%PDF-1.7
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
winter_008-03_color
2021-09-11T09:14:52+09:00
2021-09-11T09:14:52+09:00
2021-09-11T09:14:52+10:00
Adobe Illustrator 25.4 (Windows)
256
172
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgArAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9R33+8Vx/wAY3/4icUjm
xu7uJIhEkUfqzzsUhStASoqan6Rmi0mlGSyeQdtCIN2aAQxvdTWQ272iLchDLyZisfBRU9T/AMbZ
n/yfjvqz4IVfFty8/wAfBuK81KedreG1QTxf3oZiVNenGlKV9ycA7Px+ayhCIsnYuGrVgE/1ScR9
C5AEYetKGTpSvfKv5NF/Vsvg71Yv7fk6W71SCZIZ7RPUn/3n4Psen2t28fbLT2fj81jGEgSJcuez
f1nVRM1q1ogu1UP9s8OJIXpWtan+bH+T8d9UcMK4uL0/j8cl7Tan67W0dvEbiIAzVZytW3CjZaH5
k4js/H5oAhXESaKpZ3S3VusyqU3KOh3oy0qO3iM12q0/hS25FE48JpXOYrF2KuxV2KuxV2KqltAZ
pRHXjWu/X3y7Bi8SXCwyT4RaN/Q//F3/AAv9uZ/8mf0vs/a4/wCZ8nfof/i7/hf7cf5M/pfZ+1fz
Pk3+h/8Ai7/hf7cf5M/pfZ+1fzPk1+h/+Lv+F/tx/kz+l9n7V/M+Tv0P/wAXf8L/AG4/yZ/S+z9q
/mfJ36H/AOLv+F/tx/kz+l9n7V/M+Tf6H/4u/wCF/tx/kz+l9n7V/M+TX6H/AOLv+F/tx/kz+l9n
7V/M+Tv0P/xd/wAL/bj/ACZ/S+z9q/mfJ36H/wCLv+F/tx/kz+l9n7V/M+Tf6H/4u/4X+3H+TP6X
2ftX8z5Nfof/AIu/4X+3H+TP6X2ftX8z5O/Q/wDxd/wv9uP8mf0vs/av5nyQ95ZG3CnnyDHwp0+n
MXU6TwgDd224svEifLf/ACjul/8AMHB/yaXOhlzLgnmmORQo33+8Vx/xjf8A4icUjmxTWL+20+2W
/nkkhFsWZZo4ZLjgCh5l0iViF4jdj0zR6LOYGuYLtOIAG+RSmfzHp09/a282qA300SPBGYSqOlwC
Qr0oeTAcirDYds2H5wVdGvgyjkhHYDY+a+41PT9Phl1P9LQuqvCt3Mqo4USyCJa8W+FKuAfYYI60
E1wyZSyxIojYebR13y1b3aaWmqAS3ZSVUiHNObMoQ8lVo1BZkort3HiMh+dlV8G3vYnMCQTz/H4t
u71ywm1xdHutXCaqnxxQiMpuwUirGi1YMKKD/HJ/nRw8QiaTDJCOwHPzQS+b/L4sp9bXVFovprKW
tnRWErckPFwpIdkPxKKbHJ/mfVXCfs/WjxoVVen3pxaRLfpDq9pdpN9aRZY5jCFFGoyuqmlG+Yrl
R7QiCQQWcco4eGvT70xtbdbaERKxfcs7t1Z26sc1up1HiyvowlLiNqp6ZjMXYq7FXYq44q7FUVpn
+9a/Jv1ZmaD+9Hxac/0sa1byx50l84yX9lcAaZO6SP8A6dcw8Y47d4RCIgsqL+8f1CVX4q0+Eryb
fOAk+n/lz5+TyzqenXmr/WNQv5jNBe3F1NOIKLIFCwvGwrVlqRJ7/s8WVel6RHdR6ZbRXalbiONU
kBk9UkoONS/FORNKn4RiqLxV2KuxV2KuxV2KuxV2KuxV2KoDWP7qP/WzW9pfSPe5Om5lb5b/AOUd
0v8A5g4P+TS5tJcy455pjkUKF8aWVwf+Kn/4icatQ8X1X81PI2pW0aXlnqFxCoEz2fBQjrSv7xfV
WOUL9rjU06kbZr4dk5Rk4BKAl8fs9LlnURIujX480Ba/mt+XdpcRXCafqbSww+jC0oSSikAMw5zt
8TKqqW60AHTMk9g6kiuKH2/8Sx/Nw7imVl+YHkLWYvqdrptxG8ro6wpFBC8k1s6zxRclkC1dk+Dk
QDQitSK4ufsrPhIJIPz/AFM46iEkY8/kD6mvnC9t5tOhlkBeKYSRl5I5QqBrVC3Ji8KsFC1NASKj
KRp8vDVivx5JM43yYzJ54/K6611NdGm6jJqT3SlZFCLWWFIwtUMwoBVdjQ1BBHXMrTdnajJAgGIi
Nt7/AFMMmaETv70V/jP8tBatD9R1BrS+YDiAFSRITIscPESrSGOvwrQLup3rlQ0WU8JEo7mhz+fL
7WXix3FHZGaJ+cPlG3s4rC1tdUmS3UJG0qwu5BNETl6u5JIRfoyzUdi5oAzkYfb+pENVEmgCjJ/z
u8pwkD6tfSEguAkcJJStA4rKKgj4h34/FSlaYo7Ly1EkgCXXf9TZ4wN10Ubf89/KM5lEdnqFYVZ6
enBVglC/ECY/ZWrN4KpOMuzMkTRMaBq96v5JGUEJlc/mz5ct/L1nrr292bS+kkhjjVIjKrRMynmP
U4ivCo+Lpkodk5JT4Lje/f0+DE5wBe6VD8+/KO4NjqQKniwMUPwmpFD++2+yfuwQ7KyS4QDG5e/7
dmUswF30V7P87/LF5ewWdtYajLcXDiOJBHB16kn99sFUEk+GT1fZGTBDinKNfH9THFnEzQBZZ/ia
w/33L9y/81ZqLcinf4msP99y/cv/ADVja0pXXnC0tbeS4jtrmd4lLiGFU9Rqdk5Oor9OSjLfY0gx
Yqv/ADkL5XZQyw6mQdx8MX/VbOhh2PqpxEhkFH+lL9Thyz4waMfsDZ/5yD8s9oNUJ7AJFUnwH77B
k7H1UImRmKH9KX6kDUYz0+wJ0/5s6OnLkL3lGnqSKApKJ05PSQ8Vr+0dsx56HPHnkF/1pfqcbF2h
jyC445Ed9D9aSj/nIPyyRvBqgPcFIgf+T2ZGLsjVTiJCYo/0pfqcqWfGDVfY7/oYPyx/vjU/+Bi/
6rZM9iasfxj/AE0v1I/MY+77AiLD89vLt7B6yx6hEA/p8JPR5cuw+GduuYUNHnJrjAPcZFhn1UMe
/BIjvAFND899CaaWFLTVWkiJVwEiNPA/33Q9Rl8ey9SRfiAb1vKX6kw1WKQBA2IvkEY35y6EttPP
xvj9VYfWIgELpE4+G4I9X+6LfCW/ZP2guY0tNnEqM/tLeJQIsBCS/nt5fiYBoNRY8zGeHoPxcbFW
4zmhzKx9laid8OSJr+lL9TUc+Mc4/YE+m/MbSrfy0/mG4nmgslWRkjkZFlkMRYBIwX4s7lPgHLfM
M6fOP4/tLaJQJqvsY7F+f/leV2Eaai6qHb1AsRUqgLFgfW6UGZh7K1PBx+IOGr+qX6mvxsd1w7+4
Jtd/mxpNreXVpIt6ZrMSGYKEIrDaG8cCsg3CLx/1vbfMT8tn4b4/tPvbOOF1SCl/O/QImZJItRDr
zJXgnRAxr/e0HL0zSv8AEZcez9QJiHGLPnL9TAZsZjxVt8EA/wCf3lNyC9rqLU6VSE/rmy+XYGpl
zlE/GX6kDVwHIF6v5XcP5Z0hx0ayt2FfeJTmZMVIjzcYpnkFY9590G413yveWFteyWE1BKlxGSDW
P4uJoQaGmEKHzfpF/obWU9vOZ3uLiL047lGjaOO4j5y2zi3SGF6tL+7pzb7ZWpDE5PU4csDxT+bZ
jlE7BL9Z0vUY7eZbyCW1limSD0JA/BJhGKJEz7ESjlw47HgD1cZfotX+9PF/F97DJi9IrokunSSp
eRpGxRpGEdalSCWHFqjcFGowPYjNvqcYnjI8miMqNvWfLHlTWtamGt+a5ob7TNQsBKA8jkr6/pTR
iJOKfVfR4kco3q3U79OWjEncuwnKNUBu8/8AMtlYQ63PDowVNOtrl/TnDloh8MZLmZi3L3Ytvm47
OyQjjkSeriZgSR7ke+lW5khs4o3GpmGS5vI2YKYIZGYW/MvRbdUtGrIW6ckrVgAdbhyRhPi7uQ+5
vmJGNfj8WtnXyvYW72js14ZFoLiJzaQqTs3o8obqWbkvJDJIiqVJ4DfMgwzanfp8gwEo4/elf6Vt
n1O3YIZo/Xi9RCzlGhBZJIvjLH96khVyAoI/ZGZE9HKOGRmbP6mMMgMxQpL5F/RGsy/USUNldObc
tV6GOQ8eVftdN69cv0+nE9MI9/32jJkIyWzXXHbWvIVi2laL9Ril1cR2dlAfUZnkglacqATxQzV4
ii/COgGavDLwsnq6WPsLfIcQ59GJ+Yfq8F2um23FksAUuZlNRNesB9alBI6GReC9uKjNh2VgoGZ9
w/T+PJq1E72ZL+VljAJdS1mcgJbKLeORtglR6sxJ/wBX080ftDnMsoh/NH3uVo4VC+9mKa60OmRX
11G7TX8lNNsIkJncP/cxhf52UcmrQLU12Fc0QxmUqDmK1/onnO2039OT3AM9qyTPoNmiupt60mVp
WBeWVYyWXhxXkKUPXMz8oBHzVb5f1yHU0uFWVJngkqskf2Xgl+OCQfNPhP8AlK2YM4Ury7z3paad
5puo4l4w3SreRqBsDKWWQfTIjN9Odj7PagzxGB/hdZrYUQe9JrKSaPULcwwCeXl+5VzRPVJAjL0q
1FJ5beHUZsNfKYAAG36en63CnGJxys0K393X9T0pRKqyqk80K3ChLpIJpYUlUVHGVI2UONzs1con
ghI2Ru85i12XGOGBofAsB8w21tb6tMtuy+m55NGtP3clAXUgdK8g/wDssyNHkAkYD3/r/X8XeaWc
p4gZc/vHQ/o+CXUYkKtAzEKpPQE9z7DqfbMnUZeCBPXp73IHn0eiv5j1qXy1aeXBdKmiWyxgW0EU
UYlEbB0aR1Xkx5gMSCOR+1Xeupx6MCjdh1Wo7WnIEcPCTsWF6lftBqzo1tXkFDcqlG40eORSpVlP
VSfam+WRgMmQwkPSfwD+hzuz7jhBEvx1H6fij7TznqFpGYrdYY1neJJhLFG0TRmROfqtHGLgpxXe
jnbtleq7OEIGULdlhy8UgJJzpekWOv6a1zoFsLXV4i1zLpRblE6o/wADWbOFISNyxMUgBHOlQOOY
eKc8J5VxBlkiJbXdJ7pf5fatb+Ub+XVplWV9MT6p6k0rTJPFIbqH1DNRbf024RlIzxPGpzFhCUbJ
Pu8mc5RltWzDPLvlb9LXFysV01pZehNeS3rAs6W4T1Edqg1LyOle5AfNpq8o8KMI8iLP497RiHqJ
I5bKvl2tpNdX2qR87QJLNc2bSyu0hmtXtTD6rH1GknmuSOv81K8cxskeDHGJ5k8XzFNpkJzJjsBs
o3N9DrGpw2PqW2mwSsIWuET0raNKgs1CxY8mVSzu1WIWpUDazVmeh08s0Y+JMDkPxvv8WGOsshE7
BIrqD0LiWH1Fl9N2T1YzVG4mnJSQKg9Rm40GqOfDHIY8PEOTRmxiEiLt9leUf+UT0X/mAtf+TK5p
sv1n3lmm2Vqxn8xNL1fUvLEsGlSFLhJYppUEpgMkMbcpYxIA3HkvemEeSRz3fOFvqHk24ZobqynF
vIpWQwXkfqUPcCW3tENP+Mn0HMnLpdQRR9Q96xyQBsbJ75187W2reV7XSbB7vhzjjvZLj6u0kqJG
xjeSZPrEK/v1jL8gK9sws2KcR6gQ34JQMty1qf5fiKfSJbO8t7ua7txOEeUL6k0RiqLa4NfVDmX4
RICf8vMjFrckBV8QapYoyvonmm+SPN0h0OTUblJLWyt7MSadNIRFC1vE6yQ/VkSWCYuzJ++Z+S0q
vhmD4crBvbubjOO6C88+T/L1h5eS61KVLjzLPMty00ymcXM6fFLH6TPGI7ff4uJUKoFa9DMYyaA3
ksMvCb6B5pc6rcNbw2huriSG3gEarFIyRPPBx+rySpMZvURPi+H4e1OOZk+y80eExIJvdgNRE3Yp
Au7uxd2LMxqzE1JPuTnROCiLq6s/qVqllbGC6gDme4MjSGZy3JG4sOKcelB1zQ49HqozzTy5OLHI
emNfTsfPv73M8SBEREb2ivNCKnmbVuH9215PJFQUHCSRnSgoKfCwzY9nyvCPj97RmHqZjdXMln+S
+kyQu8NxcX8gEqEq4Iln3VhuvwR0qM1XhjJn4TyMj+lv4qF+TzkAAAAUA2AGdDGIAocnDJtmPky7
im8ty6T9iTUtVhikU0q9tNErsflJFbyKM4XtQ8Wcz6Vs7rDExgAWe2F3pUR1DzHquprpZM0mlaJc
vwYxrC3G4kiRw6s8kyMrfCfhQe+VaaHDG+9uZp5cuZLnS0nbU4dXR2b0b63jEaugNBUK7qzA1+Ja
A+GZCsH80weWNC80xanp5S0vZCItbtF5Rq8FwQUulQ0RvTm482QbBmLZj6jHxR81YT+arodetYwf
jW1DEeAaRwPv4nNp7NA8Ui4Ou+kJB5WkgN/PPwMslpE7x/sxqacSzu2y13UeHxE0Arm01OqBma3E
B9v42+bqNXhlKMYXXHIfj9PyD0fVLTy9bWqRadrF1q2sAp680EUK6SPiHqKjsqyuOFeDRu/xUrtW
mNjyZZGxy+xxtTptLiiQfqrvJlf3fcwLzhYwLfC9iKFyFS5AoWRjsjMBuA4HHfwGZ2Ixjl3rf7D+
1ezcsjj4Dfl3Hv8AkkUdpFdzJFLxEQPOV2oAqDZjU+NeI+eWa/hIET/YOp/QHOOU44mQ3PQd5/G7
0Ty7qmn6TqEtzqGh2mvwPCscFteNxWFwxLOqtHOjFhQbpUU2O5rh6jTymRVU6nQa/HiieIHiJ5j+
0JF+Y2p6Dd3NrqFhocegMQ0dzFbzGW2cChTigihWJgOR2FCK9+tWEy0+QE/SdncYNVDUAiN8Xn/a
k2i6PNq12baGeCAiN5TLcyCJOMa8m3Namnb6egOXds9tR0OOM+GU+IgVEXz8+XP8cm/T6bxCRdNa
Ve3NvdxLEz1aQcTExWRWPw8onUoytQ9mGZuSMc2ESI/htq3hKnovl+bzN5+jS11mNrS2tYYLq1eS
3Mls0iPRfrCTqq3PrRnmOLcV8K5zUocYolzeLhJ2RnljypNaeTfMtql5HGxmm01L67+FFsbORoyZ
ONKfC8vTb5ZMXX2IJFj5vN/NEWlm8R7Al5BvJd3CVnmYuJPXUVX6v9njHHQkJ9r4ic2Ol0Ush45G
vv8A2NM8oFAdPl+39aUVOb6nFdir7P8AKP8Ayiei/wDMBa/8mVzm8v1n3lyE2ytVDUP94Ln/AIxP
/wAROGPNXxDnTuOm19os2n6dp+ppdxP9d5FIopAZYuIBHMA1Fd/l33NM5vs3t/8ANaqeAwIEP4qN
S36bcq73Nz6TghxWjNCl0u/1KzGuXc8GnwBifSVZBG/qJKx4lXaKOQxgs8Y+FgSftVFmu0hhLiA9
B+xhinxAA8xy/HV7rbea9Hk0W51uadINLt5ZojdswaN1hlMPNGH2g7rRadT0zDEhVsjE3TxTz/rQ
1fWLjUbeVnsrgpHahmDERRxrVdieAMnJuHWv2t9hs+ygCZSa8+1BidDSvbNzY5OPTsVdgkLFJBop
95qtCy6brUQJs9UtIfjG6pc28Ygnir4h4+W/WuanszJw3jPP8W5GeN7sj16X1fyZ8utSlL9k/wCA
+tL/AAyjTitRX9KX++ZT+k+4foebOZZTVAGiRhyTkUMnE/EA67r3FfH8dnkx5c0Scf0g+7i79+jr
snaGHT5BGe98/wCj3J9Zajb213pevWauLTTZUW/swPiWNEZK8a0JiSVqexzRdoacZcdxFGOxHc9J
GcZxEomwz3S/Kknmvy1pMc142nJFJdvZTyRKRKZ5maRfSk9Nm5FeY7ima/FIxptz4Mc8IF79aJ/A
ZzZnR/JmkW/l+xiaa5gsbi7toFUBrhrYKZSeA+3Izjt8umLDk8vT8wNf86U0XUrfTxp9wVea+t0m
RooYx6l0geRpF3jpE5qNpBtvtDPLgj3tcJmV7VuxXzJrI1rXLrUUFIHIjtaih9GMUUn/AFiWenau
dH2JpDiw2ect3W6vJxSodEd+X2ga1rfmFLHT4zdSoGuDGW9KFT/diSVqN8CBv8ogkUWpyrVejJue
KXPuHl8vxzcfNh8SFD09L8ue3v8AxyD1y9/KrzrbQrLEtnfNT95bwzMkgPghmREce5ZflkBq5dQ6
6fY8a9MjfmPx+l5B52Nm0kck0bQXKiSGRiVKssUhV0EsbMpKNupVuLAniTtjLLjlISkPSf1+Xc5H
Z+HJiMsdg0enSx9x+z3JHp62cuqxRuDI/NDwX4viWrKTU0AUVY/x3zI1UscsgA3O2/P3frP9rkZ5
ThhJ5D5fgnkGaOwkis0a3toWtIynrW8RSWZmC8pLiVmd5GquwqFHZRkMGl4ZcRNl02s7SGSHBGPD
H8cu5I/M9tM0Uc8cjIh/dzAUI3NY2IO3wsKfTlmXFxTBuunx6fjzbeyMwBMSN+Y/SPl9ySrXiA1C
abmmxPyNc2vACAJb/rdpxUdkXph438En++nEh+SfF/DI55VAnyQBZp9J+XohZeWtMimPAW1lAkjO
QKenEoJJ6bUzmI8nMlzeQ+fPNjevc6Tp0qzaLHcvLE8ZV0mnmIu5HdxXmsclx8CjaoqS3bM0GmGQ
kn6YljlmY7dSwFmZiWYklqkk9T4n8c3kssI7EgOOIE8g1ljF2Kvs/wAo/wDKJ6L/AMwFr/yZXOay
/WfeXITbK1UNQ/3guf8AjE//ABE4Y81fEOdQ47sgIRBMgNzzSZGqRGnFhqFsVBLeqlAOp+IY5PpP
uQ9N8u+XfMGsQ6NY6tbep5baxhaJYlSGGGM2kckc8ciy+r9bFz8Jqn2akEA0zj4iRl/Rp2UzGj3s
b/MjQ7HRdTNhZBhboEkHNi7FpVJdmZqklmBY/PN32Xzk4mbkEk8v6tp+nPdG90+PUEuITEiyUrGx
I+NahhWntmD7QdkZ9YcfhZDDhl07ut7i/c3aTURx3YSompqep650WKJjEA9A4kzZJaqPHCckRzIQ
Ik9Ga+Q9S0G/0rVPKmv3kNpZ3AF3Y3U0iR+jcLRCVZyPiNVIXv8AF4nNDrTGOTiiRvv7j+P0uXjE
uHcf2L9T1TR1/Kn9Ay3sEus2OoSR2KW7iUMfXdjMCDvGYZXKnbt3yjDKeTIOH6zL7+a55xxRMpfS
B+PiwZEVEVFFFUAAewztcWMQiIjkHzvNllkmZy5kq1hdCy1FJmNLe4pDc+G/925+TGnyOartDFwT
GUcjtL9B/Q9T7Na+icMj5x/SP0/NPtRtdQbT4LO1lEtlaTi5t9OnqYkcBgfRYUeLkHOwNK7ih3zT
6js8S3hse57KqNsh8ufmIumyvf69qrRQxW7wtpskb3mpAtuqi59CGkYNWDPK4J75qJY5RNELKcQb
ASjzfquoQLqJ1CwubWbUY4LTTpCEli+qtL6k6tJGzr6stTyTwpSuY+KUMmWNn0A7o1WUzsgVsxGQ
siFzHJQD+Rh+sDOwl2lhA2P2F0g08yWTeS/M93pKTiC4uNJE8SrNNArmWYueTAsqHgE4qFK/F79R
mm8WGSRlM17r/GzXqIZ4f3Y4r91AfPmU2XVtFnaas0sj3A/0oyictMP+LS4rL/sq5dxaf8W6s49f
57+cfwPgl3me/sJdMSKKIzhXFFjVhJGApo8akDlQ0BWo2PUYcuphQ4Ty/H4DLQaLPHIZSsX9vv8A
197H/L11FFeuJlS3Coyl5f3ZABAVUVuOzda/RTxcOpEp2eGI+73e9y+1MEzj24pb8hv80fYSX13r
d2bK5VoGZVEb8nQKsa1kUCm1a0oaH6QRg6vtI4pSlE3H9jmaHsKOfBCOQcMx86u9/wAbL/Mukas1
us7Os9tbnnLHCWiJANWJB59vfbfY9sIdrnNICXpdlj9n46aMjA8R7ykMRcxqXpypvTcH3HzztsE5
SgDLm6iYAOyJtA5eQIhkZopUVRtu8bID9BauVa6VYZe5cQuQey6doPmbzXYanaebjPbqyQi1ARIY
o7irNMqRJJKlxEhWPg8v2qnYZzEBKV8TnGQiQYsB8+eVF8u3Aso5fWjbjderwWMFrhpBIAiAKoVo
tgOgIzcdlGjKPxcfUy4iJJRonmA6XZ6hbfU4boX8Xp8pg1YzTjyTiR+yze9TWu1Dh9t9gS1ubFkG
SUPDPIV7/vAu7/VZptUMcSKSg9c6SIIAvcuGebskh9n+Uf8AlE9F/wCYC1/5MrnNZfrPvLkJtlap
L5m8y+X9Hs5U1TUbezllhcwwyyKssgpT4I6833P7Ix4gDuyESeT46t7K9umZLa2lmkX/AHWqnkfk
DSubmXaeEciT7gwGnl12TCy8peZL1C1vZNtxLCU+lsyh1PxbGqsCKdsoPaw/hiT9jL8v3lObD8u/
MqzRXAeC3kiZXCTEtupqP7snwyifaWQ7AAJ8GHmy7RH88HTbe0j1pLGCzht4oVhgimJjNvE6cjKg
34vv75rI8Vc2+XDfJQv/ACQ+rXLXGtanNezPQM6qITRa02UlR17LlsJTjykQxJHcgrP8u9BSaIF5
3WRroMrurD/R3iC0qtd/VNcByTlzlL5psDkAmq+QPKVBz09JG7uzNU/cQMHCF4yo6j5R8vW8A9C0
9OiXJHGSUU4Wk0i/tdmUHISgExmUyutO8tWFnJc3Vraw20I5SSyxpQDxJYV65OgGNkvJNd1KDVNV
kvLe2S1tVHp2kKoqERg15OAB8Tnc+GwzpOydD4Y8SQ9R5eQ/a8n212j4h8KB9MeZ7z+oJcXpIqEb
MPhPuO33Zs5ZuGYieUuR8+79XxdTHBxYzKPOPMeXf+vu2bdFdGRxVWBDDxB2yzJjE4mMuRasOWWO
YnHmE+8vag1xam3mbldWtEcnq6fsP9I6+4OaDHcSYS+qP2joX1HQ6qOfEJjqp+Z0tWtouaBrkuFg
boyjrJv4ce3StMjlxDIYx/iJ+zr9iO0M8cWGU5dB9vT7XoXlq7g8x+S/qcjRvcpAbO7WVRIFlReK
yMhO4bZxvnE6rBLBmMZcwWWDNHLATjyIXeTZNSfy5pI1KRZbyK8ghkkUk19G9WMVJ3JAWhPfrm5x
yuILjTFSKb6T/wAcqy/4wRf8QGTjyYS5oiSGGUASorgdAwB/XhQlV/pmmySzmS0hcolpx5Roacr2
NTSo7jY5AgWzBKSfmNp9naeVLqeysIhOrw/vIlELKolUkl0Hwr2NSBTvgyj0ssZ3T/S/yt0BIori
G/vTHJFGFRZYOHAL8IDxwqzCnflmglO+YdiM8xyLHdW0DXvqervplpczWlu8ltCrtHLOwC7Tw8AC
6mv2SCw23b4lWRwxEo9OrkDV5Igxn3bJR5N0Ly5qN1qVpd2qWWoLL6y6apb1IYnjjLCrVXiJHPGn
QU7EZudPy5upykhNrj8vNEjnleOa6jMa25HCQJX1rhYWB4qP2W+/MiU5EVxGve1AjnQT5rXzNZxN
JB5nuIIo1LPJcIlxxAG7EzFhSgr0yPCR1WwejG9S0/XvMt1CL3VbeYAKsUd09tZ3ksTMG+C3Uclr
+z6nH5ZLDnnCVxO6ZQiRuEgu/Iuux6lc2MNu6zRHlDBc+nFI8J4/vAVeSNlDEqSjH3pWmZ8O1Mg2
lEH7Go4I8wUBe+V/MVkoM9hIWNaiL94AFUux5D4aBVJO/TMiPa0f4okfb+ph+X7il0sE8MvpSxOk
gFSpU7fOnTL4dpYT1pgdPJ9f+Qta0bUPLOlwWF/b3c1tZWyXMUEqSPGwiUFZFUkqQRShzT5JAyNH
qzMSObI8ih5B56sLK683zT3MKTyx3HoRtKA/GIWcEgReVaDm7Nt3OUkbt0T6UOAAAAKAbADpTJoQ
Oj/7z/8APO0/6gYMhDkykj8mxSaw1PTbWAi6u4YD6dptLIif8eNv/MRlcSGcgVceYtEcgQ3iXBPQ
W9Z/+TQfJcQYkUow3j+pA62N+wVrw7WV0NpnhMe7RqNxG3fCIy7j8kGce8fNXOqXjXUdpDpF9Pdy
jlHbIkQlKVpz9NpFcLXqSNu+JscwsSDyKn5xTXtG0V9S1PR5bK1jWWMtPcWXJnngkgRI1inlZ25S
jYDpkZAnamQIG9vKdf8AMmp69cCS8PpWyNyt7JDWNPBmO3N/8o/QBnTaHssQqeTeXd0H6y8l2l2w
cgMMW0Op6n9Q/Hklmbl0K2RFdCrdD3HUEbgj5ZVmxDJExP4827T55YpiUf7fI+9ZBJIVCyqVenJS
RQOlSBIv+S1MxdDq/FHCfqH2j+cPe5vaWh8GXFH6Jf7E/wA0+YWzi5ikS7tGZLmGoHEgclPVTXY7
775T2npZTAyQ+uP2hy+w+0vAmYSNQl9h/b+pkut+Xr86PZ+Zobk6npU1LeS6jtpLeKCVtwgMjMXL
MrK5XZWCqeua3s/V/vhxfxCvcf2u67cjPPhPTg3rvH7OaUadq17o+pQ6lZvIHj+GWGMFvWXqsTIC
OXJvh/ya8huMs9odCMmMZK3HP8fjm632c1vDM4idpbj39fs+57j5f/KzVNC0ODU9Y8xwWEt28F9e
W13bPJ6d1yE7QoRdIpcvs3BKsegzQwx8Meb008gJ5KdtoXmVfSt7G4t5dPhRUS7urWa1kcKtAVg9
aV+2/PgfbL4YJn3OPPUwHmUW2geagKrcWLn+QpMlf9lyen3ZZ+Xl3hr/ADce4se1GTzFHqM1hbWs
GpXw+rLc21s0qCFVkFyryTSRiIchHSnKu/TMLUZBiPqIty8PrFgGkuh8xtr9zceX7uwtYTOfqxWe
7lEUrMK+mk0NvInIj7PxCvauOLLHIeHkT3s8kDjHFuQO5ZB5v80+Vb6bQnS21KDTgkcdkZJGukjM
asqpLHCAUCuOJeMH3zB1WljCRs05GnkcouItT1T8xPM9y63+i2BsFs4pDeRTTxS27U4yEMqb89iN
qN7gVrCGmsb7tspVtLmkh883+mXX1lbJ7zUboqdXvbkDlJIAOMNv6R4pGqkcNv2txWuZOHNAACLV
m08xZlyDL7LzDBqentqEdrdLFMlqCy208kYaO8R3AlSMo1FWvX8dsy4kyF0XFmBE8JIQfnLXtNuN
Kj0+3n9Wa9uIYDbIWSZgW5cAPtrzZAhPHauDJIUnHE21D5e1ePRLTUf0pp/6AnJEkAhiWMSfGnFU
uI4zIOa/EWlVqV+LappuV05HBAi7XRXlxa31ppcg4vZ3voxQhjKtvKqhLiCN+voywzLMin7JUjag
AsjLk0yjVsg1f+5H/GO7/wCoG4yybXFGSRRyoY5UDxtsyMAQfmDk2Kv5C02xs/OUVxaRC2kef6tI
ISY0aE2c0pRkUhD+8RW3HUZAD1MpH0vYsuaHlXnrTdeHm5Y7WC3dL71r2CWaZ0osEFrbSKyrFIah
nBG+48MiIGUqDKWSMY2UCnlfzBKB9Y1WGAHqtrbHkPlJNJIp/wCReXjTHqXHOsHQKtv5E06MUmvr
64SiKFM/oCkaLGorarAdlQDrkhpYjva5ayZ7kSnkryuDWXT0uj3N2z3R/wCS7SZMYIDo1nUTPVib
69a6VrVzeafYWsOhWMrWc9tBbxpO7xuUlnQqFbkkvwrH+0ASN2XAI0DMAcISZ2RAk8RF/s/az5r+
NrhrS0je+vlALWdsA8i13HqElUiB7GRlHvk55Yx97GGGUvcrXOn/AFZEl8x6imnQzf3Wm2ZaS6lp
Sq+ooMjbH4lhjqvZ8xp5pHy+9y4YIjfn9zoNRuooGtdCsU0SzY1e5mCzXcpoAXK1dQx/nld2PdcM
MEj5feieoiOW/wBzyD819Wivbcw20M901rfCHUdZumqxlSN/3EYb4uIchjxCxg04g12v0oiM0aH8
XPzcbVykcE7O5hy8v7Hm+dc8S7FWivNo4QxRpnWMONyvI7sBvXitW+jMLtDN4eI71xbfP9Q3dh2X
g8TMNrEfV8v1mgzDWNMg1PToreysL36xbqF02VLSdU2FApkdFj4GlDyYDv4ZqcufHwgwvih9Ox/F
d7ucODKJEZOEwn9QMh8+++6mFW1wsyHbjIu0kZ6g/wAQexzbaLWRzwvlLqHTdoaCWnnXOJ5H8dU9
0DzEdMstS0a8kP8AhzW04ahGAX+rzqQ0F9Go3LQyKrOo+2o8QM1nauhMf3uP/O/4r9fzdv2N2gJA
Ycnujf8Auf1fLuSi1t7i+kSzgt5Lq7mqgtLdHmkcgfEESMFmFN6gdN+mZn8oYZ4LmfqFEdfPZwf5
Mz49RWMfSbEunlv9733yNdXc9vFF5htbmHzVbQD131BZPXkgLFUliMtSEfj8SrQK1duldBp+Hpze
j1Qn1+kstzKcN2KsS8xaCNI0nWNY0O5l0+9ENxd3NWM8czhGclkmL8WH7JWlO4I2zXavQ45gy683
YaXWTEhE7jk84msPq+nTpA0kl3Nx9J3Yu5uSQImFf2jLQ7d85bFklPLGudvZ5cUMeGV8qZT54IPm
6f0yAwsLYMaVAb1bg79K7EZs+3SPEj7nVezoPhy96R+ZPLV1a6LBq97bW11C3okFZJEcGX7HIcD8
IZqfaO+a/BA3UZU5eTVwl9UbpMLD8vRrfli31K2uQt2vOS0s1SOO25xy0ArxZwGCHevU1ptQ77S9
nRiBMEmToO0O0ZZOLEQIwO23mGK2Hmvzl5Y1Z7GBGtmVgjaNcjlDyYkDiAV4hmYnnGQG6/Fm5w4I
+GSD6u79H7XXxx1ECR4v6XX8eRZF5u81a7eppt3Jp9t6OlXAup4xPIRIAR0HpDiQnJa8jStcx9dp
cnh8Rqo939jd2dqIRyirs8r/ALURovnCC5LNqF5JdWZZnurD6kXld1XhErE20cETJRX/AL9gtKd6
5oJamEecg9MMJlygSevcl/km20vzB5qkuLyWW3huBNew27SSwST3c00tWhmiZOapbEV4tuCOwObP
TYboyBAI91ui1uci+GrvpvT0G48iW0issOqX0KlXVULxTAepG0TbzRyP9l2/a/hmWdLE9S4MdZId
ApP5b8zQgmHULW7A+yk0DwsfnKkki/dHkDppdC2DVx6hG+RbHXf8YGK6s40Fm0V7cTwzCWNY5ra5
t4wOawyFmdT+xtTKDAxlRcgZIyjYesZNgwzzj/yleif8wGpf8nrLLMP1/D9TTqPo+I/SoZmOCkmr
+bdN0y8Ni0U91fBFlNvBHUhHLBWLyGOIVKN+32yPFvQBJZcNCyQAlVz+YOl3Mtvp1l6om1WDjaXa
mFVhuHPpmOYyuqRyRM6VDdyB1Kg0T1A5DucmGmPM9/z9zCHg803eqevqMNtJdQOsd6VaW3DXVr6k
PqSrEykyRSUcGMqHCL9kdIxw5MgsHY/oWefFilRBsX8j+PvT3QvPutaNoei6JaXMNnbTTNdanqkh
Qypb3cr3EZJZVghYwtsgU0UA/DUA44jX9VypZL/rV937WtP8wa215DLZSw+rqd2iKk0Ty3LQPKSp
mleQysyW9WPLpSm2ZcYcMQQdyeX48nCll4pmJGwHP9Xxel5kOOwb8xvIMut2kt1o6Rx6pIALlGPB
blUo0fIjb1I3ReLHtVSQDtRkxm+KP1ByMWSNcM94/r5vEbi2urS5mtLyFre7t3MdxA/2kcdttiO4
I2I3G2dPpdSM0LHPqO4vJa3SSwTo7xPI94/HNZmS4jMPyu00XPmGa9cVTT4fg/4y3BKKR8kRx9Oa
LtKfFlEf5ov4n9n3u/7Nhw4DLrOVfCP7T9j0fzBqX6M0O+1DblbQO8YPeQL8C/7JqDMDJKokudih
xSAeH6F5avtb1Wz0zTpFjuykhEklSpWKFmAem9GcKte1a5sNWDgjj4P7wbe8Abg/GnE0UhqJZeOz
iO/uJOxHmBf3IvSfLPmPVddPl60sH/Ti19aykIQxhaVkkY7CMcgefQ1FKkgG2fa+Pw7r1/zfx082
mHYmTxKv93/O/V5+XR6dZWVx+U8JsNP8xaVd6rqMyJqkP1QyXFhEyj96rJIXMUSrskvFT9oAUIPL
k1LoL+x64bx3s0PmgE/MW0fU4/Mp1K/1eOwRLS/fUIoIT9UvZkH1i2FqkQokkaVR0qeW1DmR/dkS
35de49Q48omY4TXw7x0L0fV/MehaPZpealexW9vJ/csTyMm1f3aLyZ9t/hBzMMwHAjjlI0AxWT85
vKSycY4r2aP/AH6sIVf+BkdH/wCFyYhM/wAEvky8Mfzo/NNE8w6B5y0PU9M0e/Q3dzaTQmGVWjlj
9VDGGaJwrlQW6gU98pn6gY8jXVlGJxyEjytg1xY69byReppl3Fe2s0U6BbaW6iLwyLIvxQBlZSV/
mB+Rzlcehz4cokI8VPX5e0NNnxGJnw8QWXVzrE+uXk+r2htLq6WKaJCpQNEq+l8KsWbZkqa77/LI
9qeIZCUxw2y7I8OMDCB4qLPrv9Hy+UBa3jxhZrFQI3YAk+mONNwa8htTMeJINuGRcqTHyrFaR+Wt
M+pxiK3e2iljQEtT1VEh3bc1Ld87XCBwCu55jOTxm+9U1vy5oeuW4g1WzjukWvBmBDpWhPCRaOla
b8TkpRB5sYZJR5F5x5w8u6Z5f1nR7XTFlSz1GO7S4tZZpZ4wIljK8RKz8ftHJ4NpiN+k3sznLigZ
H6okb8kjFhZrDd+u8z2cDH9w00rKESNSVZS3xDrs21Mrh2TpYylPgGx/Q3z7V1UoxhxncKOj67Jf
SS3fEQxafd2z26D7arGySFj2NRtQbdt8vzTMozBr01+tpGIQlGv4gbe3nWNIW5Fqb63FyxCiAyp6
hYmgHGta5TxjlbVwGrpF5Ji35avLSy8x67c3k8dvbpYabzmlYIgrPegVZqDrmHnNS+H63P04uHxP
6GU6XrljqUk8duJke34MyTwyQMUkqEkVZVRuDMjKDT9k9t8qErbjGmOecTTzXopPT6hqX/J6yy3D
9fw/U0aj6PiP0pfa3NxqLcdGtjqArxa6Vglqh6fFOahqHYiIOw7rlss4HLdphp5Hnsk3m3y7pySi
6vdYmk161RlksNItFuH+rsA5iKMWIflQo8jqD+ynxHKPFnxWOfkHIODHw1Ll5l5tbIq38s+pR3Vh
ppEogtNUDK5Nxx9Yyr6NvbD1OCk8EqafEWplmnriMp7X+N+jRqr4RHGCa+PLu3tW0qzuT+lItCc6
nbTRC6DxvG3oclaIkSO6+qT6dQK12PJqmptBGOxDcHf3fraZRll4ZTHDKO2/Xr8EIJfLiabDo0ch
MgRJUuJHit2DlQFlE9yY4udDtwJKjoOmAzxRgID8edlMceaWQzNd3f8AChuz7yHoslunrXDaVcCF
eNm9lFG86AihMlygiViRUGkY/wBY5HDD3fjzbc077/0fJldze2ttwEz0eU8YYlBeSRv5Y41Bd29l
BOXSmI82mEDLkirPRfMOpcW9MaVZt1lnAe6YbfYhHwpUHYyNUHrHmPLOTycmGmA+pgH5w/lZpqXm
k6pFfS2rXXOxvdSuWMqmbiZbZpl+BFRuDxngFoWWncGqGeeKYnE7/jm3ZNPjzYzjkNvu9zyY+UfN
gsYb/wDRFzNZ3C84J7dGnDoSeLhEHrKGX4hzQbHN9g7axyHrBifmP1/Y85qOwMkSfDIkPkf1fazT
8r2axhnsr22ltbq/ke5tHmUoJY4VWJ0TkAaxsKkHs1flrZ6mOTNIjqdvcNnY/lJYsMAeg38iTaI/
Ne41AaBFbWltLPHLL6t28a1RIoB6g5t0WsnE7+BwTyCBBIsA38v2pwYuMSAIBIofHb7rZb5B8hWn
li0M0xW41m5UC6uh9lV6+jFXcID1PVjuewFkpSnLil9R+zyCIxjCIhAVEfb5nzTPV9P1yHUE13y3
NbW2tw2s9mfrUXqRzQzFHCuVKsDHJEGQ7gVO25zHzYjLcc3JwZhHY8kP5EbTD5eiWyRo50Zk1NJt
7kXo/v8A6wTu0hfct3FCNqZLBXDt+Cx1HFx7/D3PDfPWhX2i+bruyvfjt7wetbtAqwwzRyOSvqxp
xjEnNKfCBVhXqd6IeHjkTlsxHdy373OEp5IDw6B8/wBCN8p+W9U8yecLLQtZubm2Mdso/wBIQx3C
WdvEH+r2yTKnKSrcOh35P8QGQ0uuhwk4yCZGh1qI8/xyZ5tPuOIbDfyJexeWfyz/AC483+U2mg8v
3egzJJLbxXEskoug0Zp6nJ2YS+DB1IDBl7VxhklfECQe+2Mu4gV3U8HlhvdO1KWITGHUtMuJYBdQ
HiVmgkaJ2jPgSp26EbGozoccBqcIMvq7+48nVTl4OQiP093k9g8ufmaNS0WNjaNNrMX7q9iX93As
i9H9RuVFkX4gFDEdD45rAJ2Ykeoc+78Fnl4I+q/SeXeknmfUNW1LVdOaWJ55YlnKwWNvLLwhbhyL
lBK5+MIK/CNumavtnTylAAbydr2DqojJIn0xphyWd7dW+oawltLMy8IjPxaSK0Y7SHiORR41lAcB
a8gffNZ+UPpiPpH1F241oqciPUfpH473ounebdQistOttOaySwVIYo5JmeREt0AUySXJeFa8V2+D
dtqdadHfDEUR+z3vKD1zNg+fv92/3pkdR8wavb3V/pWorDGk80NhbxCL0pFglMReWV47hj6nAsvA
DYjr1zmO0O3smLOYR2iPi7nTdnYzjBluSwbzBZeetZ1X9KIY7m602kD2CKsUkHJatWN2dXWQHkHW
Q8uwFKZnaX2hxAg5biTykNx8vvRPs708MeXW1DSNL8xXFnfS65aNaaZaRyz3alXimuGoX9CMsT8L
fZLDtsN9w9o9vR4BjwyEpT5muVo0/ZwE+KQ+nkmn5p6Lpdp5St5re0htJbeRUHoqqgK6NySoAqvI
A/MZoewtRI6kgmwYy5+52GpiOD4hMTEhgiNoIwiPFNGB/dkRyLJT4ezBaVGeiThxQqLw+PIYzuVp
pe+b/MUVu8kUdqW2CRBZORJIARDyNXc7L8PXscx8sJxiTYcvDlhKYjR3eraT5O0SwuVv2iN3qnEL
+kLvhJOoHKgTiFjj+2f7tVBzXnc2ebtRsKGwXa8BZXVpriii2pNvfn/l0nZQzn/jDIFkqeih/HBL
bdlHfZjvmJtNXzJINbsp9WvFRn0KyAC231VliE/MnhE3GdVLiQuR8BVcAiSa5qZCMb5Ou7zXNRBW
7ufqdoRQWNizIKeD3Hwyt/sPTHYg5lR0/wDOcSep/mhL7+50vQ9JZyVsbZaRxelE0lJJW4rxijBZ
zyatAMuNRG2zji5Hfd5be6nNc6wllql7NrlrNQ+pNDNZxqWPFFayPwFa7eo6gdgSdspxn11Pe++x
9jblvgMsZ4a7qP8Asv0LrUJfapLFFEbfTY7VRDJA7w+vHJI6kfumQNDWJgFOx69CMviI5JkV6QPx
8HGmZ4cYJPrkffXz6oUa/d2Okz294I1voEmjtniKoshgG/wFXEb8OLqvEhgRTuqxGqMYmJ+oMzox
OQlH6JVflf4pH6XFregy3gWygttat+CapNwEl/NGVSbhFIZJYIxJGRx4hkr+yCKCjFjlKJlE+r7X
JzZYwlGMh6fft+t775Y07y6thBqmjxiVb+FJV1ByZJ5YpAHXlK9Xpv8AZrQdgMpG+7lHbZbqXm/S
7SZ7W3D6hfRkq9tbAMEYdRLKSIoyP5WblTopwizy3YyIHPZ575zutZ806jp/lnUDDFpl4Te6nYQg
SIbWzeNgjzSKruzzmMDgqUXlUHrkcuMigWWHKDZHRP8AUdRsNL0+e+vZVt7O1QvLI3RVHgB1PYAd
egwE0yAticOiy+bxDrertNZ2/H1NCs4ZDHLbo4BFxKy9ZpF/Z3VVPHck5fiwcQ4j8HGz6ijwj4q1
1+Xttd28ltc6zqctvMpS4iMkAWSM7MjcYQQGBoeND75ccN8yXHjlANiMfx8WV5c0uxVItY8u3D3U
mr6JcCw1opxkZl529yEH7tLmPYtToHUhlHem2VTx73HYt0MgrhlvH7vc8K8xa3rOvajJca4FF3Ep
tZLRU9OOH02bnHwJc15E1JY1+VM2WhwQlAyPq4tj5eTDUZDAiMdgNwe/zRnkbWfLWk6nbJ5ki1XU
IoJ4p9Mitp7YQK0B5xownMLqUZQfhmAYdRtmh1fZkMGXiA2PI/oLtdPrDlhzojm9K1T87PK1gNS1
nRIL+TW7gGFYLtEFrAXoRNNLE0qFFI+FQ9T026iqABn3X38nMyZ5SxCBAqPdzLxaC4N3N6cLvqF7
KS7iIGaWR2PJnYJXqTUnpnSx1WDBjERLiru3eelp8uWZkY1ffsyTy9p2p6br0VtqAaBr2L1ksreV
pbnlasColih5Di4lJoORPHwqDq5asZM3FvEV8676b82mMcNCpG/lfdad3Vjq15rA1PTro2clr+4R
1eSJ/hBqHABB4ux26fssD0FebBPNPjiRQ26sMGphp4cEgbO/RzaN5oudXbUrrVhDcNEqG6tFW3nY
rx2ka3S39RTTYNWmw98rj2dkJ9UgPd+A2z7WxgemJPv/AAUZYQ2WnKUvL2Oe75ySGeYqsv71izVL
EsasSSa5nYIRxCpSBPyddqMk8x4oxIHxKOjS7tZ3vNKuBBLNRponHqW8xoAGdAQQ3EU5oQeleQFM
wu0excOq3O0+8N+j7UyYPSd49yRavrnmC3ttV18zLbatDeQ2FlFG3+ivbpE1wyMHT98R6jA9CrHY
itM0Mux8WOBxy3I6+ddHoMWsOSpDYFNb/XPMtx5buv0hHZxGS3d5GT1U9OgLVIbnWgpUbYYezHBW
QSqt6Ljfy1Az4AL3q0q1G782eYVW1v0tVWydbj6uqvGJOYkiryLTf3bq4Hj7UGXdmdjRhIzjuR3t
faurPBwXw8XUeVK2j2mvadA0l9P61vGvpwWES+qyqCFQ+pRGO3UUOdFhjkxxuRsDoHS5JY8hAG0j
zkdh8nqP5Z6T5duzPq805vr6wfiWaKWK0tmpUmL1lTnIB9p3AZR+ynL4sTLllM+rp0dngwRgPTvf
X8dGWp5ut9QupbPy/GNTuYVR5pi/o2qJIWCN6xVzIG9NwpiRxUUJGU8Xc5HD3qp8uvfA/p65Ooo3
2rBV9Ky+TQgs0o8RM7iu4Ax4b5rxVySbzj/yleif8wGpf8nrLLsP1/D9Tj6j6PiP0qGZjgpL5m0C
61iOzWC7S1NpMZ/3kRmVm9NoxUCSLoJCevXIkGwR0ZAiiD1Y/L5KhnifTJ7x9Q1Ce7hurqGwgZZG
gjj9NICPUk9BGLMfUdwPiO42IozEE+o7+TkYIkCojYd/3pf5v8reYLS5uLy9mXSHvJ4bfQtJtmR3
eCGGMSyTMhAjhhUvRU/3YwFaceVcZTlKo7W2ZIY4w4peqh9tsq/LHynZ39lqhuJE1Ly/q1vFa6pp
t8p+t299bAVjdlHCQcJeSyghqBCKn4sqIkSeLm3wMREcHLmO5OtUh8gzyW6W+jxeYr2xt47OKWYe
rbLHFUIstxKHjcoSa8Q7qe2GMOLkLRLII8zX3rZVv7uJYLuZYLBFCR6TZD0LVUHRWK0kkFPhIJCE
fsZkQ046uLPUn+H9qrBBBbwpDBGsUMY4pGgCqoHYAbDMgADk4xJO5eU+Z/PGs6L+ZF9PbwQXNrZW
kds9vKWjLKwjnqsih6OzS0+wRQZiZIGUyR0H6v1u50eASxe9ivn7z9qPmKeO3urdLSztYpJVs4p2
l/fKeKyuSkQY8hxUUoKnKzDhPq7i5mPEIPZ/Is/r+S9CkP2vqFsr/wCssSq34jMzCfQPc8/nFZJe
9PMsaXYq7FXYq8g/MjynfX2q655j0yENZ6SlpHq8SAl2d0d3uf8AnlF6QcU+z8X7OQwavwsp/mGr
/W5n5fxMQ/nb1+p5zLDFNGUkHJDv/EEEZv8ALihljUhcS6zHkljlY2KJtbs24jSeJrqOKnoyxyel
cRdBWMnlE1PdA3+XmpzdmyA9PqHcefw6fYPe5+PWAnf0n7D+n7T7kda2MF0sr6TdSKzL/pMUHKK4
C15H1rcEtJUtx5n1lzW/lok9Yy933x5/7py/zEgN9x+OUuX+5X6JJqmnalBekRXVpFHcRUgJg/v4
zEeD28U7clBryKKKjDLHl2NCURf01+hgJ4jYsxka+q/0lNrvWtQitohYukEScU9BWN04UbUEa2tg
B9EmA5s1VEH5fsDEaXBdyIPx/aU5/K/jqWu6lZayhvglvFcWq3asQtZHWThFIpFPsdWYjx32cPGZ
EZL+K5444xBx13bJ7q+qJcTXGi6fAbXToXaKe1tImM0xQlWDJCpZItuwq478dmyI8J2Ow7hz+zo4
kzMchcu88h8+v3KS2esSSrbW9gwnZQ0Vu5JkZCaAiKETSKtepkVFHcjLJ6sR5Bpx6GUtyfx9n6UE
3kHzBda1FPc6TffWoJHrZiNvq5kDALIszN9XXkqIWo9DQb7ZiHw5SE5c+6nOAyxgcceXSV9Oqa+Z
/Kut6doLXOrRwWtrdsLQwtOTP++qGqURol4pyavqdqdSMvnquL01sdubjQ0Jh6ruUd6AQ+lab5v1
WOTV9Rtis0iItxf3QWysooYqhDzkJ5IeTOWjD7semwynT5hjjZ3kfk36rTyzTFbQHz+SbWfl2CYA
vy1QnqT6tlYL8ul1dU7U9ONx3yUsmTJ5D8fE/ciGHDi/pS/HwH3sh/RaSxRxXzC5ghp6FkESKzio
agRWyAR/Cfsl+TD+bDDBEc91nqJHlsmnk7/lK9b/AOYDTf8Ak9e5Vm+v4frbtP8AR8T+hmeVtzDP
OP8Ayleif8wGpf8AJ6yyzD9fw/U06j6PiP0pet761w1rYQyahdIeMkVuAwjPWksjFYozTs7AnsDl
880R5lx4YJS35BNrPyfqF1R9Yu/Rjr/vDYMygjwkuSElPj+7EdPE5jyyyl5OVDDGPmyKzsdL0mza
O0hhsrSPlI4QLGg2qzsdt9qlj9OV0A23bA/Ps2meaLSOPRojcanZMWsdXNYrWPnTmvqEEzxShRUR
qymg+JWAInjEruLVlMKMZ9fn+xLtD8riy0lbC/uWv43ZprmAqEt5JpDV3eNf73oKeqW4gALxApl8
cA5y3Ljy1Bqo+kBPVVVUKoAUCgA2AAy9x28Vdir5+866gs3nXXWdyIBdwfL/AEaNQ/8A1CNXMeM9
5XysfZ/0i9HohWIJHofl+51/UYbe3laK8uZYzP8AuJpVWOSZiSzLxUKjxNJWtG5U2ocwZZCZe/8A
X+tlLJRL1yObzF5MSy8tQtb6hbzQySaffzB4mj9J19WOSJOfqf3wKEOm1a9N8rTykTwCnUawQA8Q
2ul1rzXORz1OO2UdrO2RCf8AWNw11+AGZ4wS6y+Q/Xbqzq49I/M/qpAX11cxo1zqWs3rIKCona3B
J2AVLUQVY9AAKk++CWGERcifn+qkx1GSZqERfuv77ZR5IsdahgubrUHuEgujGbOzu5ZJ5o1UNWRz
KzlGk5D93X4QBX4iQKYDcnkHJnyAJs9a2ZNljWiPyyg9TSdYvJByGo6vekhqGq2zCw+6lpTNedyf
e7SIqI937Xzr5+8uJ5b856ro8K8bSKX1rFQKAW9wBKir7R8jH/sc33ZWXixmP80/Z0ddr4VIS/nf
ekGbNwVrRqzI24eM8o5FJV1YdGVhRlPuMpy4IZBUhbZjyyh9JZp5O0DzF5h066vla2vfq1x9WpdG
S2uHCwpJUXcAYtT1AKSRt880OSMoZJCJsD4Hl3j9LsDKJiLFXv3jn3H9CKvvJmvNCWfRtSW5rQNF
PYzxf8LJBJ9JXIZJykLPFf8Am/sTjEYmgY1/nftTL8r/AC1q2meY9SurjT5zcvbxW1rZx+lLNR2M
jmYxSSRQA8V4+q61/Xj45cMiT3ORlHHECPf8Px7nr9n5S1W7o+rXIs4a/wC8Vk3J2HhJcMqkVHUR
qpB6OcMssj5MIYIx80p86a9J5On0rTPLNraQS3jTXd2symkyQBEKs6/GZJDKD6h5Ecdwa5HHjMpU
NmWXKIR4iCRy2ZLpHnbRL7QbfVrqePTxLbwXU1vPKnOJLkExVof92cCU7sO1dsgJCm0xNse1X82d
N+vLp2mSRRzvIkBnvA4ZZJSqxj6ooEo5FgP3xi6gjkMkNzXL8fjmwkaF8/x3/qtY9j9YnS51GaTU
bqI8opbniRGelYo1CRRmm3JVDHuTmXDDEeZcKeeUtuQRJNNz0y1pQ9rPdaieOj2zXvb6ySYrQdt7
ghg2+x9IOQeoyiWcDlu5ENPI89le60mfy3y8x3Wq0vT6CTWEQWOCeKEyH6vGj8pZZuM8hjow5Px+
EZiZJEniLm4oADhDO8khiNjoaeZja6zrkpM1us9r+jLZmihhYyKLiKVwfUmIktwpNVRgPsUO8I2d
2cqGzJP9xWkaf/ujT9Otl/yIYY1r/sVUVOS2DHcsfu/Oktx8GiWhlXcG+uw8EI7VSIgSy0+SKR0f
Jxxylya55Yx5pNPaS30gl1e4bUZFYPHHKFEEbA1HpwKOAKn7LNyf/KzIjgiOe7iz1Ejy2CJy5odi
qA1XXtG0pV/SF3HA8n91CTylk3pSOJayOd+iqcjKYHNlGBPJj1354vpwV0nTiinZbu/PpjrsywJW
Rvk5jOERnLkK9/6v7GMsmOPM37v1/qtJ7u71m5Dy6lq8yxLV2itT9ShQAdmjPrUH+VKcs/LjnI/o
H4+LSdUTtCIH2n9X2PFjdPdc47MGS5u5WkgiFWkJuG/druSTvI6HvRhmp8QcO34/G4euh6Ygdz1T
Tl0v8t9MubVtQtrrzfeIIweQ9OCMAASTVoypHtRWYlqALSpyuIo893DnKxdbfexGz8yeYdS12C/e
KXW7229SGRjLIByKJyZAY4oYI2qeK8AT3YihLpZTGWx667uTXrIwOKpHgvv5s51LUmtTbwRR87u8
b07dSHKBv8r01kc9dlRSzHoOpG71GcYx5l5/S6Y5Se4Mo0Hyz9Vmjvv0bqOs6uK8Lia0e0WHlQEQ
R3fopED48i38zZhHMLs3I+52Q08gKAER7+fvTO68yW1hqcWm6pby2F3OyJHG7QTENKwWMOLaWcx8
iQFMgUHsclHOCa3Yz08gLsJvl7joz8rXQeVDbAgyWeoalBIB2IvpnWv+tG6t9Oa4dR5l2vQHyH3P
Kv8AnI+0jTzXpN4P7y4sGhf5QTFl/wCT7Zs+ypfvSP6P6f2uJrR+7B/pfoeT5v3VOxV7J+TvrP5S
SOwtJby6nurl5BGtI0KyGL97M1I0+GMHjy503CnOZy5gJy7+Iu28EyEeg4R9z0yz8m3dwBJrV2Qp
66fYsyRfJ56JNJ819MdiDmPLJKXk2wxRj5sksbCxsLZbWxt47W2SvCGFFjQVNTRVAG5ysCm0m2Pa
1+ZnkvR7w2l5qHKaNuFz9XjluFgatOMzQq4RuVBxPxe1MbWt66l435989zeaZohG8mk2Z4291pmo
xxu0V5FI3G5gBVWHFvgdo5Q1KF0C1rGMbIs8KznwxNDi/UkM2mkz3+hpK9xf3llbGXU5t5lgiM0Y
QSdV5cYY6DqinwzJlpRxcA/m8/n+xw460mHiS/nVXy/afemvl25vNS1949Zk+rTrdi/ukgg5xKsD
rLG0lx6tIYyYgF5pVgOtSQGM5C4y23v8b7JlCBqcd9qH4rcvVrRdU1On6JtDJEf+P255QW1PFCVZ
5ajcFFKn+YZKWcdN0Q0x/i2R1xoflvTFSXzNfC/mk3hs5F/cuy9RDZJzeWmxo/qEdRTMeUjLm5UI
CPIfF115n1q8X09OgGl21KCa4CyXBHT4IlYxR+Kl2b3QZZHDI89mqeeI5bofyXaqPN2syzSSXVwt
jYFbi4cyyKZZrv1OBbaNW9NaqgC7dMhOAjLbu/W2YshlHfv/AFM5wMmHa7qGqaP5i+q6YIQmtQSX
byTcmEM1oYoZHEa8efqpNEKc1A4k71xhAmVBGTIIxspabETTpdX80mo3kZrHcXPFihpSsSKFji22
PBRXvXMuGGI8y4U88peQROWtLsVSnW/M+laQyQzs099KOUNhbjnOyk05cagIlf23Kr75Ey3rmWQj
tZ2HexW913zNqdVaZdJtG/3Ran1Lggjo9wwov/PNAR2fJxwSl9Rr3fr/AB72qWphH6RxHvPL5fr+
SDtrC0tneSKP99LvNOxLyyHrWSVyzuf9YnMiGKMeQcTJmlP6j+PciMm1MS17UbvWZzommRPLby/B
cTRni0wDcXigpV3VaUlaNHKj9nrTU6zV36I/F3vZ+h4ayT59B+lOPOXl+wi0J01+7iufMuow21pp
MUqQpLZW6OJJCFhKx1h/eF5UCggACnfC8O9jzP2OxOThBI5D7Ul0PyDoq+khZtTluT6sNpbBmjfr
vHGhkldQDvVivemZkNHhgAZni/Hk66euz5CYwjw/jvPJ6v5f/K3VJYkF7w0WzXZbSARvPx3H7PKG
LxH2/kMslqjVQHCPx8GENELvIeI/j4/cnp1fyF5OM1vp0X1rVB8FwlufXua13WaeRqR0O/BnH+Su
Y8YymdvUfx1cqU44xvUR+OjEvMn5ia5dwu09yNK080UW9ozeqxOwUzgCRmJ+yIlU9vizKGmEReQu
DLWymeHEN/x8B8UN5Z8sXVxNDqWpwfVLaJvXs9NYD1DJWqz3PgwPxKnY/E3xUCyG/ThiOn61rhsk
8Uz1/QGa5Ngl3lDzDp2j+eNQ0Ce7iWPXCl7ZJzWqXqxrFPAwrVTLGkciA9TzpvmBloT97ssNyxjy
Yl/zktCV1Xy3N1EsF6h9jG9uRv7+ofuzP7LP77/NP3ho1n91/nD9LxzOhdS7FWT+SIdCubWWwubO
CS+geSXlLEjM8Url+QJFTxZuJ8NvEZo5YYjJKMgLsnlzB/FOTnyZBGMoyPDQHPkR+Le3/lv5hg0v
ydD+lLk/V5Z5m0K3CvLcvY8gEKxoHkaPnz9NgOIi4b0zVEizw8ujtYcXCDLnW/4/G6ZXnmPX7+qW
qDSLY9JW4TXZ/wBiQ8EW/wDxkqP5TlscMjz2aZ6iI5bsH8w+SEdbu9sWuria4UteaeJUreSnbk01
wH9PkDRyOqgUpTLDjMYkR5Hp3/Np8QTkDKrHXu+TAYNPnsLeTQp9Mhv55pOd9biSH04SwAo/pq6J
xVRQE8z1pgwnbg4eLv5fj9K6gerxOPh7udn8fJqWWCG2jEtxd2SVex1LUklSUNN6v7gRUExiRV5K
eSrQsOrfFjG43xEgcifu76/asuGVcMQZfUBXz7r/AGL7K+s9O8xafbfWLm6sbcRXkMMLRRRzTs3G
IvIIlijVmFHlUNI3TrvlGbGOMRib/HycjT5pcBnIVXl+2/hyes6V+YeueYpLqwHo6NdWXD61HA31
mZ0kqY5InkVERW4ld42Ox6bHJjCeIxJqkHUDhEoi770bbWNtbu8iBmnlp6txKzSzPTpzlkLO1O1T
t2zJjAR5OJPJKXMq+TYK/k7/AJSvW/8AmA03/k9e5h5vr+H63O0/0fE/oZnlbcwzzj/yleif8wGp
f8nrLLMP1/D9TTqPo+I/SoZmOC7FXYqw678jaiL6+u7DUYQbyRpyt1btJIXbcI0ySx/Av2UqhKrQ
b0yMeKN8Nb+SZiE64r27j+ikn1qz1nRoFlvLmwaSSv1ezQzetOy9UiUK7E77njRepoMTqMg5gfag
aTGesh57UG7d5XgjeaP0ZWVTJFUNwYipXkNjQ7VzNiSRu66QAJrcIDzLM0Og3sqsy8Y/iKHi5UkB
gh/nK1C+9Mo1UiMciHI0UQc0Qd90RdfmvpVrYCy0by5Jz0oFI4rt7WKK0MLG35OY5ZuAVqip41HQ
03zQSzxAB7+T08cRJKE8m/k35j8437+YPMkr21vdyi4kupFKyzKRQJbQSD4YwPsyTr0pxSnxZCGK
UzZ2DOeUQFB6la+YPIPk2wbS/K9ot3IpPqi1YMrSEklri7ctzbkTXd2Hhmfiwk7QDgZ9RGO8z+v5
MZ1nzb5i1nkl1c/VrRjtZ2haNaeEkgPqSeB3Cn+XM7Hox/Fu6vL2hI7QFff+PxaRXD/VLKR7eAyG
GMtHbxgAtxFQq/PMo+mOw5dHCj65eo8+pU9G1C2sXGpz6dcajqyqfSubj0rWztwR8QhV3aZNtjIY
i7ew+EYNTl6pD57AOz4scfTE/Lcn9HwtkunH8yvMhrpkFrplhJSl86vKAOpaKaT0xJy7cbdl8T3y
meY8gR+PP9jkY8A5kH4/q/aF80flPT+Q1LULrzrqop6kJf0dMDLWgaKKlsR2YUkavVRkI455O8/c
2Ty48XdH7SkvmHVxf6XLaagtrp/l+MiU6ZbIlvbIUNVd2AVmYbb1C7V4g5lx0cIi5nb5BwJ9oZJy
rGN/mUgvbfzb528u6da2Ns99b6df3AstZvrkLW1kVVaOQPzuaxyp1ZSSoHXMTBn8PLxRHFEW7OWI
zx8M9pEC2Awx2UFzcW+q3F0k8TGALYwRTxeukrRupeSWEFePBlIbcEnamWT7Yy3d/CgmPZ2OuX2l
K59QrIBaXCMrFuMU8bQzBFFeTIWK12Oyu3z8E9s5a2r5KOzcd7g/NmWj+UrKSCzvbRbi+inaVrlr
md7aQIRw+rgcZVVG+LkwViRsDQ8hYccssQQTK75k7eXVwpakY5yEgI1WwAN+fT4cnoejeYb2x1Kz
sY9Js4o9QlWH04JpHn+Fd5HkeMesI41JPLjttXoCfDOOthuwGUZb3lt38vv2Zvc3ltaoHnkCBiEj
HVnY9FRR8TMeygVOTlIRFlhGBkaCB8wHXovLeo6nFaC0tILd3V7wsk0hIoqpCtHQMTTk7Ky/yNmN
kzmtg5ePTAG5F4/a6dqdhdumkXBupoBBCumRerJG7XZmVWcs7xxenIiF3otQRSnxcogzwyqJ4vuU
iGeBlIcO/wAdq/Qq3wvNP+uaXDYA2i3S211PIXf960KSyN+6HNn9NHmkZAeLFQvInGGSQiYVe+65
MUZTE7qgK/Hv2Zt5P8oadc6fHf6hBE91NDLaXMltP69rfQOVIncdC7cQWaitzBOTxYhVn+1jmzG6
H7Qy/TtL07TbYW1hbR20APIpGoUFj1ZqdWPcnfMiMQOTjSkZblFZJi7FVfyd/wApXrf/ADAab/ye
vcw831/D9bnaf6Pif0MzytuYZ5w/5SvRP+YDUf8Ak9ZZZh+v4H9DVqPo+I/SpelJ/I33HLvzGP8A
nD5hxPBn3H5N+lL/ACN9xx/MY/5w+YXwZ9x+SlcSLbwtNMGVEBJorMTQVoqqCzHwAFTidTjH8Q+a
RgmehYpqOu+ab4tDpGnT2FqdhqN1CxmbqKw2zD4fENLv4x5GOeMv4oxHvF/L9fyTPGYfwykfIGvn
+r5pTB5fvYppLhra5nvJv767mV5Jn9ixGyjsq0UdgMyceTDDlKN99hwssc8+cZV3UaREel6vNMIL
ewnmmatF4cFFN/ikk4Rr/smHtjk12KP8QPuK4tBln0oeaezflLe3+nVvNZt7O7jkinhhjj9eAPBI
JFEzM0TSKSo2XhTxOa3U6oZYmPEAC7fS6QYZCVGUku0/QNL0S8N7c6e3mTXFlaZEht2ttJt5SamR
AysZ5TWvrUffoUzE02DGOovvJcrUaggcj8BZX6xeebtaqNU9d4DX/Q4YnitqHsyDkZP+ejN7UzbY
44B9U4y+Ip0+XPnltGMoj3G/n+pADS9RAoLSYAdB6bf0zL/M4v50fmHBOny/zZfIuOnagBU2swA6
kxt/TH81i/nR+YX8tl/my+RRuk+U9e1RiViGn2o+1d3tY+nXhCaStT/K4qezZi5O0ofwkObi7Mmd
57eQ5pr9V8vaHLWz0y58yarEQDdXKNHZxuCDWIFGQ77qyI57c8xPG8Q7yHxNBzxjjhG0T8BZ+aV6
zd+bdb5Lqgnkt2P+8UUTxWw6bFBUydK/vGah6UzKxxwD6pxl8RTg5c+eW0YyiPcb+f6kCNL1ECgt
JgBsAI2/pmX+Zxfzo/MOCdPl/my+RY55tt/MVrPpk1toj6lHDK8sttPbSzxMQvBeSJSrD1C6g7fD
40zXdoamBEQCC7XsrTyBkZAg17ks1mf8z/MtqLK80aY6cEHp2lrBNZRBuAp6kdyFLiM1oC/Hvx6D
NdHJxitvmA7WfDDe/sJX+WfIGv2l0Tf6LbyWrAt6kluDdK5C0A4K0YQEHYEf1zdGIx2mcde8Euu1
2Uz3h4l+4gMwi0W8iXjFYyRr4JEyj8Bm0GowjlKPzDp5Ycx5xkfgWrm0v7eFpWs7hwo2SOGR3Y9l
VVFWJ7DGWrxRF8UfmEw0mWRrhPyT3yR5E8xO8mqaxJDpNzdLwVQ6T3EFuSD6Ma7wozUDtIxep2KU
UZqpaziN2B8eTuoaMQjw7n9JZgG8veX5SbCym1TWHXi1wo9WUjuHuZOMca139NWH+SmV+LEnmCfe
3cBA5UEs1iPVvMFtLaazxXTJxSTTLYNwYVrSWdgJHoQD8Aj9wcuj4Z+qUfm0SyTH0xPydZaVa2EA
gsrRLWEdI4Ywi/coGZEc2IcjH5hxpQyHcgpT5m8qz6oIbm0kNtqFp6hgLJyhf1QvNZVFDv6a0ZTy
HuKgg5oA2JRseYUYpEcMomijfL+iyaTo1pp9C8kKfv5ApAeZyXlen+XIzN9OMM2MCuIfNM8cyb4T
8kw9KT+RvuOS/MY/5w+YYeDPuPyd6Un8jfccfzGP+cPmF8Gfcfk70pP5G+44/mMf84fML4M+4/JV
8n/8pXrf/MBp3/J69ynN9fwH6XL0/wBHxP6GZ5W2sN83/wDKW6H/AMwOo/8AJ6xyUOZ/qn9DXm+n
/OH6VHXNWuLFrWG2iEs90X482VVCxceX2mX+fNT2b2fHOJGRIEa5Mu0+0ZacxjAXKd8/KvMd7H7r
zwYjPcPM8VuLZZVjFqJVjaRkQH1ROvP4iduI2Ptl2Xs2OOXDzo99fobNLrjmxifKwmUd9qculQTx
6lGJJTGwke24swkRX48PU4rQbn4tq5PL2fjhj4yPt86Yy15BpsT69PHGI9RjidvjYta1IRqhQR61
NjQfPNPPPhjMR4DZo8+/b8ebnafjyQ4rpbY6reiOUX9+iPVFik9AUJlQstFSR/s+mxNe3XpXM2WC
HSF/Fvz4pYwCZc76I7StYt7y7eCO+S5cI0vpJC8VFL/CeTEg8QwQ/Lsa5j6jDwxvh4fjbTCdnnab
ZhtzsVdirsVdirsVQer6ium6Zc37RPOLZDIYYhV2p2UZOEeKQCCaFsfuPzASG2Wf9D3ziRVeNEjD
MVaESgsAfh+1Tfwb+U5eNNZriDDj8lC3/MS4uJJYYtCvPXiETenJRKiReb7kUHpitcJ0oH8QUZL6
JnL5viSBpk0+7l4MVZUjB+H0mmV9z3CdOoqNtxWsYN+YZcSDj8/14evoWqRiRDJG6wCRGUBmHxq1
ORRa09/pyZ03dKLHxPIoi085tc2yTjSL5OdCEZFqQZI4jxIYgkNL08AcicFGrCRPyQF3+Y/oQSSp
od/IEXko4L8f7xU+HiX6V38CKd8nHS3/ABBByV0KJ/x0/otL+hL9QrzoOSKnIwoGUpyI5iStFpvs
dtsj+X3+oLx+SrD50Zo39fSLyC4jUkw8Vf4lCllqjGlOXUgdu5AwHB3EJEvJXbzTMYLeSHSbyR5k
LtGU4lRw5dTs3htg8HnuE8SWxfmE0t2trHod+zuYwGAjKj1YzJUnlSgp16ZYdLQviDHxPJkWjaou
p2Ed2IZLdnALwSijoWUOA3avFgcx5w4TTMGwky+fLc3gtH0jU45GkWJGNv8AC3KgL1DbItRVjlx0
xq7j82PH5FC6p+YyWfqtDo19dRRqWEyIAjAOqVG568wfHJQ0t/xAIlkrojYfOLFiZdMuI4S/GOQU
Ysqj4347bByEp1LGgyHgeYZcSvL5riijjd9OviZJnhVUiBPwPw5n4hQMeg69dqb5EYb6heJM9Nv1
v7RLlYZrcMSPSuEMcg4mm6nK5x4TSQVLyh/yluuf8wOnf8nr7OqnzH9UfpdPh+n/ADj+hmWRbGMe
a9D1y91bTNQ0tLaX6pBdQTRXU0kH+9D27qyskNxWn1c1BA64gkHbuRKIkKPeh7nQ/MN0FF1pWl3A
SvD1bqSTjXrTlZmnTNbi0ubHfBPhvutvzDDlrxICVd4BbGi+Yli9JdL0sRUC+mLqULxU1UU+p0oD
0wS0mWRsz3+LOGTHEcMY0O6g5tF8xN9vS9Lbam9zIdqU72eTOnzmPCZ3Hu3pgfBJvhF+4N/ofzJU
H9GaXUGoP1qTrWv/ACx+O+Y0uyyTZ4b9zdDURiKjYC1NC8wRktHpWlRk0JKXMik03HSz7Zb+Syfz
mUtWJfVZ969NK8zx/wB3p+moQOI43ko28NrTpgloch5y+9gM8R0X/UPNv/LFp/8A0mzf9kmQ/k2X
eGX5mLvqHm7/AJYtP/6TZv8Askx/k2XeF/Mxd9Q83f8ALFp//SbN/wBkmP8AJsu8L+Zi76j5u/5Y
tP8A+k2b/skw/wAmy7wv5mLvqHm7/li0/wD6TZv+yTB/Jsu8L+ZipzHWLGSB9Vt7W3sZZVhe5huX
l9NpKiMurwQjiz8Ury6sMT2cRzKjUA8guW6e9PHRIjqA/wCWxqw2f0TkN6gPjCjivWmP8nE8ivj1
zC76j5u/5YrD/pNm/wCyTD/Jsu8L+Zi76h5t/wCWLT/+k2b/ALJMH8my7wv5mLvqHm7/AJYtP/6T
Zv8Askx/k2XeF/Mxd9Q83f8ALFp//SbN/wBkmP8AJsu8L+Zi76j5u/5YtP8A+k2b/skw/wAmy7wv
5mLvqHm7/li0/wD6TZv+yTB/Jsu8L+Zi76h5u/5YtP8A+k2b/skx/k2XeF/Mxd9Q83f8sWn/APSb
N/2SY/ybLvC/mYu+o+bv+WLT/wDpNm/7JMP8my7wv5mLvqHm3/li0/8A6TZv+yTB/Jsu8L+Zi76h
5u/5YtP/AOk2b/skx/k2XeF/Mxd9Q83f8sWn/wDSbN/2SY/ybLvC/mYu+o+bv+WLT/8ApNm/7JMP
8my7wv5mLvqHm7/li0//AKTZv+yTB/Jsu8L+Zi76h5u/5YtP/wCk2b/skx/k2XeF/Mxd9Q83f8sW
n/8ASbN/2SY/ybLvC/mYrvKmh65ZatqeoaoltF9bgtYIYrWaSf8A3ne4dmZnht6V+sCgAPTNwSSd
+5wYxERQ72T4pdirsVdirsVdirsVdirsVdirsVdirsVUbz6n9Wk+uen9Vp+99bj6fH/K5bU+eApC
thQ7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq/wD/2Q==
uuid:47113ca6-c02b-4564-8847-d31a3aff5e54
xmp.did:848ece21-4900-454d-8d3c-998e837ba8e0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ecd8ee0e-83ed-1a41-952f-7e403e8a785f
xmp.did:ecd8ee0e-83ed-1a41-952f-7e403e8a785f
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:F61A046FD507E811A519E2D1B0F0850E
2018-02-02T18:18:05+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:848ece21-4900-454d-8d3c-998e837ba8e0
2021-09-11T09:14:46+09:00
Adobe Illustrator 25.4 (Windows)
/
Print
Adobe Illustrator
False
True
1
296.999935
210.001656
Millimeters
Meiryo
メイリオ
レギュラー
TrueType
Version 6.50
False
meiryo.ttc
Meiryo-Bold
メイリオ
ボールド
TrueType
Version 6.50
False
meiryob.ttc
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
C=50 M=70 Y=80 K=70
PROCESS
100.000000
CMYK
50.000000
69.999999
80.000001
69.999999
C=70 M=65 Y=60 K=15
PROCESS
100.000000
CMYK
69.999999
64.999998
60.000002
15.000001
C=0 M=55 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
55.000001
89.999998
0.000000
C=0 M=60 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
60.000002
89.999998
0.000000
C=72 M=64 Y=61 K=16
PROCESS
100.000000
CMYK
72.000003
63.999999
61.000001
16.000000
C=75 M=60 Y=0 K=0
PROCESS
100.000000
CMYK
75.000000
60.000002
0.000000
0.000000
C=5 M=20 Y=0 K=0
PROCESS
100.000000
CMYK
5.000000
20.000000
0.000000
0.000000
C=75 M=30 Y=40 K=0
PROCESS
100.000000
CMYK
75.000000
30.000001
40.000001
0.000000
C=55 M=60 Y=65 K=35
PROCESS
100.000000
CMYK
55.000001
60.000002
64.999998
34.999999
C=0 M=60 Y=35 K=0
PROCESS
100.000000
CMYK
0.000000
60.000002
34.999999
0.000000
ぬりえ コピー 2
1
C=0 M=25 Y=20 K=0
PROCESS
100.000000
CMYK
0.000000
25.000000
20.000000
0.000000
C=0 M=0 Y=50 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
50.000000
0.000000
C=0 M=10 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
10.000000
100.000000
0.000000
C=0 M=10 Y=65 K=0
PROCESS
100.000000
CMYK
0.000000
10.000000
64.999998
0.000000
C=5 M=20 Y=80 K=0
PROCESS
100.000000
CMYK
5.000000
20.000000
80.000001
0.000000
C=0 M=35 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
34.999999
89.999998
0.000000
C=0 M=45 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
44.999999
89.999998
0.000000
C=20 M=45 Y=85 K=0
PROCESS
100.000000
CMYK
20.000000
44.999999
85.000002
0.000000
C=65 M=10 Y=20 K=0
PROCESS
100.000000
CMYK
64.999998
10.000000
20.000000
0.000000
C=65 M=20 Y=5 K=0
PROCESS
100.000000
CMYK
64.999998
20.000000
5.000000
0.000000
C=100 M=50 Y=0 K=0
PROCESS
100.000000
CMYK
100.000000
50.000000
0.000000
0.000000
C=90 M=50 Y=10 K=0
PROCESS
100.000000
CMYK
89.999998
50.000000
10.000000
0.000000
C=70 M=30 Y=30 K=0
PROCESS
100.000000
CMYK
69.999999
30.000001
30.000001
0.000000
C=30 M=10 Y=0 K=10 コピー
PROCESS
100.000000
CMYK
30.000001
10.000000
0.000000
10.000000
C=60 M=50 Y=0 K=0
PROCESS
100.000000
CMYK
60.000002
50.000000
0.000000
0.000000
C=10 M=10 Y=10 K=10
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
10.000000
C=20 M=20 Y=20 K=20
PROCESS
100.000000
CMYK
20.000000
20.000000
20.000000
20.000000
C=70 M=65 Y=60 K=15
PROCESS
100.000000
CMYK
69.999999
64.999998
60.000002
15.000001
C=70 M=70 Y=70 K=60
PROCESS
100.000000
CMYK
69.999999
69.999999
69.999999
60.000002
C=20 M=0 Y=35 K=0
PROCESS
100.000000
CMYK
20.000000
0.000000
34.999999
0.000000
C=50 M=0 Y=50 K=0
PROCESS
100.000000
CMYK
50.000000
0.000000
50.000000
0.000000
C=55 M=0 Y=70 K=0
PROCESS
100.000000
CMYK
55.000001
0.000000
69.999999
0.000000
C=65 M=40 Y=90 K=0
PROCESS
100.000000
CMYK
64.999998
40.000001
89.999998
0.000000
C=65 M=25 Y=100 K=0
PROCESS
100.000000
CMYK
64.999998
25.000000
100.000000
0.000000
C=80 M=20 Y=80 K=10
PROCESS
100.000000
CMYK
80.000001
20.000000
80.000001
10.000000
C=85 M=45 Y=100 K=5
PROCESS
100.000000
CMYK
85.000002
44.999999
100.000000
5.000000
C=85 M=50 Y=55 K=0
PROCESS
100.000000
CMYK
85.000002
50.000000
55.000001
0.000000
C=80 M=50 Y=100 K=15
PROCESS
100.000000
CMYK
80.000001
50.000000
100.000000
15.000001
C=45 M=70 Y=0 K=0
PROCESS
100.000000
CMYK
44.999999
69.999999
0.000000
0.000000
C=30 M=60 Y=85 K=45
PROCESS
100.000000
CMYK
30.000001
60.000002
85.000002
44.999999
C=55 M=60 Y=65 K=45
PROCESS
100.000000
CMYK
55.000001
60.000002
64.999998
44.999999
C=40 M=80 Y=100 K=0
PROCESS
100.000000
CMYK
40.000001
80.000001
100.000000
0.000000
C=40 M=90 Y=90 K=30
PROCESS
100.000000
CMYK
40.000001
89.999998
89.999998
30.000001
C=55 M=80 Y=85 K=30
PROCESS
100.000000
CMYK
55.000001
80.000001
85.000002
30.000001
C=60 M=85 Y=90 K=50
PROCESS
100.000000
CMYK
60.000002
85.000002
89.999998
50.000000
C=50 M=70 Y=80 K=10
PROCESS
100.000000
CMYK
50.000000
69.999999
80.000001
10.000000
C=0 M=25 Y=50 K=0
PROCESS
100.000000
CMYK
0.000000
25.000000
50.000000
0.000000
C=10 M=20 Y=50 K=0
PROCESS
100.000000
CMYK
10.000000
20.000000
50.000000
0.000000
C=20 M=30 Y=60 K=0
PROCESS
100.000000
CMYK
20.000000
30.000001
60.000002
0.000000
C=10 M=35 Y=60 K=30
PROCESS
100.000000
CMYK
10.000000
34.999999
60.000002
30.000001
C=30 M=0 Y=15 K=0
PROCESS
100.000000
CMYK
30.000001
0.000000
15.000001
0.000000
C=80 M=80 Y=80 K=60
PROCESS
100.000000
CMYK
80.000001
80.000001
80.000001
60.000002
C=5 M=90 Y=90 K=0
PROCESS
100.000000
CMYK
5.000000
89.999998
89.999998
0.000000
C=0 M=90 Y=60 K=0
PROCESS
100.000000
CMYK
0.000000
89.999998
60.000002
0.000000
C=0 M=90 Y=80 K=0
PROCESS
100.000000
CMYK
0.000000
89.999998
80.000001
0.000000
C=20 M=100 Y=90 K=0
PROCESS
100.000000
CMYK
20.000000
100.000000
89.999998
0.000000
C=0 M=50 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
50.000000
0.000000
0.000000
C=0 M=63 Y=36 K=0 コピー
PROCESS
100.000000
CMYK
0.000000
60.000002
34.999999
0.000000
C=0 M=60 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
60.000002
0.000000
0.000000
C=0 M=70 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
69.999999
0.000000
0.000000
C=0 M=70 Y=35 K=0
PROCESS
100.000000
CMYK
0.000000
69.999999
34.999999
0.000000
C=0 M=50 Y=30 K=0
PROCESS
100.000000
CMYK
0.000000
50.000000
30.000001
0.000000
C=0 M=30 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
30.000001
0.000000
0.000000
C=50 M=70 Y=70 K=40
PROCESS
100.000000
CMYK
50.000000
69.999999
69.999999
40.000001
C=75 M=70 Y=65 K=30
PROCESS
100.000000
CMYK
75.000000
69.999999
64.999998
30.000001
C=50 M=5 Y=45 K=0
PROCESS
100.000000
CMYK
50.000000
5.000000
44.999999
0.000000
C=75 M=20 Y=55 K=0
PROCESS
100.000000
CMYK
75.000000
20.000000
55.000001
0.000000
C=30 M=5 Y=5 K=0
PROCESS
100.000000
CMYK
30.000001
5.000000
5.000000
0.000000
C=50 M=40 Y=5 K=0
PROCESS
100.000000
CMYK
50.000000
40.000001
5.000000
0.000000
C=65 M=55 Y=15 K=0
PROCESS
100.000000
CMYK
64.999998
55.000001
15.000001
0.000000
C=0 M=60 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
60.000002
89.999998
0.000000
C=0 M=65 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
64.999998
89.999998
0.000000
C=0 M=55 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
55.000001
89.999998
0.000000
C=20 M=84 Y=25 K=0
PROCESS
100.000000
CMYK
20.215152
83.941400
25.119400
0.000000
C=50 M=95 Y=65 K=0
PROCESS
100.000000
CMYK
50.000000
94.999999
64.999998
0.000000
C=45 M=70 Y=45 K=0
PROCESS
100.000000
CMYK
44.999999
69.999999
44.999999
0.000000
C=35 M=80 Y=25 K=0
PROCESS
100.000000
CMYK
34.999999
80.000001
25.000000
0.000000
C=20 M=60 Y=25 K=0
PROCESS
100.000000
CMYK
20.000000
60.000002
25.000000
0.000000
C=35 M=80 Y=45 K=0
PROCESS
100.000000
CMYK
34.999999
80.000001
44.999999
0.000000
C=65 M=80 Y=5 K=0
PROCESS
100.000000
CMYK
64.999998
80.000001
5.000000
0.000000
C=35 M=45 Y=0 K=0
PROCESS
100.000000
CMYK
34.999999
44.999999
0.000000
0.000000
C=50 M=60 Y=5 K=0
PROCESS
100.000000
CMYK
50.000000
60.000002
5.000000
0.000000
C=55 M=60 Y=0 K=0
PROCESS
100.000000
CMYK
55.000001
60.000002
0.000000
0.000000
C=45 M=55 Y=25 K=0
PROCESS
100.000000
CMYK
44.999999
55.000001
25.000000
0.000000
C=30 M=60 Y=0 K=0
PROCESS
100.000000
CMYK
30.000001
60.000002
0.000000
0.000000
C=54 M=37 Y=20 K=0
PROCESS
100.000000
CMYK
54.000002
37.000000
20.000000
0.000000
Adobe PDF library 16.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
6 0 obj
<>stream
H͒%G
Ne
/Xļ=Qޞi!pzOW~_߾??;YkOY,Rnv~xwȉoS_X4w-+6C_q3yMfy-W~}|_|=oο_'?<\RW5{Os
4Vӫ1\YL}|s=ۯ)HpF2zx.rZɸ0<Hb?:>gF7O*p+~ǓW 5Vg(^6ߋzZ]5~ZnRu?Kʥ_\mmDDޭTe=9(qx#SΝ{|Y2LJYho{xI%5\iv{bPCK^u@^Ygjyyܑ|g"!ewPd2Tj) ۧ7Ro їQ"o)R,ueJ@b){ Xk{1:Ve1:D>a6R_!ڹ T!FV |
:&S<
cRlǣ`A[b&\Lg4kzrNAoKpfAOSuEu8ܦ-a@+jċmB),mAG2iOك*5NxrSh.TiEqɤVjW
r(D]4q@cxR|`<sӛ=!gqUk-Mu
[fN{ $:g3`s]nV2Y(`˶@WyL_7e|uX ڶ#7j-^+REs:22w
wifd&vQڡ0{_<
D/@̸ 4f1uD?h"oVomP"}gh y6j9>#ѫɡQwb.