%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
10月強度研修チラシ(オンライン・基礎)-追加版
2021-07-09T13:26:28+09:00
2021-07-09T13:26:28+09:00
2021-07-09T13:26:28+09:00
Adobe Illustrator 25.2 (Macintosh)
256
176
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAsAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A6BLdXaXZhW0Z4RGHE4YU
5E04cT375p8s5RFgcTsMfqycJ2jX1foUGOsXdvPGFXTpOTpFLUTNQU4uBRR8XhgJyGQ5cPXvYj1Y
5c4zv09du/8AYyWxtdFe3UXV2Y5QlSQrElgDsfh4+HfMmIjW5YkyDa2mhm7WN7t1g9JWMlOVZD9p
dhtT/M4ajfNNyrksktdHEETLeN6zQ83TgSBJUfBUdO+AiNc1uXcotDpwhJW4czciFHD4SoGxJrUV
OCgmyqG10qkw+tkFGYRNxJDKClD2PQthod6LPc1Lb6UIw0d07MS1VKEEKFBHzJNR1wEDvSCe5YYd
O4ki4eoCUBTuVJelPBqDtjQWyixZaEbH1het9ZERJgK0/e7UWtOnXJcMa5seKV8kq1m2YXcL6fco
Io1cyRqCyyEk8AS9GWgArTKcwNejmyxi5DiJEeqAS71LlMr2Q/dmkLLICJPh5V3A4+G/fKTkmKHD
d866M478fTh+n+l+pNNGlsp7RJdTjktpHHL0o6M6kjYNWi/PvmTCurVGUiAaoo9P8Nh/jNyU5SfZ
C147en1PbeuT9Hmn1OH+G6Ptclv3nEfCBX/dfj26++Po819Sd+R/S+t3/pU9PjHxpWnfx3y3T8y1
ZuQU/P8A/fWX+rJ+tcdT0Tg6sTzGb3Yq7FXYqidNFob2MXhC2+/MsGIHwmlQhDHfwOGNXuiV1snk
cPlNrW9qyesOX1Z6yqP7scaKzV+3XY5cBCi1XOwlkf6FFjMGq1xyJhY8g3EGiggApvWp37ZX6aZ+
q0Qf8NhJwQ/qBCYihLLyLVAHIqSQrAeG33y9CPUp2iaFG0LTsJwyH11LyKEIoarSNKk70Wv04Bw9
VPEh54NN+oI8M6m6G7xUfkQzHapUJ8I49D4+GRIFebIE2gciydirsVdirsVVg0vpoEegANRyA35H
tXCh1bj/AH5/yUH9cd1dW4/35/yUH9cd1dW4/wB+f8lB/XHdXVuP9+f8lB/XHdURYvGJx9cdmhIo
eLioNRvswwx57ol5JpDqGjxmFXhMiRGXmQy1cOfgNWavw9q5YJRazEuvNR0WSFFigZXWbm/F1TlH
8Xw1DH28MZSiojJC211ZLcK8ifumkTnGW5AIAOfFjLUVNdqH55EEWyIKpqF9ps0dyLeIxyO3KBw4
UDdRSgbb4a4ZSBukRiQlNbj/AH5/yUH9cr3bHVuP9+f8lB/XHdXVuP8Afn/JQf1x3V1bj/fn/JQf
1x3V1bj/AH5/yUH9cd1ZV5GNbm9qanhFU1rvQ98yNPzLRm5BP9enS00e+v8A0Umks7eaeNZBUExo
XAPsaZdlNRJ7gjTY+PJGH86QHzLBD5x8w/ouDUU0zTJIpY2mdR6qmJECN+9Z1VFJEgoK79q1zWnV
ZOG6j9rvP5MweIYGU7Brpvz5dTy+HVufzd5hhdQdP0iSNrVLwyxSNIAkrFEUKoLsxccfgUip64Za
rIOkeVoj2bgI+rJfEY7gDlz8gK7yEz06/wDN95C0x07SIFjl9GVJGkDq2xNQFpsGqRWv05bDJlkL
qA3pxs2n0sDXFkO18gparq/mrTZFWfTtLZXlEMbRrdSVYqGH2ImoTUAKdyegODJlyw5iP2s8Gl02
QbSnyv8AhH3n7eXeg5fNXmKHUIbGbTtKR59opKzOjHhy24Iz9Qy/Z+0pHhWs6nIJURH7W2PZ2nMD
ISybe79ddx9xCe+T9cXXNBudRns7eOSCWWJViU8GEahgfjAbeuZOmzeJAyIGzr+09KNPkEQSfTe/
7E0of99W/wDyK/5uy2z5Ot4y6h/31b/8iv8Am7Gz5Lxl1D/vq3/5Ff8AN2NnyXjLEb78yNItdSOn
mx5TLMYGY26qvIMF2JkqftV6dMxJa0A1X2OPLVgGt1ef8wdBim9IQCQmYQBkthx5FuI3LjaoP3HC
dbG6r7P2sjqgE30bWbTV7QXNtDCo+HlHJCFdeaLItQHbqrg5djzcYsfczhm4hYTCh/31b/8AIr/m
7LLPkz4y6h/31b/8iv8Am7Gz5LxlfbLG9yIpIICpRmqsYBqpUdyf5sMTZpRIsS8uWGnXMYN0Iy7T
rGvJmUiqllHXi3MqRTrlGKIPNzMkiOSN0vRdKGqXUMyiSJWEcAkb/istN3SvHkKED398lDHGyxlM
0l1rb6dJC9xJEEjku0SJB8Z4sHopAeMhdvtVP4ZAAVfmzJP2I3Q9L0e7v9RSVGpCCI03NAahmXj4
H7IyWOESSwnIgBVtNB0qOZkmIl5egi7SNRizrLTiR1MLGp6D8THHFTMqNxpenjzK1qkI9EqG48gE
DVBagJrTYjjXr7YDAcdJEjw2rSaVpg8ww231dI42DMqepXn3+JTz4in2emEwHFVI4jw2lmmafZXW
qXMbIfq0KPROW5KggEE8W6iv2T7jIQiCSzlIgIrUNGshr8NrBT0+KM8SVr4AVPICop9o/ryUoDio
MYzPDapPpOlf4jgt0jaOAmsqNx4NU0UKSxPxHanXEwjx0gTPDa660CB/MJjhaOG3QI3p/C1GBVQr
JXkAxI+Iim/fCcY4lGT0qZ0Wzl1GVIYlFuluJImkaQKzOwKl6AN9htwvTxwcAtPGaXyaXoralZWy
j0x6cjTKeXF2TkCCxYkUZDXpth4I2AjilRKE8xafYW0Nq1sVQmMVFHrIR8PLl9noASKDrkMsQKpl
jkTdoyzuNMVVs10b6zAHWKW+NSTyIBflwJFewBwxmOXDt3pMDzvfuRflCGKDVNVhiblHEwRG8QrM
BlmAVItWU2AyLUoIrjTrqCZecMsMkciHurKQRt7ZdkFxI8mGGRjMEcwQ86+peQjrEmlR6CpYTXFv
EzTSKGmtYRK3IVoqMGoGqfcAZrYwwmfBw9SOZ6PQTzawYfF8T+ES5DlI1z70i/SGgTG/OmeVdNv5
bSOBoo4tftQzmWdoVVyJG9MfChQt9osFHxDMr8li7vtLrf5W1P8AP+wfqRZax9O3s9O8n2d1qd1H
NJNpEeuRLKpjtRMBQEhwzskZbtzVjth/JYu77Sg9q6gmzP7B+pVttHvZ5WS8/LMwXR9aR3/SiSxF
UjDRn1QalppCyBeNRTk1AcH5LF/N+0sh2vqRyn9g/UzK2/LzyY8UUx0hYZGVXKF5eSMRWn2uow/k
sXd96D2xqv55+z9SbaNoul6ZbXFjYW4gtTISYgWIq0a1+0Sd8sxYowBAGzi6nUTykSmbNfpKVatd
a9bakLWw8vte20iSeletfGJPUSL1ESRQsjorsGTlQ0NPHJ8AcagkWq6/+YluxFj5GN0pt/V5HU0U
rPxJ+rleh6A+orU340rjwBNBK5/OX5pLePBF+XkjQwRepJOdQ2eT6v6oiQU7yVj5AtQ9QK48AXhC
eWt75ovdJ0m8Xyh9W1C6nUXlvdXagWkLVdpKg827KRxDAknieNGHhR7kcIQnme989wXVvHp/kmDV
eXr+rI18BGvCONo+MjgN+8bku8Y+yK0BqAcMTzC8IZppVvLcaZaz6hZmwvpYle5sluGnEMhFWj9V
eIfidqgZLwwtBbe3Oh2TcbmUoePM/FK1FJ4gnjWlW2yuZhHn+lBoJbqeuWuk2V5eapp9xbQwMqW9
JPUM7OCaKEY8aU35bZXPKIAmQI/S1zmIgkhMvLuoaVqthFqdgH4SAoRJy5oQRyQhidwR2y3DKMxx
RZ45CQsJfD5OnhThDqk0SVJ4oCoqRQ9G9siMBHVyTmvo7/B9x1/Sk1dhyoa0XoK8q02GPgHvXxfJ
c3lK4aX1f0k4k5rJVY1X41BAagI33w+Ce9fF8lieTZoyxTU5V5tzei0Bb+Yjl1weB5p8bydN5Mkn
BEupSODxqGWv2AVX9rsCcTgvqozV0aHkphcm5GoP65YuZPTFSzbk9e9cfA3u18baqbk8myyFy+pS
MZAFc8Buq7BT8XT2xODzXxvJVPlW7Mgk/SkglCekZBGoYp4MwNW6d8PgnvR4o7lr+UrmRUV9Ulb0
zyQlakGtftcq9cfBPevijuaPk+c3KXTanI9xHThK6BmFOnVjg8A3dr4u1U1J5QmLmZ9Ul58aNKVo
xUfzNyqfpxOHzXxfJSbyrHJGkTauXSNi6AhTxZtyQeVdzg8HzT4vk5fJyfCV1NvgVkQhRsr15D7X
fkcfA818byXTeRxMwaS/ZiAFUemAAB0AANAPlidPfVRmroiYfLV/BbfVotWmSHoFCjYex5VH0ZIY
iBVsTkBN0iNC8vJpLzMs5m9YKDVeNONfc+OSx4uFE8nEmV1/vLN/qN+o5OfIox/UPel5tdAbUppv
StP0hMrQzSmNfUYBQXRm6miEch4ZWBDisVxNxnl8PhPFwd17JHpHlH8sLS1vbXTbHSDZ6ghuLy2V
YpYZIkYFmMbMyCNWp0HEGmW049t2WnflhY3UOt2R0e1nmjD219C8MYaL01AMbK4Up6cK9NqL7Yrs
n2meYtC1UoNL1WzvzJGZkFtNHNyiDmMyDg7VXmONeldsV2TCkn8w+4/1x3XZZDXnP3PMf8QXAOrK
XIfjqWMa3+XHljXJbmXVdO+svdSetKTeXSfF6It/g4FeA9MUovffrvjuwQs/5UeWLidZp4LqRlkl
lCnU77jWcxl12f7H7laJ9n2x3W1ex/LTy3YpAltazRi2mM8NNRvQVY0otQ32RQfD08cd1VoPIelQ
XBnUXbN6RhEbanfFArStMSEL8eRdvtHcbUIx3VIbz8jvJl/fSXdymozpIZC0Fxqd3w5S/aovJ2Ht
8X8Md1tVh/JfyvBpn6Nt/rsNryicKmo3FQ0UjyA7g7s0h5fR4Cjutp1pvlXy5pdhp2hxwQlLGH6t
Zwy3DGQxCrcSOI59+o8cqnCMjvV+9iQCd02uYLbV7UxSJFcwK5BMc7ijoSrDlGAQRuCK5KURMUdx
71NFE2NotpGYooViiLM5Cuzku55MfiA6k+OShHh2CQKQXmM3i2FxJYxCa9jtpmtYyoesg48aAhq5
DNdGudMZ3RrmwvS9U/Mmfe50e3ijWOapa2ZXMgjLw7Fl2ZqLsNt6itMwYZMx5x+xxoTynmAr3k3n
qC40xbe2F1FJPIt85tFWkaSCNSfhFOQUsD7+GGRygja9+5lI5ARXxUIdQ/NBRALjRrQM0wjk/chh
wIX4iYpGoNzX/MYOPOOcR8mIlm6gKut335gxxXP1LTYvUNzxtTHbcibfiwV/iqF3FTzoQe1DhySz
b0Ovd0Tklko0Ord9qHn9I9Qa00uGR1uljs4za0/cUlq4Jbc/Ap3238TxBlPNvUevd71lLLvQ6qF1
qX5kh5pI9Fj9OipbxxxJRqNVpDy5MDxZRQjt2ochKef+b9imeXfZH2c/n576eKXSofqqW8LxS8Il
YzFY+Yq3EHcuWFB4AjbLInNf09AyicnFuNk1WDzPLfTRmzht7UGMwzcYXr8Q5gpUsKCpO/sD3y2s
hPIAfBt9Vp6rGKzcx/DxdwtBsB6hGZPIM0q1HW7eB4bK6uPTlvyYbdeBPJqdKqNvpyieYCgTzRxU
UP8Aoxu0g+7HhbPEWnTJOzj8cHCviBdHZywSrMXVVjIcsTSgXc9RjVbrx2mNtqclwvONzxDFN147
qaGlR0yePNxCwwIITbMhKldf7yzf6jfqORnyLPH9Q97F9Q8l26Xd5qjSvcwqt1cxab6MUgM1xCUk
r8POUMuwRvlmPHSgT4r7zXmXOl2iTh8Ph3oC9+Q3G3J5DYa1rt1p+oT3ul3Sx2sgg5jy3FcyTSRJ
EjcYHaExmWWV5Iww6/C1AnF8l19LvMnk+W+v7fS5LO4ubOwsRC/peW4D9XY20k4kQxy8GfnKq+iI
6Aii0qSytobylY6tYo/mLTGvNMitIJ7TTnt/LyOyWj3PrCHb0yzL6MocuPtOGLEkAqsk1jUvzdkS
0g0vzBqUU9I1uLltBtDD+7hCTzSSNKVjUyxu6jh1YAfCpIV2eyafK8kBlYEO/BmVhRqmJDQghaHA
OZTLkPd+krL+KS8tXt6XNvzp++gdEkHFg3wtyNK0ofbG/JixM/l7dSQQxy+YvMDSRQzWzzLeIjOk
hf05DQ0WaJH4CVaFqVap3xvyW0wbyjK1lc236U1hDchx60d0iPGXavKM1PFv9vvjfkqHu/JE93bG
OfWdaV5LaG3mkhuUWjQ8i08Skv6ckpf4zv8ADsMb8lWT+QYbrT7ewl1jWJra3vXvaxXIgLeo7v8A
V2ZfTdoE9QhVJ2FFr8ONrbWvfl6mrSQsmr65pywElFtL4qwYx+mG9R3dywFftE9cb8ltMNL8sNp+
mWumme7vYLaOONrm8aOS6k9KRnDNMrp8R58SeNaZXOHEfx+tiRac2UEFjax2lnZNBbQjjHEnAAD/
AILJxAiKA2SAAKCJSR2NDEyDxbjT8CckCliX5i+ade0CC0fRtCOt3M6z/u1uHt2UxIHCqEjlLl/5
dunXEhWFWH5q/mY9xp9vfflzcwNfRTuk36T4qzwRM5DBk/cBmUAeo3eu+Ck0GQaT53863OoLZX/k
i6s2Dj1pItVt7kRxEpR2WNw4+FmIFN+NB12eFFLIfzA8zw6vpVhq3lKey/ScTkiLUUuZYpkLkqyJ
x5II1V2ZK0DDYnYvCtMXX83/AM0YbdJrr8uLp3uuP1K0ivpRcALyWV5YvTklVefELyRa12JxpNBP
r7z/APmVb+WbbVovy8u7i5lVmuLNNRJki4vwp6Xp+szNu1FSnHfljwooJheebPzCtraOVfI1xcEy
KsvDU4vhRpHXmI0MsjcUVWI4139jjwrTG7X81vzQu4JpY/y0vIwkbSRNJfTkORyIVONv8RPHboD4
7jGk0EbL+ZH5h29not3P5Dufq12sa6vKdQVDayPIVY+lV5PTVAH5PxG9PAl4UUHpvNZNMSRY2iEi
q/puVZl5ENRmRnUnfqGI98ZDZBYx5ht5Lu40wQy26ixvEurgTSlG4qjLxVQrVJEld6fjmJlxylVd
DbXIEkJNYWXmy3vlnfVLErPdJNqBEgJkiVI4yqr6ICmiGlD33J65RDDmErsef4pgBL7UVbDzMbW1
L6vEJ/XZ7gzm3FIOY4I0cKMHbgu/GVdyRU9ckIZqG/X7Ph+tlEGkReJq9zNAj6laNaKwN1GgEazR
sQGjKsZyKLU8g+/Sn7WHJiyS2JHD18/LqyFgggp9bPblVSBlKJRQEIIA7DbMkRoUEkp5mQzUrr/e
Wb/Ub9RyM+RZ4/qHvUdV06z1TTbvTL6FprK9hkt7mMMU5RyqUdQysrLVT1BBwsaYJcfkL+XFzHHF
NY3bRwEG1UXk6+lSFICEKyBqFIVryJ9upqpXXH5E/l1cNavNZXbvZzCeEm9uCBQ/3YQy8ETpsirs
oHbFfin0H5e+Urd3e3sJYTIFD+nc3Cg8ZRMDxEtKq4606VX7JIxtFKvlXyToPlZbhdHgliW64NcK
8nPm8caxK55GvLggqe/zxta806VXb6yqNwdmor0BKkxrQ0O22CPMspch+OpYzJZ+aHF9Gvm2GL1Q
hsJxbW7NCfSKSBkJo45gSLv3KnamSYJLrc+u+XotS8wat58WLQoBA5hFjDOYB9YhElPSBkf1xyTc
H0+fw9MUojy9rk3mWa71PRPOyXGk211LZvB9QijVZo0hqgkl4M/H4mDDY8/BcUJjc6d5mkhlWHzm
kErTJJDILO0YLEsSo8TKx+Lk4aTlsQTT7IoVUj8yeUPzWnuTeaP5/WytWjt19KSzt+HJYuEsgchw
PUf4wvH2r3xShtM8qfmhAJbe7/MlJLYpEYp0tLQziVXDS/3isFVlBAry6/RiqJ13zVbaVrLaNfee
JINRubW0uIIFsEdVD3BtjJHJFEw/fTsi8HZuNPA1xWnah5e/MtfM8d9Zee4RpRltjd6XLBbp8Eaq
LhUYxzlfUKkilKV6nrirLvLS6wGuP0jNbSjjGI/q1xLcHkOXNm9VV48qjZdsowxmL4v0/paocXV5
/wD85D+X31bSdNlHly61+OxF3LKbS+isTApjQMxEkU/qllrRVFdj1y4toYFon5YWbaVY3cfkHUeA
tPWiI1e2jnuFnsHZ1dRHDL/eEQ77/FUCnw40m0y80/l1CrpfWXkPVL2W0hlsnKarGsk8QtxZq7Rc
Jzye0A+zxoy8etKqAVGH8t/L+iWLGTyM9zrkVk8VnFLrcfq3rSkWlxE6j4IjFbS+opCbp1o1caW2
Kt5ViOpJPe/lHrbsJZbWUQXkpRAjchPygtF9RgZKq/Ojce4xT8We6R+UWkadaWjzeQmTVrW59G2u
31siNbY3DESsyyRFpFqZfT9ChTvy+ENItln5d/lV5GTytayJpJtWuFIuIFvvrVWikIRmuLYxq7D4
vs9ObL02wqSoat+Uf5N6XG1rcrPZNcQrAipd3bssSymX7HOQUaRq/GCD9+VZM0IfUabceGc/pFoP
Tv8AnG38qrnQY7O3nvLuyM0txHcetCZA0wjDL6ixK1AIVAB3G/i1ZRIkLG4YSEomjsXp9lpVrpHl
+00m05fVNPt4bW35nk/pwKsacm7niu5wy5NZeWfmZp2iXtx6t7aaxLcLcw6dGNO+tRgi7jBMtYXV
HjUVD/CzAgilKZCKhKLzyB+WUTQyXs2oCKdIreyhmuL6NLxzH6kUUXOdGaT91slR8VNqkYbK2U0l
0fy5qBgt5tC1cw6in1uVTJcokJMb3NHQXwYMTO6lY1NHIDU+DAqE1zyp5VnsJdU1Oy1dYby8tLSa
P1pofQmnZbWKdU+tRqVV5VVuHLc/ZNDQ2oL0Lynp+jafY/U9JuluoLdjE7Cd7llcMXYSSSSTPzq+
4LbeAGRKCzHLmSldf7yzf6jfqORnyLPH9Q97Cte03zIjarcXGojTNMWO9lfWBcLG8cEluUiUAoAn
oP8AvAzMaEVzFjjyeJZ5Wfl3fB2M8+DwKA9dAVXIg7yu+vLk8R07V/Muo6WNHm8xajJplnqdw7ea
B5gs4mS3CBEQzcm58/VWiOw+I9gaDLda9N0GBNVsLq71bzdf6RAt4Lm3mt9Xs3SWK4RZhE7q1yir
FJI0VEKhuNQOJGFDLbDS4IdIutR03XbjWLLUpEnhN5eGW34mROKW88au6RkAgU5V5ZVm+lv031i/
PpfTuNIXUP0xBaaUY9WtkH12IejI8zr6hZlS3EiKsjq1TX1AOmYUuMCNSH1efy/tdpi8OUp3CX0H
fbl1lRND4d7I9cfVU0PWn0heWrLBMdPWitW4FuDCOLsiH46bMwHic2A6umlyH46l843v5lf85BwX
s2lz3lvZ6nHzjS0kXS4p2ldFMdEeWRm6MwotKb1K0oUbInTvzM/Oj9Hy3Os3VnPZRLJc3Ad9GhP1
eO4iI+1O3IPHyjT92Pthgz7VVoIy980fnCDaR+U9QsDdXkMNxc6XBBpEUvOeOINNIGuWJeR3biAP
ip4YoFMn0W1/5yN1e/unl1mHRrOD4Y1vLC2IkkMilgixl5CiJWjlhU7b/bxXZ6J5osjLotil/wCY
pNEmt5opJb+CWK2FxIkbBoX9QEenIasVUg7bHCh5J5fuddkS0Q+ZNUnuEunuLrlr2kmFVM8CiJ2V
riRoyQeIRRQHj1bjgSu1WLT55reyh8ya1aafG/GTVP07o4lUCOM8nmaR56GTlQLX42J+EUGKon8v
vNWrv5khsNf1O/srTTYwbia91fTLqNrgNKfQnaADkzrKPh2NEU7d1S9ostY0i/eRLG+t7t4iRKsE
qSFSNiGCk0woeefnx5ci13RdGtZNBm1xDqKRv6V09otqksbo1xK6RzUjTqzMlF6nbYgpDzXWvI0G
iearDUbT8uNS1y3itoo4rkahHNDKlvp8cKxSx28TqtP7urN8ZHIVFQVNoHy95JW+vRPD+WGoWzxy
XckNpLqfCJJjAVjiLmGCRI2aHhyZ9j+1XqralP5CW50+LVovyqv4ZLK8njbQzqExDkiDjK9UE8oe
rjklFHAVJrurae6bpep2GjXr235U6rEsUkLxhdWaOSWUTQ3H9zFEtePpKTKY2JpxLVxQj77y5fvP
pOly/lrdTWtzHHfM41Jmhtrqzt2t7c1EQVJWhhjD+ooqSAQeOKvS/wAnNIbSPy60qwfS7jRXiNxy
0y7lFxNEWuJG+KQJCG515j4dgaYQpUNU8s2upXFxLeMyzyXExM6FeQVX9OJKntwUbUzT58InIk87
dphzmAAHKk18laKdKF1EsrvHKsL8JCtVk+MNstQKjjmTocfBxAcnH1mXjokbsgvP953+j9YzNlyc
EsL86eW/JnmCzgs/NEMU0COZLdZJHiIf7JZWRkYfa8cxcmohj+ogX3phGR5I3SovL2h6XaaZYPHb
6fbokdpGZC6hG5FAHcsSDxNKnBLU4xzkN6+3l9y8Ej0YX5l/Lryx5x1y+n80z2ryKi2OnNZXEkU4
tkk9YrOjO0fMSkj4V7V9lP5rFdcUb94SIyA5FmNxJ5a1Sz+oXE0VxbwGG4ZC/EA2sqSxuSpX7MiK
fDx2yuGsxSJqQ2U4pDoqeX9A0LR1uV0iIRJdXDTXVJHkrNsrH42ah+HoMyBMS5G2BvqyzMhkpXX+
8s3+o36jkZ8izx/UPegtRuNEvI7zSL2W1mV4XF7ZSSrX0GX4/UTqFKnc4OMXVi2XgyEeKjw99bfN
i9n5Q/J6XTJ7S10zQ5rBGZZuPoSBGmjXl+8oWRmRV6EbAZJrdez/AJN6VbQafeS6BZQ2hSKGGSa2
jMTK6yKtTRl+KFW37rv0xTSpb63+Vlvp9t5Zsta0q0t5TE1lp9vfxRyfv2WeH0lV+YDl1ZAvUEU2
yE4CQotmLIYS4hz9yb3HkvQ54YIpIGrbv6qTLNIspcMWVnkHxvx5GnI7ZSdJAgCuTlQ7RyxJIPPb
kK+A5BOoTR5yf5x7/sLmQOrhS5D8dSxvVfIXkXVtYXWdQ0gT6mrK/wBaKzqxKABOXGgYLwUgMKAg
HqAceIMLUp/y2/LWdGSXy1ZkMiRPS04lo4mVkjJCglFMa0XpQAdMbC2qQfl9+XcF3Dew+XrSO9t2
ieC6W0ImRrfiIuMnHkOHprSh7Y2Ftkv1qLuHA7kxuB+rHiC2xzz75N0jzjp1pp2oSyJFZ3cd8vpR
JMGeNHVUcOkg4kSb8aN4EYkhbYDY/wDOOHlCGFYrrUb65X1Q06i3hQTQh4nFtIfQd/SQwDgFYcan
GwniQlj/AM4v+SYLq7a4vryezuIkiiiFtGkqBCtCZDE6EnjvSMdfYY2F4l8v/OMXkq51SfUL3VdU
uJpvULP6NsrtJKxYyOfqxVn+LrxG++NheJlv5aflLovkfU9RvNPvbm6a+iiiCTwxxBEi94o4gxJ9
thhBRdqH51aX+WGp2Ol23n3UZNPt1llmsTGzJzaNR6gJVJOit7YlIYhN5Z/5xiuPL8ejG9jjs7R7
q9tpDc3SuHa3hmnkiLnjL+4WKigMPAcuWOybKLvLj/nGbTovrVzcwyLwqZVlv7ihvIZJgf3ZcI7x
yuy0owPShAoo3Qlp5o/5xs0LzNBrVrrhXUrOWa5jmhS6njUTwratGzRwuGTiF41JIO9dzVtaLM5f
+cg/yeij9V/MKBDJJCCLa7arxAFxtCdqMKHoe2NrRRmrfnd+VukrAb/Xo4/rMUVxCFiuJSY5wTGx
EcblahTsdx3w2tIvXtRk17QNNvvLupgWOotWO4iDD1I2jZwwYUcAcD8NKk/LKM5IGzbh5pJa6NLp
Nv8AuZ2uXcH1Y5K8HlKsycUalGVkAO5NOuYcRZ3cqNjkgovI9zBeDVIdWvJtZiPNJGf4GkUcgG+A
ExMV40rSnftkozI5MSLen3n+87/R+sZny5OAWB+fYdMSzh1DVNQh0yxtiUkup/s8pSqop6ADl3rm
n7Q7POoMaNVbdgzcF7WkWo3Xk2CFr2TzHZW8tmUtpWSRZKTwRVaKNU+N5GAUqgBbqAD0zHn2OTRB
qQEfsFeXk2jU9KsKLebPy9trq41yTzRp72PrfFRizF5W3j4qWJKh1bYHpUgAHLY9lyGYzsUTfz+P
4LE57jw0o2fmLyDZ3MccvmS3eXV4WgtAheQytMxjqFVa8BJG45cqV22pvXg7HMDKz9USPn+O/fyZ
T1F1tyL02xt1gjKqwcPJJKGHT965fxP82bXFj4BXmT8zbiSlafZmJUrr/eWb/Ub9RyM+RZ4/qHvY
5ceTIPrF5cGYGCaSe79NYeU3qzwNCwZ+XGROLninD6etaI6YCfFfW/we5zZ68yx8Fb8Ijz2oG+Vc
/O/g87ksNUu3uZbdr60uLm1s2t5pPLNsTbmV5JOBEj/Eyx+mki/ZUgEb8uOS4CWecfLOlTQafFPb
3VxewxNJdalF5TiKxxraOokk9RIwiwSKsnpox5H4ADXYFQx/TdJe5Fr5hsLGW9+pvPZ215d+W7S1
5R+na2lpLxhkBKW7SiRXIVuAcU+D4VL3fyXp3nuxgI8ya3b676zPItwlstqyLRBGiJGApB+Jm5b1
9uhYsjh/vJ/9cf8AEFyMeZZy5D3fpLHJfM7w3VtayWuqPLcpI0csVvEYWaKNZCiuR1ZSSgPXie+S
YIJPPU73UMA0fXU9WSWNnls40CCJ5E5OeJAWX0v3W/x8h0xVL/Nvmjzla6lbW+hapoIZrCSeWw1G
QxXRn4IIfhDgcGkkFT8PUfPFUp0/zj+aE11p14t/5ZvND1C5kVpobnYQxxq3GOVHlXnzWRH+2AaU
xSjoPzIinbWLq182+WlsbdFewtlkLukYAV5Lj40eP99IPi4stKCgNSQtMjg/NL8v3WQS+YLCCSCV
7WdZZhEBcRcRJGhl9PnxLDoO4wopX0P8xvImvah+jtG12zv74hmFvDKrOVXdiB3A9sVpWn1PVoPr
bIhnfjMLaEwsoEiS8YgHqocMjAkA12P0YxySF9efTz2YElE+X77ULu3nN7EYpIpjGpIKlgFU1oQu
1Tt7dd65PDOUgeJMSTzYB+e3kv8AMHzbbaLp3lW5WCz9WU6wJJzDEyn0zD6qAMZFUqxpxPyy0sww
0eQ/+cjksNTgGqQSC7kk4erciaVYuUfGKFWRYo4nCfEop8NduxV2SJ/ya/5yE1Eehq2rpc200DPJ
9ZuxMUnNswQcijNyVqRll8TQlfiLumwu07/nH38z4YYdTke3k1SeF4Lm3kv3j9N3PFJj6MB2jBLE
JLyPXxXGltP9D/Ijzpe2F7p2p6vceX7V7iV4fqkqXBnRgoY3fEoZHklX1kNfgJbu3wtItNr3/nHX
Wr+6aS+8/wCpyxHmViSIRcWlNZHHCQJyegDHhv8AqaW3pmg+WrnSvKtvo99fza9dWgkZdQvDWeRz
I0kZZiW3QMFBr0GQyxuBrc0ygakEqjt9R9Wk1i6hSzc1jY/GaiooD1GafRjMZnjjQp22TJjA2la6
1t/Mb3Q42ojNCFmlWihabKf2vh6/PNwMUadBLPnMqqvxyZZPEfqxjQEkAAeOxGSMdqDdI2keueWr
PXNLm0vU7dprG44+rGrvETwYOKPGyOPiUdDldFixeP8AJPyZDGsVta3kECiVWhW+uyjLMsgcEPK/
eZmqKHlvXDumy1afkt5at7ieT1NTmhuY5Y57WXULkxOJ14uWo6uxI8W679d8O62UTpv5R+WdNvhf
WUV7Hc0RWZ7y5mVhG/OjpLI6tyqQajoTSlcG67svS1mWgEZAFKAdhg4Sikzy5kpXX+8s3+o36jkZ
8izx/UPekdx5utobsw+hPKrSXMMQgUSSNLaJ6joEp1YAhN98oGoBnw+ZHycs6KQxme2wjL4S5IQ+
f7QWUlydK1j1I7U3f1P6kxmNGCeiAKp6hZuhYDrvQGmRThWgn/NfRBqb6amn6vNdI7xUjs+QLJ6Z
IBr/AMW9/wCVv5cU/Bf5g/NCy0S0S7m0TXbmAlPVe3sCwiVlQ83LFBQeqB8NTWtBsaKEHqf5yaNp
thp99d6Nr0dvqUhigY2FCD6ccqs9SKB1l+GlSSrCm2KWew/3k/8Arj/iC4I8ymXIfjqWBa15t8va
zoc3l+w81Wml6hKz2Ud3bXPG5WWzKPOkalFblx2PHff4TWmSYJb5T85eRNB1XULFfNv6UvtWvDIB
e3UkqI/p1ZIHECxiNeJ5EGin4SaimKUFf/mX5OvNbNlZaz5fvfR05kY3NtPKzLCUmmjN2hMfoBIm
kPw77EA8WxtaXweefLEWlm51DW/Lp1DTLx7O4cWE8ESXvq+s3GR5JCB+0zBWXn+1XFaQ2m+YP+cY
pxNJby6XAtzbcLqIxzQQNCZVcxskiRxn96FYqV5dDTfAtFMn1/8A5xxlujB62iSzQGS+YJGjqzoj
epNVVKyyFdyd2agO9Biu6M8vXP5F/p221jQxp1rqzLwtrmGNrXl67IlKERozu12i7jl8VMKo/wA2
+YW/SHozaO9xHo9wl1FKt7DCxkSIyA+lUuRxJoOp+mma/UZvVRj9Jv6gHFyz3+m68wyny/q76vpc
d89q9m7PJG9vKQWVopGjYGn+Uh6gZl4cnHG6puxz4hfJLvO/mDXtF062l0PSG1m9ubqG3MA9QLHH
I4DzO0ccpCqOppt13pTLWaX3/nLzVb28UkHllp5ZNSXTvR+sNGXTnKJLiISQozIqRq1WCg1Y14KH
ZVTufOnmqz0y4vJ/L0hkA1CZISXj9GCyZfT9d1WeNjKnJh6bfEaBVZeTqq8ttP8AnJjzs+m2t1J5
OSR7q6eAcJZY1VESBwTzjYVYXHXl70wWypGav+fP5i6dpunXjeWR/pU5Fwk1rcwERi2t5uEQaRub
GSd1V+hC8uI34qKek6r5v1u2vr+CG3HG3ZRZ1s7qZZlMYbkZYjxA5GmwOYOXUzjIgDl5F3Gn0GKc
IyJ58/VEVv3FDf45176vGRaMLlkDOhsLv01YJyZeQbkd/hHw9cr/ADeSuW/9Utv8mYrPq2v+fC+f
4PNdB551iQhZLaSIsKB2067Khvg+1RyQPibpXpX2wjVz7v8AYn9aJdmYxyIP+fHz8vxaN1DzPrMF
nJNbolxNHB6qRi0nHqSciBGAJCV233yctTMDbu7j+tpxaLHKQB2F19Udh38mVxMzRIzCjMoJHgSM
zgdnUyFF5B5o/OHz5oV95tkm8q8NH0KFW0u7kW5C3rteQW1Vm9P0qcJy3Eb1G1RUhtQEt0n88/zE
nmQX3lNIYv0deXrlRchvrFnbTy/VxyT7bvHF8O/FW78lxWlfy1+ePnXVrvyda3HluG1/xBLJFe3E
jToFWJ05PFGUPENDIrLydq17L8TNrT2zCh2KuxVSuv8AeWb/AFG/UcjPkWeP6h70p1ry7pctrqd3
DYWzalc2k0JmlBQPzjK0kkQq4B6MymtO+RGKPFxVuzOpyGHAZHg7uj580/VhPazWuqXflzlccX02
G1bzC0TzKkN+wkEgkjWIwEPVFpuQB8TZNrIZFd3Wj6RY6boyalo9xZ2sBh0KKSTUnImmNs9s1YSS
0Qa6Cg15cGQ1oGOU5dPCZuTk6fW5cIIgavnsP0p/ZeW/zX06/N9pemaO16I6xT3N9eTWwjLyBoIq
/vDWP0SrMoAIb2pHHpYwlxDm2Z+0cmWHBKuHyAG/e9U0x9QfT7dtSiSG/KD6zHExaMSftcCd+J6j
MlwFSKvOenXmKf8AALkR1Zy5D3fpKl6PFw/KASGoDenuedCRXn3oMd2CmbKASRArbCSIkwD0RyUm
pJT4tvox3VcbVJpluD9Xlmjqqy+lyZaihAblUVBx3VbzgMon9e1MyhlWTiOQDU5DlzrQ8RX5YOLz
CLaLWzUJe1SnJQCFfZ/tb1X7Xyx4vMLaHt9O0W3uzeW8enw3hBRrmOCNZCp6guG5Ux4vMLauUsyo
UvaFV+yPTWg+Xx+2PF5hVOWPTZZuUr2TztvV40LGm3d67ZAiJO/DaNkXaSQ8jFFLCwSpMUIAIJNa
kBm618MnEjkKSEB5lvXsrGa7W1nvTa281wLO0jSWeVo+NEjVg1Sa9BvkiAl5tqX5v3mn3SRT+RfM
bwyokiSxWMbH94isqMDEAJFZijqGNCO+Ch3J4U2/L38xU83y3pOh32jw2S20iPqMUSLOlxI0ZKUj
XZeB3DY8I7kEIy21zze11Msun6Y1gEMkN/C0LL6atMVk4G5FfVWJVAJUIzA82qyxvCO5aY3Z/mF5
znfR7T6noT6ndXkSarbRz27enZ+nameW2Aui0hSSWcbcqcfsnqzwjuWgzDQNV8x6t5dt7yOw0pr0
/VFnEE4uKOZYxexyxqsaRSRxl/hE0nFv5u7wjuWkHZXf5ny+XPrNzoOnwa4jSo1kVQq4W2meJ1K3
TIOU5gTiZOz7jkCjwjuWgoJqf5o/pfSoX8u2f6PklRdbm4pWGM29ozNBSc8qTS3C9H+x3HxM8I7l
oMz0GOe40PT7jVLOO31Ka2he9g4KOEzIDIlAXA4tUU5H5nHhHctJjHDFHX00VK9eIAr92EABWIax
pX5htqV5c6TcaYbZ7i3Npb3qMVW2EdLjl6cQf1TKAV+MjiSPh2OPCFpROkfmc1pCfrWix3ywTpMo
t5JLd5h/vO+/pyKGr8YqaU2rg4R3LSR6hpX57R+abSW0m0Sby9LLAby3EXF4oxwFwFLrybkS/Dc7
AVoceEdy0E6m0n804zxtbjQ50AvKPdQSq/IqBZbRfDxDVMp28ADjwjuWgmvlbTfNUU18/mV7KdWM
AsUs4+KLSFTO3xLz3mZgtWPwgd8eEdy0yTJKtmTnE6E0DKRXwqKYJCwmJo2pc5v9/R/8Af8AmvI2
e9l6e4/P9iiLWFZ/rCrbifc+sIfjqRQ/FyrjZ719Pcfn+x09tDcMrTi3lZAQpeHkQDStKt3pjZ71
9Pcfn+xVBlUBVljAGwAQ0A/4LGz3r6e4/P8AY3zm/wB/R/8AAH/mvGz3r6e4/P8AY3GlVkUyfHJU
lkHGnwhdq8vDDFEjbxcf84u+UUtNPtl1i8KWF3PeLyWIcmuFhUj92I+JX6uCp++oFMbC2U08r/8A
OO3kzy9rWlarbanqM0ujzST2kUssfBpJOpkCxrXbrx412rUY2Fspl5Z/JLyhoHp+nNNqFNT/AEvM
dQ4TsZljdECHivCjurknkxKip6UbCDaezfl35WmWdJRK6XMxuJgXFTIxryDU5L/sSMxDpMZaDp4m
/NbP+XPlaeUu5mo6lXj9SqMGkMpqCD+0xxOjxnvU6eJc/wCXPlVp2nQzxyMixvwlO6qFA6g/yDE6
PH5r+XjdrT+W3lVr17xzO8kkonZTIOPqA8q7KDSp6Vpg/J47vdH5aN2jm8meXGuHuGRzM7c2fm27
GUTH/kovLLPy2O7Z+CEZo2gaXpUkrWPIGULzBIOyIka9q7LGMsxYow5Mo4xHk7XZpYk5w8PXSCZ4
Ud2jMjrx4xhw8dOR8cuZPLl89/m3Je2Ft/hSGEXMaPdStfO6wEyFXXks6o3FAH+0K1oATilmnlLW
tR1vSvrOsaeNNuDctbnTJ5WnLxBwol3kpRga0K9sUMd0fRvL9tqt1ZW35b2tjNORGLn0eNu5hkka
pl+rcUQrBzQqCxanJVrGzqUjfSvK1jJ+nYPyrSHUrTitrbrHIgkZo1fgkSw8DMC5PIRsOKn4g/JF
C2nvlnzbc6XbaXY6J5Cl0+z1By17FbJNHFYt9Qtrs+qFttz6lyYjQAkoxAZ+SBVO7fz/AOZZNZew
byhfegt5dWq3KFxzit1JSdDPFBBxen7cyjcem0nxBShE+YPOvmHS7qwjtvKt5fRXk1nDK8bcmtxc
tOJnlECXEfGBYEJIkIPMVK7clKHk8/eY18wjTF8rXMln6lgg1RfrQiIvB++oGtFobfq3IhKfadGo
hUM3xV4zrvmr87B5t8z2Gn20EGkxqsPl+4aHn++YwKHMhWnBQ7PJzU/tBa8do8QTsmflDzN+al1p
Nrd6vHbrMmjzXVxZyWxinkv+ciwQ1MsSIxEasRToaNxqrY8Q70bLbTzH+dWqaFc3EFlpWnXf6Mge
0iuXkjnbUHVGmBVuaKqqG4qw6soL/C9HiC7Jze+YPzJtxduljp9wsdvb/VUjehe8EkIuAW9Zz6Dq
7mNuCsOJ5jYFniHets2S8tyqlpY1cgVUODQ+FcPEO9bVsKtP9hvkcB5K8f1e+VNbu1bVbVB9ZkAh
a/t1cD1D8PpmZWB9tjnFajQauWaRAPCZH+Icr/rB2kMkOEe7uTpNZ8jtI7NcxrFOqCz/ANyEQqy0
Em4uWBPxL1/29sNHAmVwnW1ev5/xtHHLbcfL9jrnWvJIlkKXEQo6lYzqduAY1A50/wBK+GvuDt89
o5NJGyRjnzH8fT/TqJnvHy/YgZ9a8sz3rol/BEZHVYIY9RtSxHCgQL9Y+Fi1PiYtXsO2UZNHOUie
CYHT1DlX9bv5k37mYnQ5/Z+xLrvULP6tayQ6rbRM6OZHfU7Xg9JGUMlZegpxJ8cwcvZ+pIjwiQPX
1jv9/c2Ryxs39zNvy4m9bT7h/rUV2DLtJDPHcADiuxaNnA+WbzsXBlxwIyc777cXVSBIpjPnK6MP
mO5RtStrXl6ZSKW9gganpqPsSSIw39s1XaWi1U88pQvh2/iA6Dzb8GSAgL+5K0ku3eRE1O3ZoqmU
C/tzxChi1f3u1AjV+R8Mwv5O1vcf9MP1tvi4/wABG6fqugLZONQ1SA3HNgJE1C1+EFQorW6QVRvi
px36VzN0+gyiBGSM+LykO7+uOXPlv3tc8gvbl7v2JpaXGhwxWgv54gyhzdSy38aB15PxKlLk/ZCm
vw/stmTp9EaiJwlYvi9XPu5T/Qwnk50fs/Yq20VveCaKwh+tXMMPp3EUd2jmG4KleTFbptvUUihU
fhTInRzrbHK+H+d/FXP+83F+QXxB1PXu6fJET6BeNalIrW4S4KovqCQUDKau+9032xtSmCegmY0I
yEtt7+Z/vDz7lGUXzH4/zUu1Hy55je7drCCeO1ooRJLiMtsoDVPqHq1TmHqOztSZnw4yEPOQv/dN
kM0K3Iv3Ib/DXnL/AH3J/wAj0/5ryj+Tdb3H/TD9bLx8f4DM/JNjqdnYTRairLM0rMoZw54lVA3B
buDnS9i4MuPGRl+ri772oOFqZRkfSm+rHUxaP+jeH1zifR9YMY+Xbnx+KnyzbStxixZLn82EjgMl
ppUzmNBchJLiPjJyl9Vk5I/JeAi4KaEnkCVFDg3VTkufze9NnjttJDJLNSFmuCzwqW9HiwoA7DjW
u1a47qibO4/M8SD65baW0fGSohluFPIKfT3aJvtNTl4dq47oV4bj8wzJE01rp6xm1T140mnLLdlj
z4sYQGiC8aAqCSTvtuN1SXzFqH52xmI6Dpmjyr8HrLcT3DGvKQPxPCAU4+mQf9bY7Yd0hDabqf5+
8LdtR0jRDV+NysFxOjhDx+NAyyLt8Xw899vfHdUXdX/50PeiK00/S4bdbxFe4mkldXsuB5svAq4l
5dAVp8+uO6oq+vPzZihga1sdLuZq0uIvWnQED1d1Zo/h5Ui7GlWG/EMzurK9Mkv5LdXvYvRnKgyR
A8grdwGoK4Y2oSHVNWvbaW7WFEleNUeP1bpoFLS3jQcT8YCqEpTbrtvlGbNKJIFch99Ow02lhMAy
JFmXIXyjbCvLH5tX2ueZE0Z9IudOkW5hinS9Z4G9Cf1yskTfWHWWnoqoKght2GxouTbgkM+1S41W
GxgurIvcTRWoK2RkSJZ5X48fUmdWKUod/fuaZOABNHbzashI3CRfpXWh9bittRu9QNzaPe2WqW1r
HcWMXoycRBGIyjSSyBt1aQ/Z2K9cv8MbWAOh3N+/8fa08Uq2N9bH3MG1j83NVX8wbfQrdtTsnmv9
Mh9CVrX6sIbn0mnWSN7U3CsVbiB69aktVeIU5MdIODi9JHDLfe7HKulfs2N2IHOeKt+Y/HJ7vmsc
1p/sN8jgPJXzTrumarNq99aLBKZ7qaS6QPpyRcS0wUMFnKqz8E6p2O3fMVygWx5O1ONiyWzyGyKB
4hoSMgLQ85OTMWDnitN6/ERSla4raLvPKGp/ULhYrGJ7mGIKJYtFiP1j1nRxNCVDJRInowFGG/w7
HCi0BBYW1pfR2V0knr2pFxcz2mi23IJwWVUDuyFX5VUbfaNO2BKlqWg3+nS3qWdrc/o4OgjiGjB+
UblwvNpT8YUqOLMzV2YUOKgvZfypsIbPTb6OKzNkFumiMbQCAsYo0QuKfbVmrxY7n26C3HzacjCf
zMsFn8x6m0tlcSxmKOk0OiR3QDejxDfXDIjHiaE1G1OOQLZDklOjWU9xdXN6yXcWlvFJcF38vW9A
AGVo5G+PmSjMK1NS3I/tYEn8boK4sZbuNVg0pp4ZYJivoaHEkjzGpRqQgsPTWRVNXNaOKVHxBK+9
8ueYBBfzakphVVPqzRaFb1ZpeAKiWNYnXa5HLeh4v1puUWFWbWtc0XVYY9FvLjT59a9GSUto8EKS
GQCSPcM3Lh6rBiqjcNWpxWgWbaH528xfpfUp7u11a+0uJW9KzGmpBJHI8isiKeVX4xyAbsCetO+G
2BiGV6T5vs9T1eXSo7O8t7mGIzSNcw+kgA4DjUt9r94O1NjhtiY0nuFirW/2j8snBBYZ+avnPzl5
Ys9Pk8saA2uS3UrLdsEuJRbxpxPNo7dHcg1O/bwbLFDzzTf+chfzA1E3zWXks3S2d7b2yxxG55vH
NJIpNfSIBPBQC1KE9D0wWtJrefnl5rs5vL0cvllnbWfq31mJRKJYVlgtZndVo3MFriRFHbjv8VVx
WmJn/nKXzrdXBt7TyeLaYuoVJfWnYK5cDkALf+Q79NjjaeFn3k382vNuveZb3TbvyzJY2NrqZsY7
plk/eR/vf2vsepGsau/EspWvT4alBD1bFDsVdirsVdirAfNepva6jAojheIK/wBYLtAHVZb2imkk
btTklRQ0r1HTNdrMlSHu8u93fZmHixnc3e3PpE9xH46vFdIj81aZ5ytNSgvWZZdT046zpssNteRF
ri/mh9OCeIS0kh9GRnVFAVg7K3TNg6Z7l5ll0lbfSb3ULqSOwtwkMqQyyGOaW4UQx289tEG9dGZ6
8T0IH7JbL8Rlvw8/xvfRoygbXySi4tr2O0srW7sTc3FzeCOSC0RY4NLeR3vPVb6pxmDEemX/AHhH
Kh5ioLW2LJB5Dr/EOXX9X7KTG4ixuP8AY/j3vHdZN4/50QS6ldWz6jJrOiSNFaw8Y3WSNH5xyMXd
RGCqsvL4y3I/ZzYxj+6uIPCIT69bH8PI9d/4eX8RcYm8l95j+LfV+aN2jT/Yb5HAeSvnPVpmh1ye
5i8tQXkWrXE/1VwdRE7SVkX41YihYSfZC08K9sVyR727bT4RLcQzeWpp9R1mP/edX1CFI34ssrGO
VG/d+rwAqzU2IIYcQr8VK1vvSdptV8miGGYXckgpqQdDxVBVyZgpMqUb4PhWn0qfiy1fInmnRdVi
1by9pVgsyPS1hF7cPHFFJCI5PUEqxc68FNRvX8TTDiB5srguPzReGMS2ekRTcWErGW4K+oFYqyqA
TwY8R1qN/DeW7H0sk0I6wYm/Sy263VdhalzHx4r3kAavKvbJw5sJU8q/NHy/FF5g/Tl7Bp5jmkii
shctfu88gj48HWBhEnxhaDYMOp65XJtgdqee65d6a+rzW8A0tZ4ybW2MDasXSvKPiu7IW+L4u1fH
vFsCJS10SPTBfQHTfr5lEcKtcaovrBCYnJAYULerEftgCreBGKGZwfll5nS3a5h0vT4r29UQ3EDX
l60CrIZUmkIWXk3KNlp8bGpb2oaY8YQPmL8nvMt1NGmnWFiLO0ipE0tzN68pdRI6Oa8PhmZgpAXb
v3xpRMJ8v5b69d2ttHd2VhDJMn+nuLq8dhVoq8Ks8auU5qeKU+FaNTYNI4wyYt+ayQxqItDeaoDM
GuggFD1FKjp2r8u+S3Y+lC3s/wCcsQZrW20O4X1H4JyuQ/p1+DlyZFBA60Jx3X0s7tOf7dOfEcqd
K96ZZBrKV+bX8yx2Jl0Cytr+7SG6KW9yBQzLbO9sAxkiAVrhURvZq1WlcmRaGHXGq/nCbOSS28r2
QulW3CwuluVZ/RH1mjG/j+H1uXEkCgC/3nMvGOEdy0Ew0zW/zCuOVvP5PtYZ4ZbZZLqe5EMcsEsj
JPIkcaXIR4wtfT9Z9js7bcnhHctBcLz8xvWdv0TpBt1mb01K3aytbg/CTSN0WTbpUj3HZ4R3LSB1
XVPzbW3H6L8tafLcvpxkBdVMI1JboL6PJ7m3lMTWwchmjWjcdzXiHhHctBTu9e/NuzmlmPk61vrS
O7ljSCJoYpJLYIPTk9QXNyUPM7fuWLitVioOTwjuWgq6prn5szeW5b7R/JVna6zHdGKHS7y5gnE1
sVUrc+oslqse9QY2+LHhHctBrUNS/N0andpp/lmwfTgkTWMzrEWcmxMkokDXkLKRe0jX4Ps1rT7W
PCO5aCC1Pzt+aVnEY4/y8W4mhgheW4jmVo5JHosoSJA7LwcN8Id6ihrTq8I7loMv8h61ruqW1+dZ
0c6TPa3JgT928STKFDh4xJ8ToA4HParVFNsIACpb5rgvZ9QsIbSOOSQm4kNUt3lHo3kclV9Uh+NA
a8PurTMDWAmQA/R5O57NlGOOZkSN++VbxkOm3zeQw+TfN10PK91+j55ha69ZJd6n/pE0kkVlqV+R
IQJrhkWKOQFmlHVqcqjM91FvZ/Mz20ltDbGcDUb20eaytJF5QvOjxuk7USRg0EpT0ytePL7LUFLs
ff06/jzaMvJK4LVlnvbiGwk0/WkFpPrF3b2oltr544WeRLbmwaWhmIDMA3Kn2qEZbIigLuO9b8ve
wMdtju8IvY7O0/OXTbGDS/0aF1HRaW0ryPLblI4RJEGZqOrO1eTKSaAqQKg7gEnTkk36ZOEa8Xl/
EH15nOu1af7DfI4DyV4Xqtr5sbV9T+q6tqM0bXLqIIdYs4SkfrNsEYt6VERQOn2unUZjOQKpRtNQ
8+6Q017c22qXsViWRkfVrVmSPglRcqqT7sF5V4qVrsxrXFaBXapqF/p9rLaJc6nM7KwgEOu2iykC
Uvzp6fqcmEYIbgeXOnXFa/FK0GvanOt5ILt0kdbi0hhj1+1nYo0BpKEoWEiuiFf2gSdgMVr8U7yr
banqlu0WqeY9U0L0Jlk5S6jFM9xHJWo50T0z2Xc99tsQp26PVPKi2CRXC2mqnVi0rST3DTJMwdlX
4T6fwrsAQoAHgAMtx82qTV/JerdMI2AQUKCq7bb9c1+eWQS2O3wbYAUw/XpPPlpqPPy7b6fHbvDy
ubqf0lZpfUJ4HiyEihJ+Z64ITlW5+5lUULeP+Yt5JcOttotxb+mxiRqSySSmII27MEp6iqDX9kUy
XEepP2LQZVp1zrx0+2N6yJeGJPrKI0fES8RzC0J25dN8qlkyXsfuWoo2WbUQkREgqVq26deR/hTJ
Snkob/cgCLHdfu/zHS5VtCbT5LURkul2zLJ6gOwVkbjQjpUYYTl/EfuTUUt+u/nNKrtH+iIgVj4B
3ckNT959ksCOXv0yfGe8/wCxWop9oF35xfTwddNvHf8ANgVtmUx8P2T8TMa5VOc79J2+C1FlGjvO
0TGY8mqaEEHbbwzN0hkR6mnJV7MZ/M3y/wCYddOjWWm6fb3tjHcm5vpLi7uLMxPGAISv1cqzq3J+
Q3psQK5ltaSSfl35oWBYrW2tYjABNADrOsCN5nIMkVwBVpod2oG+VACcVYpJ+Tvnme7s7+HS9OsP
q0sfq2SatqBEkMXBEXiUkjB4RRszVJYpuDU4E2j3/JLU57SaGSwtonE8V5HMur6k0huYkYbSMrHh
W4lo+z9KjCtoOf8AI3W5rqZ49LgVzGsRuLjXNRf1o1jYNE4ijjfiZG+Es32eowUtpnZflf5w06IG
y0vTY57Mqti8eqaoDJH63IfWOZZWZVmmNSux4gfCKYVZh5Z/L7TV021n1LTpNM1WIxcre31O8uYk
NlyitmV3dOY9M8uLpSp+IE4oRdr+V/lO21a51eJLkajdbyXP1mbkHqWLijdSxrvUDYCigAKoWH8n
/J8PmEa/Gb8ah9ZF5N/p1yY5ZgpAaSMuV25EgCgFafZ2xW088r+UdK8s2n1PS5Ln6oFVVguLiW4V
SpY8lMrOyk8qGhpQDbFUdGJIiQbVpGV5GWRfT6O5bbkwPQ40myhNC09NG04WFtay+gss8qCsexnm
eZq1kNTykNT3xQo3uma4Z9Nnsrr0orSFlurGicbhigEatIQzRhG3qgr9GWRlGiCPj3NcxLmErs/J
bC1srW6iL21tONRMTXMsrrfCRZEKy1i5RR1f4Wjo1RstDWZzGyR12+DGGLhAHQPPb38mfP11+ZMP
mia806e2NzYy3LyBlnZLQwlyielIqSMYOqOtdx8KkrmcNbjGLgAPI/bbR+XkZ8RI6Pc81TmtP9hv
kcB5K+fvMC+V/r2qOnmLToLi4upoZUOh+qvqmRqxtcFH+LcVIO9CcxnJF9zTzeVrrTLJtP1/SkvY
ARdu+kGYOjtDFzYSIwSnwD7A22rsTiu6In0vyjbanLdahq2n3S2ItvXs49LAiKsy8fSliqSh5qdl
I3AB64rZThdW/wCcfjcetHDZPI8bt6a2s5TilWYmP0+APwmlRWmw64dmNSTCbVvyQunXTJI7AOzt
EsYtXiPMM3IcxGtPiZu/f3x2RUmTfl5B5Jj0+4bygsYsDMRO0fqkGYIpO8u+ysOm2Tx82E76q2pi
3+uycmcNtUAAjoPcZq9Tw8Zu2+F0w3zvfeSZII9B169nt/r5VoljjLMeLjj8SrIF+LBij/FG9vx3
st2L213+S9tf2t1BLcwSWBWS2bhcFFryl6HlXfkTX5e2XGMiK3393613ek2F7pd/ZxXlpM8ttOvO
KQLTkp70JBzEMYg0bTuirySxhtUmkd1jjiZ3biDRVZiTQH55ZIQqPPl+liL3YHrvnf8AK/WNOl0z
UNRn+rzBHZVgnViF4yqQwX5ZZDCYmxf2frTukMQ/JWxM1sNRvAFmDvCUnZQ8R3Gy7iqVJPh1ywiR
3/V+td2bWvn3ybdXMFtDdzG4uXjjijMEi1aVeSbkcd19/nmOcIHf9n613Z9oPp+g/pkkcjXkAN6D
wzO0VcOzRl5pD+amtectJ0C3n8pRRy6k93EkwmgkuES2oTLIUiYSUXavBXY9FWu4zSaakq/KPW/z
KvY9Wk8+pFbxu8UuisBBEzQSBywaON3dCtF+GX4hWhwcQU09C+t2v+/o/wDgh/XHiHetpT5w1PW7
Lyve33l23S/1dFT6jbuR6ckjSKlGJeMBd9zzFPHDavFNA87f85BXmr/WLyznj0pNJupPTe2toQ97
DZuYnCOvr/HcNGBFyBPWgUMojxBOyC8v+dP+cmZNfsotVtHXTEvLZNUYWtotIJZlWT03r8YCGpZK
8e/THiTs+jvrdr/v6P8A4If1w8Q72NtT3FLSaaCkzIjMiqVNWUVA+JkX72A9xhsK8d0fzP8A85CS
a3ocOqaXp9vpUtyqalKGhaX6sGUyPJ6c7qjemW4hf2gNu2DiCdl/l38wPzcvbu1t20KiLdxtqb6g
PQKWzxBWhhfhbRySLJHLKHXkoVo0LcyQHiCNkx89+Y/zit9VuYvLOnWr6WLOQLdc4JWW4rIYWhV5
Ed2YemHDx8VNew5l4guyl5L81fnKmizf4g0i3vtSiMvEvNBaEukka+nWMyIVKyOyOimvAj9pceIK
aW6T5k/PWWLSnvtK0+GdZLlNTiM0JR0LRfV2ZhMrR7NJUxiTYV4sfhx4guzMvI+o+cJrK+fziLK1
vBdyrZwWjq0f1ZaBHEnNi4bqOSo3iuPEF2ZJ9btf9/J/wQ/rh4h3rarhVp/sN8jgPJXz1feX9Cuv
OmpyW0+l32o3N7PPa2txJdwt6kTOXjk+KOI/vVUe9WpUCuYzkg7J1p/5R6xBOXey01LQ+oUtvrF1
KVMixemG5KPhjkiDt8R5Ace5JaRxhy/ltq2otPc3en6HdXc8sjXj2t3qEfJpXRix4vxU057Up0oO
uNI4wu0v8tfMStK9zpGmLMzBow893JCnDiqcf3pk+zNMxBJFabDs0kzDWnfl15oWWWGXRtJhtoWH
oUuLxS3Ew/FHIkjOtVg25rUNv+02NIMwzv8ALfQL/RNMltbyCO3Z5FdI4ZGkUfuY0bdif2kPzyzG
N2EzaO1D6x9afjArrtRioJO3jmvz8XGaF/BshVc0s1K1mmtZmGnQXNwqMYElhVgXAPAHlTufEZXE
zv6fsZ7d7C5bf8yxaxRp5X0No4yfTt/TFEq7ciFLhRyHE7Hx+WX7Xy+xG3eiYZfzbgiiQaRpPD0S
VhgQqsb8fgQhpB0PXjt4ZEiJ6fYnbvXNdfnG/KOTStIeEjigIfZWapDDmQfhqKfrw7d32I270fFp
nm6GaNl07RmQGkqpbvEWQqagN+840bb7Jr19shZ/m/YnbvRNtpetTXkv6W03TJ7NxIQUg5SVMimM
HmKU4rVv8rATKth9i7d6by2gmeN5bGGR4TyhZ4lYofFSRsdu2Quf837F27090X1PSbmgjNTQAU22
3zYaS63FNGTmmRFQRWnvmW1vCU8wX1t5jOlrrNzN5UuJLf8AS+onUbqW4tY4TOs0l7NKlrJpstzJ
JbAwxcUVQxXjgSnmi+ffO1rqOgaedLudS0G+ub6N9a+r3FxKLVdQe3sZJHHpqoMJjYueZZTzNKEs
q9B86Xl3Y+UNbvbOSSK6tLG4ngkhRZZA8UTOvCNvhY1GwOFDxaHzV5+l8tavqKedU1DUdJjvJ4o9
PhtpbMpplij3Mi3YSNZkf65Cy8oTxk+GlAXwMqZBeaj5ng1+TS9W16UT2unLdpNaOvr3LRvZRn1b
OKWKKAXM0hSDdSx9SvBR8RQ3o/mDV7TzTd6VLrmryadYta2ha6sALaa4F5b2009tdvLLcSqJW9KR
a8V59CAWxVnsmv2fmbyJfar5cu5zDeWd0LC8hikjnEiq6B4o5VR+Qdfhqu/bFDyLyvN+YFtfQXep
3fmy4tVtJbYwNYyP6txPKpjuAfUZQqR3IX4wu0bNVW2wJQ0P+O4po5pvMXm5nj0+a4ntV0mdpOcr
lIURC4QtE8hJDVYhftceJRVMbr80BaR20uq3fmuzi02SF7iI6V9XkflE0cfqGVpOQlnbfmSnIqoX
o2NrSf615h8wzy3MVtN5hl0t7Fltrq00yQXLXEUgmaTmkUMRBQhI/T4h992pXChP4fKXmzUNOWW6
80aisk91c3cYRI7CWGC4jCQ2rIizKfQNWqdy3ttirFvMfmDzJ5e8wT2MnniZAjxXcVg2lW94Vtol
LTQcw8M0vqc46uBUHpTlspWaF5/vLLzd6upeb5tW0i4llgTTDYW8ASQgyIEmRiz8Fb4l6jifDFD2
fFWn+w3yOA8lS76rahHT0U4SN6ki8RRnrXkRTc1HXKWaReb7afU7JNJid4kuJVF3IlAfRVGcqCd6
lgo6ZTkn0bYQ6sZ0/wApjy7Pb6tpbXEs0XFrm3kYD1IpFKvHxCoOQNCtT17dDlcZUWyUbCvHqP5j
qJtQlmgaOF2rpqoj147snJFJHEdPjrXbB4smfhY+TPoJkmgjmT7Eqh1r1owqMy3DRFv/AHn0ZKHN
iUi1JLY3jl5WVtqgLUDYd6jNXqRHjNn7HIgTTFvMPlMarcpc22vX+mSLH6PC3AEZHPkW48h8R6VB
yMJQHn8P2s7LC9b0/QdGvkstQ8863DdsqGp9Vo/3pYA1VqAfCf2tsvjwyFgfZ+1bKnf6v5NvDHIv
nfVI/QosirBcem/FmdiQpXc1oCT0p1xGMDp9g/Wtldf3XkqNbe2Xz1q8E1ukYcFJ5FZDWYchGF+M
hhvy26YiA7vs/atlDyXfk0SPEfzA1lpl41dEuCgoCpoF69a7HDwDu+wfrWyyKPyxH5k0u2v9P83a
mlrKGKMqOgcq5Ukp6iNSqbV+eVcUImj937Vssq0DQ7TR9OWy/SN1e8WLCa6HOT4u1eXQdsqmYSN3
9n7Vsss0IRCFvTYuORqSKb7dqnNhogOHYtGXm85/5yG13X9H0fSZtO1yPQbSS4kW7uvXlhmZhHyj
RRFBdMymjcgFrXj2rmYWsPMp/Mvm65e4srTz4qJDbpcy6hLqVw0kStCs8i8YrFUkVUtXMbItSr1q
S3HFKP1Hzh5ouDLFbeerc3Wn3HK8hjvLlIFlkmuLuVPW+oq5WK1hChT8C0YU5Luop7Iusov5Sfpe
S4iuEl0s3D3F5PK8LiWPkTJPFEk3D4vtCMMB2BwoeN2/na702C4ttUi8urp+qxfVtX9XV7y7uJbC
dHld1LyTXBeSOY1cv0CJsQuBKKHnOVDe6vrX6C9HULS4S2uoNQ1M0cyKFNvDOJooQ00MTPLCnGvF
iTiqkmq3On+YLzXbmLy5JZM/6Q1COzuJUvVjj1QSu927xRy3Di5Xii04rwCqOJYMq9f/AC+TQr38
s7ZtPgsv0ffwXDzRWIlFm7yu4n4CURy8C/IUYAjptiTsgpDd+S9Ht2aYaNGEimllE/6YuYlCyyxu
5b9+KI3DmY/silKb5iyzTHQfNrM5DolQ0Dykt1eanHo9vHfX0gurp11x19Z0DupbhdkMOVFA404t
0pUZV+bl3R/0w/Ww8c10+YX2sGgPHZQR6RCLbTz6cUsurzMimeSKdgJZLgetSaAGh5fZqKVoQNZI
nkPmgZyeg+aHuPKPlZLi7ktNDspVvri6l1GP9MzcZPrKGNpfSF0UBcSsCAu21N6UJ1U+gj/ph+tJ
zS6V80/0f8vfL6Xkc11odtCNOZZrEvf3F4PUteS25VZJuIXhI2xFBtXtS+GSZO4A+LZGUurDPzle
f/GiSWQZlkgR53RkaRaQNwVYTCJgzg/aRnZdmC7FWyLZhg3la01CfzLoWmaTH6mnXOo27md4lt1e
AxxGZVE5ZlRvSkcBK7g/SpfXOFDT/Yb5HAeSoPKWSDvom+KSvGMJ8TgBivH4q0qtegyPDZ8mYlQQ
c1mYIZYpXNs84lEcwJbizLx9Tia9K7CtP14+CIszmlL4ISWLUwiOYozKGAdmNI1O4Z4hwJ5sOQoT
t3NMqlgIHNnHKCU+tVcQJz+1x32ofao8adctjdbtEiL2RVv/AHn0ZZDmwLy/zd548y2HmC7sLHQP
rkcDCt2YLt0ETRIwkZokYEK3MNxrtT3zHnjiTZDfHlzSS+/MjzRaWDy/oyxuJQ5iV4bfUFUNHHzk
LiVEK09RKAns2/TI+DDuDL4odfzE84XjQvbeV7a8jXklz6dvdS8yvqFJIXWoMbem1NjvUbdcPhR7
l+KaTecL2KW8tJfLttcAXP1Y2qW9ynNvSkaNasjepWSA0PAbEbVx8OPcj4oC588a6tvEyeSke3lB
qRaXLhZIlZFgZeCgMki0/wBUdBj4ce5fimnlnzdfyOn6Z8nPFavHteWNtMUQgUYSLIq8VpWtW2p3
rj4Ue5B8i9ItNK0mK3RLW2jit6co0jXgoDb7KKU65I4YHow4yrfULP8A30uDwIdyOMoqyijiqsah
V60Hjl+KIjsGMjaS+ZtK8meZreK11i4huLWIuTb/AFnhG/NChEiqwDgVqK9CARk+OPevBLuSS9/L
j8rLy/8Ar7vwu/Skt/UTUbgD0ZYzG8aoZiir8XKigfF8XXHjj3rwy7mQaRa+VNK0ldJt7qCWyVSh
S4mSZmUjiQ7OSXqOvKpPfDxx714D3Iq/n8t39m1ldXUD2zFCY1nCf3bB13RlOzKO+PHHvXgPcxLV
Pyz/ACp1IUnPAkqWaLUbhCeEZiWv77srYOOPevDLuZRpQ8taZo1to8F3A9lawLbIssyOzIq8f3hJ
+It+0T1w8ce9eA9yJ+u+XaAevZ0BDD44tiCGB69eSg48ce9eA9zf6Q0IW/1eO8to4uPBVSSNQq0p
8IrQYDOJ6rwHuU57vRriF4Z9RglhkHGSN3t2VgexBFDkSYkUT9yDjJ6JTDoHkKGT1ENkX48Kubd/
hJr+0D/tbdMpGDEO77GH5cfzfsVoNJ8kwW628bWPooSyowtWoxrU/Ep/mOSGLEBW32JGChVfYqCz
8oCQyCWy5sCC1LWtC/qH9nu/xH33w8GPy+xfB8vsRzahpTKVbVIirCjD1YdwfkMs4h3/AHM+A9zG
vMXkvyDr+pS6jf3i/WZoWt3aK4jT926BGAI+IVAHQ9hh44968Eu5A/8AKrfykW6tbqFIIJrF4ntD
FcKvAw+nxU7/ABr+5WqvVeppU48ce8Lwy7mf297Z3JYW88cxX7QjdWpXxoTkhIHkggjm1dXlnbgL
cXEcBcHj6jqtflUjBIgc1AJ5IT9IaR/1cLf/AJGJ/wA1ZX6e9lwnuWve6M6MjX9uVYFWHqp0O382
Pp714T3NXF1olx/fX9u3h+9UfqYb4y4TzISBIcgtE+giFIPrtsYo68EMiEb1r1b3wkjlYRwy7lX9
IaR/1cLf/kYn/NWD0968J7l0ep6QjV+v25/56p/zVhBiOq8J7mNX3lDyJe6xcavcXlby5ULIUvZI
12XhsqSKBsMjUe9kDLuWweT/ACZDIsg1adnVVjZzqMoZo0DhUZllVio9UmlfDtjUe9bl3IC9/LL8
tbr0g14Y1gUrEqXz/CDXoXdjtXbfHhj3p4pdyhL+Uv5XSXX1j60VZjylQXrESGlAWJcvsd9mH3bY
1HvXil3I5/y9/LpoI4vrjL6deLi/l5UZQpBrKRQ8AaU641HvW5dyEsPys/La19X1tQkvfVbkRcXx
oDVSf7to61KCta48Me9eKXci7D8vvy6sBeLa3fpxX0Rhnj+uuRwZeJAJk5fef1CjUe9bl3KVt+Wf
5X28H1cSK8HIOsbXslFcdGXjKpBxqPevFPuZVo/+HtJtFtLS/h+rpX0kedW4gmvEEsTQe+SiYjqw
Ikejz70Zv5G+45g05tu9Gb+RvuONLbTQ3JWkalWqPiZSRSh9j3pkhsD31t73HzxlKuE1vv7l93Fc
yMGhojA0KmEshUH/ACWiIbKtLExhU95OTnIMvRsETpwtYInW8ge7lI+CQI0YBr/KHbt75kEx7mkC
Xei4rjRhPK0umSNGzcowHYcV7rQU++uAGN8kkS71KS405nBTSmVRGVZfUc1boGrTbASO5NHvahk0
6L0idPkmpz9ZJGYVqRx4soWlAP5e+II7lIPettJrOKaR59NM6M3KOPm6hF3+HoeXUdfDGJA5hSD3
qss2ks5aPS5IwpXjH6rkMA1W5E7iq7bYSY9yAD3uFzpas1NJZhzJUmWQfu+nGlG398bj3LR71ss2
mMknp6W6M4PD9654Gi8SDTfcGoI+nASO5IB71zz6U8ctNMdHavpDmxCUVQN6KW+Jd6+OG49yKPel
nozfyN9xyumy3ejN/I33HGltlfkJHWa85KVqqUqKd2zJ0/Vx8/R3n1Haaz4qWor1oK91x1HRcHVL
Uk8viOjafM78F+I81+IH4qAOe3v9GV3HuZ+rvX3n+Gm5R21rMgcpxlo54io5/aY9q/snDLg6BRxd
SrXTeVfRkENpIZBIhQgSbrUc+rKPHbCeDuQOPvUJ30D6sFispORq1fj9QMD8INTxCsNtieviMiTG
uSRxXzULg6K6qsNpPFSGjNSrGUFTXdiACAR0+jAeHuSOLvRER8ter8VpccT6Q+MHiOJ/eH4XJ+Jf
nvkhwdyDxd6IVvKQeRjaTFS6mNOL/ZooO/Lx5YfR3MfX3oe6l8t+tCLbTpfTDH1y3qGqkbcf3gPX
ATDoGQEupVFm8rNbsp0+dJitFNGYK25B/vBWn0VxuFckVPvdet5WMIa1tJVlZWHErIeLbULAyKPu
bDLg6BRx9SuMvlIwkjT5/VFKKRItaU8JG6743DuWp96FtT5fRD61pcu4kQqT09NWHKoB6stSR+rI
jh7iyPF3rH/QRQcbO5EnqKW7KUp8QAqSN+1f9kMHp7ivq71WOXy+IlWSxmeRY2DMFIBkNOLf3laD
fCDHuRUu9Lr5LZ5K2cEsaVJ4uCdjuB36Vp8qZCVdGcb6v//Z
uuid:71443457-e206-194a-accf-bdd7073687ae
xmp.did:8bcb5991-b01e-4354-92f1-030a40d6fa2f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:d1598426-94c9-4741-90ff-c3774fda15d0
xmp.did:1ee618cb-1f06-4c15-ab8e-3e92af37bc5a
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:1ee618cb-1f06-4c15-ab8e-3e92af37bc5a
2019-07-12T14:49:16+09:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:8bcb5991-b01e-4354-92f1-030a40d6fa2f
2021-07-09T13:26:13+09:00
Adobe Illustrator 25.2 (Macintosh)
/
EmbedByReference
/Users/kabuyouki19/Desktop/★半田作業/★ようき:ココサポ:YCA仕事/チラシ/教育・研修センター/強度行動障害支援者養成研修チラシ/2021年/8月・9月開講(オンライン講座)/テキスト写真追加版/基礎研修のみ版/kyodo-text.eps
adobe:docid:photoshop:ec5f9438-cfb0-7c4e-9f69-07462aa8d727
xmp.iid:51c4b7f4-7b2b-48f6-9a65-eb83ccbd4de9
/Users/kabuyouki19/Desktop/★半田作業/★ようき:ココサポ:YCA仕事/チラシ/教育・研修センター/強度行動障害支援者養成研修チラシ/2021年/8月・9月開講(オンライン講座)/テキスト写真追加版/基礎研修のみ版/kyodo-text.eps
adobe:docid:photoshop:ec5f9438-cfb0-7c4e-9f69-07462aa8d727
xmp.iid:51c4b7f4-7b2b-48f6-9a65-eb83ccbd4de9
Print
Adobe Illustrator
False
False
1
210.001556
297.000083
Millimeters
HiraginoSans-W4
ヒラギノ角ゴシック
W4
Open Type
15.0d1e3
False
ヒラギノ角ゴシック W4.ttc
YuMin-Medium
游明朝体
ミディアム
Open Type
15.0d1e1
False
YuMincho.ttc
YuMin-Demibold
游明朝体
デミボールド
Open Type
15.0d1e1
False
YuMincho.ttc
HiraginoSans-W5
ヒラギノ角ゴシック
W5
Open Type
15.0d1e3
False
ヒラギノ角ゴシック W5.ttc
HiraginoSans-W6
ヒラギノ角ゴシック
W6
Open Type
15.0d1e3
False
ヒラギノ角ゴシック W6.ttc
RoNKSeiKaiStd-Lt
Ro日活正楷書体Std
L
Open Type
Version 1.00;ATK150911JP M001
False
.26138.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
カバン
PROCESS
100.000000
CMYK
0.000000
23.999999
19.000000
25.999999
主線
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
69.999999
服の色 7
PROCESS
100.000000
CMYK
0.000000
28.999999
20.000000
0.000000
はだいろ
PROCESS
100.000000
CMYK
0.000000
9.000000
19.000000
0.000000
グレー
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
50.000000
C=8 M=38 Y=14 K=0
PROCESS
100.000000
CMYK
8.203100
37.500000
14.453100
0.000000
髪の色 6
PROCESS
100.000000
CMYK
0.000000
38.999999
49.000001
11.000000
ズボンの色 4
PROCESS
100.000000
CMYK
0.000000
0.000000
7.000000
0.000000
靴の色 2
PROCESS
100.000000
CMYK
0.000000
20.000000
41.999999
33.000001
服の色 2
PROCESS
100.000000
CMYK
0.000000
5.000000
34.000000
0.000000
髪の色 2
PROCESS
100.000000
CMYK
0.000000
20.000000
38.000000
41.999999
ズボンの色 2
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
51.999998
C=60 M=78 Y=100 K=43 1
CMYK
PROCESS
59.765625
77.734375
100.000000
42.578125
C=1 M=5 Y=12 K=0 1
CMYK
PROCESS
0.781250
4.687500
12.109375
0.000000
C=100 M=15 Y=75 K=0 1
CMYK
PROCESS
100.000000
15.000000
75.000000
0.000000
C=0 M=70 Y=100 K=0 1
CMYK
PROCESS
0.000000
70.000000
100.000000
0.000000
はだいろ 3
PROCESS
100.000000
CMYK
0.000000
13.000000
25.000000
0.000000
主線 2
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
80.000001
髪の色 9
PROCESS
100.000000
CMYK
41.000000
44.000000
40.000001
28.999999
靴の色 8
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
服の色 9
PROCESS
100.000000
CMYK
30.000001
40.000001
0.000000
0.000000
主線 3
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
80.000001
髪の色 明 3
PROCESS
100.000000
CMYK
5.000000
5.000000
5.000000
0.000000
髪の色 3
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
34.999999
服の色 おばあさん
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
ズボンの色 8
PROCESS
100.000000
CMYK
20.000000
28.999999
23.999999
0.000000
靴の色 7
PROCESS
100.000000
CMYK
34.999999
36.000001
31.999999
11.000000
はだいろ 2
PROCESS
100.000000
CMYK
0.000000
9.000000
19.000000
0.000000
車いす 3
PROCESS
100.000000
CMYK
50.000000
14.000000
0.000000
34.999999
髪の色 4
PROCESS
100.000000
CMYK
34.999999
54.000002
55.000001
0.000000
髪の色 5
PROCESS
100.000000
CMYK
41.000000
44.000000
40.000001
28.999999
くち
PROCESS
100.000000
CMYK
0.000000
50.000000
30.000001
0.000000
靴の色 6
PROCESS
100.000000
CMYK
10.000000
36.000001
37.000000
34.999999
ズボンの色 3
PROCESS
100.000000
CMYK
27.000001
23.000000
12.000000
50.000000
靴の色 3
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
靴下
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
髪の色 7
PROCESS
100.000000
CMYK
41.000000
41.000000
56.000000
0.000000
主線 4
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
80.000001
服の色 3
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
靴の色 5
PROCESS
100.000000
CMYK
0.000000
20.000000
56.000000
6.000000
靴下 5
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
44.999999
リボン
PROCESS
100.000000
CMYK
0.000000
60.000002
31.000000
0.000000
髪の色 8
PROCESS
100.000000
CMYK
43.000001
47.000000
55.000001
28.000000
ズボンの色 5
PROCESS
100.000000
CMYK
25.999999
31.000000
50.999999
0.000000
靴の色 4
PROCESS
100.000000
CMYK
25.999999
25.000000
27.000001
44.999999
靴下 3
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
10.000000
主線 5
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
69.999999
髪の色 10
PROCESS
100.000000
CMYK
16.000000
50.999999
69.999999
0.000000
服の色2
PROCESS
100.000000
CMYK
0.000000
17.000000
9.000000
0.000000
ズボンの色 21
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
51.999998
髪の色 11
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
34.999999
髪の色 12
PROCESS
100.000000
CMYK
34.999999
54.000002
55.000001
0.000000
髪の色 13
PROCESS
100.000000
CMYK
41.000000
44.000000
40.000001
28.999999
ズボンの色 6
PROCESS
100.000000
CMYK
27.000001
23.000000
12.000000
50.000000
靴の色 9
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
靴下 4
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
髪の色 14
PROCESS
100.000000
CMYK
41.000000
41.000000
56.000000
0.000000
服の色 8
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
髪の色 15
PROCESS
100.000000
CMYK
43.000001
47.000000
55.000001
28.000000
ズボンの色 9
PROCESS
100.000000
CMYK
25.999999
31.000000
50.999999
0.000000
靴の色 10
PROCESS
100.000000
CMYK
25.999999
25.000000
27.000001
44.999999
髪の色 16
PROCESS
100.000000
CMYK
16.000000
50.999999
69.999999
0.000000
ファイル
PROCESS
100.000000
CMYK
23.000000
14.000000
8.000000
0.000000
髪の色
PROCESS
100.000000
CMYK
28.999999
57.999998
75.000000
0.000000
服の色
PROCESS
100.000000
CMYK
0.000000
22.000000
56.999999
0.000000
ネックストラップ
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
ネックストラップ ひも
PROCESS
100.000000
CMYK
11.000000
75.000000
50.999999
0.000000
ズボンの色
PROCESS
100.000000
CMYK
20.000000
10.000000
10.000000
60.000002
ズボンの色2
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=25 M=30 Y=100 K=0
PROCESS
100.000000
CMYK
25.000000
30.000001
100.000000
0.000000
髪の色 コピー
PROCESS
100.000000
CMYK
49.000001
50.000000
50.000000
0.000000
主線 6
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
80.000001
ズボンの色 10
PROCESS
100.000000
CMYK
25.000000
20.000000
15.000001
50.000000
ズボンの色 7
PROCESS
100.000000
CMYK
34.000000
17.000000
0.000000
47.999999
靴の色
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=40 M=20 Y=0 K=0
PROCESS
100.000000
CMYK
40.000001
20.000000
0.000000
0.000000
髪の色 19
PROCESS
100.000000
CMYK
34.999999
54.000002
55.000001
0.000000
服の色 26
PROCESS
100.000000
CMYK
0.000000
15.000001
0.000000
0.000000
ズボンの色 19
PROCESS
100.000000
CMYK
27.000001
23.000000
12.000000
50.000000
Deleted Global Color
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
40.000001
髪の色 コピー 2
PROCESS
100.000000
CMYK
34.000000
57.999998
44.000000
0.000000
Deleted Global Color 16
PROCESS
100.000000
CMYK
11.000000
0.000000
0.000000
0.000000
髪の色 17
PROCESS
100.000000
CMYK
40.000001
51.999998
61.000001
0.000000
ズボンの色 14
PROCESS
100.000000
CMYK
27.000001
23.000000
12.000000
50.000000
髪の色 114
PROCESS
100.000000
CMYK
16.000000
41.000000
50.999999
31.000000
主線 7
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
80.000001
服の色 69
PROCESS
100.000000
CMYK
0.000000
23.000000
8.000000
0.000000
ズボンの色 98
PROCESS
100.000000
CMYK
13.000000
25.000000
43.000001
0.000000
靴下 49
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
髪の色 131
PROCESS
100.000000
CMYK
14.000000
23.999999
41.000000
49.000001
服の色 86
PROCESS
100.000000
CMYK
40.000001
10.000000
5.000000
0.000000
ズボンの色 115
PROCESS
100.000000
CMYK
13.000000
25.000000
43.000001
0.000000
靴下 66
PROCESS
100.000000
CMYK
10.000000
0.000000
0.000000
0.000000
R=40 G=100 B=160
PROCESS
100.000000
CMYK
85.711449
61.211562
19.281299
0.000000
ホワイト
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=0 G=0 B=0 コピー
PROCESS
100.000000
CMYK
81.615925
74.496067
58.168912
24.493781
C=0 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=180 G=180 B=200
PROCESS
100.000000
CMYK
34.558630
28.262758
13.763636
0.000000
グレー
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
輝き
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
False
PDF/X-3:2002
PDF/X-3:2002
PDF/X-3:2002
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
23 0 obj
<>stream
HW۪+}_1?qhH^o!I?.#i1ӒRUVD3ʼn߾?}O_o~zOܜZRK/i4V_b;[?'ϸ40Zg=)Cz'7{|軂iΪR22.NS8YA؏y}h{#´ӏ4]iziɕdo_й09??|O!]g:}e,Ҏ?bmċx]E-KȴTr]jE}+~q^hqUv5%]Q"-88Yy#_֑SU$UofN9}]R445f%e1*d rƗ?%&
l22-@P6/ ; DݽQ,Z+q|\M"SlUB4 jPx!݇$V~+vKΒ)4+tfdD"5Z