%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
土曜講座_8月・9月_06
2017-08-02T17:15:14+09:00
2017-08-02T17:15:14+09:00
2017-08-02T17:15:14+10:00
Adobe Illustrator CC 2015 (Windows)
256
248
JPEG
/9j/4AAQSkZJRgABAgEBXgFeAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABXgAAAAEA
AQFeAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgA+AEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AlueLvoTsVdirsVdirsVd
irsVdirsVQHlryXqPmnWb2G2kWCC3ctcXDgkLyYhQAOpND92dhodFLOaGwDdre0oaXHEyFk8gy3/
AJURdf8AV4T/AJEH/mvNp/IUv5w+TqP9FMf9TP8Apv2O/wCVEXX/AFeE/wCRB/5rx/kKX84fJf8A
RTH/AFM/6b9jv+VEXX/V4T/kQf8AmvH+Qpfzh8l/0Ux/1M/6b9jv+VEXX/V4T/kQf+a8f5Cl/OHy
X/RTH/Uz/pv2O/5URdf9XhP+RB/5rx/kKX84fJf9FMf9TP8Apv2O/wCVEXX/AFeE/wCRB/5rx/kK
X84fJf8ARTH/AFM/6b9jv+VEXX/V4T/kQf8AmvH+Qpfzh8l/0Ux/1M/6b9jj+RF1TbWI69v3B/5r
x/kKX84fJf8ARTH/AFM/P9jAfM3ly/8AL2rPpt6VaRVDxyJXi6N0YVAPanzzUanTywz4ZPQaLWQ1
GMTipeW/+Ui0v/mLg/5Org0/95H+sPvZaz+5n/Vl9z6hzvHyx2KuxV2KuxV2KuxV2KuxV2KuxV4H
ni76Ey/T7fVf0RYSaBBG4k5C+eRIi7TBj8Lep+xx6cc6jTYs3gYzpYg39diN8V8vV0rlTps08fiS
GYnb6efL4dUj8yRWkWtXMdqoSJSoKKKKH4jmF9udaZp+1IQjqJCAofprevK3P0UpHEDLn+K+xBWl
nc3lwltbRmWeSvCMdTQEnr7DMTDgnlmIQFyPRvyZIwjxSNBSZWVirCjKaEe4yogg0WYNp9oKCHSb
/UbeJZ9QgaNI1ZPU9NHrykCmor29s3XZ0eDBkywHFliQBtdA85V+KdfqjxZIwkagb8rPcv1m3nud
Bt9Xu7cW9205gLKoj9VOBZXZB3BUivfJa/FLJpo55x4Z8XDyriFbGvhTHTTEcxxRNxq++j3KPlHi
NQuHZ1j9O0ncSsvMIVWvPjQ149emVdi0MsiTVY5G6utudeTZ2h9AHP1DytOYL1bm2v421WK+pZzs
IVtfRNQho3LgvT55tseoGSGQHLHJ+7nt4fD053whwZ4uGUTwGPrjvxX197Cs5J3jKfyTYfW/MjE0
HqW5qfnPnovs/wApf5v6XUe0v04vdL/eps9hCLPTmm83Rn6pdtI1w060l5vFIISxfekZBpWvxDtm
w/I5KjczcTf2h1f8o4rkRjFSjXu2O/2oi+a3STVZpvNVvaxSxXECRtcgLbu0jEOWLrxZeBUjtx27
5ZLS5CZHj5g1z2aoazEBAcAPCQTy3ocvx8U48s32nQ2lvpja1Bqd+wedGE6yyyQyu0kbAcmZlEZA
B6bZk6fHKEAJHiO+/wAXF1WWOTIZRHCNtvgj9XtNRuoI0sbw2Uiyo8kgVXLIpqUowP2un9emOeE5
ACJ4d0afJCJJnHiFfgsXk8nedSCy+aZfUJl2KELR0VVFAxpxYV/zOa86LUf6qXajtHS/6iOnXz93
VHR+XvNK6ZbWY1xhPChWa8ZTI8hrJTYkdnXvXbLRps3CI8e46/NoOs05yGXh7HkOVcv1H5oa68q+
cWvvrNv5gdY/rBmMDcuJQyO3p03Cjgyr07ZXPSZ+Kxk6/pbYa7TcHDLFvw1fwG/zsp35Y03V9P00
watfHULsyM/1g1+ywHw7+BrmZpMU4QqcuI24OtzY8k7xx4I1yeTfnh/yllp/zAR/8nps5/tz++H9
X9Jet9mf8Xl/XP3RYb5b/wCUi0v/AJi4P+Tq5rNP/eR/rD73daz+5n/Vl9z6hzvHyx2KuxV2KuxV
2KuxV2KuxV2KuxV4Hni76EyFn0jUrGxE2o/UJbOL0mgaN3UlSTzQoOrd83hlgz48fFk8MwjVUSPe
K7+rrgMmKcqhxiRu7HyNoDzBf299qJlt6mNESISuKPIY1CmRgO7UzC7S1MM2XijyAAs8zQqz73I0
mKUIVLnZPuvogYJ54JVlgkaKVfsyISrCooaEb5hY8koHiiSD3hvlASFEWFhJJJJqTuSciTbJNvL9
zaQSTGS8k0+5IX6teJyZVIPxK6ruQwzZ9mZYQMrmcc9uGQuvMEDvcPVwlICoiceo/Ur69q0c1nHY
x3b6g3qm4uLyQMAz8eKqituFUVy7tHWiWMYxM5DxcUpHv5AC+ga9JpyJGZiIbUB+tZoU36NtrrVG
kRXaJ7e0j+FnaVqblDX4VG55ZHs+fgQlmJFmJjEbE8R8u4ebLVR8WQx11BPu/aj9K1bV7yy1GS7l
iNmtrOhPGCNvUZPhAChX3rmbo9Zny48hmY8HhyHKA3rblRcfPp8cJQEQeLij/OO1/Jiuc27ZP/yl
sE1C383WDu8SXaRwNJGaOolFwhZT2Irtnovs99Mv839LqPab6cXul/vUNpX/ADi/5DtbO3tLq7ub
9ba7+tq7P6TboEZP3RQANwQ8qV2986KnleIoS7/5xa8t3H1+GTzDfrHqd4t9cw0hNShlCbsCaj6w
w5HGk8TIPJ/5DaN5Y842fmi31W5uLq1tI7H0HWNY2SK0W0B+HevGMN88aQS9RwodirsVdirsVeIf
nh/yllp/zAR/8nps5btz++H9X9Je59mf8Xl/XP3RYb5b/wCUi0v/AJi4P+Tq5rNP/eR/rD73daz+
5n/Vl9z6hzvHyx2KuxV2KuxV2KuxV2KuxV2KuxV4IASQAKk7ADPFwLfQk80ry1fTC9+tWNwpjtZJ
LesbrWUFeIG2/U7ZuNH2Vklx8cJioEx2I9W1e/3OBn1sBw8Mo7yF7jkl66Vex3VvFeW81uk8ioGk
RkrUgHjyHvmENHkjOIyRlESIG4I+9yDniYkxINDvZTbeV9BcymNJ5RFPNbOJX/ahK/EvpqOvLvnR
4uyNMboSNSlHc9Y1/NHm6qeuzCrMRYB28/eV+q+VdGt7K/kihZXt43eJy7ndSAK1FMnrOx9PDHkI
ibjEkbljg1+WUognmfJD2vlnSp7K35gKzqpe5ieYk1HZZIkjFT4vmPh7JwzxxvmQPUDL7jAR+1ty
a3JGR+4gfokT9iY3vk7Qkgu3VZFosTKIyhZeK78AW3L96/Rmfn7D0wjMi/4eVbUOm/8AF5/Bxcfa
OYmI269/27dP7WK6VoUF3ame4umtibhbWOMRGQtI4qB9padM5vR9nxyw4pz4PWIAcN7n4h2+fVGE
qjHi9PFzrb5JtdeV9GkW2EN6YSIpRKwhLBmtmPqyMxk4qO3WmbPN2Rp5cPDPh9Mr9PPgJ4pH1UHD
hrsou43uOv8AO5Dkxa5SBJ3S3lM0IPwSleBYf6tTTOcyxiJERPFHvqvsdtAkiyKKa/lfBa3Gm+dL
e7lMFrNCsdxMBUpGyXAdqUNeKmueg+z30y/zf0uq9pvpxe6X+9eVflxY/k3B578qfo/UtevNRkuu
dkJobeKBJkkcBZqgSUZqHknIdiag8ehDy5tmfnr8vvJ2uLHq1w+sQWmn+XFu5JrH9Gtb/UobUMgI
t5Pq9W9KirCnBm+yeCrxKAU3k0zyX5e1jRby9vL0weVtPtdNs2mhSOG5W5BEUi1eMmXjKVqR8NHN
BSoKLWeXPJHliwtNSaw17Vrl/LNvc2dxIs0AeYahEz81cMw2WRTHzpxI5U3ritsD1DzD+Xeqa1dR
/pHzPFc699W0SHgLeGGCW0a0USKRKqjlwQsafZY0G4OBNPVtC/Jjy1dLD5gg1LU5PrzQ6lYw3Vw7
C39QwzKoEboWoIuNGZgAfpwotmfkDyXB5N8uRaFb3s9/DDJJIk90QZf3h5EEig2NabYoLI8VeJfn
Yjyeb7NI1Lu1jGFVRUkmaXYAZy3bYvMP6o+8vcezRA00if55+6LE9H0+/svMukJeW0ts8lzbuizI
0ZZDKAGAYCo265rsWOUckeIEbj73b6jLCeCZiRL0y5G+j6ZzunzB2KuxV2KuxV2KuxV2KuxV2Kux
V4NDDNNKsUKNJK32UQFmPfYDfPGccJTNRBJ8n0CUhEWTQZToVt5jVdS9eK8BNjKIfUWXeSq0C1/a
8KZ0fZ2LVgZOIZP7qVXxc9uXm6rVTweijD6xfLlulcVpri3tpLfQ3QiSaMB51k4glx3YU3zXQw6k
ZIHJGdCQ+oS7/Ny5ZMXDIQMbo8qZwksRuJGvrmOe4t572S14ujCGNVUfvKEUKDsemdhGcTInJISl
GeQx3HpFDn5h0JieEcAIBjC9uZ8velfmmfTk0kCP0HlMIMK1Umkr/EyANXfrUZre18mIYNuEnh25
fxHcjf4uXoYzOTe6vf4fBX0uC5Nlp8S3aRemtpM44Sxkxyuo4er6pUk1pThv7ZdpMc/DxgTAoYzy
kNiRtxcdb8vp38mvPOPFI8N/UOh3F71w/pTS51C2uLW6tre/jW5SGfcTUMbAGjMVNRxzY5dTCcJw
jkHGIy/i5efwcSGGUZRlKJ4bj05sV0S5hstGknuphHI9631a7IaQCRYmUyhRu9OX35zmgyxxacym
aJyHhlud+Eji8+fzdvqYGeUCI24Nxy2vl5Jnc6tp0WmWk0d5DBLP6g+sC2dldQ4Mq+n+zzanLNhl
1mKOGEhOMTK/VwHff1enpxHm4sNPM5JAxJArbi5bbb+Q5MH1CWCW9nkgRY4WcmNUBC8a7UDEkV8M
4/UzjLJIxAEb2p3uKJEADzTn8oWmWLzW0MAuZlWIx2xIAkYCeiEnb4jtvnf+z30y/wA39LrPab6c
Xul/vUDH+YHndLJLmLyVpcWrQWhuk0/63As6yG5ERK7rSM2yh+QPamdE8rsy3SPOXmS4+vx6z5et
bMpM1uga+t63CqFA/d/Ea0kBKMagVHWgYoQ9l5287RpI2paJp8FwsaGYRX8IYyGRlpR2VeIQpQl+
/vsqlv8Ajf8ANHi/1ryXYwwSTXkdws17GA8UEXKOSo5hhI1UIoaU+5Smseq6kLz6rqXlixEccNjI
Jo3t2QSXKsJkUMQ3wemqKab/AOqASoVdT8y/mXbRyfozynDLDbx3borXKqzekzraRIij7bqELb8R
vQ9MVTGPW/Pz6fBI3l6GO8MlulzE9yvECTeZ0KepUR8gBXqa9AASqpaRr/5gz6hp8eqeXobTT54j
JfXMU/rNFI0jxxwqhCMTTg7tSgFdq9FUg85vw/NbR3qfgsOXFHeN24m4PFTGyMWboFr8XQ7HNBrj
Wrgf6P8AxXc9T2aL7PyD+n3A/wA3v/A5sW8y3FpP+ZOnm2hEIWe19VQqKxd5BIS/ALV6OA3KprUV
Oa/USB1IoVuP1/PvdrooSjopcRv0y7+6tr6bbVtT3jOveBdirsVdirsVdirsVdirsVdirsVeCpI8
bh42KOu4ZTQj6RnjEZGJsGi+gkA7FX/SWpf8tU2//Fjf1y/81m/ny+Za/Bh/NHyWS3t5MnCWeSRO
vF3Zh9xOQnnySFSkSPeyjjiNwAF1nfXljMZrWVoZipXmOtG69cODUZMMuKB4ZIyYozFSFhFSeY9d
mjaKS9leORSjoW2KkUIzJn2pqZAxM5EFqjo8INiIcPMWtiKKIXb+jCIxFFtwHokGP4aU2KjAO09R
wiPGeGPDQ6enlt8F/J4rJ4RZv7eahDqmoRfWRFKV+ugrc0A+MNWo6bV5HplUNXljxUf7z6vNslgg
asfTyX2Wt6tZKEtbqSNACAgNQATU0BqBvksHaGfEKhIgMcmlxz3lEFFf4t8yf8t0m3sv9Myf5Z1f
88/Y1fyfg/mhLbu7uLu4e4uXMkz05uepoKDp7DNfmzTyyM5m5FyceOMBwxFBPvyaVWbzQrRmZWMI
MIpVwfX+H4iBv03Oeg+z30y/zf0ur9pvpxe6X+9Y95k/LazSd5LHyjayWDaY6yR/pZ4YCpvfW4RM
nAhdw4bj1PDpvnRPK2iv+VTeXrrzabiTyuYwdQnKyNqTAkPbiWSX0o2NFeWq8j8fAp8IH2TS2gNU
8i2l/a3GqP5Dhm1G7tbZJ4J9TlcGd5oI5kUH1OIHBfTZWqaEfaJAC2y2bTA7QWw0K3Np6uoLfJJq
rLPEs6N6qR8S4RJZa/AHFBQ0FWoUJRc+UraC9sZtN8oW+p0/RAmAvVYobcc434vIfgh5UB4kuOVf
hWjKsu0vzL5rsZ9NsNT0eGysazJO0uofWbuO3hQejKfULPMW35sz1+FmO+KrtV81efI9Tmt9L0K3
u7P63bw2ty1yqmS3kWsspUstClKqP2u22+KrNJ86+dbnzXpel3vltLbSry3me71JblJBFcRPMAiK
PidGES0ag+1iqV+dI5ZPzT0pYkllkGmuyxQSPDI5UXLcFkjeNlLUpXl86jbNDrgTq41/M6bfzuop
6ns0gaCdkAeJ1AI/g6EG2L+Zkuk/MrT/AKzaC1cy2NCGkk9QDgOfqSGslKcOVBXjuK1zX6kH8zGx
X09/3nn3W7XRGJ0MuGXFtPuFc+g5d9b8+57vnXPAuxV2KuxV2KuxV2KuxV2KuxV2KvA88XfQnpsU
nmtbIwi1sRGbZOTh2XjGyuKk+I7/AO3noMJa0Y+HhxVwDqRtu8vIafjvinfEfnska2OuWWpSaWq2
jyTtErN+8KKZEqu53BpDmoGDU4spwgYyZcPfW42/3LnnLinAZPVQvu6f2r/NFhr8ojnvILKP6w8d
oPTWrK3JgrcmWqr8J75LtfT6qVSyRxDiIhsNxz3sjYbMdDlwixEzNAy3RulWXma2Q6gI7IoLcuBJ
6leL/vKAAGhonTt4ZmaPBrIDxax1wXvxdd/nty6dzRny4JHguf1eXTb9KL1KTzRH6Eb2VlI5aONC
OclOLKehXb7W5+nMjVS1keEGGMmwOp6jy89z8WnCNObIlMc+4d6RvNrOjt+lDbWwT1p5fQJkYhi6
QtuadStRv4/LNRKeo0v77hhXFI1v3iJ/X8/c54jizfu7lyiL285JtdXvmWTTknWCzKC0aQKhdm9O
RR+yBQN8H8M2ebPq5YhIRx14d7WdiPdz2/Q4ePFgE6uf1eXMf2ui1bXtUjl429rFIzQwEyNKCGJ9
RCAF6Hl44IazU6gGowBuMdzLn9Q6eaZafDiI3kRuenuLAtSsZrC+ms5mVpYG4uyVK19qgfqzi9Vp
5YckscquPc7/AA5RkgJDkU8/JcO0vmZIyolYwcOYqtaz0qO4r1zvfZ76Ze6P6XXe0304v87/AHqQ
P+Svmy60a10+5g0iiaWllMXWZysy6h66Ig5kejHCoIqa8tt12zo3lLeg2Hkh5/MbajrlhZyQ2NxN
PokkU0xkiMkMMLFoiojPrek0nX4NgOVSwKE1uPIvl64t2t5o5XhZIYjGZpCOFu6vENz+yY1/264q
gZPyn8gyWclo2lR+lLJczSnk5ZpL2MxTuWJrVkNK+w7YqrWH5b+VbCZJrSGaGRILW1UxzypSOyDL
CFCMoWiuw+GnU+JxVQ178qfJ2vavBq+qwT3GpW9i+mx3IuJo2+ryJJG9fTZasyzvVuu+KbR0PkLy
5CtsixSlLSW2mhV5pHHOzQxwluTHlRW/a70PUA4ob0ryH5W0u5srqzswtxpqzx2MrMzGKO4Ys8aV
Oy70AxVh3nrSbbU/zEtBcrBNZ22nc7mCa4WAtx+sOoH7yJ/2RVl2Xq22aDX4hPUi6IEN7NfzvMH9
XV6rsvUSxaOXDxCRybERv+aO4j9fTdh2qxpH+Y1ksfERetp5hRGDqsfpw8EDgnnxWg5V+Lrmsyit
QPfH9Hz97ucEidFK+dT8t7le3T3dH0FnZPnjsVdirsVdirsVdirsVdirsVdir54/S+nf7/H3H+me
P/lMnc+keBPuVf8AEUFa/XWrtvV+3TLfD1H9L5sPyh/mtHX7YyCQ3ZMiiiuS1QPY/TkTizk3vfvT
+VNVwtPrtpJs90XH+VyPSvj8zjLBmlzs/FRppDkFw8xQhQovXCgAAcnoAOmSGPUVXq+aPyh/mubz
FAzh2vWLr0YlyR364nHqCbPFfvUaQ8uFTOt2TKENzVFqVU8qCvWgplZ0+YiqNMvy0udL18wW6LxS
8ZVpxoC4FN9vxyYxZwKHF82J0pP8K2PXLOM1juihrWq8hvQjt8zkY4M0eQISdNI8w0+tWDsWe45M
epPIn9WCWmyk2QUjTyHIIXTf8W6VqMl/pAlgkkLUkQKQyMaiqtVWHzGbvT6zwqMZUWzMNPlgIZKI
Tv8Axr+a/wDy0v8A9I9t/wBU8zf5cy/z/sH6nB/kzs/u/wBlL9bv8a/mv/y0v/0j23/VPH+XMv8A
P+wfqX+TOz+7/ZS/W7/Gv5r/APLS/wD0j23/AFTx/lzL/P8AsH6l/kzs/u/2Uv1u/wAa/mv/AMtL
/wDSPbf9U8f5cy/z/sH6l/kzs/u/2Uv1u/xr+a//AC0v/wBI9t/1Tx/lzL/P+wfqX+TOz+7/AGUv
1u/xr+a//LS//SPbf9U8f5cy/wA/7B+pf5M7P7v9lL9bv8a/mv8A8tL/APSPbf8AVPH+XMv8/wCw
fqX+TOz+7/ZS/W7/ABr+a/8Ay0v/ANI9t/1Tx/lzL/P+wfqX+TOz+7/ZS/WkZ/xk2rHV3E0moGvK
eQK9QV4FSrVUrxNONKUzE/Pevj4vU51abw/DFcHd+PvRGm2HmO981afe3sDvK13b834qoCo6qAFW
iqFUUAAyzDqRkzRs2TIMM2TDDTyjE7cMvuL6Jzvnzd2KuxV2KuxV2KuxV2KuxV2KuxV8+flr5Psv
MurzxX0jraWsYkdIzRnJairWhoPHOO7N0cc8yJcgH0TtntCWmxgwHqkWeP8Al7+V6G0DXBH19zHZ
f6Qf3rhghCePxMBm1PZ+k23+rlvzdAO19eeLb6Ofp5dd2pfy/wDytikaJ7qkqV5R/WasOL+magb7
OOPzwS0GkBoy+1Y9ra8ixHb+r8fuR0P5ReRZokmiSZ4pFDxusxIZWFQQfcZdHsjARYuve0S9oNXE
0aseS/8A5U75K/31P/yObJfyNg8/mx/0RarvHyd/yp3yV/vqf/kc2P8AI2Dz+a/6ItV3j5LX/KHy
Mgq6TKDsCZiO1e+A9j4Bzv5pHtBqjyr5IP8A5V3+V1OX1xeJrv8AXFpsKnv4DKf5P0n87/ZBv/lf
X/zf9grQflX+Xl4HW0leVlA5GG5DleQqp25fMVyceytNL6TfuLCfbushXEK98Xj3mLSRpGuXumCT
1VtZTGshFCw6gkeNM5zUYvDyGPcXstHqPGxRnVcQeueTtJsLuCWa9q0FpEhKCorVSanj8WwXtj2N
2fizzmcm8YdPffd7nke0dROBAhzkSi/0n+XNYqI5WWxOpq4FwR9WXlVjvWvwN8PXN5/Jmg/mdL5y
/W0eFrd9xtPg/h+r8FG6LF5H1qa5h0+IyvaBGmq0ygCQuEpVu/pnJ4uydDkvhhy85fradTPV4QDM
1xXXLpX601/wn5f/AOWX/kpJ/wA1Zd/IOk/mf7KX63E/lDN/O+wfqd/hPy//AMsv/JST/mrH+QdJ
/M/2Uv1r/KGb+d9g/U7/AAn5f/5Zf+Skn/NWP8g6T+Z/spfrX+UM3877B+p3+E/L/wDyy/8AJST/
AJqx/kHSfzP9lL9a/wAoZv532D9Tv8J+X/8All/5KSf81Y/yDpP5n+yl+tf5QzfzvsH6nf4T8v8A
/LL/AMlJP+asf5B0n8z/AGUv1r/KGb+d9g/UxDzLpcOm6l6MBPpSIJEUmpFSRSv+xzj+2dFHTZuG
H0kX9/6ndaHOcuOzzukLo/8Ax17H/mIi/wCJjMXs/wDxjH/Xj94bdT/dy/qn7nqGeovJuxV2KuxV
2KuxV2KuxV2KuxV2KvHPyK/46uqf8YE/4nnM9hfXL3PZ+1H93D3n7kdpPnj8qNS1nQ9Ci+sQagLZ
dU0q3mVgEjcfXgS4ZwGkjjWXiT9mnQ1Gbv8AJY/T/R5fO3mv5Qzeo39e0vPavuddeb/youvMenaP
PNcy6lrsEd7aKBI0TRXbG6ViVrGO5PttkZ6DFI2b3/XbKHaWaAoVt5eVfcym58/+UNEj02xaadku
bWGWw9K3mmDQOj+kSVU8arCftU/XmXCIiAByDhTmZSMjzO6X6H+dnkLWrexuLO6kWPUL4aZAJlEb
C5MYl4urNUDiftdK7dclbGkf+Xv5n+WPPtte3Ggmcx2DpHP9YjEZq4JXiAzbbYqRSf6romn6oIBe
IWNtIJoGVipVx0NR+rplObTxyVxdG/BqZ4r4f4hRY4Pyn8mhUUwSt6aNGpaUnZq16/6x+XbMH+SM
Hn83Y/y9qe8b+Sb6F5P0TRLmW5sY3E80UcLu7lvgiAVQK+wGZOn0WPESY8yKcTVdoZc8RGZ2BJ+J
eE/mH/ymur/8Zz/xEZymv/v5+97zsj/FYe567+XqI9repIAyNHCHU7ggh6g5lezQuWX/ADf988j2
wSJRI8/0JFqf5n/kpp9kbq8lWOCNpNKMUlldRsvCNRJAIZIkbgqlQaLQV9znTeBDudaNZm/nHnxf
Hv8Aer6X+b35Qw6pq1tp1w0d7ZK76oILG7chLeXgxpHExYI8x+yNhU9MlDHGN0KYZc2SYAkSQOX4
+DItJ/MryXq11ZWtjfs8+oxmW0SS3uYeSg0HIyxoELbFQ9CwIK1BGWNCNm85+WILaxubnUI7eHUp
Wt7J5qoJJEYqV+IbfEKb96DqRiqdYq7FXYq7FWDeev8Ajrw/8w6/8TfOF9p/8Yj/AFB98noOyv7s
/wBb9ASjR/8Ajr2P/MRF/wATGajs/wDxjH/Xj94czU/3cv6p+56hnqLybsVdirsVdirsVdirsVdi
rsVdirxz8iv+Orqn/GBP+J5zPYX1y9z2ftR/dw95+5V8wyJFcX2qr+W9trF9a3BsYZrdrhzLBFbS
oUFbHkBxUQ8AphLPTnsc6V41Xm0rRhq+panqXkq1FtYXg06y1TTxcS3UiXAZp5I4oYVkXg87ISh+
3yodq4VWeZfTuLW+uZPy7g1X9AQ2tvo8VxMi3ADqF+r1Ecyq0fOq+lI/Va8TuFVTTdB8vWdwujj8
tJEawii1eMW72Tx/W5SsTpA81xEvJaGvJlqq9Ps1VZr5K8seXtD04vo+g/4eN3Q3NifS9QGMsqmT
0JJ4i1DWquduuKCyHFXYq7FXzf8AmH/ymur/APGc/wDERnE6/wDv5+99K7I/xWHueqeTr23sdE1e
9uUMlta2yzTxqASyRxyMwAYhTUDucy/Zn6svvj/vnkO2ecfj+h5BpvmP8gfP2sWPlWLQNTt5tTvJ
5oZVS1t09SYlyJGglLhECUjXjsPnXOqt01EJ9rn5iflL5LFrpVxpmqzpLps07TWxs5w8Ouv68qvc
JPxkcV+EoxWh+EkUONrVpta+YPypm1/y89poup2V95osvrtlPaI6RoscEqqXjt5WrOqRmnBGNQp6
gUUUi9e1j8oPK13YWV5pV4rxQy6zpyi3uE+rx2jerIE9YxPHzltQ7R9Gchm+1XCrIJfzq8kQ+XX1
+WS4WwjtYLxwYv3ojuZVhj/dhq1LOD4U79cVpBL/AM5A/l499HZLLcm4kuLa1C+kABJd/wB1Ulhs
RuT2GNrTK/JnnfQPOOly6nocrTWkM72rs68CJIwpYU/2YxQn2KsG89f8deH/AJh1/wCJvnC+0/8A
jEf6g++T0HZX92f636AlGj/8dex/5iIv+JjNR2f/AIxj/rx+8OZqf7uX9U/c9Qz1F5N2KuxV2Kux
V2KuxV2KuxV2KuxV45+RX/HV1T/jAn/E85nsL65e57P2o/u4e8/cxv8AwF5oXXYYrv8AOL0WudQe
O309bucySSJKivaoGuVqyhuJSnU0PXOleOvyZj530a/vb7Sruz8+waNYWrajdXUIu5oluI1uGYnm
1y9Bbep6bGvBT+wEpGFDHYtGuLvT/LltZ/m7Bc3mk3E17qU4v1P1uBpIqLRJi3po0JSrlh8TePHF
Kda9pGs61rup3WhfmfHbR87bUhpsU0ci29jFExfaOQUjkZgSxFKda7YUJ95R1a18tRXUPmjznZ6j
PrF9LcaQJrhVdYm4p9ViV25P6binw9z0BxVnsE8FxBHcQSLLBMqyRSoQysjCqspHUEHFC/FXYq+b
/wAw/wDlNdX/AOM5/wCIjOJ1/wDfz976V2R/isPc9Y8ju0el6k6wfWWSCNlthT94QjnhvUfF0zL9
mfqy++P++eQ7Z5x+P6GIeTfMv50TebNJtNT8i2Wj6DIWTUbuJV5qQsjLIjLIOAAZV4lGr8W+9B1T
paDJE1H8zLnzTZ28uiWI01RZtc389sVlQmFZLoqVupo1aNy8aKrybt9pghLlVfRbn8xEvY2vvL2m
RRPdvAhikZJLe2jjdopWZUlD/C3pALTfw5Gihdp93+Z1xHpb6npGlSyzm8GoopliAtgregqs4lKG
V/S5KwJpWoB6Ko/XX1+G109INHtZWnmEeoWsSG6hEXrLT4ytuRRGeSpTZtt+6rGfJt7+Y0nnS/sd
a8s2WnaBHdutleW9uFMlsizNHIziRxy5LF2H2jt4KTT02C1trdStvEkKmhKxqFGwCjYU7ADFCpir
BvPX/HXh/wCYdf8Aib5wvtP/AIxH+oPvk9B2V/dn+t+gJRo//HXsf+YiL/iYzUdn/wCMY/68fvDm
an+7l/VP3PUM9ReTdirsVdirsVdirsVdirsVdirsVeOfkV/x1dU/4wJ/xPOZ7C+uXuez9qP7uHvP
3JJ5c8p/84/za+rWkF7HrGj3NpqDi4aRXEt40UkRd60dV2dl5UUcj/NnS08bZTI6h+Svn2yvPNMz
380enQPpkokeYyGO9ciijlI3xPc8Vqw4jbZRiu4SjRvI3/OPrz3dnZWOoGQ3MOkyCQy1kNypnQqr
GpQemGLlaig7Y0tlkyWH5N+W5dR16MzwJqujzwXBV5HjNjbhImjjSp4txjHADegJ8cKrPOemflFb
TeW9V15717hpp9Q0rUE5sI5FkFzM85UekgErDlzFAeu1cVCa2f51fltpnl6FoZrlbCxsYJQohaVk
g+sGwRWKFgXEsZBFe2NrSa335xeRLKGKWa7kImuHs40WJ2czIGJUrSq/ZpU07YoTHyf+Yfljzbax
XOkztSeP1oYp19KRk9SSOqqTvRoWrTpirxT8w/8AlNdX/wCM5/4iM4nX/wB/P3vpXZH+Kw9z1jyN
LNFpmpSwgGaOCNowwJBYI5FQvxEV8My/Zn6svvj/AL55DtnnH/O/Q830786PPP6StbW8X15Z9Dlu
xY2llLJcvfNdvawOiFEJirwagqaV651TpaX6j+Zf5lKll9S1O3AuLxIw1zYlC9ubeKWqsgZSSZDU
habjvyoVTTS/zN1+48qrrUPmK2u4vQdlmnsGgaQm/Fur+hH6rgiJqKq8qsK9AQVSndx+Z+oLqNvp
kU9qL9rlInha3umM1bbmVhBROCPJ8QldiF3BHwnFDFvMH5yea5bgaXoF3bDUn0GC7T1Ld2P6QF0s
dyW+FlVFjV1CkV57GmBNJ4fzK80XYistOubFr6KT0LmQxzP6jtasaooRUCieKQhwzBuBCg0oShhl
7+b35nCKC1ttY0v67PpguhKbaaIesdRa3D8ZY/hj9NeJ5Uo2+BNInTPzl88t5gl0q61G0dv0pZ2M
apaO0h9VJecKhFoGkdKK7EjYsBTYq09L88EnVYCRxJt1qp7fG+22cN7T/wCMR/qD75O/7K/uz/W/
QEp0f/jr2P8AzERf8TGajs//ABjH/Xj94czU/wB3L+qfueoZ6i8m7FXYq7FXYq7FXYq7FXYq7FXY
q8O/JrWdM07W7yO+uEtvrUKrC8hCoWVq8eR2BNds5TsfNCGQ8Rqw917R6aeTFEwF8J3pl+o6DrV1
cPPB5vtrNjY3FqvoQwBzcSsDFcu7s5LKq0YdD7dT03jw/nD5vF/l8n80/Ism0VNF02z9Bruxkm3V
54lihMkasfS9QBm5OqEBm6M1SFWvEPjw/nD5r+XyfzZfJFpc+XkdnSW0V2bmzBogSwJPInxqxP0n
Hx4fzh80fl8n80/IttdeX2Uq01oylWUgtGQVf7Q69G74+PD+cPmv5fJ/NPyLhdeXggQTWgRQwVeU
VAH2YAe/fHx4fzh81/L5P5p+RWGTywTUtZEheIJMX2Q3Ony5/F898fHh/OHzX8vk/mn5FUe90GRA
jz2roBQKzxkU8KE4+PD+cPmv5fJ/NPyK1NQ8uWcNY7mzt4YwfsvEiqCanoQBvgOoxj+IfNI02Umh
GXyL5485aha6h5p1O8tH9S3mnYxSdAwG1R7Gm2cZrMgnllIciX0ns7FLHp4Rl9QD2X8vXWO0vZGr
xSOFjQEmgDnYDM72Z+rL74/754vtnnH4/oYhb+btL+q2F02rTfXY9OtJAqaVIrOou1jRkh+2XuY1
ZAoam4YUqBnVukYvJ54a81O0aw89XQsdO1CZbu2GnKguE9MTi3AA4hVitXHJq05dO2BK2fzsbry8
76d5+ltYW0r1Y5pNMEdOGpeiLh+A4K7orx8RuVox22xWk38m6lqsPmHUReedpbqJ763jS4lsXSCM
H1GMBklZEQsnCOoG1V8QQVTzzhrNl5WErazqcyS2mlRvPc2unK9s3K8RCSu/2uQjZPV+JWO64oAS
2/8AzZ0qx1VIbnXbhhqd3Amn276TyCJJbxUjkoYhKru/NmUlgrUWgKnFNMytvzO8iP5Hk8/F/wDc
XbgJPci3Kz8mlEIUR/E/xSMKb09+uNrSb6B5h8t+YJ5ktLVlkt2juA1zb+lzZ1EiyR8xViocEnqO
Q8cUJR56/wCOvD/zDr/xN84X2n/xiP8AUH3yeg7K/uz/AFv0BKNH/wCOvY/8xEX/ABMZqOz/APGM
f9eP3hzNT/dy/qn7nqGeovJuxV2KuxV2KuxV2KuxV2KuxV2KvmjylA1xf3FslgmoS3FrLFDE7InC
SQBUkUvtyVj8PvnDaUXIiuIkEPp2vlwwEjLgAkCefIdNujMTZSt5raFfKML0jW1/R5e3RfURTNz5
D4eTQkEn8c2HATmrwh3cO3v+503iAae/HPPi4vVy5V8JJdeaReLDb6aPLPG8srci+dGiaRwkkDNJ
8NSfsMK16PttlM8UqEPD9URv/sd/x3uRj1EbM/G9MpennQ2lt9o/0qjq/ljWtXkkl0ny/wDVoTwu
wsbxEiKeNRGAFINDwLU7eC71jl008hJhChz6cjy/H3Nmn1uLCAMmXiP073zB3+/9pTaxgmt7lEuP
JIkeRZLRFbgOUxBk5UK9o9v1b5fjiYnfFfMfHn9zh5ZCUbjqKqpdeXL72M2+lXEuoWt3/h9jY2zE
3tpE8js6wt+9D8mZ0YL1G2+YUcZMgeDYcxv05+52k88RCUfF9R+kmuvLpRT/AFi80y506VLXyc9m
5uILiN+CK7RtVyoqnPi6xP8AZBUfhmXmnCUTWLh3B/G3Wj5Ov0+PJGY4s/F6ZDn15d9WLHPdXsdY
0jT9Ng0++8n+rc2sDxXU7RRGT1Qq8mccajYj7Rqa5OGeEIiMsW4G/va8unyZJmcM9RkbAs1W7zTN
M9O7FXvHkhJJtO1G1gn+r3U1ugglG5RuLqHA78SwObX2akOPKOu3++fP+2QfSff+hjbflT+akljF
C/n6RLkWrwvPHAVAma79f1lRWQE+lWP8c6x0lhOdR/LvzddWPlaC28wR2E+j8TrU0MAI1B09JBIw
O6uY433rsWwqhrH8r/PNqsEf+NHeAWTW1zH9UjAeV7gStJQEL8UTNH08D1xQmPmTyR561JtONh5o
Fj9UmElzxtkPrAqkbmjc0DFEJHw0DO3tRVJv+VZfma2jNYy+dFmuTYi1W6e1UkTi/Fz6prUsPq/7
kCu3UYE7J1H5C80PbaLDdeYUddPlR71BZwkTRqjqUBflQ/Gi8qfZRdq1woTzyt5YuNL0OPTdVuId
VYInrStbpGXkBLuWC/AV5t8ACDjiqdxWlrDT0oY4+PTgoWnwhOw/lUD5DFWE+d5EbWEVTUpCquPA
8man3HOE9pZA6kAdID7y9D2WCMXx/UlWj/8AHXsf+YiL/iYzU9n/AOMY/wCvH7w5ep/u5f1T9z1D
PUXk3Yq7FXYq7FXYq7FXYq7FXYq7FXzb5HGk/p1X1TUJNNtokMouIm4t6iMrIv2XruK9O2cRouDx
PXIxHeH0vtPxPCrHETkdqPcfkyPzJremWd5a3Gh+Z728lZGM7yuSQymONKfulHIxl6k+H0HL1OaE
ZA48kpHrfwHd3W63R6ac4mOXDCI6V8T/ADu+kVrF15fEkr2/nK7mncoiO8jsKShhIW4Q7AcQfh6f
OmTzSx2ayyJ+Px6NWnhmoA4Igb9B05c5fj5ofR/MNgYis/mu+tpH4Qq4WhEaI3GvwNXizr8RYH7X
tkMOoFb5JDp+Px3tuo0k72wwkOfx+fX3Hogba5D2Ml03nOSKXnIfq7JKzMGBJP2v2jtSnfKoyuJJ
ym+7dunCpCP5cEbb2G5dM0eSZ4ZPOcZgZZfiFu4WjursOIbb1NyaeFMJxYya8Xbfofxusc+QAEac
3t/EO79H6bWWmn2M0ciP5xSBBwhCiNwpigdxFQclNAFV+NOreIwRxxI3y18+Qv8At+LLJlmCKwE8
zzHMgX+kX5K91DaS29zcN53WaYB3MDQyAyP6PHu1CxBKBt/n2yUoxIJ8Wz7jvt+A1wlIED8vQ77G
2/4NJLpvl7y3c2UE915jis55BWa3a3lcx/HxpyU/EeILfcO9cx8eDFKIJycJ9xc3Nq88ZERxGQ6H
iG+34CTahb21vdNFbXAuogFImC8QSVBYUqeh2zHnEA0Dbm4ZylG5DhPc9d8s6Reaiy/VpfQEKKXm
BNRyFABSnXKeztBk1GWXBLg4eZeR1uojjHqF30ZL/hTV/wDq7yf8P/zXm+/kLUf6vL7f+KdZ/KGP
/Ux9n6nf4U1f/q7yf8P/AM14/wAhaj/V5fb/AMUv8oY/9TH2fqd/hTV/+rvJ/wAP/wA14/yFqP8A
V5fb/wAUv8oY/wDUx9n6nf4U1f8A6u8n/D/814/yFqP9Xl9v/FL/AChj/wBTH2fqd/hTV/8Aq7yf
8P8A814/yFqP9Xl9v/FL/KGP/Ux9n6nf4U1f/q7yf8P/AM14/wAhaj/V5fb/AMUv8oY/9TH2fqd/
hTV/+rvJ/wAP/wA14/yFqP8AV5fb/wAUv8oY/wDUx9n6nf4U1f8A6u8n/D/814/yFqP9Xl9v/FL/
AChj/wBTH2fqYvq+nXVhevBctzc/GJAa8g3fffOX1+kngymMzZ533u20+aOSFxa0f/jr2P8AzERf
8TGR7P8A8Yx/14/eF1P93L+qfueoZ6i8m7FXYq7FXYq7FXYq7FXYq7FXYq8K/KHy9pOr6zdtqMC3
KWsIeKF90LM1Ksv7VAOh2zk+yNPDJkPELoPe+0GryYcUeA8PEeb0OaX8tYks5G0qzKX0721uy2KG
skcgjavwbDkeubgz0oAPDH1Gh6fg85GOuJkOOXpFn1nkRfeuL/lqJb2E6XZCbT0eW6jNiilUjNCw
5Rior0ph4tLZHDG48/T+xFa6onjnUyAPX3/FMNM0TyRqdkl5Z6PYvbuzqrG1iG8bmNuq/wAynL8W
HBkjxRhGv6ocfPqdVilwyyTv+seovvRX+EfKf/VlsP8ApFh/5pyz8ph/mR+Qaf5Q1H+qT/0x/W7/
AAj5T/6sth/0iw/804/lMP8AMj8gv8oaj/VJ/wCmP63f4R8p/wDVlsP+kWH/AJpx/KYf5kfkF/lD
Uf6pP/TH9bv8I+U/+rLYf9IsP/NOP5TD/Mj8gv8AKGo/1Sf+mP62m8n+UmUqdFsaEUNLaIH7wtcB
0eE/wR+QSO0dQP8AKT/0xfPnm7TbbTPM2o2FqCtvBMyxKTUhTuBU+FaZx2rxiGWURyBfROz80suC
E5cyHsfkRbhtO1FbZglw0MQhc9A5V+JOx7+2Zvs5d5q57f7543tUgThxcrN/YjY9M87/AKT0eWXU
FNrbwrHqka8Qs0pSTk4HHsxQDpXrTOgEM3FGztW/2uOc2l4MgEfUT6fIWNufvSqTSPzV+pShdSj+
ssf3NXjbjSOXuIYf22j616ZV4eorm5Y1HZ/EPQeH3Hvj/SPS/mz/ADZPPOxV2KpL5k0rX7+NV0rV
Dp1Ip0ccQebvGVibl9peDGu2Y+fHOX0mubnaLPhxn95Dj3H2Hf5sVbyL+YX1d4h5skLNF6av+8BD
+oHMlQ1fsrx+k/Ti/lc38/7S7UdqaO78Ac/Lu5fjuZJ5S0TzDpa3h1nV21Rrh1aBSCBEoBqFJ33r
+GZOnxThfFLidbr9Thy8PhQ4KG/mk3nr/jrw/wDMOv8AxN8472n/AMYj/UH3yc/sr+7P9b9ASjR/
+OvY/wDMRF/xMZqOz/8AGMf9eP3hzNT/AHcv6p+56hnqLybsVdirsVdirsVdirsVdirsVdirxz8i
v+Orqn/GBP8Aiecz2F9cvc9n7Uf3cPefudP+cPlNINeKeVLy5Hli6WIxW0KyVBkLPOAKKiLLbycm
3X4BU7jN/wDl8f8ANGzyv5nL/OO/6q+5A6j+d3lGz1nzFp6eU3M9hZfXr13aKJ5knMTSRuFDkP8A
v02qd69KVL+Xx7+kb8/iv5rLQ9R9NVvyrkmPl38+/L8mn2Kw6Dc2q3MVxctbRMsjRlbmSJl4gB3d
5EZyFX7PJt+L8bIQERQFBqyTlM3I2Ux8kfn35d8z6bBePavprT6j+jjDPIrFF9ASi4ZgABHyZY69
mZf5hWQLAil+u/npouk6TfX36OluprGWGJrKG4tHnb1mID+kkrzIoA/3ZGtT023wrTM9H8yx6nfy
WYtpLWSK1t7p1nKrJ/pK8gqoCSwT7LOPh5VUEkGihOcVdir5v/MP/lNdX/4zn/iIzidf/fz976V2
R/isPc9W8lC8OkaoLIgXpt0FsTQAS8JOH2gw+1TqDmX7M/Vl98f988h2zzj8f0MU8v8Al7/nIK3s
dJTUdft7i5TUJZ9QBaEg2pUcYeXo8j8XPpWnJRSg+HqnSmk6t/LH5tSaDNZ6l5jMV/czJW7tJIF9
NG9QzsHe05cApQJGgRuSk+oA2xVNNS038ybqG8t7XWILT1bxP0ZcQxR+rFaLzYvJ6pnV+sYI4kuF
P2OdUUJfrXlH80bi6129sPNLwvLJGmh2YjjSGOKsbvzoTT4qryIZqA0+1xxVN7fSfP1kl1D+kl1G
K2s7KHSpGKQSy3Cufrcl27R3AJZUShVOjMKcvixVX8z2n5gTeVL6LR721j1+W0CWrrEQqXTSVdle
RyOIjPFarUH4t/s4qwfy75d/P+DzboVzrOswXGiWycdZiSRKSmkihlQRKdlEdd/tVOBOz2HChg3n
r/jrw/8AMOv/ABN84X2n/wAYj/UH3yeg7K/uz/W/QEo0f/jr2P8AzERf8TGajs//ABjH/Xj94czU
/wB3L+qfueoZ6i8m7FXYq7FXYq7FXYq7FXYq7FXYq8c/Ir/jq6p/xgT/AInnM9hfXL3PZ+1H93D3
n7ktsPz08wz62dLg/LO6FrdXX1S4ukMxTg8oRpZALPiy1kJILfOlc6W3jqZL55/MKfy/e2cEXk06
u+pPeCeWJJlVUs5pEUyF7WtZB8QJHD4iQzJSRiikDP8AmvrFronlmRvIM0cWv3E9rd2NaC0jjdUL
yIIOjrJI3F1XYGvXBa0mHmn8yrny5rWp2Nv5Gvb6CzFvGNQt4x6dws0YYheEb7IqU3/l7bYVpkfk
rzRD5usdTW50WTT4LC9e0SC6UMk8aBXS4QMijg5b4evzxQyritQ1BUCgNN6eGKt4q7FXzf8AmH/y
mur/APGc/wDERnE6/wDv5+99K7I/xWHuet+QEWSxv0c0VoolY+AKuDmX7M/Vl98f988h2zzj8f0P
nLyLp/5FQeefLiafqeuX2pjVYhaSGKCOH1I5lW3E3L4jHIyhhwFaGjU7dTs6c29C886f5I1rztoW
n3MutJdpYyQ2Y05bJbcRXs7WsheW3lRQzvcKn7sUG3OoJwsRyVotD8h3nmTy5bW02t2o8l30Ol20
5t3uILm5WVrgoz0lcK3EFjQAKy9ABRVR0/yv5IvFNq3+Jo5Lu/1CGG9uVlEkHpwpNOEET/EHT4UH
BmqHoqmtCrer/ln5PjENiNY15IbrTksOUimJ+EEjXnLhcLDJyZrZhyKlQu3gQKW3oP5Zfmnofm/S
rU6ZbXkcccr6eZLxY0cy20EcpYhJJdmV/HY9e2EFSKZ9ih2KsG89f8deH/mHX/ib5wvtP/jEf6g+
+T0HZX92f636AlGj/wDHXsf+YiL/AImM1HZ/+MY/68fvDman+7l/VP3PUM9ReTdirsVdirsVdirs
VdirsVdirsVeOfkV/wAdXVP+MCf8Tzmewvrl7ns/aj+7h7z9yCf8v/zDuvMcWpt+Z6myt9Re8fT4
XZEC8kllgbhIoZViRfgccQCdgCa9LTxtsl1ry3faxrimy87GztbcSfW7WzvZ0dfXu5ZQxT6w55el
MIVJYKOqKoWNVK2mEvlfVTruoXlv5yuIprq6gaG0V4mSCLkPVgWGQSryeJQFalaitOtVC+38l6lJ
LK0fmu/c3GpxasEFx6gjtFYOsCAihilMe4pxoSADT4lVfXNMvLnTkgt/M5N3DJOTdTyxQsji3ZeI
FosA/dseZDg039sVY/5f8ma3p3nrUtevfOp1DTbm6lvoNKkuZfTtrd5JaKqGVk4qHWMbBdvlikl6
JJrmixSpDJqFsksknoxxtNGGaWoHpqCalqsBTrihEwXFvcJ6kEqSp05owYfeMVfOf5h/8prq/wDx
nP8AxEZxOv8A7+fvfSuyP8Vh7nrXkKb0LDUJipf0oon4KCWPFXNAACScy/Zn6svvj/vnkO2ecfj+
hbd+Y4LDT7O6tvJ9w91JG00NtHBGvGUW5kVVkVWCszxrCC3E1p7Z1bpEp1381JtN0u01xPJGpXl5
cC2V40h/eoLi3Nwf3nBuQjK8Gp0PWm2KaR2g/mgmraDPqzeV9St7pfrDxac1uWnlltVSi7LRGfnR
edOmKKS7zD+c9vortHaeU9SumtntoqJEFCpdwmdmT0hNUR8VVwv7Rp1GKaRtl+Yx1Py9deYp/Kly
radcXNv9XlVTOY4YBIskRdF/vmYIBUb13rsVCG0r80Ybi8vo7LyXqMbWUAu0KwIskpntTclUCgrz
JjWJ6N9orucU0itR/NnUbH1y3k7WJo4Y2k9SKKodhefVfTXkF+LiRJ4U798UNad+b017rQ0seVNX
jJv/AKh9YaEiMLy4tcEmn7pepPhimkX56/468P8AzDr/AMTfOF9p/wDGI/1B98nf9lf3Z/rfoCUa
P/x17H/mIi/4mM1HZ/8AjGP+vH7w5mp/u5f1T9z1DPUXk3Yq7FXYq7FXYq7FXYq7FXYq7FXjn5Ff
8dXVP+MCf8Tzmewvrl7ns/aj+7h7z9zn/KbSTeIlv5OeKIfpOdLj9JNGFuLqNIvsq/JROildqlKK
fGnTU8baWaN5DubPWJZG8hSResdOtJLuPUZpAbZo4jcMOU0ZBha3jVSFqaHlQYFREXkPVdL893s9
h5VL2ss8+qxaitzyV7/15Pq6yLM8hCsvGSQrQCtKcgMKovyjp3mWLXdVuZvKM1jd6TC1n5bvmu5W
NxZ27TSQQSvLJKoVmCLT4RRz4bKlEy/l2jziR/KBY3Ml3eSSjU2R47m/tzDNVVfiK8FBpyCruKkl
VUIW2/KTRdL0e9ubfyxJPq9tCbKysPrcnoS2/wBeE6kSBga8x6vQUFF7Y0m2PP8AlRPb+YNO1m28
jGO4/SlveyCPU5HSEScZp5uBCD91Ii/BU16D7JOCltnH5d6b5g/SOmXWqeUItCFraXEPqLdeqYzJ
LsnHk3L4Y1IPYMVFKUwoee/mKrL521cMKH1q/QVBH4ZxPaA/fz976V2Ob0sPc9X8jxvJpepRo0iO
8Eaq8JAkBKOAUJ25DtmX7M/Vl98f988h2zzj8f0MMOt3OkeSrq3udI80XcEunW9B6hkuYnN28YWO
WNifV/ehn/aACqdwadW6VIba+k8ueZbae203zVqEGq3sMkJuZZY4IVRlPIlAwMVJSrVH2ep3IwKp
6j5gutb0Pgunebl9bRY4biRX9KTjbagUjQKsaxtcyVNSdynvXFUfb6slrq1l/o3my6WfVbQhXmLx
IXtouDuOB5QqJeBOwNO5GFWU+V47bVbazjlt9c0m01XTnkdLxpVX1pb7ifVC/CszBh6f/FZoQQBR
Qx7WNWsV83S6bF5X8wXDz6zbrNfLc3RgaKF5LdX6yq0CyRNI6sKfF8qKU3sPOl7BqsVumleYLeWO
wfUD9Y4KkvC5lkaCYyRyVmdOSgDsfhIIVgoT+5/NW/tdbTSp/KupLy1GDT/rqoZLcpKSslwrxq/w
RN15UqpB9sVV/PX/AB14f+Ydf+JvnC+0/wDjEf6g++T0HZX92f636AlGj/8AHXsf+YiL/iYzUdn/
AOMY/wCvH7w5mp/u5f1T9z1DPUXk3Yq7FXYq7FXYq7FXYq7FXYq7FXg/5S+ZdJ0TWboalL9Xiu4g
iTMCVDK1aNTpXxzkuydTDFkPGaBD33b+iyZ8Q4BZieSZXXkryVcXUt0fzAvRPOLwSE37FQLxJEoi
c+CiNpmddq16k50X57B/PHzeQ/k3U/6nL5LD5E8imztLT/H14sVs1keS3wDkWPqcVBqQocyBjsaM
oIp0x/PYP54+a/ybqf8AU5fJV0Xyx5F0HR7nSLPzzdendNK8szSwyufVSJeJYxt8IaDlQEE1IrkT
2hgH8YZDsrUn/Jy+SYWtr5DtZhdRecbqS+E1tKLq4n9ZgLWH0VQK68PjX+82+I/RR/lHB/OC/wAk
6r/U5KOtaX5D1bXr/WZPOt5ayahFBFJbWtwYoVEBjb4F4mnMwLy77tvvj/KOD+cF/knVf6mV1/pf
5c3l5ZXLebbpDZy3cgVblqSLepxZHqN+BClPClOmP8o4P5wX+SdV/qcmk0z8vhI0knnK9kLNp7cf
rTooGmoERQqBV/e0Jl2+KuP8o4P5wX+SdV/qZZpB5+8mw20ccmuRXDxIFed6epIVFC7CNEXk3U8V
A8Bj/KOD+cF/kjVfzC8L84avBrHmbUNRt6+hPL+6JFCUUBFND0qFrnJavKMmWUhyJe+7P05w4IwP
MB695MmuYdH1WW0i9e7jtke3grTnIqSFV2IO7UGZ/sz9WX3x/wB88X2zzj8f0PLo/wAtvPuoeXxq
91b6xD5jh01La2sBexBJPSuXAjlkf4xJ6QT4+4P7JHLOqdKz3y/5J16dLvSdZF5DYKw+qXBuI54y
EjR/iVgkqnnMwj48gPTNWB4ElCZ6T+U1vp3lxdCXX9VeFECR3AnCSgLO89SyrUk8wh/yVHGm9VVa
4/K60mvBd/prVFmN7BfO31l9zAjosVK04fHWhB361xVSt/yms4reJJdc1S6mhszZxST3BK7yvL6j
IvEFh6nAeCfCKb4qn+peVhqVvp0d3qF00um3IuY543MLSFQyqJRFwDcQ1fCoFQRUFVi6/k5FHfC4
i8x6r6JsW0+S3edyJEeQyNI7o0bGQ8qch2xVFJ+VlLpLh/MmrOUv7fUKGehZreAQek5A3jfdiNtz
vXFXeeSDq8VO0Cg/8G+cL7TH/CB/UH3yeg7K/uj/AFv0BKdH/wCOvY/8xEX/ABMZqOz/APGMf9eP
3hzNT/dy/qn7nqGeovJuxV2KuxV2KuxV2KuxV2KuxV2KvCvyh8vaTq+s3balAtzHawh44X3QszUq
y96AdDtnJdkaeGTIeIXQe99oNXkw4o8B4eI82aTrp6xae6eTbPldXDRXMbWycoohMsSyf3Vfi5bV
A+7NlIxqJ8GO5325CwO50kTMmQOon6Y2PUdzRNc+jr/9E20Mjx+ULKVo7ua2Ci2XdIlVhJ8US7MS
RtUeBOOWUIixij9RHLu68lxeJIgHPMekH6u/p9TK/wDCPlP/AKsth/0iw/8ANObP8ph/mR+QdR/K
Go/1Sf8Apj+t3+EfKf8A1ZbD/pFh/wCacfymH+ZH5Bf5Q1H+qT/0x/W7/CPlP/qy2H/SLD/zTj+U
w/zI/IL/AChqP9Un/pj+t3+EfKf/AFZbD/pFh/5px/KYf5kfkF/lDUf6pP8A0x/W7/CPlP8A6sth
/wBIsP8AzTj+Uw/zI/IL/KGo/wBUn/pj+tbJ5O8pOhRtFsQGFCVt4lP0FVBGA6PCR9EfkEjtHUA3
4k/9MXz75u0220zzNqNhagrbwTMsSk1IU7gVPhWmcdq8YhllEcgX0Ts/NLLghOXMh6d5Yi1h5E/R
bFJRGPUc04haD7VQRmH2dDUyzS8A1Lr3fG3mddLEB+85Wyf6p55/5bIfuT/qnnQ+B2p/qkfs/wCJ
dT4mk/mn7f1u+qeef+WyH7k/6p4+B2p/qkfs/wCJXxNJ/NP2/rd9U88/8tkP3J/1Tx8DtT/VI/Z/
xK+JpP5p+39bvqnnn/lsh+5P+qePgdqf6pH7P+JXxNJ/NP2/rd9U88/8tkP3J/1Tx8DtT/VI/Z/x
K+JpP5p+39bvqnnn/lsh+5P+qePgdqf6pH7P+JXxNJ/NP2/rd9U88/8ALZD9yf8AVPHwO1P9Uj9n
/Er4mk/mn7f1uNr55p/vZCfoT/qnj4Han+qR+z/iU+JpP5p+39bFNWTUUv5BqBJutixNDUdqU2pn
Ka+OYZT431u305gYDg+l2j/8dex/5iIv+JjB2f8A4xj/AK8fvC6n+7l/VP3PUM9ReTdirsVdirsV
dirsVdirsVdirsVeOfkV/wAdXVP+MCf8Tzmewvrl7ns/aj+7h7z9yJ88/m/5z0DS3u7DynLeNJd+
naFhMQ9o5mWKZlRKqzmENwrXiwrSudKXjQEHbfnX54lu723fydPGLeQRQS+ncFJCrFZWDcOJ4fDs
G35ddtytKtv+dXnO6utShtvJVywt9Os7qyLCcc7m5WL1Im/c8yqPOVqqfsEtxB+ELTIvOPnrzjo/
kWDzTpmhxXTqitfaZM863FZZo4ovQRYizV5liJAjBe1ajCoDAbL/AJyC/MW4EMj+R2jhktrqViGm
ZhLBHO6RlAnJC5gAowrvt1GC00EZon53/mRq2p6LpqeTltJNYWQm5uDdrFbsJJIlMpEOwrHy671H
2euNop7XZ/XPqcH10Ri89NPrIhLGIS8Rz9MsA3HlWld6YUK2Kvm/8w/+U11f/jOf+IjOJ1/9/P3v
pXZH+Kw9z1vyAJTZXwhIWUxRCNj0DcXoeh7+2ZXs3d5q8v8AfPJdr1xRvlZ/QiodN88fXNDkm1BT
FaqBq6LxCzM3Op+zX4BxHapNc34hmuNnlzaJZtLw5AI7y+jy5efXdLp9I/NL6oFTVIWm5V6ryAKT
7FhHGDRmi3p29jWo49RXP8buTHUaDi3ga/6R8z/S/HKdRCQRIJDWQKOZ8WpvmxF1u6GVXtyXYUOx
VKPMX+J/Tj/QXocgspnEw+In0yIghrxB5mpqO30GjP4n8FOZo/As+LfSq9+9/D8dWJPbfnUYEC3d
kJfRPNlWP++MrUrVaU9OnT2265iEarv+524n2Xf0zq/PlQ/SyPyunnZbi5PmGS3e3KRfVlhA5hwv
7ypAAoTmRpxls8dOt1x0vCPBEuLe7+xJvPQ/3Lxf8w6/8TfOP9pv8Yj/AFB98nP7K/uz/W/QEp0f
/jr2P/MRF/xMZqOz/wDGMf8AXj94czU/3cv6p+56hnqLybsVdirsVdirsVdirsVdirsVdirxz8iv
+Orqn/GBP+J5zPYX1y9z2ftR/dw95+56CfzG/L4SemfM2lCTn6XH67b19T+T7f2vbOmeMpEaj528
m6Zw/SOu6fZ+qZVj9e6hj5NbyGKZV5MKmORSrjsQQemK0wb8wtN0Hzhc+XtT07zxbadbpcelapBd
qYr+T1o+cKtHKvJuIZaJU1IrgSw3V/yG802kEVtcfmI9JLtZbWe+lmikkcosfoiszbtxWlCT02xp
Np5oP5fapZvrV/Zee0urbVNRF3bMbouqWtm8sxh9TkwV0LxmRlBHEFaCvLFBKf8A5oeWdI83aWps
PNEWiagwhSfUY7tuBtEk5cfRWVIyTMy0fZu3KmxKgpZqf5d+a9e8tTaRaedImvTZ6dbT3EHMvG1k
AVl9SOXnWflKXqPi+Gn2W5K2zfyB5Mj8q6DDZyTNd6m8cY1K/Z5X9eWNeIekrPx27DFDxX8w/wDl
NdX/AOM5/wCIjOJ1/wDfz976V2R/isPc9d/L2v1S9o3E+nDRttvhffcHMv2Z+rL74/755DtnnH4/
oYp5a1fzrqujSLaecbG41CC8hgMqyWzxhxbos6SSfVWWVTLBLKsUQRyr0MiUqOrdKpXmsebruLUD
pnm6wjig1e8SSf69AxCI1xcQWyKLaXh6VvGvqISzNxY/ZWjqsh8y/wDK0bHy9qslnqmn29+95DHo
89yPgIuLhIlRwY2CcufCNPiJY1Lj7IUBNNeuvN+k6deaneavpiWMHpvGjQtYen++Tae9mlvY+BTk
jcbYE1qvE4qx3yto35qH8zJtd1LVUvPJl1bKLa3gn5QmQwR/vo4dwI2dWK/ET8QwJ6PUMKHYq7FW
Deev+OvD/wAw6/8AE3zhfaf/ABiP9QffJ6Dsr+7P9b9ASjR/+OvY/wDMRF/xMZqOz/8AGMf9eP3h
zNT/AHcv6p+56hnqLybsVdirsVdirsVdirsVdirsVdirxz8iv+Orqn/GBP8Aiecz2F9cvc9n7Uf3
cPefueY3Fh5Dt/MCvb/lxrV6W1dovrM1zcpGUMqss6KisDy4NVWoKDZiQePSvHPQfzM0vSNb1uzs
L/yhda1cqt0Le4F/ewlRLfzR8B6sBej8A+w4JET6ZZFjLKLVB5S8uWd3Fo48jX0mh+WdSjfR5FuF
ZjPd3CMJUWdkZovUj4tykK8KV3rRW0z1KwstWa1iuvIAW30nX0i01bWeKJH5UWS8CxLGp9NFLMte
qU5bHCqHvPI3lLQPK621t5avoLOT69FJaXF2fVaO5syJirW73IJdV4r6h+E19sVtiPl/yf5W1bzj
qXlW88m31ppdnz0SHU5ry5Cz2kNzJLG0YEUY3ktw/wBs/DtU7YE29t8s+QfLnlrUdR1DSo5Y7nVf
T+utJNJKH9HkI9nJpwVio9uuFiyLFXzf+Yf/ACmur/8AGc/8RGcTr/7+fvfSuyP8Vh7nrv5eKr2t
4jCqskII8QQ+Zfsz9WX3x/3zyHbPOPx/Q8g0T81vyBv9U0zQ7PyteCWXVYprGV7azIS5mmHElvWZ
uAZtxvt451Vum4Sy3zP5u/KnRtX/AEXqWm3U13q/r6tJJb/VpgFsRcQmMPHKQgaOKaPgm9GZWoWf
CikPJ57/ACbvB5ftj5Ue1/x3dQFGWxtoDLJDfIyG7ZGBlja4VWNOYYfPAmiidY86fkpZ6vqNg2ht
aamuow6ReXtnYRQTyXErmTiLheEpVjAOTA13BHiFFF6D5B85+XvN/l5NU0BHj02KRrWOORFjKmEA
UCqWAWhFMKCGR4q7FXYqwbz1/wAdeH/mHX/ib5wvtP8A4xH+oPvk9B2V/dn+t+gJRo//AB17H/mI
i/4mM1HZ/wDjGP8Arx+8OZqf7uX9U/c9Qz1F5N2KuxV2KuxV2KuxV2KuxV2KuxV45+RX/HV1T/jA
n/E85nsL65e57P2o/u4e8/c3a+cfzMju0SXXvLdypm1SR0Lulbe0iCxhQo5fupFZ5T/KdumdM8aj
dV/MLX9N0hb6417Q0je0tZRfsJWtfVdyWCBKu/qICKg/D8Pw/EaKFLTfzG119Snin13RWH169tba
2lcxu6xcTAg4K7eooJ9UGlKihOKqlj5/1ibSo7+TzXoDRpp/1qaSJXCFvWSMNydhx6SJQru37I6B
VQ0v8xfMU13rsEmvaHdf6e1poIhnXmnqPcQ28M4VG/esyK4/ZPEiu+KSkGj/AJqedbV4Idd806CZ
ZdPnnFORrOtzJGJA0cSp6UccRqOQJYU2G4C0zrXvPF/p9hY3cmraZZ2+pyM+l3EshpdxPEXiEdU4
oQzRjevJSelNyhj/AOXPnzzjqfmfSNP1LzHomq2d3ZTzzx2RIuJJElmVWiUIF9NRGqtv1BwJIYj+
Yf8Aymur/wDGc/8AERnFa/8Av5+99J7I/wAVh7nrn5fu6WV86IZHWOFljBoWIVyFBPjmX7M/Vl98
f988h2zzj8f0MJ8qeZ/znn8y6Tb3nkGz0jRZrhxqVwqryjjZuayIyyDiVRkU1Q8ip9wvVOloJl58
8wfmnazwDQ/J1rrFx9QQy3V1CtBcSS0eIKk8lAkXKqiUj4vt7cSqKSbTvM/59XNzIb3yRpiCC3V9
OkkhdeN3I8JlXkJpGVd5DUL2FWx3XZk2ia3+ZV/J5mj1vyzbWi2lq0+iOIvU+sXgiK8WrKwahAXt
yHQ0woQGpeYfzitNX0230Ly5aJoc8Ej6jc/V2WRJklnjQrGJk6wQwsFKndqV8FOz1eBpGhjaUcZS
oLqOgam4798UL8VdirFtbHLzXaL6hiDWxBlX7Sg+pUg/s/PtnLdoi+0IC+G8fMdPr+Xv6O30v+Ly
2v1fqSdxInme1jeeS4Ec8ASSVix4llbYntvtmnmCNdCJlKdThRkb6g/JzRR08iAI7S5PQc9Bebdi
rsVdirsVdirsVdirsVdirsVeOfkV/wAdXVP+MCf8Tzmewvrl7ns/aj+7h7z9ynpUBi0zXLbWj5aj
1NrvVl8tzNFGI19MgypLGY0RvidvUPKvzrt0zxrHvP8AeXUnlKaWxuvLU2lxT27h57chPqsivC/N
Wjlo0s0KfZJoAKGlCQVCM8t6Vcaz+krF7Ty5eazbT6jG6wQFmS5njV4fUqsS+r6sc3qnkdqe2FUs
+uto+sahouvy+VrPSrCztY73TWiXkn90zpKsUUrlGuHUqCStOtOmBWeRaJpbai0qjy8RPeSNb3TJ
Jy+sWih4TwckeogM7kh6bDrUkFDBPOGjWVrLJfsvlKOwttNtxHM0QcLLcXFJh+4jZRDJylVPc79C
QEhFWGq32u2ZtDceXb6LT9R9C3gkjThbq9o8wihV14hjPac/dB81wqmv5V21onmjQ1nPln9KRWF9
6qaRGBN/vVIitbmMBBDs/Pp8RNOuBSx78w/+U11f/jOf+IjOK1/9/P3vpPZH+Kw9z1z8v5Eis76R
zREjhZiBUgBXJ2zL9mfqy++P++eQ7Z5x+P6GG6X+aGm3GhfXY/M96bOa0qJ5dPcuki3TpI4moFO0
yIAE5fByHhnVukpNoPPmhvrs0dp5rcepqFzE9rcW8kkMfoW/qNGkrMoRUVGkblyqTsAoxVT1n8w9
J0jQDeXPm2eVLaO1lmvYrJHQmWcx0ZUH2iYmDxhhxr047YrSMvvMF4mi6nfN5uVYo5NXZbmG0jZ7
eC3BZYuFVUyW3pmhNWcGtKbhVhehebtY1PzbqFhZ+fJltRb2MkIuLRYkiJhhkDF5VaolJPNTQ9QT
3wJZNf8Am0aaLe3l85SzXkUN7dTCPT/XRksEAlEqxsXQo3xsvKpFKAftFDMPKn166ilv01ltSsbx
VEYmREntnRArIVT4AwepZWWtTTtiqV+UfJvnzSdcgvNY82SazYR2slvJaSx8C0rzNIktVYJVVIT7
NdvoxSj9fSJ/NFqkqNJG1sQ0a+pVv7zb90C9D3oM5TtSMZa+AkCR4fIcW/1/zd/e7fSEjTyI2PF5
eXfslLlP8TWipCIFjlt0CAyHYFaV9UI3T/JH8c1EiPz0AI8IEoCvV5fzgD9g/S5gv8vKzdiXd591
h6DnoTzbsVdirsVdirsVdirsVdirsVdirxz8iv8Ajq6p/wAYE/4nnM9hfXL3PZ+1H93D3n7kzbyr
qUou3vIPLVzftdak9qZIABGk0JjALAks4qFn5L8Q+89M8YoX/kHzXrNhFHPYeW7iE2trBDygkeEC
KWN5GEamnBlU0VX3+HwxVF6p5C1lNftJ9C0bSYdJuTLda/DcVMsl9xkEMsUgViPiarNStD0qMVSW
7/LPzhqXnTWb7VdI0K70vUILWMTyxBppHiktWm9Siq7BhDJxqwp8PhTAm04h8r/mZFrMF3Ha+Xre
3iuruVvQhZZWjljjWIluC0dnRmlO/anQUKF975F81XnlmOwu7HQLy9ECCb17RvRaVb0TMvpqxVo2
iLkVofUPKu5oq1pvkLzNZXoa307y/bWkl6084WGVnEHB04V/adgw3J+Hfqvw4q15F8k+btK17Sb3
ULHRLS0i06WG+XT7ZIplu/WdlETKF/dOktae24qcUvPPzD/5TXV/+M5/4iM4nX/38/e+k9kf4rD3
PRPLWvnSRXgJYpkQSJWh+EbEHfxOYHZ3ah0mSRrijLn8HntbpPG60QncfnTTI4xHHpqpGAVCKUC0
NKigXpsM3X+imH8w/P8AY67+SD/O+xd/jiw5FvqA5MeTHktSacan4evHbH/RTD+Yfn+xf5IP877F
r+ddNc1fTlY+JZT0/wBj74/6KYfzD8/2L/JB/nfYu/xxYcOH1AcN/h5LTcUO3Hwx/wBFMP5h+f7F
/kg/zvsU084aQkplTS41lYKGkBQMQtONSFrtQUx/0Uw/mH5/sX+SD/O+xe3nbTmBDaepDBlarKah
/tA/D+13x/0Uw/mH5/sX+SD/ADvsVP8AlYFv/wAsh/5GD+mP+imH8w/P9i/yQf532O/5WBb/APLI
f+Rg/pj/AKKYfzD8/wBi/wAkH+d9iR3evpd6ut/cwJLGg4rbFvh4itATTfc16Zo8/agy6gZZxEoj
+H8fN2GPSGGPgiaPe1b3sd35htJ1URK08AWPlyoFKr1oPDwwYtQMushMDhHHDbnyoLPEYYJDn6Zf
pek56Q8u7FXYq7FXYq7FXYq7FXYq7FXYq+fPy11jXNM1a5m0uzW/X0K3ds0iQkoGABV2/a5MAAAa
16ZxvZ2aeOZMBxbbjk+ids6fFlxgZJcG+xq/sTTV7HTbkteXvkOe4DHU1LpfPcKjXlIb5iEjkCVK
GhO1alc3Mu08oF+EevW+XPkHnYdjYCaGcXtzjXPcc5J5on5kajDp8a6R5Ou5LAkiAxzzzRjiOPGM
mFwqrx+yuwyEe18khYxEj8f0WyfYGKBqWeIPmB/xSj/yvn/tR/8AT1/15yr+Xv6H+y/Y5H+hX/bP
9j/x53/K+f8AtR/9PX/XnH+Xv6H+y/Yv+hX/AGz/AGP/AB53/K+f+1H/ANPX/XnH+Xv6H+y/Yv8A
oV/2z/Y/8ed/yvn/ALUf/T1/15x/l7+h/sv2L/oV/wBs/wBj/wAed/yvn/tR/wDT1/15x/l7+h/s
v2L/AKFf9s/2P/HnH8+TQ00Oh7E3Vf8AmTj/AC9/Q/2X7F/0Lf7Z/sf+PPMtX1S41XVLrUbgATXU
jSOq7KK9h7AbZosuQzkZHmXqNPgjixiEeURTNLTS7+8WZrWBpltxymKivEb7n7s5/HpMuXiMImXD
zdNkzwhXEavkqS6Hq8ThJLSRHMgiAK9XanFfprtkp9n54mjAg3XxLGOqxkWJDlbk0PV3TmtpIV4N
JsN+KEBjTrtyGMez85FiB5X8B/ap1WMGuINXejaraI73NrJEkZCu5X4QWAIFRt0ODNoM2IEzgQB+
lcepxzNRkDapb+XtbuFjeGzkdZUMkbAbFRTcV+YyePszUTAMYEgix7mM9ZijdyGy/wDwxr/AP9Rk
4txpsK/GeK7Vrucl/JOpq+A/28kfnsN1xBYfL2th/T+pyl99gK/ZNCNu9dsiezNRdcBtP5zFV8Qd
H5d1uSMyR2jsiokhpQnjJ9ggVqa0xj2XqJCxA1QPz5KdZiBoyH9jY8t68SR9RlqGKUK0JZQWIHjs
p6YR2Vqf5kudfj5I/O4f5wWpoGsvH6iWcjJwWWqivwP9k7eORj2bqCLECRQPwPJkdXiBoyHOvk3Y
Wtxa6/aW9whjmjuYg6HqDzGHT4ZY9TCMxUhOP3hGWYnhkYmxwn7nteetPDOxV2KuxV2KuxV2KuxV
2KuxV2Kvn7QNI8+6HLcyWuhzSG6ga3kEsMhHBiCaBSv8veo8RnHYMWoxE1A7iuRfQ9XqNJnAEsg9
JvYhPNQvfP8AJHZRWmh3AW3mF9MXgkUtctI8siDi5/c8pKAHcgb5k5J6ggAQOx4uR58/lu4GHFow
ZGWSO44fqH00AOn1be5daTeb7TTbYr5ba51SGVGpLp/p26JE0zJxWKRULBp+SlYkpv8Aa64YHNGI
/d3MH+Zt17j59w+KMkdNOZ/e8OMjpO5b8PeLr01vKV+TDn8kecGdm/Qt0vIk0ET0FfCua46LN/Ml
8ndDtPTAf3kfmt/wN5w/6s13/wAim/pj+SzfzJfJf5T03+qR+bv8DecP+rNd/wDIpv6Y/ks38yXy
X+U9N/qkfm7/AAN5w/6s13/yKb+mP5LN/Ml8l/lPTf6pH5u/wN5w/wCrNd/8im/pj+SzfzJfJf5T
03+qR+bv8DecP+rNd/8AIpv6Y/ks38yXyX+U9N/qkfm7/A3nD/qzXf8AyKb+mP5LN/Ml8l/lPTf6
pH5s4tdL842YmW0tbqFJ9pQqMOQFaV2981WPSa/EZeHGcRLntzdJkz6adcUomldofPzS+qUvfUrX
kAw3pxrt3ptlhh2mZcVZL/AYCWjqrhSnHY+eI1ZUgvFVlKMArfZYliPpJyEcHaMRQjk5V82Ry6Q8
zBua189zqVmjvpFYcSrByKUpShw5MPaUxUhkI+KI5NJHkYD5Nw23nuBFSGK8RVXgoCtstAKD/gRh
x4u0oCojIBVfD8BZT0ktyYNiDz4AR6V5RmVzVWPxJTidx24jCMfaXdk5g8u7kjj0nfBsxefzJ6hS
+5b70buCD+vEw7TJust/FeLR1XodHF5+i48I70cVWMDi32UNVG/hjGHaceQycgPlyWUtGeZg4Q+f
RKJRHehxyNeLft7tt03xEO07usl7/bzXi0dVcFIWHnYI6CC84SKEkHFt1UkgH2qxyv8ALdo0Rw5K
Io8+TLxtLd3DZuw0HzI2s211c2VwSbiOSaV0b+cFmJw6fs7VnURnOE/rBJI81y6rAMRjGUfpNfJ6
3npjxzsVdirsVdirsVdirsVdirsVdir/AP/Z
uuid:10d0d253-833b-4b4f-a0d6-26b21aa62c93
xmp.did:8c8a5583-cf84-9c4a-a429-845770a0c24c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3788d526-e748-45e9-82a8-fc3ffe4a40b0
xmp.did:bcff957d-d255-dc44-a71e-cd0931a99b67
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:51cb191b-9453-2f43-b1ec-b313cfdbc8c2
2016-07-27T16:33:53+09:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:8c8a5583-cf84-9c4a-a429-845770a0c24c
2017-08-02T17:14:42+09:00
Adobe Illustrator CC 2015 (Windows)
/
Print
False
False
1
210.001556
297.000083
Millimeters
HGPGothicE
HGPゴシックE
標準
TrueType
Version 5.02
False
HGRGE.TTC
HGSGothicE
HGSゴシックE
標準
TrueType
Version 5.02
False
HGRGE.TTC
HGSGothicM
HGSゴシックM
メディウム
TrueType
Ver.2.02
False
HGRGM.TTC
HGSMinchoE
HGS明朝E
標準
TrueType
Version 5.02
False
HGRME.TTC
HGGothicE
HGゴシックE
標準
TrueType
Version 5.02
False
HGRGE.TTC
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ブラック
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK グリーン
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ブルー
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK マゼンタ
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
グレー
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
輝き
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
カラーグループ 1
1
C=100 M=98 Y=16 K=0
CMYK
PROCESS
100.000000
97.999996
15.999997
0.000000
C=0 M=94 Y=100 K=20
CMYK
PROCESS
0.000000
94.000000
100.000000
19.999999
C=67 M=3 Y=100 K=0
CMYK
PROCESS
66.999996
2.999997
100.000000
0.000000
C=89 M=10 Y=96 K=0
CMYK
PROCESS
88.999999
10.000002
95.999998
0.000000
C=85 M=91 Y=0 K=0
CMYK
PROCESS
84.999996
90.999997
0.000000
0.000000
カラーグループ 2
1
C=100 M=98 Y=16 K=0
CMYK
PROCESS
100.000000
97.999996
15.999997
0.000000
C=0 M=94 Y=100 K=20
CMYK
PROCESS
0.000000
94.000000
100.000000
19.999999
C=67 M=3 Y=100 K=0
CMYK
PROCESS
66.999996
2.999997
100.000000
0.000000
C=89 M=10 Y=96 K=0
CMYK
PROCESS
88.999999
10.000002
95.999998
0.000000
C=85 M=91 Y=0 K=0
CMYK
PROCESS
84.999996
90.999997
0.000000
0.000000
カラーグループ 3
1
C=76 M=77 Y=100 K=63
CMYK
PROCESS
75.860226
76.559085
100.000000
63.332570
C=57 M=85 Y=56 K=11
CMYK
PROCESS
57.131302
84.557867
56.328678
11.288624
C=57 M=65 Y=64 K=9
CMYK
PROCESS
57.012278
65.310138
64.357972
9.185931
C=89 M=77 Y=55 K=22
CMYK
PROCESS
88.906687
76.916146
55.068278
22.088960
C=72 M=59 Y=66 K=14
CMYK
PROCESS
72.365910
58.928812
65.941858
13.894865
カラーグループ 4
1
C=76 M=77 Y=100 K=63
CMYK
PROCESS
75.860226
76.559085
100.000000
63.332570
C=57 M=85 Y=56 K=11
CMYK
PROCESS
57.131302
84.557867
56.328678
11.288624
C=57 M=65 Y=64 K=9
CMYK
PROCESS
57.012278
65.310138
64.357972
9.185931
C=89 M=77 Y=55 K=22
CMYK
PROCESS
88.906687
76.916146
55.068278
22.088960
C=72 M=59 Y=66 K=14
CMYK
PROCESS
72.365910
58.928812
65.941858
13.894865
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[8.50389 8.50389 603.784 850.394]/Type/Page>>
endobj
15 0 obj
<>stream
HWɎ$IW8T5%z 1
?6-FYfn3Ox_?ݯoůޥ:Y|o\m/~뿗Һ˽8ӺŞ]
}m)#HȻλ1.Sq$k_k*Q3^k,qxńpćTg*˼}%1&?{cU-C/;A 1'ң-׆9>rH`{p$^aTr`=xcAAϭÅ8$!8_[Tt
vz Xp"H3TzXKBs!Dzdl$WvuG|t;i]Nllg5;6r[SG?̈ 3LSP\KFE9;aOkCrïXw285m5ay7\7Wy6Vb5BD"րt#a);;
5@1o+-D{@2rw2(USQ8G>YoЗ