%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
【リモート】2018051920 片山様見学会チラシ
2018-04-15T17:39:06+09:00
2018-04-15T17:39:06+09:00
2018-04-14T12:21:57+10:00
Adobe Illustrator CS6 (Windows)
JPEG
256
182
/9j/7QAMQWRvYmVfQ00AAf/uAA5BZG9iZQBkgAAAAAH/2wCEAAwICAgJCAwJCQwRCwoLERUPDAwP
FRgTExUTExgRDAwMDAwMEQwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwBDQsLDQ4NEA4OEBQO
Dg4UFA4ODg4UEQwMDAwMEREMDAwMDAwRDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDP/AABEI
AQAAtgMBIgACEQEDEQH/3QAEAAz/xAE/AAABBQEBAQEBAQAAAAAAAAADAAECBAUGBwgJCgsBAAEF
AQEBAQEBAAAAAAAAAAEAAgMEBQYHCAkKCxAAAQQBAwIEAgUHBggFAwwzAQACEQMEIRIxBUFRYRMi
cYEyBhSRobFCIyQVUsFiMzRygtFDByWSU/Dh8WNzNRaisoMmRJNUZEXCo3Q2F9JV4mXys4TD03Xj
80YnlKSFtJXE1OT0pbXF1eX1VmZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3EQACAgECBAQDBAUGBwcG
BTUBAAIRAyExEgRBUWFxIhMFMoGRFKGxQiPBUtHwMyRi4XKCkkNTFWNzNPElBhaisoMHJjXC0kST
VKMXZEVVNnRl4vKzhMPTdePzRpSkhbSVxNTk9KW1xdXl9VZmdoaWprbG1ub2JzdHV2d3h5ent8f/
2gAMAwEAAhEDEQA/APVU25u7bI3c7Z1hM9wa0uPDQT9yy/stf7L+2QPtez7T6352+PV+l+5+Zs/c
TZSI2F6X9i+EBLc1qIjzk6jnsbo5wHxMJy5oEkgDxKysjHxczrdAyKWXM+yWODbGhwB9SnX3D+Uq
FraW9O6lRVDsCrLpbUCZY0b8d2RW3d/gmWuekZb6MsOXEuEcRBPDxenT1z9vQ8XzPRiysmA4E+AI
ThwMwQY0MeKoYdHQTeH4LMU3sBINIr3gH2k/o/c36W1Uulv9Hq+X2Zl32sPh6lQZYz/tym23/thL
i28St9kEToyHBHiqceEnv/zHcBDhIMjxCUgkgHUchZ31eAHSKQBA3Wf+fLEKnJxMbrXUDkW10720
bTY4NmGv43Ru2ylxaA91HD68sQSfautPmqccbrAg8GY0MeKZrmunaQY0MGdVi4bwcDL9F2mRnWMa
9h5FljWl7XD+Q76Su2Y9GJkYz8dgqD3Gl4aIDgWuc3d+9texDj8O1/4SpYREkWb1rT9wcTeBBmDM
aFIOaRuBBbzPZZ/SgBf1KBzlmf8AtqhZjWj/AJsYG9pOI11ZzGtBP6EF2/c1vu9Pds9X/gkeLw7/
AIJGCzXF+lCO3+djKf8A3L0THse0PY4OaeHAyPwTerV++37wqeHhYdL7MrBc1uNksb+iq2+kXN3f
p69nt3PZ7H7P3FndGx/q9Z0/DZdXiOynVsDmuFZsL47tPv8AUS4jptr4qGKBEiDIiJiNI+r1CXFx
er9DhegSVTqDyxjHB2oJIqDnNdYeNjHVkO3aoLeobcgOc2x7Mm30qS0fo2tbuYHucYbuusba/wDR
7/0PpImQBWRxSlGx4/g6KSo0dVZbZWPSeyjIcW497o2vLQ530Z3s9RrHup3/AM4rORa+qvdXU655
IAYyAde5c8ta1qVhBxyBESKJ8UqSz/2tLQxuPYcsvdWcaWggsa2x7nWbvS9LY+v3/wDCVq3i5LMq
ht1YLQ6QWuEOa5pLHseP3mPbsSBBVLHOIsiglSSSRWKSSSSU/wD/0PU7G72Ob+8CPvWd6zf2Ht/P
9L0Nvf1I9H04/e3rTQfsmL63r+kz1v34Ez4psok7diPtZITA3vQiQr+r0c7JwsbJ6xRRk1turbiP
Ia8SNwfS3d/0kTrFNNHSDTSxtdTbKAGNADQPWq/NWh6NRuF+weqGlgsj3bSQ5zN37u5qa6inIqNV
7G21ujcxwkGDuGh/lJcOh8V4znixEk8OMgmPjGXFoFq6cat5NTGMedCWgA/gsZrD6GfkNBL8TPdk
NjmGNr9Zo/4zHN1a06OldMx7W3UYtVVrZ2vYxocJG0w4D91HZRTXv2Ma31XF9kD6TiIc5373CRF+
Co5YwJoylfD83p+U6x+aTS+r+39k07TLS6wtPiDZZtUMemm3rPUfVrbZtbRG4AxLX/vLQoopx6m0
0MbVUz6LGiAJ10ATtpqZY+1rA2y2BY8DV236G4/yUq0j4IOUcWWQse5fD4XkjkcbHAZhZTwIZRnv
eQBw1lrd3+axaGU5tmRiVNIJ3m3TX2ta8bv857VYropqD21sa0WOL3gCJc76bnf1lGnFxsck0VNr
LuS0AIcB/K/8FMssZEyo36uH/Djw6tLp1tdWR1QWODDXkeo/cYhhqp22H+R7HIPS8xuF0fpguaQ3
I2179AG7w59bnz+/Gz+2tDJ6b0/Lsbbk49dz2aNc9oJjnbr+ajXU031OpuY2yp4hzHAFpH9Uo0fz
r6qOXGRRBPFw8fh7cPb9H+NxuZjV143WsjHxYbQ+gXX1N+g20uLWuDfo1vur+n+/6e9S6HTi/snC
sdXX6npMO8gbpjncruLhYmJWa8WllLHGXBgAk/yv3kD9h9G/7hUf9tt/uS4SO3VJywkJAmQvg9Ve
qXtxlH1+r+snzDb6BZTPqWEMa4fm7jtNv/Wm/pFW6gxlTcCtg2sZkVtYPABr2hq0EkSLYoT4a02s
/b6XCrYBfj4lOQMnGwXmx2xo/RtYHsrqvvD3Nfa17tjK9tX6P1LLlo5XU8XGxnZBduAd6bBMbnn6
LGufDf8Arn0FbgREaeCUBARq6K+eWMzEyiTXjw8X6Ur4YuJjZGNRk0ZVuTTaLBe3JvY4Gtt1noW1
1759jG00elTv/c/4RWumZFVeO57yWi+226sEGSyyx3pkN+l7muY7+2tEgEQRI8EoEzGqQjXVU80Z
CuE/b24v6v8AXa915a8BtjWgA7gQeT9DsoOuyGnWxkS0ag/Czgf5itwPBKAjSwSA/RXSSSRWP//R
9Cuse0/zjwXAQJPJ+joHfnf+rFXF91VVu59lhDSXe5wIOn0HH2/5qk5jPUdaWe5oIBiTr3/BDPvB
bOx9sBjdDI2uLz+exTUtYYVuQ6rJyL77QS4uDXPdDA0e0Bkt9rvc7/hFWzsu8Z2PRZkW1MuDXWBt
paGlwcW7X1+727Pz/wBB/wBBSeWtJY5z3OdEsLge+1vtn0/pfo/b+YqOTh5Wbl494rsYagyQNoZ7
XdnvLfza273VVf6P00yRjEXIiI8dFw1K46hlU/Wf7OMi5+OQ5mx1r3e4gO3mufTb/mfvrZyrbWW+
y2wzIhpcQCD7t4/kx9JZOdhZDutfacelzGBzXm4Oa6QAN3pUB3qNsd/Nv/c/nVqV7jc6ogMpY1uz
U7nTPqFzvzP6qUJQlfDIS8jxIkDp5M2vy3GTY5rGiTZuMSPdu7oF+TlBzXMtftsJaGhz5EAkO3e9
rf5df6R//CVvSvdbbW9xJZcx7jt1LRHtaNrvpMsY5m1B6qRjU5Dg9xIZuaDwNn8pu36H5v8Awlic
UBgLuovuYKMiy1xg3N3nWs/Rtp92zb+Y/atR77vSa3e8EDUhx3Tz++xZXTqLK8I23kut2uL90naT
ujaz6O33ezb/ADz/AMxWPtdLameudheZFesgt3ewz/hP5P8ApUBsk7r9IyMx9e2+51thDp9zvGI+
lubuY+uzd/g1LOzHUPayvJe71YY0b5dJG6Pb9Fztv/Vqv0w/ZsV2U8bQWt2siAGmP0cV+yr+rWz/
ADFGrEOfm3Y2SwtqZWP0JOhL3b/W0+k6va3Z/ov30ldWbszKp6dkXW22+po1r951GjZqa38+x/8A
rWuZzOr9aa70vtl7WtrFhAsc1wf+bLtzn7Hvcz9Hv/8AA11HV6aB012HZrXdDADyYI22Md7tr2+1
zFx/U+nuxq3OblAuJBbuLWsLh9Fvq0+p6fv/ANPXV70ycgDS+ESRb0f1bzshnR7cvLybrSSX7rLH
vhse1rXPd5f21YxszOtxS977XWNaC4CwtGoaXce9rmbtywsnqhw/qnsa5jbnVhjbeG6D3b4d7tyz
+j/WT0+gluSytjq7AGUWOLXvn3Of7/f6LfoN9n0NlaRyRFX1ChjJvze4PUbvsrLGvcS1uhLidzvo
t91fs+mgsy8qLSy2x+0tGrnEgfnnQuauY6R1fH6nn/oazj5I3PBotD63Hb9KloFVld37/wCi9O7/
AIxWj9bMfItIFrsex0AXtBeBGrY9rmN93+BekMsLokBRxTGoDt5mfZjZNNj8iwVtaT6DXPJscWvb
W3Td+f8AvbPoKs/K6pkZLwy2xjLHN2Mbc4ObIO4N/wCDa4b/AFP3PpsQhkV5bWXbm/aq63vusbDi
HDaPp2H2Ma136Kp7P5tBdcKMM41Npfe5hj3AufJ3vZLh9K6r/Vn6NS6VejF4J8XM6q1pFtz7nu2O
a1mRO0n/AElf09v6P+b9T3vQsvOzBkNYMm4Mtr3WFuU6SWP/AEnpCGNbsa7/AATqvV9P+ctQ6XC5
7bXs9EuBaWODt20w1rHscN/u9X1f+DU3YtL8y5zWj0McMrYQDtMkODOfpO/db/NpJSjOzPtTrBmW
BoYGOrda81GdG5bLfos9vv8ATSUTZWMoH1GOsc8Sz1Pe0gPa0bdnu3fpHM/RfZ9nqJJUp//S9A19
J5YQ7aBJgca7v6vCpvJLg+XbiIDZ9snQbY2v3e76atPf6G55Irrad1lpMD29t39ZypG6nFrqsZU9
xsn02tBBJPuG4H6Ht/kJ+SYhCUt+3miEJTkIx3K1mRhYRjKd6mUyqzIY2JcGMg2iqx+2t1jd3+k3
vUWdRttvfW3GcTtY+qwO31vDv579NS1zWfZrP0f79ii7Ney0ZF+G5hALG29w130q+G7vo/QepZXU
KcXBv6hYS7Hx6jc7byQ0fRbu9rXu/m/d/NrJy5ZSNyFmWg1vXtHhbRwygASND1BEh9sWpn/WD7Hb
ecnDtZTS1hZZrusLnbX+m19bK9lTfVsfut/wf/CrZZbTdubWdzqobYByx0B4b/Waufu+s2RXjZo+
yV/tDpz8hmTijI/QmvGrblXXV5PpbrPUqsrrqpfj+p63876ddVitvx6er4mF1PDNlbS1udRUCG73
vZvr9TY5n6be707f0uz0/Wp/RevZYl64UTEwldcQPULNC6lLWOmmwBz4/RkCTtadu3d/r9Nc83Id
fjdStrAsfW93q0vJmWmd7tm737j6n/FrZ6ddfdX6eT6YzGAtvbWSWAkvrb+k2tb72t/S+n9BUjTR
6uTU0tYbm7HTofTA+l/Y/wAGtHBmOSHq+YHhl/3zEY0T9rKrJc3pjLKrCx5lriDBL2HbY3ZLn+93
0tz/ANGoYjyMmvcBtqDmtaAfpVforufzd253/XP9J6iGa25GPiUm19V3rta7aWy9sN/Sv9uz2Uj6
df8A1xUi2jEyXOwSHGyzKY4y42Gt+N6uNR7N+39b9m9v+ETp5RGrZMeGU7rxdPpgt6i2rNzP0WMS
fs1YM7juAqc7Rv0dm9ntWnU7c/It9w9R0AAgkge3Rv0P3V51j/WHLpNGZe2y2llTcO4vMFlvt9Wm
nHaTV7NzHe9v+jt+nZYvQunXNs6dTY1pa0sa9jLNHN/r7y939VOhKMhYKzLjlA0RvtTT6j6lz7DW
5rGY42uO7btcPpNe4MsZ3/cXmf1j6vUbn1Ut9WxjtbGtIAH50v217v8AtteiDGGVnHNvaGPsIIrA
3OkfRdp7fU/4XZ6v/FLK+u3RepZ+O0Y5ayirljAN5J7ud+dz+aq0yTIk9CzwFRAG5DxX1Sy8u/qF
hOwsrrI9SxhsNZOs0s3N9/8Awir/AFgzcc5T6qa9on3h4DjP7zXLqT0o9F6EbMSki0t/WAz6cR/S
Gt/Pcz85eeZlr7bnPe7eSdH+PmkAJFUrjHXdLj51uJe2+k7LKzuY9mhB/wCipjNecr7Q8Nh53OBE
AfmmP3dyp1ug6iVO9+8t3aBogDmB808xF7LOI1u9T0j6y5uGG2VtbkANAcyXNdAO53+bu/PXV4WX
VlP9QCLfTaWMkCWsO6lrY+kxu/8ARbP+CXmmEG7nPLgAwe4P1BjwaP3l1vSTZZWK8pr37I/OkbDF
m3dY/wBjWuez1G+m+pOxyINHUdFswCL6vWX55+0jIZX61dT/AE8gjQBwaHj03PO61tP0L2s/62qj
snJLYre70bb3G4zrWXB5+j7GbLX+z3f1Eaq7Frw241w2NYNlgcddCeHV+p+k3bf0m/8A7b9VEr65
Q1tvo45thhHpbfb7odt27f0jW/y//RisMKEY1bb3XAO2vaGuImNglk2OjZu3fzf9v+ukpu6tm/aG
hrIbt3Po11bDtns27dn0kkaCrL//0+9IlranEubqNx1MGdrd38n/AF/SIZ/RVF9sMaxpLgJgAe7+
siu9znBxIDQCTwAJlvCjX7i7bq3Se/u/P/6SZzkOLCfAiRVjIEhbm5WfjW1Ooxpsdb7ZdDQJM8v2
oGTZjY+LZ07Mpdk02U2fbAwgBtLm2PuPufXY79Gx/wDNf8F+fZUtPMx6LKHm5oAa0nfABaQPb7v6
yz8drn4HquxRlmuxrSwBvqGtpFkVb/5/7Pb+mZjOf+k/wf6b01myiOD0jaV1/W/e4m8TE4fRcYxl
6hL1cUiP3v8AueF5S3ov1bZ0/L+roxcl9eJf9obkV2izJst3fY3R6WM5jKaqxssZ6L/8H/hf0i6R
vXun4FQw8CgupxqaGYTHO9MOa/8AR1Cz1g+9ldfs9d/pWZLP0/rUV/qv2qGL0SrMy7uqYOZVb61g
e+plRIa5jzk+jb+lddjvsyvR+3NfRXb6fq1enV6qG/6t02B9AymPymUsps9vgx1b/V+zvFtVNznM
fse/1vT9en/D/o1KYPzXprrxb/pMFB2em5uPmY5yaq/Ra6ywPaYJL2PNNj9zfp73M9j1nZLzT9YL
KKWtacisucTI09rt4rb7X+pu/wCgjNoswOmfZ6nuuc0FlNjxLzuP6M3uLn+ta2ffZ7PV/wBHWm6n
W77Th2bhVYat2oc+IaWen7XM9T/wP/z0rXIG4zntEyAj/g/+jrZDUDwLdwsSlrS8btwreAH7ZBPt
Lvb7nex303rGwmYXTMDIzMwB7/Uf+jnloJ2t/trXoyPS6Scx/wCeNAZ+iB7m6+7+c3rzDr3U83Nu
di4DLLQ9+70qgXOif5O7apsp9Y77M2EVCV7Xen5JMzqrspzaKWMrxsfIdkEVgAMdY/1Nf6n0P+DX
f9DuzLOkWMsfvyKqwRZHuezWN39kf22LzPpmSzpOY/8AaGHkU1PHuEB7QSfd67Pzqdfcz/zBdxi/
WnolmVgX9MtAx8l7Krm6t9N8hoqsY79I33e1r/5tSYY0KDFmkZGyPomo6mccHIsDn3PdsqY0SST+
4P3v/Pa6SjEihr7oda4AkchpP7v/AJJcTjZwzOtY3T8b+ddm2Mc7nY0ep9o/9l2WLrc/reJiZVWF
bk41ORf/ADWPZYG2mTtrDW/Q9/8AKVeAoy4uhoMsjYFdWv1XGrfU6R7iIBXlX1h6DXRmPNDjDtdp
8fiF6f17M+y4wttG1xH0fNeedVyrMq9xpbXY4El1YtYbRH0v0DSbEpGpXHddQMak8qWPqeWH6Q+R
1TaukHuDEq71SuBXkNBAIgg9j4OVMEOII4dqPn9IKUGxbARRpLgHbkskBzHkb2ukjmN+0fnNXWVZ
D/QFVQ2MrDnV3CC4mf0jrXuLtlm5v79fqf8Aba5vpNFZuabGOvLdfSGg2j6T7HLparbLKW2tpFYq
O1tAcA3eSNrzPus+m39z/v6V6opudJfQA220uN+73OZo8GN/sZ9Nte36P+C9NbTs2hltlZD6smuH
l9ZOm33MLH2b97Nu72/uLBw7nNyXwQ6txJe5537m7Wsc1we5jLfzbWv/AMF/1xaNV9tlLKd5ixpM
Pd7WN5bXY93vb7NjPd6n/F7FNCbHKLoN6taWOsGOA5oDTaGO3ueTt9Vzf53Y32XfT/8AA0lBmT08
tsiwmhsBz5EAH9G1nLWfaP8AA/2/USUtlZQf/9Tu3Ev3AsDSCRHYj6W73e785qqZOM2x1QrL6n1N
2scwgACf3Ppbv6qtWSwl1mhAM7Z26jb7ne1yhkktDHPdNVrQBJjkbtrdu3bv/wCmpTESFEWCiE5Q
PFE0R+1D+zRcA67KuvqBIDT7dR8S9WmMYysVsaG1t0DQq9Yc51ddYcIGhBmO43Od/Of6/vpPtuYN
zHBzWkNc2C6ez3NfLdjW/m796p5eTkT6JCv3ZdPsZTzE5gCZ27aR/wAWK9+B0++03ZGLTfdx6tlb
XPI/dNrm707WUUVBtLGUs1La2NDWyfpba6wPeo2veK/dZ6bhBNjWgkRqZqd/g3N+jYxC2u+0h/vc
+sckRqCWvbtjc3/X/BqOPIzkfXICP9X1S/71ByDowyH220uDGk7g0lnLtoPvDNv5z2+/+X/Np+m4
OLmMdi2PLqxvfWQdRq07v5W5/v2OU/SraAGtFe2SOI90j3Rtb9L6LP8AB/pFpYMmx79nuDdjXHlw
cZaXQP3dqvRhGEOGIqIFBZZu2j1DppyMCvp251dbv0Ye0jc5oM22+7dt3KlkdIx8DDNPTmjHaNNr
ZE/13fTe7+utt7mMsdaQXkDb6p7z2rH5tTYWf1Gw7SNvucJAKgyAWWziMqH2vnvW7PRyYsYXAjUT
yf6q57qDfsrq8/EHpPDwHFo5j36t/ebs3Ld6+5xzi1/LfvWF1i7ZQKo9rfdPiT7VDGUuMV3Z5xjw
G+zY+onVXVfXTAc8k133vr1/evbZjsP+favW+sdC6X1SsY2ZQ1zH2tvdz7rGg1tsfDm7nNrd6fv9
i8U6VjPxcjD6pS7dkY1leQyrSCa3CwNc727fo7V7ecqvJtxcundbjXN9SksgzuG6vkt/NU5prQB6
vM/4zbP1bDo1Y3edzu/Ht/lLn8n6s9OdiV9Sx668WxlbCH1ufJLWtaPbOzf7ffZ/hfp2Lc+vTMc1
sf8Apa3UO2saA9zSywH1BYPfvs9T+b/0ay8bNbf0LY1mxlLgwcgmZ+kx3ua5QkkGXi2BAVGx9rzP
Uqy/BcwgucSAI5JJXPQ71fTB1Dtszot/rvUH4l1VVEbywudInbu9tZb/ACvasPHZZZYKmCSTrPmp
MYIi18pBlQ6bvTdPw6hUPWe1lrWn03ggb9XaPad25u9vtVoXvdTFXvaxxD2aAkhxNjnCz3761X6V
h5LKhVe7cy2G72yLGteZfsf7d25v+v8AOLTyMWj1XGlrWBwAeGwCXCNjWfm/QZ9N/wBBIISYgZY8
trIaymAWzMEgWTI9zrP9a1frblOrBtdusYSHmIOsv+gPb6uz9Jbt/wCB/nEGjFohlxsIvsklgJAe
WmG2X+0O3bdn0PT3qzhVMJsFn6EN9jLdWh1r9fU/Nfv2Nf6j93pfzf7ilgNGORZ+lfBwRXBEMLdQ
4v3F8TG3dX9P1P8AhUlUjdiya3EM43MO4Au9PbW4t+jvPp+o3/BpKXVY/wD/1e6cGOLmhwda8Fza
j3PE6/mbv5z/AEaAXEWV1vb6jnnV0DY0MH6MfuuRn1vO42M3NrIeywHQwPpNd+amDZa0vdDwSXQZ
JB12t3f9BTLGD3OBdVWTUQ0QWwC4uLjuG3/hPan9IClj3GX+72ghoIO9m4N/NZ9BOHM0baBaxpLW
gCTLpG5n7u7aoGve91bpbGldo11H0/d9FrmuLt1aSVClnpuZMeoAQfBs+0lo/wA/Yk1u0utrc0lw
9h1LQf5H0d/8v/MT+qd4fYd1cAepP5/drv3HbVYxKA+zZshsgk8c+9/5WNSUhrqeKwXk+q4Awwat
Bj2t3/QZ+areE2uqXNDgXAM2GIAHeW+1Uc3qNdWGLYb6txf6dD5HqemXC2h1jf5q9+x/9T6C5rpv
UerO6qcuS3Fgt9GzSa7GyxkM/Ruvosb73qKWXWqu+zYhy5MSbqr3/Sezy6231ureXtDwWu9MlrwO
4bsXH9cz+oWfWTFooqJxsSQxsO2vho3+uPa79HvY9i6WvJdYBsvBcYLrA0DaeNvu3t2u/fesLJxL
sTqlmQ/KAe5gArc6BH0fT26fotn807/Sfzihy3+NsuGqN9BVPLdfttvz3OeKjX/gg2d7f5NkhYHV
sVlha21+xoZLmiN5APu2St7PdRTbZk3mGiSG/nFZ1Fbc17bslja3kjQc+nu9oO4KKESTbJMgClYX
SrquntIEZV7RJP5od9Bv8nYz9JZ/22tj6rddyvq+9nT8x3rYFuR6dFbyfVZY8/8AaVwDt3qOe2y2
h/6P3+r6lX+E08fp9twLw2Q4iPATuW3i4AwclgrAi+tu5+0OdXbDmV3t3fvTserEYknXZryIA8WH
Xr8HMxHGlzS9zNzd2kn/AEf+auCycyrBY8Ab3H8zUViP3naep/YXaVMb0zJw+hdU6gzMzM9lljHG
rYC9r3H0201sdV6b2/zXu9TfXZ/pK0XN+qHSr2uusxabTzO0CfFKWDiNg/aoZ6FEPil1l2TlusuJ
fba6XECST2DW/wDUsXQ43Sep4mIzPyKi0AyzHsEPj6Aucxnu/Q/T9C3+cXe4HSendPvtGNjNZt0f
SGhxbuA9r/ztn7ln/pNW6sXHfRZU7VhbABI9QBv0XM3j+c2+1yJgTox2N3hm2YuO0tqpD9stBe33
B3sjeHe5jvU/wuyvZ/L/AMJoUHcz9bj02jc3Y4tY1x+jx6rnbnb2IfW+mHHv9egetjPEPcSWuD2D
2/aWs93qNr9u+r+c/wDPcOnW47W+vf8ApSGtFjYPuDmw9m7btZkbnfnep63sTdRokurjXV0vpqNH
qNdLG3kuOx3/AAjJa+yt7f8AwVOa7G2NdjuDvUcQ6+zUtZMWbGM2Ve/6Fn/oz2JU1VtY3Fx/Vew7
i8kt3bAHeo1rq/U3/wDqP+2re0BrGvY3c1jtsAOPuG2xw9rW7bPVqv8AZ6n/AFlTR0YyycbmlrYI
xngy4Akl7T/M2c7dlbt9df8A4L/hEk4LBQ4h4FD2t3O3S4gPfDOfa3b+f/Of9dSTkP8A/9burw7b
Y4CSYjw495Mbfo7veoPdueKWNMbQHPIgQdO0fu7VKw+xlof7ACXCZBES3+Tu+govaGNe71AwAavc
QNInVz/bsa3+wp1i4AbaSXBvjJ0MEO927b7tuz6ClvbZSKmmCDq5vtjXd6jZ/encqVPVukWWBn27
HftLiNttbnlz9u3Y1jner7W/4Ninb1DCJbOVSzHB2OsFrWtDjxS952em/dv9n76FjunVt0vgPbWI
cWnaOwg6fRVjp7C2wucNrnNOh0PI3cqgOr9KNYaM/Fdt8L6tP7PqImH1TpdJLndQodVoC82sOyRo
x927a1rt/srscgSKOoVq1+tfVLB6hknNAf6h91uKHRTc8fQttq/PsbHuZ/N5H+GUcfp+Oy0m0SBo
yf8Apbv5S1h1jpLyPSzsd5dO0NtY4mOdrWOc5yC/O6Rfc30MzGdlOO1jPVrcXO4gM3H9L+6mDhHZ
k451RJ0FM24opraKhDS7c6e/xXCfWfombVlus6NkOtxXmXYD3kek4/S+xuu+hTu932f/AAf+C/cX
odFrHgseCLR9Nrlj9Yt6bQ9zLcnHpuiSyy2tjoP0Tssc1yUoiQo6KxzMZW+WWdA+sWXYa68C0udp
JI/8/XPbW1dT076p5teCxvV7a6ssH2txSHw0bYFu8ei57vf6mz1fzPTetCrO6OSXvzsZhaeG3Vz/
ANWrY6v0eIZl40eLsir/AKkWJsMUQN2SeSRPZt9ExK2021safSrtc1s8gAM9n/f/AO2temhm8vDY
J8dT4QuZ6H1MDq/UDlXtpxXPDMGuwemHljWMutq9Tb6+530PS/wa3rOodIfi3UOzKyC1zLnV2e5u
4Q/31z6VjWf2608EAaFildudmYPVTl5jrciq6Xtd0ygVhjqmjW5t18b3V2+z1Pd+k9P/AK0rtNzL
x6j2HHsdptGvGhZYx3tcsvD/AGZ0llHT6c2plGPW5lT8i5gc4F253vf6LHNrfY/9HUzZX+jWi37N
fWLqrWXMdxZW4PaYMHbZWXNTokILDL6dXaxvqM9ZjP5mysltlf8AIrs+ls/4J3sWPkWWYhG+37Rj
mQHwBY3/AI2v6Lv+NrWhZnnFL63Fzq3AtImHAeTx+csnOySxzcija82uDLC72tJP8zc5v0a33t/R
2t/7k+qhIgJiC1cg0ZtFnoD03e7Y384bh9Iu/OXLY11TWViyt2joaGQdjgZ9+4e5jdq6i/Gb6n6O
s42QNXY7jP8A2y//ANFu9/8AXXO9SaKs129xrrtG8OidpMsvH8jfZ/4GoJb6r2/hZDxNLLTS71A6
y4BrnBrdfa97ffsa17PzPZ/IWjjlr6gzGl4rjc6SCXn9HRWHezc52/8AsUrHdbZT6FhraW5TZkjU
NMO2MiG+1u38z+b/AOuq/iXPFzHNs9S5xDaSWfQDh7vb+kdYz2bGP/M3qbGbHksloXVFTPTLtjAO
Z3e4iPoh3pmvftGz+bSQnMyXOa9s/aGe1x3kDf7mt/P3WO3P9X0W+9n80kn0st//1+7s9OBsBa9w
3cGJH7rSdrFndaO76v8AVK7I9T7Lku0g6Co6vb/KWm7cxpNLWuDSTtP/AH0u/P8A66zOt/ZHdMza
TeKazW5uRDgHhjh+l+lud9Bz3fRUx2KwbhL9toNXp24+TYSHCxx6fkODgT/xNW32+3+WjYluFkV3
HHbaz1LbDePSvYRafY8vxnb9r9/v+hV+/X++gZHWukZWbtxeuVl3Jx8a1ryWNb6tuxtTbdz/AGb/
AOp6iPvw6cLqeTjZHpVOLrbskPANTi+5uQ9ptrsbW+hrf5q2pVbMwRQ01ZKrvr3Y5GNQ51b8rHry
aKWWvvssxXO2NBrsq9Ki2u222z2f4Kz/AIT00Dpww8bpT8JpL62X5LwDQYeRdblvpNTQ2l9jPfQ6
r1P8CswderpzK3O6jXlFrLj6FuZQ9u5lmK1l2PbTXiO3Oqff6ddz6vUr9dWfq6xubRfty3jGr6vn
MofU9u0VObfZ+is2+5rbbnPZb70sZANVpVfiu4LFG7+YdtArpHT8bH6/k9Sqc19edjtp9As9IMdj
mt724/0/1V9Zft9/6L0PS/SbEfqFeA2nFNFOPU6zNxCw0tBLyzMx9++3aPob/wDtxi0GfV2qxwuo
6rnaNLNzL2uGpD3fTrsbu3NVbq3RPs1WNkv6hmZBqzcLay57Cw7srGr9wZTW78795P0rZbrepdkW
tfYS2Be2RB7jwWJjdR6Tj9S6s7qF+LiXWZFZFWTZU2za3Gx697m2O3enua70v31p5waw+tW9tdg8
SAChfV/IdkZHVXE+0ZNcN00JxcN9kR+8925HJEEAIj1ZuHS8nIxXCyp1tTnWUNY5nu3Vvqs9jf51
vo2uf7FT6yy09A6sMihlZbhZAa4NaN36Kz3BrX2Ob/VcuiXK9Qrfn5PWaszqWRjYNNn2d9VbqWVN
odiY997rHWY9tzf5+5zrd6iOOuq4btnqxdd1PprcmsVtacgNJcDuaK2PFosj9CrP1ebWxnUWtjYM
ywT4gMpbJP5yzm4z39b6c12fkZbfSyyGWPqjRmPW1jjRRS/a+u/1P+M/6ej0FpI6qx51+33AwRIB
bXs+j/wZYpP4oI/L9rpMtw8sfo313huvtLXxPw3eC57FbjMx8x91raGnPytXEAfzngt7GwaMWx76
pHqABzJ9uk+8MHt3u3e9c86jDFuc+lhePtVsXH3HeRX9orG8N2NZkep9BOj8yujmZ9/T9RS625x/
OI2MH9Wfc5Yedb+kx3Bxa312VuAMNIfuad7fz/fsWrnMYSSQ8nw0H4rG6iCMVzxXue1zPs1YG4m4
va3H2/vO9RNndr4u/Zius6ay+5rrKAIfGtlX/C1fnW4/79D/AOa/wa5brtTnNra4tuc0nbYXDa6t
wHu3H3P+j+j/AMIuu6EMljKftQddc6S28uaWgwG2UelUP0LKv9bFzf1row7NmVhN9Gt12zY7Q1Pe
Heu39Hv/AEF3pbmbU6Y0BWg6kOUx7Mm70bh6xqIssLgRUHRsYxjJ92ytv+DW9i5Iqqnp+1grOyXi
Xu9P23udO91W/wDk/Q/QrDGKzaHCwhxZq06+5o/wjnBvt3DY+vf/AC10GFRjOYN/8/Y2a3M3Fzg3
2/pWV/o93t/d/wDPSWLc6Intu3nYVjamUkODX1ucGbeXDa/6e7813t9X/wBSJKs2x5c+xrn+s149
Rm4budrLxZu9LZ7t/q7/AEvQ/wAytKeix2H/0PR3Y7dzdDIbEgxp+65VWvGPdYw2NrJIAc8wB9Nz
jqW7uforW2hcvk0X5GZ1a37RmN9Gx7azj3urazZRhPqrZR/Ne9+Tdd/6USnPT6qiNW9S26uq63EB
tfkZD7H77mtaZ21uc11TL2ez0ms9FTuNgrymVi2221oNZdvdWS19v6B1lNGQ6hn+k9ln86qA6dj1
NAZlZdAte657mZDw59jhWHOe737/AGsamvp24ltdPU8uouDmiw2hzmue5n0bLq/5H7yZx9FCUb1s
r4eLntzG25jXOorqurYC/Kvf+lsxbm17rMOl3p1MxX/pN77LN6f6v45quy6LGmw2dVyshzgyzb6d
zHXVtsddWzY9vqVVvr/0i2L+kU3lp+05TAJgV5FjRr47X+5S6dRh4pvxce511rXh+R6trrbA57W7
N5tc57W+mxvp/mIiNL+KI2B+1OKWY1BZiVMZGra2ANaSfIbGqlkvyn9NyTk17HtcPTBDTMFjqz7L
Lf8ACf1FfGRQ5/pixpfJG0ETI5ELP65a/wCwjaS0HMw6jBglrsrGrsaf5NjHub/URW6k6sHUWV5j
bC6Wlzxtnvtdql0X/lDrH/hmn/20w1dzGgeke5sP/UWKn0dzBmdXJG0tyay98mCPsuIW+38zYz2/
9NEmyFDY+TZxeptyMqzGdWai0F1Ti5p9RoO11jGMLnMb9D+c/wBIs6zptuYzr1VNrQ7Me9jJnaC7
Dowh6hj821jvo+p7FuB7SAQZB4+awKsb7Zn9VsdkZQa3LrrrZRe6toacXCslrGua36dr3vTZEAaq
DZpw+p3dUxcvKxsbGrxmWgmm51r3OtFTeHYuK3b+h+lv/cVL6yZfW6On9Tdj41P2ZmPdtzhmOZc0
CpznPbRXiex9P5n61/g/U3q9d0wPHuyM0QS4bL3M5H0fYW/upuhVg1Z9Nzn5DK8q2ppyHG13pltT
zS59m79H7/oIRkDoLT49mk93VBeWnAxdw3gM+0WQWiNdv2P3+8M/SfnqHSaLLMPI3tDXHNy9zGPN
rQ71Xbttz2sfZ7v3mM/0a32YnT7BLKqnDxaGnn4Kr0erHAzG4w24zcq7ayI95IOVz/3b9fajAGJu
7tB1DiZPTKbXMmyPUsNLNNC9stf/AGGvb6e//S/9bVenp3Tca8XZt5fkFjrMdmx3p1MaG73xt/pX
6Xa+2xv6P+Z/RrpDiZH2k2WWCyoWGwVGhv0pY2l4t+lvqr/R+p/6TQ68W31PVucLgHFrWHGaCC+w
udYHfS2O/P8A+3U7iN3oyAQ6iX0P9jh1YgvxXOxrSdziab2AgF1bizfr/hWe6vd/hafZYsrqvRMn
IeGgbG2PFmRtA5Hu21NP0ff+mcuwbjZQANd5rpLgW1fZmAgbfe3T86y39LuSumna812WSCXtZSC5
0MZ/Kbs9+9/s/wCLSsndbIUTQoX1eJq+ruRbeJaa62uBjTkdmj6O3+t/pLVer+r+Ztc1rg1jwQWm
XAbm7HRY5u/839//AMz62vFsueyxlhqqLHbq3VNDtxc11bt7pc11Ne+rb/hP5xXPs1cCQJHl4oxN
LDq84/p1ZZWyP0YrLC0RAZt9P0XfmfRSXR/ZmTPdJO40U//R9VXKZHTq8vK6wXHJ917w9tOTdS3a
3Fw2j9DTbXVv32N/wf0F1a5XrWFhs6s99jcs4mdUXZIx35prdYNmO93p9M9RnrehXUz0v0frJshY
TFtZL8khj8cNN7muLQY267C78+v/AM+IOda9nSMi25u5zG77K9I3B7C8D6bfpJHqeHYX2l5a2oua
8Oruqsa6GOcLKba6bGe1276P82qnWsuh+Bk4lIsvvuqJrqx6si9xIe3e5/2eu5lbP+NUdFjETY0O
719hsFbjU0OsA9rXHaCfNwa/b/mLHyL76splrvSqva07B6ji+yYLsV2OKfUdU7/B3M99Fn6T0v56
my2zrPS8ip36bYCSxzLGvpsB/lVXNqvr9rtzPb/wihh5fQsasV4ttFTR7CNwDiWH0/0jne97vb9O
xSEXWq8gtbpTMx+RZkPBFF2U+2ncdrmVmv03411P5tjcpr7FP6wNb6DHQJGV06D3/ptCo9M6wyu1
/qOyPszsq99U42Q8enY+zZb9pFFlP2Z+/wBaiz1/Srxf+D/R1k6p1TGzRXj4jMi178vBLSMXI9Mt
qy6rrrftDqPs/otpY6z1vV9L00ui6jbs5vFX9c/9RYsh+BhZF111b8um7Ig2eldk0NLmtFDHurrd
XW12yutm/wDkJvrxnZOH0F2ThXGm9l1O2xsEgPeK3fSDm+9jnLgP+df1l/8ALG37mf8ApNCcxE0Q
uhjlIWCB0fSq6MhrawczILq2BriTWdxhoLn/AKH6XsVXojHY93V22Wvtd+0SRZZ73H1MfDfXOxrW
7Wb2saxrPTrYvP8A/nV9ZP8Aywt+6v8A9JqrZ1jrD7bbv2hlV2XkOtNVz6g5wY2kPLKDXXv9Kqtn
0PzFHLJEitV4wy7h9SwsAYdtlpvdY1zA0scbSAR+ez1rr9vtb9BrVLorQ/8AajZIDs2zUaHVlK85
H1w+s3t/Xne0R9Fpn+tuDv3UKn6z/WCgX+lmvH2mx11pIaTveGscWafom7WN2MZ7GIQmAbR7Mu4f
V8Pp1GG97qJa2wAGsBrWgifeBWxnudu9yq9A/mczyzsqf+3XrzDL+s31izNnrdRvb6cwKXeh9KJ3
/ZvS9T6Ps3/QXWf4snPfX1W2xzrLbL63PseS57j6f0nvfLnKSOQSkAAiWIxiSSHfrs6qHbrMqoVt
yDuPsgVS1voug/zrHfon/wDC2V++xNfZ1v12NpyMf6D2vY6AfUnbS/b7nta7a6z6Xs/m/wBKre2H
kDMbudYWtaWs0cT6npe3a7ftqd/LQLMe5jWF/U2tDiXy+umHsb6lmxujfbU17X7/APgU/hPixad2
x0++9uK0dRtqOSS4ksI27S5zqtv0f8ErXrU6+9vt5144/wDJKphPq21125dWXY5oDCAxpcQHb3tY
w/ne76P5lauenX+6PuCNEJ9PiitzcOkxbfWw6GHOAMOPpt/zn+xFY9ljdzHBzdRIMjTRRfj0PMvr
Y4+Lmg957qYa1ohoAA4ASQukkkkp/9L1NzGvEOEiQfmDuaqbHdK6S30WluO220nb7iDZZL++7bv2
K8oPqrsEWMa8cw4A8fFJTUxuq9Lu9X0MhrtjRdZJIhrx7X+/+qiDNwHltwtbAa/3yQ0NB/SFzvoN
2up/ORmVUV+1jGMkRAAGg7JxVUCSGNBIgkAagdklIHdSwWgF1zQC0PBM/RI3bvxUq8/DssdVXYHP
YGuc0A6B7Tazt+exrnIvo0h24MbuMSYE6aBOa6yNpaCIiCBERt/6kpKaj+s9LY91b8hrXs0cCDp7
fW8P9H7kRnUcGyum1tzTXkBppdMbtxa1nP5z3Pb7UU4+OXB5qYXjhxaJ0804qrDQ0MbtAgNgQB4J
K0cDrHSOi9WxH41WSMe7ILGutZ73luO4ZGxzLD+Z+e/6a58/ULpGn+WnGWucAK2E7a/5x0fydq7/
AGUtAZtaBENbA4+jtCRZU33kNES4ugCNNXf5qaYROpC+M5DQF4D/AJhdK2V2fth+2/8Amiam+6Wi
3/z27eht+pfQ3Ora3rbibXNbXFTfcbAH1x/WY5d852A+N5qdBkTtMGNs/wCamB6eHbh6IcSDPtmR
9E/2U3gh4fau48nj9jxLv8XnTmEh3VnyJn9E2NG+qdR/wfuTH/F90wEg9YfLW+oR6bJDZ27y381d
y6zCcdznVFx0JJaSnNuG7Rz6z8S3tqlwQ8PtVx5PH7Hg7fqF0qljn29YsY1jQ9xNLdGkhjXf5zl0
31W+rdXQasltWS7KGS9riXNDNpYPS2+1awtwwSQ+sE6Ey1OMjGGgsYO+jh31REYA2KQZZCKN/Y5V
19dNpFrcdmM2xxNj7yHh+4e4O923n3+9FFdXpPqrZUWuaWMqFz9pL2vDq9v0WVvc1mz/AK5Yrxfg
kEF1RDtSCW667v8Aqk/rYn79f3tT+M/vfitEO8T9jn42Dj02i0Y9bLqNMdwucZZtLTu3f1n/AEvz
FbtzS0PDDUX7f0TS+JdBcA72+1G9fFmfUrnx3BN6uHM7658ZakZE7yvzUIgfon6IXZVzX6mk1ktE
l8H3HYz976b/AObUcXqByX7GOpc5m31WMfucAQ7+r9JzVYNuGTJfWTxMt4Ua3YNbi6s1Mc+A4t2g
mPozH9ZCx3VwnsWwkkkitf/T9Uc0OaWmQCIMEg/JzUGp1ldposdvG3fXYeSAYe18fubm+9HQLdMq
g+Ie379r/wD0WiOyD3anUMrKqYcjHqN4raXem0w50fRbXpu938lHxsx1rNzq3sjR7XtLXNPnoGv/
AKzPYmt6h05hNdlrWlrtkQdHD83hQb1PGByWMua/7IN15IP6MbfV9+nu/R+5NrXdLLqHU68Klt2x
125wG1kAwSA53v2t9s7tn56Jh5teXV6rWljS4hgfoSIB3bfpN+kqP20uznUPFTsZ0Gq6dxseQyGe
kJ/Oc73LRY0W7nvEg6AeAHwS1sqTKFlm32tEvPAVPOs6hRVHTmNyL5H6O120Bv5zt2iNR64ra+yo
C5zQbBuBhxHuaHfyUVJWVwdzjueeT/coZhBxMgcxW+R/ZKr5mV1Oq6kY+Ky2l389Y60NLdfzWbff
7PerTK5Y9to3B8yD3BHdqBFghMTRB7F43Lf1RuQBiVVux/ScdzmyfWh7mN/nKv0ftrQHW/WENcG4
tDrBS1zTw02yDZXrb+ax2z/ra6zMxHsD/smHj2QwFheAJdu97Nvt9vpfy/poL8bOaHbMDFef0mw6
Ae2Ps/qc/wA77vo/9BQeyfBufeo/1nDa/OGNS9+O115DPWra4Agkfpfp7WV7X/8ACXf9dSc7qLXS
Kq7GGwAN0Y5tYO1z3WOe5rt+7dX+j/ma9/p+tZ9nW6zHy4Zv6fjyRLtsQDtdpqf9JsRDjWgs/UKD
uLNxG32gket9Lb9BqXsHwV97j2l+DzrD1IubvrpDTc5pgEn0fzLP5z2WfT/0nqfof0VPqXeiGy/r
TMijZhssxnMd64BaLGv/AMF/htrd2331t9ZjN+z7RYus+x+yPstHqeO0bfpR/W+h7v8A0qkMMb4O
JRs9+pAH7vpcB/0vfvS9k+CfvMfH7YvM+pnnHLvs4ZdtENIa6XbnNfO2za1vptZZ9P8Awiq2XfWL
1bxVi1GttjBjucAC6qHeq536f+c37F17sUSdmFTAJ5DdR+bthQdi3Cqotwcc2lzRc3SA0j3ur/1/
7cS9k+CfvETW/wDjReWpyOtb7W34LSBc4UvYWgGn/Bb5ud+k/wBJt/7bUHW/WIbQ3HocZfuIGhE7
adrnXezb9Kzd/OM/cXV14t7gPUwcdh2jdADvduh20Szcz0/5X/pNANHU/TsI6di+oHPFbdILd36B
/wD2239L/XS9k+C08zEaerTxi4bX9VFVRfTW6w7vXDQGgQ6sN9Pdb+fX63/gdv8AwSPiHIewHKrb
XaHgQ0aEe33fSs/O/lrdONaTUG4NIku9YkNgDYXV+nB/022t6Pj4VJpYcjGqZdDd4a0bd0BzvT+l
7Wv9qXsHuFfe49pNxJJJWGk//9T1Vc1mdY6gzIcypnqurc41H2tYDudTssfDnN21u3/zb10jp2nb
oeyqONORU9jSwWAkB4ggWMM++P3bB72Jsok1UuFkxzjG+KAn2v8AtcF31h6xrsxnGA4guNbZLXNY
wD6X89W51rP+L/S/6RDu+snVq8gMGHbazYXNurDCNwd6fpln027q/wBNW566B+SG0vuGM3bTW91w
cQC17A1wpja76bfd6v8A6UQW32X4b8l2MypmwvpMh4exzSWve3azZ7dvsTDjmLuZ08/++ZRmxyoD
GNSP3f8AvUuDm2Pxt9oda4E6sbpElu3T85VLetkZZxsDGsybNDe0EM9MHbFgLw5ln0lb6VlWX12e
oGtFZAaGjaIj4lWC6iHQ2A6A54A7fRn+qnwNxHViyiskhVa7Bn+jorc9x0aC57uTA1KG3PxHbNr5
9Q7Ww1x1J2/u+1SaGvY7HtAcCC0g6hzToofZ8eqKqK21lwj2e0hp51ZG1OY0g/S2bvzGceZRCARB
4KBhU5NNJZk3eu/c4h4aGe0n2N2t/komSXDHtLTtdsdtcOxjlJRNC3Pozb3nJ9fp1uOzGvFLHE+p
6rSR+s0so9R3o7Hsd/n12en6ViJ9psFgD8N/pueWNcwucYHt3WM2t9P9JtZ9P0/5231PR/nWobku
ZPrF58NwBU2euJDrXF3Zp5RMf6yI5RWuM/aiZmXkMLsIsDvUklzjArLtr9rK3Ocy3b7f8L+kr9Kq
73+mN3U7G5dmO/p9zWCttlVsPcHOdG6pwrY9rXM3e7033KyXXkaOM/FYX7Q+srOq3ttZc7Ary3Co
V0kusobjW2sa20V2e23MrZXv/Rv/AO7H6aipDhPdeMsLP6rp+8XSyOq21sc+np11xG2Gw5k7jb7i
57Nm1raq3v8Ad/h1KrqVjrLW24L6mMs9Ot53u3j9L+khtXtb+iZ/wf6X+c/fpdLz+uZGDe3PFuPm
sxKnsPpQPXNThkbHQ7Hvd9sZ/M/uf8GsrL6v9d66rRhUvybmOxA0Po2y1+O+3Psafa2z08ple/b/
ADFtv2dNEomqmDa7jhRHtfXik79HU8y0S7pdjDvLCN54DS/f766/D/Wz9ErjcqousY7HtaaztktO
15ABPpOn3tVPot/W7ndRb1RhrGPl2V4bw3YLMca03fynOnY/+otAm6IDnfISnAeKyeSJOkOHyJP/
AEmH2moiW49zvcWRtg6ObXu97m+z3/8AQekMmsuc37NdLQ0iQADuNjIa8v2e30v/AASr99O++upo
9fJbVJDZe9rfceG/1vcsz6yW9UZ0htnSrXPuNsh9erS3ZZs9Rw9/2f1/S9f0P0vp/QRrxWg+Dfpz
a7aa7fsl7BYGkNe2HCQ8ua9m/wCnV6X6Rv8AxaduRcepjEGE8Yxp9b7aXAM3btn2fZ/Oet/hP3PS
/wAxcgOpde+0Y1beovwy6ssdZktrsrfZa66zpv7tez7PS7fczJZ+nr+yXfaMm301F3W+t5uTj24m
Vsr3iu2kZFD/AHC+6hjcWTjvyP8AtOy/1se71qP6J6tnpW3BL6Akkkkp/9X1VZON06npuQ9xyGMq
y7bHuqc0N3Pdvta1ljn+30q9/wBBadtVd1bqrWh9bwWuY4SCD2IWZkdOJ9lNrcmqk7ji5NjvYSPz
Mtm++v2P3/rLcr/g/RSU2NtOTU+3FvDm7HVl7HeLZa1zq/d7N++v/CV/mLJx+gP9NjupWPttHsqN
FtpIY4bZd63v9u5zvYsHA+vGA/MbmX4d9XTHvux8PJxnm9prY5jXPz8Gsvtrf+fTYz1v+K/Q+ou0
6fl4XVMUZuFkMyabPoWVO3NEfm6fRe385jvfX/XRs7Wqg0Hsy8LDpxMAvdkXu2uyMip7mwA4/rLq
/bV7f0e9zUajpYZmnNNgqyshlYySxg2WbQ0Ojd+9CJZ05rsim19twdjS5jPVeWvMbf0jd21/+al1
fOycKig04Ts0WHa8NcGlhAlp1/eQ/lokknc35tkFpJr5sq0OwgkA/Q3Nn2oWU7qFbGuxWVuue9ge
biQ0Vz+m2+n/AITb/NrLyOm09QsGdgv+z51TwbJMjeW7P02zf7tjvzPZYtDp+VVYbyKr2em41ua+
ohrto+nT7d2xzW/QSQ28azKc+wXtaGgn0iydWydpLifpJuo2WVdPyragDZXTY5gMEFwa5zZ3Fv5y
m0EDfTMHljgR/wBUo5Jruw722PFLDW9tj3aBgLfc927b7Wt9ySnicb62dRHVQ644luDtDbMWpzBa
2QHC9nqP32Pc73bfU2eh/g/8It9vVem5xZc034kFwa5zAWu/N/SN/Suq2/Sb/M/vrMH1Oxs3Ppza
eq121tFVjamVMe01tJa17Heq723bPT9b/gP0f82tH/mhS/KZl3X7r6xtZY1m0gAODf8ACPbubv8A
3EPUN9PBPprZ3KQ0Vj3B/wDKBkfIkv8A+qQrsm2t+2uh1w77YEf9uFqfDxPsuOzHFpsFYAa4hoMD
yqaxqlkY3r17N5YQdzXgNJB4lvqtsZ+d+6hcuyEIyL3ENdivaDtLi4tMSNzgfc53sePS9v8A57Uv
tN8bvszt0D26TqJc2Z2+1QZ0trdv6Uu9MlzCa6gWuI9PezbU33en7FNmAxpbL9waW6FrAIZ/NN9r
W/zb/wBIxCv6qU1NhsrDnN2Hu08jT6P/AJyqOdk4n26vGvDxFZuNgE1taDt2W7g5v6b6LP8ACf6N
aO0+Kxc/oHUsy57/ANqvqrh3pBlQD2Emf5xr2straz9HstpTgTeoQfBthnSjYbfXY46DSxrQDDWt
/mtnu9tf/QVLrtmPl9JyPQzG4pZb6bL67GNc5+3Y6nHtfdjUV5FrLH0s9Wz2f6NAp+qWW2prb+pe
vbEWWupEuj42vcz2/wApWM36t25vTTg3ZmpuNosbXsAa5jqH0tZVZW9vttsd6rLfpoak9RR8PUn8
XjM7JqNYwMtrsTpjQw130ZPrN+z0utvrvouc71q3/wBNZlZLsW/IyaWfYvsnq/rFculy7NwcGu7K
rfe9+OyqoEMYzEsi7blW4bbLXvoZh/bH/wCTPS/Ven/zfqU4nSP+oOFklrs7Ide5rSxpYwVkCxz3
ZX6w0uznMyKLrsb0LMt+N+lsttpuv/SqQ+otH2z7UM2yjdc6+5mO1rN5Jqc1jr7vtOVse7Gquy2+
v+t5X6z/ADn825D1CSSSSn//1vVVldP6xhZfVc/DqsY6yg1D2lskOZ6nu2+/97Zv/M/m1qqhidE6
bh5t2bj0MZfkbd7g0A+0bBq0bvo/vfQ/waSnN6v9SekdQudm4m/pfUzJGbhn03Fx3a5FQ/Q5Puf+
k3s9b/hkfpPRMnoXTcbB6dc2+vHYBZVeNofYTvvvZez1LaX33Psue237X/o6/SW0kkpzMi/Gz6XY
GV6uFfZ9Gsn03kt9/wCr3M303/y/RfZ/wqB0/IdXc7AdXbXRita1t+RYfUfJu9zd7dllf6Jux29a
uTj1ZND6LmNtreILHgOafi1yrV4WVjFoxb99AgOx7yXgD/gcg7r2f9e+0/8AWklJBbiuqNr7NlUh
m57gBLtrWt+l+e5/prMwaMXp9uSxl1VVTrAKw682vdp+7Y5vpP37/Z71sZONTk49mPaJruaWvA8C
IVbD6Pg4dRqpaQ0v9SSdd0BnLdv7qSmeMMtrw1722MJlzg3YQYPt2b3+DUTObW7CyG2lza3VPDzW
Nzw0tO702bX73/uN2PU3Ve7ew7Xd/AqGbRdk4N+PXb6F11T62XN3SxzmljbW+m+qz9G47vZbW/8A
4RJWnXZ49+JgVY/oX49hN9OLeXusre9npP8ASxchrX4pb67aH+/Goqtr+1foMPF9fItybTjE6d9n
G7Gtqpqe3p9eI4sLAxjPsjLmn7PY7ql2Mxj6/s+VZnVV/rP85T+kW9X0zMbs9TMc7Y0NMeoJI/O9
2Q/6SnbgZbw5jMosrkuZ9MvBM/Ttbcxz6/d7K/YgeImyb+jKJ4QABiqu0pPO9Px8E1U5za7aXYFB
yqdWEepcepNyfUtowzY1n9J2el+pfp6vseLV+i3kwcOvArdVRjW07rnN215LmAX+hb1C17/s1NVd
v6X9Wt3+vR/I/nKl0NeDcxxJyHukGQS/6RLXAtmw7Wt27dim3FtFZYbi7QtBl0hv5nu9Tdvb+fZ/
hEqPdRyY7NY9DsOKXpcCro+JXh4W5/UbWV1MfRtLXekHVV0tob6VVTW7GYv+j/nrfU/wqs9LwMTp
uTUKG5lnps+zs9QNc0NeWW7n7Wts9jv/AEZ/wq1H4uS5xIyCASTEO/sDSxv8v+v/ANbTDAfO52Rb
u0+i5wbp/Ic96LGTq1a/s17LHMxshhc50gy2XWFu9zXbj/pfYp42PjjIdcK72WwbSLHEtBPbkt93
/q1Wm4ljWwLnl0lwLi46nj87+b2/4NVx03Lgzmv3Hw3gCSd0N9Z373s/cSQ1mdMwaz9DIdsAqANh
cCA5t3qN93+k/t/8Gpfs/p7q3AsvbveQS5zy6Xne7bJsd6e539SvYrX2DK2EHKcS4EF3uEEHdU5s
We3b/hf9OpMwbWmXZFji4Q/VwBOmrBvd6fCSWP2PHbb6wJna5m1r4EPd6jjsa36Sr1ZePRe2armB
u+gWPgs9pr2v3S5227/Av/4OxWjgP3Fzci0GNoBe4iP6u73O/lorKLBW2pzxYxsD3gucQP33uc7f
Z/wiSE6SSSSn/9k=
uuid:87e6de1f-52ba-40cd-be5d-787dea7136de
xmp.did:1B6C5BF4923FE81189ECE684E2DD47F5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:d18f8213-f110-41b9-b8d4-037ccc6fe720
xmp.did:1B6C5BF4923FE81189ECE684E2DD47F5
uuid:5D20892493BFDB11914A8590D31508C8
1
proof:pdf
saved
xmp.iid:7E6040B59350E5118A86F5A9633CB001
2015-09-01T20:05:03+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:1B6C5BF4923FE81189ECE684E2DD47F5
2018-04-14T12:21:43+09:00
Adobe Illustrator CS6 (Windows)
/
converted
from application/pdf to application/vnd.adobe.photoshop
derived
converted from application/vnd.adobe.photoshop to application/pdf
saved
xmp.iid:169D2D718840E811A02FD518C04B9920
2018-04-15T17:38:59+09:00
Adobe Photoshop CS6 (Windows)
/
EmbedByReference
\\SSERVER-KOHO\koho\22辻田佳奈\フリーペーパー\鈴鹿担当\2018 4月号 第3回 鈴鹿店マルシェイベント\使用素材\未使用素材\水彩 吹き出し 素材1.png
EmbedByReference
\\SSERVER-KOHO\koho\22辻田佳奈\見学会 チラシ\鈴鹿担当\中村圭介様邸\使用素材\レアルタウン亀山分譲地 QPコード.jpg
EmbedByReference
\\SSERVER-KOHO\koho\22辻田佳奈\フリーペーパー\鈴鹿担当\片山英一様邸\原本 平面図.png
EmbedByReference
\\SSERVER-KOHO\koho\22辻田佳奈\フリーペーパー\鈴鹿担当\片山英一様邸\原本 平面図.png
EmbedByReference
\\SSERVER-KOHO\koho\22辻田佳奈\フリーペーパー\鈴鹿担当\片山英一様邸\使用素材\baby-boys-brothers-50692++.jpg
EmbedByReference
\\SSERVER-KOHO\koho\22辻田佳奈\見学会 チラシ\鈴鹿担当\中村圭介様邸\HP用\2018042122 中村様邸 見学会チラシ.pdf
Print
False
True
1
296.999959
419.999514
Millimeters
07YsashisaGothicTegaki
07やさしさゴシック手書き
Regular
Open Type
Version 1.00
False
やさしさゴシック手書き_0.otf
OratorStd
Orator Std
Medium
Open Type
Version 2.051;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
OratorStd.otf
MS-PGothic
MS Pゴシック
標準
TrueType
Version 2.50 - JIS90
False
msgoth90.ttc
KozGoPr6N-ExtraLight
小塚ゴシック Pr6N
EL
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-ExtraLight.otf
KozGoPr6N-Light
小塚ゴシック Pr6N
L
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Light.otf
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.otf
KozGoPr6N-Medium
小塚ゴシック Pr6N
M
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Medium.otf
KozGoPr6N-Bold
小塚ゴシック Pr6N
B
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Bold.otf
KozGoPr6N-Heavy
小塚ゴシック Pr6N
H
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Heavy.otf
KozGoPro-Regular
小塚ゴシック Pro
R
Open Type
Version 4.013;PS 4.003;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPro-Regular.otf
KozGoPro-Medium
小塚ゴシック Pro
M
Open Type
Version 4.013;PS 4.003;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPro-Medium.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
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
PANTONE 289 C
SPOT
100.000000
LAB
12.941199
0
-22
新規カラースウォッチ 3
PROCESS
100.000000
CMYK
0.000000
0.000000
60.000004
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
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=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe Photoshop for Windows -- Image Conversion Plug-in
False
PDF/X-4
PDF/X-4
3
sRGB IEC61966-2.1
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/Type/Page>>
endobj
6 0 obj
<>stream
q
595.2000122 0 0 838.5599976 0 0 cm
/Im0 Do
Q
endstream
endobj
8 0 obj
<>/Filter/DCTDecode/Height 3494/ImageName/psAA8A.jpg/Intent/Perceptual/Length 6398342/Name/psAA8A.jpg/SMask 9 0 R/Subtype/Image/Type/XObject/Width 2480>>stream
Adobe d 6
a ! "1#A2Q
$aq389BVWXwx%57RYv46Ubs&CSTrtuy(:Hci'*Dh)EFGZfIJdegjz a !1A"Qaq2#BR35br$47STUtu6CVsvc %e&8DEWwdf
9X'()*:FGHIJYZghijxyz ? pQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQ@пpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQ@ѿpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQ@ҿpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQ@ӿpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQ@ԿpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQ@տpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQ@ֿpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQ@pQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQ@пpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQ@ѿpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQ@ҿpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQGpQ@ӿpQGpQGpQGpQGpQGpQGpQGpQGpQXфkڿtNX~ih pnJo=Czޏ$? W|Ba7 aMZY/x֛syLb"}~^('t?Q6!-t-
Z||*wB|b~
>
8x#Чdu