%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
2023秋-天理大学語学教室-A4表-改
2023-08-25T14:09:52+09:00
2023-08-25T14:09:52+09:00
2023-08-25T14:09:52+09:00
Adobe Illustrator 27.0 (Macintosh)
188
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC8AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9GeYPMGiR6JqQGpWySpb
T0Hrxhgwjb/KrWuAlIC3SvMugS3GpSLqtrJE1yvpOLiMqVFtCDxPKlOVenfI+JHvDPwp9x+SYf4g
0H/q5Wv/ACPj/wCasfEj3hfBn3H5O/xBoP8A1crX/kfH/wA1Y+JHvC+DPuPyd/iDQf8Aq5Wv/I+P
/mrHxI94XwZ9x+Tv8QaD/wBXK1/5Hx/81Y+JHvC+DPuPyd/iDQf+rla/8j4/+asfEj3hfBn3H5O/
xBoP/Vytf+R8f/NWPiR7wvgz7j8nf4g0H/q5Wv8AyPj/AOasfEj3hfBn3H5O/wAQaD/1crX/AJHx
/wDNWPiR7wvgz7j8kNdea9JhcLHLHcgipeK4tQB7H1Joz+GPiR7wvgz7j8krv/NtlJdaa6xErFcM
7n6xYmgNvMldrjxYYPEj3p8Gfcfkjh5y04kD06e/1mx/7KMPiR718Gfcfkj/APEGg/8AVytf+R8f
/NWPiR7wjwZ9x+Tv8QaD/wBXK1/5Hx/81Y+JHvC+DPuPyd/iDQf+rla/8j4/+asfEj3hfBn3H5O/
xBoP/Vytf+R8f/NWPiR7wvgz7j8nf4g0H/q5Wv8AyPj/AOasfEj3hfBn3H5O/wAQaD/1crX/AJHx
/wDNWPiR7wvgz7j8nf4g0H/q5Wv/ACPj/wCasfEj3hfBn3H5O/xBoP8A1crX/kfH/wA1Y+JHvC+D
PuPyd/iDQf8Aq5Wv/I+P/mrHxI94XwZ9x+SQeWfM2huUDatasU06wWQG4jPGUetzDfFs3SvfCCCx
lEjmGSfpXS/q31r65B9Vrx9f1E9Pl4cq0rkmKVeZdKuJdA1VZNSuWiktbgPFxtgpUxtVaiHlSm3W
uQyfSfc2YvrHvD48t7ee5uIre3RpZ5nWOKJRVmdzRVA8STmse/lIAWeSM1XQ77TEt5Lj03iulZop
YZFlSqMUdSyEjkpH3UPQ4tODUwy3wnkl+BvdirsVdiqMstH1O+p9VtnkUkgSUolR1+NqL+OQlkjH
mXHz6vFi+uQirad5Z8xanBLPp+mXN3DDtJJDE7itQOIKg1betBvTfoMsAJ5MpanHGrkBfm7/AA3r
31M3n1GYW4JBYrvs5iPw/a2kBXp12wJ/MQurFov/AAN5sFzHay6dJb3EvL0orhkgZgiGRiolZKhV
Uknt3w0Wv85iq+Kx5b/c3J5E83pPFb/ouaSaY8USLjLQ1A+P0y3Ddh9qmHhKjWYiL4ggz5b19Y53
ksJ4xbFBMsiFGUy1KfA1GPLiegyJbPzENtxuhjpmoiISm2k9I8jz4mgCtwap7UbbfG2XiRurV5PL
2uR3MFs1jMJbk8bYBCVlJIX92w+FhUgVBxYjPAgmxsgXjkjbjIpRh1VgQfxxbQbW4q7FXYqirPS9
QvIbie1t3lhtV53Eij4UFGbc+PFGNPAE9jhYTyxiQCdzyQuBm7FXvf8Azjppry+X9VuYrya1drtY
3EQhIYJGCtfVjk/nPTM3S8i8v27/AHsf6v6S9h+p3H1b0fr0/qVr9Z4wepTwp6fp0/2OZTo1LzB/
xwdS/wCYWf8A5NtkMn0n3NmH6x7w+N/L+qtpGuWGqKnqGynjn4bioRgSKgimawGjb3mfH4kDHvDO
NT8sXV1pOoaVp4N1BFex6joMzOoE1vdqkbKC5X42WW3+Ft6hh1rkhHYjz2/Hyea0GoGHMRPaxR94
/BY3q3kTWdNs5rxpba6ht6C4+qy+o0bepJEystAfheFgW+yeqkjAY07vB2jiyy4Rd+bHMi5ypbW1
xdTpb20bTTyHjHEgLMxPYAbnCxnMRFnYJt/grzb/ANWe8/5ESf8ANOHgl3Fxf5Qw/wA4M28maj5t
8t6RJYt5XlvWM7TI09o7UDIq8eRFaVWtKZA453tEfEOi7TxY9RkEozgBVG1nl2485aVbzwW/l7UG
kkuGuYY40nVeRZaD92EZSq8xy3O4pTvOEJgVRck+CYxBmPTER+SZR3HnJNGbSX8q6xNBLHIHaRH+
GSS4kuSwH1fc8paEk9gQAcnwzqqKDLCZ8XHG/d5Ad6Mvte8/XOqW12nlbVoIIQTJaotxR5GhliJ5
Mjf78Q7g/ZwkTJui1wjgESOOJJ8vMftSfzHrWsW9zFrereWb63iiWSFbW7UpZMZokRkkrEnJD6Zf
iOJr32rkJCQNkORp4wl6IzG/Xrt8Ut0LXNX1ibULTS7HUbs3Ukt1N9WdTcRNcCkzerHGteTUG69N
siBInZv1GOGIRMjEVt5bctrVdaXzjp/l+aG/0XUrbT0/cxtPK5t0tzMJI4X5ReptQJVJUqKDJGMg
NwWGLJhlkBEhxe7rXPnXzBSzTdd1LVNfs7jRdOuZNXhV39KCTmJHWjxs/CJZWRGFWEjtXxGRiDe3
NyMuKOPGROQ4fd+2vkAqxeUvzWjqP0TeSFjyLzW3rMdgPtyIzfjkvCl3NZ1ulPX7wlzflr5/eVq6
Hecz8TfuHA+InwFMfCl3FtHaeD+clOs+XNc0WRItVsprORxyRZkZCVrSoqBXAYkc3IwarHl+k2l2
Rchmfl5ng8u2zQt6Usr6xNMF6Spb6fGIhIp2ZVMsoXw5N44e74/c6XWG9TEHlt9/9jDMDunYq+iP
+ca/+UV1T/mO/wCZKZm6XkXl+3f72P8AV/SXr2ZTo0B5g/44Opf8ws//ACbbIZPpPubMP1j3h8UZ
q30B6JKmqz+QtM9MO6yWZHqx8q/DeXUMUTgdedSo/wBjX7O8pg8P47y8l2jwjUH8dAhNEtns5da0
/To2a+uNOEVrZzcC08jEQ3Cqhq3qqruyKrV2pQjbI4xRI8mvSmPixMjQB5/cweSN43aORSkiEq6M
KEEbEEHF7EG2Sflwsjeb7OOI/v5UuI4KGhMr28ixgHbcsQBl2A+se9wO1P7iXw+9AXHl38yLeCSe
WeURRK0khGowsQqip2WYk7eGdQJ4/wAB5viik+l3fmrVLxLOyvriS4kBKq1yYxRRU/FI6r0Hjk5C
IFkMiAGc+U/LH5hKdaN00ssR0i9AUXsU1GMdFPFZXpueuUZJw2rvapSjt72AaS2rXGq29vDLK83q
V4eoeifE3U9gpzIlQDaapCLe3W3K5mG+9GJ28ftDDwhNPQPy5vI08n+dLy/gGpR2UNjMlrcSSiNm
M7J8RjdH2512bMTVYYzMYnkWBkYyBBopDq3nqG80S50iz0Oz0yG7kiknlt3undjCSUH7+aVR9o9B
hwaKGI3FsnOciDIk0gfK3mltAa+BsYNQt9QgW3uLe4aVVKrKkykNC8Tgh4h3y3PgGQUWJG4INEMu
TzJb3/5deaJrDSrfRpY5tPt5XtJLhjLFcNOXR/Xll2/dDpT3zGxaOGKYrra5Mk5SHETJ51CJ3jeN
HCxsVLozqgJFeJoxFaVOZ5SqTPeLaR2zzcrWOR5I4VkV1WSQKrsFUmhYRqCfYYBVqzHSp5pvywnj
lcvHa6qi2ysaiMSwszhfDkwBOabtYDZy+zv8YHuKQZpXpWZW1IV06y3DxaHfzTqez3MVxKp+mExH
B/EPc89knxav/OA+VMNwvQuxV9Ef841/8orqn/Md/wAyUzN0vIvL9u/3sf6v6S9ezKdGgPMH/HB1
L/mFn/5NtkMn0n3NmH6x7w+KM1b6AzTyfqd1NoN/YLynvNLK6jokYYGRJA3C4ESMdx6bGUhRWqA+
OSvb3cnRdsacbTA8iz/UJLA2Nq7wJdkxGC1hZA6svpyLPOp6x+vcSqgINSFqu1cyJEUPx+LLzEQb
/H45IK003RdTtPMOsX0du01hLJBPcpFFObqWL/dsiyq/AyDjUxFKksSfCMYAiRJ5OZ+fzREYxJ/H
46sY0OzsbP8ANvSEsYfQtFlsrloqswi5wRzzbuWYKhZvtE0A3OQiPWK8nfzzSnojKXMg/fTz3XfL
Mmjqpl1LT7x3OyWN0l0fmTFyUfSc62M76F08ZWk+TZPXPyg8qyN/iL0tU06V9W0G90+1hS5UzCW4
MfEyQkCVUWnxNx2zEz5OWx2IcfLLl73muiRpFr9oJpUiWC4VnduRX903Kg4gmrcaL7+GZEz6W48k
uV3WnFiKHkKGlCO+SS9L/KSh8veblkjs5LNo7IXv6RaRLYRCVzycxMkn2gtOJrXMLW8fp4Pqa51x
C7+CR+fdU8lzpa2XlzT7eOWAs19qdstzHHMx2VIo7mSVwi92ahY9hTe3TxyAXM7sog35JF5bv9Ks
NbtbrV7AanpqNS6smZk5owpVWUqQy15Dfr7ZdMEjY0UyBI2ew2nmbyzofk/W9W8v2GlXlg8tnHNb
RLdxyVf1lQXUVzJPxKgtx9MkHfc5ro48sp1M+5plGyBvbx2e90RomEGmvHLtxeS4LqN96qEQnb3z
YgHvbqKXIU5guCUr8SqaGnsSGp92TS9Mvddh1v8ALmAw2a6fFpN1FZJFE3ISgwk+rLsvKT4Ovvmg
7Tx8NG+bldmCs/vBY3oVkl9rNlaSAmGaZFnoeNIuQMjFt6BUqSe2ap6HPk4IGXcE90eW7ufNllqM
0JbS9Quf0ZzIKRtbyILZoVYV4lbdwBuadd8riTxAvJxkRLi63fxYq6lWKkFSCQVPUexyb2IaxV9E
f841/wDKK6p/zHf8yUzN0vIvL9u/3sf6v6S9ezKdGgPMH/HB1L/mFn/5NtkMn0n3NmH6x7w+KM1b
6Anfku6gtfM1lcTS+j6fqGGUkgLN6T+jUitB6vHfCC4uujKWGQjzeyWM4vEjsJoFjk0x1s7q3+EC
FJLyGOCKq15cYQ6huhINMy4niFd232h4SYo33/qSPUNHvrPTY9XllaSC/tZLjWNPNGill0+IvbRk
EciPhpJuKqpyswIAPfz+HJydOBkyCHnXz5sF8iT3N951heaQy3d6t0gZyAXmngkVRU0FWdgMjgP7
wE971faMBHTkAbClax/5x+/MFiH1S2XTbcbswrdykf5Edp61W8ORUe+dJPWQHLd5s549E2uvyajv
4FtNO0vVdKvLccY9QvoJJYLs9zNHCrvbNX7PDmKdd/izExdoS4vVE0zlIAXxA+X45rfLn5L/AJia
VcambnTVMV1pt3a20yzwBXmnThGlHdGXk23xKMyp6mBA36tUs0SlVn/zj7+aT8nk0+O0kjVniD3E
LF3RSyopiaRVZiKAuQK9SMmdVBkc8UN/yoP82f8Aqxf9Pdn/ANVsP5rH3r48O9kXlr8pfzG0zRPM
mnX2nLbPrVnFbWML3drSa5S5jlCjjKfiWJJG37VyrJqIEg3yLGWWJIQ2n/khqmlFbnXbG61Wdd49
I06KbgzeFxdFFVV23EXIn+Zcqz6+h6ASWccgkasRHeUx1PyLrvmsU1vy9c6PqMS+nZalZ2bmAQoK
RQXECDkVjUcUkSrBdiG2zD0usyRNSFhuyjFH+7lfeCo6J5R8zeUdA8wWL2tnqd7d3Vh6Fp6UV9zS
BbkyM1rMjSR8PUTd4165drdVYBgfUwwmE8g4jUd/JQ80flb558x/o2+0Ty9bxRvYxC+jgWysONyH
kD8oSYWU0p+zvl2j1I4PWfV8WM5wjIgHa9lmiflb5o8rWGoanr2gJeXs0a22l2DxLfqHMivJM/o+
pGvGOMqtWqeXTbI63V1H0c045QnMAmh1SbzJdeY006OyvdHj0exaT1fSgtPqqySAceTbDkVBpmlz
Zsk/rd9o8OnE7hLil70LG50nRFZFC6lqXKslFZo7NkaMrvuhn5N78B4NmNOVOJ2nqDKXADsOfv8A
2KQ8w6h+irfTlCJBaSrcQMikOHQuR8Xt6rfh4ZXxGqdZf2KnmaOCcWWs28KwJqiSyXEURPpJdJM4
lRA1So4lH41NOWXA2Lei7NzmeOid4/ckmLsH0R/zjX/yiuqf8x3/ADJTM3S8i8v27/ex/q/pL17M
p0aA8wf8cHUv+YWf/k22QyfSfc2YfrHvD4ozVvoC+CeSCeOeM0kiZXQ+DKajFEhYovoXT4Qkcn6N
jWe5u7+a6nILMtOXrWqs/wARWNVlST4j0BAqSMzcfLbmT/Y+e5xUiD0U7+80nTNE0vTNQnM00+ov
ZwhyDJJE9y9vO70rt9Xkep8ThkQICJPX9NfcjGZcfEOm/wCl5V+WlqYfzF06KUVe0mlenT95bo7r
X/ZJmEJVv3bva9oSvAfOvtZ/nEoXzA8+RIJf4yBXblvTf55KXNjHknPlcOk99NFLxkisLl1Klgyk
R7EGg3B98z+zrEpEHcY5fc4ur3EQRznH70lj58vgPE0IrXjsRQipp2zXi+jlldSZI2UOAjU5qHFD
TpUA75LcBGxKb+X55Y9O1lVleNPqysQhP2vVQVpUdjTM3RTIx5BZA4f98HF1MQZw2/i/QUnWR1jd
VdlD0DoCaMAa7/IgZgiRAO7lkbtOUKoFBqF+P3NSf1UxNbKE7s9Q1SXQdQVrmd1hNuIgXchBVhRd
9hQZsMWfIcE/VI1w9TtzcOeKAyx2G9pV6lzcjjLcEhdwJXNK+1a5g8Upcz8y5NCPIOrPbAmK4py2
YROQdvGlMNyjyPyXaXMJf5ye3m8qWh1eWU2X6Uj9Z92b0/SaoXvv0qOnvm/7KlI4pWT9QcYgjOOA
Di4S15f/ACf8wa7q9hrGrGBtFuSs7cC6P6IFURI3SNkToqin2fozaw00pEE8nU5JiBIJuQ+96F51
/Kfy1qHla8ttK02KDU4Y2l0+SP4X9VBVY+RP2X+zQ7d+2ZWXTRMTQ3cUZ5E7vJdH/LPzdq2l3miX
enTWNzF/p2mS3EbpEZVURzW/M/CDKvEhv8gVO5zDx4pcqdrpdYMMrO8Tzeb3VrcWlzLa3MbQ3EDt
HNE4oyupoykeIOB6eMhIWORfQf8AzjX/AMorqn/Md/zJTMzS8i8x27/ex/q/pL17Mp0aA8wf8cHU
v+YWf/k22QyfSfc2YfrHvD4ozVvoDgCSB49K7D8cVt9M2eo6Roum3VCW4ahc2cUCbySSQztbwxqD
QVEUaDwAFTmxxyjCPxL5zm4pztgJU6tpesa9JCbe4t9XQQWJYSmKSzR5WCPT9t52YgCnU98xD6om
X9Ju5ER8ki0G3a0/OqCFaqg1gmIg/aiklLIwPdWRgR7HBEVMe96rNLi0V/0AzDOFbla7lke4cu3I
qeKk+C7AfRk8kiZbsIAAJt5TmkivrycDl6VlcSMtSteK1oSpB3Phmw7LmY5JSHSEj9ji66IlAR75
BA3Wo21zPNO9lGJZmZ2IeQAM5JNBXxOYuTPGcjIxFn3t8MRiAOLYe5BMQTUAKPAVp+Ncxy2sh0zU
PU8vanYrEESGD1PUDMWYvNGDyFePbbbb6Tm10+ovT5MdCgL8/qi4ObFWaE7619hY9Qgio+g5qnOV
pD6EtYip5JQ8TyA5rxYb18Tkz6Tt3MRuN0/0KSaHy7qDwSKtUk9cgiqEtCsdV3PxqZe3bNzopcOk
yEH1fo2+/d12pF54WNv7f2McICkMHVjXoAf1EAZpOTsnbSVLMqEUoKUB/wCBGPNeStqGhx+YdW8l
2V1KZLZri4iktgW9F4rQLcsShAAZg5Vj1Ip4Z1fZZM8MQehI/S6zJk8GeSQ5mP37IPzt/j0/mReT
6XrLw6DHNbFbaPVIIlKrGsMsSxtIpiPJ224+LbsBnZ4fD8IAj1e51UOHh3G/uSTy8Pz90WW6iS+9
W+IWKO21DULWcUcNLyRJpyA1BWvh7Zbk/LyrbbyB/Uyl4ZZnDqv/ADkLBflLm0tWje7jFpC7WKtL
AvMygAToa8AGIBr7jMYx09bE8vP9TXWNif8AzkVoVvZebLTU4FCfpS3rOB3lgIQt9KFB9GaDURqX
vei7DzGWIxP8J+9mP/ONf/KK6p/zHf8AMlMt0vIuD27/AHsf6v6S9ezKdGgPMH/HB1L/AJhZ/wDk
22QyfSfc2YfrHvD4oAqQPHNWXv5GgS9pGmeTH05rEWkcOtWWjzyr9ZVEaBAgjQ3XFnRZHkl9X+Zf
bvxvjagT4rJxyyDl16+nyAFdxeVMyb33Tiw8sQ3ccbywy8nNub6QyyxeubiNZriTkFJdjKQT8VK9
wRkMvauaJlUzvxfft1/Q1+HHuQWgaRFJp6xD6zYpcwm+a4jeZma4nAX1yQy9VZgeNKjpmVm7Wz4y
eGV+rlt8fiw8GJ5hIToGvWcPl3zXHIlzJYER21uqSyt6K3Di2kmlKIqp8QRTI4BRBxY9B1mIS4Iy
67fgtuPVAQliraSZ3qzWmmPfx3dvexKjygRgj1FjBP7khn5GgPP+X3pvr8vYcBG4y/H45uWNbLmQ
jBBcvNdFo0S4trh7eWzaSJpjMtDwSJXLyEhhTgDXNZPsvOJGhe/eG2GtxmPMj4FEadeTafZ6peRz
QQXUUUtosUkkDuLgSIhjMRZ+Xh9kjM3s3R5MWQmYFcJHMfc06jNHLECN8weRdp2pT65oil5rdL9L
qUPGzWtm3oPHE0QoPRDirEVyzXaWWWMfDiLs39Me6u5lEjFM8V1Q7zvvfetka20OCbU9QltZFt4Z
XhtRJFctLJ6Z9McIzIOPIgkttmNo+zZxyCWQDhHTY397PJn8QcELs9dxTHfKX5pNqN9daZrgtdPs
r2Axx3MFtHGUkWRZAZCnA8eCkfOmbXJghKEogRhxDmIjvvo2Z9EcYE4mUzE8ifJPJv0JbB5brXNP
W0jqWkhuYbiQgdOEMbl2J7DNLDsjIZUSBHvsH7F/MEjaMjLuo/etu7nytbIlzLr1qlhMqvBIGEs7
B1B+KCEyOlCaHlSlMn/I8uIjiHD39/wCxzzIrglxd37SmWm3mkxaNqCR63p3+l+iLeUXkMYbg5Zg
Q7Iy7dmAy3F2flhjnHa5cNbjoWnJkucSYy2u/SUItslwDx1bTpVXrS/tmArX/iz2zEPZec93+mH6
278xEdJf6U/qVE06Ra8NRsV6VpfW4+X+7MR2XnHd/ph+tB1UD0P+lP6nSeYLHQdW8sNeXtvNIupS
8vTnSYRw3EIty7MhYKAXr9Gbvs3HPDCp8+LvvanEzYzmMjAGuDurkbeTeavLvnO88/6lPb+Xpysm
qskMaWx9JnWT4UWUKyKGC1Px0653+LJAYwOLo4MZREefRT89eSvOGoebNWvbPy3qCW7zymixTSrW
ID1DGxQfu6/YAqANlZgK4cGaAgAZBOOcQBuz/wAxeQ/O2p61pV41ml0+r+pJaTi6vbZLQNpgCwPG
FpbrDIrMndz8DdSMw8eeEYkXy8hvv9rTGcQD+OqA/PF76N/L2k3TteXGj2EdtqGo0cpJeMiGUc26
txCue/xiuc7rJiWQ1yd92JECMj/OPLy/H3M3/wCca/8AlFdU/wCY7/mSmS0vIuF27/ex/q/pL17M
p0aA8wf8cHUv+YWf/k22QyfSfc2YfrHvD4ozVvoBFs6/KvSdH1fVLqz1P1nN0qxRpFcx2wKkl5DJ
ydXdeKdFRvE9sY4YSIBHuef7W/d8MYgAc+TKrbSbV7wNp2tak9pJeLplncwOkxWGK0E07iQhvhWo
4HktQeg45jy7OwS/h2v+0up8U03IfMS+U4da07WZv0cLqO10azvbW3FYkLJC6ykJzYbCvGvttmNP
sbTkGYH1E9TvfxZRzb0UrX/EAZvKKXUepRWOpPDZB42jd54JvSVy6SxntxHNvhXYGgFNjZB4BvRb
hDGY8d0a96Ivb7zXqnl68kuhCIbRAzq8E8NwUEyo8ihQU4xM3CRWPQeOWyzTlE2xlKPEBexUp9c1
OHX/ANLrYxWE16r3Uq8mmW6F2GDKWJrHG9GXihDAmpOy5SZkSuubZh0omCOL6fxaGstMWVbmWzsZ
vqwuo4rXTIWErhbgSOrGUqDxRbcMX4k9K9ScAjd05EsssMADV7/j7WTQ+Som1EWsMc9zaNx+q3jM
EgLlI5wkh9KX0gsfH4yTypt1plow7048u0ZdwYT5l0+DRr7lK1I/QWW2szIjMk0LJDJRyBy/eROo
YIOmVyjTt9JmOWF1ve/2sJupzcXU05FDK7ORWv2jXrthdpGNABPWurxtWg0+GZLW1SxhnYrBFIQE
sFuJCAwXkzEHq3U5iCEBiMyOI8RHM/z+EPnut1eolrZYozMRxFUgvbuLzDpdt9aFzaXLQSy+pbQR
N6TvVgyj1P2BXZsEscThnLh4ZDi/iJ3+zq1Zc+qw6gYpZJHcWks9y8FlBJCkQMkkqylokcll4nYu
GovFxsBmVixiRIN8h1Lse3u0NTgnAQnQMAirm9ubWey9L0IXmtopapbx7s/iCshqR4UHsMGPHEiX
M1I/xH9jqcva+q9IOQ7xH46smsLr6xEkjyc34rJK9FG7RqT9lU618BXYZXHqPMvU9nZJTwRlI2S3
ewyT2pjRYmOxKTKWUgdR8PQ+/b55IOwgQCyLUfzA84yeTrHT7TVBpzwyyQ3l0/qeuIF9MQH10EjE
VLguqg0UVO+95zy4QAXVajQ3kuAu0T5N8tea7PUbbUbrzxBa20U6yNBLeSFbmGizVCyMiukqupqe
zV65LHCQNmVfFwZQJscJ+T16980pIpi0pGldkZ/rkkcgt0VQDyB41k2aq8fhP82Zssvc1xwVvL5d
f2Pnv8zPPUWowx6DpFy82ko/1q8aQK7SXjks7LLQMy/F8qkgVULmFOd7Dl+l6fs/RmJ45j1ch7vd
+Pm9G/5xr/5RXVP+Y7/mSmZOl5F1fbv97H+r+kvXsynRoDzB/wAcHUv+YWf/AJNtkMn0n3NmH6x7
w+KUR3dURSzsQqqoqSTsAAM1b6ATSarpnmDTori6hb0fRTjd/V7iMyIjsIyJUjcuo5kK3IdSAeuL
gyy6fOeA+o/H70w0nRfPg06Y6b9ZhsbpT9Yiim9ISJsDziDqzL8a9Vp8Q8RiPJpzflJSEZVxBPba
51220uCxbVLswW6qFtlnZYVPIN2/ZDKpAPSmQ4zyvZxZaTEZE1zTaDUfNcN3Jq4uLc30UTyXUfoW
b+l9YKh52gjSNldn4kysvxbA1B45Pjld/qcP8riJ4RI2lNpBdR2d9DaCztF1BWhvL5lSFgspLfVV
Z5EgRWePsvLj345CJO9dWWXTRjXFLb3K1tp11JrkVhclLa4MiWwt22ijQv8ACRU8m+zF8TMSfHGj
dN+HEIQM74tvx+lT0vzHMms21jpsUNrFbTpdSTNLKHMNonrOJX5PGtBCoLKvUdOq4Yy32cDJknl2
O9vdPLkOlXFlJHofr25t72Ga4jul9TgfTRHhikkEilRbjipiYgD7JpmyxgEenv8Ax9jr5WDuwv8A
Mr8u7fVb+TWBJE1pbiVoWeYIkkrs5No3Hk5b6ySy8NzzZdiAcpzYt7HL8bOfo+0J4YmI6/Z5vD/M
drp9tfRpZgR8oUe5t1kEqxTEnkiuCxpShoxqpPE7jMV6fRZJzx3Mbqr3Wkvdw38d/d2d0lvBCRHb
I/ExW6wPR/XSobif2ehzGjxiJgYRlGyfq75X/NeX1vYGeeollhKrNj8W2iTp5nu/rNw929tb3Fbi
QcWqtqyx1FW+yxUdSPoyUyDpxwjh4jHb/O3dBp8UzreGR4pA8/glkN/dQxelGwCBi4qqkgsADuQT
vxG2WHGCbfR82hw5SDOIJGyo+rXr05mM8QFWsUWwX7IHw7ce3h2wDDEd/wAz+toPZOl/mBkPlTTv
0lFc3nqOt4HjtIynBIUaVGNv6icQCjPFx+ErxpXfpkhAAU06iUdNwwjECB/GyYaPdHVLdp4oiqq6
xyKGFEH7NXaiio2Xlt1ORMWWcDGdymU+paJ+kb2xlaB7aEQ3FtcW7/7qldInguHd5EDqZAxbseW1
CAsjTqI6qcSb3an8wMk1rqGgLayHST6EZu5iIjHNax2qssk31Q1j+qjiRSh8cmJ7tumywlxjIaE9
9vf8e9jXmbzF54vrWmqvIunySMVMagQOxZ34+slfU4+qwAZ2oDiZEu50uLBdwon8fJi2Bzn0R/zj
X/yiuqf8x3/MlMzdLyLy/bv97H+r+kvXsynRoDzB/wAcHUv+YWf/AJNtkMn0n3NmH6x7w+RPKrxw
tql2QrS2thK8MUnLg5kkjhdWMZWQfupXoVI36/DyzVnkXru1SRiodSEz8saddrbz6wL/APR99NxG
lIzRsl0BMI54W9RmI41Wgcbj2zEM6OzzhZOk2rpfIl9cJc6bBPLOVjhQ25jWWJZ2s7lwSXMjCvBF
oeXErXIgi7VSEcenTJZSWoe9uLh2W6kiM5llkonpzcP30RDR/A0bVBJUoysaZcS7WZlkHHCVCI5c
h+PxaAXVZoPNN5e39tDLbx20q8YXHB4bSJEt6FubLWS3jZWZfirXocIPq3cHDGU5gA0ZH7+btS1G
S/8AL8txZJFJZzvyuPUj+rS0hiYFytfq/LcpWOnM9FB5DBPkz1UJwIhM3SG01ETzpYXXJobq1toL
2eNVJ+O3tvrCuRUivGONmQ/tErko2KdhGZGjN+Y+2kLotjHELy1vIHtZDpV0/wC8XhIpW56MWVf2
Yyv00+UIinW6Q1liR3vor8ttRs7rR5IrV+UUJgMQ8I5LWJh8wH5rX2zZaeQMfx3OBqokZDfOyxL8
3/KqXdtJd6LGkdxdpL68sI4c5rZ/3qsyftPCZi9dz6dPbKtRAcx+Px+hyuzM0YZRxcnj9voNjDYW
rSw209xKjtOZ72O3KsJXQKEd4jTiqmtO+U6YYJ8Xi5JYyDsBG7FDf6ZdbHwc3tPtLVY8tYYiUK/H
Vw0vSzepYzackTTLVZYrhpQAy1VlZWdGzYZezcX5aWfFllIRBO4A5f5oLq8ftFqhmGOcYiyj7maW
SabSuMtzBAgEhub6SOMonHd+bpGN6UzHw9i6aOnhqMkzDiAO0Y8z3eklx8vauX8xKMIRMgT+OaU6
lpmlx6bcy+lbW80aqbcwXsdwzuXUFSiySGnAsa07Zj6mOCPD4OSWQmW4MaoUd/pHWvm7rs3tPV5M
ojlgBEsayt6dmfkTUtKjs7qxuplguHkSWMyEKjhGR92LxCqGP7PJSQzcTyoCun7UwZJGMoi6Z75c
GgaHbyBJUUW8TyJFJDJFIQ9AvpvNw5s3pnlRfiJHRQoycSA6TPlnklcubH/M3lLSdTs9V1jRITGs
KepMjBo2MsTt6yiJqMnw1JDD7QHHauVygDZDAFW13z15DuPy6bSbKzki8wXFvaxTyBKxh4ZY5ZPj
eT7NUNKePhXJyyQ4KA9TARlxX0T9LS2n8i6fcLHbm4ks7OOSS4H7p1YRqyTldynj/KfiFGAOGvSC
yjMxlYNF4/5h0+ytLmJ7JiLe4VnWJmDmMpI8TKJF2kTlGSrDqPfIW9XodScsLPMbPc/+ca/+UV1T
/mO/5kpmbpeRdH27/ex/q/pL17Mp0aA8wf8AHB1L/mFn/wCTbZDJ9J9zZh+se8Pi22u7q1mE1rM8
Ey1AkiYowB2O6kHNW9/KAkKIsPUdNsNTm0iztbry9cz3x9Nbq9kgCTsEmaVOUlwjD4WkKsSDVAo7
ZizlA1Rp57UaaBmSJADu/sT2DyY8t7bXkmnyRNFcvdyVKBy8oCkLJDPbcArfvFCpse+Vkx6Fw5Ye
4j7Vt35a1u2vW1G44fou0h9OUyMXlk9UrHJKQPUoec0srMW2r1pl+CYJoN0pxjh4f4iVDWbTTtZa
HTDcp6uof6MvEiRwJSHjkCg1IWWNGY/y8sypkNeHKccxIdE80nTtL0XTZ9GuZY0S1VLe4WY+nUGN
FdqOaqkskjOP9f3yUardx8+U5JmXeULoH5Yafq8zeZLaeeW6uFuIZDVPq8spV7aSRuSksk32zQ/t
ZWIZDIULj3uTLtA+D4Zr8ckJ5A8j6ld6vrOl66ji+0uC2iceonJVvIy3FZkrIUCx/CqsAuIwzNgf
UKcSOYRIkzoRzeXll0Gyt4pjdyQywLczSssf+jSliW+KQ8f0fyG/2m6jMgGWOFHc8/sP6mqcvEna
C1TUdQmtZNOu3tn4O0kJhiNuhD2lwJYijyTciaqa1+IvTIRzeJD8ebOOPhmPh97xxxcQanBpVtcC
0hSASuY1QVZ4jcmgJRSx5cVqR2GbLRabCNEc88Qyz4pbVv8AVwjoduvVwe0tZlnrDCMzAe/yXm0K
3X1+SW8u54UJVGithyCoQFqt05A+Sn5Zj5+1D+Xlhjg8OEgR/FQvr9A+9cXZxOYTlljKV94/W2bV
mu3vo5by0mnUF4xFbVAYAlTyukP3qMGDtQ/l44ZYPFhEDf1Ua6/QWWo7OrPKccsYmz1H60NLczmT
V7W5uGvbS2QpVVQmStxHDyQfEK/HVd8v7U0+COkx5IY44skzHpRjsZUeXdRY9lanNLVcBmZAee3O
kruNHsTGVjgkgdqhHmEibhS2wZTy+zQ0zFGnhLHKUTMcPD9XDXqkI9O53p7Y1GLJEZOCUZX9G52F
9/yULDQ4jIxuW9VKBVEKsSrE15vz9EBAoNTy22yueERIHEJ2eUJAy+4/c5OTtvxInwgYSG95I1Gv
nzRjvqoudP06x1G4it7uT6qjrNKsIUy+mqlC3w0rzK+DDJazT+Fk4BxfSPqrmedEAAjp77Y9kav8
xjnkyRgTE9Bvt33ZejWrW1umo6db/urm8trfmXrVBNIYmZiaV9GKaOrdDT55jjaw6uRJNliek+eb
a41W2sZdKhsZJplgFzBHb+pFzISvFoTy49xt4YA7fJ2TwxMhK6Hd+1lFxp02pWzpNN9dWQI8UErs
yxTyW8ZWUHZWjMk6r6dPh+0Kb48Nun83mvnWxFrq/MSSyJcxpPF6x5FYpEDxry9kYdqDtger0GQS
xigA9p/5xr/5RXVP+Y7/AJkpmbpeRdH27/ex/q/pL17Mp0aA8wf8cHUv+YWf/k22QyfSfc2YfrHv
D4ozVvoD6/8AJ6W1/pEFxKgkZ4YXB36OgOR0GGE74hdPF6uUoyoJZ5h8yWVvexWmmT2jTFnSKOMw
yvLN6fKGFg1ePOVDGeO/xL0zZjTYx/CPk4xOSP1ggdOYtMLDzt5altyryiWRn4FIbeV1pITwRqR8
Rttud8ck8WPmYx2voNhz/a2Q0eeQs/eP1sb8tW3lPSvMepa7p0V3cTXTSRC2S3it44/iV+CI5iqw
p/XMKWp0+GXFKQ3F/A9dunm5EtHkoAmI+N/dah52udH836ZDPPpV5b2to5uGunjgjkeOOMsEDN6j
BWLClNjkdRrdPLIMfGDO+Q3Pd9nXubIdnyjKuKN+VlNk/MW7htbYHS4rJJfgt1vLoxswValioiNB
tSpPXLT2jjsiAlPg58IuvLzPWhbL+SxZ9RNd0f2oK385+YpmuLyy0vToL+aKOQlt5JkWQxLycNHU
CnwVPyyGbtPDjlvf1cJNHY8PF93ybD2dhBoylX496I8o+a28xapc2es6bbrq1lFI1tdJH8cdDwdA
WLsp+LsczZiM4cQ3sbFr1ugjhjGcCTEl5f8Amd5h1Gw83i2DxLA0ULxTSKS8S1YOFZKOFbfkB1zT
ac3F2ek0sJw4iPVuw6+8xwyukr2dpdzFQjv/AKWm0YCL/u1R9lR0GZuHV6nFHhhklGI5Dhh7+sbc
XN7O4cszOQ3Pv/QWV+UfJ/mHX7GHU9NsNOto5mlit5mkuS4kjVqni0jL2PUH5ZZPUavNExllJjLY
iob/ACjbrsvZek08+vFHfr/xSa3P5c+aNS1ScxadprMxlZpp57kV9JxGxPpuFJLH9kfOmHBn1cIi
EMshGPIVDp74teXQaORM5XZ9/X/OS60/LvzvfQTrp1pp1pxiguZJ4biRmMTlpI/tPNtyir0HQZXm
lqNQAMszOI3oiA6EX6QOluTptNpNNMSF9RyP6ShW/Krz7NNqFoXsgLGON7mQcUHGZWZQrCJW6L/m
MnOeaYMZSkR5yNfe5eMaDGYzjCpXt8PiuP5Oef8ASbW6u1a0Cx/upo+fqMSeJHENGRUcgQRv4ZDg
nDcEj3GnIz63S6gCEwSOaXr5B88ajp1pdu8JtpnlEUryBXL26uW9Q8edVEZC8+nbK6kYj+aLruHf
Xczhk0uLJIxFSIFqb+ep5Rz1L6zFqapIkkg+NJBOnxt6TNF6bSEh3NWDHfj4xO7DJ2SCbgRwsbl1
eRddfV7KJbSQXBuYIgPUSM8uQWj15Ae+Lthi/d8Et9qLKF1y80/RFa7jg/fBSLcxRurEtVDQq4+F
I1pXp0yHkHWjRYpS4YjZh17eXF5cNPOxZ26Dsqjoq+AA2AyYdrjxiAocn0D/AM41/wDKK6p/zHf8
yUzN0vIvM9u/3sf6v6S9ezKdGlnmW4ii0W8jc0a4gnjiFOrCCST/AIihyGT6T7mzD9Y94fFmat9A
fUfkYXWo/l0lvaPS6uNKjiiblT94sXp/a7b4ezz65h5PVmMM4MuQn+lg+j+X/M9ld3EdxYXFpbSx
+nPdfU5JStOSnlIGX9zxck8Vf4qGjD7O2XtOEckvEhISvpe4+DLbHRL+PWb680jTpzpkxh+rcYYr
YMFQGR+EjWjDk5bagFSTQimajtbQT1MQI115n/jsh9l91Wx02aIxcMzVE9/6AU0tNB8xxyXLfViq
yT+vGZbgLtwReLcTNt8Hv8hmsn7PSnGNmAIhw8r6k2No9/k2T1eKhv07v7EofTLiKzexudX0WyjE
fJl+slmWNq/vCG4UPqSKQ1etM2f8kQ8TxDKRld/dt7qFV5lJ7QwiV1I/JCLoegzTWUV35s0+7uLW
5Wz9MKLpmuLslo4pR6p+Jv2KjMuOihHiEbiJ19O1UK2rkp7WiL4YkX51+hkp/K+GZ7h7vVriU3SC
KYIkSDgrBlVQQ/EDj2yWPRYoCIA+g2OfMggk992ebX/KxFVEbe9OfLXknRPLvqtZLJJNMOEk8zBn
4VrxHEKAPkMyi4mq12TNXFyHc8C/PWzlTzPYMUbnJaCMLTclZXOw6/t5oNODGwXpey5g4z70q0jy
Tax2H13VwSoZRPEJREY1ZgCA9GAcDc8hQdOtaZHm4+p7TlxVjqh170LH9Z8r6xBNLc3Fxoskc62U
8EksYcFW4qwilgZWjmZWkj5j6QQTIbbuXCcdRj9IHFtd1+o9ORpmGq3urafpq6/aaZf/AFC8t2e1
ae+kZKTSAQsFS7km+ESAtXq1NhuSZAjfo4eOEZS4DKNg71Hu5/w0iL+w0y88x21x5b0jVLa0jMVt
f2KzBDJMAKJJJ9bV4nRJkTiTtutAQcJAv0hhCco4yMkok8wa6f6Xfkg7ny75q0y1S7/QeoRSuZbN
blb/ANRpnRDR54op+dU9OVuKsqKf5sBhIC6bI58czXFHv+nl7tvd5sk0zQZj5YvTeeX9TuHupBfR
3DXoVJLbjE7GSNr35qEJZuNKsWqcsEPTy8/xu4mTMPEFTiK2+nrv/R/HcgLrRZ9OjaC90TVXtYpB
J6Mt0oEQkEqWnGRb1wg5p8RKmh3BGwyBhXMfjo2xyiW4lC/d7r/hTHWdA8irYDU7nyfepbzkRx3j
3EUlBBzLF2N4aKY4qVNBTuNsslGNXR/HxasWbNfCMkbHSj1/zWM6loejNpP1e08kyC+LLJHObxFr
bkpFGzcZHo0sjfY69d++VGq5buXjzT4rOXb3dfl0SnVvMvkT0Yop/Ls31pba4kWKaWYoJLkCSzNV
uB8CRsCdgTgHD3fjo34tPmuxMVY7un1dGB3slvJe3ElshjtnkdoIz1VCxKr1boPfIuygCAL5vfv+
ccLiKLyzfRuaNcaiY4hTqwthJ/xFDmbpeReZ7d/vY/1f0vYsynRpB5z/AOOdH/0c/wDUBc5DJ9Jb
cP1j3h8cZq3v3t35e+YNfs/zA0vy1bXaHRY7cRy2QjWqlbflJykKB6+qC4+I7Gntk9OayCurxuqP
GZSPeXoP5i6T5rutE1k2GvnR4ZIYRZzwjhLBIkqF29Sq7MoYE8h9rtTfaOPARnEQiPXfN5Bd+WdT
MUV7e+ddcuIZ5YbhBGXcUt1IdSTes6BnmU9B0Ap0OLlQ7LyEkXGx7/1MjTyR5d0y08y2iyalfly7
XC3JtKiO+jSN0RrhJnQKpbhxHLehOLDHoDLhuQAlf2JTb6D+T/lnQhqN7o1/cXP1VXW3SaMSiH60
pjdWjNp8XKPnWm4DVqMXH1WDwshjdpv+X11+VfmXWza2vky6sop47S8tr+4E80LTQwhUiUq0ixel
E/Btwp+y3aq45e5YoebefPNH1nU5tB9ZYLCGSOC4Aajz3Dxib0Sf998GUlf2jsdtmw82Szw9HKw4
xzLDtWtoo44pU9FvqTevCkpVWgUkGR7eT4TETxrueNasAG+LKJBy4ylEEA0DzQ+hWc8vqzmULps3
IR2SKhjYMKNRgPsg1VadaV75GA+TFRvNFsbqxn0824McTgXcMNBJsv7q5hBoDLx68tnHJCdlZWm3
DmljlxR/tYPruo+cdIki02fU5zZxwmKxkikZYZLVqL8FKfD+7AKndWFDRgcBt3+njhyjjAFk7+9C
2fnjzhZqEtdYu4UBVuCysASqhFLDo1FUDfwGIkRyLbLR4pc4hMbXzv551Gvra7drb2Aa7dkcqwNf
T2K0+J2l47923xMzXNxdThwYYGXAO5FW3mLzVd6XOul6hqgu7TiJLOSU3HqWzbEqQiMPTalVNRQ1
244IzJ73B0ubFknU4wHnyQj+ZPP93eMNQ1S9g+FHuJpi6BEt3MyNQ8fiVmJTvU0HXCZnvdhkhp8c
OICND9OymPPOoiGK0a6v3sYX9SNBchCHowZlURsi8/UbktDWtCTlXiHl0dOdX6rEI/JR1nWNetpE
9PVZrmzvo0uYJz8DOqu4HNani8UnNOu2/E8TljudJ4WWHEIgdEve41zWaJPcSXSwsz+pcS/AjS0D
FpJSFXlwHU9sSXIkcWEWaihLywu7N0W4jKeovqRMCGR0qRyR1JVlqCKg4tmPLGYuJsPcf+cfv+OE
v/bZf/unyZmaXkXmu3f70f1f0vbsy3RsT826Jo0FlFJDYW8Uim4KukSKQRY3BFCB4jK8g9JbcJ9Y
94fJlhbfWr62ta09eVIq+HNgv8c1j3s5cMSe5mFt+YM+ieebzXLWyglkSaZI0LOFIPJObcW3dgxN
ffag2yMcvDPiDxp3jT3Wx81av5i/Km615LeG21GW2uWiiaRkhrEzBSz84WVSF+L41+YzaYchnGy4
p/dyBDyg+Y9b1vS4beKXyxZ35hV7e3W5S4VZ0u/SkaFI7meP0Jk49Pi5A1H7RsbRrcoNiRRk9355
XUjZt5l0i1it9WhtGg+pMVMd0skk9vJKbaTj60aofipWpqVFMWo55nez/Zy+SS3+p6hdXVny/MDV
XVdPubn6pDYzwr6CQ15Mivaqvwt6o3qoKgU+E4tRNs18ofk++oWrXt5511fUTNDHDdWskhjeAstv
cBG9KaThLwReXxn7X0krb2K1s47PT4bK0+CO2iWGDlVqKihVrXc9MUPEdQ8ratpHmixt9d+o302u
Wty8l3etxtH1HnKSWoKrxikThsOwGa2WMxkLrf73LEwRt0QOqeXoPL2uxWV5EjD6h9fKK8lzzMDu
pJ+Ek8Q3qbLQca5CUOE15N+I8ZoKZ/MDywoSt2pJ+0ESc0HanKJa5Lic38hm/m/aP1oW58/aR9cj
ksplkgT4bsuDGWUiqGPnxYlWrXbIynvsg6HMP4fuS/WNZ8makhilu1FrcVkmURz+rBOeP763rFxL
MF4yIWVX70YBgmnI0+m1GKVxHv3G7zs0rt07ZF3zI/Kt1YwWWoh5Y47+cwxQrMQEeAiRpVq37sES
rCw5HtToThPJ1famLJMRERY6/o/SyHXtUW41CaXTvShikkka3g+tWjUBiiWBaQzyV4urk/MD5OTn
YdCNLlA3jL5FD38V3dxSIbSRLd2cwvLE4UgSFV+I1QmONwxFftfPeB3ayCOaD9a3m1MPJb8NA4Oq
ytEknps4MSOx6/BJQCu1R8zg2vyR96paS2noPZm3he3VTJDFIqSMhe4EREbyc3UcJQ5o1PhPffEF
ux55w+kkIq30zQ9UNjpkUEkD3Eyq6qVRBLNyHNyA20SRHb/K9zkgBKgjNqJz3kbpItetBbaJZ26y
LKLa6nqwJqBcQwSoq8gpK/a3G1a+IxjsKdv2PL6h7v0vUPyIsLG70KMXVtFcBdYcL6qK9AdPcmnI
HrxGZum5Fwu3f70f1f0vaf0NpH1f6t9Rt/q/P1PR9JOHOlOXGlK02rmXTo7UPMtvFLot5I4q1vBP
JEa9GMEkf/EXOQyfSfc2YfrHvD5G8lVPm/RUCB/UvYI6E0pzkC1r2K1qM1sRuHuNYP3M/wCqUpCc
rnhBX4n4xV67mg6ZivKB9NaPotp5T8qN5V1y6utXg1pbhECI9I4ngo8QYs3DatKdDvtuc3ODGYRo
m2qWI5BKUf4OdvKtG1f8vxDZX2g/ljfX0oglWNZp5AAqSyTen6aiVWrIA26ftClaZa4jJ/LHmDUL
/V71Lj8q1sVeCK5M90nJ57oekXVnuUiWqxNIfUZtyu++2KeEovTfNf5iwXF36uiaDpmmLeMtrKBD
EZLSSfd2VrpSHeMSP9nc9vAtkdPklyifkn3lLzd50k80rZ61faZd2l5BbC3htpDG0cnphpG2icuz
gluJfiOgO+LOWjyiJkYmg9NxcZK/MPlfQfMVqlrrNot3DG3OMMWBVqUqCpByE8cZc2UZEcnkH5r+
UvL/AJX04anolgtvdWssSxSepMeCsDXj8ex5d81Ob05eEDZ3HZ2KOU1LzYDDYedfOWkTTBHlstPr
KD8bjm1amrsxUbHptX78zMWllMXfuvq7E5cGknQ5nn5IHyHo9le+ZDZanp81+qRSN9RjJjZnWlAz
B4yo671+jMHPnhgHFk2Ac3VZT4fFAgX1Z9deV/Itn6FzdeV7lYZHjgjgWaQiSeQRKIzILpzu4koQ
g2I2yiHammmaB5C+vIc3XDNnNgTHy9/9H3PP/NFx5Im0+xGg2klnqERcX/JnkjlBC8CrO7UIIboM
zLBA2dlpxmEjxm49GNYHLdirIfIkWmzeYoYtQhluImVzFbwOY2eULVAXDxlQNzWuQyZY4xxS+kOL
rOLw/TQepa2fK2nxnV73SdSgs4zGEBvLiT4yByRpfrcjU5VKsqA5Vi7S0+WfDA3Lu3dLjwzkeEGB
P9WP/EsB80eYNNWCS3sI73TtXt7njdRTXMlyjCONUapZyKmQOxBBpWlaZfHIJxEhyLscGj3uQhKJ
H80D9DHf8Rajx4lLRj/O1naF9hT7Zi5fjhbj2dgP8P2n9ahfateXsUUUvBYYSzRxRRpGoZwORooH
Xj06DtTFuwaWGK+Ec3vH/OOFvFL5ZvpHFWt9RMkRr0Y2wj/4i5zN0vIvPdu/3sf6v6XsWZTo0B5g
/wCODqX/ADCz/wDJtshk+k+5sw/WPeHxx5dlvote097BFkvfrEa20bAlWkZgqggFTuT45rA93qIx
OOQl9NbvVfI3kXyhqertqdqJPqdvfc9PZZKgrFMTwdXBY8V9M1NKhspMhGYrkS8pQ4L/AIn0CQD8
x0zeOreV6VqsN3puqmTXWvYb6ZLCUKs85j9R/SchY1mHq1+AKh4gn4j0AXaZNViEomMfp3+PQe78
e8h1LUNM1HWP0xcTyzGJYhKy2c6rK0ZZAQs3pULIgJFaAkb1IBW3H2lCGPgiD1+1KZLjyxY2/pXM
8vpyUllM7WURUJE7fCFupCfgkLA04gqeRAxZS7aJNiP2+7y8k08sXC6lrdjdeXNOF7qFoqNdI2ow
xpFHBMlqCAIX9WqRyF+J2Ip+0Di42TtOcoGFCjf27vRrK5/Naa/i+t2OjWlh6kRmCz3M8wiJT1Qp
Eca8wOfHanTF1rLsVeZ/nlAG8p6g3EMUSCQA1p8Nwta09s0+r2zg+X63c9kH1j4/cwz8u/O+hwaD
rMVxIbV57dUWJR8KlVcbkA/D8Qpm+x5o5Igjbh5+TXrdFkhkA+qzse/9rA7Xzy+l+ZF1bTraKRoo
3hBlDfGG/aPEqdu2aLtnFDWDh5DvHMu80+gIxcMjz39yeN530KbypBZWkAsLuyae+lgUt6bTuHhh
9JpHd3IadZCO3E9hnPjs7KM5lI8UZVG+tbE3QAHKviy/LTE7O4ND8fKmQWVjruh+W9Le78y2Wm2s
0MZginso3ZSyByhcmrFa9cwMmXFmzTEcU5yBN1M+5x5SjOZqJJ97fmTzXpFx5s8o/oO6t7pjcNbX
xjRSOFxJAhqCNuQDUwaTRZI4M3iiQ9Nj4CScOCQxz4gRtfytDfmx5K1nVtaOo6XbxtaWVkqTUZUJ
dXllZVXuwjIOWdidoY8WPgmTxSlt9g+9lotRGEalzJSSW7/LfS/NWlXXom7tE02E6pbLHHNB9daF
QeKsaHrV/B/w6DtLFkyYuHCaka3uvfuzxjPLHIHY8Rrvq/x8Fa683eXry3i0+3uVi06O5F7LZCxh
s4mEAMpXmkjfE4TiPh+I0GaqGhywJmR6+HhvjMjvt1Hx8kjBMGyN6rnfNmFnPrE/5c6fPorW7a3K
qu7TejvycmQn1dq5qMkccdZIZOLwx3X8OTiSERlIl9Kj+Yei6vqflTTNMiSFtXJhmvTWOIPIImBR
OgJeSpUDwyfZWox4885knw9wOZ68/gPvZaXJGOQyP09HhbKVJVhRhsQeoOdq7t9Ef841/wDKK6p/
zHf8yUzN0vIvL9u/3sf6v6S9ezKdGgPMH/HB1L/mFn/5NtkMn0n3NmH6x7w+RPI6lvN2kqKc2uUW
IHYNITSNSe3J6CvbNYBuHttd/cy9z0n8obyW3u00ub4Z1tnvHQEbAyRRKCB34xA/T75h5tgD5ui8
I+FxHqae7apq+naVa/WtQnW3g5Kgdq7s3QACpzonT4sMshqIsvJPP7+RfMOr3J1vQG1S80xX+q+v
eXCRUWQIaRRsqAMo9SlN/uxdnh7KMhGRltL9X4CK8j2fkYLEIfKllFKHK2aQxGdy8csJVucoPHjS
NuRP7APgAsNV2cMfKXvv4/qZBKs31RjYeXoLO5glW3hihtopVf09zSRlhRVjAAXxb4Ri1x0+IHeV
ir7q+/n9g3TPUrvzp9SvG8v20Us8aGWzj1FPQRmfgVgojBjxUv8AEeO9BXqQuPkjAR/peRv4sU16
b/nIOVF/Q0OnwSymByH9Ixwo0chmjJZndpEcJvTjv33OLjPTrJ7x7ZGvIkhuTX1I43Mijc0oxVOo
36Yqwz83Lb1vKepj/lymb/kUOf8ADNT2gP3kC7TsuVZB7w+UgSK0NK7H3GL2FNsjLTkCKioqKVB7
40oIK76vPw9T024U5c+JpSpFa/MYLRxBmv8AytHznNHbwNb2060426Nah60FPgBr28M047EwAkji
BP8AScL8niFmz80vu/MfmjVb3TtQWxT1dOm9W1a2teKmQFXHLgPi/uv15lYuz8cIyiDIiYo2b7/1
tkcWOAIvn3lE3n5m+e74XEPr+mtwnoTxwwqN/i8QxVytRUb0HtlGPsbTQo1y35sY6PFGixUWF8wJ
FvKQBUkI2wqBXp75tbcrjj3uj0+/kXlHbSuvEvVUYjivU7DoK42pyRHULJ7e4t5PTuInik68JFKm
nyNDikSB5PUI/MXnK+tUvrrVFslMAdRaW8LMUZSycecsX7xVLGnZeR3o1NVj7F08Ryv3l5/NnxYp
mIiZV3n9jzTU7Kax1K7spmDzWs0kMjipBaNypIr4kZtqrZ32OYlESHUPf/8AnGv/AJRXVP8AmO/5
kpmZpeRea7d/vY/1f0l69mU6NAeYP+ODqX/MLP8A8m2yGT6T7mzD9Y94fInkhGPmeydftQepcCvT
9xE8u/8AwGawPa681hl7md+Srn0/zPKAnjPpkKrWm/K2hmPz+IE5jaoen5fc4E4/4KPf+t9Dtb21
5aJHcxJNE4RjHIoZSRRgaHwObzGbiD5PMcRjKwaLx3zHqN5B5r1O2uPNF1Dbz6nbiK1stNeRobVP
Ta4gaYWvAmVpEq7SEAfzEMMmvGe9JtVtb/8ARqm782azcRwfWbZ5ba2ks45ROEt42rdXkaVgaMyA
0FV5MBShxY2l/mybRtP8u3mh3EuoarojTJNeXKXtlarDPK4eKeQyJcThiIONPi/bPHlioZvYfm3N
HpEJ022S5tXRja3N3NK7k8JZOPC2tqmMcFWI8RyX/K2KhS1X82fOEFhNcxWduojuIbdXS2uXoxkV
ZFkErW6oGBYozMOm3LFWtN8w/nPqVzpN1FBcJp8stvJeL9Ss4la2ZrdpaO9zM26PJQp2rTcCqrPf
P1t9Y0K5hpX1be4jp/rxkd81faf8Jc7QSqfyfK3lnTLS9uz9YcERAMIO7/2DMrQ4I5Jerp073pu0
dRPHD0jn17np35seU9BggtGt7NtL/ctIJJJBJsCKdHk27U+7M/NijkgTI7x6ui7O1eSE6Hqvoxny
Xpl9rdpb2dtrmm2t/KjWFra3PrG4EfN5Ph4qyfEZWpXtmljDiPP8fJ3OrnHGSTCRjzsVTIT5Q8x+
XUsdSv8AX9IsVtp7q3tGnE68nDGKcMY0BcP6daMfu6ZLwzHewPx7nF/M48txjCZsC+XwSzyZJ5q1
681a3tdRsRBpYnupry7Ero0buebLIOUvHavxdsjGJLdqhixiJIlcqFCv7EZB+WPmF5EvU1jS7iwv
op9VM/78QFLU8WY8UV9vrjEZLwTXMVz+TCWvx1XDIEVHpe//AEij7Xyd51uktpbXXtLnsbmG4v4b
pUk9ILbXEbu28deQeQANSvEUrstEYieo/HwapanCLuEgRQ+YKoYPPNpaWdwmu6ZeWOspLHHeAXLJ
xRFRzSi8f7sAcRsRtSgxIkOvNjeEkjhkDHpsw/zbLresfmDpMOvXNve3ErWtuJYFYRGJpyKFXp3Z
q9v14CTI7ufphCGCRgCBud/cl8l095aG6MZknqrRlgJOHKtAXrRQq0psKbCnfKLecPNLPN7u+rRN
I5llNjYGSViWZmaziYksdz1y0/q+56fswfuB8fvL27/nGv8A5RXVP+Y7/mSmZml5F03bv97H+r+k
vXsynRoDzB/xwdS/5hZ/+TbZDJ9J9zZh+se8PjTTNX1DTHmeykVGuIjBNzjjlDRsysRSRXH2kBr1
zWW93mwQyCpCwyj8uNWvLn8wNKlu5TKeD267ABYxA6oqgUAA9so1A9BcbVYYwwERFD9r6rsG5WUB
/wAhR9wpm20xvHH3PGZR6iw7z15K0LzJqlvJdXFtDeRRG0VprYXLgykyx05uIwKxlqMhqQNxTe9R
jkRYGzG9Q/K/y3Y2lvb/AF25ZWnIiGm2lmhEkhCCESGMiNeH7tVLfZJBNMWzFp5T7h70bpHkryxa
X92trNr+pXNo6u0E8pWLkfRqUMggh/3Vvyapq5Fa4sjpSACTEA+f6BZS+18oflamoQTah5fb1NQL
Os9zdTXLfHNL6Y4B2X940fIcajpvsMW6WhNEg3w/qF/K0+/L7Sfyo1/RX1Dy/odqLMT+lKk8UUjr
NCiEcgWmoyqV6moxcBItc/PWw0fUobXRNEe/0iRX9O4UNapLL6hDtB+7cOgNamgqx+/CnrKOwsN8
cNjdm2qX+qS+VJdR1CwjsbuJJpvqTyidAI4nZRI6hQeXHemDVRMoxsdf0FOE0TTwT8yPKuq6fqja
nAZJJLZVW5l6uY4wEhuduqMnFJCB8Lg1oGWsJAwlY6O/7L1UJw8Kf9rF/MXnDXNfEC6jcNKsC8VU
sTv3O/6slm1MsgrkHY6XQ48JJjzL0Xyv+YGjab5M0fS7a51DTL+z9Rrq6tbC2uhI0sjyKA0/LpU0
oP1ZGOYAAcj8HXajRznmlIiMge+RH3Jhpf5m2WmyxSazqur3Fos00rWc2l2SJIJpHZT6lFdS1eXw
nrUDbDHN3/cGrJoDMVCMAa58Ukr8uebPKFhca1fXMWpLP5nivluo44FdY0nndoXhX92OPpMa/E24
7DIjJEXfUFuz6fLIRiOGsfD17hvfxTS3/MfyTYaXY6Lw1P6lb6Xe6Y072yLKTdNCQwX1KbCNvwyQ
yxqt+RHz+LTLQ5pSM/TZlGXPutdo/wCYXk3S9N0/SYYtVlsbTTr6ya4a1USE3ksMisFD0oAD+Hji
MsQK35H7fijLoss5GR4bMonn3Wl0n5n+U9I8u2Oj6Sl3cz6VBcxR/XYvRDSSyK68/RlVwAQa0YZH
xBQA6fjvbh2flyZDOVASI5ftDG9X80WnmPzdomoQVjksrMtdMVdFFxHJPduYw8ly/FTJsS3bYAUG
RnO6LecBw6fID15e6gO4JZ61umjywrLGWKRhmKxtVmG614V2Br7dNzTKL2ef6pV5pLfp+7Q7eiVg
CnYgQosYUjsQFoR26Za9ZoRWGPue5/8AONf/ACiuqf8AMd/zJTMzS8i6Ht3+9j/V/SXr2ZTo0B5g
/wCODqX/ADCz/wDJtshk+k+5sw/WPeHxRmrfQE88jTej5x0Z/G7iT/g2Cf8AG2V5hcS0aoXjl7n1
xaQJeaJ9Wd3RZo3iZ424uoJK1VuxzYaE3iH46vFZJcOS+5gHm+bWPLt9Y2Gk+WbzzNDFYu7S82ML
SxrNwjmBhZWqpdUHq7cgOH2a5bOWsmbraz06cuXyHmk1le/mfriTB/JVppqQ20c1lHNG4U3ErQrM
oj+s2g9REMpVzxPwgBvi2WEdVkjyl+P1eTIdN0v8zzLrEerNo9tp1xemSBQjevcw8xyEpdp0XlHs
K1Pw8aLXkFrOWVg3y5eSH8sHzZHqWmTax5p0O6u/Qmtzp8DW9J7oSoYeBSKKX9zDI6cVOxp15HFj
xmqt6gEQKVCjia1FNjXc/fixQFxLpmmxW8C2+yDha21vCXKqAB8KIDwUbCuwyJICebG/NXmD6xbw
afPZXdlY3chS/vbiErEkAG6M6l1X1q8KtSgJ70yjJK6BFBnEUl+qm012OMWNxayR2zkvcEO8sT9F
aFo2QgmjUYHfJTqfKlGzyDzn+ijY6pFcrW4ikRtHuRyBcmUIyIJS0zRmLmWJJXmopx5fFgmt3e9l
Sy+IOfB1Tzy5rujReWbGx1K5imia3ib6udSVWBi9d+BQRn0t6fCx7jxwg7Ufv97dnwzOQmIPP+b7
vPdMLvVtH1rTvqOoS2izW0MSxo2q8YhvxTgyqy1Qgk1YbHZjTEniFH72qOKeOVxvc/zERpUcqx6e
lz5h06X6rCtvFK+q+kCghVKKBByB4yPtXrXfbJAX1HzYZCLNQlub+jz97dtrGlSosepX1ne6hpjy
K08+piH1mhBd54qROpEgYcPl0ocAIPPevNZYpD6QRGX9G68uaSTeY4baIzW1+rxInD0V1CGORlWQ
VPH0gPjrHTfbhWoqRlduQMBOxH+xP6/f82L635esdVuo7uyvrCzaX4ZhPeh+bBeQk5calmGz1G7f
fiHMw55QFSEj/m/j+xLNC06W08w3Ft6scxS0vEE0D8kb1raSFSrAV6yDqMbRr8nFpyeV196dS6Vd
HTxEzl0BBgQGXgUYR/G3ML9pGXr1qPhyJiaeatifmOf1/MOqT1B9W7neo6HlKxyZNvZacVjiPIfc
94/5xr/5RXVP+Y7/AJkpmZpeRec7d/vY/wBX9JevZlOjQHmD/jg6l/zCz/8AJtshk+k+5sw/WPeH
xRmrfQGb+WfKF1YzS6xqQ4SaVA9/FYfEsjyQAuqs/HgChXky1J+FlPFtsPDzt0ut7TjRhDc9/R7X
+VWtebdU/Sf6TuYbizgEaQMkQT0rgqWkiIVIeXAMvOoFGqMy9KCAR0eaySBKl5p8tecZobEz+Z7m
0mk9e0f9HiRfUMqs0b8UkhCmFEZ+Q3b7Papy26cY5JE4xwxA6lgFvo1rc+WXs9U82a1qRCCznMXr
Rli00l5FPWW4l+NSvp1LU4D7PfFyf5Ky3R4Qh73yX5S1eeG0uRqc6UjuoUF2oljMVtWJuZt3LcvW
/mpyGwANGWw9lUCTLrXLzrvTbyF+Xnky2ns9U03QLma/0m6N7An10loxJGjF/T4RBiVVAilQH3pg
phqNBHGaM/s6/jn3PQtR82+aTPd/ULGlqIme05QTGVh6TyCWpKpT4UHGlfjp1BGFOLR4aHFLe99x
XMCvv38kpn1P80prdTbLKJEaQSEW6LuojIpzQV+LkNv4bLkRxaQHevn7/NmVu+pyadqJvVZHEw9C
u1UWOPkV78fUD0+/MbV/3UnWEQE48Pd+k/op86+cPMfmXR/N+qyI7yWxnZIZZfUIXkitxinUpInH
kDwRwPEEZrsMyYg3u9Hi0WHLjAIqVdOaVaN5T8yec7q6vLW32jQcQgoipGojjReR+wioFBJJ27nM
3DpjMXdDoyzazFpQIDf8fehvKfk2517zCdGklNnIiNI8hTnQIR25L1rsc1XaeqOkgZSFm6pysmqi
MYnHcFlbfkrIuozWraoeMcUciEQAsTMZQoIEn7Po/FmnHtADAS4Op691eXm4/wDKO119rl/JcjS7
i+k1Uj6s1yHjEK7rbyNHXk0qBQeBY17Yn2g9YiIc+Hr3i+7zX+UN6ruRMv5FGN4x+mfUDyrHQW1C
V25sKSt9nftlcfaSwfR0/nfsY/yl/R+1iOr+R3sNV0zTFvorifUE3ESyOUcMVoUVS5BIoNvGoFM2
uDtEThKfCQI+5ysep4omVck+vfycu7aW8U6jH6dvam5jmaOQRkoRyDuAVFPi6VPTbMHH29GQj6TZ
lVWL+TRHtAGtuqP8q/lneQX+qXNrqdrL9Tlms4UdHcOybkS8TG0ZFBXgSQa9uoy9vCHBcD6gCfj3
fgNOq1EZwEZA77skPk29/RcV9LeQseEciRKt+UjL+mKqBeVPAKKUHQAAbAZD/RHeTh8Pv/i7nW+B
i4qqXzH/ABLAPzK8knQzHqj30dxLqEzcoIYDCikDkxWjMKdKV3PXffM3s3tT8zKQ4eGvN3eiz8Q4
a+kd9vTv+ca/+UV1T/mO/wCZKZ0ml5F0vbv97H+r+kvXsynRoDzB/wAcHUv+YWf/AJNtkMn0n3Nm
H6x7w+PfKUVtN5q0aK7IFrJfWyTliABG0yhqk+2a2IF7vdakkYpEc+E/c9U8tpG88dp5i9W5eZfT
jt4eboZYazzpJCm/7oSBSvGlandz8NuEAmpfjq8LlJH0rte1Cw8k+adL1qzim4yGmoeisiRMhk4O
5Ds6uzx169Wo9fE5axzBCMJMgQ9Y1+41a7OlTaNbJfWUoa4a4FDxJVRCwrPbfCySPU1YjspzOBtY
zMbp5jL5N/OKRx9W0fy/ZQm1b6xC3OdHu0LxxlBIz8FZeLVFDxr0Y0Bcg67Mf4im0v5dfmS2mqkO
tWNhem3t0eSOC0Ch1etwq/6Fy4uArAlzvUcQOoJAazqMkucifiU3sfI/mG0v4b2fzjK729xdzpER
xieOWJo7WGaJJIkkS3YhwKCvT3ys5oDnIfNhwyPQs4bU7ZIT+9WaZV2VdubAdB1pU++QOqx/zgvh
S7nnd7+e3luwvntJorx7mKc2s8LxpCoEbhWnUsf2qmgZh9n9nvWdXEHqyGEpxe/m15FbRJ7sahGx
KOn1VXje49QEqFESOzNVujLVe9aYM2ojKJj3jy/WmGMg28d85W2v69BJNex/o65Ny80dpcSKYjEI
1WGISglYZI15s6ycBvyOYsRQr8fjvdv2fqY4pEzv1dU4/LbznpujS39vqcbWl7Av1aeCM8fT9MkS
MKGlFI96Zu8WcZI1tExaNdo5AiUfVGXI+9hUOqatqGuq2gMLeWFTGbsgVKuwFKUYsCeiKpJ3265q
+0pY9SeEi4j8f2O0w4Y6fFeU8+n46qmtaz+YOjFZZ9TaSG5ZhHfQ0IZ42ZmTkyLLGyGY/AwUgN0o
RmrPZmn/AJgr+z9QcnT+BmHpHLolcvn7zhLC8EmpyGGT1C8dECn1VKvsF6EMcEezNODYgL2+zk5I
0uMdGaQa1Ndz3EWpeapLNLdWubN/Vs7n1ZkkUxU9IcUB3YozdsEOy9OL9IG3n+t10okAGMLvntIV
8/vRN7a+TL2WO5uPzAkM1g3G0mgtRbyLG8YL8OAjO7VWldvpzJx6DBAEDlLnsTfzYRyZo7DFz87S
bztrDaZLY3ejeb5NfnuopI7xXReEKqYmUCNwyDmV32/Z3ys9m6eMQIxHftt9vPqXJ0kDOxPHwAcv
Pmx5PzB83o7yJqHF5H9V2EUIJelOR+DrTb7/AByo9l6ciuHy5n9blflMfd965PzH86pBHAupuIYg
qxxiOKgCU4j7HamA9laYm+Dc+/8AWv5TFzpCa15x8y63bJbaretdQRv6iIyRrRgCtaqqnoxy3T6D
DhNwjwn4ssenhA3EU9v/AOca/wDlFdU/5jv+ZKZuNLyLzvbv97H+r+kvXsynRoDzB/xwdS/5hZ/+
TbZDJ9J9zZh+se8PiuCP1Z4468ebKvLwqaVzVl7+RoW9ws7T1POd4sSXN4Fu3gjhjm4Ezs87Rt6v
JWCJCj82DfE3XpmRAevqfwXgMhsMku/y91OaO+n1SWOGya1iiIkuXuBGlvyYlo3jSJwTRqMCQwqG
FdrZ4ibvlXexgaWaD5w1abQLiYRpBZ6FZWzX9yZHii5tbJMyRJGkzVjDUYZhThlluJVEAOyhgiBG
/qndD411SNfzXe9uobe1uLZWnVnjaVryRSqc+R2gU/7rPbMc4ZHnL73P/I8IJIO39X9ay883eY01
BtPOpaVb3CxmZg9nqZcRrG05ehjB4+mhb7PTfD+UF7n7/wBSY4ocPFwyI98fd3oKXV/Ok0c8i+Z9
Pt1t7RL+SlncBhbykBGCSQM2/IU26fF9nfCNLH8X+pmBjFeiRs1zHP5pZbzeb9W1COwi87QevMFK
cYZ4FpIFKnkIEAr6gockNPC62+1tkccI8RxmveP1od9M1G7mez1XX7LWkRYJYzewahLx+slFj9KV
IkmWvqJyUMFNehOW8I5bfb+pqywxTF+GY8+RiOXxR9h5AgfU5F0m40SK8tuNwLqR79442cI0bRO/
GAr+9T0w4c17tko4xe1X8XD4McRcozP+l/t6JRon5f6m2o3tlpfmy2trmCQx3pVry3XlEDJVnMaK
QpRtyeo+WMY70CPt/U7PNrIcIM8ZIPL6Sl8H5dR3QgmHmOwCXc5tlmk+sKDMUEgDMY/2w2x6E1HU
YBG+obTrqscEthfRnmj/AJX6l5PaGPU57e7i1S5EZ9GpA9KCZuDCQISrqzg0ByyWExq3S63tCOeu
EEUlLeR11+w8wWemm20ex0W6gluZZJJmgJihnEzhfT5A8WTYV6dTUZCELutqRo9WME7Iux+pjesf
lNrljosGsWd3bapZzXC2tLcyK6yyP6agrMkfVzx/swnGavo7nB2rjySMaMdr3ZzFpN1oWqXP1jWP
L1tdyq4urC9uJXaFp+L0XikdCtBStf1ZHh4SbMbcOjlgDGGQx6EDnSbvqXmPXbhLK01zyvJfTT+v
AsBmkczIg4kKwevD0wfo3rlvGZGgYtJ04xDilDKIgdU4fyz+YiaY1my+XxbCJIVUpeMAiEmlGLfa
LU27UAy3wp1Xp+1xPzGDi4v3n+xUNM8r/mBbXMrW7+XZGZGrEIpwqpOysDxQBTUQ0DEb0wRwzH81
M9TgkK/efMIK88g/mBPfM803l5WuY44Y7f0JeASAOf3YK7GkpqetPbAdPM/zfx8GyOtwAV+8+Yec
fmx5A806LJFr2ryWk0N46Wxazqqo6RfACrKh+JYyajw7bZVkxSjuXb9m6zHMcEb233eif841/wDK
K6p/zHf8yUzI0vIur7d/vY/1f0l69mU6NAeYP+ODqX/MLP8A8m2yGT6T7mzD9Y94fFAJBBBoRuCM
1b6A9a8tPf63La31vczadrOtsUee3do4xMJXMlwFFePqxrOzUIAYGgodrIgk9xP4/W8b2hhjiycM
eX4/YhPPev3g0yLUNOlYxXFx6crTf6Q8VLeM8edx6jo3rLMNiN0OGZB3H45ftcnsjTwySkJi6/X5
fBJPIPmPzFHeapZW815PFqcMkl7Hb24vXd16PIjKzUPIqxBHXc5EGW4HV3Os0+PhiaiOE7WeFlgh
cXtm9vbXRVXoJF0TnwtDNIsjRqbdRTgwPSnJum54gRN/scG9jZH+n60PP8ffepF7K0uNSW2uY7/0
ZTCX0JIEKPbOrKz+goVWBcGlQRvtuQSCP7FxjiIjY4b/ANUvr703eSy1UxXUX1rUWuLWJFZNDSXn
DG68lVvqfHiopx7Kdq5Pc+fw/Y0AShsajRP8fX/TLVk0uKL63eG7idraWSFxoiANwEXpij2iqydO
9BtuK7xrqfuH6k1ImhXP+f7/AOkk+oecfKjiSmtfWzKziQy6fBGgjMccikRCCUFmkiUdVpQVp1wE
+f2N8NLl/m1/nH9aZTefvKOmzNc6H5laC4aO3hkdNLgDPEhCcDwt4tokFFr0HSuWGdbg/YGoaLLM
VOFjf+I/rPN52/5m+ZmmeVksGleYXJkNjakmZRxWTePZgO+VcR/ADtR2fjqvVyr6io235h6/bTRz
Qx2SywkNbsbO3YxEEt+65IfTHI1otN8AJH4CZaGBFHi38yz3SfPNv5t08R+Yrw/pBYJIXuF4x+gS
7MJY1UBUqhUGQd1o1Ph5TlPi+p0Wt0XgyuI9Cl5d1SCPyrdRajfNd2V5czzajJGVeS4e04iNOX2g
GSNWAJBPao5UhGXpo8i4JG/m63k1dtR0rQri/FvpVpfQ3b6Vb+nNM1w0vryGQ1jAjjdmT7R3FeNT
hjIionvczFkxwgSBxZJAi+4M8vdN/NCz8539xpkIl8t3Nx9ZMKPZrK7m3SLkGnSRlo0Y+jLZRzCZ
4R6b8v0t+PLo5aeImf3oFX6q+onoR3pZrGk/mxqvmmx9QR2+mxyGWziupIGKEQFJOb2qq5rzYCnj
kTDPKQNcu+v0NkM2ghglHczkKPDffe3Ft3KGqeWr4Xl75et/Lt1a/peBrSfXjdzXdnE10nEt6bxo
HRWI25LX2y/xZGYBj159Pudf+Uw+Ccgyi/5pG/P3o66HnbT57T9Gwi4trOKJPWc30bNbkKjxj07V
4gEb4krIdhUtSuZQlbrCKTHyrrepatdmTWHexiSYw2crC7t2bmCoobyKAMXbio4BgfpGFDG/zr0u
80z8sbC1vLmS7n/TTymaWV5m4zC6kReb70VGCgdugzH1P0/F3XYX98f6v6Qjf+ca/wDlFdU/5jv+
ZKZHS8iy7d/vY/1f0l69mU6NAeYP+ODqX/MLP/ybbIZPpPubMP1j3h8UZq30B6ppmo3dmNBtLfdd
OXTZlnWqc5Ggu9REZrxpU3Pp0r8QWu1aZZxEfCv0n9Lx+sqeolfU19oCF85yfWND1doFrbSXUGow
0Oy215W6QU/4qfUCh92wSP3/AI+9yezI8GpMTzoj5f2JT+Vmr3ej6nqup205t3g0/iWWNZSRPd20
A+FiB8LShvowwkRZHc7ftHEJxjEi7l90ZF7lZt5nj1O1gfWkp9VaVF+o14Rhog0ZPqFgfs15bjL4
mVjfp3POy8MxJ4ev873+ST69eeahF5gtf0pby2mnpDa8XtLkO8bx1m3hIL+mJesZPEbtTrkJmW4v
k34Y47geE3KzzHw5/p+Ca6N5f1WwfTbfTPMsbn6p6VurWnNjbxgAOymRRU+ki8jud6e04wIIqX2N
OXNGXEZQ69/X5NT2GuObmG480pbrpHFSy2oAaJ4lK8yJGLcmkpx5dVXbrVMTuDLkonDYiF8Xn+xh
N3/zjzp8F1ptv+m5ud7KYZQbcHiwgeao+Mbfum65E6eiBfN2Me25ESPCNvPzr9LHdZ/KS20/zK+j
x3lxcIJrKFZRCqsfrfrFuILUYoIhTcVrlM4VKnJxdpmWPioDaXXur9bKpP8AnHXSTqRsY9YuVb0P
XWVoFZCeRSnIMBUGhp3GXfl96v7HDHbk+G+Ec+9Cr/zj5Yyab9dTV51JuDCIngVSEFx6HI1cbgfF
+GDwDV3+LZ/y1ISrhHLv8rVH/wCce4INUtobXXZFcxPMLgxKnGSJo+KqVckHjJy+jE6c3Vo/lomJ
JiPxbzXzDJqXl7zDf6Ss6XAs5mj9d4Yw8oBqpkNCzV68WJGY8oUac/DpcOaAnw1at5N8zapH5m01
OSsZ7iC3dqFD6TyqCpEZRXG+wcEDthiKK6nQYuAyAogF7zP5yvG8ya1o081IIr+K0saUQDlZwSFH
dODAc5mf7VaAfsk02zxqUWnmjUp7iTSZNKaG5NbcyO8cgEkkXqFortIVi4hSN+Wx2ry2xiDfkiR2
81mma75W0XzReaLba9Ldam54BrqZLiL14XCPFAXd2SUNLxZVUbih6ZMmPmxAn5Mp8oW2qpczyHVL
i6jmQutveFXjiDPyCxLGsdAobiKsdh364jh8/wAfBSJd4/HxYdBe6jOssPNGSDXdHjjFsplcJ6em
lvUFTQUHxHb4N/fI7Mt0b/zke6N5GsuLBqapGDQ1oRBPUZjan6fi7vsL++P9X9IUf+ca/wDlFdU/
5jv+ZKZHS8iy7d/vY/1f0l69mU6NAeYP+ODqX/MLP/ybbIZPpPubMP1j3h8b6BZQ32u6bYzhjDdX
UMMojpzKySKrca96HbNYBZe8zTMYSI6As6by/wCZzdz6lDx+uSulzbQoWZkUHlH6UULs6/uyOLOA
wXbY4+HLm8RLKCd1Dh5nim1CLzA0iRXen3jM1yTu8UCqrMGX1OPOOMLtQsFp03QJA+pydJMHLEx5
8QSX8urGC912WGeGeeAW7SPFbzrbk+m6Mpd2eMcVcBuvUA9s13aeeeLFcTwkkDlf3W9RrJVDaufv
ZPCNOiVLm0sNbaznlaZpV+tq5IfmZeauEZvTRuRp0p3Brg/mc9kHJASHnHn9/OvxTiEE7Ewv4N3e
nKNT53MWsXMtpZsj3CfWZhHcyqSGEiO9KrQNRipAPTCNdllG+OG8trIB4fj/AGrGXp24BZ8uTdvb
+jfyXccOtqIxBbWMtbuFks0Xm0cUhavphaMIj9B23J12ah+8hxUb3B939vLy7mW8aPB1J5c/1+a7
UdMmkntra/tNZn+ty2rayiyXF2JUS1BoWV3RjHKGK9TT+UUBjHtDJKMj4kORq6G/Ftd+SwkBZjwb
XXIdf1K1/dwRXK/UrfXXM5pZJI1+HeNLXf0yJFrxfj8lr7UGLVagj1ZIbc947err8PtpjGFjfg/2
PepXlzFc3VjbV1+S3VxdS2crXrkI6+mjspf+bkA6f2CY1eo4JcU4eW4q/wCzvTGFAmod1+lTmvZL
aKa+S61lbW3tmhlLy3gjS8jNOMvGX1IqFhs3wmhpT9mcNXnJEeKPEZXzF8Pl0P6OvmjGDtULvujy
+SR33mjQ57a6MEt9FfJLLdaZKtxcMFneZWEr85WpKypyLr1J33WpyYR1QlEylY68u7etu/47ORHT
yBFiNcjsOVe7k76pr/BH1DzBfJcxvT00M0xQivIhmkjFVaoPHbwJzYGThy1uIGowBHy/QUtvPL01
1cz3P6TFwx5yz3N0swkZtmZmKCep+Lck4OJux9p4wK4a91fsX+WNDvovMulTEwmKK9t2ZhPDUqJl
3CFg5G38uSiRbPNrsUscgDuYnoX0hrvluyXzBbX8VIZ5bhbysaKOU/K2tOcpPIvRH26dAM2zxjFt
Osvyy1DzPLpmj2umXF7YyxTTS29lbqiyyN8MysqcJDuRyDeI7Yxjcvgs5VH4snMGllpnk1GG3u45
JozacolkZo2aJaKTUcwtVXjTfv1xVKo/JctsLm+sNf1WwFqBfXEMdw80cpdPVZBFMXjQGlCFA9qY
qiNe1pPKGm6fdalegpEPq6yxRGR/UWIKQ0cMchY0Wn+dMVYB+ZdvqUP5Wh9Qi9Ka58z3dyg3AaKV
rto3WpOzIQajY9RtQ5jan6fi7rsP++P9X9IZD/zjX/yiuqf8x3/MlMGl5Fl27/ex/q/pL17Mp0aA
8wf8cHUv+YWf/k22QyfSfc2YfrHvD5H8j287a4L+JS36IifUDx3IeGghoOprO0Y9up2BOawXz7ns
u0sohhP9Lb5/sTrzBo1lr2rteabqlvbgwwrHZ3fqRyRpBGsPFnjWWLkPT5H4+mCcRI2C8lCRiKIR
WrxXOmeQHsp7mO6uFZYZzFL6wjF3KJ0UsCafDp4NPfLKIjV/g/2Of2TES1F9wP6v0se8jhf0s3KK
5uYjEwntrJS8rRAqzkgxyrxAFdx1plGTFGdCQt6LWH09B7/7QzJBdxq8drD5g4tbl4Y+DMDyUIjs
xgclWO3fr7b0S0OKRswcDi7zj5/jq1YReYCsjPBryySvGxkhR05uSgg5M1vQ7qwG3Wg7YP5PxHnC
/wBqznHoYfjn1Wanc2VheRfpWTX7XTkARTOVEgWRqKFrCg3t1/mry3r3yQ0WEH6K/ttOPikPT4Zl
+PPvTywMfojUnTzROkwlmhuYYQFMHwEEfA/7IPJvkcH8m6cxow29zjzkb4bxD49UtuEsruAfo1fM
EiWdvJMxHGSNJZeZkYiOM0R/c+NBth/J4dyId1/Dk2xlIH1eHufx1ULu79OF9Svk1u3tYaRSTKix
RpMiLwUM0BA/f1NOtD3qaxjoMIH0sogk8MeAn8efcxbXPND3NvLp2n6hINMmIeVbocpnerV5PHEo
oQRtTGOixRnxiO45ObhwVvIery5felnl2yhm8waZD9Zj/eXcCfZkP2pFHQqMyxu255kY5GuhZTqN
z5HsdGtrnR9X1FdelMMt3bS0aIVUuwDhOJCswp+IrglwAbE28pGcgfJIIeM0tsxuTKQUVeZVeMoU
VQUpUMvFVavQU7ZUzG6P1Kwh0lQpuW+sekojimEUkezOGaqS1+AcStU7nag3kRSTExL2fUNe1QWO
vXfpyzSaNpsE2n1FfWlNvBdmgD15F49xt/HNzDkHWTHqPvTTUbCz0jTYdVgiS3vriAzTNRV/eKgl
+0oBNCD3y2A3+bTM7fL71aHymmlX9zcy61qkgf6zPDazXVbRvU5SOpi4j7NSevicgzS3zZf3WnaJ
dGy9W4uxHbOtupdjIvwckKxgs32uPYAd8VRsegafryWMfmCwjkmaWV3tLkRXPoTrEvMKxDrzBJVm
XrirHv8AnIe3htvy+0y2hUJDBqEEcaAAAKltOoAAAA2HbMfU/T8Xddhf3x/q/pCz/nGv/lFdU/5j
v+ZKZHS8iy7d/vY/1f0l69mU6NIPMuq3EWgaq0mm3KxR2twXl5WxUKI2q1BNypTfpXIZPpPubMX1
j3h8dwTzwSrLBI0Uq7rIjFWHyI3zVvfyiCKKaJ5t8w/F612bzlQH66kd5Snh9ZWWn0ZLiPVxJ9n4
Jfwj4bfdSlda/fXOnmwZYYrd5EllEMSRc3iDKhYIFX4RI3Qd8CcGhx4pcURv71DS9X1DSrlrmwl9
GdkaIvxV/gcUYUcMN8XIyYozFS5MgT80/P8AG0TJq8ivBCLeNxHCGEQYNxLcKncd8l4ku9xT2dgP
8Pn1WD8zfPITgNTIXkjUEUGxjYulPg2AZiaDBxlP8n4f5v2lA655z8za8jJq1612rMrkMka0ZAQC
OKrT7RrTr3xMiebZh0uPH9IpHR/mb54j05NNTUytlHD9WSERQUERUIVrwqaqN69cPGaprPZ+Ey4u
He75lSh/MXzlDbTWqaiTbTxfV5YXihdTDQgRUdG+AB2+HpucAkQyOhwk3W435lA33mrX76yksru8
aW2ldZZUKoOboOKszABmoPE4GyGmxxNgbpVgbnKzKwZSQwNQRsQRiqPOvaq1PWn+s8RRfrSJcUFa
0HrK9PoxponpcUucQtfV7xv2YF8QlvAlfnxQVwcIYjR4h/CGv0vf9VkCNWoeNERgR3DKoYY8IZDS
4h/CGVQ/nT+ZsMMcMetHhGoROVvasaKKCrNEWPzJy8Z5jq4x7K05N8P2n9a//ld/5of9Xr/p2tP+
qOPjz70fyTpv5v2n9bv+V3/mh/1ev+na0/6o4+PPvX+SdN/N+0/rd/yu/wDND/q9f9O1p/1Rx8ef
ev8AJOm/m/af1u/5Xf8Amh/1ev8Ap2tP+qOPjz71/knTfzftP60l8zeffNvmaKGLXNRa7ht2LxRc
I4kDEU5FYlQE06E9MhLIZc3IwaPFhJMBV/jq9c/5x01J4vL+q20VnNdOt2sjmIwgKHjAWvqyR/yH
pmVpeRdB27/ex/q/pL2H65cfVvW+oz+pWn1blB6lPGvqenT/AGWZTo0s8weX9Ek0TUiNNtnle2no
fQjLFjG3+TWtcBCQVuleWtAiuNSjXSrWOJblfSQW8YUKbaEniONKcq9O+R8OPcGfiz7z80w/w/oP
/Vttf+REf/NOPhx7gvjT7z83f4f0H/q22v8AyIj/AOacfDj3BfGn3n5u/wAP6D/1bbX/AJER/wDN
OPhx7gvjT7z83f4f0H/q22v/ACIj/wCacfDj3BfGn3n5u/w/oP8A1bbX/kRH/wA04+HHuC+NPvPz
d/h/Qf8Aq22v/IiP/mnHw49wXxp95+bv8P6D/wBW21/5ER/804+HHuC+NPvPzd/h/Qf+rba/8iI/
+acfDj3BfGn3n5oa68qaTM4aOKO2AFCkVvakH3PqQyH8cfDj3BfGn3n5pXf+UrKO601FlIWW4ZHH
1exFQLeZ6bW/ioweHHuT40+8/NHDybpwIPqV9vq1j/2T4fDj3L40+8/NH/4f0H/q22v/ACIj/wCa
cfDj3BHjT7z83f4f0H/q22v/ACIj/wCacfDj3BfGn3n5u/w/oP8A1bbX/kRH/wA04+HHuC+NPvPz
d/h/Qf8Aq22v/IiP/mnHw49wXxp95+bv8P6D/wBW21/5ER/804+HHuC+NPvPzd/h/Qf+rba/8iI/
+acfDj3BfGn3n5u/w/oP/Vttf+REf/NOPhx7gvjT7z83f4f0H/q22v8AyIj/AOacfDj3BfGn3n5u
/wAP6D/1bbX/AJER/wDNOPhx7gvjT7z80g8s+WdDQoW0m1Uvp1g0hNvGOUp9bmW+Hdule+EABjKR
PMsk/RWl/Vvqv1OD6rXl6Hpp6fLx40pXJMX/2Q==
uuid:8a40ea2c-acb2-f64f-94bb-b3595d72f735
xmp.did:2f07b398-15c9-4682-b1b8-798783678d0b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:58febdf8-bdbc-d043-8205-52f2dee4c77e
xmp.did:334c0a60-507a-42da-bada-5774b3f18e3a
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:0180117407206811808390DD288E4AE7
2016-08-10T19:53:05+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:2f07b398-15c9-4682-b1b8-798783678d0b
2023-08-25T14:09:47+09:00
Adobe Illustrator 27.0 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
210.001662
296.999976
Millimeters
Cyan
Magenta
Yellow
Black
DIC 642p*
DIC 177p
DIC 652p*
DIC 2103p*
DIC 376p
DIC 166p
DIC 117p*
C=0 M=0 Y=0 K=0
DIC 2305p
DIC 321p
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
C=100 M=0 Y=50 K=0 1
CMYK
PROCESS
100.000000
0.000000
50.000000
0.000000
C=70 M=0 Y=40 K=0 1
CMYK
PROCESS
70.000000
0.004868
40.000000
0.004868
C=4 M=82 Y=14 K=55 1
CMYK
PROCESS
4.000000
82.000000
14.000000
55.000000
C=45 M=4 Y=26 K=64 1
CMYK
PROCESS
45.000000
4.000000
26.000000
64.000000
DIC 177p
SPOT
100.000000
RGB
9
152
140
DIC 642p*
SPOT
100.000000
CMYK
60.000002
0.000000
93.000001
0.000000
DIC 2103p*
SPOT
100.000000
CMYK
30.000001
0.000000
67.000002
0.000000
DIC 376p
SPOT
100.000000
CMYK
82.999998
49.000001
100.000000
0.000000
DIC 356p
SPOT
100.000000
RGB
75
61
22
C=0 M=0 Y=0 K=0
SPOT
100.000000
RGB
255
255
255
DIC 2305p
SPOT
100.000000
RGB
177
130
73
DIC 321p
SPOT
100.000000
RGB
156
54
4
DIC 652p*
SPOT
100.000000
RGB
139
131
128
DIC 166p
SPOT
100.000000
RGB
255
227
0
DIC 117p*
SPOT
100.000000
RGB
254
24
10
C=3 M=75 Y=40 K=0 1
CMYK
PROCESS
3.000000
75.000000
40.000000
0.000000
DIC 177p
SPOT
40.000000
RGB
9
152
140
C=50 M=0 Y=20 K=0 1
CMYK
PROCESS
50.000000
0.000000
20.000000
0.000000
C=45 M=55 Y=95 K=45 1
CMYK
PROCESS
45.000000
55.000000
95.000000
45.000000
C=0 M=70 Y=35 K=0 1
CMYK
PROCESS
0.000000
70.000000
35.000000
0.000000
C=0 M=65 Y=100 K=0 1
CMYK
PROCESS
0.000000
65.000000
100.000000
0.000000
C=48 M=50 Y=0 K=0 1
CMYK
PROCESS
48.000000
50.000000
0.000000
0.000000
C=60 M=0 Y=100 K=0 1
CMYK
PROCESS
60.000000
0.000000
100.000000
0.000000
C=0 M=80 Y=15 K=0 1
CMYK
PROCESS
0.000000
80.000000
15.000000
0.000000
C=100 M=80 Y=0 K=10 1
CMYK
PROCESS
100.000000
80.000000
0.000000
10.000000
C=100 M=30 Y=0 K=50 1
CMYK
PROCESS
100.000000
30.000000
0.000000
50.000000
C=80 M=0 Y=20 K=0 1
CMYK
PROCESS
80.000000
0.000000
20.000000
0.000000
C=30 M=100 Y=95 K=0 1
CMYK
PROCESS
30.000000
100.000000
95.000000
0.000000
C=0 M=40 Y=100 K=0 1
CMYK
PROCESS
0.000000
40.000000
100.000000
0.000000
C=40 M=55 Y=0 K=0 1
CMYK
PROCESS
40.000000
55.000000
0.000000
0.000000
グレースケール
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
ビビッド
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
春 3
1
C=86 M=0 Y=100 K=18
CMYK
PROCESS
85.999995
0.000000
100.000000
18.000001
C=72 M=0 Y=100 K=0
CMYK
PROCESS
71.999997
0.000000
100.000000
0.000000
C=51 M=0 Y=81 K=0
CMYK
PROCESS
50.999999
0.000000
81.000000
0.000000
C=31 M=0 Y=54 K=0
CMYK
PROCESS
31.000000
0.000000
53.999996
0.000000
春 4
1
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=100 M=0 Y=100 K=0
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
C=0 M=2 Y=50 K=0
CMYK
PROCESS
0.000000
1.999998
50.000000
0.000000
C=0 M=55 Y=42 K=0
CMYK
PROCESS
0.000000
55.000001
41.999996
0.000000
C=41 M=43 Y=0 K=0
CMYK
PROCESS
40.999997
42.999995
0.000000
0.000000
Adobe PDF library 16.07
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWɎ%I%+3eFbQAT<ZJዹw?ooˮv~/}??vG˾ˮv}}9v>W-Xm֮oq'ݶT)~gW8/~yɹSuȻÁׇ7AwqX;a t}yʈ{qYwx"䞶=wXO1Lغ3Ƨsobطnj )'rHe~yjNu+#T|Į\faEiArE3OZ2x 8>h&%
N]o>I(0}նcϏqgksb
8;q~=Mf:YB!qHt|)wv$>!B yjk6C+_@}1?vD-Vri?p;0>ҎU