%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
kodomonohi-hard
2020-04-27T18:23:43+09:00
2020-04-27T18:23:43+09:00
2020-04-27T18:23:43+09:00
Adobe Illustrator 24.1 (Windows)
176
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAACwAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9C+aPPWl6C/1cj6zf8Q7
QBhGkaMdnmlb4Yl9z3p4jFNMQH5valEfXntbdoOKMbYpcwMnqheHO6mUW3EnnRq0agp1NBa0zny3
5s0rX4JGtWMdxBT6xayCkiA7q3HqVcbqe48MKFD/AB75d/5fv+4bqH/VDFad/j7y5/y/f9w3UP8A
qhitO/x95c/5fv8AuG6h/wBUMVp3+PvLn/L9/wBw3UP+qGK07/H3lz/l+/7huof9UMVp3+PvLn/L
9/3DdQ/6oYrTv8feXP8Al+/7huof9UMVp3+PvLn/AC/f9w3UP+qGK07/AB95c/5fv+4bqH/VDFad
/j7y5/y/f9w3UP8AqhitO/x95c/5fv8AuG6h/wBUMVp3+PvLn/L9/wBw3UP+qGK0ibXzfoNy8SLN
LC07GOH61b3FqGcFRxBnjjHI8xxHft0OK0nGKuxV2KuxV2KuxV4V5cSXzL+YNml+Gmg9OTWL23Jj
ZZJkkaGNSHC8o0AHEULLWlab4GT1j6rb3N9eWU1sklq1rbxtbuqyRgh5mH7s9F/lBpTbbCxeP+SJ
7jQPPEmlJLI0WnakunWySujM1vdsw4yMhp8HAPxWgLdfsqAGRepfmh55fyR5QuNfS0W9eGWGJYHk
9Ff30gTkzhXoFrXphQA8o0X/AJyou9S1jSdPby7DCuoXEFs8n10k/v7lrf1IV9Ec1XjXqMFp4Ud5
x/5yT1Xy1eW9nN5UDzM0xm/03khjhleMNE0UMlVcBW5GnWnHviSoFs78jfmrp/mq40qzGn3Fjf6n
pDa16clGjSJbhbbiH+EvV2qp4Cq+HTCghS80/m9pej6D5mvrWxurq/8ALM4tLqxMZB5unqRSsyep
xgddxIRioDB4/wDnJu+fzDFpZ8oNHby3yWH1uW/VCrSSBAGja3H7wKQzRcqitDgtNPWNI82w6l5t
8weXFtmjk0BLJ5LhmBWX69G8g4rTbh6dDhYp9iriQBUmgxV2KuxV2KsR/NLTre88rA3K8rW2u7Wa
53IIi9URyOCOnBJC1fbAUhDQeZdTs/JuvfWrlF1by5DKZb24RmVoUi9aK5kSMM28X2woY8lagPTF
RzSiy8wfmpBp8+pX7abPpt6kU2mX0STcYklYFS8Cj1nDIwqvUDflXYjdmeFI/MH5rechra6fo11p
kxWWUSRrHOrJGU9WD6wJh6iMY43YkLx/XjuoEWYeSvPNzcwQWWuzpPreowvqGjx20TJHd2SxoytD
KaQFzUkp6nJQRXbfCGMq6MZ0v/nJXyRN5h1e11S4GmaZYwQvbvPFMtz6/qtFcQSxcSeaEoeKA7cj
XY0bRwlnf5da7FrvlS21WOUS/XnnugtQWRLid5YkcdisbqKHCh5Prnli/wBD88aQ8M5s3tLtIre4
48y9k8hb1EMnMSSosjhl6k7KtAKhkm+t/mFfprculaTqnrXIRYvraWMkkg9CLnGQo5/G8kro/wC7
p/q74opL/wAofJ1y+ppPIPUtoJ1uryffj6kIP1eNGQ8S6s5ZqFlpUGh4FkJL0j80NA1TXPLttZ6Z
B9Ynj1PT7l4yyJSKC6jklarlR8KKTTr4YUB4tpP5G/mzour2Bu54NasZbqzNxLFeMTAtrfR3TTvH
cRw8qorLRS7VPhgpNhj/AJr/ACA/Mq+lvpbLy/b21pd3U15p+nWU9oRbCZkBhkMsluq8UhWnpVG/
3AhIk9M0f8r/AMwvqflW8sb1PLmo6fZzaNrBlEclyNPF4txF9X9BriHmVj40Z6AHxwsbTf8AN38s
tR1bS/MN/wCXPrc2ta9b2llPZQXEFtE62zvR5GlA5Lxkoy8gSBtiVBYLov5KfmLpnnuy1K2U2miW
kdYrCHVrrika3Cf6OtwR6nxj99x9PgQOJ+LGk3szzVdE/M3RfPHmfUvKum2d/B5sSz9PULm69Eaf
NaW/1flLDwZplP2gExQnd/5R8xQ+RdK0KC4OuXlm0f6SmvL+9sJbpQrl+F3aEyofVZSoYMvEcTvR
gVS7V/IWvap5g0O4vba2n0e2sbe1vLFr+4ZVlilEzNNzgd79VaOMx+o8fxAl68tlWH6T+XX50Wum
6h5Wh1MwaZJe3V1PrklzMlxcJPIeH1WRbm8ljPxGaRXRKv8ACWcMzkJJCLvvyd88ahrWjapd3Nnc
PZLZBpLq49a4t0tNVmvfSWaWynmmK20iQ+os8LOVq/JdsaW0X+av5c+evNGjeYtN05kaW/1a0vLK
eafhH9RgsghgCjkUKXKM1KUPPlXrRKAVT8u/y983ab5a8q6LrkZC2baquvg3AljltbpHSK32c1Du
8b7D4fTPSoqqSjINAu4rrzF5c8wXQtdP1PR20231d2RRPFScLJV6D144pn5gnty+ziqceVpk0exg
tr3ztYX62lotpawIltb24MaqiSuvqyzMwCDYTAbtt9niVX+W7TyXpWl31vea7Z6lf6wzy63qElxE
j3Mki8CAFcmONE+CNA3wr71OKrmtfI41/QdUg1mxt7by7Z3Nlp+nxzQiNRcCJK157BI4eIFO+KsR
88/lB+Svm/V21i51SLTtQmLteS2N5AgndlAV5Ek9RQykVqoFf2q4KSCQ1+Vf5MeTfKWti/0XzddX
2oFf3tpb3FusE0Y7SwIJGcCv823bfEBSbes6npOm6pbG21C3S4hrUKw3VunJWFGVvcGuFixwfl35
TP7kWk89ojALB67ekpAUEj41f4fTFdzuW7lsFJtklpHFaW6W9tZGCBB8ESCNVFTU7BvE1OFCr68t
K/V5PlWPxp/N9OKuM0g/495DuR1j7d/td8Vd60laehJ86x+Ff5sVd68v/LPJ27x9/wDZdsVa9eXb
/R5OlesfjSn2/pxVv15d/wDR5Nq949/+GxV3ry/8s8nfvH2/2XfFXetJX+4k7b1j7j/W7Yq4Tyn/
AI95B07x9/8AZdsVa9eWlfq8nStKx+NKfb+nFWzNJv8AuHPXunb/AGXfFXetJv8AuH7907Cv83fF
XCaSv9w/beqd+v7XbviqyULMoWa0MijcBxGwBIKnqx/ZJ+jFUL+itKpX9ERfL0oPGnj9OKuOlaVX
/jkRd9/Sg7dO/ftirv0VpX/Vpi/5FQeFfHFW49K0Vm4tpsEb0rxaGLcexAI27/7WKom307T7ZzJb
2sMMhHEvHGqGnhUAYqiMVSfXtUk0jyrrGqoF9TT7a8u09QUSsKySDkF3p8O+Kh4h5GvtaF/ffmNr
WtSrrH1cRaVoWqeta/WdOIEtwkYmjCM88qrJE9rVKhV4qCUWLJ7J5981Q+XND+ti7s7a8kmhjtUv
p1t45KzIJQXIYhViLMzBW4rVqbZJilv+K9XuPM2jR2bq2i31lHNPc2trdalZyzSyEcbe9to1ijCB
DyknZRQqQnWiqVX8n5k6bfeYLi0vrzV7GzaCCwt3jtDLWf0GmdYYbOFpfSjmkKH1qVWjK25xSwXz
l+a35t+Vbax09Lf9J3M7TWsmpTWn1dmdIrUNMuyxKFunuIoy0fFlCt8Q+JgkAM/8v6l581TzFot7
JqJh0O90631OSzWy528rXEM3q24u1QmIwMbd15uC4JpWhwoUvKOvfmHc+Tru/wBTeWyvra6CmXUt
JnnmeMQQ+r6FjZm1meP600ohJHP06cqkEkKwT8wvzV/NzRtf8vw2VrJDBIYn1eOOyMsEhkKARnmh
eFmT4zEJmZOQq/YJSAHp66h5utNY81PJLNqNjBZmextLe3obadFZo4YJGT/SZJ4yrMvxCNgB+3hY
oZfNnmdfK+n3EszpqUshju7pfLur3MalEBKmzD212OTGqzcAhoRxBpgTSrNrHnNPzBWKGC6l8v3F
m5itzGAiSiMus5Y2saLydPT9GS9ElW5FAu4KsL0L8x/zO1nyZqsSW8Vx5pGpyaZZzaWIytpI3N1e
8ilFz6VvFwoWkCufskcvjIWmXJ5p8+3Gk6TqUNitnNfEBdGuLC4ubiUc/tSXcE0cNkrxUblNH8JN
CtRxJVSj1b8zYbrVZ3ZJ7WxtNWuILR9Om5vMLuUabEssci+v+5i3ESA8aVqzqwVQflHzp+YsnlnS
NX82aZNbXc+pzx39hZWF28wtGtJZLcPD6bun7/gvOvECgdweQwKQySPzrqEvnbT/AC4NKljSSxe6
1Wd1kZbaZlRoYlliV4mr+8Us5VSR8DFgVwoQWmeZdY0rXNRg12We+sru/tbTTHhtisVvPderzt1k
ZUeZIhGjtLuAX4D7JoqzrFVJgfrUZ7cH3pt1T9rt8sVVcVdiqg1u3F0VlMUhYtG6ch8VeQ6rsSa7
/wC0quC3W1ZE7V+A9O/7eKuC3dN5I60/323Wv+v4Yq4rdb0kj70+A/R+3irit12kTv8AsHw2/b8c
VcFuu8idv2D4b/t+OKuC3W1ZI+1fgP0/t4q4rd02kjrT/fbda/6/hirit1vSRO9PgPTt+3iruN1/
vxP+APh/r+OKuC3Vd5EptX4D0/a/b79sVdxu6f3kde59Nutf9fwxVxW67SR96fAfHb9vFXFbqu0i
U3p8B6fs/t9u+Ku43f8AvyPt+wfDf9vxxVwW7qKyR02r8B+n9vFWuF5T+9jrTr6bda/6/hirZW77
SR9/91t9H7eKu43df7yOm/7B8Nv2/HFXJC3qepIweQAqtBxABpXap6lfHFVXFXYqxP8ANIacfKBG
pRpLp/6S0j63HKnqRtF+lbXmGQhuQp1FMVYBptp+UcnljTX/AETpjTw3EL3jnTk5ekbkIeTGL4h8
YFMiypH29p+Tk9zrUEWj6U0ksipYr+jUFC1tGAFrDRf3lfDxxWiipbb8lTq1tKuj6T9VW3nWX/cY
nH1GeEx1X0dzRX3pt9OGwtFSsdG/Kq6ltLa00PSJbz63ezenJYRRoYeFzJHzdoaBOPD5eG2K0rLp
/kSEXAvPJOjhbaJZDdC2sFiYyyOsB+EShEkVOpbYkCm4xRSa+XNA/KnXoJGtfK+lJdW3Fb20fT7Y
PBI1fgY+nQmqnpipTj/lW/5d/wDUraR/0gW3/VPCi3f8q3/Lv/qVtI/6QLb/AKp4rbv+Vb/l3/1K
2kf9IFt/1TxW1G88ifljZWsl1d+W9Ght4hWSR7G2AA6f776k7AYq861r/C9zKYdC8maTDC1uJxNP
p1oJVBBcMaq4WqioX02+Gu4IPEJSdNLs0j9VtN0WWOVOSU0rT2ER24rIUgpzcmlKjqO7bKr0Hlp7
rh+hNMETnmGXStOYJGSvEsVhYdG+/briqrby6GL1LSHyz5e1MzxI0ITTrb1xO8jJ6MkaqvEqAu5A
DV+E0BxV6Hf+T/y9W0S5sfLmjPF65hlkfTLZlAQNzZaiDkFK7kMRTpiqLtfy28oyqTeeV9DtirDg
lvZW8pZVatWeSFac12Khfh7OcNIticFn+Tq2uhLJo+lerCU+v101CTS0kU8j6Px/vSvjvvkbDKii
LGD8p11N20/S9Nivm1WxbTZItPWN1obYVjcRLw+MN3HjhWi9VwsXYq7FWOefv+OFbf8AbX0X/ur2
uKpbpv8AyiGg/wDMdB/1EnB0T1TRft+Z/wDWH/UFFiqOn/5SKx/5g7v/AJO22FHRA2nTTv8Atq3/
AP2OYEoWW/0q18xvfXhMWo1+prbLOzsIOYCzunJI40PLkQQ2w5ChDDFV9xqN+8Ut7pFjFaXNzIY5
5rmCeSV/q5Mf7xLZG6fsEyHbalagFDHpfOnm/TZykyQX6rxYooXk6kBh6ciMkfxKe4OKoq1/NdOc
kOoaPPa3HEvBGkscwb4uKhz8HAsxFKBvwxWkJqv5hatcTPbWSjTUjZh9aoJt4q+r6gdQY1BHH+7J
JG2BNMbub+O/MGp3dy4eWN4xIDL6foWksbFy7Pz+Kj/uyw+KnjiqR3Vpqca+l6TyRO0rxadNxFyz
KOJb0fDn1X9rjuCoJxVNrPyH5xmZ7yS0kkDRxSPzMKNKWCSlGM7clIr8R4mpDDuThVvyv5P1JdXi
tY9S06eURl7q0hdrllr0V2jSRYyjcPianQcT1wK9A0fylY6BKbyW8ktU+sGvK4a3hKheKco+bpLW
mwcjiuw+ziqc6ZPo1z6CwSrfG2NIZYYybaJgtKRlAYk4qeK/FyCmld8KEVHrFpPcNb2okuZIpDHP
wWixlTxbm78F2P7IJbuARitJZZ/8c/yp84/+6fNgSvf7eqf9tWy/4jZ4qyDCh2KuxVjX5hCQ+XoB
EyrKdW0bgzAsob9LWtCVBWo9qjFUi0yLWf8ACWi1urcg3kAiAt3qrfWurfv/AIhSuwp88DLqmcUO
tibzGXu7ZkDr6yrbSAsPqcdeJM547eIP8MUI2aHXv09Zg3lr6n1W64t9Vk4hfUt+QK/WNydqGv8A
Yqg7aHUiLITvb3MDahfqbcQshd+N2Gq7SSLxY1249O57qpde2d/Gstxd6Wlrpt3IIvQhAkeHlxhj
dxEE5x0XkYSrBiaYpS65tFh0y+W61C6uZk1BbW6uYpXhdjCrtDEHLSPUcldjuPsoK0JCqtpujahr
1nFNaTWs2nrzjk5zytKknMvLHJWN+Teox51c/dtihfpPkzTk1CW58wXVtqEiySLH9XanB+amknBF
YMpFK8h71rsrbMIv8M6fFHEJbaJOBhiEsqk+n3jUyMTx/wAnphQg76Dy9b3Utze6lIisqPDZJdyx
RrGgC/BbwuvMMevwmvTFUn1X8zNGNtwSzModnRkuuIX4EDhuCeqWBqAOnzGK0wKfzJrMk7CO7EEE
oKr9TQW9swkdVMTIoDMyiSn7Rp77gMkI15qQs/q8E8lxArOGTlO8TMRz5yRs0Rr8Ppqa0JHTbdVC
fpCLUrS1ghe8trnTLhbk29o0rSMgkpxlP7uqEsEZZF/l2HdQ9n8q2V7a2SJHbNAESNJEnrGTMwLX
M7KOXNy9AF5FAoHB9yAUFkFrbJbQCNSTuzux6s7ks7fSxJoNsVYtaxa39R8s8bq2Ckp6INtISv8A
oMv2j6/xfDUbU339sCV4i1gT6gZbm3aMapZesq27qzGlp9ljM3HanUHFWW4UOxV2Ksc8/f8AHCtv
+2vov/dXtcVS3Tf+UQ0H/mOg/wCok4OieqaL9vzP/rD/AKgosVR0/wDykVj/AMwd3/ydtsKOiBtO
mnf9tW//AOxzAlLYtI1qbzLqGo39z9WkMMkGnwxTSMgSUmOI0LRqGpFz4Absa8hQAKpZFe6f+kYL
TWDd6oSXX0mVpI7dkrH6rcasHJZF3+wTUnlvilfo2ueX7fVBqVrZ3FvbSCW1ku3lEirIfSkJnDkl
TxStVkJahDAtxxtSE9g1V9TnnGnW9vcqOIW5AX90XUVLgukrA70IVa9umKF3+G7ua5dp2ijhFeHp
u7V5UqGjIRflucKElf8ALi5l1EmS6AtAKRyoXSVD8RPwsZuYYysDycdTscFJtfJ+VOnepWC9ljjI
FQyqzjclgrAqFVyfiFN8NItXf8tbZZOcF8ycx+/5xK/qOQVZiAUG6tTpUeOK2q67Z+V9C0+sqPF6
iLF9VslX1pQOIUpyq6hCqnZwK9ak7hIYsnn+5tJGGi6eJPVYie9una5nm4N6cauymMKR0HxsPxqq
lWpa75h1O+Frc6hMjXV1aS2UEcfKOWIygtAI3EalSimtRzFf2qLir0/SNLu5LCxTUkj42YT6sqhh
IVjVOBkJpQlo+bLTrxH7NWKFKz/45/lT5x/90+bAle/29U/7atl/xGzxVkGFDsVdirGvzDiim8vQ
RSoskT6toyvGwDKynVrUEEHYjFUi0zRdGHlHRSLC2BmvIElIiT41+tV4ttuKqNjgZXumcWhaJHN5
jdNPtkeF1MLLDGChFnGwKkDbffbFFo2by/oI16ziGm2oja1umZPQj4llktwpI40qORp88aW0sKaT
pKaZfJYIJG1i4tfUt4V5hZZLmBKso2RKitTQAYqncHlzy9PdPqq24lmuJI7gSNyHGSOhVlQ04sCN
6jl1B22w0i1LzFpN7eQSzaa0fqy27xyIQo9YMAFUyABqcS37dOnzAUJWi63FLbLqmjW89iwR7xuM
PFbs+kJblqB6AIZTWnahIqMUsil8v6DNIJJdNtZJBwpI0MZYekapuRX4e3hhRaYYodiqWa/HG9lV
opJJA37poldnQkGrURXJ27EUJpXxCkMbTy7r08o+rT3GnQOvOqTGOL4hy/uN2Vy9K1HSu9dsCbQ8
f5WiGRrsXwe5CMQqRCIPLuQWfk23atOXiTvU0tphp3kXTLC1W61CZFu4gGa5RY1SJVrRQ0quSAGo
Wbdu/hgpbRVzrHk+zWJohFdzSNE0Rt1+sPJI3L0S8i8qszKeJZuu+K0Xf4u0zUZLCHTr705Z5/3h
WPnGVhdVmiMjDgKtIEDKd22B3xtaQtroWiNY+WWOn2xacp6xMMdXrYyt8W3xfEAd++K2vGi6NHPq
EkdhbpJBqtl6LrEgKbWjfCQNtyTtitstwodirsVYx+ZEk8flmOSCL1501TRmih5BObDVrWi8jsK+
OKsY0vVPMZ8p6SG0Oix3UDW7fWoj6r/WgOHT4diTU+GRZJjb6t5me515JdB9KOWRRcSfW4m9JTax
gtQD46L8W3ywqibnWPNx1i1dfLwFyLa4WOFryIgo0kHN+QH7FB8PevUYooJSYtRu4ZFu/V0+5uWm
hSO5aACJ2Mk1x6SJJ8cckqVFXLcVXcfaCqhp0Rnign1e35XFsZ4rm7RJ0aa3EhMYHEKTX1GoVaoq
ta70VZhbectOmkhLo8FrOp/0iaielKpKvFOjUaNqqaHo1CQab42tMgwsXYqxabzTqs+lrd2WnqqN
FK0srTo3pPCxVx+7WVSp4MFk6dDxI2wWypH6LemBZ7TUb/17yOUc2lCIFMpASNWUKrVJDAdQGUHq
KlBTrFDsVaJAFTsB1OKsbt5vJWv6hciy1eHULqaNDPb2d/yIjiPHlwhkqoq9Cen/AARqptAazZad
pk08GiaW0uqSW3KUgTtAISjfEwievqVtgFKrzLUp1YgJa8u21zc2sMDeXU0+ytLtJbZGLRMrRhAk
pDcXbjHUciPiNAQN6KlD22reZhZ+XlXQeSRFPqz/AFuIet/ocqjanwVQlt/CmKaCpFqnmN7u7SbQ
/Ril1Sy+sy/Wom9H/eUfZAq/wgNt44qzrCxdirsVY55+/wCOFbf9tfRf+6va4qlum/8AKIaD/wAx
0H/UScHRJ5pov2/M/wDrD/qCixVS80y6rHqFsulD/Tnsr30norcODW714uVU14hBUjdhiVDzHTrf
zVr3mY+V4LhtM0GO3E8upQj07ue3hEcDLDcssgUxu9OSDfi3xEktiElk1h+XXl/Q5dOi0qd0sLXU
UvL7VnZGuXuVtpwplnI9PgOaDj6YBLdakjFDKbjS7aeF5NMiS6t7s+vc3EEkSeqYpFEkJ9MIsvrJ
JN9s0DdxtxVtkUciSIskbB43AZHU1BB3BBHbChg/m2bzjc6mkGnp/oULO7WSEJLPFEsfKT1HVhVX
mBRVDK1PjFQUwFIUNFfXrvTlefSrm2t5me4R/Vt5HMiyGP0n9X0PtiNRE6AoVIo6rviqVeVvMtpf
arpFzG7t5euWa2tTcRNFyukCfFQMBNxmK/vSn94zd+il6thYOxV45/zkPqjR2mmaXcLdjS51lubm
S14lawvFGvrA1PFXnQCu3Jh3pil4MnmefRri2vfLDyWLQP6qXhRfUZ06+qxJBXryWnE98VfU/wCX
XnDX9aute0jzDawW+saDdLDMbQOsMkcoJjdVlZ5Pi4FgT1UrirNMUMes/wDjn+VPnH/3T5sDJe/2
9U/7atl/xGzxVkGFDsVdirGvzDiim8vQRSoskT6toyvG4DKwOrWoIIOxGKqieVdHgqJbG1miRGIk
a2twQyrGASFjXfkHbYd/lgpbQup6ToNtfQKthZiFy5uEFtbn7HpbH4CfssT9PyxSibvQbVVujp1h
a2kzenaq/wBWT44pZEa4B4hucbpRSCo3U123CtorT9CsIrZpYLeKxubmPeS1ijQxc1FVQmNSwDDl
+8U1PUU+EFFqGh6PJpfpWsU31kxlhcS8FijjjJZ1jjjU8UZmda0H2B2omBJLoo9RF/b3jXNstuZp
Vu0iVkZzRbdQeLyJIRKq/EwDLsNtxiqZaS4ay4qU4RSzQxrEpVFSGZ40QCg+wqhT7jbCgpVfJc2w
GqxzNNGI7qSW6QBykEpjZFhQmnIJGtDTjsWbc7hKlNp2vwapFBp6mPT1SOGCYTKIoIRQMTAVJkmV
eSoTVPscgaHFUL5Q0vTba6jhihiFrFZx3ekwsql4Eurq5lfhtRfgeJW4+G5bY4hSzDCxdiqXazot
nqcaLPCkjD92zMFJ9GRlMsfxK4KvwUlSNyAdmCsqkFiN55Q8iGS40iz02J54pVuo7R7ctDDPHMsw
CDh9mSW5X1ADx9I0+FAuBKeaPpUsHm/WNV+ri3GpWtkl0tWYtPatOgkRgODK0bqvUMOI5IOQwoZF
ihiOjaRpLtpEUumWhgl05ZTI0ETM89I6mpUt8Kk1+ffAyJVm0bSo41kFhaJMl1ayRTRQxKQGvaIQ
yDrwVe+K2yrCh2KuxVjnn7/jhW1Nv9y+i7/9ve1xVOTJE9lJOr8oZUMgYgAcSnyB6eOKsPjur27u
I7iS3eB723kmjRijF+V3CkLjizAVgCGn371wJRcl4PWt9Pe1uJbhLxL+3uUkjSIR3NxLKCSXDnjb
rKGXh2IFarVVk9iJvqsZmRY5nBeSNCWVWclioZqE0rStBXwHTChwmaWaSJVdUiKh5SKKxIqVQk1N
NqtSnYGteKrHHh0XVgLudozDc0l9OZkAcMvweqnq0YhdhzXb2wJTC2axhhRI76JbeNQsapKSAoGw
FHIpTChKNdfTk051t9QSG1tNOnto7MKpZw0YFDKxZwKItAtK/tFugBSGTyTXTzelboFWN0E00oYD
iRyYRjbmaUFahRX9oqVwoSDVbW8fWRqkksdlGLYW0UU85iYn1y0rfujuOKpx+PuahcCWvrxjr6d9
GxI+FjLI4r8jPhQ3aa6TxSa5iMhoCFeQivtVxiqJn1aRUVbYG5upSVt7dW4l3Cl6FmmUD4VJPsMV
RFgbOa/kt4eLx2sEbpOoCyepLPL64Zk4mrSW4Mi0FW64qi2s7qeykinmKXBkkaGeIlSi+ozQ/Z41
4rx5Kdm71xVL9P1J53QSM0b8lDI9eJ5AMChaRS6sGBB4+xUNVQqt8v8AKbR7QU+K3jhVGpuA1kh7
DxfvgClT12d4m0u1jcgnULdJkAUAxpxYnYfZDsv0nwxKQyTCh2KuxVjH5kI0nlmNFbgz6po6q5BN
CdVtQDRSjbezD54qFUWOsLYDSjf25iFt6TN9TkJCBQnxEXNORGBKG/w1qJksSNRgH6PHCClpJTgr
q6oxNxuF4AePjvjS21d/Bbxxy6tp/CBnSMC1clSEeIof9J24q7LviqG/xvoVkTp2s+YLWXULycmM
wloI0gdqKokHqcSI13+Kte4+1irepfmJ5T0edfWu5r+5IKcLRGaJUY8hxFVhYrSmxZ/orhQlPl/z
0bvlbDSV4I7zQTi4YxFZGcBFZYQB6an06HtgSn1jrOqzwiay0iL02Z0r9aQfFG7RsKGIn7SnFVHU
/M2owo1pqGlq6To6zRLdK9E4/EH4RchyDbDqe3fFUN/ysO4nDenpwltZhRZUumGxG/Fkh29jywoX
aVrup3cxTT9LYwwI3rKbwszvKRxaR5oy7FQlF+I9adAMCUXPP5nmg+DR1ZD2a6hYjqK0Nu3h44UI
NtQ8zWkTfW9Ij9NaFJBMoJqeIjUJCAWYkBQByJOBKLnv9Sis/UtYQ+puyRyOXQx2yswRoIpWThLI
ZI+LAVo3X7KqVW7Xy/FqcDXWoWMcFzqAiTg6iWVLaFmZizScZFeUOy1HxLyU9QaNLacRwG2SL9I3
cMQEwjsoYaQQgAsIowjFubMnUGo2+EAiuFCB12+m0uCz1O0s5DbqywXcEUUYdbdSWSRiRyVIwDRd
qc6txoaKu0OPWU0q1EVzb8BFGpJtZWNUjVOvrrWnGh2HywJWalY6i1xbXs1zCzRz28ZjWBlPGS6g
5UrO9D+7XemKhk+FDsVdirGvzD5f4eg405fpXRqchUV/S1r1GKp7GycVIPI9Fq9ffr4Yqo3tpHc2
c0KOYmMbRxzoaNEWUjmpFCCK+OKvNtVivLuSRE0+S4igCpJdWYM8TO61KoUHN+PSvAfqxVgPmDSp
7a8Aq8VyWEcSFypDvUgOh5DceKk+G9MVR1jpOnWga+1qVWZlq8fRQFaq15H9mg3+6lTirN9B0SbW
pIGUtY6c6maIBWWSaL4SrxFhwZG5fartt8NGBxVn1rZrZaZ9U09EEkERWD1alTItQGkYCpLPUsep
69cVSR/Lugavbi5khlgGnyOOCAmZ+JV+c8LozGV6B1JXnRqg1Y4EsYt4dRvZ5oLW3keK3m+ryTCM
7tXaigtxZk+KjMAp+F2Q42tMltPK01raNHC6w3zqskepSBHdW4rziMIDL6dRXiZH+L4v2VwqivMP
muHRkmCpHM6R+pEtXRWbm3JWl4GJPsEAc6ltqCuC1AYrNc3yW0vmW/uLg2V3HH9ZjslERW39NYkt
lWRjxqZvV5CQ7lt0oDilPwNND2bwah+k7G04g2jm2eKJXoiyStHEXURDYdTXqQoc4oZNDZrCzNCV
UzFnuJCC0js32TzJ6L0ANaCgGwwoSAjShevDY6mbrV53C3JDQyKQlVP1iJVWPinGhoFf9nkK4Eqt
pcSX0UMwVYPq0ZS6s54p7WOFJGVhxZl4Seki8W24t1BQGhVSlb6fTbdb2xgZtPeYepEXjYJ/M6GJ
nRlNQp41pt0pQKp9elbi0t7mNwUa5tGBQ1Brcxg1oSD9HffvhQE8xV2KuxVjX5hU/wAPwV2H6W0a
tASf+Ota9hviqI1PWprKyurm3tzfC0RmmAkEaR+mpch2aprx/lDH2ApirH9U84Jf6HqKK4tL61Zo
7m1BJ5R+osYZZ2CKqnl8RK7UbY0rgtNIrQ9fhm0kW1vAtnHBHwC8mmEYNAWkQiOV6cgWZRwoS3qd
aK0ndvDJNpJtZUEEBRoZvUEc0kkfplGdgB6PJnNfssCOqitFKGOn8s/Kdy4a6Sa4cMDDI8z8lCJx
NAgRSa1B5Anc79KK2ya20xILqS45O8calLeBxURBiGkEW3LizKvwmoHGi0GKtW2o2iRODeRzPEQj
KrK7VX4aBIwTViK0pWuKpZ5j8w2mnWsM8cQmv1QtbJNDxkYBSOKmVoCpZlHSp/yTgSEBF5w1uW2g
+r2MxeRpEmN5BJb3MIhjQlvqh4G4BL7tC3sFJ2wqmunaodXtJGpHNaSh4xNG6Mkh4kOqiCScfCAB
X1K1rsKYoUIfKthpZA0pZba1lkZpbeMR+kGMTH1ZBIvqSdOIBZhyIPH4dhSbQ48nTHUWul1ACElQ
bVreP4xw+LlIwc1dWcMUABLGtakFpbR0GlSTyKb9YfTtgBBCgdwDVirNI3xysq8PtAfFVqV40VRs
mn6bJcNK9tA08wKyTPEC4Vxx4tJ+0CPgphQuvpreEwXDOsaysIWLHgSW3BCn4qqw6eBOKpLJ520d
dXj0tXdrmcVRkq3CrkcXUFWDK448SvLt81U4g1PTp7V47iRUjpRxOrohDEqy/veIda7bGlNsVYrP
BdeX761trctdaFqF7Z+g1WY27vcx/AWFQV6cWbcjxNSwS9AwodirsVY7+YGnanqPlprfTLc3d4l5
p1wluJFiLLbX8E8nxuVApHGx6/LfFUDo2l6ybK5im0z9GpcqRc2XqQSxSmSNYyeUZDBlCU24ih7n
oqhk8mal6QgeK0eFSPS9RLlvRo/Mej/ph9Ecuvp0qAAegwUm0wm8u6jcuZ7s87mW3+r3Lw8Y/UQE
lUq7SugHI/YYBj9qoxVLrf8AL9o3VGmumCpwjm9WFeICigYBN/irUr7ClN8VRX+AoEYOkssrUZeF
wyvEK0PPjEIHJ6gfGBudumFCzTPy5stOm+vRySfpXjwa9iduTJTccLhrhPiIFfvFMU2jL7ydJqVr
FbahqV5Ika8WVJUijeuzc1jjXlt/NXAtoa2/LXSLcKkM9zHEOR4K0YoSdqAR06YUWtb8ttLeOSOW
WeSNi1FZ4yKAALUGM+GKbSXVfy61RtctxZSXH6LCos7+pb1+0OVOSchRSexxVPF8gWrSAPPdmJUU
CskQPKpDVAQjpTFWm/LyzKEma59Tl8IWSMjiG+Hcxih4jwxQp3H5bWMkyFbi4KkH1S0iVHSnE8O3
yxVR/wCVfD1ZOP1hUNGDGWJiSQCy8eIB35bkim2xxSmWk+VP0ajJbRkM3H1J3dTJIVFAzEe+9AoH
XYYoRw029B5LGAyg8WJUHjXZaqf2tiR02G+Koe40rUxAzQQLJOKcEkkCKQSKjkvIjavbrT5hVJNO
0DX9QjtrvXdJgt9Rtr2CSP0Xj2ihmjk5gh3NftEjlvgSz7Ch2KuxVIPPF3qFtoKtp929jcz3+m2v
1qJYnkSO61CC3l4rMksdTHKwHJDirGrO281TaDpl+/m7U/WvLmKGUCDSuIV5jGeI+o9aYEowaV5l
LayP8X6r/uPYCD9zpO9bdJfi/wBB3+JjiqJl0LzCurW1oPN+relNbzysfR0mvKJ4VWn+gdKSnChC
DT/Maw28snm7Vir3l3BIEg0pm9O3+sFeKiwJLfuF+eBKlBdxziRE8+apHPCrPLE0OkuUEblGB9Ox
ZS1VPwhq9+mK0i4NI8z3kKXWn+bL65splDwT8tLXkp70GlNT78VbOj+aoHX675l1dY2BpJax6bc0
YUorKulqwqCd6U2+WKr49L1mWRUg80eYJKkB2a00uFUB/aJn0+Ko9lqfbFC06fqqnjJ5q8wK42ZR
Y2DgH2ZNNZT8wcUoi30DX505r5q1qNK0Blh0hCVp9oL9QLD5MAcKGL695kGmTG2g84axf3Pp+ogh
TRzGaEgjktg7mnEglUYA7Gm9AlKI/OXmdgzPqesqhUtCwfSGEgX7RX/cWNh4nqduxoqiV82ay8/o
x+YtTYsxWM+ppHx8WC1FNMPc4qp2vn5ZL28sZ/Muvw3dgkb3KiHR2QCZecVHawQHmh5D264qzTUN
J1uxSN5fNesOJXESBF0RfiYEgEy2US9tt8UOtdJ167UtbeaNcCqwV2uLfS7cbNR+IfTubUG4IXg3
ZsKoaDTPMslrocreb9V5aiUE9IdJoOVrJMeP+g7fEg+jAlWg0/zDBd3Ej+adSuI7PULWAW8sWmBJ
IpPq7Oshjso3+L1mFVZTirM8KHYq7FWNfmGJT5egETKkp1bRuDMpZQ36WtaEqCpI9qjFUi0yLWf8
JaLW6tiDeQCIC3ccW+tdW/f/ABCldhT54GXVM4odbE3mMvd2zIHX1lW2kUsPqcdeJM547eIP8MUI
2aHXv09Zg3lr6n1W64t9Vk4hfUt+QK/WNydqGv312VQ+nR6kJtOM88LwfpK+BRIXR+dLup5mVxQm
u3H6fFV0llaXuvSXk1wn6KVhblGV4i13G5UL6pkQvRnKqqqybsNmrVVu2bRdFe9vtHtbi+S+eMNb
2ESvChiDITGwCJSteY5mh7YUIRPzP0yJqahZzWiA/HMCjom9CXqUYU9lOK0mdj5+8nXySvb6rCRC
GZg/KIlVryKCQKXAp+zXFaQeqfmHpsErW2nRNqF6pUNBUw/aFaLzXk7Ab0VT88VpimteYtc1eRGS
4MFkyG3a3QmEmUPEs4ZFlq1Fk6s/ELU0rU4EsKl1B4Y/TakcUZKC8gIMfCNAwh5U4H7Kgdh3DDFX
G+vbm5d7kCONY424lwogicqaxKRI/Eq/wqgNAwrtU4qq6DoWsXl3B9b0q+njdOYuQko4JwIietK0
ZYwo8ancUGKs78seSLuLUorm+W3uobaZ4YoZlkl4BVHMoscjW8bchUmRSS4qKVGKs3i0kzQ2wmBg
SKUTyRqV5zSAEBrhkCqS1auqj7X7RHUotMZp4IeHqyLH6jCOPmwXk56KtepPhirFLXQ9Eax8ss2n
2xacx+sTDHV62MrfFtv8QB374E2vGiaNHPfyR2FukkGq2XousSAptaN8JA23JO2K2y3Ch2KuxVjX
5hOyeXoHVGkZdW0YiNacmI1a12HIqtT7nFUi0y/uj5S0Ufo24AS8gZSWt6OfrX2V/fdd/wBqgwMu
qZxahdtN5jU6ZcoHdQzs1tRK2cYq1Jiff4QcUI2bUrw69Zv+iroMLW6Aj5WvIgyW9SP3/GgpvU9/
niqDtryZhZJJa3FrGNQv3N0fQYKSt2SAqvIxZa/yEVHcdVUmu7i1vtRleK7uZDI4jsbyT4Y3kUIn
CJCIVSZpl+GXgy7AkGmKVr3GtjTJzPBp1pN9a9OOCeFZUhAMhmk4o0j/AL54wi7noSBxFQqhbqG9
1BoWFrczzSxg/XUt5njdSSVZWIkX4Y6KpLmtKnc4UIfSvJWq61qrz3cUukRw8gqSoW5qsiOvEFFF
DTf469OtDQKzG2/L3RFjpdAzSlJFLpWIcpSS8gUM3FzyP2aL7YUWg2/Ly3Mn1aKK2g023Qw2zOLm
S5ZJRWf94lxEq1YkD4T32p1Va1Sw/LlYV+OOg9RI4bSRpUqP3jqYVLw9d/jWg28Biljf/Kxb+zd7
HTrNYI+PFIrj0xPx2iieNYEiTZeO3xdOPvgWknTzTq9jJ9anLtqPxhpp/UlkjrRwsCXUrQKCihiV
Fd/cYpRGo+fPNd3plk9lqcTBLpRqUkiG2rByNQhRoXR+FCK1HWo+ziimd+T1ijtoppSb64kjjma7
YG4l9S5UssaS/F+6jRaepyKMxO4oRipT7S9JgtDLcmNfrtw0kksm5KiRy/pqx/ZWvagPWmFBKQ2u
oXYsfLIGmXJEZTgwa2pJ/oMo+Gs1eh5fFTb32wJXi/unn1BW064jWTVLLlIzW/FNrQfFxlY9q/CD
1xVluFDsVdirHPP3/HCtv+2vov8A3V7XFUt03/lENB/5joP+ok4OieqaL9vzP/rD/qCixVHT/wDK
RWP/ADB3f/J22wo6IG06ad/21b//ALHMCUt/TOuaprWpQRQgaJZwzJ6U0bRNLNGQqnmzxsytIjjY
BOH2jU7KpbHptrqVw8N0bTTGv5zdSvC3Oa4uYUZaOrlqRx8Sx3470XrXFKYeWZ7TTdTNjHrcN3aT
rK8cBLAmcvEoWGSUyc1HIqEEvw1Aoa/ChBRV+nl4384mSWS+YfDE5V3kEtCERZG5hQW+ySoxVBw6
NcC6aLT4JrRUryMaSW3Ifs/GpiRuNem+FUo1HS/OWpanHbT+qzW3FoTICIS68n5comlSN1DLQu3L
YdakYFQVx+W/mgS8SEuBxAV1lCpQliQ9eLEry+Ggp+vFbVD+W+swkKLZZo5CJSEmFUbiyheTlC4S
taEEdRWhOK2m8n5e6dpunyO9xGsZVWa4vJPSjil+Eciq1WsjDiSHGxHWgxW0msJvy+0C+ku353Wo
ShkP1FphbwRowLGFp5EqHYVJRm/lGx+JVE6h+ZGtM0ttpVjFaxW9zbQBXZY5FtpJFjLr6g4BwpJE
ZTtsTyGK0zPS73UtRs7NwZbeSMIL2WSNAkpQIZOFdzyfkgYbU5H+QkoUbP8A45/lT5x/90+bAle/
29U/7atl/wARs8VZBhQ7FXYqxr8w0Z/L0CK7RM2raMBIvEspOrWu45BlqPcYqkWmWF0PKOin9JXJ
D3kCqCtv8B+tV5L+567ftVG/TAy6pnFp92s3mNjqdy4jdSyFbaj0s4zRqQg79PhIxQjZtNvBr1mn
6VuixtboiTja8gBJb1A/ccaGu9R2+dVbS+OSHTV0681DVWjtRql5ERcm3ji5sbpFPIRo3Jm/yqVO
wxVNv0Tq8upyXn6WK2rSRPBDHHHvEh5GN3oKo3Jh49Dy7YUWk3mby9Z2ssl/b6eblxDIyOf3ot3D
KQ8UZXqGoR8dAOQpSuBIKVWjeT3jt7RmudPiuZROt16gJjuZFigNkHKMVK+sAw6gDc0rRTuy608s
CxLfUdTvLeNzGXhrDIhMexNJYnIMg+0QcNMbTvFDsVQGtPxsuAWYtLJGitBH6rKeQIZlofgFPiPW
nTemKQxmPUvOluXhtbdbgRj1JPrMVySC27LHKeIccj8I3I6dBsEpPf6J5+1R1fVUaayjUzG2kMJU
MK0VY4aMzU7GvWnI78lW9G/Lu8lijvLhDGSQwtrhgrsORZmchJWTnUNwrt+14YqnkvkTyrZS21/d
yCF7ZoyjMwji/dVYRhSTyXrs5Y0998aW2QXGoxQQ2As0jmS7kjjhRZFj/csKl4xQ8+CDlxXt7YUJ
Ba6fdmx8skancgSFOChbakf+gyn4aw16Dj8VdvffAm14sLpJ79m1K4kWPVbLmjLb0fa0PxcYVPen
wkYqy3Ch2KuxVjH5kXMFr5ZjuZ24QQ6po0kr0Joq6takmgqemKsY0vzj5cbynpKLd1a0uoJrgenL
8KC6C1+zvu46ZG2VJjb+dfLM9zr8MV5ylu5FS3X0pRyZrSNAKlNvi23w2tIm58/eVBrFrdC8LQxW
1xExWGavOWSAoKcO/Bt+g70xtFFJ7jVF1axDWv1a7ghuJLzTUV0kY3MkklwGZjRElt1+HjyIJLV6
VVVGaTrmsXkFm1tcy2CsZrWazeBHSF4HI5qxC1AUgcOfRGpWhxVmcGqaZJPHaQ3KPM8SzQryqXiI
2dGP2x7gnCilee2gnTjKgcA8lr1VqU5KeoO/Ub4qq4oSO485aFHapPBObn1ojNAIkkYMi/aJZVan
Hqy/a2NFJ2xtNIzRr68vbVpbu3S2kDsFjR/UqgNATUKQQaqQR1BxUphih2KuxVKtQsdcuJLlIL+O
3tZURYR6TmRG39Q8lkjO/ahH4HkpSgeRHkm532ovfrGifVhdIZWjlipwbkX+JK8+Sndg1C22Ck2l
Wj6Z5St/0V9W1sy6kbtmS7mr6sz1X6xFRqcPUdBufi6qDxNMVVLbzr5ZSz8vRteUezKfWR6cvw0s
5Yz+xv8AGwG2NpoqkXnHy5cXd3BDd85bzVLI2y+nKOX+8qdStB8SHrja0zrCxdirsVY55+/44Vt/
219F/wC6va4qlum/8ohoP/MdB/1EnB0SeaaL9vzP/rD/AKgosVWeZtZTSNQtrwxGd1sr0xwBgnMo
0ErfG3wrSONmqfDEqHnkPm3zBqWsv5b0K1E3mOFPrFzdTP8AVrCIOgDzusNJJxJJccqL/MOJIHIq
lF6Z5d81WF3ZaVqdzBf6pd3cc2ohLeOGxFlJFcMbdZ1iWWSR3teRJG1BXr8SrKLzQbXTbd4kmMA5
tc26KzUtoGk/0qSAxrD6fptch/i5cuIJ3+yrbM8LFiXmXzjdWN3Da2duvouZvX1CV1RI/q/Hmqoa
sxLOFqFJ/lVzsRbIBjNh568v3FrDpkdy0r3pnuIJJIbtYjbcm9aUTzw/CNnZnZhvX4lAoFUw0bXf
rnmeGwMjCW5pJdX0LAiZ4FWVURlZeMVVccShqv8AlM5xT0eh4WDsVea/nJ591Py9BY6Zo17DY6rf
8pBcTry4xR9QgZHSrHqT0HuQcUvFtH/NzzN5V1OK6k1a78wEbXlrdXMklu0RozLD6hY+ptRXpt8j
ir6A0XzL5d/MSwvrFI7yz/R1wkWq6bdIIZqipCPxMgALqR8LcgV7YryZHHoGixSpLHZxK0RDQjjV
Y2ApyjQ/CjUG5UAnFbS2z/45/lT5x/8AdPmwJXv9vVP+2rZf8Rs8VZBhQ7FXYqxr8w0Z/L0CK7RM
2raMBIvEspOrWu45BlqPcYqoWvlydLW309726hjtD9YhjV7ZwHi4SbMbZSRzkI38PoApNrrrTZra
8kgOo3ZXVCxuJK2o2RYoa0+rGmzU28PfFVS/s7iKeW8W5utQntovqaIRa/A17JEHZeEQIkjRVb41
40b54qo6H5Ns9NuptZsRI9/LBJDC10VjeSOVlmrMUhR0cyLSrB2C9R+yGlJVtHtdQEMMGsKxuJpG
aNfUDTqyBgZ3li4UHpBI/wB2Buxrs1FVK/TNWmOpLYW0Fy1qsjJNJcEThP3RegnV5GHFloyS/F8Y
oQBxxWk400t9TRG9SsJaHnPvI/osY/UY7V58eVffChJ7uR4NSFzcW8Y9aO9j9AlVUoDAgluHNRxK
w7tTYMq0J6hKDTUn0m7g0KKBHKBBHCsbpJcXEj82uOUa+mkTMxklc1bkJPhburSTeR/JGl2a2emg
P6OjE39vPEQq3UlzdTKk0rAAvSK0i40p8JpVhir0fCxdirEfP/kLR/NcNv8ApCIyvCr28XUcBcSw
u0qsquyujW60NKcSyts3JVIefXv/ADjp5YtrB4TcTyGGX14JI2X15LYStJPGyleIYQFY0Zf2/iNA
3EBWe+VtKt7Lz35nvbMMbLWYbG6qqFY0uYvWiuYjtRZP7uR1ajVfphUsxxQxHSbSS4XRrQ6ldiSK
yS9jKi14xn0xCq7wEmqyt9o9u+Bkq/UpgrzDULpjJfWss8cgtirlLpLcH4IEIBWAdCMVZXhQ7FXY
qxzz9/xwran/AFd9F/7q9riqeTKzQzBqUKsFNa7FfkO+KsQk1mDUrp5oZBNDwneMBgQhjuIrRlqC
epjY/ScCUfNrFu3oxyX9tBfJqNZbSQr6ksLXJggHpg8viR42RqdQp6b4qn1hIklnFJGCsTjlErJ6
ZEZNUHA7r8NNjQ+IB2wobeWMXHpxgPcEL6tCtUjPLiziobiSrBad/pIVSKbT5ri+lubLU0iSeUTS
BPTlYcY1RfTLclUN6aluSt024nfAlNLSO7gt1iV45CKl2EfEs7Es7mhVasxJNMKEl1RdUGgywNEz
Q21jcW9xNPJGDIyRrwuEjQy8uRQ05OpXwOBLJHuYlnSDdpXp8KgtxBDEM5APEHgaFup264UMaeaa
LzEkmlr/ALjobBLYyJHJNEXE7KqAIVWsQjYN8VV5bgYEpidWvY5OL8H91jC/8SmwoVrbVvWRWLBO
QBIaNlIr2NW6jFV1/rEFjZy3c08fpRKWNAATQfZXk61J6D3xVBrpFlNq6ySIv6Rto1uJnovpubiU
sA4QRs/pG3/dFumzGrCuBNo3055+V9bxLb36mS3/AHvIrJFFMQvLiV+0FqjEHhyNAampQus9RjuY
43WeEc9jEdpFatCjKW+F1NVI7HbFUv0LjLpWnyKCJbWCKKvWoe0R6bCo3IwBS1q8v1SPTogC73N7
aWsjvIXYBG9cVqN2qPu3xKQyHCh2KuxVjH5jNKvlqNoRylGqaOY1FCS36WteI+IoOviw+eKhVS71
UaGlj+i7oXRtfSEiyWlOYj48gfXrSvfAlLBaa6p0pV0ufhZRJbTgvaVeOKWN1I/fdSIt1riqLlt7
3jBKNLvEuIEEbTGS0qyRQzxx1rP1BuCxxVNbLUb24spZZLNtPk9doLWKakhKq3BZCsRbY7tQH7O9
QN8KHC4ttNrNezQWEFxI1RO4EkkzHZjKzhfsLQIAaAAA0FMVY9oXmry81stpb6hKHsmMYi9G4JEK
8kg5AoPtRqr9OuBKYp5p0RVo13LMGFRWGcn8IjhtFKF95j8sXdjNZtMIfrcTwq/1efl8akEqDEta
DfAlEN5z8tJJOkVx6c0nxeoLa4YM5UKGfjGtacQPtdB2wopQi86acJFhe+WcskjzSi2uIlBBAjSN
Cr7EBi1WP3EDAmlO6836P6W0pJPRlgn39t7ZxhRSFg82aEykOHimU1/3mkIIHfl6KeHSmBNJhLr1
paWcWqSqpSQgadCqFTIHArO37svGAOQHaniWUYqhbGK8uWutQ0u/mjW6MNva1WJUMiO/rMiTq7en
ErFhGrfssBvviqfQG/urb0Wjlt4EJhkeduNxKq1R3VoTSOtAysNz4Ls2FCBv7vTNGuLSeSRUtbp1
tXnMiRIJ4vhBZY0AZiiNzrQKIwNsVWaBdzwaXbIdLuWYxQ8iGthVlgSPo0wI2XoRXAElS1V7ufUL
O5axmS3jnhFWe3IWSS4t1DkLMx+FUYbCu+KhleFDsVdirGvzDNPLsJ4lqaro3wilT/uWtdhXbFU7
WNWPqScSxFHoGPyArWnXFVO+S7FnKbVg12iOYUkAKvJQlA3TblToRiry3zCml3d26SBGvygklS4j
HrKGAZOSyAOgpSinoNsUsA1WwMF0Xrwt/wDdsUYdBIaUG0bAN2FCpOKEw0PQbm+KyXdNOsweUaIF
2Ip8X7P2vi6jpQ7HFWXaPpNyZfq2gwLKS59W8kJEdVoTzko+4DjbdqdBTFXpFhp8el6MEJku3txJ
cSBV+KSUs0zhE3+07EKvXtU9cVSXUvKt3q8s0sV+rhEMM3OIBZpYyQYFqpWOBN1NA7VJ35KeSrEU
gsYmNrBArzRO/q1IkZHR+EjPJVvsOPjctQdScUsq8tWN/p8dxJKJluyVMtjCiyB4uIdOEzhIvUBb
4uMjLSo3JU4qyK91Wy0yzkm1ANEkEYedgjyIORIIVgvxnrWnbc0xQxeLzPqN1cPNdtHpmlSgGxmm
ZaJHGpYXbSI8asDMY1eMORx2OxqwTSeXdjCIYbS7ncxXDL68yAO11ITUIyEOSrfESiqyhFoeKChV
RcFreW8cDrbRSXKoY44lZYoLaI8axRsELkfAv7O5FfhFAChbqlq7es13ctNZylRb2KARuZacRGHD
Ksiyd0kUr47DFUL69ze2dtHJbsNKuYSiSxj1JH5cFiciNU9LmCzK1KKKFuB+HAlA6fr0OlrHby3C
T6e8vC0uouL1BqeDcNqjf7j8lKE41N2eCN1JKNdWhFRsQbmPoQe3+e9cVCcYq7FXYqxv8wQT5ftw
Op1bRR/3NrXFUxn1KztI5jcOVFtH6kqqHkcRjYtwXm1NvemKpZf+araTRrm70mQTtGfTkY1DQsX9
IFompL8TA8AF+LsDitKOg3Gjw6Kr2j/W5LrkrTshja6nRSzBBNQELRj14jx+1gSpS+SPL91ZgHT2
F825aGSSCGOcxeoGQEIhTme0TfF9pTQ0KGNXn5X65qNUk1SK2EZVDHFHIwcFKsS5MbR/a2pXoN99
lWc6Vp82nm2tAVi07TbYWtlwJq8dE4iRWrRokiC8qnlUn4emKplbvM0fKWPiwpUAk70q3UD9qo2x
VKbi80XS4pWWRVWJzcXllA8BUPszSGOQhl+Na0ShLGtCxOKoGPzT5Ztg2oFDJdOzxmdHFyoYAF4x
dM/pxKHagjZ036LgSnTXPrxSBI3glKMySFFfiWWityUtGx+GtOXSlaVGFDH38tapDHcjUH/S8M8s
ct3dcmtpxGrBjxitkTn6dARWQmi0ANAuBNoGTTNSvY5NPjt2u/LrlIzetcRBpfTP98OEZkY1o/2g
CyVFa8WVTG00wXCLaw/WYrZYlSUzlm9RVY0SGGVpHgRvSVq9ePEdfiVW0+cTtMzrfzKHBEUKi3MY
5LRWXknOtPi3alfbbChLLjy35egv2u3t0ka6LNL67NKvqu3IHi7Mg5bivyA64KTapNF5akjLSR2j
xwVjjYqnFCKKAjkr6bcVA2puPvKERHpWkX2ktbKvOCcczIGLs5qCsnJmfky8FoWJpTw2xVj0Op3+
mSw6DrB5M11a/o68CkpNGLmKgrX4WHTidwe5FCwSzzCh2KuxViX5pXUFp5QN1cOI4INR0iSV2FQq
rqtsSSPliqVaX5m0S+tL6MapFe6dqMbRyyGRYrlGeMLxQMqAoVJIqoo3LrX4QlJIBpH1CUTTTC/l
qbi8gezSOUlldWkjN25B5p1idOw/ZBwJR1g8MFmYxd2du10H9SDmI4I5AQY5VtzNds0/JQefq7UB
49alURb69r7LxfWNPACGq+srB6AVIYQ/zHiOlafZpjaKVH1XWo+DtrdgsIDMfReGWRqmtOMwt0A6
/Ez7UpTeuNrSpb6rrrXJuf03ZrC6hZNIuza/bIqz+vbh69PhG9e+NrSmbvWZ7eZH1PS4xOOXD6zO
7JzqKMsrSxMK9uHHxHbFUI2mX0yxx3OsabIEVlRknSFTHXZHWGKNSPiJoRiqyDSmht7iC2v9Js4n
aUyRWxgjikZ0VHZ4hAYn5BKVda0xtaQF1r/mDS9UtNJtdUtZ4H3e4muTOwaRuLcpJYnY7MO5Axta
ZCNW1pmETa3pi/CCWWWOhY1SgPpdRja01+ldaCNKuuaeEU/GPVjU1Q8GY1h3HH2xtaUrjUdfR146
5p/GWtCJYmUEAceVYqitcbWlJNf1drl4k12wkn2oFkjB4UVh8RjAoA/Q7negONrSIOqSSaQYptet
ProHKP4k+rJIqsVCekYHNG47vUbboK42tO0S9htNOSHVNYtru6VuJ9J4ViUV2VAojqDQ023rt0xW
laXV9EsoXlW8igQn94LZwJG+IVNIjzahf7q9q4qly65pvmBtNmN1LCbbUbUQWt2sKylkuY9xVXko
3SqvuRvir03Ch2Kv/9k=
uuid:98fa2a6d-a1db-417c-92a3-dc605190c512
xmp.did:c5379832-cac7-404c-b245-a55c8468f0bc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:8fe54446-06c8-40bc-8547-a81216a40c6f
xmp.did:1b71e9c4-bf60-e642-b231-8e8e2c22a062
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:2065d20c-46cb-1d47-a2d8-8f3ed6918b27
2016-03-20T20:34:25+09:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:c5379832-cac7-404c-b245-a55c8468f0bc
2020-04-27T18:23:40+09:00
Adobe Illustrator 24.1 (Windows)
/
EmbedByReference
C:\Users\mista\OneDrive\イラストレーター\間違い探し\mi-ju様\5月こどもの日\c.jpg
0
0
EmbedByReference
C:\Users\mista\OneDrive\イラストレーター\間違い探し\mi-ju様\5月こどもの日\a.jpg
0
0
C:\Users\mista\OneDrive\イラストレーター\間違い探し\mi-ju様\5月こどもの日\c.jpg
0
0
C:\Users\mista\OneDrive\イラストレーター\間違い探し\mi-ju様\5月こどもの日\a.jpg
0
0
Print
Adobe Illustrator
False
False
1
210.001556
297.000083
Millimeters
GauFontKarin91
GauFontKarin91
Regular
TrueType
Macromedia Fontographer 4.1J 10.2.10
False
GauFontKarin91.TTF
HeiseiMaruGoStd-W8
平成丸ゴシック Std
W8
Open Type
Version 2.008;PS 6;hotconv 1.0.70;makeotf.lib2.5.58329
False
25364
HeiseiMaruGoStd-W4
平成丸ゴシック Std
W4
Open Type
Version 2.008;PS 6;hotconv 1.0.70;makeotf.lib2.5.58329
False
25370
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
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
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
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
12 0 obj
<>stream
HlW͎9S7N鴯5 v퉈Wh4_'m3#~g?xp+˯:/~t?f/vX>Ook9h~Q hi-gn`@RjϷ86jͥtwʵ긗kw~cOXvټyDRb;/X*ZFؓNoj~קoN|I۵ÕxsrGmkq-BWsPՅ/[p W=/oqcF2?c26ɝKpWĄat4_6ݰXR3f˱ġvW;芌cAS7>X