8np+HsqyHRNX8vNaw2lhdIFjUIkTHg+3
s1CScVebatZ/no+p6gtgbmO0E0xs5VudOKtH6kpiAR05KCvAfFuNvA4E7L/LWhfnTqF+y65ql9od
r6cjesJNOu6uHUIvCNBx5K5Nf8nfriuz0ny/pWpabbTRX+qzatJJKZI5p0jjKIVUCMCMAEAgmp33
woTXFDsVTXQPtzfJf44pTjFXYq7FXYq7FVC//wB4bn/jE/8AxE4q6w/3htv+MSf8RGKqs0Uc0Twy
qHikUo6HoVYUIP0YQSDYYyiJAg8i+X/MGjzaNrV5pk1eVrKUVj1ZOqP/ALJCDnf6fMMuMTHUPk+s
0xwZZYz/AAn+w/EbpflzjNqzKwZSQwNQRsQRikF7j+XfnO180aVLomsqst/HEUlWSjLcwEcSxB/a
HRx9PjTkO1Oz/Blxx+g/Z+Oj6D2F2v8AmI+HP+8j/sh3+/v+fuJbv8t/MVhfS22nKt5psURbS7mV
w0qxDZrC79Q1mWh/dSElqfC3ZhqHoWK+YNU1ZdDYaVZomrJKLeYkRrMteRCBW4tWo6/iCdrpaj0g
Ab97ijTVK79Pcq6PLM3ldbrWbm3fVfSkWyt4pYzHCnqFVosTsvqNGFatd96iu2UAU5RLIdf063tL
Nn1IItk8iL6iS8KFQI4+RPp0+FV6H+uYeo0xyFjjnkxz44EWgLPWbCqxQukkdRFF6JXZhUyLxqDR
ZS4rTHLjugOgcfLEk81PX5fjtYByHpReo6N+y9wfVYbddioyjVmqj3OJrZVUUshhlmlSGJS8shCo
o6knMWEDI0HDx4zM0Gd6Tpw0uFbW3VZdQlAa6mNeCDtXuQP2V79ds3WLEICg7zFiEBQSm9/LjyfN
K0Uml2095fvLcXlxMK8izq0snp1ozF+HX2LV72Nto9/JPkq0tW56TbemCGYmMFncuGHT7TNIFoO5
p7YquTRdIBMaaVbTXzn1ZlZEVIyQwVWcK1CEkKigr9GKoiHTbVZhLZ6abC4JQPOoiT4FapQ8HNVo
TtSlTXriqc4oSy+8t6JfVM9onM/7sQcG+9aV+nFKWN5Y1OwUvo2qSxqu621wece3atNv+BxVR0vz
5bvSPU4vq77D6xHVoiT0qPtLXIxmJCwbQyiC4guIhLBIssTfZdCGB+kZJXTTwwRNLM6xRL9p3IVR
XbcnFV4IIqNwehxVNtA+3N8l/jilOMVdirsVdirsVUL/AP3huf8AjE//ABE4q6w/3htv+MSf8RGK
q+KvOfzg8n/pDTxrtolbyxSl0o/btxU1p4xk1+VfAZvOxtbwS8OX0y5e/wDa8v7Sdm+JDxo/VAb/
ANX9n3e4PE86p4R2Kq9jfXdheRXlnK0NzAweKVeoI/z3GQyY4ziYyFgtmLLLHISiakHvvkDz9a+Z
rQxTBYNWgUGeAHZ16epHXfj4jtnHdodnnBKxvA/ii+jdkdrx1UaO2Qcx+kfjZjv5o/l55q1jVF1j
y3cRW0kUCrPEWUPMwZg54tBKC3psApLitKbdc1cogii7oPNdB0HUEivA9npyiUn63ZSCNRbGIhU9
EpZpKpo1By5b1A7tkYCQ5mwpL0ryxruoS2lvb64kcV/IoEdxEWaCcgCvB2VPiB26UPUZYhF3WgPK
X9O5IWTkZRIoZquaniylKdfA5RLACbaThBNsGv7k3d9PcAlhLIxjqKHgT8A+haDNbnPHkNOp1BM8
hpmXlfQPqMP1q5X/AEyQbKf91r4f6x7/AHfPY6fAIDzdnp8AxjzTP6tdxvMbaSNVmYPR0ZuLEAMa
h1qDTpt88yHIVLe0WJjI0jzTMKGWQgmngAoVR9AxVB6lPyukhoKwGGZabyO7s6qiCo41CNyY/s1+
YVRtpC0MIV+JkYs8hUUHJyWNPvpiqT67ovmi91KC50vzE2lWcaos1iLSGcSMsodm9R6MvKMcKDp1
xS620bzVHGqz+YjMy9WFnCnLdDuKt/Kw2/m9hiqaWFvfwmf63d/WxJJzhHprH6acVXh8P2twWqd9
/CmKsZ/M3WNV0/R7eHTI5JJr2ZoplijSQmEROWH7x41XkeK1r3+kVZ8gjEkmkFgNvq2okNFeaVdy
lAxFwEiTkobhxosrHk3HlsAOOc0MUIT4sWWMPK7/AAPm0cIHIsl8r2mozu8mn3TaddmNJVtJqUYs
CXRwpZKpt0qPDN12fqzlB4jGwTy6jvbYStMNc12+e2j0nWbX6o8ssXrXCmsTQq1WYUqew6ZsGbJL
nzNo9vJbRK091JdxyS28dja3N6xjgKLIxW1jmKhTMg+KnXFaR2kectLt2lM1nq6hgKf7htWPSvha
4rSZ/wCPdD/5ZdX/AO4Lq/8A2S4pp3+PdD/5ZdX/AO4Lq/8A2S4rTv8AHuh/8sur/wDcF1f/ALJc
VpV0/wA7aDfapDpcX1yG+uEklgivNPvrMOkPH1Cr3MMSHjzWoB74oT3FVC//AN4bn/jE/wDxE4q6
w/3htv8AjEn/ABEYqr4q4gEEEVB2IPSmKvnb8xfKv+HvMMkUK00+6BnszvQKT8Udf8htvlTxztuz
dX42Kz9Q2P6/i+Zds6D8tnIH0S3j+r4fdTANW0W9vWuWg1GW0M0McUYQtSMpJzZwFZalh8P+dMhq
NFlySkY5DEEDb8FnpO0sOKEYywxmYkmzW/PyPJHWVtJb28cUkzTsiqpkckluIC1NSdzSp365dpdL
PGblMz26/wBpaddrseYVDHHHv0rz25BMdN1K80y/gv7KQxXVuweNx4jqD4gjYjuMycuKOSJjIWC4
OHNLFMTgalF9IeUvM1p5j0WHUYBwkPwXMFamOVftL8u49s4fWaU4Mhifh7n1Ds7XR1OITGx6juP4
5eSS+dfJjXTnWtIULqkQrPB+zcpTdWA/aI29+mYrnJFpl1B5iidbhQkMI4yWX2Wjk6A1Hxbb0O33
jFVWWe+sYZLC8mrFMjRWWpsKhWYcUWcD9oH9ro3zxKChvL3laS1uTdX4VpIjS3RTyWv8/b/Y1+fh
mLg03AbO5cXT6bgNncsklljiieWQ8Y0BZ28ANzmU5SiNQtiQD6icuheKRB97KBirUuoWgtDcJcRe
k1VScsDFzqVALA0+0Kdeu3XFULptiATc/FXf0vUBDsQOPqycviLHenSimlMUsesLv83mmh+vWGjx
Q8FNwYpJnbkZDyC1ZekdOv7XtiqPgn/MH1LFpobD0pHgGoRBXDRqQ31gxv6zBqEDh8Pfv1xVk2KH
Yqg5b/SJI3jluLd4yvJ0d0I4eJBPTFULceXNDu4B6UKQgisc1txQ79/hHFvbkDmPm0uPIKlEFBiD
zVLLy9pNlMk0ETCVPsu0kjdQR0ZiOhxxaTFjNxiAVEQFK3hivNX1GSVFlhiSO0CsAVNAZXqD/wAZ
FzIZIPSvLWmwfmBBDaGW1W+0TVEkMMhRkIubD4o26q3xYqlfmjy+bPzgPqsurXaafbT6hcsLpYoR
6w4cUjSB1kk9OKiI447eJrlE8pBoBxMuplGXCI3Qsn9A83o2r+aPLnlLy/a32tXslvp9YbaO4mE1
zIzyCiByiyOzNTdjlwLljdf5V86+WfNdtLdaBeG8ghKCSQxTQj94gdaeskdaqe3y64VTvFWJa7/5
Mnyn/wAwerf9iuKstxVQv/8AeG5/4xP/AMROKusP94bb/jEn/ERiqvirsVYx+YnlUeYfL0sUSA6h
a1msjtUsB8Udf8sbfOh7ZsOzdX4OUE/Sdj+v4Op7Z7P/ADOAgD1x3j+r4/qfOhFNj1ztnzJ2KuxV
mX5Xeaf0H5iSGd+On6jxhuK9Fev7qT/YsaH2JzWdq6TxcVj6o7j9Lu+wdf8Al89H6J7H9B/He+gM
4x9IYb5u8p3IuW8waCAmpxgm6tgPhuUG5FB+3+v54qgdK1Sw1ywYhQajhc2z7lSeqsD1HgcVUKXe
i/ZD3Wkj9ndprce3d4x9498VTGT0b+wcQSqY7iNhHMvxAchQNsR0xQutLgzQguAkynhNGDXi46je
m3cHuN8VQ+nNBLPd3MTK3rSADiRuI1CciB1JYH4j1FOwGKo/FXYqoT3SxSRRBS803Lgi+CirMfBR
sK+JGKoCW7kZ2W4uHteB4n6tG0iKaVJeZ4ilB8gB3xVqO2WSBFSK7kEw5PcSS+nyr1LqHUryHYRj
j0otNlKLhsZRGizTvRRvDFxjjHgq8FV+K9Bv88UISeeGCMWmmKIy0h5PEE3flydRyBDSNQ8iem7M
fFSq/pazsYo4NRu1F0iL6zkUBJHWoVV39gPkMULPLrCWwkuhuLu4nmU/5JkKr/wqjFVOe5vbXzla
XFjB9avItD1Z4Lf+dxc6dRdvHIZJERJG5bsEIymBI1Encu1u91q8hn+tWkttbXCrFeOLG7cGMmhD
RpcUcFTSnA5r55ch5ivgf1uxjoNPLY+q+nGAD9itr+vfmDB5MlvNO054dSt5kFusNsbiS4t1VixF
mX5QlqAANISO+ZuGciPUK/Hd0cPVYsUJVjlf6PK/4veAk2i/mH5+tHt5te0TVry2rPFNFaaO6yM0
SfDIP3x4qzRMVqu/NR2OXOMyO2/M9p7xrc+UvMcSqzr9Yk0/jGeEnp1B51o32ht9nFCnJqZ1Pzt5
MvzaXFiZ7LV2+qXielOlDbCkiVbidq9cVZ1iqhf/AO8Nz/xif/iJxV1h/vDbf8Yk/wCIjFVfFXYq
7FXhn5veVP0XrQ1W2SljqRLPQGiXA3cdKDn9of7LwzrextX4mPgP1R+79n6nz/2j7P8ACy+JEeif
2S6/Pn8+5gGbl5x2KuxV9Cflj5o/TvluNZn539hS3uqmrMAP3chqSfiUbk9WBzi+1dL4WXb6Zbj9
IfSewdf+YwAE+uGx/QfiPtBZTc3Vrax+pczJBHWnORgi160qxGa13TBPM+lWY1A635burdtU3+t6
ekiH6wKVbioNedBWnfr16qqmj6xaaraC4tzQjaWI/aRvA4oUZdHmgle40qYW0jnlLbuOUEjeJUUK
k+K4pQ51BxdIJoGstTJQcC3KK4jVhzCEEKzcSeNaMPliqvcmyu4lS3gb6xIQI5fSeJ4q9XLlVKFV
qaGlemKE2xVL9ZWM28ZmjM0CSq0sIUvzoDxHEA1+PiR70xVdHYTrDassvC5gUqzNykUhx8SmrKSO
QUg9dsVRNvCYYghcu1WZnNBUsxY7D3OKquKpZcabe3MzCeeOS0BLRwPHyFf2SwBUHh2DchX4uoGK
rNNdGvBHRWe3SWIlQE4IJQq1QV4l+B6deNaDoFKbYodiqX6r5f0HVzEdV0211AwcvQ+tQRzcOdOX
H1Fbjy4itPDFK/Rfy7/L+SWUSeWdJcBRTlY2x7+6Yrab/wDKtfy5/wCpV0f/AKQLX/qnim3f8q1/
Ln/qVdH/AOkC1/6p4rbv+Va/lz/1Kuj/APSBa/8AVPFbRel+TfKGk3f1zStD0/T7sKUFxa2sEMnF
uq841VqGnTFCcYqoX/8AvDc/8Yn/AOInFXWH+8Nt/wAYk/4iMVYl50/NHS/LmoRaNa2/6W8wzhDF
pUVxa28hExKx/wC9EkZYuVO0asR1IAIqppE+VfPUmrSQWmr6RceX9SuhMbS1upbeUT/VWCz+k0Lu
axlhUOqmm4qAaKEfF548qS6udHj1KJtTErQG1Abl6qEhl6UqCDiqUXPn/wDKjXbhtDuNf0m9LiF1
hN3AySNK7LGkbh6PJyj3VTyFRX7QrPFmljlcTRas+nhljwzHFFKdLuvyS1S6gtLBLS4nuZmtolRJ
WX1Q06hWcDgnM2cvDkRyptXktcr+Us/88uF/I2l/1OKrp7fkvqOotp1kllNdg0jjUOfVIiaZhF/v
ziiMW41pTH+Uc/8APK/yPpf9TiqaXb/lDqdyLW2tbdbhglIp45YG5PEZ/TpKEPqLEvN0+0q7kDH+
Us/88r/I+l/1OKP8o6t+W51e6sPLjQxX3Eg8FkRLhEYqzW7uAlwsbgqzRFgp65Tm1WTJtM3TkafQ
4cJJxxEbZNqmj6Tq1t9V1Sygv7blz9C5jSZOQBFeLhhWhIyhykDaeSvJ1neR3tnoOnW15E3qRXMN
pBHKrleHJXVAwPH4a+GKq8XlrQ4ru4u4rRUuLo8p3UsORHsDQeJp3xVX/ROn/wC+v+Gb+uKqN35d
0a7hMNzbCWI78WZuo6EGtQfcYqrfonT/APfX/DN/XFXfonT/APfX/DN/XFW/0ZYf75H3n+uKqJh0
UXgsj6f1xozMLfl8ZjDBS/GtePIgVxVbqCaFptlNfag0VpZW6l57iZ+EaKO7MxAAxVUtrTSbm3iu
bdUlgnRZIZVJKsjjkrA16EHFVt9FolhZzXt6Y7a0tkaW4uJW4oiKKszMTQADFWrFNCv4WmsmiuIV
kkhaSJuSiSJzHIhIPVHUqR44qr/oyw/3yPvP9cVd+jLD/fI+8/1xVZNaaTCEMwjjEjLGhduPJ2NF
UVO5PYYqiIbS3gJMSBSdjSv8cVVcVdirsVeT/m//AMrns9ZttW8o6m6+WobWl3olhaw3OpXN1EJ5
39Jp7W4iiV4kRObvsfsRySFI5FKQfl1518/a3+Yllx166vvI929y1lcahb2kUd3FDBKI0gubaxhj
uJp+cdwI1ljlg9G4iljJQMyr3C//AN4bn/jE/wDxE4odYf7w23/GJP8AiIxVh3nz8v7zW7+y1LSZ
LSGSFy2q2M0Kx/pNV4CKOa+jWSeERKrUKo3WmKrPJP5eX+k6q2q6tPayqit+i9KihWZdOaRn9QwX
8qJcyeoshBqq7Gm4piqaRWn5m/XEaXVdFNn6gMkaaddLKYuW6q5vmUNx78KV7YpYlpv5O+YLTz1c
+aW8zyG6uEg9W7SCMTzESTevbyxkNEIPSaMJTcFV/kBZW0n8n/kf5h8v6vZXaSafNb292Zbv6wZJ
5rqP668yyOWj4LKkSwOhWlJE60dsCkony1+TnmXStb0e/uJbG4h057l54GaEpIJrK4t1Uenp8ExB
edeXqTN8NftGmK2h9G/Ie6stUtprq00i4gUyfXZkVYpJo5NNe3aMRra/CDdv6lfUPw9anbFbRPkL
8l9U0HzTZ6zf2+k+lEZnaOzRVeJ3LmJo3FrCz+mrCMhiOX29vskqS9ixQ7FXYq7FXYq8pl/Kjzdc
eapLmfX2Plma8maTTFllD/UndryNVIUUkW8dl+1T0aCu3HFKA0/8pfzLit5pL7zPHdahFbevpz+p
Msaaqk0XpSOONfR+r2cSsN93k233Cphpv5c/mHpnlrXNKh1xLy91KJ7Sy1S4uJ1mt7ZYXeEjjGf3
huZnVipBWPiwJZQuFWo/yv8AM0ggvUeHS76zspIdPgg1G/njhuGnikRmklXk6BY2+ErxBP2TucUJ
QPyX84Xeoaw2pXdvJa3ZchjeXkn1xzqCXMUs8TgpC0NsphUR169aYEsoHkjzuvmFha6nFp2gx3dz
dW11BI0t6q3FqkKRiC4hkt6Ruh+0WrWuxwoS3Wfys853DapcWutmbUL2W6RLq4up4QbabRjZRcoY
IxAkgviJ29OMCgBBqAuBNoW9/KTzpHpWow6Tqsdvc6nLqk98pu7tY5frOpQ3drGOKj0h9XSaOQpQ
gyEjlUnFbW6X+UnnSKxmebUlgu44m/Q1nDf3hgsna+M6JzK1lWOH4QXU9StAu+FUbB+UuvwXaagt
+Xv42hmWuoXoj9dNTNw78SGTeyPogcf8nZTyxVL4/wAofN7T6hcX09rfKbqyvLKylvbn0pJLaeZ5
qt6JeASxSqoJMzbbsRSiqM0v8vPzG03UJ72C8tZTHqq39rFc3t3L6sbRXcUiyv6K8VX61GypxZj6
dGk+yVVX3XkL8xZtI8r6dPLZ3cOhwfV72P8ASN9bm5la2jQXbTQxJKHt5lkKLU8gQ1VboFS1/wAo
/wAwZ9c1CeTVY4ra6uTLNdR316JruB9Rt7lY3joVgNvbQyRIY235U2BJxW2V+Sfy91by55ha+a89
Swkj1KKSBrm5nPCW+jl04BZgR+4tVaNt9iduQ3wqlX50/lx5x89fVbHShocFnZ+ndW2pajALq8S4
j9V3txFLbzx/V7iRLXmysp4q4ZZVPDFVLyh+SEel+ddM84XxtYr7R7UadYWlqHkRbURTInOals8k
1vDPFZpLKr84YebD1JB6CtvUb/8A3huf+MT/APETihRs7qNLSBHSUMsaqw9KXYhQD+ziqt9dh/ll
/wCRMv8AzTirvrsP8sv/ACJl/wCacVd9dh/ll/5Ey/8ANOKu+uw/yy/8iZf+acVd9dh/ll/5Ey/8
04q767D/ACy/8iZf+acVd9dh/ll/5Ey/804q767D/LL/AMiZf+acVd9dh/ll/wCRMv8AzTirvrsP
8sv/ACJl/wCacVd9dh/ll/5Ey/8ANOKu+uw/yy/8iZf+acVd9dh/ll/5Ey/804q767D/ACy/8iZf
+acVd9dh/ll/5Ey/804q767D/LL/AMiZf+acVd9dh/ll/wCRMv8AzTirvrsP8sv/ACJl/wCacVd9
dh/ll/5Ey/8ANOKu+uw/yy/8iZf+acVd9dh/ll/5Ey/804q767D/ACy/8iZf+acVd9dh/ll/5Ey/
804q767D/LL/AMiZf+acVd9dh/ll/wCRMv8AzTirvrsP8sv/ACJl/wCacVd9dh/ll/5Ey/8ANOKu
+uw/yy/8iZf+acVd9dh/ll/5Ey/804q767D/ACy/8iZf+acVUby6je0nRElLNGyqPSl3JUgfs4q/
/9k=
uuid:59f04cba-6503-0e45-966a-a25a17eccb3a
xmp.did:0180117407206811822ABC6ECD999A22
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7509cb4b-39ea-9d4a-ab45-f9b32d509296
xmp.did:F77F117407206811822AA4FA47498C5E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822A8B9F6BFF4F5C
2019-07-23T11:30:13+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0180117407206811822ABC6ECD999A22
2019-12-26T11:55:30+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/macuser/Desktop/nihanmatsu_qr.gif
Print
False
False
1
420.000031
296.999959
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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=40 M=0 Y=3 K=0 1
CMYK
PROCESS
39.999996
0.392199
2.999997
0.000000
C=40 M=0 Y=50 K=0 1
CMYK
PROCESS
39.999996
0.000000
50.000000
0.000000
C=40 M=0 Y=0 K=0 1
CMYK
PROCESS
39.999996
0.000000
0.000000
0.000000
C=20 M=0 Y=100 K=0 1
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
C=0 M=15 Y=20 K=0 1
CMYK
PROCESS
0.000000
14.999998
19.999998
0.000000
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=72 M=9 Y=90 K=0 1
CMYK
PROCESS
71.764702
9.411800
90.196098
0.000000
C=10 M=0 Y=0 K=0 1
CMYK
PROCESS
10.000002
0.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 189 0 R/TrimBox[8.50391 8.50391 1199.06 850.394]/Type/Page>>
endobj
184 0 obj
<>stream
HWˎ$IWTvBfm0?fѬj+,3n揧}؞~m?a~#_nyӯ趿R]Jqyrخ=}x]Le>-$?Oܤ+P4_ۧӯ?\8tMu
+{Jm'}q/no%x̒U2_}\%o@OP\nk%{,e{Vg7X8՞Z6b'"4C]yo}GlQv7,]P0;=. 4&W/i/nj$6<
'S78{e|=鲇ǃg} 4ny\-d9q=1pu$τ){}C n