%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 60 0 R 61 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Small Feather Banner 2.0M (SURF) Double Sided
Artwork template
Feather Banners
Bow Banner
Bowhead Banner
Bow Head Banners
Feather Flags
Bow Flags
Bowhead Flags
Bow Head Flags
Sail Banners
2019-12-11T13:35:50+13:00
2019-12-11T13:35:50+13:00
2014-09-04T17:08:53+09:00
Adobe Illustrator CC (Windows)
196
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADEAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FVryx
p9pgPbvhAJQZAJZe+Y9OtVmLyAm3UPMi1eRVY0B9NAz7n2zIx6Wcq25/jm4uXW44XZ+nn1PyG6GO
u3sz8be0lKNB66TMFiQswqsR5n1FY9/g2yf5eI5kc67/AI932tX5qcj6Yn6bvkPdvvfw2UY7jzDK
9o0qwQRnmb2L1HlYfyCJgEU+LEjJmOIXVnu6fNrE85Mb4QN+Lcn3Vy+Kl9V154ED6hClwJebvHbn
iYqf3fF5GNf8qv0ZLjxg/Sarv69/L7GHh5zEXOPFfSPTu3l9v2IrRppm1a8ikuo5xE68IUXi8KtH
y4ue9eoyvPEcAIFX9u7dppk5JAyBo8u7bq35hmmjntBFdR2xluI0b1F5eotCTEm4ozU64NNEEGxe
x+HmnWTIMakI3Ic+vkPMoZ7bWgt0Yr6L1JHDWgkgqsag7o3GRS9fGoywSx7XE+e/P7GrgzeqpDc7
enl5c9/sVGm1+Oedk9CW2EQNtGGkjkMwpUO3xqEPsK5HhxEDnd78uTLiziRrhMa25g358xSpDrep
pLbxXFlIpmjLyyoUliicAkozVWQ9NiE74JYIEEiQ2+BP6PtZR1WQECUTuNzsQPLofsV7HzRpl0kL
CQIbgusKSAxSM0Zo4EcgV/hPXbIZNJOJO3L4/aGzFr8cwN/qur2O3PY0dk1jmjk+y1T4d8xjEhyx
IFfgZOxV2KuxV2KuxV2KuxV2KuxV2KtO6IvJjQYQLQTSRah5kA9aLT4jfXUDIk1tA8fqJ6lSpk5s
oQfDmXj0vIyPCD1N/Y4GbW1YgOOQ5gEWL77OyEn028vfrcV/dE2szL6EdtzgdUUksHlVyzc+hpTL
Y5YwoxG479/s8mmWCc+ITl6Ty4bifib3v4I2O0tYppJ44USaanrSqoDvxFBybq1B45UZkiidg3xx
xBJAFnme9LNS826Hp13PaXc5Sa2t/rU9FJCx8go3H7TFhQZWZANogSi9H1nT9YsEv7CT1beQkBiC
pBU0IINCMINoIpG4oQ+jrKNavmaKBI2aP05Ih+9ekW/re4Oy+2WZiPDjuf0c+jVpgfFnYjW3LmfT
/F+jyb8wrK11ZenFBIFuIy5uBUqvFqtF/wAWDt7VwaYipWTy6fp8l1gJlGhE+oc/cfp/pftV8g2u
xV2KqU1pazvE88McrwtzhZ1DFGH7SkjY+4ycZyF0athPFGRBkAa5eSCXTLu0VF066ZU9f1Zkui9x
WMgBo0Zn5JTqvXfLTljL6x06bf2tAwShXhy/is8Vy27hvt3jzRdr5jEbenqMZsmac29uJ3Ssp6qY
yGPLkOx3rtlU9Le8fVtZrp726GtrbIOD1ULI37q9/wCxPI5EkWqmozEIpzwQV2BLsVdirsVdirsV
dirsVUbq7htoWllYKqgsxYgAACpJJ6AZKEDI0GGTIICyxu6mvdZ9eFHktLFkia31K3kTlKr/ABMI
qcyq8aDnsfDM+EY4qOxlvcSOXv8A1OrySnnuIuMKFSBG993Ovf8AJHxW8EPP0o1QyMXkKgAsx6s1
Op98pMiebkxgI3Qq1TIsnYq8386f4ch80f6fq0tqlwLeTUNPSBpRMICTFR1B4+4yuVW3Quma+XtH
TSrBolma4e4lkuZp3HEtJMeRNN6ZOIprkbTPCxQujRxrrmoOto0Du8fO5YkrPSEAFQdhwHw7ZbnJ
8OO989u7do0sQM0zw1ZG/wDO9P6OTfmOON7qw52jXXC6jZChI9Fgj/vmp1C9KHxwaUkCW9en5+Sd
dEGULjxeof5ux9X470Tlbc7FXYq7FXYqslhhmULLGsiqyuocBgGU1VhXuCKjJCRHJjKAlzFoCFtR
0qWJYvVv7WaeRpp5ZUD2yN8QG4XnGGr1bkB45dLgyA3USAOnP9RcaPiYSALnEyNkkXEfpHxsDvZD
ZX1veQJNC6ujqGVkIZWU9GUjqDmDkxmJouzxZYzFg2iMg2OxV2KuxV2KuxVZLKsaFj9A8ThAtEpU
GLGca9MZY5ll0dfWt7q3eKomkUhdmcUMa77r1PfNjw+CKIqexBvl+11HH+YNg3i3BFfUfeeg8uqa
KqqoVQFVRQAbAAZjkuYBTeBXYq7FXnf5iXF41zc2cN1qHGSFQLG2thJBIT2MtSVLfLbK5t2N6BbA
i3iBDAhFBDmrdP2j45Y1FUxQg9EaE69qQSSZpFeL1Uk/ukJhBHpexG7e+W5wfDjsOvv59XH0pHjT
oyuxz5D0/wAP6fNd5laFbrT/AFJJoy13GIxB0ZuD0WT/AIr8fox0oPDKgPpPP4cvNOuI4oWZD1jl
7jz8v2IrKm92KuxV2KuxV2KuxVKXcaCxulkjttChjo1rHCaxSNLUyKU/YPM8xTalfHMkDxvTzyE8
75iuXv7nCP8Ag/qBEcIHIDkb57dN9+5lMEyzRhh9IzXyjRdvGVhUyLJ2KuxV2KuxVjfmC6e9uF0i
3nmtZp4zJ9ahUHhHG6B/iP2WcNxU7065n6aHAOMgEDoe/wDY6vWTOQ+FEmJkLsdACL+J6fNGgAdM
qch2BXYq7FXYq8884xeZU8wXE2lpdyCa3SKN450ijjJVuit39Tg1fmO9RXK7boVTPrVma3j5sHkC
gSMpBBYDfp75YGoquKENo8kja3fI12syI0fC2AoYKxVIY9+Z+LLM4Hhx2rnv37tOmkTlmOK9xt/N
9P6ebfmKSRLqy4Xa2vK5jVwwr6ylW/dD3br9GOmAIlte3y8062REo1Lh9Q/ztj6fx3IjK212KuxV
2KuxV2KuxVxAIoemFUBpN21hqb6bPNNcPKJLuKaRPgETSUMQcHcxlh17EZbmhxw4wAKofGufxcbT
5PDyHGTKRNyBPdfK/wCj9xDJswHauxV2KuxVD6hcpb2skjtxVQSzeCgVJ+7LMceI015ZiMSSkGil
prVr71pZY9QYXMMcw4mKN0ULGFBIFAKn3rmZn2PDQ9O23XzddpTxR47JE/UL6AgbJhlDkuxV2KsD
m1W9/RVxrba60WowtJx0f916QeNyq2zRFfVLNTjXlWpqMrvrbbW9UzpGZkVmXixAJXrQ+GWNTBvO
Xl6a/wBZM6+Vl1cemi/WzfG26V+H0+a9PGmQkN+TbGVDmyHyhYvY6JHbtpo0kh3P1MTfWAtTWvqV
atfnkojZhM2U6wsUPo6yjWr5migSNmj9OSIfvXpFv63uDsvtlmYjw47n9HPo1aYHxZ2I1ty5n0/x
fo8m/MKytdWXpxQSBbiMubgVKrxarRf8WDt7VwaYipWTy6fp8l1gJlGhE+oc/cfp/pftV8g2uxV2
KuxV2KuxV2KuxVB6rBJJah45pYWt3SesO7OIm5NGVqOQdQVpluGQB3AN7b+fX4NGogTGwSKIO3l0
+PJNdG1CG/0+C5hJMUsayRk7Hg45LUfTmPnxmEiDzDmabMMkBIciL+aOylvdirsVY/5ju1e5tdOj
vDaXVzIDCVXmzLCRLMo7LVBx5HxzN00KBmRYH6dg63W5AZRxiXDKR2+G5+xE5W3OxViOo+dbu2vr
q0gt4JLmK8htLaxeUpcSB1q0tKEBKsvE+Fa5s8WgjKIkSa4SSa2Hk6TP2rKM5RAiSJiIjdSNjn7u
VfFP9C1VdW0i11FYzCLlOfpE8uO5FK0FenhmFqMPhzMLunZ6TUeNijkquJj1jN9b8zxyajYW+mXY
ZxDG9t6s84VTxZbygjFAOXFan3zGHNzDy2Zhk2tiXnHVPOemSfWdMFmdOJhiAnDmX1JXCdiBxqwy
EiQ2QAKZeUdU1LUdJabUhGLyKeaCX0QQlYXKbVJPbJRNomACneFghNFiRdd1F1tXhaR4udwxJWak
IAKA9OP2TTLc5Phx3vnt3btGliBmmeEiyN/53p6e7k35kiSS6sOdq9zwuo2UoSPSIR/3rU6qOlPf
BpSQJb16T8eWyddEGULiZVMfDY7/AI70Vlbc7FXYq7FXYq7FXYq7FXYqhdDuPQ1O7sZbs3E/P6wq
MnExwzk+mgPRwrI2/bplueNwEgKHL3kNOlnw5JQMuI8+XIS5Dz5FkOYLsnYq4kAEnoNzirGo5Zbj
WrlxPG9vbxpGYAAZEncl3LGlQDGyUFczyBHGNjZ+7+23VxkZZZGxwgAV1EuZ+ykdlLkOxV575ivf
NMPm5rixtUjaGFI7b154BFKhkfk1JOB5N0orBh32ObvTY8JwVI8zvQNjl3fp2eY12bUx1XFCNEAA
XKNEWe+ufkQR8Wc6a9y9jA11bC0uCo9S2Vg4Q+AZdjmoygCRo8Q73osBkYAyHDLu7mBeW44/8VQN
HqtvNcPzN06XTSSTlfW5R+idqEFH/wAnjQZjx5uXLk9GyxpefeddW8022syCxuLi3ghWIWkMFuJl
nkkSR/iP+vGEPgN8rkTbdACmeWylYELRrHIwDSIoAAcirdPfLGoquKEHojQnXtSCSTNIrxeqkn90
hMII9L2I3b3y3OD4cdh19/Pq4+lI8adGV2OfIen+H9Pmu8ytCt1p/qSTRlruMRiDozcHosn/ABX4
/RjpQeGVAfSefw5eadcRxQsyHrHL3Hn5fsSbz55kvvL+jR3tkkUkrzrCVmDMvFkdv2WQ1+HxzK7P
0sc2QxldVezg9r66emxCUACTKt/cT5dyRXHnPz3o5jutf0WFNNLBJZLc1ZanrUSyge1aV8czI6HT
ZdsUzxef9gcCfaeswVLNjHB5f9JFm76np0dlHfS3McVnIquk8jhEIcVX4mIG+agYpGXCATLud+dR
jEBMyAiep2G662v7G6tzc21xFPbitZo3V0+Hr8SkjbBLHKJoggphmhOPFEgx7wViarpb2bXqXkDW
abPciRDEKGm714/jkjhmJcNHi7q3YjUYzHj4o8PfYr5sf1bzfPa+Z9J063NvJpuoRerJcmrHj8Xx
I4YJxota0OZuHRCWGcjfFE8nW6jtKUNRDHHhMJi7+fW6ZBbanp95DJLY3UN0sezNC6yAGlaEqTmD
PFKJqQI97s8eeEwTCQlXcbSbyT5lutb0F9SvxDCySujGOqIFQA1PNm8fHMrX6UYsnBGzs4HZeuln
wnJOhRPLl9qdWWp6bfBjZXcN0E2cwyLJSvjxJpmLPFOH1Aj3ufiz48n0SEvcbUb2WS31Gxm+sxQW
0jNBLHIBzlkcAwhGpWqlW298njAlCQok8/d3teaRjkgeICJ2N9Sfpr7WSo3JFbxFcwCHaA2G8CVK
6bjA3vt9+SgN2Ezsx/SBI1vJPLFFFLcTSSEwUKugYpE5YE8mMSrU5m5qugTsBz+37bdfp7MTIgAy
J5degP8ApaR2Ut7sVeb65HbR+YbtBHb3BvbhEaXUNPmmMbuFjVI5gQpX+XN9gJOIcxwj+GYHnuHl
9VGIzy2ieOX8eORrkKB7u5nmj6d+jdLtbD1Wn+rRrH6rbFuI8N6DwGabPl8SZlVWXodLg8LHGF3w
irYbo17rN7rlgLmxlPo3EkhufqkttGkbRyJRZPhDKKLTkDy5diMxhdubIABn2WNLz7zfr/mPTdfu
EsZLmSNrdRbQQ23rRq5VjUt/NzVR/qsfChrkTbdGIIZ7A0rQRtKOMpVTIo7MRuPvyxqKpihD6PLK
2tXyNdLMkbRiO2UANBWKpDEDfmfi3yzMB4cTVeffu1aaROWY4rqtv5vp/Tzb8wyyx3VkI7pbXncR
o4cBvVUqx9Jag0LUrX2waYAiVi9vl5rrJESjUuH1D/O2Pp/Hcw384P8AlF4P+YyP/k3Jm17F/vj/
AFf0h0ftL/cR/rj/AHMl/wCYHmby/L5VvLW3vre6uLjgkUUMiymodWJPAtSgFd8j2dpcozAmJAHe
KZds67DLTSjGUZGVcjfUHoks1oH8z+U9L1tR9Si0+ICCX+7NwEYFWrsTzRVp32HfMuM6w5Z4/qMz
v5fi3AnjvUafHl+gYxseXFR2+YArrsOqIs4YLPz/AKxZaQoWyexc3dvF/dpIFHRRsCGP0VIyE5GW
mhKf1cWx6tuKMYa3JDF9PAbA5XX6/lZCA025gT8ob9WdeRmMYWoryaRCBT5b/LLssCddH3foLjYc
gHZkv61faFK7hsJ9X8lQ3/E2j2FuJFf7J68Vb2LUByUJSEMxjz4ixyRhLLpxP6fDinNrb2tj+Z81
rpMaRWr2TG+hioEQ8a/ZGy78PvzFnIz0gM+fFt+Pm50IRx9oGOIARMPUByG39nzYoZrhPy3to0bj
by6my3BJIUgRgqH478aiv0ZsaB1ZPUQ2+bpjIjQgdDl3/wBKyrSNB1K183afePPo1k/pFWsdPkkj
aeFlb4hEw+Pxr7e2a7NqISwSjWSW/OVbH3u50+knDUwkThjt9MCRxDfp1/Z5M21uO4bTpHtoYZ7q
ErNbpcD93zjYNWtVoQOhrsc1OAji3JAOxp32rjI4yYiJkNxxctvxz6J9YuHt1INQOhHh1zDyCi7D
EbCvkGxLtenkh06aSKJriRI3dIFPFpGVSQgIrQsdsv08QZgE15uNq5mOMkDiIB27/JA6dbRWthbW
0MXoxQxIiRVLcQqgcanc08cuyyMpEk3ZaMMBCAiBQA5MY86Xc1uLt7fVHs544bV+BWUxxqZpR6n7
sNUv9kin7O+2HJfhA1/Ed/gNvx3scVeORd+gen4y3+P6GU2cc0dpBHO3OZI1WV61qwUBjU0rU5UG
8sF12zvLrWnhiXUZeV1E3pTXcS2JVZFY/ugeYWg2HWubrTzjHHZ4PpPKJ4uXfyeZ1mCc8xA8Q+ob
GY4OY6c/0vQM0r0rApPK+vmRiLOoJJB/S14O/gFyvhLdxBncYIjUHYgAEVr+J65Y0vOfPlzpq6rd
29/5jvNPd4E+rWUAl9EAqQTKEBDcmyuXvboDbky/yhdWdzoFu1pezahAnJBd3AIkYqd+VQpNOmTj
ya5jdOcLFD6Oso1q+ZooEjZo/TkiH716Rb+t7g7L7ZZmI8OO5/Rz6NWmB8WdiNbcuZ9P8X6PJvzC
srXVl6cUEgW4jLm4FSq8Wq0X/Fg7e1cGmIqVk8un6fJdYCZRoRPqHP3H6f6X7VDWNE0vWbVbXUof
XgVxIqcnT4gCAaoVPRjk8GeeI3A0WGp0mPPHhyCwDfX9CXWHkPylYXKXVtpyCaM1RneSUAjcELIz
Co7GmX5O0M8xRlt8B9zjYuydNjlxRhuPefvKYavoOkaxCsOpWqXCIaoTVWWtK8XUhhWm9DlOHUTx
G4GnI1OjxZxWSPFX4582tH0DR9GhaLTbVbdXNXIqzNTpydizGldqnHNqMmU3M2um0eLAKxx4b/HN
LW/L3ya0ksh0xOU1edHkAFTX4VDUT/Y0y8dpZ6A4uXucU9jaWyeDn5n9e3wRFz5N8tXP1X6xZLKL
KIW9srPIQsYFAtOVG69WqchHXZY3Uq4jZ5c22fZmnnw8Ub4RQ58vmraP5Y0LRllGm2iwettI3J3Y
jw5OWantXIZtVky1xm6Z6bQ4cF+HGr/HV1t5X0G20uTSorNf0fKxd7dy0gLGm9XLHsO+GerySnxk
+rvXHoMMMZxiPoPTn96zR/KXl3Rpmn06yWGZxxMhZ5Gp4AyM1Pow59Zlyipmwx03Z2DAeLHGj8T9
6Z3EEVxBJBMvOKZWjkU91YUI+7MeMjEgjmHLnASiYnkdl/lV2Ok26tatZFI1UWjsXMYQcQpY7tsO
uDVj1nfi35969nn91EcPBsPTzr4pxmK5yQecDA1gLed5o0uJIYQ9sQJA0syou56Cv2vbM3RXxWK2
s7+Qdb2lwmHCTICRiPTz3kB/b5IjK25iPnaOG6gvLO51CK1tpY7aNFo5dJnkkIL+mOXFwABU02OT
yAeGNt7O/To14jLxjuK4Rt1u5b/H9BZdkGx5n5l+q/p16HSBKL2DeFZX1AH1k/Z+wzfzDwzoNLfh
/wCUrhPOuDkfi8lrq8b/ACP1x5X4n1D4X3vTM5961582v3clndaoNZkTULaN7gacBF9VWkrRpbOt
PUMjFeP2q1NRldt3D0pn6MWRWI4kgEqexPbLGl5359vYW1aWzkutUNp6S/XobIIYEQqznly6ngpY
+2Vz5t0Bs9Ct+BgjMbF4+C8GO5IpsTXLGoqmKEJosSLruoutq8LSPFzuGJKzUhABQHpx+yaZbnJ8
OO989u7do0sQM0zwkWRv/O9PT3cm/MkSSXVhztXueF1GylCR6RCP+9anVR0p74NKSBLevSfjy2Tr
ogyhcTKpj4bHf8d6H1rWJNMSF1sp71ZGKuLZS7IAK8iB9w98qJpyIi0Daeb1uZPTGk6jEeIflLbl
VoXVeteoD1p7HBxJ4PNTk85+mnqto+otEREUEcBaT95GXPJKinHjQ0J3x4l4PNRg/MC3mLomj6m8
kTmOUR24ZQ6mhHPkBt13pjxp8PzZFp94L2yhuhFLAJlDejOvCRa9nXehyQLAikRih2KuxV2KuxVC
+VpIA97bwmYiC6nRzPSvN2Ex4f5A9Wi1yzVg+kmt4jl8vns06CUblEX6ZHn5+rby32ZDmE7JIPME
r/X9PijuvqzyXA+DiW9ZUid2i/ydhyr7Zm6YemRIvb5bjd12skeOAEuG5d3PYmvLvvyRGVtrDvPE
Fr6FzJqFpbCxkezU3Nw0wDkNKCp+rnmvp8hQnb4jk8pHhgX1O3dy+9rwxPiyNdBv389vh+lljfuL
Y+lG0npIfThUjk3EbKCxAqem5yMRZrkznIgE1bG5r/zNC6Xk2m6baqzACKa54zszbBRKE4cjXNhH
HhPpEpn3R2+V26mWbURqcoY4+Rl6vnVMjtJZpraOSeBraZhWSBmVip7jkhKn6MwZxANA2HaY5GUQ
SOE939jD9KvZH1y39O5029gu7iWO6+r2whm5xIZQxZ3+Pi4BqAfHKQd3II2Ztk2p595906f65PfH
QmvLBY45bu7S7EIYRK6kPGKuQFc1p1yuYboHzZ7blDBGUACFVKhegFNqZY1FUxQgtDkt21/U0jlm
eVHiE0Uh/doTACvpexG7e+XagHwo2BW/39XH0konNkAJJBFg8h6en6fNd5nkt0utO9aWaIvdxrEI
TQO5R6JJ/kHev0YNICYyoA+k8/hy8118oiULJHrFV1NHY+Sh5hmeHS5pF1FNKPwqt66LIEYuoHwu
eJr038cpLlR5sfuPM6+iZLbzNYcIv79mgMpAeX01JCSLxA5qCSKV8BkeLzZ8PkqjV7wACTzHaNJa
n6xcLFakl4FB5Lx9R2J3BBT7jjfmivJSg1+ea15xeaNPZkBLytb0XjQGrD1V4t9P0bVxvzTw+S3/
ABG8jM0PmvTeEaKXH1eoBqsbMT63RnP4435rw+TV15hlSF4m81WiXDSR2oeG15lLmSQ8QV5yUDBS
vxd+4wizyLfp9JPMSIRvhBkd+g5o2w1O61RuGl6/bzuiB2H1appIxkVm+Nf91MoA8QSfDHflbVlx
HHIxkKINH4Iz6h5uqT+lrf7VQDaE0XsP70b+JxotdjuVLuy80tyNrqdvHuxVHtSwoQtBUSDoQ3bo
fbDRWx3JuoYKAxBanxECgJ+W+Fgh9InP6bvoWuhMVaJ1t+JBhV46AV/a5MhbLM0f3cTVc9+/dq08
/wB7IcV8tv5tj9NEsgzCdix7VjK2t2Sr9XMYMruJaet8MYQGEf7P4j4bd8zcNeHLn093Pr+h1uoJ
OaI9Nbnf6uVen57nu96KytuYd5wSRZLmS3gCyu9ksk9wUWGVQ01I4zIjrzqaN7N2yzKT4URY5nb5
fe1YIjxpGj9Md+h+r7uvvDMcrbXm2qWF7D54W9ktntrZ50reXUYvYnHIcBFSJvQJP+Xtm+w5InT8
INmuQ9J+O/q+TymowzjrOMxMY8Q9Uhxjyr0+n5vQb+5mtrR54baS7kSnG3iKh2qQNuZVdq165oS9
YAwLy1b2h1jT7mSDU1jllcWr3T2otvVjSYjisVGNA8nADb6BlcW2XJ6LljSxfzD5+stF1F7GWxur
l0SN3kgRWQeqSqAksNyRQZEzpsjCwm3l7XINa04X0MMluvN4zFMAHVozxIIBNN8INsZRpMsLFD6P
LK2tXyNdLMkbRiO2UANBWKpDEDfmfi3yzMB4cTVeffu1aaROWY4rqtv5vp/Tzb8wyyx3VkI7pbXn
cRo4cBvVUqx9Jag0LUrX2waYAiVi9vl5rrJESjUuH1D/ADtj6fx3KepzzQ2peNoE3RS9yxWP4nVa
H3IJA360yBbgkz6n5hSFH9PSQ5PF63UgWjFRHRvS6sxpT5eO0bLOh5qTa9q0kix2T6NJI4YR1vG5
EjkahVjao4jkRXx+eN+5eEebdzq2sxxsnPR4blljljEtw1HXgTKCKKQOSsFffbfiaUwg97fp44uL
95x8P9Gr+37uvKxzVkvvMURkW5/RTP8AFRFmkj4/CeHLkr1q432G2JKdQMG3hcfnxV9lKiXPmaWR
hFa6a6qoLlbiRj6hQNQgRbAt38N6YN3H2He2r+bggZbDTkmZj6n7+WnEBQu4hFSdx7bY7o2XSzed
BIwitdPZNuDtPMCelagRGnfvh3X0o/TJdUkgY6lBFBOGICwyGRCo/aqVQ7/LCGJrojMUIWz5pr8n
9wEkhhI40FwWDuDz7lACOPvXLJ74xz5n3dPtace2Y/TuB/W5nn5d3xZDmE7Jjt4gfzBC7Wpb0oZ+
F5yICFnjBj49DzArX/JzOgaxHfqNvnv8P0utyC8wPDyEt+7eO3x/Qi8qbkh1vVfKImksdXuYhIvE
vBMzUGx4kDpuG7Zkw0mXJGxGw4eTX4MUyJTAknHC3urPgp5208dAyMRVHXqrKQRseoOUC4nzDknh
yR/oyH3sXfTrNTLEPNV7HBHKIJYmnjMqyMfhT1GT1AT2zYjLLY+FG6vkar3cnUHBDePjzAuj6hdn
pdX7mUWlrFa20dvEWKRigLszsfdmYkk5r5zMjZdvjxiEREdPiwKJbiw1q2kttNsXubiaRbSNdQlk
jjkZGdmWHgyx8lDbhfbvlHVyeYehLy4jkKNTcDcVyxpYD5stvK9z5jnW+1a5sZEto3vYYgRGwjJa
FuYB+JC3IDfplcqtujdMs8u6Nb6RpcdpBO9ypZpWuJSGd2lYuWJHjXJgU1yNlM8LFQ0iOddZvXeG
BInaP0pYxSWQCKhMx7kHZfbJ5iPDjuf0c+jVpoyGWRIiAaquZ2/i/R5N6/HO9zZ+lDBKEuEaQzip
RArVeLwkHb6cdOQAbJG3T9PknWRkZRoRNSF30FHcef7VLU+ZtuC2YvQzx8oWKBaeqtW+Pugq42/Z
8aZAtoY7b2kEDO0Pk8QuQG5L9UAYALJxJDV5CQU6UqK1yHwZ/FUNtbp6iJ5RrGYxyI+pjlyUKyU5
70DEGvh8sPwW/NpLSFVZR5RRYoljWJR9VqTKrmRQK0CpyoxrvU0934LfmpXNtAqSOPJQuJZnZZQo
sfjHJWDEu61DNvv4YYxB8nL02CGS+PLHH7xI/cCitNeSyaM2XlVrFrngLko1pHw+Pj8fpueXFfi+
GuJFHZp1GOMZUJiY7xf6QEVDrutOp5+X7qNgGO8tsVJVagVElfiOw2xs9zTwjvaj13WwyLPoFwhZ
ORZJYJFD8ORSvJT1+GpAFcFnuXhHevbWtYEQb9BXLOeqLLbbfCrCpaRe7Ffow2e5eEd6N0y8u7uB
pLqxksHVuKxStG5K0B5VjZx3phBYkLY4wvmJZRZmr2wV7/kafBLVYeHT9stXLif3VX/Fy+HNxRGt
RfDzj9V9x2jXxJtkuYDtWMTGE+aG/wB6PXW1ap2+rcWl+/1Kr92bCN+D0ri+PL7nUyr8z/FfB/m8
/wDdbfJMMocp5n5yq3m42MbyhrxYnEcb2+8wRolr6pHCqSFeLHcmozf6H+44jXpvv5c+nmHke1P8
a4BfrrkY/VRA58tiRXV6LZQLBZW8CqUWKNECMQWAVQKEjYnNHklcie8vVYoCMBEdAEluvJ9hPqx1
me4kGoJKjwTjiqxomwiCkcSCNiW3zLhrZCHhgDhr5+bgZOzYSy+KSeOxR7vL8bshzBdm8/0Uqut8
bRrCCWYTR2t2mlyQLJJwYgJPyCvQipA+0AaZWObdLkz9eXEcjVqbkbCuWNLzf8wLeM6vLNPHq/1Y
wp60tjEn1bjxdDykbavCRlNexyufNugdnotuqJBGiAhFVQoPUADbLGoqmKEJosSLruoutq8LSPFz
uGJKzUhABQHpx+yaZbnJ8OO989u7do0sQM0zwkWRv/O9PT3cm/MkSSXVhztXueF1GylCR6RCP+9a
nVR0p74NKSBLevSfjy2TrogyhcTKpj4bHf8AHeoa+tm+mypdxXE0PwsY7X1PVNGH2TEVbv0r0rlR
ciPNi7Hyi0KKbbVyVIQQD9IB6kE1KBgenfI7Nm/kujHluWKS2ksdZAVxR3W9DORyaolVt+PqEfEd
6d6DHZG/k3PD5XhBjNnrLCYJJyQagx3B4ivKo+2ar447Lv5L7lPLM9xSWy1jnM/rFlXUAoM3Fj9k
0A6VH7OOy7+SxE8twxxSva6zIwmqrOt9I4aPoTufhPP5N9GOy7+TVuPLf1cXEFnrMqwMZYYf9N5E
8edF5svIH0v2jSu3fHZd/JeLfys9yz/U9VMluxp8N9wJRSDxAPBqhCPf6cdl38lsh8rpfi6OnauL
uIgessd8eXB+QBIJDjkduu3tjsu/ky3T76K+tVuYkljRiQFmjaJ9jTdHAbJgtZFKMvoLr1mzet6z
286pxp6IVXiZi/fnWnH2rlwvwzyqx7+v4PwcaVDNHnfDL3c48/Pu+LJswHaMaLsfMEyC7qqWyFrH
ifhLSPSXl0+LiVp7Zn1+6G38XP4DZ1dnxyOL+EemvM739leSOylyGBa8kh8/WZXTWljJi5yVnpIQ
yfH8P7oCOgY8v5N+2bnTkflj6q5923P47/peb1gP52Posbfzt+W+3p257/zd+jPc0z0jBPMktjO2
opeazfpp6zJa3EccCSQK8qlvTUhGY8KCvcEjvm40okOHhhHiqxvvt15vPa6cJcYnknwWIn0gxs9O
XT7LDLdDlhl0i1kgu3vomjHC7kFHkHSrbLv9Ga3UAiZBHCe53OkkJYomMuMVzPMsM0LWLO51jTLS
Gw/0e3mn4Unkf6vNP6zAemRxqkcVGr9jntmKDu50hs9Byxpea/mHHbrq0s9xpy3cCQoZZDqC2+wr
t6APM/QN8rnzbocno1vw+rxcAAnBeIBqKU2ocsaiqYoQWhyW7a/qaRyzPKjxCaKQ/u0JgBX0vYjd
vfLtQD4UbArf7+rj6SUTmyAEkgiweQ9PT9Pmu8zyW6XWnetLNEXu41iEJoHco9Ek/wAg71+jBpAT
GVAH0nn8OXmuvlEShZI9Yqupo7HyUPMN1aW2lTS3N9Jp8ScXa5gHKRVDqCQvGSo3APwnrlJcqI3Y
7PqmhWF3DFd+briJ+Lyj1mhWKRY5qP8AvDCENHPDip6bDocMYE8nO0/Z+ozQMseMyANbb713c1JN
Z8ulGhk85zrM/purO8ETFWXmDErRLyRxIDWh6deuPhnzbj2Rq+fhSI8t+W29ciiZb7R445IZfNdy
ksaq0rO0KSIrcSvJfRXj9IrvTwyFjvddR7lKHVNAZBP/AIxuJII2CsHeBAS3I0bjCjb8DTGx3rR7
nJf6RNEiQ+b7pllkIWSsJJMY4mNWEIHJvUU06t1HfGx3rR7nW+saCq0PnCWVYWEjMWhqVJUcXPp7
ivhQ742O9aPcmllrvl3TII4LjXPrLzj6xHPdSKWdJOhUgKvHboBthBAYmJPRNrHVtNv2lWzuEnaA
8ZghrxbcUPvsckCxIIReKEBdScdYsE+t+lzjnH1TiT61OB5V6D0/45fAfu5bd2/dz+9xskqywHFV
iXp7+X3fpZNmvdqxwc/03P8A3HD6vF0p9Yr6kn2u/p/y+/LM7/JjnzPu5D7e/wCDrB/fH6fpH9bn
Ln5d3naMypvYVruj6td+ZJbzT7qyMtp6EoE9xOssCp8TLwj+FY5ab1G++bbT54RxCMhKpXyAo/Pq
Hn9Zpcs9QZ45QuPCd5SuPlQ2qXW2ZQMzQxs5UuygsUNUJI34nw8M1chu76BJAtgWo33luDX7+e+H
1eW3uY/QtGuHVJrlYua3E0AFET7AEm/ic3GLHlOOIjuDHc1yF/SD1PPZ5zPm08c0pT9JEhQ4jRlV
8Rj0HL1fNlflX6qfLuntaQNbW7Qq0cDsWZQ2/wBo/a67HNdq78WXEbNu57P4fAgYjhjXJLrPzTdT
wi4s/L128ExLrKht1D70LbyA7075iCXk7Ax82SqSVBIoSKkHqMk1vPfOuqaXFrsnq6DbaibSNDd3
NxIqNQo0oRFatfgQ/M7ZXI7t0Aa5s/gdJII5IxSN1VkHSgIqNssaiqYoQ+jyytrV8jXSzJG0Yjtl
ADQViqQxA35n4t8szAeHE1Xn37tWmkTlmOK6rb+b6f082/MMssd1ZCO6W153EaOHAb1VKsfSWoNC
1K19sGmAIlYvb5ea6yREo1Lh9Q/ztj6fx3KOsXaWlibiS7jso0eP1J5hyQKXAK7ld26A9srLfEMV
l1yG4RY4fNtrFMq0kVLeJgzbVor8j1rt75G/NsAI6L01ZBJc1802TJwEqobeMcFbj6Zb4viWjDwr
Xtjfmmz5ui16aVQyeZ9McqKuwtCak1PX1+pCHb5435seHyWfpuTghbzTp6xzozoUtKbEMoarSsOK
t9qo7dRjfmteStba8JJIkXzFpspL8JCtufikcnio/e0X7PcmtMb814fJaNe5KZF8yaayoGL0t6Dn
RmXf1DRQY2Pc9d8b81ryW/p1h6af4p05pAGZlW2DVj4qwIUSkrQKxrWlD0xvzWvJSTzDcCFpD5s0
sUoryLa1FW5cKn1gORC1pTb9bfmvD5Mt07V9Mv8Aklndx3MkSo0vpkEgSCqMQOnIbjJgtZBDV16o
1SwI9D0iJg5k/vq8VKiH7jzy6FcEud7e74/ocbJfiQ+mvVz+r/N/SyT9j6MwXZ9GOKg/Tlw/1UqT
bRL9d5GjUkkPpcenwV5V/wArM4n92BfU7fAb/judaB++J4f4R6vjLb4fpRuUt7BfMGn6TPr18kk1
zDe3foQpfwRN6ds0ieksUzg0ZZqiqkU9xm402SYxxoAxFmiefWx7nnNZgxSzzBMhOfCOIDaNiqke
vF3cmZ2Ft9Vsbe15c/QiSLnSleCha038M1WSfFInvLv8OPghGP8ANAHyYdrWtalFrN0ktwum+mfS
tUOny3ZuIioNfVXajMSOI6fPNpgwQOMUOLv9YjR9zo9TqsgyyBPBWw/dmXEPf7+jLNHuby50q1uL
2D6tdyxq00FCOLEbih3HyPTNbnjGMyIm427nS5JzxRlMcMiNwxDylqnmCK4tNK+qzNZLI/OWW1kh
jSEiQgJK1AeLKnGu7BvEZjRJcyYHNneWNTCvOuia7cXMl/Z2OnXttCiSGKeOWS5dog2wVaK9OZ4g
nISBbYSHJmULFoUYihZQSCKdR4Hpk2sr8UIfR0uBrV80kEMcTNH6M0YAlkAioxlIJqVOy17ZZmI8
ONE39g36NOmEhlmSIgWKI5n0/wAX6PJvzClw11ZejBDMFuYzKZgCY04tV46kfGDQD6cGmIqVkjbp
+nyTrRIyjQifULvoKO481DWnWPTZXN1BZceJF1dKGiQhhQsGaMdenxdcgW6PNJoU1iOKWEa/p8k1
fWQNbIOMbO+xVJV2LfDy9u5yPxZ7dy6Nda9VRJr2nushAVFtlDGlDxUmZvbtjv3rt3K2mfW7WZfr
2q2E1sVKrFFCsBL/AGga+q/QdqYhB9ybm608GhmhBHbktfHJWxouFzYBWYSxBU3Zgy0HQ1P/AAVc
VotevpzVi9SE8k5MlVNUNdyPDbHZd2xcadyNJYeZFTRlqRTr92Oy0WjdacBUzQgMSCSy7kdf142t
FUgubSccreWOUEVrGwbb6MVIQt9Hy1PTW+p+vweU/WuVPQrERWn7XP7OX4z6Jb1y279/0OLmjeSB
4b3O/wDN2/TyZL+x9GYDtOjGoPQ/Tl/x9b1vRt/U509Hjyl4+n35def0ZnSvw48qs+/pz/R8XWQr
xpc7qPu/i5fp+CPylyGAeZY0/wAd6f6Zc3cklsVtzAPTeNH+JzJ6gDFF5EEoSO2brSn/AAaV/Tvv
e/yrr73mdfEfnYVfETHbh2IHW76C+mzP80r0zzzzGt5Dq73C2stugu4P9ObUqx0MqAlrVTzCkGlB
065vNKYmFWD6Ttwb8j/E8xruOOXiETEccfV4m3Mfwc6ZxqkF/PYyR2E4truqtFKy8lqrBirDwYDi
fnmjL1ASDSrrzE+vJDrLuGTmY4rERmzoVanrElpxt9nkAK0yIu92ZArZlWSa2N3vnO10/wAxtpV7
EYrXhERqFf3aSTcuKSbfCG4GjVyJluzELFo/y1rn6Z043TQ/V5Y5XgliDrKoeM0PF0+Fh8sMTaJR
pNcLFCaLEi67qLravC0jxc7hiSs1IQAUB6cfsmmW5yfDjvfPbu3aNLEDNM8JFkb/AM709Pdyb8yR
JJdWHO1e54XUbKUJHpEI/wC9anVR0p74NKSBLevSfjy2TrogyhcTKpj4bHf8d6jraO9hKI9OTU5C
oAtZWREYF1qGZw1Nvi+yenyyouRFJfSinVzL5QIbiVIk+qHkGerLUOx/bLb+/fB8GXxWC3hWl0PJ
tLqSR+dPqfMceLK5fmPtMfHtg+C/FTuNK09GBj8lRy/E6Ggsx8KleLULdGFad9qd8a8k35rhaxM7
BvJqhZIwruxtKkINo2AYmnwKF7dOmPwW/NdLZ23pPw8nJICpiCUtF5BSGX7RFEJG3cfy4/BF+a36
nawxh4fJa+o7MjxqLJaLx48iedPiV2H34/Bb81kVhZeurP5L9EEekZB9UYKjmh+FHrT4jWg6e2Ne
Sb82zp9lLbf8oWOCbRQN9UWok3ZlXnxU/Ata0ONeS35ptoUSrdSsug/okekiiYm3q/Go9OkLPsgp
SuSHuYy96J1D0f0tpfP6x6nOb0vSp6NfSNfXr2p9n3zJx3wS5dPfz6ODnrxcd8V2eXL6f4v0ebJ6
/u6+38M1/V23RjsMpbWb2L6zzCRQMLXjT0+Rl+Pl39Tj07cffM6Q/dxNdTv38vu/S62Mv3shfSO3
d9W9+f6EblLe861x9If8wrdHSdrlZ7dJQphpX906MKgyBQxStO3Kneu904mNKaqqPf5/Dv8AseV1
ksR10QeLi4oj+H+iR593+yrrfRc0T1TzbX7SKLzC13FZ3nr/AF2E+vJZWy2pLSop/wBJZeQrXZj3
zfaeZOLhJjXCf4pcXL+b+h5TWREc/EIzvjjuYR4eY/iq/ce96TmheredeXI4JPMVosEcZ9Ce4c6t
DDcCW6BWQcZZGjWOlTUnmQSBTK4826XJ6LljSxfVrnRrTWroa3Np0dhe20aelMa3DsjGnNT8Ppjf
j75E1e7YLrZO9GTR106IaOIf0eamL6vT0+p5U4+/XJCujA3e6NxQg9Ee2bXtSWOeWSZHi9eF/wC7
jJhBUR/6w3PvlucHw42BW/x36uPpTE5pgEk2LHQenp9/vXeZntlutP8AXnlhLXcawiLpI/B6JJ/k
EVrjpQalQB9J/R9qdcYiUOIkesVXU0dj5Lr2xt723NvPz9MkEhHeM7Gv2kKmmVEOQDSVt5M0BmDt
HMXVQiP9ZuOSgFW+E+pVTWNakbnBwhlxl0vk7RpXLyNdM5r8X1u5XvWgCyADHhC8ZVJPKmkScQfr
ARWZgi3M6rVjU7Bxt7dB2x4QvGVJ/JegNLJIEuEaV2kcR3Vyi8nYuxCrIAKsceELxls+TNEL8z9Z
5cy4pd3IAJJ6KJAoA5EbDpg4QvGU4treO3t44I+XpxKETkxc0AoKsxJP05JiSqYodirsVQF7Kyan
p0YuxCJGlBtuNTPSMmnL9nh9rL8YuEjV8t+7dxs0qyQHFVk7fztvsrmyP/dP+x/hmB1dp0Y/Dz/T
F7X0OPpQceFPX6yV9Tvx/k/2WZsvoHPmfd05fp+DrY/3svp5R/rfxc/Lu+KMypvW+nHz58RzIpyp
vQe/04bKKF2uJAFTsBilhl5N+Xs+qmS61VZZmkEhia6kNvzU1FQG9OgI6dM2kI6oQoRof1Rf63RZ
J6GWS5Ts3f1Hh/UzFHSRFeNg6MAVZTUEHoQRmrIrYu8BBFhgWk3cthqFmLWHXZrGSaREjlFv9XoQ
5LBFAfiDuB8NPwNQPvbyL7mf5Y0vOfOf1S18xy3Ed9HDcTxRCaGfTzeKAlQpSTi3Go6rlcubdDky
PyClgPL6vZXX1uOaaWSSYRfV1MjN8QSLbgo7DJQ5MJ82R5Jgh9HllbWr5GulmSNoxHbKAGgrFUhi
BvzPxb5ZmA8OJqvPv3atNInLMcV1W3830/p5t+YZZY7qyEd0trzuI0cOA3qqVY+ktQaFqVr7YNMA
RKxe3y811kiJRqXD6h/nbH0/juQWvaZJfW6iGNXnjDGEtPNbhXI2JMPxEeOVkN8TTHLfynqonaW5
tIjXix46heymqAsoKvwV/jC/aPc75HhLPjDdt5R1f60Y7u3tDpse1qltcXsEqgpQhm5sAvwIPhG+
5yRiK2czUT03APD4+P8Ai4uGvhStpmk+bNP4vHZ2DTgFS5vLtlK1JXaRJDy33J/syIBDhmQKbxTe
bjPH6trZLBR/VCyyFuW3DiSn2afaNK17U3yW7MDF4Z3l4l7cqr77d63m8TzA21i1vV/q7iWUSUHI
pyQpx3+EH4vf2x3atlulv5y+tH9KR2H1UyyhDamX1BCKekW57cvtcqe3vkjXRzNUNLwjwvE4qF8V
Ve/FVfCvineBwHYq7FUDeer+kdP4+h6fKX1PV/vf7s09H3r9r2y6FcEufT3c+rj5b8SFcNb8+fL+
H9PkyL/dP+x/hmD1dn0Y9DGBrN7J9VMZaKAG75EiXiZfgC9B6dfp5ZnSP7uIvqdu7l9/6HWxH72R
4ekd+/6tvh+lG5S3uxVZLFFNE8MqCSKRSkiMKqysKEEHsRhBINjmiURIEHcFgWta5LZXUunadfae
QJ0gj0pbRi45uq8diEJWtc3ODTiYE5xnyvi4nnNVqzjkceOWP6gODg7zXuZtpdo9pp8Fs4iDxrRh
AnpRVrX4UqeIzVZZ8UiRfx3LvtPjMICJrbuFD5MZuPPd1HbJcJYI6sk94V9biVsrchObfDT1HYni
n45j8blcDLkcOiuOjAEV8Dk2tgPnvSdXvdU5WsF/cxLGv7lWV7JjvUNF6kRr45XMFugRTI/JUd9F
oEMd7YRabcKzhrWBeCAV2alW3bvvko8mE+ae5Jgh9HS4GtXzSQQxxM0fozRgCWQCKjGUgmpU7LXt
lmYjw40Tf2Dfo06YSGWZIiBYojmfT/F+jyb8wpcNdWXowQzBbmMymYAmNOLVeOpHxg0A+nBpiKlZ
I26fp8k60SMo0In1C76CjuPNXyDa7FXYq7FXYq7FXYq7FXYq7FUvvog+qaZIbMzmNpSLoOVEFYiK
lRs3P7O/TL8ZqEhdctu/f9Di5o3kgeG6J3v6dvtvkyT/AHT/ALH+GYHV2vRjds9uddvwpl+sCC2M
oanpBS03D0+/L7XKvtmfIHw48quXv6fgOrgY+NKr4uGN938VV9t/BMMocl2KrJoUmhkhkqY5FKPQ
lTRhQ0ZSCPmMlGRBsMZxEgQeRSFvKVzUomvaksBrVPURpN/CVkL/AI5mfnB/qcL936Lp1x7OlVDL
kr3i/nVp3aWsVrbR28RYpGKAuzOx92ZiSTmJOZkbLsMeMQiIjp8XneiR2N9dsYZtPaTUZpI2tms3
EgmRJJ4mdTKwCck57CjfPMcOUdnpK8uI5GrU3I2FctaGNT675raZja6NDHCAXRLu6SOZ0Xq3BA4T
6TkbLZwjvTrSr6e9s1nntWtJSaPC7K4qO6uhKsp7HJAsCKRmKEJosSLruoutq8LSPFzuGJKzUhAB
QHpx+yaZbnJ8OO989u7do0sQM0zwkWRv/O9PT3cm/MkSSXVhztXueF1GylCR6RCP+9anVR0p74NK
SBLevSfjy2TrogyhcTKpj4bHf8d6KytudirsVdirsVdirsVdirsVdiqWag1uNX0kSGcSs83oiKnp
EiE8vWrvSn2ad8yMQPBOqrb38+jiZzHxcd8V3Kq5fSfq/R5sn/3T/sf4Zr+rtujHbabnq97GLoSC
KOCtpxoYi3M8uXf1BT5UzOlGoRNd+/fy+51kJ3lkOK6Edu7n9/6EdlLkOxV2KuxV2KvOdAtr4+Zt
NM9nX6qsghj9CSM20TesjVnJ+PiyqKPWvKq0yuPNulyejZY0vP8Azb5a1q88xTvDCrWepxQW0l+0
wjNvBG/KaPhUcvUoO38crkDbdCQpkHkjSbjS9ENtMFjBnmkht0f1Fijd6rHyq1afPJRFBhM2WQZJ
ggtEeA6/qapPJJKrxerC9eERMAIEf+sNz75dnB8KNgVv8d+rj6Qx8adEk2LHQenp7+a7zO8C3Wne
rPJAWu4xEIq/vH4PSN6fsnqflg0oPDKgD6T8OW6deYiULJj6xVdTR2Pki8qb3Yq7FXYq7FXYq7FX
Yq7FXYqgb6UpfacgufREkrqYeJb1qQu3Cv7PGnOvtTLsYuMtr2+W4/saMsqnAXVk7d/pO3l3/BkX
+6f9j/DMHq7Lox62Wcapes4gEJWH0in98SA3L1fb+X6czpEcEed7+74fpdbjEvElfDW1d/Xn+j4o
3KW92KuxV2KuxV2KuxV5x5zsIH8yy3GtaRfarp7wxLpxs+bLGRX1QwUrQsaHK5DfdugdtmVeTI9P
j0KNbCxn0+25vxtroMJQa7k8ixoe2TjyYT5p7hYIfR5ZW1q+RrpZkjaMR2ygBoKxVIYgb8z8W+WZ
gPDiarz792rTSJyzHFdVt/N9P6ebfmGWWO6shHdLa87iNHDgN6qlWPpLUGhala+2DTAESsXt8vNd
ZIiUalw+of52x9P47lfINrsVdirsVdirsVdirsVdirsVQd4spvLAqISiyuZDLT1APRcD0f8AKr1/
ya5bAjhlz5fpHP8AHNoyg8UOXPrz+k/T5/otP/8Aj2/2H8Mw+rsf4WOWkQXWNQk+pmIyLADeFyRN
xDbBOi+nXt1rmdM/u4i757d39rq8UazTPDViPqv6ufTpX22mGUOU7FXYq7FXYq7FXYq87/MHXtT0
3VESx11rVmWMtYJbiXghNHmdyDQAb0yuZpuhEEcmReQ9RvdQ8vrcXd0b2T15kS64hPURHKqwUAUq
BkoHZhMUWRZJgoaQsw1m9Z7eKKNmT05o6epKBFuZab1U7CvbJ5iPDjuf1b9GrTA+LKwANtxzO3X3
ch5N6+szXNn6dvFOFuEMhmpWNeLVkjr+2Ogp446cijZI26dfI+SdYCZRoCXqHPpsdx5q2QbHYq7F
XYq7FXYq7FXYq7FXYqgb6MNfaaxtTOUmcicMVEFYHHMgfa5V4b+Ncuxn0y3rb57j+1oyi5w9N7nf
+b6Tv+j4sh/49v8AYfwzC6ux/hY1Zm2/TepBHmM4S39ZH/uQKPx9L3O/L6Mz534cbqt/f05/odVi
4fGnRldRvu61X6UyzHct2KuxV2KuxV2KuxVhfnLRvMv1mTUtHvBGJhDbS2qWqSuys/BmZyGYqoap
HTISBbYSHIpr5J/SK6IYb9uc9vcTwh/TEQKRyFVKooUAEbjDHkxnzT/JMEJosSLruoutq8LSPFzu
GJKzUhABQHpx+yaZbnJ8OO989u7do0sQM0zwkWRv/O9PT3cm/MkSSXVhztXueF1GylCR6RCP+9an
VR0p74NKSBLevSfjy2TrogyhcTKpj4bHf8d6KytudirsVdirsVdirsVdirsVdiqX6i1sNR0oStKJ
TPILcR04Fvq8hPq1/Z41pT9qmX4r4ZVXIX8xycbOY8eO7viNf6WXP4fayP8A49v9h/DMHq7P+Fjt
pKzavfxm7EojWAi040MPINvy/a9Sn0UzOmPRE1XPfv8A7HWY5XlmOK6EfT/N5/f+hH5Q5LsVdirs
VdirsVdirHJdP88Qyenaaraz25+y93AfWUdqmIqjH3oMjRZ3HuTS1Eunac0mqX/1h0DST3UipEgH
fiq7Ko+k++ThAk0Ny15MkYgyOwDSaq1w0QsbaSeKeD14b00S3+IHgrEn1KmnZDSuXHDw3xGiDVdf
1fa4w1PFXBEkSjYlyj5ef2Ijy7pmqQTS3moSh7i5KtJHHy9CPgnACIOeVD1PvkNTlgQIxGw+Z97Z
osGSJMshuUu76RtXpv8AFqnmPTL+7SOSylMU9u4mirX03ZVYBJQp5FCWqcjpcsY7SFg7f2ebPW4J
zAMDUomx3HY7HyQg1C5heOK9tWU+h6s93DR7dGUHmlSRJ22+DfLPDB3ievI8/wBX2tXjSiQJx/hs
kfT5jv8AsRFne2l7bpc2kyzwSCsciGoIBofuIpkJ45QNSFFtxZY5IiUTYKvkGbsVdirsVdirsVdi
rsVQV9KUvtOQXPoiSV1MPHl61IXbhX9njTnX2pl2MXGW17fLcf2NGWVTgLqydu/0nby7/gyD/j2/
2H8Mwursf4WPWouP0rfF1hEJWH0mSnrE0bl6vsP2fpzNnXBHne/u+H6XW4xLxZXw8Pprv63f6Edl
LkOxV2KuxV2KtEgCpNBhVL5dctityLGN9QuLSQQzW8HHkrt2LOUTb9rfbLxpztxekHey4p1cTxcH
rlE0QO/40Pevey1u8e6h9ZbW1cILWa3FbhehkLGQNGK9BQHxyInjjRqz1vl5ct2RxZpmQvhjtRH1
ed3sjbTy3ZxXRvXXnevEsElw28jIvYnoKnc0G+VT1UjHh/hu6b8eigJcZ+uqvrSaxwRJ9ld/E7nM
cyJcsRAX5Fk7FVkkMT/aUE+PfCJEMTEFLbry7YzXcF56am6tuXoSnZl5ghtx1rXocyIamQiY9C4u
TRwlITr1R5fFLf0dr1iLSGGdbuBXIu5bz++MZpTg8SqpZd/tLv4jL/ExzskcJ6Vyv4uL4OfHwiJ4
o36uLnXkRtfvG/eFv6ct4lU38clgXn+rRCfiQ7kVUq0ZccW7E032w/lyfpPFtey/m4x+sGFy4RfU
/C/tTEEHoa/2ZQ5TeBXYq7FXYq7FUFeiU3unlFiZBK/qNJTmo9F6GKv7VdjT9muXY64Zc+X6Rz/H
Noyg8cOXM8+f0nl5/otkH/Ht/sP4ZhdXY/wsctIgusahJ9TMRkWAG8LkibiG2CdF9OvbrXM6Z/dx
F3z27v7XV4o1mmeGrEfVf1c+nSvttMMocp2KuxVCzanYw3VvaySgXF0WEEYBYtwFW6A0A8TlkcUi
DIDYc2qWeEZCJPqly+ChDPrd4tvJBarZqZT9Ziuvjl9EfyCFyoZv8ptvA5OUccbBPFttXK/i1xnm
nRjHh334tzXlR5+87IiPypDOpGpSPfD6x9ajFzxYRuF4qEVQq8VHQHvv1yB1hH0enatmY7PjL+8P
H6uL1dNq28k6jtIU7cj4nMUzJc8YwFbIM3Yq7FXYq7FXYq7FXYqpSWsL9VofEbZITIYGAKS3PlWE
LOdPkewmuJRPNNbcVd3Fd2Dq6Gtd9t8y4as7cQ4gBW7gz0A34DwGRsmNc/jYULmTWrR7qV7dLqBe
BtIIPgnIJpJyMjCM0G4oRXpkojHKhdHqTy8uW7Ccs0DIkCUdqA2l53ZpfDq9hJePZepwvIo1mkgc
FWCNTep+E0JoeJNDglhkI8X8N1aY6qBmYX6wLry/HcjMqb3Yq7FUDfRhr7TWNqZykzkThiogrA45
kD7XKvDfxrl2M+mW9bfPcf2tGUXOHpvc7/zfSd/0fFkP/Ht/sP4ZhdXY/wALGrM236b1II8xnCW/
rI/9yBR+Ppe535fRmfO/DjdVv7+nP9DqsXD406MrqN93Wq/Sir3ULOyt5Li6lEcUK85CakgE0Hwi
pNTt0yvHjlMgAbluzZoY4mUjQCGa+v7hmSxtTwe2MtveT/DEZWAMaNHUTd/i+EUyYxxj9R60QOdd
d+TUc05bQjzjYkeV9BX1e/bZEQaHfzyQT3ty5ZIjHNbR/u7Z2evJih5OdjQVbIS1EQCIjrz6/q+x
sjpZyIlOR5UQNon4c/tTKw0WwsbZLa3iWOCPZIkAVBU1Ow8Sa5RkzymbJ3crDpoY4iMRQHRGqqqK
KAB7ZTbeA3il2KuxV2KuxV2KuxV2KuxV2KuxV2KuKhhQio8DitIO80qzu4HgmjV4pBxkjcBkYHsV
OWwzSibHNpyYIzBBGxSp/LtxbOHsLh4kit/q8Frs9uvEH03MZo1V9mFRmQNSJfULs2T1893DOiMD
cCRUeED+HyNft3UobnVInt4Ly1EjOjG4u7cgRI61IHB29SjAdq75KUYGzE+4Hn+pjGeQECcb23I5
D4Hf71aw1Kyv7dLi1l5xScglQyNVDxYcXCsKHrUZHJilA1IM8OeGSIlE2D+j3qGotbDUdKErSiUz
yC3EdOBb6vIT6tf2eNaU/apk8V8MqrkL+Y5Necx48d3fEa/0sufw+1kf/Ht/sP4Zg9XZ/wALH5tF
1G9e7U300NrcCIQCDjG8XCvPjIQ395Udtu2Zsc8YV6QSL5738PJ1s9LPJxDikIyqq2I79/NMbbQL
GG6lvPSQXc4UTTKo5uFAADP1IAAyiWokQI3sHKhpIRkZUOI8z1TFIo0+yoHv3ygklyREBdgS7FXY
q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FVrxxuPiUHCCQggFL7zQdPupYJ5IUkmtm527yKG
KMepVuo6ZdDUSiCAdjzcbJpITIJAJjy8kti0LULJ4BHfTy28c0ksyzkSs6OhVYw9AQqMQwrU++ZB
1EZ3cQDXTb4uLDSTx1UpGNkm9+nK+4Hfez5sg/49v9h/DMLq7L+F/9k=
uuid:084294c4-94ea-435e-9060-d2d9bce303d9
xmp.did:91892feb-c90c-a144-a49e-ea83c2b8dccc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:cace28eb-fdc6-784d-9fac-77fa936db8a7
xmp.did:cace28eb-fdc6-784d-9fac-77fa936db8a7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:cace28eb-fdc6-784d-9fac-77fa936db8a7
2014-09-04T17:03:59+08:00
Adobe Illustrator CC (Windows)
/
saved
xmp.iid:91892feb-c90c-a144-a49e-ea83c2b8dccc
2014-09-04T17:08:52+08:00
Adobe Illustrator CC (Windows)
/
Print
False
False
1
590.000000
785.000000
Millimeters
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Arial-Black
Arial
Black
Open Type
Version 5.23
False
ariblk.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
Cyan
Magenta
Black
默认色板组
0
白色
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
黑色
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK 红
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黄
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 绿
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 蓝
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋红
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
灰色
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
明亮
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 66 0 R/TrimBox[0.0 0.0 1672.44 2225.2]/Type/Page>>
endobj
63 0 obj
<>stream
HWrF}WVU/fIכr,R6 XR (R!*ӘӍ3:8tz~FL )VQ/ͤPd!;yW45evJm}$o!t!bR)rVdU^F XYCh/BW8Z`kp$#^FmIi]# 'eqH߱jFlBڈ$"