%PDF-1.6
%
209 0 obj
<>stream
hmk1ǿucpQk&/,JF+t~r+cV",ɲH@* #wM{V?.UqdE>hR}#Rd<[<`
F6ݷe%!QcŸbP|S?m=}U]|\Y~ݦͫJ*Dt(ߠ<䵘v\ҫUC5ӉP?4t#wu3߯)|vv:oWm>3#hR,5hҀ|-Xҁ
zB'W2ON+@i
x\5zڥ:Ezlnu7yfv{l,!"gcj.|K\dGe!J
b!ci!vaeK.O'Z=Ѵ?iYҞ%YSr8#:Hhn}}ohtj%>l7e"w+M{ʐĊ
=#J"7bcنѢDKЂVt21bfntL'P0 My]%&gNPwH` ϸ!Ծgu!B{#F/V̀^
x?e^6ȚֵP! n
endstream
endobj
210 0 obj
<>stream
hTO0Ww[ZZcnn٦?% m7ߜ!1P(SE @ 1ibA#Aoo0E/ 7)0'Ow0ƥJ* }tPy
ё:=uR:Q^l:gngfh%M.ʛtvyUiG4JA֯;/Ur3?)9*p*T@7=^|a]}I_?%~gQƬz]g.Y褫r3(Jqi0
*7.rp^M ˣ?4? w;H{Zml AqkxHQlYdgA!UO~l٬it(y;( ދ٬W"ӳ S!
endstream
endobj
2 0 obj
<>stream
application/pdf
Bakery&Table Sweets Izu_Cafe_2021.11
2021-11-08T17:12:11+09:00
2021-11-08T17:12:11+09:00
2021-11-08T17:06:11+10:00
Adobe Illustrator 25.4 (Windows)
256
184
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAuAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9B6tJfafBJfLeW9vHFG0
s5nt5JyoQFmaqTRbBR/Kc0MABz3kXMJ4uW0Ql+j3+qarpsOs2mp2k1tc8jbs9hcxluDFCeElxGwF
V2NKEbjYjJSjGJuQN+/9igk7Dk6fVL23vYILvWtPF9czfVoLUWkrv6votcBWVbn4P3UZf4qD7xhE
RXEQfn+xFn6QhND8yyeYbY39prVmbZVhdfW0+6tyUuf7hlSeeJisvRGGzHYb4ZY97kD8x+pRKtgm
dvJrd9LcImp2JFi4iuIxaS/A5RZQrD61sTHIrfI5GoyFkGvf+xd47Dmreh5muTT6/ZrCnf6nKB/1
FYLjLoa9/wCxNGPvcLfzLN+6S+s1hXqws5RX/p6xBjLYA17/ANiDcdzzcYvMrn6vDfWXAdWFnKP+
xo48UT6QD8/2Joj1Fwg8yA/V4L+zNftuLOUfj9axuP0gH5/sWj9RcYfMkP7mG+s2dvtEWctf+orH
ijHYA/P9i0ZblSuTrem28txPqmnxJEjS3E8trIiRxoOTO7tdBVVQKknEcMdgCSfP9i7y58kI+tva
RmVvMWjljI8LMYjQSx8jIlfrf2l9N6jr8J8MnwCP8Mifx5MbMutBbdazJYWkepX3mLSIYZ4vrME0
0RWNoaovqq5uwpTlMg5dPiXxGREAN6N/jyZWTsDsuh1iWSRn/wAQ6RLcL6n7hIi7gwhWk+Fbuv7s
Opb+Wor1yXAB6jGX4+CL/hBW/pi6kijvJtb08JICYovqkpchWVG/dfWeY4M4D1Hw/tUx8OzZB+f7
F4q2BZHpKai7LLfSxyOpPAwxtEtCKfZZ5T9NcnpvVkB5BjkqMaTc1oaGh7E7iubdxmJxeZbqXXpt
BTWbP9JwP6UkbaZeLH6voLc+mszXAhd/QkWTirk8d6bHFUct3rDz20Cazpry3kL3Foq2crepDHwD
yIRd0Kj1k39xiqK+reaf+rhY/wDSFN/2V4q76t5p/wCrhY/9IU3/AGV4q76t5p/6uFj/ANIU3/ZX
irvq3mn/AKuFj/0hTf8AZXirvq3mn/q4WP8A0hTf9leKu+reaf8Aq4WP/SFN/wBleKu+reaf+rhY
/wDSFN/2V4q76t5p/wCrhY/9IU3/AGV4qo3Da/bBGuNW06ESMI4zJaSKGduiit2Kk06Yql6+ZVZU
ZfNWhlZEWWMiOoaOR1jR1/03dWd1UHuSB3xVXvdWvLBwl95i0e1cyx24WeBoyZpgTFHRrwfG4UlV
6ntiqivmKR7eWeHzJpFxHDF68noW7zMI+bR8gsd4zEGRGQUG7AjriqIi1S9N1axHWtOn+smNo44b
WRmZJVeRG5LdOEWRYm4Ow4kjap2xVQ1a31OSJ1WOGSG4jaORZJpoZPjBU8WiHJdjsQwI7ZoYcMfV
Lm5ps+mPJ5/Yfkrp1nPrFzPp1m8GrXENykK3d/FLE0IVgPWRubfvlMtdjVt60FMo6jayT9jVw2aC
P038qdIstdt/Mlto1lBqVmqpbT/Xb8hVWL0QoQlkI9P4fs/jkDm4huTw+4MuGthzdH+U2jubKZ9F
smXTOAsHmvr+R4liMZjRHcuwRPRXitaD4gB8TVkM972a9wQY1t1VvKH5a2Ple4ubjy3pFlp31lVS
5b65fSq6oarUTeoNq9hkJ5Rk2JNfBlRh72Uh/NMw9OOGxWJepEs1D/yTyv0S2F0u8dzzcZvNEn7i
GCxCjqwlmp9/p43A+kWtEeouEnmkVt4ILHl+24lm/X6eI4PpFqb+ou9XzPF+4igsTIerCWUn/k3j
6I7C7WjLc8nB/M8B4LDYtM/cSzEj/knjUI7b2u8t+iG1Sx1q702606/trKeC/ieC5jFxcIWilUq6
8kRWFQabGuEGEDe9r6p+5JJPI1p9XFpPpmnvw9SQQfW7sSAXQdGLFQHI+1wqaLT4aFRSzxxHck38
GPDxbCkUnk6SAW0radZgWsfo2sX1u7AWP1IZSvECjBntYy3LrQg1DNVOQD1En7Px1TROwW6d5Naw
1B9Xt9MsIbh2lepuLplLTkF6Iyso6UG2wqBQE4DlEh6ia+C8NGhzRVv5cmj4TR6Jo1vHCS0KohQK
WcOSvGHargMffBxiW5MqWq2AFsk0mTUZ5Fe8SKMoTRYWZkpSg3YKa5LTniygjl+xZjhjR5pwa0NO
vaubdxXjvnCHyO+u3tr5ltLOa/u5IZ76F5dXlthKscKxyMscbW0bmKGNS2xK/CahmBgZxBosTOkb
pP5V+UrTzLHqumaXpY17RxCvNNTv3kgEUQhiEkZZh/dJT41371ydM7LPUn81ugdItPZGFVZZpiCD
3BEeKG/U82/74sP+Rs3/AFTxV3qebf8AfFh/yNm/6p4q71PNv++LD/kbN/1TxVZLc+aIU5ypp0aV
A5PPMoqxoBUx9ycVQen+YdV1FmWwm0m5ZSwKx3MrGqUD0Aj3A5Dcbb4qj/U82/74sP8AkbN/1TxV
3qebf98WH/I2b/qniqB1bR9b1eKKHULOxmihkMqILm6QcjG8XxBEXmOMjfC1RXfqAcVSK5/L/TYF
hurnS9MhSziihWaS9vFUJFJzT1CaByzn4mepfo1RtiqIGlW9reqGj0pLm4uYruKCW/uW5T+k8UHC
JwVpwDFEC8eQ5AchXFUJo3l7QtOhvIbC20NoJa6VfRS309yhahke1kWYSLzZXq6n4mFK1AGKpro0
NmL22On2nl9ZIwPSazdTKsSKAfS4Rj7Mc3bajeBxVOwOP+kXH2v2EznwP4pOaT/DFaAZiZ5zSIdB
4+wwAcW55JJ4dhzXKrTn1HHGBfsr45IRMtz9LEnh2HNxElw1ACkCfRiQZHyTtH3t8WmPpRgpAvU+
OPCZbDki+Hc82nLORBAtEH2mxIJ9ICih6i4hh+4gBqftyY8J+mK3/FJtqwr6MAJkP2mpiQY7AbqP
VueTQUwDig5zv1PhjwmPIbrfFz5NmlsnI/FO/fEjgHmv1nySnzJO1nod3ctG8920bfVoEZ1YyUqt
WjZHAqN6MNsliw8R9Tbix+JIQG0ep5Pnzydqnm+w16Ga5v5Lm3nlEM1i8ssQZBKTxQxOrRMrOxXi
O/QgkZcMEIx4Yig9Bk7Jw+GYiPDQ5i/v6j3vpSI+si3U/wAMZAKp896Zjyj6iZcg85y9I5rwDMfW
m+GFfsrg+rc8kfTsObRLXLVPwQJg+r3J+n3q1o7SXCemOMEdfpNDmRpDeQVyH6mvIKjvzKY5uXFe
Wed/JHlC98xXtxrGu22m3mrrZvLaTXMUcjLZt+5aISBWALqe25236Zj5BDiBJqm3HocuSMjCEpRP
MiJPLzZfqVh5XS8lvNWFo800kURF/dGSNJVDNEsUc/JIno5I4AE5kNSyz0nyf5ZFrDHb6fYSW0Un
1N7icGdIRyeQJJMGk4LzYmjUFcVZBFPLNEksQikikUPHIkhZWVhUEELQgjFV3K6/32n/AAZ/5oxV
3K6/32n/AAZ/5oxVbLHJMnCWCKRKg8XYsKqag0KdiMVQWn6TpdmfV07TbK2I5rzt1SPqQHFUjHUo
K/L2xVH8rr/faf8ABn/mjFXcrr/faf8ABn/mjFXcrr/faf8ABn/mjFUBr9tZXej3VvrAiTTJEpdO
1y9uFUEGvqoI2Sh/aDDFWFr5c/Ktori5/SMcnKWCWe+bzBevKksSusBFw1wZIzxLAcWFfoxTaYab
5b/Lz9GBbRra7sm1VNSNxJqc92X1SNF4u08skrs/CNfgLUp2xW0b5d0jyTY3sUeiLZC6gVkSOG7a
V1VUjib4CWqVRUFT0r/lGqhNADMTPOaRDoPH2Gc8Bxbnk5xPDsOa4Azn1JPggT7K4fq3P0oJ4dhz
RUTeqgK/DGOn0Zn4jcR3NMhR82N6t5+0yw1G701rS6kms/Q5cFiRJPrFePpvNJEppQ8t9gCeisRe
I2wukQvnKzac20lleW7eo8cYeGrSBIhMXSONnkpxb7PHn/k4mPct96ne+e9EswRIlwiCRIndoWQh
pV5ryR+Lr8AZiCtQBWlKVeA9FvvX2/nKzkAX6jfQu7usUckFJnRI45WkEClplHCX7LIGqCOPIqGe
GuS2qab5qtr7XZtJtrO7Bgt0uJbyeFoIwZGosQWXhLzoORqgFMHDQTdp5sg8XODkvNRuGWNBI45P
X4V98xtSaFlsgLNBKdXjf6vHNMfiMgPHwUK3bI6QESMj3N8CLoJPwtDN6r24DjpOVUkmu1Duw+nM
gaqPFRiQO/avsJPzAcip8NCXwT+wDTWscs/wxRDgq+PA8fxpmHnh6zfJxZGjQ5lWJa5ap+CBMp+r
3L9PvbAM54J8FunU+OP1bD6UfTufqVrablcpHEKRJWp8djmTpZXkAHL9jDJGoknmmGbhxXk35pDy
fJ5ms4dd1G10++ltYwsL2c11K6erJ6LLcIlYeEvIgIV5H+85pRcwNWIk7mtu6/x+Lem7GOqGGRxQ
MoiR/jEQNhfp62O+6/ho7srn0LytYarfapeyW0N1qM0K3ZmuUhV5UHKKNuKRlqoF+BiahQadSc95
lQm8leQrdLXSpbSzie1huXtYJrpmmSK45GeRTLyk4/E/xfs1NKYqyy2jaG3ihtoIY7eNFWGONqIq
AUUKAlAAOmKqnK6/32n/AAZ/5oxV3K6/32n/AAZ/5oxVC6rHBPpl1DqSQjT5InW7LzNGoiIo/Jwq
8RTvXFWMW+l/l99UkjhezW2kVopF+vyhSKJGa1br8KUb3qD8VSqymwvIrm0jksHguLUDjHLDN6iE
LtswU1xVEcrr/faf8Gf+aMVdyuv99p/wZ/5oxVAa/b291o9zBqbR29iygzztN6YQKwYMXZOIoR3x
Viklp5KuZzqsnmC3lmt5baRLv6/bcYXhWRYQqiMRKCGf4eO+561xVX0/y95FlspJUntNQt7jWF1V
rg3isp1RI04kGEInIJGp9OlPbFVbyn5a8g6RflPLsdol0DIxhivpJ2X4USQiJ2cDioUbD4fauKp6
AZz6knwQJ9lc5/6tz9Lmk8Ow5tEtctQfBAn0dMH1+5fp96Lh4vGqx7RjNjh3iK5NMtjvzeWeYfMv
liDzZrFpP5hvrK9sJoLaXSv0hFCZzewIUaztyQzcPXFT4jbMqI26NZWX19rEDTRQaT5muGtpJLJJ
RcygSpDd28f1jmsTMBKGZ6oP7tTTr8Lt5Ky7TvKz3GmabLJqmsW9wpW5lie6PMu3E+nLyRaqtKU4
r7gHIGdbCkgMpjT0Y1jDF3AA5tuTQdT75Dknmu2jFernrjyXm19n4m3Y9BjyVTnKIoll3IPwr75j
6igLLOFk0El1lZ5bZJ2FV9QbU2AAJ/XmNiiZ3fX9Bty8JETSWl1KEkinbLx828hN9KhlaxhSRv3S
AsW8eRLd+++YsokmibEdr76cfLICRI5lGAGc8E+C3TqfHB9Ww+lq+nc/U5mMxEEApEOpxJ4thyUD
h3PNWtHVbhIYRVBUu/jscydKf3gA/GzDIPTZTDNw4rzj8wtR8kR65bWfmPVJbG7nt0AsYRI0U8TS
OI2m420quUk5GPm37tviTix5HD1Ph36pEbfjo77svFqziMsMIyiDzJ3BoXXqFWOdfUNjY2T2Ly35
cXWtRvz6L317PEt+nrqtZkQPHG4REJ/d8DwetQoNOpOY6FLV8m/lwdLRoYbIWcUF1bJd/XDKBBMz
SXUZkl9QMp+MnlXjVqccVT7TrvQ9Es7fR4ruzhW0WKFInuY0esgrHVQqgNJ1ACivbFU55XX++0/4
M/8ANGKu5XX++0/4M/8ANGKqF80f1Of6/Hb/AFLg31n13HpenT4ufNOPGnWuKpJbXXkaUfV7b9Cy
B6D0Y5bc14qKfCq70VB9AHhiqZ6VdaWfVtdJ+pUiYtNBayp8LMTyLKi7EnxxVH8rr/faf8Gf+aMV
dyuv99p/wZ/5oxVL/MAsX0a6GstBb6YFDXU8s/oxoqkNyaRlUKAR3OKsSk1L8sLqY60/mLS5mtJb
Z/rg1WH04ZI1kS3FB+6SoL0WlCanrjaaROm6Z+XWo2MtzZXGn6jZz6wupvcxX4ljOqxxpxIaI8OY
RFPp9Kb8cVV/KflryDpF+U8ux2iXQMjGGK+knZfhRJCInZwOKhRsPh9q4oTwlrlqD4IE+jpnPfX7
nN+n3t7zn0ovhgX7TeOH6thyX6dzzRUZUoqRfYG1c2GL6QA0y52WE695t886dfS2uneUrzVIVlkS
O6jurVBJGiowkoUPHmZGVQe6ZeAO9gi4Nb88j1BceXmhVC5JivYJmZVjd1KL6KklmRVoenI+GNDk
qrda55rgubaKDy7dTJMypPKLmzBjJLVYD4g0a7VJYNTopNRiAAvNIR55/MVdSWzbyZdRohYXV21z
G0YASJuUTJA/Pd32p+z70B4QOq802h8yecpdNa7TyzdLePQW9vNc20ahvUKt6xZRIijqCsbVHh1w
cIHVbJZRaeo8aXErSqTWsMgUEEbb0UeFciduaV9wEZRJL9hTUDxzF1AFWWyBPIIV4kukZrkf6PTZ
MxYk3xcqbb4do80nt9HE13Ih4paRGrSVPMggEClKCu9TX9e2dLP6AQKttOoPLr7v2p0AZzwT4LdO
p8c1/wBWw+lp+nc/U5mMxEEApEOpxJ4thyUDh3PN3X/R7fp+2+P9GK/0pK1q0cdwkEYr19RvoOZO
lIGQAfjZryAmNlMM3DjMQ8w6Houv66LG6v8AhqCWoefSoLiMepb8yEkniaF2cK7H0i/2GqycWqco
y4BPmT9n6nO0vaE8EaiI87s3Y92+19a+obSsbLG8u/l+L2/mlttNe7nvotRvfVuFdlu4CVjkIYHg
VYNt48svcFank7yCUXT0s7Em9imiihW5POSJ39WdYwN+LGnqBdiAoOyiiqO/wD5ZN0t3+ibYzKYT
yZi/L6upEdeSGv2qk9W/aJxVkPK6/wB9p/wZ/wCaMVdyuv8Afaf8Gf8AmjFVC+eP6nN9fjt/qRUi
49dx6XA7EPzTjT54qksI8k/WYvQt9H+shA8JQwcxGVCB1oleHEBeQ27YqjdLm0AXAj0oacLgwrRL
WSPn6C/Y2jWvActu2+Kppyuv99p/wZ/5oxV3K6/32n/Bn/mjFUPqFiuoWclneW6S20tPUT1XWvEh
huqg9RiqSa7YeUdOmj1zXWtLD0poGhvLy9eCFZYVZYVXmVjFA7fCNjuaVxVA2WnflxqdnJdWMmnX
lnPrCam88F+ZYjqscaFW5IxXn6aIfTG1N+O+KVXyn5Y8h6RdqfLsVokz85ESG9kn2KRh2SN2cbRl
Og2B2py3UJ5vOfSi+GBftN45z/1bDk5v07nm07mQi3txRB9psSb9MVAr1SVo5lSlvECxH2m7ZkQz
iI4QGEo36iue6VGEUalnPWmTOpA2AQMZO5c1wsRCAFpW7DtidSBtW6BC9+jpLlIRuKyN2xlqRHpu
scZl7mmuFjUSSA82+ynfE6kAWQkQs0GzOqJ6soIJ+yvfH8wALIRwWaDS3AZDLICqdh44jUirISYb
0FrOs6CSQcYlNQD3yrJkExZ2CQOE0OaDu7linqFGMK7AKCabE1NK06ZXCPiHnUWZPAO8oFNX0+WU
rHMGZyAYE4k/D1pQlq/Nc2OTTRMAAapx45CDdblMkmN0qxwI0cXcMKH6c1sxZ4Y8nIjsOI81/X/R
7fp+2+R/oxX+lJsnh/o9vu5+2+EmvTFQL9Ula19KGZIV+J2rzb6CcyNLUcgH45NeS5Anoj83DjMe
k0zytd61exzWun3Wr3EcZvraWRZZTFFT0y8LK1FFRQ8fDFVG28v+WDN/osNr6/1iSUejcFXEh5MU
XgAVCcuQVaUPxdanFVw0Dy7q0MNzapBKsMMtpa3lpcsHjEh/emOeIcxJUGrcq7t/M1VUzsNGsdPc
yWWnWtvMUWJ5owqSMiAKqsyxgkAKMVRvK6/32n/Bn/mjFXcrr/faf8Gf+aMVUrujW0gvIoDa8SZh
M/7viNzy5JSnzxVIYLjyMsjyQNo/qxpxaRJ4eaR1HwhgKogNKAbYqmemaZpcCQXWnWVmKQLFb3UR
DMYNiqiUIWZe/XFUw5XX++0/4M/80Yq7ldf77T/gz/zRiruV1/vtP+DP/NGKpdrsGmXFrGmsrbrb
hyYzNO0S8zG6mhou/Bm/X2xVLbvRfKdxEEuY7V449TjvRzu321GJVaPqftBFB9PpTtiq3y7ovkux
ubf9CR2YmjQiEQ3bStwEUSEhSW5cY/T37A/5RqqmjuZCLe3FEH2mznyb9MXNAr1Sd0/0e36/tvj/
AEYr/Sk2zCEehBvIftNiTw7DmoHFueSGu3NsFiiel04ZjIVLKoWnUAg/tZnaDCCTe7j6jIaQ4vr2
CU+p6DjjXmpZHJ/1Dy/4lmy/Lw58I+Ti+PK6J+39CZQRBXEkxrK+6rmiwwHF6ubsZy2oclcW8Yf1
ZKluwOZf5eN2WvjNUGjbxu3qSVIHQYDp4ncqJkbBtreOQh5K8V6L2xOnidyomRsHPAk32qhF7YnB
GXuUTMXG3jkUIKrEvYY/l4nboomRv1c0KOoiQUQeGE4InYckCRG5cIIwvpR1AP2j44PAjyCeM3ZU
HIQm3tx8RPxN4Zhz2PDFsG/qk4kQD0ovimbqcH07Dmv1bnkq2qxwzIhPKZ68j9BOZGlAjkA6lhkJ
kL6I/Nw4zDtdk8nzapfWWrrENQaCCW4Mvqg/V1lHpJFKYuJDykgJG3IsTT4uiqXWml/lzp/mGGKC
3Wz1l76YRJG13ahrgrFK8ZWOOKJ0CenxDArQ7VLGqqaWOjeTVuLbTrb6lJJbxzqmmfWVZH5kpNI9
rx4M/wALIW4bCq9NsVZJa2/1S3S3tbWC3t4xSOGI8EUeCqqADFVXldf77T/gz/zRiruV1/vtP+DP
/NGKqF/JEtnMdQS3FkFP1gzyARcO/PmnGnzxVKrK28oyyPbWVrpMkk8ZMkMJhLPE1K8lVPiU0Ht0
xVOYInt4Uggt4YoYlCRxI3FVUbAKoSgAxVfyuv8Afaf8Gf8AmjFXcrr/AH2n/Bn/AJoxV3K6/wB9
p/wZ/wCaMVSXzXp+j6lYwWeuDjBLOq24iu7i1keZkdQiPbelISyFhxB3GKseTT/y3s9NS3Z45bSP
W4pAbi+vLqRdZVVaNHeUyyCTiF+BjTfpU4pRHlA/l4Ly1Xy4kPrCMi3KPcn4PQi/34vEn0eHGu9O
VP28UMi6f6Pb9f23zn/6MXN/pSbZhCPQg3kP2mxJ4dhzUDi3PJoAQDgnx3D9T4Y/TsPqX6tz9KV6
1eWWmy27XclJJVl3+lM2XZ0a4u/b9LrtdqIxq+W/6Epm81aKE4G4B2O+w/jm1DrDrsY6sk0McrCz
uZWq0kEZjB8CgOaIRrMSe8u9x5OLHGu4LfM9q93os8JQOspRWU+hTjzBJIuUliNPBl+W+ZcedlB7
mLDStZuHnV7a9vLW5ihSSGLWBbQ27xwyIRALRbdlD0Xl2qQQoocma/AYoDS/J9/YXcY/w9c3HoxT
RDUzq3GbiZGkUKeQljqdl4P9lvjqa4SQeq8kZaaR5muNcm1G70q9hhureO0a3XWH4QJbfErqY3Rm
aYtuftbEknlg2rmu4TqP8vtGW2s7WK4vONiJ1jdrh35LcRekyyo/KOUBQCBIrVYcmqSxMeMlNMit
baK2t0tbcERpWrMSzEk1ZmY7kkmpORJtKt0+BOvc4+QXzKEkYQsY4Rymcmp8K5rsh4ZEDnbdEcW5
5Lfht1oPjuH+nrkPp/rJ+r+qrWkaxzKZDWeSv0bZkaSNZBfM/qYZJWNuQR+bhxmJ6x5r8l2Oo3lj
q89nb3cKwXV6LhmVQpdYoXMjR8PtMoFDtiq9tT8nRatDbBLL6/eyzW0YQMyyS05TIzLGULfvPi5H
9ojuRiqY6Zf6Lb+ho+nS2SNChS3sIrheSpEShCxgcqKVI6bUxVM+V1/vtP8Agz/zRiruV1/vtP8A
gz/zRiruV1/vtP8Agz/zRiqjehJLSVL6G3azKn11nasZTvzDJxp88VSmyuvKUU1vcWX6KjlcC3tJ
oZIVZlrQRxMq7ippxXFU85XX++0/4M/80Yq7ldf77T/gz/zRiruV1/vtP+DP/NGKqV3em0t3uLkx
QwR0LyPIQBU0H7HicVSHzCfLWsxW1hq0gV0nhns0iurm0uPWYOIWieD0ZqsA9OJ33xVLtNi/LvRb
GVIPq0kE2sL6z3dzcX8v6ZMacOT3PryrPwRONSO3c4pRflnzF5F1C8jh8vixaZAyRvaxMgChI+Sp
IIVX+7VNg24A7DZQnLMIR6EG8h+02c+Tw7Dm5oHFueTQAgHBPjuH6nwx+nYfUv1bn6WyVtlqfjnf
H6Pej6/cwX83NGluPK51MMxuLBjM6AFj6LCkhooJ+GgY+Cg5k6OEpTEQfVPk6P2h0hzYbgLMPu6/
r91vE/Lf+5zW7bTLN/UuLh6AcWAVRuzMadFUVObjNodRhgZzNRHm8bg7JzZJiPDzPePnzfUmn2yR
JEAOEEKCOCOpNFUUUb79BmjwXKfEX0wxEIiEeiB866Np+ueXp7DU7mWyspJIJDdQPDG8b286TxEN
OHj3ljUbqa9M2Ebu2o7MWn8q+Wlufr+q+ZLyWa6vIrsXk9zp1sZX05ZIuC/V47dGWP1Cz/DUFRvU
ZPiJRQCI8s+X/J/lzVWubXU5ZbqW0jYpd3do7G3SGONZBQo/ArAD14VJPyBJkvJk4816BIwjjv7Y
/G0e1xb7vHxLr/edVDgkZExPJKg/nnymkj251ayjljQSSxtd2oYI2ysQZehNAD03w8J5Bb6oq38y
aNcKPqt3BMGl+rhkngYGbkV9MFZD8dUYcevwnBXRUyRiFAClXPUGlR9xIwcl5oaQrbs3H455CfxO
a7JUSe8luHq9wWgC3HqSfHO/QZD6dzzT9Ww5K1pERMskx/evXiPDbMjSR/eAnn+xhkltQ5I/Nw4z
H9W1LRrG6mXUF5TSwrJKwsbmdXigao+JFdW9Nn5FQfhrU4q7S5dA1S5vIrEQyTWMjR3aNbSxqrzo
A20nFW5xqN1r8Ps26qa2VgLG0hs7MRQWtuojhhSMhURdgoHPoMVVuN1/vxP+AP8AzXiruN1/vxP+
AP8AzXiruN1/vxP+AP8AzXiqjecVtJmvZYBaBCZzMlIwgHxc+T8eNOtcVSzT7PyxfQxrpw0u6htp
PVhW3iikWOStea8GIVqmtRviqc8br/fif8Af+a8Vdxuv9+J/wB/5rxV3G6/34n/AH/mvFUBr8Vk+
j3KavJGNOZQLg8ZF25ClDG4cHlSnHfFWKSaV+X6zlppJhezy20iPK+p/WmlCyLbtEzy+tXiHC8Ow
xVX0+T8vLGykMM1s0MusKszXST3En6YMaFOZuGkkWfgqUJ36eOKq3lPVPy8ub8r5Z/RwuXMhaSzs
/R5HijSfvVCqSy8T13ArvTFU8AEA4J8dw/U+Gc/9Ow+pzfq3P0tkrbLU/HO+P0e9H1+5aAIh603x
St9lcH07nmy57DkuA4f6RcbufsJhAr1SQTfpik+iabosNzeXNu7M6yMskbzySiOrFvTijdmWFOwV
AAeI8MytRlnOMTPlX49+1NGLDGBPBzPv+zu+Cd24eWUTP8Ma14LlWCzKzybZ0BQ5qOu2lzfaZLBb
wWtw5KFYb5S8B4urHko7gCq+9M2ANlp5MVXy1rIsZvS8u+X4Lh5jIyxxlkmjkhk9ZZR6cXGRnkZO
XJwwYkgVIyVg9Sjk1D5R1ptSuZpNN0NYZIiQscMoZ7hGkaN5H5b/ABFeXw1679KHiHRaQlv5Z86J
etF+hPLUlkJi6uq3FvJ6TTrI0ewuAWb00bnsKgLwIx4h3laQ195E1TWdXjg1TyvoQ02JuKS8pZ6Q
s8XqArW3HLhF8P7sjkFbbcY8Q71TfQfJkpllt/MGiaUIoJIp7GbTfViiaVCzsz2rEqh5yMeXI8wf
i6CoMq5KBbNwVVfhozHwyFp5oV+EDNI3xTOTxGa6dRkSedtwuW3RaAIh68+8h+yuQ5bnmnnsOSta
Ru06zSmjGvBfDY5kaUHxAT+NmGQiqCPzcOMxTVpvJM+uS6brCae+qvbj1Be2n95bswKqJZfgdS6b
KGO6nb4TRVU0zzX5bJuLa0uktmtxLPNby2lxbNRCzSsqSiMvQq1eIO6sP2TRVDx/mh5Keb0Rrtsr
lpEj5xSosjQtwkWJmoshRhQhCcVTOHzdoMtuZ/0xZxRjmW9f9wwEczQMxSV0YL6qFK0oTiqM0/VI
dQa4WzuFk+qyCKY+jIoDFFkHEsVDAo6sGWoIIxVF8br/AH4n/AH/AJrxVSvI1a1mW8eBrQownE0d
YylPi58m48ada4qllhL5asoz+j7jTLZOKvS2WJAVl2U0Rx9vht40xVM7W5+txCa1uoJ4SSBJGOa1
HUVVziqrxuv9+J/wB/5rxV3G6/34n/AH/mvFVC+08X1rJaXfpy28opJGUYVoajcOD1GKpY3kvRmm
a4eBXuWeOU3DNO0vqQqVjYSGXmCqsQKHpiqheaf5U0GCM3qWkMd9qMc0bzxPMZNScBYpOTtI3rER
AK3XbFUN5XvfIUt4n+HV0+O4uA0ge1svQZwyRyOeYC7shQ79af5JoqnRK2y1PxzvnP8A0e9zPr9y
0ARD1pvilb7K4Pp3PNlz2HJekbD/AEiYFnP2UAycYH6iGJkPpChPbXs9JvU9EKd0Kc+Q8AKqRk8Q
N8U4380SNbRKEj0W65tOlw0JdvUnLoZObUA+BSfgXr8PSu/WtcuWfjjUobfjya+HhOxTKP6xJIpI
IjjFKsKE7UrtQVzDjxmV1QbDQHeVRZJ5Xoq8IV6kg1OWjJkJ5be5BjEDzaaa4d/TiSiDqxBxOXIT
QH2KIxAsltpZywiiXb9pyDTE5cnID7ECMasukmmUiKJasftOQaYJZpjYBYxB3LbzOilIwHkH2j4f
RlkJZJbRpFDmeSQebby5Fnb2MNfUvZKTSLUUjj+JwCDmu7X8WMI4xXrlvvWw3O7k6QRJMv5oTLSp
lt9LgoAWIIRAPc5Zpc/DhjXc15IcUyiABHWefeVvsr4ZI7eqXNHP0jk5Vp/pFx1/YTAB/FJSf4Yq
loskk6zybAV9NfmMyNICcgJY5CBGgmGbhxWPXN/5YbXDpdxd2TawDFdvaMtZQVBEMjLz248Txr06
4qgjqvkq2vwn+ixX3oPan/QZBILdUkuXhY8aqnGN34Hr4VOKoc335bGf0W/Rcc1xcrEC1oIy916z
IgDkLWQSxk7Go2buDiqK03WPIgk+vWd3pdtNbW4hWdoktpUtSYyApkMb+jykj6fDUgdcVTTR59Lm
nu/0WYFkVlN1JHbvGHMlZVcOSqyhuZYMpI364qmfG6/34n/AH/mvFUJq0sFvplzPqUkX1CONmuec
TOvpgfFVQzE/dirGbLVfy9LwWcH1QyO7RQRyWUpPKz+MqDINvT5fD7/Z3xVOfLeraJf25j0Ka3EC
j1THDbtEtHkePlSqj4nif9eKpxxuv9+J/wAAf+a8Vdxuv9+J/wAAf+a8Vdxuv9+J/wAAf+a8Vdxu
v9+J/wAAf+a8VSvzBc6PaxWba5Ja+k93CliZ4TIPrZJMPDdqSVHwnxxVLvLur+S7u5t00N7L1ih9
A29oYj6fpRMVVqKFrF6e3cD/ACTRVMwBEPWm+KVvsrnPfTuebnc9hyXAcP8ASLjdz9hMIFeqSCb9
MUTAS8Ykk2B6DM/DvEEtMxRoJE3mXVW1y4sU0C8ltLXZrsFI1fkEZWiMxiidPiYNSTkCPskVIv4e
tsLQdv5z1iaCf1vL1xHeKLo2FokiyLcC1YKD6oASMSEmnOntyqKpjfVQaXwebdbn0tLw6BNA37v1
LWQzCQeoquwoIGJZByJ249By5Eqp4Qeq3S2Lz690l0lrot7LNbyXMUKp6TJJ9XXmrc0diqyqVKnj
3HWoqmC2m1jrr3OoJpzadd28j25ujcyRH6uAH4CMy9BIQQ3AitPcEZEjuT7026fAnXucHkF8ypXL
NGgSMVkY0zH1JoADmzgLO/JBSxrGyoWrIQWc/SKZLRx4QfNch4kDe28MgSQKOcJLR13AJ69ex6EY
dThhlA4hdMsUjH4pjBBFaRB3FCPsR+HfNfCAgN2cpGRoL1Wn+kXHX9hMIH8UkE/wxaA9T9/PtGPs
JiBfqlyTy9MearamSa4WU/DGteC+O1MyNLcsgPRhkqMa6phm4cViWov5OOuXsd8kUmpLHBJfs9pc
OgSKphZ3FYtvV8fY9MVVItV8qLqEllIbazubdWto4rq2a25rKS0iW6TFDIrEfF6YIbbrtiqhBqPk
TUYY7mNbG4ikIuI5GsWI/dzNSb4l2VZHZxJ0oS9aVOKo3QV8uXV5LNpVvbreaaPqrXBsnhlVJf3r
IskgVmVmPJqE/FWu+KpvBp0dvLLNBHBFLOazyJDxZzUtViG33Y9cVV+N1/vxP+AP/NeKofUb9NOs
5Ly9uI4baKnqSGNyByYKNlYnqcVSZ/OfloX88TXsZvbSAyy/6LOWWGqk8Wp8QqRspxVMtI1u21eJ
pbG4Vwn21eCWJ1qWXdZCp6ocVR/G6/34n/AH/mvFXcbr/fif8Af+a8Vdxuv9+J/wB/5rxV3G6/34
n/AH/mvFUr8wXOj2sVm2uSWvpPdwpYmeEyD62STDw3aklR8J8cVSryzr3kW/vI4vL81i8yBkja1t
WjAVUj5KkgAXeNU2B3AHYYqnIHD/AEi43c/YTOfAr1Sc0m/TFaB6n+kXGyD7K+OAC/VLknl6YoyE
+pGsjfCvYZsMJuILRIUaeZ65rtlH5p1dH1HUIX06aC3aw/SIgE/1yJHD2tuUJcR+tQ0YUK5lxFjo
1nZC3+oeYI9RubmLTvM9yILuSOKJZyts6QTxW6vxjgP7t1laToxKoT8RJoNvJWV6P5Uubi2sLufW
NYidEVzaSXRG7HnxmHBC5BNNwu1AV65Ey6ABNMt/yE6dzkPIJ8y30+BOvc4+QXzLvsfCu7HHkvNS
uH9FBQcpWNBmPqTwx82cBxHyYz5gv5NMuYXlO0yV5bfaB3H4jMUZDAOZhxjJddEnPmVZGIB6mn35
COoJLedNQZuq0/0i46/sJhA/ik4BP8MWgPU/fz7Rj7CYgX6pck8vTHm4Azn1JPhgXoPHH6tzyX6d
hzVbV3luFZRxhStB47UzI0pMsg7v2MMgEY+aYZuHFY/reseXtPug+szW9vJEqSrd3Ns4iWkionG4
b93yEko2DVFa4q0175a0syur2dvHfuWvLmG3PotIUEha5mjPpoWSQMDKwqDiqjY33k6/1VNMs57C
7vo7VZ4oo4vVX6vHKpDI/IxnjLxOxqDQ+GKp/FbPDz9L0Y/UYyPwi48nbqxo25Pjiq/jdf78T/gD
/wA14q7jdf78T/gD/wA14qoX139Rs5726nSO2tkaWaT03biiCrGisSdvAYqklr518r3NrLqtvqEL
RKGSWf6tMH4xK0pFDRyFXken44qn1tO9zCs8E0bxPXi3psK0NO7Yqqcbr/fif8Af+a8Vdxuv9+J/
wB/5rxV3G6/34n/AH/mvFXcbr/fif8Af+a8VSvzBc6PaxWba5Ja+k93CliZ4TIPrZJMPDdqSVHwn
xxVKfK975ClvE/w6unx3FwGkD2tl6DOGSORzzAXdkKHfrT/JNFU4A9T/AEi42QfZXxzngL9UuTnc
vTFsAzH1pvhhX7K4fq3PJH07Dmiom9VA32UGZ+E3ENMhRYBrfnTztaRXr6b5FvtQjsrmWBK36w+r
GjKI50BEjFZA7HYHjx37ZkcIPVgmeoa95rNlJNo/lia+dGCJby331R3PNkP96NgoQMSex+HljQ5W
obk8x+YmglS08rX0t5EoY2zXUcQLcY2Kes7iI/3rrVWYEp1p0aHeqBvfNfnu21CK0j8kXE1rKHX6
5HqSEh1jDIGQKeKuw4hmIp1NK40OhVX07zD56up3U+UzbQn0xE9xqJRuRCNIHURv9n1GAIqp49em
NAdV5p15b1LUL2ItqGlXGlXYUOIZpTMOL1C1dTwLfDUruR364DsvNN7hxCgdhykJ+Ee+YuoPCL6t
kBxGuiQeZ9BOqaU6tKIr4HnbOwqA38rd+J706fhmDKO1nm5mmziExtcerGPJ/knW7LVBfa40It7c
iSCOIkl5KVHRtuB33/VkYYZQNy94c/W63DOHDiBs87Z8B6n7+faMfYTLAL9UuTqeXpjzcAZz6knw
wL0Hjj9W55L9Ow5u3uT/ACW6fRWmP1f1UfT/AFlW2lL3KLEKQpWp8djmRpZXkFcv2MckajvzTDNw
4rCPMVz5Zn12Sx1LS/rN+kQD3iQKrFGKenGsgmSZizN+7Va1ZGK7psqul80eXp9at7S502Z7uzlm
is7o6c9wIpbdS0ixvEZXjbhHyGw5DjStRiqKHm3RRrzw+m/6RFosrSC0drj0TJxCfVgxvB8Xxbw8
ab16YqmWheYrXXPrv1CWv1C4e0uPUhdKSxmjDduoPUH4h3AqMVTTjdf78T/gD/zXiruN1/vxP+AP
/NeKqF/efULKe9u50jtrZGkmk9NjRVFSaKxJ+jFUnt/PXl+eWeGPUU9W2dY50NtOpVnPFRvsakds
VTmyuzfWcF5azpJbXMaywyem68kcclNGYEVB74qrcbr/AH4n/AH/AJrxV3G6/wB+J/wB/wCa8Vdx
uv8Afif8Af8AmvFXcbr/AH4n/AH/AJrxVJPNepaXp0GnPrEKXSXF/b29kv1f1il3IT6DgM/wkMNm
HTFUp8peZfK2pXlrHpGnraSSRM0En1NIOMfowOVBVyQDG8Y2FPhAP7NVWQAGY+tN8MK/ZXOf+rc8
nN+nYc2iWuWqfggTB9XuT9PvRcJV4wE+GNcz8JBiO5okCDvzYZq/5R+Sda1WXUL2KaaSWR5pIxO6
xGSQBWconEE8VVRXpSo33y8ZegY8Nc2rL8n/ACNa3l1cW8ExnvHM1wzTMQZuMieqF6KwWU0ptUA0
qK4+L3Lw96dWPk7QNP1KO905Ht7pAyuySMeaNyLI/IsSvJw1PFRicl7KI9U95KnwKQXOR4gNlq93
clTaoLnHiAWrdVU3Yguegx4gFq1OdkjUSSbtX4R75RqCALLOAJNBDigYTXB+Jv7tMow4JTNspzER
QWBUEpacgKSSq9RU9czM+lMiCN6FNcMtClyMLoCdmH1alUodmHjUZrqMjZ5N18Ow5t73J/kt0+it
Mfq/qr9P9ZxJnPpRfDCvU4k8Ww5J+nc81W1kH1hIoR+7WvNvHY5kaWX7wAcv2MMkfTZ5phm4cVoI
oLEAAtuxA6mlN8VcqIooqhRUtQCm7GpP0k4q3irgAOgpXFXYq7FXYqtSGJGd0RVeU8pGAALEAKCx
HXYAYquxV2KuxV2KuxV2KuxVKCWuWqfggTOe+r3Od9PvbAM54J8FunU+OP1bD6UfTufqXOHkj4xD
hbjbkdq0y6OGUxttHvY8QibPNCTajZxgQRSDf7bDc+HUZadIaqJDAZhdyCJ5gKsNtuXFTJ7ZjziY
HhA3bIkS9R5KiKkREEZrK32m8MOOIvhHNBJO55KiW6wg0PKVurHMgaYR67sDPi9zktliJdm5yt3O
I0wG97qcl7dHLbBGMsjcnPSvbEaYDclJyWKDhbDn60rcj+ytNhj+W3slfE2oNNaLK3OY1QfZSm2E
affitHHtQClLpVrcFTMgaGMgpGwqAV6HevTJHHKXORpAkB03Vnt/WIBbjEv7IGQOm4uuyRPh96i/
KZzDH8MKGjH5ZiyFnhHINg9Is82ifU/cQbIPtvg5+mPJPL1S5qts6JcJBEKgV5t9GZGlIGQAfjZr
yAmJJTAioI6V7jNw4zybzl+YnlXyr5gk0i/vb9VhW1aa8e+mSMGa4ijniXZucttBcR3DRrv6bVwW
kB2o/mh+W1hq1tZXGvagltMk5nvGlvlWGWEQMkTKY61kS5rXoCOJ3IGG1pknlK60vzNHqFxZXmof
VLO5SCCf65P++SWzt7xJODhGjPG6ClGFQRviik+/w1B/y33/AP0lzf1xV3+GoP8Alvv/APpLm/ri
rv8ADUH/AC33/wD0lzf1xV3+GoP+W+//AOkub+uKu/w1B/y33/8A0lzf1xV3+GoP+W+//wCkub+u
Ku/w1B/y33//AElzf1xVLNeTR9Dgt5r6/wBR43M31eIJdyFi/pvKaKXBaiRM1FqdumKsV/5WF5PL
WiCXXTLeW8FzHGJ6kC5mWGND++ozNy5DgSrD7JZiFKqa3Gv+XI7kwQ3erXbLfQadIYLvdJZ4mnqU
kmjkPpxpydQpen2VbFUFpHnDQtbsr2fSBrlzLZ2ZvfQM8hZ19R41RRC87lm9MsOKnkPs8mBUKp1p
9xHcX9gkFtrqrP6Usj3jXMUcYeOSTi/OqlkaMK6sQPiFCx2xVPADOeCfBbp1PjnPfVsPpc36dz9S
yeeP02AZYbWFS0srEKqqoqWYnoBhAMzwxXaI4pMK83eai1jd+jyeDT0Z57MFhO0cZIWRVjR6xyAc
laoA6NQhgJdq9n58kBjB9BAHK6rnf47+ezf2bLHKe/1Hly/SR8nmWjefPM+o6/NZvaXSxQTi2CQR
G4MqlGf1oqIJgoov7B239sx/yeTFCIx5DOUt/lXeTXXu3dt4OKQnxQ4OHkZGhL/e/a9y0Fr6HToE
umRL6ZVlaAMjuEpSp47Ur36fjm3lxRhE5I3Pl+CPx1ebkImchCXo5/BOIDFG44j97J7128eg65Vw
xhkoc2VmUd+SWedYtQfyvfx6fcXNrfypxhuLKMTToSRuiErXwO/TpmVHY7tZYtcRa8999Z/SHmBF
hlju1ja1j9FhZL6csPCLg7fWWUNxOxBqu+ToeSEu120853ljLBZ6lr1vP6NvB6otUSQzzTtO84dZ
VTiifu2VQOPw/FxrVFdaVJ7XQ/zJKut5rmvSQNcW0tqkUBSYJBEPUV3d1HGXn8VZPtDYVGS28leg
+UvLerQSWupXutajdweg1LO9biazSGQCWM1o0akL1rXwG2VyIKeTLd3PggyHNPJ27niuyjHmvJBy
MZHaCHZQTzbNbkNyIDfEULLTNT/R7fr+2+RJ/hikD+KSramOKdIU+JjXm3yBzI0tRyAD8bNeSzEk
pgQSCAaE9x1H35uHGefa75+8maDqFxp2r+eprO+tGRbi2dLQuplQSJstoa1RgajFNN2Hnvyjf6yN
GtPOt1JqZmltxb+hbqfVgBaVOTWYWqKCTvtiikZB5j0C4CiHzncMWaRKcLIMpgAabmDafB6auC5a
gUdaYqjrS5tLy6W2tPNlxczOOSiEWEikceVOS2xX7JrStaYqmP6G1H/q/X3/AAFj/wBk2Ku/Q2o/
9X6+/wCAsf8AsmxVQvrDUrSznuRq+p3JhQyehBFYNK/EV4opt1qT4VxVj0/mHUIbo25PmWRhvWGx
sZABydRyKwbcuFR7U96KozUNQ1KzRGE3mG5aRuCrb2di53/aasChR8yMVTLTrTUr23ab9K6ra/G8
YjuIbBH+BivML9Xb4WpVfbFUV+htR/6v19/wFj/2TYq79Daj/wBX6+/4Cx/7JsVd+htR/wCr9ff8
BY/9k2KoLVSulJbyah5lvbdbqdLW35R2Z5zy14Rjjandqbe+KoPRtc0rU9QS1svM17c3Cnk1u8EE
YPFVkKOWtI6Hg4NKhqfI4qnDMZiIIBSIdTnPE8Ww5OaBw7nmkPnCO/OnJ9Sjjms4GL3QfmWMgp6T
0UgFENS1QaHiR0rm97FhAEk8+Q/T+PeHX68zIY/p0xu7uCalUqYpIyvJQQRU7ip2YbZsNTHhk4+K
VwplVnpMv1oSSTzTqZWYIzkJEhVQFVafEQyAqTRhUmvbKfHvkAP0/j5JGLfckrL2c/XZHsYR6kCc
WkYh2Z6l2j7igOxofbagyYiDGpHY/i2MpVLYck8gRYnDOecz7j5ZzuKHBPf6nbSlxDbkhPMdjcXu
lSW0N1LZzyvEwngMiuEjlWSRA8XxLzRSlR45nR23LUe4McXylr6tF6fmK8tUimtZWUi4ujJ6CyLM
pedzRZpJEYgbALShFcmZDnTGkT5X8t6zpV+95qnmG81eNoY41gmhmVQVijQsF5unxNEz/Z5VanLx
BNjkllPro5qwcKP8h/EDw98hVp5O+so+9HCDf+7fwJ8PbGrXk76yj7KHCjb+7f29vfHmvJeriRQI
6he5IKn7jQ4+QXzQsr/GYLcbknm3681uQ+oxi3xG1yaJEQ9CD4pW+02RJ4dhzT9W55KtoscM6R/a
levI+GxOZGlAjkA6/sa8hMhfRMM3DjPO/MOmflld+ZdSg1rRba+1YwwXOo3T6ZNcjgUeGJnmUOql
Y1PxEjiKb7YptA6bdflut5o+u2Hl4Q3F4Dc2d7HYrG8c11KLaT1U9USLK7sFLFPi7MaGihN9Ms/J
OhSPe6bpYin5Ncu72kyTRNM6QEot26SRmXlRVjHxhSFBIAxVDf428p2WsX1+1g9vq0xdJrqSCJDM
trWIETPOI1T4HVSzKCVYddsVTW8/MrQrN1W4lmjDQm4LtZzqFjUFi25BK8VYhlBVuJ4knFVaw8+a
be6np2mILiK81OGSeBZrOVFCxhWPJ+XA8gxKspKNQ0bbFU41mPnpN2t2hurZonE1tDE7SSIRuiKj
hiT7YqwzVLDy1cxq0/lnULmNwlxzjtZ0YurmFVYevHJyUMWoR9nfFWd29u8ESwQvGqRj4U4MaD6X
riqpxuv9+J/wB/5rxV3G6/34n/AH/mvFXcbr/fif8Af+a8Vdxuv9+J/wB/5rxVK/MFzo9rFZtrkl
r6T3cKWJnhMg+tkkw8N2pJUfCfHFUr8t695F1LUgdCmsZrwgoJ7e1ZCVRI6oJqBf7sJQV+yBTYYq
m/X/AEe36ftvnPf0Yub/AEpJbr9tfPZSRaTcPBeKjUkRUerbFeSyfARUbgjptVa1zadmajHjnwSH
pP4/HwcTV4pzhxR5sF1pfOOnahBe21kLl5pSbgQBTGxHL7VOPp8qV58SBXffNpmyE1Ho4uOIok82
TQeZtXnsZEW2+p3xhWRoFaKeZJCAeFKqniKk0rkY4aIJ5MTl59660d3063MkUkk8xBkg5gShzQnm
yngSoNW+Kn3jHNmGI2du7r+1OLEcnL9X3J9pUtw0jG7tJ4JFJVHmaEhwu3JfTkkPxdfiAzS44AS4
jIEn3/pDsZTv0gbJb+Yuka/q3lO6s9Du57HVJWj9C4tpPRkUBxyo3KPan2qMDStN6Zlx7yw9zze2
8n/mKukwia980SThCJ5G1a1jlHNI3pGvp3CuU5OpZnU1XavJaTsMWj5O/MCx0Gcx3Xmi8k4G5jWb
Vo3lWSO3lYIXR+b1lZF9JVCkivNhVWbCopP8eXPOaTSvMSizvJk01v0oqLPGySyVnjWFCIw6hE9R
DQMvxbbnbyVDjRvPmuWa6lbp5s0hFBAsn1S3VyqJLxb0pFDhyY4qhq7t7NVseSq8fljz9BdzXcVx
rrW9vJbSCKfUTcmT0GkZ6RxiDkhWUSFOXxsvpkAdWwu72RahFRSSafEx2P00ynyDLzKFlcRs0UAr
K5PJs1uQ1Igc7b4ixZ5NbW44J8c79T4ZH6dh9Sfq3PJVtI0imQOeUz1r7bE5kaQAZBfM/qa8hJG3
IJhm4cZimq+ddI0jVb+HUke0jsreKW91Z7Y/VuEj8Yo/UVzIxLO1Bxps3gcVVV84WzG6EttcRCzk
eP1HtWaJjFvX1UkeKEdDWZkoDU0GKqNj5/0+5sXvHSa2VQ5KSQcnrH6Xw/upZRy/0lNidt+VCrUV
Wab+YOkXl1qUEKTxx6XM1vPdfU5WhMijlL8cTPwRD1eTipNeJYAnFU58v6zHrmk2+qWRKW9wgZFm
gaORfFWUt1U7GnfbFUx4XNa846+PA/8ANeKoLWxbDSrk6nIn1AJ/pH7uT7NR/vtufXwxVhMY/KzU
NOaBJUksIURWXjfIoViirvzWp/0dRXrtirfp/lfOkWjMy8ZRKI7cx3wH7uUmQcw9Phki/m+W2Ks5
07S002zjs7L04reIBUTi7UAFBuzknpiqJ43X+/E/4A/814q7jdf78T/gD/zXiruN1/vxP+AP/NeK
pJ5q1LTNPh05tYhjukuNQt7exX6uJeF5IT6Djk/wEMNn7YqknlDW/KE+tGy0fR49NvmDSSOtlBAT
ziilYlopGJ5pInxbqaDf7NVWTE8P9Ht93P23znya9MXNAv1SbJEA9KL4pm6nH6dhzR9W55Ie4srd
Yyp5fWZKfEhIYUJI/En55kY9VPEKBv7WuWKOQ2RsoR6PbWqAu7SOwp6R4FT/AKw479d65bLtDKBu
d2EdLAnYbIq3toLRPVZR6hoAOp2FBufAZiSkfqmbLcBfpjyVo6ofrM/X9hMOOXCeKSTv6Yqqz8kM
sq8EH2RXLxqbFkMDCjQclwZQZHXhEOhJ64jU3uRsphWw5tJcGYk8eMS/tE4jU8XTZTDh97luTK5S
Nf3a9WriNTZoDZTjoWebhdc39KJaqPtPXbH8zZoBfDoWXG6+P0YV5H9pq9MTqt6AUY9rLnugjCKN
ech679MTqq2A3UY73PJSdlhJCDlPIanvSuY0jR25lmBxc+Qa2txU/HcP9NK4Pp/rJ+r+qq2kQSdW
lNZnrQeG2ZGkjWQE8/2MMkrFDkmGbhxWMa55v0vRJb9ZUvZnsrdby8a3t0YcGZY1+NlRWbevXZQa
9MVQw8/6V9YMHpXwQSMkkojt2VQqhy5RGaQjcggIWBVgQCpxVMB5ksXhlZvrJiSBLh/hgYcJaFA1
CeBbl0enc9ATiqXaR5/8m3vlm78x2V9LHo1t6r3c7WrRBeBVmZlaJT8YkVx4g18aK0nXl7WrDX9L
i1PTLqWSxm3glKKgdSAVZQU+yykEf1xVMvRk/wB/v9yf804qo3s0VlaS3d1dPFbwKZJZCFPFV3Jo
EJxVIh598rMZVj1SWRoJvq8yrC1VejE9YhUKsbE07DFW7Tzh5TIuEg1Fo/q9JbhRCUp6qmXmR6Qr
yFWP474qqL508tvbWtxHqckkV6WW2KQsSxRuJqPSqor3agxVMdJ1Sx1e2a50+9eaFXMbNwCEMpoR
R0U7YqjfRk/3+/3J/wA04q70ZP8Af7/cn/NOKpX5g1yz0OKzkvZZ2F/dw2FuIkjY+vOSI61AoCwp
XtiqW6D560zWdVGmwLexXIXmwnSELT045huhYkFJl+IfD79Kqp9G1lGCEjlFep9KWv8AxHMaOkxj
kGyWQnm6NrJCWWOXkepMUpP/ABHEaTGOinIS5TZK5cJKWPcxSn/jXEaTGDdKcsiKdWy9T1CkpfxM
Uv8AzTj+Ux3dL4pqnE2TSB2SUsOlYpaf8RxOkx3dKMpqnObJ2DOkpI6D0pafdxxOkxnmFGUjk6Rr
OSnNJiB0HpS0/wCI4y0mM8wschHJ0jWbqFZJeI6ARSgf8RxOkxnogZCHM9myBCkoQdhFKP8AjXE6
THVUoyG7dysxH6YSUL4CKX/mnH8pjqqXxDduVrNUKKkoB60ilr9/HEaTGBVKchJt0bWUakIkor1P
pS1/4jiNJjHIJOQnm6M2UdSscoJ6n0pSf+I4x0mMcgpyyPNyGyRiwjl5HqTFKf8AjXEaTGDdKcsj
s5TZCT1OEpfxMUp/41xGkx3dKcsqptXsxKJeE3MdCYpfl/Lko6aEZcQ5oOQ1Sr9dh/ll/wCRMv8A
zTl7BZ69nyZ/Sfm9ObehJVuPSp470xVd9bt614SV6V9GTof9jirvrVtw4enJwpTj6MlKdKU44qpW
v6Ns4BBaWxt4FJKxRW7ogJNSQqoBucVVheQAUCSgf8YZf+acVd9dh/ll/wCRMv8AzTirvrsP8sv/
ACJl/wCacVd9dh/ll/5Ey/8ANOKtG8gJBKSEjcfuZdj0/lxVv67D/LL/AMiZf+acVaF5ACSEkBO5
/cy7np/Lirf12H+WX/kTL/zTirvrsP8ALL/yJl/5pxV31yH+WX/kTL/zTirYvIiQAslTtvFIB95X
FVbFXYq7FXYq7FXYq7FXYq7FXYq7FUk812Hma9s7RPL2oR6dcw3kE908qc1ltoyTLB0bj6mwrTFW
CS+RPzvS29SHz+k2oTTwSSGSzijiiiijkV40VUdH9RnUmsa/ZwJsKmmeRPzqt5by6uvP8dxcTwMt
tCbGMwQzOysX47BgoTiuw619mVsIrVfK35z3umahHD5utbS7lbjp4itlCpH6qvzkl9PmX4Bkoq0p
v1wqmMPlr8zIF09182rPJawxpewS2kAhuZY1cs5YR+qnqP6Yaj7LyoK0OKGT3FrrEom9K9S1Znj9
HjEJQsaGr15FatJuK9FFNq1JVS+bRfNTTc4vMRjQtMTGbOFhxc1iUVP+6htX9rviqKTTdeATlrHJ
wzFz9XjAZSzlVpXbiGUVHWnviqXx+XfNwt1jl80yPIpLCVbOBCTReIIHVQQxp3rTtiqf2UV1FAEu
p/rM3JiZeAj2LEqvEV+ypC++Kq+KuxV2KuxV2KuxV2KuxV2KuxV2Kv8A/9k=
uuid:2dd8fbf2-0492-45a2-983e-1c8f4feefb1d
xmp.did:14db0311-0954-7d46-9656-6cbc4227860a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:795e4805-e5d8-476a-b291-bfb2fb2a7df7
xmp.did:08af3774-6f1b-5f41-aa9e-acbe19c56f7b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6af7dfc2-bd1d-ad46-8cdf-09b96c314fb5
2020-07-08T15:14:44+09:00
Adobe Illustrator CC 23.1 (Windows)
/
saved
xmp.iid:14db0311-0954-7d46-9656-6cbc4227860a
2021-11-08T17:06:02+09:00
Adobe Illustrator 25.4 (Windows)
/
EmbedByReference
C:\Users\jimusyo\Desktop\170724 熱海メニュー\商品写真\電飾看板用\電飾用_illy 500 mm.psd
EmbedByReference
C:\Users\jimusyo\Desktop\170724 熱海メニュー\商品写真\電飾看板用\電飾用_illy 500 mm.psd
EmbedByReference
C:\Users\jimusyo\Desktop\170724 熱海メニュー\商品写真\電飾看板用\電飾用_illy 500 mm.psd
C:\Users\jimusyo\Desktop\170724 熱海メニュー\商品写真\電飾看板用\電飾用_illy 500 mm.psd
C:\Users\jimusyo\Desktop\170724 熱海メニュー\商品写真\電飾看板用\電飾用_illy 500 mm.psd
C:\Users\jimusyo\Desktop\170724 熱海メニュー\商品写真\電飾看板用\電飾用_illy 500 mm.psd
Print
Adobe Illustrator
False
True
1
420.000000
297.000000
Millimeters
AJensonPro-Bold
Adobe Jenson Pro
Bold
Open Type
Version 2.135;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.5900
False
AJensonPro-Bold.otf
KozGoPro-Regular
小塚ゴシック Pro
R
Open Type
Version 4.015;PS 4.004;hotconv 1.0.70;makeotf.lib2.5.58329
False
KozGoPro-Regular.otf
KozMinPro-Bold
小塚明朝 Pro
B
Open Type
Version 4.015;PS 4.004;hotconv 1.0.70;makeotf.lib2.5.58329
False
KozMinPro-Bold.otf
KozGoPr6N-Medium
小塚ゴシック Pr6N
M
Open Type
Version 6.016;PS 6.007;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Medium.otf
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.016;PS 6.007;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ブラック
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK グリーン
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ブルー
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK マゼンタ
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
50% C=7 M=15 Y=20 K=0
PROCESS
100.000000
CMYK
7.000000
15.000001
20.000000
0.000000
R=197 G=228 B=214 B&T夏
PROCESS
100.000000
CMYK
15.000001
0.000000
10.000000
0.000000
C=0 M=0 Y=20 K=0 B&T夏
PROCESS
100.000000
CMYK
0.000000
0.000000
20.000000
0.000000
グレー
0
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
0
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
B&T季節のドリンク
1
C=0 M=15 Y=5 K=0 B&T春
PROCESS
100.000000
CMYK
0.000000
15.000001
5.000000
0.000000
C=0 M=7 Y=5 K=0 B&T春
PROCESS
100.000000
CMYK
0.000000
7.000000
5.000000
0.000000
C=0 M=0 Y=20 K=0 B&T夏
PROCESS
100.000000
CMYK
0.000000
0.000000
20.000000
0.000000
R=197 G=228 B=214 B&T夏
PROCESS
100.000000
CMYK
15.000001
0.000000
10.000000
0.000000
C=0 M=16 Y=54 K=0 B&T秋
PROCESS
100.000000
CMYK
0.000000
12.000000
40.000001
0.000000
C=0 M=0 Y=25 K=0 B&T秋
PROCESS
100.000000
CMYK
0.000000
0.000000
25.000000
0.000000
C=16 M=0 Y=26 K=0 B&T冬
PROCESS
100.000000
CMYK
16.249999
0.000000
25.999999
0.000000
C=5 M=0 Y=18 K=0B&T冬
PROCESS
100.000000
CMYK
5.000000
0.000000
18.000001
0.000000
C=23 M=3 Y=7 K=0
PROCESS
100.000000
CMYK
23.000000
3.000000
7.000000
0.000000
C=10 M=2 Y=4 K=0
PROCESS
100.000000
CMYK
10.000000
2.000000
4.000000
0.000000
B&T指定色
1
DIC-N785 C=19 M=30 Y=40 K=0 1
PROCESS
100.000000
CMYK
19.000000
30.000001
40.000001
0.000000
120% C=24 M=38 Y=49 K=0
PROCESS
100.000000
CMYK
23.999999
38.000000
49.000001
0.000000
85% C=16 M=25 Y=34 K=0
PROCESS
100.000000
CMYK
16.000000
25.000000
34.000000
0.000000
70% C=13 M=21 Y=28 K=0 1
PROCESS
100.000000
CMYK
13.000000
21.000001
28.000000
0.000000
50% C=7 M=15 Y=20 K=0
PROCESS
100.000000
CMYK
7.000000
15.000001
20.000000
0.000000
30% C=5 M=9 Y=12 K=0 1
PROCESS
100.000000
CMYK
5.000000
9.000000
12.000000
0.000000
B&Tクリスマス DIC-F78
PROCESS
100.000000
CMYK
10.000000
98.000002
86.000001
0.000000
Adobe PDF library 16.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>
endobj
7 0 obj
[/ICCBased 21 0 R]
endobj
8 0 obj
<>stream
HWM
?0I(麳A.k A9LIbIrwMY.>o?]_O_yWK}|Ϳ~aRN(M
zIHR'E,]r'6Ie.k7tt.O|oqƴ'+6q۩CtdKN0}Vqbh1gj9a[*NB
Wے0H@.1=͇Wqp>6?k_* FQV`pvq;5oH܌yKlph!nbH"0vF
;NIgc܋(_XGlDРaV`g#K鈐w8̽&TBGt2B6Qܵc_006KuUn]xeԶ*Fqjll$aa"F>ҘH)%q(]BG2:rC݆*zHZzjy(`b1抓awFXzZܡCUһ\|P.x̧Zz:yuzK$b ?@9TF2A%OU#Q
(ҥ|"LB*0")a=`\@߯Gtt)H0\*'UmH/X
rði`-c'{5j~ ϓva ߠQ
ƔhpI-|g0RLsU|V,[Y72L3q
x2"μKEXÝ@)g,*BcR"Χ`E~nkх60o,QR,2"L1ܶlpdĵ8ߓ`"e{!Ybx9Xd,U|W*
"a'NȔ%TA*|v\0~2Ȧ{ɸ20f#I[d"e
^2,!fE&|y'f :uOXCk1A=TgvB$mMt{(ALY=cRݤ*H]d>cKޜ %*OsoVgU1.q15-MWڳ?$zkXԟ/ Xڼ/ۗϗ?o?1j;·v!BpS~MFd2]Q3
h^R=[Ω_'{J挩cv}hhTm5VbdlǖrׇF>ZQ#1X3HN)|
h\iao e<_/aG 6L\(EM:
=ᣗOKZLzOǼҳ~HUck6APsE2Zi4u9iuȒԣp]Cy=G'\c=:@wnHCy9{YGAM@}{,zp!\Sަ2LR%J;&'LhȰo`d^\4R~6k0gcdqE
aj
0ibT bvφuф
@x j@@*ըDl |``WTN% !hFBITN:s!
+!,IŦ}~ޔ4!PLTZ'ľP