%PDF-1.5
%
1 0 obj
<>/OCGs[17 0 R 18 0 R 19 0 R 20 0 R 21 0 R 22 0 R 23 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
origin2020_catalog
2020-01-07T16:21:32+09:00
2020-01-07T16:21:32+09:00
2020-01-07T16:21:31+10:00
Adobe Illustrator 24.0 (Windows)
256
212
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgA1AEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYqhL5mDJxJFa9DgKsI/NJddufIeqw6QLr9Issfoi1L+ttKhPH0zz+zXpmJmy3EgW7Hs2MRqIcd
cN73yeGeXvK3ni7if9M6n5n06Xk3plINQmXiIyV2UftSfCTX4dtmqSmH6vN67Uz08T+7GGQ/rQHX
9Xz8uppF5L1gRyiXzD5reQxAwSR2eohFl+MkOCCSPhUbUpyrU70fV5uOc2PaoYOf8+HLb8fBZY/l
351vJqN5n12yhZpljee21I1EQXixCnkPULNx5KNh47BiZdf0pyarTxH93jkduUodf1JpB+UnmWRk
DefdYUNGGqLLU/tgkunxulKL0LU5HbLAPM/IuPLtHCP8jD/TwXW35P8AmuUz+r571WFYKVJttRJe
rkAoPUHIcKHaprUEDYkRjd7/AGFEu0sAqsMDf9KCC8j+XvzF0v8ANCziuLrWb/RLWeUG+nW7S2lj
ET8XIlJUAmmxOMJES61bdrpaWekMo+HHIQNgY2N/J9CLcTGVFo/FgW51HHYjbrXevhmxhkEnjDGk
3yxi7FXYq7FULcu4GzEfI5RkJbYAMf17Xf0VbxvJKzT3DhYYfU4/AD8bkk9h08TtmJLKYCyefm5+
DTeKSANhz2eZ/mV+Y2ppenQtHvpoXhq9/cxStGw47+mjg1Xj9pyN6fTkvEMpVfLz/Hxc3BpIwx+J
KN3QA4eLn1rz5Rvbiq9mL6Xr3nDU/OOl6RL5h1CAXUzLLJHczhTE3xIQnMqDXkgrvtU5LWcW0bqX
eNttv2hs0EMQwzyiETGhQlUqkLBF1fLhlXns+gvLls9pc3dq15NdCOOAoLiRpXVTzWpLEmrcdz3y
3AKJFk8ubptVLiAlQHPkK7kyv5NQT6v9SjWXlOi3IfbjCftsDyXcdR1+XcXyvo4+MRN8R6be9FZJ
rdiqhc31vbkCRjyP7IFThpXW97b3G0bfF14nY4FV8VdirsVdirsVdirsVdirsVQl99qP6cBV88ec
7fTrHzzPPfaFaQTQ3E1xbSvqsdvI/qTF0mEU06UDMxYrx4cq7farE5sYFATJ+Febm4tEZAGWXHAE
Hb1k89uUa5c/kyOHSPyl1qKzn1d54LcRs0c99qMDQMokkV0LxzuGHqIPi78VFfhoKI5pH+EhGbTR
hynGXuv9IDJNL/Lv8pL2xFlpCwTwMkrqtpfSS/3g9N5aLKwZhWgYg8e1Ms4i4yE1P8jPKx0si1a+
udStQ81hLPfSgi4ZvULcgGVC70LFV9+u+ShIcQ4uSJA0a5vJ4PM3lXThqGm3flK2Rlkgtpba+mkY
CS2heOQo45EFHFSy7bncFt8wRwHrP5D9fc4xOcdIfM/q72bXHnD8i0+p6hqHln0FktUNs89pA4aN
Q8SI0SSSfEPq5QF1+mm+YVFykrPn/wDIK1j+oTeT7mBreQo0c1pB6qsSQ/JmnL/DShBNfu2NFXq3
kqbyVNpEEnk4QrpJaRSIUeP94pUHmsgWQNv+0Om/Q4xu90Fm2WMXYq7FXYqhpgCwB6E5TMbtsXl+
vE647RwAT6lMx5MGUi2SJ6AMu5RQPvr45qMwOQiuf3PRaU+Dz2gP9lY/HueWeabuytPOesSSGjLc
NLBKEEoElD8LKCh35kbMKNSuG6kfe7HHgllwRA/m1V13b8jyruPVEaDDHpN0vmW8YPqUDLHp+lrX
jFKsSky3JHGh/ecuAAJYknj0yUs1y4vx+P0tkNODjGGIqFeqXf5R5noBZJqIA3ep/knqF5qE+v3l
5M09zK9sZJGNT0lp8gOwzK0JJMifL9Lp/aHFHGMcYigOL9D1HNg827FXYq8188afr91qmoPZDV2g
NtHbiKwlt4UDSO9Z42cGT1I0arDwAoCdiVVvI7a+kdr+lLS9triWSMR/X5oJpZESEB5CkKr6VafE
vTl88BV6JirsVdirsVdirsVdirsVdiqEvvtR/TgKvCPzlVbjzsbRNNt572SygFveyzmF1AeYuit6
9uF+EMdzuOuYwjM3Roe5zseTDEDjiZe6XD/vShdL8r6NdaJFMPy/9XTJE5nUINXW5thNCvCSbjFJ
ug4mvFqmhBAy0X1LiyIuw9p0nSPK+mSxJoGm2yNMivJJYC3UJbzElJX+KNikpj2Khqkd6ZLhB2tF
EC62/V/aEy1YajDpc76dHHPqKofq8crFI2kpsGIqQMMYRscRPD1YSlKjw83zyFU6/rUuv28FnFbt
NLP9Tfy/NJ8V0kRUi7RJOBkdqtK3XYjlWtuQYhEcBlfmP1EteM5TI8YjXkT+oPT/AMvL/wApS27a
LpenrHcLELqSGRtK9WVGKukphspnUKRMCp4AU+e+OQS3s0kgjZ1aSw5SCpQkQlh40+KuPAUWFsil
ZoqxGHZzxPHfdN/hJGGIoqSm2WMXYq7FXYqgnmXgJH+D4tgfCtB9JyiR6t0R0ebalDb6D5S1NtMu
vWvZZ0jv7sbU5V2jPt4/TmCajA8J3vd3unBy5o+IKjRIH63idx9aN1NcWkdJy6eldP1Tb7SEmikn
ox3/AJd6HNdLKA9VHGDzNR7u91newWljcwtOGYTwusu5ViYir8Aa8qMtK4YN843IGuh+97V+QUEi
WmsylHEcr2/CRhQPxElafKubPs/+L4fpeU9ppDigPf8AoesZsnlnYq7FVGe1Sbfk0b9OaEqfp8cV
UrXTLa3laccpJ2FDNIxZqeAr0HyxVF4q7FXYq7FXYql/mH/jgan/AMwk/wDybbFUw74qx3zNpizz
xyJbvK07QRXbx3MttIsUUjsjL6f2gryHmtRVK/aoFKrFL3Wn0PzfZeVtGiup5J7B7v6y9xGUjUNI
oR5bi3up3LvD1Zz9wzLx6bixmZNb0w496DMdKuri80TTby5DrPcwrNIkhQuhkAbgxjWNTwrxqFGY
uSPDIjuZh5J+eHnX81ND8z2tp5Q8uSaxYNYLNLPHbanMRO87o0YexliQMERW+PcCu+9DVA0ykLST
8svO/wCa+taze6f5v8uT6BpB0y8MVzJb6pDEZgo4oxu5pkPwF2oq8tsnLfdA22fQr6rGjspt7mqk
g0hcjbwIBBxtaSjQ7/y5Jd3sGlj0bmeV7m9t/q62zNMG4ySuPTjdpDVELNU0Ue+VE2GQNvnnVPJc
8useZtVubDWhK+o3UUBgsor2N4jI7K7JOY6rXhx4k9NjuKTB2U83rf5KaHcWOnSXD6jc3MRVYksr
mwfT3hc/vGDJIW5EBlQemeAVQFwXugvR/TZ0EYcsqng78ir0APWg61p8/wAMsYjZCSqyyW6MoUpG
y0AoKKygUFW28N8hVMib3TPJsXYq7FVsrFY2I64DySObDtdtbm4hneEswQp8K1JY8jUfjmuzgkGn
aaeQEhbCfMkFvHoc9o11FJdNdQvNbRtzEaiOUDmw+DlXsDmGcVjg4qJkP0u1x5jGXicJ4YxPx3H2
ebFL3y/Da2ctzPN6tpCPWdYjz9QRFWccSVXoGX4m38NsxsYq+CJMgOuwHv67+XOMuYpy/wA7xyES
QOI8I9+/D38jRuhUo+bFbPy/ea35svbexhDxW0gDByFVFjkZPH7O2wAy7IJXQ57uwwZxj08ZS/ii
D8SLP3vfvy2m5eZPNEIk5RwCwWOKtRGDFJso/Z3zYaH6pfD9LzHa4/dYj1PH94egZsXQuxV2KuxV
2KuxV2KuxV2KuxV2KuoPDFVKaztJmDTQRysBQM6qxp4bjFV8cUcSCOJFRB0VQABXfoMVQ959pPpw
FUsvmih1BbmRXCRwMJJ/UCQxpy5EyqzqD9nZuJ4jluKmsIcmUkr8xRKbGSYTPIeN2AOXwr/oswK8
Vovwle9SN98meTFMrw6zHfXU9vI3whIx/o8zxNQlkjC+vxqfV+OVIwOxb4aKU2qaQNVEci3b8ogz
OOUMsbF5SZGAaW5uW4oWK8aBRsE+EZXPkyBsvm769YQa/rk15qc+nXw1m4VbyHUmtGNt6hHAGK3u
ZGK+oeW67Ur9nCOSnmyby7501DS7S7P6RutUk1SFE06a9u9QuVj/AGQY1k0n0akAuWcGoHuSTGgQ
aYy3BF0iT+ZV7bRSufMqvpyQl1u44P3bSSM8cTcY9MoKSRkBudKrSldzlePj/wBTHzl+txvByfzz
8o/qei+Qte1LWtFhutRZpLmN5YTM6yIZOPpnkBJa2O3xfsx0961pjzkDKwKDfGJEaJv8eSc+Y/Pn
lDy3cQ22uanFYzzxtNFHIHJZFYIT8Kt3bbx3p0NFKFtPzJ8rXN7LbJNIqRGn1l0KxkhQx2r6g2PV
kA265iS1kBMxO1Oxj2XlljGSNES6dede77bdP+aP5fQWiXkuu2otnkeJJQxYF415MuwPQHMoF15F
KDfm7+WbW/rHzBa+kRXq1dhWnHjyrQ9OuJUMQ8zeetKv2ns7DVrY28cSzuIpkCPFI/pqxkrxb4ti
Adj1AzXajHklsBs7bR5cMN5HdI1E81zJYW1sZZJYpFRpeXqloUKApEeJVVYr1U7Eb75jHDkxm6/S
7EarDkFGXvHLa90Tbfl/qcmizRXjxW/rJIhknfnJG8qhGMcack+FOh513PQHIZJjHD94d/M7786G
7A6iPj8UeQMdojmImxZ269KrlzpZZ6d5a8mrc6lc373Nxc7XFwRy3LNJQRxr8NWYnplWLUY5biVl
2HFl1AjjjHhjHkPhXMoz/nHIStL5luGVhHcNaSRMy8eQJn3zaaIg3Xl+lwfaONeGP63+9e05nvMO
xV2KuxV2KuxV2KuxV2KuxV2KuxVbJJHHG0kjBI0BZ3YgKFAqSSegGEC1Jeb2+ofmBc/m4Pq8ks3k
U1pLGImtzSy3/eAFv96PfrmzMMI02/8Ae/b9X6nWCWc6nb+5+H839b0G8+0n05qi7N8//nd5i9Dz
ddaeb+7sHNjb+kI05AlXkb1IXS6g48uZVgyEnj0pTMcTPQW58NNjlEGWSMSehE/0RI+1NPJnljyv
eaTa31z51u01iVZvVj/SESFGo7lXt+cigpEPiT7PGtRk4zPOqcbLjjGRAPEO8fi030/8vPLNxdTW
tn54vbu6kgpHbpewSujFSpm4gFj3I7fcKZB1U+6P+lj+pxBpYDrL/TS/WzTTdNt/K+mXl3f6lJd2
1vGZHup4YFkihiWrVNrDEX6VNQTlEYmchEcy3SkIRMjyDxW4s9Wk8w6lLN+YEFhZR3bXcTiaacwy
zyu0MHGkQA9NW9ROZA6FemZkdDmIHoO7jy1uEE+obMg0PyTq2sxrLpn5gzXE7TTXcrQrcKjho41i
BQzKQqE1ZK0+KlPhynLhnj+qNNuLNDILibTmw/LT8yLK65x+eW9FyomjezSb4R9r01naWOM+HFQP
brWniDbT0C0tZrWK1t57hruWONg9w6Rxs7VSrFYlRBU77DGHNEkF5i8weX9P1GtzZRXV7CiIZSIv
UHqNyjiUt8RYkcuP09aYfFHEY869362+GlkYiVgA8uf6AUo8xPo/mG0murzT2vNJsLeO5vU+uSQq
IxJ64aKGMUkfjFXkxXb4Qd2yvJmFmhxCNH593wcjBoyaBkYzmTECuoNeo3tv7+9JrPR/ys9O3s/q
t/dpKJr9GmmmAhiflazMZRIgWIFSOIYglvhB7QGsh5s5dk5gCTw7GufMkWBXO6/bSI0Hy1+WGoIt
pY2F1dm/DSpFczTM8CWrpRhI8hkSNpFWhVmqar05DJY9VGdcN7tefs3JhszoAV8b6Dz99faELHpe
i3Dm2t7WYTTLH693LderyZGuI4KTS8maOtm9GAA3B4nemLkyGY/b7/s2c/HpBhHFYPw324CfcRxj
b37hFaLc6ZaXUt/K0sNsYOD3DrGePKNLgA8F9V1MdCr1qe4yrFlANmwP2X93Vs1OnkQAKMr/AEmP
uG/MfaibS9XU2driNYbdwFiSaX0WAAVyTyA3KtTp1P3azLg8bNIzG3IWa7i11wAcO58hbD/OsGmQ
XHoReikMkYWW2NyJ3IoCzlOPhICv+qconpY48gMNv86/xz+x3GgnMxs3Y68Nfjl9oTz/AJx9m9TT
r5aU4W9mvz+K4zfdnDeXw/S6/wBpfrj/AFpf7163m0eYdirsVdirsVeeat+eHlTStau9HvbW9F7Z
gM6osLBwyLKvpgyqzEo9fs7UI+ZkKNIG4TDyd+bXlDzTVbaZrCcy+hDa6g8EE8stKskUQld2K1Fd
qb7b1oEszxV2KuxV2KuxVQv7G11CxubC7T1bS7ieC4jqV5RyKUdaqQwqp7HJQmYkEcwxnASBB5Fj
35f6XfaRpk2mS6THpNjbyE2MMcxn5B2ZnYs0kzdfE5k6zJGchIS4iee1foDi6KEoRMTHhA5b3+kp
9efaT6cwy5jx/wDMicS+cnsbm/s9JiW3iuLa+l0z9IT1HJAvxQOgQszlvjqAvYcq42Mys7bOXOOP
wwbPH3VtW/W/spj8d15RlNwLbzVokbajcOkVsmg81DRMrq6IV5kniV9RiVP7PxDLnGTfyjefl7DD
dnV9T0vUrHgZLr1dHaxb15XClo+UcashjA5jizA78gu2JtLOPIuvflvqErweUkiRo4ix9K0mth6R
kqeLSRxhhzepAPfIG+qofzFrulWdqhutH1K4jZbuOukB2WPi/CRn9N4UDFnoh3ZfiB4nkMzdFjlk
3Eojf+L47cjsO73A8nB1GWMQLjI3f09N63o8+7r7lbyzLZjytdrDb6nZ2tnI00s2qGRriRY39SUq
Y2klNVjNKDuNm6ZDXxuXqlHl/BtVOT2fZoRibuvX1vbqfvYpPeLc6/Ckv+LbG31COGOKKEkWcTzh
QsnqrIGPH1f3lAfjr12zN00QMAI8I1v6t513G+vvcDUy/fkHxdzXp+j3gjp7nqnpNG1uhdpOEZUy
NTkxHHc0puaZqomyXZkbILWvJljqWqLqQKRXBjEcrGPmW4k8W+0o5AEgEg5Xl04kb5XzcvBrTCHC
d65b8rRdv5W0SKK2SS3W5e1AWKaYKX4q5dVbiFDBGNVBG3Xrl08UJEGhs0w1WWIIEjvz+PP5pRrn
kWS9vY5tOubSwtkRVa3awiuCWDOxYOzLSrOrcSpFVr3yePFgA9UOI++mMtXqb9OQgfj9ilB5N8yQ
QtHDrNnDwjmgtXj02MGOKeSKV1AEo6mNwwrvyB6rlw8AVUPt/Z7mqWbUSu53ZB5dRy69BY+KSr5P
nsbZobi6stQt1ga2ig+pLAy+oafDIXc8QjOgTwY79a4WpGDgqEKPfduw02q1XicU8hPXlW/fz/G3
cl2ppZWV5p0WorDboYXWTmlTJ8YCI8nULvU1NNqHNVkjGMog7bO2x5JzhLhs79/L4JL+YUVpHPp8
kzKiu7JO5Yq628SGSSQBQ9QgHQISeWR1GmjkIJ5t3Z2YwsD4e/7OfvYX5ng0rRLiaAL9at5JHga6
9R2aqAFo6ARcCVYV+E/PMDwpRkeCjRd/pck80QT6TQNUPn1t6b/zj5eafcwayLNeCwi0jKVYgAes
V+1vXc982/ZZn6uIVy/S857S45RMLN3xf7169m2eXdirsVdirsVeWXupeZLa7mSOGW3VJLgtLbWF
nNUtNMRVhcCnFPTcEqOW/LckLmxETuYk8v4vd+Pk4ly6SHX+H3/s+3vQ2heavNsWpXl/qNnql1pr
eobS2GnWMLqeXaZLlq8dkPLrt03xyCBiBGHDL+t+hcYmJEynxR6Dh5fFP4vzP02N0/TNvfaBBMGN
vc6kLdI5ShAZU9KSZmIr/LTKselyT+kXTbk1OOH1Glf/AJWl5D/6mS3/AOCP/VPLP5Pz/wA0tX5/
B/OCM0vz35V1W5Nrp+uQ3NwFaQxo2/FftHdB0yE9HlgLMSGcNXikajIFGf4h0/kyrdyycK8mjhmd
fh2PxLERtkPAn+CGwZorv05a81T1rnm4qi/VripHsPRweDLy+Y/Wvij8ArtD8x6Tql7d2llfLdXF
l8N5B8SyRPyK0dWRCDVSMcmCcADIbHkjHmhMkRNkc0fHaMs4fhGKSO5kH22DcqA7D+bx7ZC2xrUZ
EjAdzRFBZj4AbnI1aWHHzroK2AvJ9asfTlkRrYJN6ha1cgiWRRBzjk4VJjK0DUUsOVcmNDksjg3t
kc2LYiRrh7hz7ufLz2/q9G017SoFDzapokFxKjJCFvoSGlCKVjLG3UhTIZFLU2op4ksVUy0kv4Yy
PwP7WGPND+OXDuOVHbr1G46Dr3hC6v8AmF5P0meGHVNcsRFKZwfqzG8ZTGwCVSC3cKXRgW5MKHYc
+uSxdn5Z8ofo+9jl1eCA3mb26eW/InkeXeN9uSHH5x/lgv2fMlPlZXH/AGT5d/JOb+b9o/W4/wDK
OL+d9h/UmejfmF5R1tpU0fVbm/aAAzC30+6kKBq8eXG32rTKsnZ04fUAPiP1tuPWQn9Jv4H9SEbz
sk11eJaXV48NrMYP3WhandEOiKXV2hh4o4ckcWoeh6EZRPBwmiG6OTi5LLfzleSgl/0pBQAgSeW9
VNa9hwjfplYgD0bJ7ciD8/0gJt5f8w2+oXz2jXVw97FGZWtrjTrrTv3TMFVwt3Gjt8SsKqafdlgx
VHiA25NXHZpmeKXYq7FXHpirEPNNvbtLaoF5LKXcgswU8ELD4k+ID5ZhZgCQHY6aRjEnuYtrWipd
Xlla6i1w3J4owJR6yMJmVWWO4TgyFPi2krWmY2TCJEcX4/Hm7LT5zGJMa5Hlty7xy38nm811plvq
Nt67TjTLeSSlpKFuAI5wFmCuojZdtwOBFe25zBxZBy6O5lilKJquI9eXLl3/AHsO8w6rYXURgsPr
EifWZbmSa4IJrKqqFBHUfBWpp8suEXaYITibNfSBt5PXv+cX/wC48x/61n+qbM7Q85fD9Lz3tX/k
v87/AHr3PNg8g7FXYq7FXYq+afOdz5+tfMl79Z1qLT4oNReWGxF5pdtOYmZ2gmCtJF0SMANN8Q5C
gO+XDUTAq/sDUcECbr7Sh7HzB56ig5nWdPsbS0RZDbvqdnKzOC8oU0mHGV+NVVVVedG+EVxOomed
fIJGGI5X8yk8kPmbVdail15tLuTeTxtK7ahZRyMsjoGlSkjAIYxswibbxIy3Hr80BUZUPg05NDhm
blGz8W5PL1oloWSx53JQvIp1nROESqzBviEIJYFKEcab5P8AlPUfzvu/Uw/kzT/zfv8A1vQfy90v
y5c+TNdu7DSUh8wafaTxC4gvrXVZ5Y50cgmO1HohvhKqjQ7gD7W+Qnr80xRl9zKGgwwO0fvSaxm/
MWewpb6jd2dw5jK2cNrqkMduPVUPSNrV4ORBU0VqBq9QcqOomedfIfqbhgiOV/M/rVWn/Na202fT
bzVJnW7teFGtNRnYiRwWqFsCE5rUdOVPepyPiyu+o8gy8ONV0970D8kvLv6O0W+vbm3EepXdyyyz
cbhHaJVV0VkuIbZgVZ234b+JyebU5MgAkbprw6bHjJMRVvSMob0Bq8ZkhMYNC6MoJ6bimINFWNaL
Bf6foNhpjx6fJ9Vto7SdVuiI5kSJYyW5Wzt8XH7NenfMrJkjKRlZ3N8v2tUIkRA22Rn1jUltzBAL
O2jC8IljvGbgB9kpztyqlKLxqpXsVyHFC7N/L9rKiwzz/wCTfMPmfULW5tJdFsxZksj3Ba8dmcjn
yEsJi4t6abFCdj8VGIzM0urx4wQeI38P0uLqNPPIRXCK+LGpPyl86PdPcDUvLUZdSnpLp9p6YUty
2Q2pFR/Mfi98yR2jhqqn/pj+txzocl84f6UfqV7X8mXujKnmhdI1a0eWCf6nZzHSYme3jnjX1BaW
wrtdE/BxNVFSRUHF1WpxZQB6hXx+8uTpsE8RJ9Jv4foek+UrGbS49WN/Nas+p6jc6h6cM7MqCdYw
qFmjQn7LVNB8vDCzTEiK6AByYRob96NQl72SeWaJEczoVjuOFY3+FSP3bvGxVEJ9OVdxypWuU0Lu
tw2k7VaBttGtrfzWL+3u0miew+r+mzAzs4uXmkkIAAoTMKnxycOGGIYxf1E8yefmd2s8RnxE3sB8
mY5Fk7FXYqxrzNe6zZXsM0Mg+oupHClfjWmzeIYE5h6mcokEcnP0mOEwQeaQa3qdqvllb23gMU1h
OiovKoUueRKk1+5gcpMwY2NiHKx4zHJwncSCAtfMsl7o0CsjJcPIGgmVQVZoJkYs6jdW7tUcfftl
WTMeHzciGlAmSPp6j3g/jv8AvePebY73Ty4uoSCD8Lj7LCoGx+nNXjjvT1On4ZbgsVv0hNyqwoyo
8ULBHrUs0SliO9CxJGZQmQ7HDAGG533+97f/AM4xxBbbzC4OzPaCh7UEv9cz9AbMvh+l5P2sFHGP
636Ht+bJ5B2KuxV2KuxVLH8r+XH1Y6xJpltJqva+eJGmHw8NnIJHw7bYqjDp9gxq1tETsN0XoK07
dqnFV5tbZjVokJHQlRirZhhJqUUkihqB0xVQk0rTJbe4tpLSFre7Qx3URjXjKjAqVcU+IUNN8VSI
flh+XQNf8NadsQf95ou30YqnWk6Ho+j2xttKsobG3J5NFAixqWpSpCgb0FMVRuKuxVCX324/pwFX
hmt3nlqbWbqC7vbSG6W9uUvIw+orLzQkGv1eoRaBDU1XsADlYza2O0cka6ekfpDf4OikCZQnZ7pn
n+PdTJPKOuX9/bx6X5c1fSp2VEnt4Jnne49GQmR+S3FJn+0Pj/Y6cewx5x1MzZmL/qgfocjGdJAA
CE63/i69Odp+bL81I4aE6XNNyI5IjIvEDZqMSd/nkTh1H88fIfqbJZdHe2Odf1h/xLKtLsbxLZRq
TRS3HFeZiXinKnxFRQEA+Br88yMEMgB4zxOFmlAn0Cgjfq1v/vtfuy9pd9Wt/wDfa/dirvq1v/vt
fuxVCXkaRyxBFC1DVp7FcVR+KuxV2KqV1awXUDwTqHjcUI/iMjKIkKLKEzE2GIPoMtjK9rKFurC9
lCOjCoKEADkOxHiM1/hGBroS7XxxkF8pRDC/N+hx6VcWtjpsrJ6KPPGS3xj1ZDsKfF8IHYE5j6iN
Gg7PQZ7iTIXZr5D5fMhja39tqlpe6LrE0dtdzcFt5JwBC5DB6SONk5U+Fxt32zDhj3O9F2vCY8OT
GOKPl+jv9yV6P5Z0iHW7jT/MMUkEGm2k9zIEPGdUhjLq8TV3O1V6g44oHjIl5uRn1UziEsJBMpAe
W/e9S/I/Q9N0201WbStRj1LTbtoGt5VHCVSok5JNGfsuOQ+Yza6CNGRBsbfpeb9odRPJKAnHgnG7
7unI9z07Ni847FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FULeox4uB8KAliSAAPpxV5ZY+QvLnmW6u
dT02603VLWS4maWeI3TurSOZBGzQ3qJskrBvhHIHcUOEm1Gzl/JC0ilaZPqgBkLyhkvioUBjRR9f
HGhevht0wLbG7Xyh5Pe7E1vrfleaKNkT0CbqW3aTgeKvE2ptEdomK1r9nAl6JZ+QIYLKG3j0bQlj
LJJchLA8XdV2aOsxKHmAQSW2998KEEfy61T66t2umeV1uAwkNx+h5OZlqW5il2KGtO/vXFWUmPz5
tS803tU/Up+nw8v+Pz/Wp9GKq2mDzgl7K2qT2VxYlSIY7a2lglDVFCzvcTqRxrsF+nFUfOk0rI3p
kFa9x3p/TFV15q2lWQJvL2C2A6+tKkf/ABIjISyRjzIDbDDOf0xJ9wSw+ffIq/a8x6WPne2//NeD
xod4+bkfybqf9Tyf6WX6mv8AlYHkOtP8SaXU9vrtv/zXj4sO8L/Jup/1Of8ApZfqWn8wvIP/AFMu
lf8ASdbf814+LHvC/wAnan/U5/6WX6kJeef/ACEy/D5l0rkNwRe22x/4PKck4nkW3HoNQP8AJz/0
p/U8581+dfLN3rryxa3ZBEthD6kdzAyluZagPLcb5r8kiZW7vT6KYxUYH6r3BYy935a1ONoV1C3k
oSTKs0TOhZi29KAqxr36e+4oANs+PLp48q35cr3q/eBvff8AbDNc1eW3uZbW81OC5aOEw28omRmW
NqngCCCq/FTi36smd3oNLLHKAlHvs33/AHfL73r3/ONF5a3Nv5iaBkIEloTHG3LgCklB1J7d8zOz
40ZfD9LzftQbOPe/q+8PbM2TybsVdirsVdirsVdirsVdirsVdirsVQGvaX+ltFvdM9X0frkLw+rx
58eYpXjVa/fkoS4ZAokLFJX5D8n/AOFNIm07639d9W4a49X0/SpyRE48eUn+++tcsz5eM3VMMcOE
UyMioI/XlLY8VufKPnqF7eyfyxp2r29u8iTXbadpKK0a0EXoxNcpRSFVSGC/Cq98ojps1f3kPlL9
EXb5NZoCZVhyjlVSjXnzN+7zZf5K0XzVBJfXms2NpbRXEIimsoba0iuLmSJeKSSvBI8bB1YijOKb
UCitdjm8LlDn3719zosfHzP4+1hWj/ltrWmHUraTQIr761WrC1sltwKGiqrXUO/EUAAYAtu53OW5
44JAcHp77s/o/Hc0YTnEpcfqF+mqG3cbP47+6V+VtO852d8kZ042ENyQby8a2sQ1IwzKjyRX08jL
XZaxsQGp7jFljiBYkD/pv1OTGZJ+kj5frYnrHlv88vLrWsmjalfa2ZAwuCt1BKsXIUjSl5G3Okju
xf0/s0BpxBFTai9Vn/5yDt9Ntkto5priO4kS7u1bSyzwrIAkgjEL8RIrfZVWZONSTWmKsy8tR+fJ
raebWrt+AWQTWNxZQpIS8YZRby207jijGnxKx/Z3I5FQg/y3t/zEh1S8XzUVksRZWv6OnEUMUzSs
8pufrSwJHGs32PgjLxovFVkkYPIwCTS38x/Leuaor/o61ackbUZR/wASIzW6zBOR2DvOytVjxn1m
mJi//O+Z5E1LywLi2b4Qlq1lbtwDcypaRbn4WYKSKf2Csp5j7B+p2ZxdmgAwy0fPjP3cKkh/NGHm
0XkmTk5QvyubErIYpTNHJKFhUmTk8gJQqlGpwAGDw59IokNGeef/AGM9rFUN+XLnZ25pdqGmfmrq
JH1/yteyxq1FhiudLiQRcHX00rau6V9Q1If9SkA4pkbhshk0cPpyx/0uTn/pv0fpX6bH+ZukKi2/
kqbggMZLXGnFjA/IPCONuiqpBFKLseWxUhVRGUen4+TXl/K5OeYfKfPv+r8bddyR39z+e73kl2dA
t1l9VpbeR4bN2irGY1UbhG4g8hVPtb+2VnJRs/d+xyIYtDVcZ+ct/wAfcx3yDB5l0u81Oe4ubzSd
RuLiOT69bnmyyxrPyM1tHJF64Ejq3oyOqFgGbmqmJ7NPqIRY9taWWaMBj5Rv5bUk2veQ/P3mXXxN
aWM+p3Ulnaie5eRS80trawQXEpaVldqy71bc1rhnLxJXFt0WWGn08Y5DRH6SSPse0/8AOMvknzR5
Xi8xjXrBrFrtrT6ursjFhGJuX2GbpzGZOkiRd+TpO3dTjy8HAbq/0Pb8zHQOxV2KuxV2KuxV2Kux
V2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KrWiRvtCuRMQUiRCk9hZv9qJT88gc
EDzDMZZDqlNx5G8pXF093LpkRuHpzlHJSabb8SMh+Ux9zkx7RziPCJGkXp/lvRNOblZWwhPHgKM5
opIJAqTTcZKOCEeQa8uryZPqNo+OGOMkoKFuu5PT55YIgNBkTzX5Ji7FXYq7FXYq7FXYq7FXYq7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX
Yq7FXYq7FXYq7FWA/mb5hutJudPWGNXEqSE8iR0K+BHjlGXUHHy6u37L7MhqhIyJHDXJIdC8ya3q
qzGFrC39AoGF1M0XL1CR8NTvTjvkI6ycv5rl6nsbBhqzkN3yAPJOFvvMYtILr6xpQjuGCxMZ5OP2
SxJalNqUyX5mdX6XG/IafiMf3tjyCFHmvV+aItzpTM0iIR60i8VdVYyVk4AqOY6VJ7DbIfmpf0W/
+ScVXWXl3D5bWul83axFIU+saTIOPJXjndlJ32616LidVL+iseycRF1l+QV28z+ZBqTWMZ0yQoF5
SrMxWp4hhxVi/wALN3XtXE6md16WI7NwcHGfEHw/AVI/MfmWQExyaS9F50E0pJX0fWqBStOO3zx/
MT/ooPZ+Ac/F+Q76U082+YG0hdSL6UnLnS1aZxKeDFdtyu5XrWlN64/mJVfpZHszAMnB+999Clo8
4+Y/qnrsumK7SRxxRNPxLeonMtVnUKFHj/TB+ZnX8LL+S8HFV5ORPLu27kTH5h81SQesp0mnqCIp
678gxkEfbam9flhGedfwtR0GnBr97yvkO63WXmLzJe09CfR2PESOvqz8kUgNVhxqPtYY55n+auTQ
YIcxl+UVVNY8zyxyyxzaQ0ccjRnjLM7Hi3HlxQPse2Hxp/0WB0WnBAIy2R3R/SgZfNXmKKNnnfSo
j6fqxo80gMiUqDGfstX2OR/Mz/otw7MwE7eKd65Db39yn/i3XGCETaUQ7lGPqy0UgMQSSNweBFVr
70wfmpf0U/yVh/235B3+JdZZggu9H5mnwieUgAvwDcwOFK7/AGsl+al/RYnsvD3ZfkO6/e02ta+w
NJtNLCMSlPUmDcShk6FfBaY/mp/0UfyZg/23nXKPfSWaz5r1nTTGsv1OZ5DIOMEkjlfTcxktWnVl
NMEtZMfzW/T9iYct0cg5c66i2Ufllr1zq0OoNOip6LRBeJJ+0G8SfDLcOc5OfR1/afZ0NMYiJJ4u
9m+XOrdirsVdirsVdirsVdirsVdirsVYB+d/mzXPK3kdtV0ScW98LqGISMiSDg9eQ4uGXt4Zl6LF
Gc6lycXWZJQhcebwWD/nIH81Gpy1WM/9Gtv/ANU83cezsJ6faXRy7RzDr9geu/kV+YPmrzZc6vHr
l0tytpHC0AWKOOhcuG+wq1+yMwO09JjxCJgKu3P7L1eTKZcZuqR/5sahrdvrWjQ2Vn9ZspElN3KL
b1ylCKfFxbjXNUcYljkf4ujv9JlMcsQSRA89yPuYpq2qatLfXk2jW6WtiiRtbQ3OmSTcnd3JHKOO
RlpGF61HTxrjpsMSPWOvlybdbqJxkBCZPpF0Zc91MX3md3eOF4Oa/YMuiSxowDspIPFjsFVqEd/b
fI8DF/NH2OJ+bzfz5fb+tNbS18ySJ6txqWmwxBirU0eV3oBUME9NWNaH/M5A4sX837mX5rP/AD5f
M/rS83nmz6vdSLJZ+pAqtCjaLNSXmwChaRMwPCpf4fhO3vkvAxfzfuY/m8/8+X+ySW880/mNBcvF
Do8NzGtOMyaSQpqAejRg7dMsGlwHoPsYHW6gH6pfMqP+MPzL/wCrDH/3Ch/zRh/K4PL7EfntR/Ol
8ytk86/mPEhkl0OJEX7TtpagD5kpgOmwDnX2Mo6zUk0DIn/OZX+Wut+aNY8zRWevaNBFp0kMjCRt
PWEF1FVo5UZVm0+IRuNMoazPdGUh8SnPmLUfqOp63appfJYkRNMMFkHQNwR2ZnCmvVh3zAyYtxQ2
ry7/ANTtdNnuHqmeLiP8RsitvtSHT7vzXdaj9TmnsbZGjBjuJNFl4GbirFGPpBVXdhy5dV6dMzzg
xAfT9zqxq89/XL/ZK6T68zaiovrQm1RXs2GgyBblmUngOSqyEFaGoI6b9aDwcW3pHzCfzOf+fL7f
1sTHnH8ymFV0GMjxGlj/AJoy4aXB5fY1HW6kczL7Xf4u/Mv/AKsCf9wof80YfyuDy+xH57UfzpfM
u/xZ+ZX/AFYE/wC4X/zZj+VweX2L+e1H86XzK0+avzJP/ShX/uF/82Y/lcHl9i/ntR/Ol8y0fM/5
kH/pQr/3DD/zRj+WweX2L+d1H86XzL1D8ltS8w3sGrHWbEWTRtB6I+rm25Ah+WxA5UoMozY4RrhS
M2Sf1kn3vS8oS7FXYq7FXYq7FXYq7FXYq7FXYqsmghmThNGsideLgMK/I4QaWlEaZpo6WkP/ACLX
+mHjPejhDHtI8xTy+abnR10gWtvEZAL1QQH9M7fsAb/PMcZ5Snwl2eXs+EMAyiVyNbJh5sWM+X9X
Mjxxxixm5vLGJYwvpvUvGQwdfFSDXLTy2dfCuIXyeDXur+VtOm53VxpccsckCzp9TnWJZbdG+rn0
RDVwsYKq1GFCCCOWYx8W+jucZ0IFESP6ftr8fNG9uvJOr2tu0Ummyl/UmmaO3ZD8Ko0zSKIlaILQ
AnYEeCDaJGb8UzhPQWbB+39f9nm9I8v6VPqFpott5Y1m3bR4zcfpW7S2gLkRLBGscMdxG7Hkv+7K
cSpDHl8IbIiDVE26nPKEpGUI8MffbKPJ+o2N1aQaVJAp1OwtLd9RjFmtktuZo1eCF4C8oRzGd1jd
1UqalfhBmGgpV5ysRLd69BbzfUJJNIjWO8iqjQu0GphZlKfEGQ/ECu+22Qy5RjgZkXwgmu+kxxym
RGP1HYe/o+ZPOOnefNF0qHU7Pz3q13aTM8QmF/eJSSPcgq716d8r7K7Qw62UsYjLFkhHi3IkK94A
pr12HUaTKIZgPVyplXlPyL+aOj+YrWXzb5vS/wBKlWRZLO7bUdRdW4ckdLW4jjjLc6DlzHwlqVyO
XLEiv0O90OkzQkZACQrepV/snvvlC60j6np2n6dNJci1lcyTPC0ClpEldgikABQzHiorxFBlmCcS
KDi9o4ckZ8cwBxed/j39Uh/Mrynca5dRCK8t7Ti8lfXN2pcII2ZQ1tLCBXYbkf0v8IT5hwsepyY/
pkY+4sIl8o6ktxeNDCsyJHM1R9afmkZNwQtdSi4lvT4gqFPElTtkpaSAF7fJnHtLPf1S+bFtRFyh
gs76LU7Wd51tkjtLe7h9aG2585VkF58bcGNGCN3+1Spo8KPcz/O5rvjl80xhf6ppztBYaxHeWrtA
NSjsbqGaMXPFuKcNQdn4/V2qSfDp9oSjEDk1Zc08huRJ96ffltq2o6rqaxavN5gkjSGN9PeBr2OO
4BVQZ5Ha5mR9v2V+Hv8AFU5JrL1vVtJ8vaXMl4umQQxvHJE7wWYkJkdkZCyxkV2VzVoz/rL0d4yJ
dfx9v2MoY+IUK+O337JJrXlzy7qt1o1rFoVvdx25dGkvIrhGiX93Rw8kEhd+I6uwNe++QjmJ/aD+
llLT1e4+Eh+gou4/LLyqkEkh0m0/dqW2A7Cv8oyXFPy+TTwj8FmMahZn/wBVf1thSq4q7FXYq7FX
Yq7FXYq7FXYq7FXYq7FXYq7FUo81LE3l7VhLK8MYtJC0kUsdu4AVjtNL+7T/AFn+Ed9sVeDaRaJc
30knmvWL0yaQsZ/Rkeqadcx+mUAZp/3luCU5AOWBr05Hpil2mweWJHW+j8xeY7SCzC2doslzYxlD
IjQsYvRn4JCixMzutFAU/FVGxVmt95HtfMWgWUdvqVxdT213cpE2oSRXBqWjiaOd7ZzyKiIcWEnL
u1a5Xkiascw5WlzQgSMkeKEufQ+8Mki/K7y2G5yaZAxKIpjCRiMMteTLsX+Kvdj0FO9avGz/AM2P
2OKYxva/mhV8kadaeZrW2sbaCyF1YaiJSidUK20K8gpHLi0hPbr47lnCWXHKM/SZAjbzDLHPgkJD
obYL+bf5OzHysHbUXk0ezLNd21tCIpVD1PrcmkdW4vxBXh9mtN8wdHoToxKUTxSl37O0jm/OZCMp
ETw+k8hY338tu7o8itPNWreWtbXV9G1e91fTtGF06WesXYu4S71tyt5DF6JFN3T4mqEDpy3VbcGe
RoTA4j5GuXTv/Qdj56bUa2WKfBZ51z/F/jk+gfyT/MbU/PmkvqGoWtpbSWWoG1jFlG8SlfqjPUrI
8jD7VO2bOUBE0O5mJmcbPeet9zKPM5UTIJAzRepP8CsAefpxUPEhqgLy37fTl2Hq1zSLzRKp0m5s
tVccLi1uHunm53NvVbZ1d3FmDIm1KHlUCtK5IgcJIYg7h5D5fTyrcX95cXuo6bZKUF3DAkesSQO4
FZPXieUVT0vUHBvtL341zFbk1vNK/LZri1H+IYUnjs2t7GM2mtuxMh4LDG/r1aNWLoEQcqHiQcKs
k8qaT5RF5p+taHNaapfG7Z7XUH03V2Zl4ukgeaW4aNXf4qPJ8Kt+yTuEILLV/NXQ7hiFvrcuimRf
WtpIviBpHQvJTflXxHvmX+VI6NPjDvVpfzG8q3dnFNL5gWwuuBU/V4Xk4l3BDcZIn3pFQ9gG7/C2
Vy0s+QDPHngCCd/JD6b5wtJHSW+82wzWTKqTx/U2hVuZkI+NlHGqxstdu3iK0DS5gdy5+XV6UxIh
Cj38RegxSRyOXjYOjIpVlNQRVtwRi4arirsVdirsVdirsVdirsVdirsVdirsVdiqHvtQsbCH172d
LaGoX1JGCryPQVPyyMpAc2zFhnkNRBJ8kp8z6hbNoF2IJ4fUvrRxZNKolik5IaHgwKOPiGzbHvtk
gbFsZRINHmHjuh+Xb3VJbd7m8stOjt2WS9TUdFsWeeZ3LTSRhWuVX1k4rIQ6mqigApig7J0/lbW5
EjH+JtFgljjijFymj28ktCircEFkCKHpsoWlAvTfFDJtCuprTTbW31PULd7u1Jb1NMjihhceqQtV
dB8fpKhPFVWu3vk40grUvxZXLS2MrSlfrbW7ySW6MpvZxcSqf3UlVaQV27bZMCH4tiTJGS6jFcz2
GpS37W99bevDxhaJz6E6qx9TmixsfUhSlB099wPSCndBeddRvdQ0u5stMvPXS7+GRZnijCICNl4r
yNfHkCPfDHwyPWLHd3oPF0NPn/UvyT8631xIxvLNYZpH9UPeSyloZyxIAKBEaH1ZFTivFg26qdzr
8OHhPLb4fjehzYT0tm+KP28/l1/Q9i/IzyO3kmK+0U6iNUjn1EXlrdcBExiNn6bB41eUJwccftUI
p8hlGRJsuSQBEAfjkmvmXzQLLWdfgkvGtJbZUOnxI86+rI0UbEkKxXuR0Hb3yufFYA7v0uZp8EJY
7PPiPWtq7veko87ytC6XHmK0jnoh9I2uryRsjxqz/vI7lxVWZl407VzO8Edx+YdXxHv+xqPzJZJG
ZJNf09JWdQwjstWbeUHkxpcgkULAn7+uDwfI/MJ4vNQ1fzUEjU/prT78xuwVPqmrHi4DHkK3DfCW
FOS1613wjCD0PzCDI9/2O0jzpcyWswGr2djBbGMLCbfUkLhyTJ6aC7G6/cSeownCB0PzCiR70vl8
33AmV5bnTmn+HcW+pO3FYhJFRxOUqHIShccTWvTefhDz+aOL8Um19q8Vtay3663pU91J6iTRxW+o
GRyoLKKi6JZWdurDpvudsgIXtUvmn5MI/wCVneZ6ADSLYAEMBxvdipqD/f8AUEVy/wDLx7z82rxJ
dz1f8mPNmteYbXVP0nAkH1RoFgCev9lg9R++kl2HHtTMXUYxEim7HIkbvSMx2x2KuxV2KuxV2Kux
V2KuxV2KuxV2KuxVDajpmn6lb/V76BbiAMH9NxUch0P45GUBIUW3DnnjPFA0Xm/5qeV7qS503VLS
e3s9J8v2kj3SStKAIUFRxWOOUsFVPCuWbeHKHenFmMcwyS33s+bD7nznpjarqWrXv6GvOcKRSG9i
1Fo4xDM0TGFjasGrJKFLKxO2HCRGNEnney6qYnIcA2Arf49zHr7W9OlmluYJtDUXBmiZLeHU5Yi8
cfF2hUQNwCiZWBB41AIzJGaH9L7HE4ZeSZPo97DbafqMkWjNbnn9WYR6w3MROK+rGkfxBS1Kyr8Q
7nEZ4EbX9iZ4skTUhR+LcK3ckQMcWkycQgSVbLVCOSemHLD6qVbmItx25NTrjHLCW44inLjyYzUx
wnz2RvqXfpRxW+l6GFgYvLLJaao0iq4NWkaSBRwqDSqmnbucrnnhHnxN2DTZMv08Pz5+Q7yjZLBr
TUWe5sfLqNHF6ElrNJeqFdmL8uPpLQ70FRWnfJeLGucvsaKl3MN1HyhN9fkZvMekWZuHaSG1+s3C
hVYlgqBouRCjLhqYAci1nFMlm/5V+Rtc0fzVYardXsF3Y3ETiBoWnYOJoXeORDLFGrKVQ7qTlWfN
GUaAZY4SB3XfnBe63HrbW9rq2pabas0Exl06GXhDQvG7zTLJEvFy6fD8X2fGgbEbgwy+/wCVlajf
Xd1Y6l5kY85mljjgultkEcRbgjW8uxLx0TjVTyX4j8WBKGs7zzvbXNnINZ83TJMqloJLS5keRlKy
p6StcceEwRwrVrRWqKYq+g/J4g1Dy9bXs9ghnuIjcv6sQSRpJZJGZXBWit471HcDapQrHSoLrVYV
exW3jFsZZo/RBTkzKFVpFHEutGqFbb/KqCJXW1fFju7XNLgsvKmrLAqCQW1zL6nBVOyu6D4eP93W
iHqOu5yMiyAVNR07R9OkuNWmS3Sygtq3cEiII0SJjIZgaHgRHz5bfFRdxTIysC0gjkiLG10i5DKd
OhSWIATfuRwElSGVHdE5cSvWnge+MZWpq9uTvLKBNHsaCg+p223+wySE1xV2KuxV2KuxV2KuxV2K
uxV2KuxV2KuxV2KpL5mjlfS9S9FBLN9Tk9KMtwDNxeg50bjU96HARYZQlwyBq6eBn8w7RJFma3L2
aRxztbHU7RpKpJ6quxJqzglyopU/B/OQtHgn+cXYy7QiR/dwvvrypQtfzCm1GOWdiObTk20D6naI
ZHYiKjRyfZqit8VCBtTlUVfBP84sx2hACvCh8nrX5d6lJr/l22luI5rFWkli9VLxLgzRhBVo50+K
NSD0XiyU2p1yYjVC3EyZuPilQDNb6Y2du00UErKoZ3S1RHc8VqKLQlieNBTJnbo0RHFzPzSXU9Hs
Nchnk1G0vIpbaBgjSP6IkVlPwk2zjmFPZ+ldupyHCJcw5Ecs8IqEgb+z5jb3h47pemXV9odxcXlj
oEt4b+KbUX1CBUvEkfVOLtIRAV4NISjqWNI6bCu+RLivbk4seCtxumtl5feTzFAF0vylK95ZW31e
JrcCGcE3KhyptuSSclo/EL0VfYQ9fez/AHe+yd/k09ydLtYZEVYbe8VLcrXdfqL17AUB6UwDl8/v
Rl+r4D7gk/536Zp1zqJubqGG7ngjpbWkpvWJ5EhmEdord+PxFhuAD1ClJARDHKXIEvNrKa1u7xoU
tNKe/wBQlJD3z6sHq0MhnR5wwLO6yVk/eDdeJDbZHjHe2HT5BzjL5M58saF5x8safePajRbRXdBF
aNqdx6lwIpApVpFuI4gyohBbj3px2or4ke8MhpMsuUJH4F6b5Y82Rpp1tBdRxzaoS63T2s1u0bsJ
GJ9MzXHq8OT7M9evU1qcgYjV/rcSUqNEbhGXPnvRo+DTQsT6hW3bnaOA4TsVnIJ+IjY77r1rj+WJ
7tvf+picgW6nr9lrOjX2nwo8NxdQSRwiVFn+Jhx3jtmmkX7VQSv+UK0wSwlkJhMJrq61T6xZWrRw
kGP1fVSeOVYHY1ISRI6lwrAdq9a4JY416twUHfZM7K1e3WTlJ6jSuZGYg1q3zLbAAD+zbKxEDkmI
pD6FHJFpdlHIpSRLS3V0YEMGCUIIPQjCyTDFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqlPmKye+
0rU7NCQ9xZvEpVUc1dXH2ZAyN8mFMVePaP8Ak3rjW1pcwXFhZzGQyyT31jE9/ETM8pY8ecLyAsE3
qvEbeGR4gy4Snx8ufmFFFBZ/4u0p55axzvLZ2odeLiiRRrGquqRBgVNPtHptQeJHvbBgmRfCa9zI
fLVjqGi6fbQahqOn380Uj3El1EU05WeQEsDFboUcfEDU0r1OHih1KjFk3Aid/emt9da3J6Rlls7O
3V0klZbuSnBJUkrtFEzbLxpzCkMeVQaC3xMYHP7v1tIw5JGgEZf3EMwZ4p43lSCaNIVkY8mdVb7A
ZUJFBTkKiuxAJrAZI8rZHDPnRYJ5j8h+SNY1qTU77RZYpjcEztDPZosz0jLM6mUUNV37mpPUjJiU
B/FH8fBRjyHlGSSn8ntE+vyQxeXpXspJYjFdSXluvGNSS/JVLtRuVDQVoAdzll465j5NZ8S+R+b0
nS9DsNFg0WwskRIrdkhYxoqc2jtJVMjcerN3yi7ZkHqx7z2sWoC9gtdZv9LbS5En1GWwWKpDx1WI
+t1ryB+H8Mpy1dG3O0gyAcUeHexuL5C+4sWsRoFqmlXl55p1WZLb05appk1tbXKlvtcI7cfbfoyt
9++XfkvL7Wsdp5N97vvj+xkl9feQ5Qt1IdYgEcZnWf0dUoIeSnlWWJxwrT23wDR73+n9qD2lkMDH
aj3Rr7ggbbU/JWlyXU15q2skyzmFfWhv4vTaUOqQj9yPiBViv+UtaVUZmVKgAI7e5wCRdknf3r01
b8uNQvZrWO81e5vrlzP6CLqTSqsZaqIqxcvTDctvH5Y/vAOQ+xHp8/tTfTPM3kxJWubZdTvCqFS0
trqVyqolKn44X3XoW606npkJRn5fYyBHn9rS/nb+W6/Z1Cnyt7kdP+eWD8tk7keLFx/PD8u/+rif
+RFz/wBUsfy0+5fGin/lTzp5f80fWpdHuPXFtwSb4JEoW5Ff7xUrWh6ZXPGY82cZA8k/yDJ2KuxV
2KuxV2KuxV2KuxV2KuxV2KuxVgEvnfWh+Zo8uJJZnS+aoV5x/Wd7cSMOPqcq8/8AI6ZlDFHw+Le2
rjPHXRnL/wB5L/xjX9bZiHk3Dmx3WPMNhpSWhmRj9YVJDKzskRVjRgjgOvMEr9sqm45OuTw6cTNf
j8fb3A7teo1nhgE1+Px5DvI2srlWys1lvfMPox2d9Kh02Oa1ea4Q3SSn0ZEiRWV9gCPi6MOXxDjR
+XFyuqHXpXfbnDXy4I8BkCQNvPoPx+0lusXXlB4xFbaXO8UqvHZ3xsnigW5b90gMlw0S/uvT+Pkv
HpvsRlQxiX0R4/dVfO9/g5cNZmhvPJwX33ffyo15Wn1r5ftVsoYdVsY7u7n5rezxI/BjHLxiDNHG
P2TueAG1fh6ZLwBW43ajrsnF6JEAcvwSfvRy+XPLMqrG+nowAJUKkjooB4leXAAEenQr1FMPgR6h
j+fzjcSSaz8vQS6nfmWzglsp2jMEUkbwMqglWJEkcblm5AVLMCelOmV+EO627JrckQAJGwPf9xP4
+aYHXLC1ultn5tEVPorbxSytRTQLRGYnsoIFK5R+bgJcJB+G7WMGSQu4/Gh96po0Gswiyj1eUS3Q
vGKkcahGtJCFbgFXkCT0qPdupzcQNbuNqJQJ9PL8fjp7g8+/Nd207Ub2S2fUy+pgG5js7dbiDjEq
JWQGSDkePROXvlpAO5H3/rRj1E4Conb3Drt1DEYPN2om0tYotU1WbSmBi09W05yI54vit4zJJOVl
ClUX9j7X7I5Ut8Xe6Dj8KVnWNRW3u3trrVp9PhQLpqRxtInoXBMaEB7tGIaFuPwRCjHtShPjnuCO
AK8s8qRpLM+vwv8AHNe3klrM8TIQzOg/0qokpGVq54kiuymoP5g9w+S8AVbG/wDOd1Ol3dXOuwWz
zzNGot7lR8S85KObtYonkV2Vdqcj4VoPGPcPkvAEwi1fzbJFbtpdz5gjIRQ9sbOZUVFUqwVxcRxg
qeANFJq3IcmJVR4vkE8KRR6EHWbUtZ0nW51ublIbQx2MouJi0TySSMHncE8lpxDGm9ScsGqkO5gc
MSoQ+VTdtbQ2thqiyOjGe5fSbmW35hh9n6tczycVVqEhW39jj+bmvgxfQn5deRNP8p2MkdtI8lxe
xQSXjNVVMqqwPpowDotWPwsSR3yrJlM+bKMBHky7K2TsVdirsVdirsVdirsVdirsVdirsVdirEP+
VYaB/jX/ABf9Yuv0n6nq+jzj9Cvp+l9n0+dOP+Vl3jHh4ejDwxxWylv7yX/jGv62yg8mwc2J3N5o
2sWUEd2l1b8VUFTaJLXgSBUSRXMZ8RTsd98GLMIy4qN/H9DbqNCZx4eKJHvj/vl0WseXpJIdPk0m
4azswi2vrQCRY/qwcRyAMzyDkDRGpy61pkZZuImwfVd7c/7W2OhEIipw9NUOL8bj3uku9Egna/WK
QwIrNJaNbSMzBVI4qXKxKKgNUiv+VTbMYabTgH92P9KvhZTMfvAB/W/b+i23802V3btZT6XqMaTM
T6/oRkRln5q+7vuhofsncdDls58QoiTb+RA348Uq6Xz+xMZNe0aNTKLWWWeFfhVbZvUPFQQFLAU6
7VbLPEHcfk440lkbw/0wSqfzZPcX8BsrS4sXkIjke7tPWHCvxNxjuIiACV+Kpp/LvlcspI2BHvH7
W2eirlkxn4/Zy5rr2+dZpL2KVJL5FDIx065k5cQeKovrxqDuftN1PXwxfCnx8RMSf6kv+LbsMI0I
y+n/AIZEfP0n9KL0a/vb6OxuL1GS5N44ctAbYNS2loViMtwQKbf3hqfDpmdjkTzcbWY4QnUDcffx
fbwx+5i35h6Poms6k0F5LaMloJPrvrx3czRxTKnQQSxRg0+P4wfiCHsMlKYBosMemnOPFEbe8e9g
9/5G/LK52i8zaZbQes8qQIlz6fEsWjHAago5J6jiop1Gw35XeDPuLjeIO9vTvLX5f2d2Ct35Zaz9
SGRkmW5nk+GglAdrldiFqFNVNSGBx8GfcviDvZNLf+S2nkuVv/LL3LROUkuLZ5yJ5Y0ikqWuRWNo
04bU2oOmPgz7l4x3obh5fujZJpr+UidKSWeFfq0rCJVkWVeCLMor8A5yHcntuRgOKQ5hMZAmgg9X
0LSbWKznf/DWnXcivLCZbC9s43Vo3i+BhdJyRo2VSpUhuv7IrXj9f07t2bFLH9Xu5hSvl8tahaSx
Xs/lBpprozyTxW8sBYGM/EDDPFIrh2Nf3hqN6g5b4M+5o8Qd6e6Peflh9Umi8wHy9PK7RmM2MQhV
RChSOnqyyspQMQvAimHwZ9y+IO96PoPmXRNda4k0q7julgCLL6bK3EtyIrxJ65CUDHmkEHkm2RS7
FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FVFv72X/jGv62wHkkc3nP5jajr407Tf0a9zY1juEkaGcW7
sqAKW5enOwUBQykL+0DyWm+g7azzxygRLhHvl6j7gYjbbnL+LaJ3rYaHVYcFyyQ4xtvw8YjW+444
c9+pHpNsk8vjU49MjS6UyzrYQLMebrL6Y+scPijEjNJTiGK03qygbLmz7OyTnp4SnzI/sPxG7i6u
cTklKAod338ul8ufvPNSXW7q6067gvZoY5I0nRjFKj+rKsILxqgQ/u1aQlfiWSgTkNzmX4keha44
MwFyjX45+7uZLcTWykNO4iWMqVlf4VDOeAHJhxq3Lj1rvkmIiTySTzqupr5du5LC6e3kjmild0i9
ZxEkiF0RBxBBAq3P4SKhiFNVnjq93F1nF4Z4Tw1X4/t279naRqF4LLT73V+KXf1S5a4RXVyrerEB
GW4QKZBsjDgvxbYCN9m3BxGI4tioQeeI2tY+UIa9KL/o3Ml2kLBQoESSbupqKDY9fhIbKxDLW8XO
OLHxUJbfjz/H2JxesTd6exUoTPUqaVFbabY0JGEc3GLzL8wbi00vWruO51dLBPMbrCsUisQ7xLGl
CyRTmMD4TyNMZRBNn8b25GLUyhGgBzJ+Yph0fnzWY7CWaO4jMUDIjyC1kkggARQ8jSHS2Cs0bRg7
EkHem3K/xR3faXF4fNrzL5ysde0h7A6vaT6arQOyr9YjkRyoVKiKxnY8uLFjVt6eK4wzcJsBEoWK
LFptJ8tWjU1C5ktlCn9uV2aQK3wRqLQcqOoDE04g1/lDXfnD3Nf5cM4/LvyFpF3LqEqalEeNtLbz
/V5jOV9V5Yi4VoLduFIaq3c7U2qYT1JkKplDGImwl58/aCTPd2+rw301rD6FtDLbz8PRYxLVi1oU
ibkKV3PvyamY2IRhyc3UamWWrAHPl5oq0/MHzH5nsPqqXenWkFrNA1zF9dtbaZXR0VDxltowyq7K
pKHiaUqa0NscgBunFMUq1Xyta33DUbnV9HeV2aGR49Zs1ipCkYVlYQLyZufx7Cmx/ay2OrIHJrlh
BL2n8uPIVj5QW+js7x72O+WCX1GCgUXmBxK9Qa5XlzGbKEBFmmUs3Yq7FXYq7FXYq7FXYq7FXYq7
FXYq7FXYqg7u8tbaU+vJw9VAE2Y/ZJr0B/mw8JI2RxUUjs7OwiSP1NRlupowypcSNOrhGIJUem0Y
A+Feg7DJni7goI71ODRwl5Lc/py6lEtaQszhFXlyVQV4yEJUgcmPXffCZHuCBXeVGfyfpEoQw3X1
aZXZ2uIk/eMH5c1JkDgBuW9AD79cqGMA3whypazJKPCZHhRR0GV7A2za3dtNVSt6Wb1VKtyqF/uv
b7H45bxm7oOLQrmW4PL0qD99rN1dOKGJ5WYFGAKl19P0/iZSQa4DM9wSAO8oa48mtdXCy3Gt3c6J
KJYoZOLogBrwUspenTfly265IZSOQCOEd5Vh5PtVla4S8kW8KsEvAXMycgRVWLHx6Up7Y+NKq6J4
QjLHSbm0itkl1CXUHiuDM89yR6nEwvHxHFVGxfK5GzdUvSmM+ePKHm7XZCuka1+i4DJGSvKdGFOQ
aVTCRVxyUpXuv3AhNsdh/JvzYLRoX85zxy/GVlVbqWjMVAZfUn5J8HMEKaHataCgpbR2k+QfzM0+
CKFfOsDx7pMsunRzFl4cFkaRwJZHUkmjtv3O5xpbRbeUvzHDQuvm23llSYSercadA4jRSaJCixpx
5hvjNQTQUphorbIfLlj5ismlOtarb36Fx6EdtaLbBV5MzM1Nyx59P41xpFsM178sVkvy1tNNe2M4
Ikt3u5oBGvE/ujVJw0ZZ2+BFRKBQytTkbsYjW/P8ebCRN7K9l+WWlPJMuoajqaQiRZI6ajcyLIrl
jNGyBEZeo+LmWJA3pVTCcQeTKMu9tPJyW97NcTTXOqRI4Szhu9Xvgqwo9QCogYUZQAyknbqTU5Ph
iQOn497HiP4/selafc2s8jm2NY44406MKEFtviAOUkEMwbRuBLsVdirsVdirsVdirsVdirsVdirs
VdirsVQ93+jqr9b9Gu/D1eNfenLCL6INKS/oT9n6t9Hp4fUjZeP0V29D6OGO6dlw/R/b0v8AhcG6
7Lv9C7en/wALjurf+if8V/hjurf+jf5H4Y7pd/o/+R+GO6t/uP8AJ/DFXfuP8n8MVa/0f/I/DHdX
f6N/kfhjurX+if8AFf4Y7oaP1Lv6f/C47qtP6P7+l/wuO67LT+i+/ofTww7rssb9C/tfVvp9PH1I
2VrT6hRvqnpU25+lx+ivHAb6pFK+BLsVdirsVdir/9k=
uuid:f1c47f55-84a3-4ff2-908b-565e92e4285b
xmp.did:a7ada27d-c7cd-2c4f-87ba-db3f853d3464
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:652cb9ff-0321-47e2-8554-cd47a2d9ac80
xmp.did:1cefdded-dfbb-854a-b4ec-21514423ed5d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:86a88976-03c1-2643-b156-0d20d46945fc
2018-11-30T17:07:51+09:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:a7ada27d-c7cd-2c4f-87ba-db3f853d3464
2020-01-07T16:20:59+09:00
Adobe Illustrator 24.0 (Windows)
/
Print
Adobe Illustrator
True
True
1
420.000000
297.000000
Millimeters
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
Cambria
Cambria
Regular
TrueType
Version 6.99
False
cambria.ttc
Cambria-Bold
Cambria
Bold
Open Type
Version 6.98
False
cambriab.ttf
FuturaPT-Demi
Futura PT
Demi
Open Type
Version 1.009
False
15586
HiraKakuStd-W3
HiraKakuStd W3-90ms-RKSJ-H
W3-90ms-RKSJ-H
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
HiraKakuStd-W5
HiraKakuStd W5-90ms-RKSJ-H
W5-90ms-RKSJ-H
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
FolkPro-Bold
FolkPro Bold-90ms-RKSJ-H
Bold-90ms-RKSJ-H
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
HelveticaNeueLTPro-Md
HelveticaNeueLTPro Md
Md
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
HiraKakuStd-W4
HiraKakuStd W4-90ms-RKSJ-H
W4-90ms-RKSJ-H
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
HiraKakuStd-W6
HiraKakuStd W6-90ms-RKSJ-H
W6-90ms-RKSJ-H
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
HiraKakuStd-W7
HiraKakuStd W7-90ms-RKSJ-H
W7-90ms-RKSJ-H
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
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
R=29 G=28 B=26
PROCESS
100.000000
CMYK
70.839989
65.685493
66.985589
77.282399
R=64 G=128 B=194
PROCESS
100.000000
CMYK
75.860202
43.796396
0.000000
0.000000
R=29 G=28 B=52
PROCESS
100.000000
CMYK
87.533396
83.764392
48.734301
60.402793
R=26 G=19 B=73
PROCESS
100.000000
CMYK
100.000000
100.000000
34.226000
43.417996
R=28 G=24 B=60
PROCESS
100.000000
CMYK
94.018489
92.815989
43.799496
52.873999
R=89 G=172 B=223
PROCESS
100.000000
CMYK
60.683602
18.002595
0.579800
0.000000
R=80 G=110 B=178
PROCESS
100.000000
CMYK
75.118601
57.939994
1.333600
0.000000
R=32 G=30 B=72
PROCESS
100.000000
CMYK
96.261501
94.354200
40.134296
42.218700
R=170 G=206 B=247
PROCESS
100.000000
CMYK
30.420396
10.678300
0.000000
0.000000
R=82 G=159 B=247
PROCESS
100.000000
CMYK
60.524887
30.765200
0.000000
0.000000
R=81 G=227 B=252
PROCESS
100.000000
CMYK
49.903101
0.000000
5.487100
0.000000
R=78 G=176 B=245
PROCESS
100.000000
CMYK
59.325492
17.978197
0.000000
0.000000
R=82 G=4 B=89
PROCESS
100.000000
CMYK
73.223490
100.000000
29.065400
29.394999
R=0 G=107 B=168
PROCESS
100.000000
CMYK
91.125393
56.307298
9.005899
0.439500
R=201 G=201 B=201
PROCESS
100.000000
CMYK
20.755297
16.186799
16.586600
0.000000
R=0 G=235 B=232
PROCESS
100.000000
CMYK
57.531089
0.000000
19.369799
0.000000
R=0 G=155 B=152
PROCESS
100.000000
CMYK
81.084901
18.182695
43.775097
0.830100
R=38 G=176 B=255
PROCESS
100.000000
CMYK
63.619399
18.152100
0.000000
0.000000
R=82 G=63 B=120
PROCESS
100.000000
CMYK
79.916102
86.352301
23.807099
9.402599
R=0 G=171 B=195
PROCESS
100.000000
CMYK
75.768685
10.711800
20.697297
0.000000
R=108 G=83 B=157
PROCESS
100.000000
CMYK
67.830902
78.115487
3.646900
0.112900
New Color Swatch 5
PROCESS
100.000000
CMYK
100.000000
60.000002
0.000000
9.999999
C=100 M=50 Y=0 K=5
PROCESS
100.000000
CMYK
100.000000
50.000000
0.000000
5.000000
R=0 G=0 B=0
PROCESS
100.000000
CMYK
92.941165
87.924010
89.019603
79.998469
R=255 G=166 B=37
PROCESS
100.000000
CMYK
0.000000
45.499349
84.979016
0.000000
R=255 G=208 B=37
PROCESS
100.000000
CMYK
4.190127
23.416491
84.692144
0.000000
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=0 M=100 Y=91 K=0
PROCESS
100.000000
CMYK
0.000000
100.000000
91.000003
0.000000
C=95 M=68 Y=5 K=0
PROCESS
100.000000
CMYK
95.294094
67.843097
5.098040
0.000000
C=63 M=7 Y=99 K=0
PROCESS
100.000000
CMYK
63.057905
7.391470
98.504615
0.000000
C=65 M=43 Y=14 K=0
PROCESS
100.000000
CMYK
65.340656
43.079269
14.248873
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
89.999400
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 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 212 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
25 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 340 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
213 0 obj
<>stream
HW]|ׯ lk'ȇq1|@50|v%O4hf$Jd,vWC
bc^~6lb;jP(q~<}"TjhjHjlH)݇/W?ubS[@x J; əC,#-!Jlrq&+k3t̡f+vhwkqb!Z4]Ꮈm3I!v?_b_J_ᵖ@
q ^-Hs:Tr
$MP $o]-5opB$bR :WSfGKSKB
Y1='Ryw$575hxq))Zi΄Dpx؊%orJb(.$'@~t!ku\|rq
\K`DQ|V|FRK-6)34#'o`wiAs:p:K̂ĵ|ju{HMN1`/}9zJ,:BR
2h
z=AȣaqzI1f&bGL~IM
8hpҥi{SͅCjDYBB~_aKm2؈8M=~L< Xarc 2X!<.#5&w'MP~9M.;VǞPte)9V/a_Ro'RV5`!Q"7%c,|Ocr
SҔtl(Ȃ1/w#~8ix\P(d7&uMc;cD2g˹aDVIz 8x5|Mī6R*::rr1)br54#V7DH5lvnpIO7iL\MT|zF?(