%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Basic Bank Ltd. for Online
2021-09-08T05:01:02-06:00
2021-09-08T05:01:02-06:00
2021-09-08T05:01:02-05:00
Adobe Illustrator CS6 (Windows)
216
256
JPEG
/9j/4AAQSkZJRgABAgEAlgCWAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAAlgAAAAEA
AQCWAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADYAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A77+YX5hWHlCwh/ctf6zf
t6WlaVFX1J5KgdgSFBIqaewzJ02mOQneojme5BNMNg/L3z35tUXvnvzBcWcEw5LoGlMIYowdwsj/
ABBiK77Mf8rIZe1sWI1hiD/Sl+Px3JGMnmih/wA49/lpT47S5kf9qRrmXkT4mhGY38vanvHyZeDF
LNZ/KD8ltGCLfxSpPN/vPaJcTyXEp8I4ULSP9AwjtzVHqPkGrKcUPq5np1PuHNi+q/lr5Yh1TT7S
28rtbJqBc20eoX8kc8qoUXdYi4g5GUBeXI16qMmO29RX1D5BxMmSQkAIVfKzz5d11z/Ynmm/ld+T
892mnalpl3o2rvstje3EieoRsfQlDGKYV/kYn2GRPbeq52PkG/Hkxk8MgYy7j+jofgyD/oXv8sf+
WGf/AKSZf65H+XtT3j5ByfBix2//AC+/5x70+8lsry6EN1A3CaJrqaqsOxockO2tWev2ONPPp4mp
SAPvQN35U/5xxt7Sadbr12hjaRYIrqYu5UEhEqQOTdBvkh2zq+/7Gqes0wBPEDXmkMOm/kzLEkn6
HdOahuD6qoYVFaMK7HCe2NV3j/StMdfhIvb/AEwTyw8qf848T2kct1MtpO1edub2WQrQkD4kPE1G
+R/lnV9/2N8dXpyN5RHxRI8mf844EgC/Wp2H+lT4/wAtav8AAZfmtN/Oj80Vqv5b/kBpN9JYajP9
WvIuJkge6m5LyUMtaHuCDgHberPI/YyyZsEDwykAfehP8G/843/8t6/9JU+H+WdX+Aw/Nab+dH5o
rT/y5/5x91BphaXSSfV4zPOxvJUVIwwUuzOVUDk4GA9tasdfsZwzaeV1Ibb8115+W3/OP1nbQ3U9
3H9WuGdIZkvnkRmjoXUNGzCq8xX54jtvV9/2Jlm04AJlGj5oP/Bv/ON//Lev/SVPh/lnV/gNf5rT
fzo/Nb518gfkx5VuLK0uLCae+vT8EAvWiCR7j1ZGdgFWooD8/DGHbWql1HyXVajFhIB5nz+0pRc+
XPygtgpk0uNg2w9LXIJT9Ijkan04f5Z1Xf8A7FqOswj+b/ph+tU1PQ/yBs9Otp4IXvbyd443sob1
6xFxVi8jELxSlC2Edsas9R8kZdfp4gG7J7j+NkPb6N+SklxFHNpvowu6rJMdUDcFJoW4g1PEb0GP
8s6vv/2KjW4b6f6YJ6PJf/OOb/DFextIQeCteyRgmmw5uVVa+JOR/lrV9/2N/wCZ0386PzSvS9E/
IC6nit7y1n0+aRXdmlvVkhX0wWIMsUripA+Hbc7DJHtjV94+TRDX6ckA+k+8feCU0Hk3/nG8mn19
P+kqfI/y1q/wG781pv50fmySP8g/y2nt47nTGu7dZVEkF5Z3bHkrAMrIzeopB6g5Edvajrwn3hyx
jgRYQtyfzM/LYfXlvZfOHlKIVu4Lj/e62jG5dZPiLKoHjT/JHXM3BqsGqPCR4eTp3FjKJj5h6n5f
1/SvMGkW2r6VMJ7K6XlG42IPQqw7Mp2IyjLilCRjLmFBt5l+XkC+bfPfmDz5eUlhs7h9J0BT0jih
FHkUHoXVx/wTZLtbL4WKOAdRxS/H46Jxizb1LOdb0Dr31n9B6j9WkMVz9Vm9CVeRKv6Z4sOAZtj4
CuEc2vLfCa50878q+YLbhdDytpen3F+sfrXOoXN7MJ5Y609eR5rf1XWo6c6Dxy2Q73W6fKN/CESe
8yNnzNxssY1by/5r13j5l1jXrWG91OGP/DcFmlzKtI2S6JRI42ljCrHyJ4sQftUywSA2A97gzwZc
v7yc43IDgq/KXvHLz+xkNj52v7/Sbmw81WWl6rDaQwz3s5eaFfTmC+i7Ry2xTnJzBTgwJ/ZGQMaN
i3MhqTKJjlEJAVfPry2MerKPy9edX1W1Mky2kDwm00+5aeSW1R46lC9zHHJQ0qoNaDK5uXpNrFmu
gN2PnuwPSbHzxc+WtT8x6ZqIsrm4u7u51y0kT0bvjE1RAs8kbmPjEPhA2FfnlpMboutxwzHGckDw
yMiZA8/dZ5bIDTIblvyoCGUzar531dIBNI/OYoZhHVmPWnompP8ANkj9f9UNGKzpefqzTrz51+hV
80l18z3WpeW7W5h1Szllsr63vrdJ7FNO0+JB6yNJC4jRzHQHlX5V3EeVFnqL8UzxiQkDR4h6eGI5
8tgaTjyf5f8AO035cwXflzUYtO1HVbi6vr5XjWr+o3poiOVk9P4Y61ptXBOUeLfkG/S4cx09wIjO
ZMj8fuQf5YaJ5l1G5fzXbahcx3Emqrb30N1N63q6fDH8QkJX944LBUI403I7YckgNvJq7Ow5JHxb
IJnvZu4j9PdyZh+Ztv53S0k1PRtSFvo9jbmbULGMiG4kEXJ5GjuCkhX4KbbdMrx8PIufrxmA44Sq
MRZHIn47sE8vWbfoPyUrTS3mqX+rtrGpW0gaSJoJGZZLm4Y7ckWIFWY9SeuWyO59zrtPjIx4uspT
4j7u8+fd5oyDQ5vM/knzNrilUOparNfEzOyj6pZK3pKCqvUg16imRMuEgeTbHD42HJP+dIn4R5J1
5b0TzRN+Wel/4TuY9EvLoS3N6Jx6rTNISOQkZG4FgoNQm30ZGRHFvu34MWQ6ePhHgkd+/wDHySD8
tND806pf3HmmK/uI7xNUhtLtbif1TJZQgNcRvVKSfaUJTjTemTySA28nF0GHLORyWRLjo2b9I59N
2U6/dXd3+ZnKyQ3EvlfRrm8t7biTzvbleCxbFT8UZXochH6feXNzEy1Gwvw4E/E9Pkk8uofmTF5L
uvMN/wCYZ7IwQObmxn0yKCZLjYRxws6jlGzSKPUofbetJVHiqvtccz1AwnJKZFDkYVv3Dy890Pp1
lJaXvk/RoYDeP5b0i5127tkrya4mWscYA35CZth1NemJN2e80xxw4ZY4Dfw4GZHn/axu/wDKWovp
ENzQaZN5lvYdOfy81vdJ6TySrM06vePyDfAAzIpSh4g5MSF+7q4c9NIwv6fEkBw1Lvu/V94FdE08
9XnDUPNKTCS1SJLLRdISRWCQWstDdTJUUCMsdKg7g75GHT5uTrJG8l7D0wj5A/UU8tvO2txReZLv
RbgX/lfStO4aPLFbGNY7iiJCis9Wl9McjJ22HStMjwDa+bkDVz9ZgeLHGPp269Pf5pbqmpalcaho
WuaD5ig1DzTqFna6XLYwwQzSRcmEtzM1DxiAatecew75IDYgjZx8mQmUJ45iWQxESAAetk+XxD2v
MZ6FplVlKsAysKEHcEHCrzLyLD/g781NX8nREpomtQfpfSIP2YpAeMsaAdAeLfQq50/i/mNNHIfr
ieEuORUqVf8AnHsD/lWlo/7clzctI3ct6pFT92YHb3+Mn3Bnh+l6TmmbUPqN4tlp91eMAVtoZJiG
JUUjUtuQGoNutDhDGcuEE9zwbRrN/L9qY7y6jtoJ7NdL1GRku5Kxm6aWWWJpLfgqeifT9NW4sTy+
eTI8TzuHEcI9R24eE/Ueu53j3dOSpY/o678pPZjU7Way0Ce6l0vU4rtra7tVmZTakh1Qn4+QZQN9
uO4GJu+XNOMRlh4eIcMCeGXFRj/N/HyaS4g1j9LCHUoLu4lj0mSG5iiupFkuNLj4OJES3+FZubEe
G22DlXx+1YnxOIiQkfRvvzh37bW9b8v63e67ZahPHFDYXoURRIPUeSNzHyQzepHF3eqqF6fOgokK
d7psvEbkOv46BLH0n80UXk/mOyVagVNsgFSaAbr3OOztvF038w/Nv9Dfmp/1MNn/ANIy/wDNGNhf
F038w/Nx0f8ANMAk+YrMAbkm2X/mnGwvi6b+Yfms/Rn5nemJf8SWPpMAVk+rpxIbpQ8ab1x2R42l
/mH5r/0N+an/AFMNn/0jL/zRjYT4um/mH5oDUJfPOmyxRah5w0y0kmr6azRRx14ip+0o7YQL6Nc9
Vo4/VGr/AKSLt9O/My4hSe38y2M0MgqksdujKw8QwUg4NmYzaU7iB+a59K/NBAC/mOyUMQorboKk
7Abr1OOyfG038w/NKLXWvNF1dfVLfzvpMlwX9JEEcfxyfyIStHb2WuS4fJojrtETQG/9ZOf0N+an
/Uw2f/SMv/NGRsN/i6b+Yfm0uk/mixYL5jsiUPFwLZTQ0Bofh8CDjsvi6b+YfmhdSX8wdLtJrvUP
NWn21tbqrTSSW6AKHbipPw1+Jth4nCBfRhk1OkgLlEgDzQmhal5x14OdI846deGMBpES3UOoPQlG
QNT3phMa5hhi1uiyfQL/AM5Nv0N+an/Uw2f/AEjL/wA0ZGw3eLpv5h+bv0N+an/Uw2f/AEjL/wA0
Y2F8XTfzD81q6V+aDlgnmOyYoeL0t0ND1ofh6747L42m/mH5rv0N+an/AFMNn/0jL/zRjYXxdN/M
PzZfYpdx2Vul5IJrtY0W4lUcVeQKA7AdgW3wODMgk1yVsDF5vrv/AJPryj/2zrz/AIhLnQ9nf4pk
/rD9DTk+oO/5x7/8ljY/8Z7n/k6cx+3v8ZPuH3Jw/S9IzTNqyaGGeGSCZFkhlUpJG4BVlYUKkHqC
MKCARRYyvlTVdHPLytqHo2w/6U1+XntKeET1M0H+xLL/AJOT4gebifl5Y/7o7fzTuPh1j939F555
s0HSLzzLaTX/AJfu9LnuFKapZ2sTXEd5wlilX6vJbjgzMEYOW4NTcgZZGRA2LrNRghPIDKBiTzAF
8W4OxHu8j7mf2Vp5rvLaO1sbeDyno8Y4xRIsc96UB/ZRa20FR/xkOVmve7KEcshQAxx+Bl/xI/2S
eaLoFjpEMyQNNNLcv6l1c3MrzSyvxC8nZyf2VAAFAOwyJNuRiwiF1153uwnzL+TWl3r3F5p9zcxT
ySJJHphkRLADknNfSWOu6r49euWRykOvz9lxmSQT/Vv0/KkuufyPlPmNLu01GNNHDAi0kiLyIhkL
snXhJsSis9SF8SAcPi7cms9lHxOIS9PdXn+Bv09yhF+RFzDr4ul1YSaUj8kt3U+oUCkLG3VT2DP1
PX7W+PjbVTCPZBGTi4/T3fo/b+ldP+SVzJoMJW9dNTisYoGsBK/1UzIymRgfB0UjjxoSanHxt2R7
KuA3PFwgVfp8/myb8wPy5HmKxso9Nkis7mzZEBkX4XtwR+7Z1HrDj+yFcdT9EITpytbovFiBE0R9
33/Ih55rf5Oebl02O2tLK0vZntYI5pxNR0uIZXLMhl4Cjo+/6sujlFusz9l5TCgIk8I69Qf0s4/L
3yNNbeQptA16xSKd5pgyuRIDU1jlrG9Kjl1VgcqyTuVh2Gg0hjg8OY33SK2/JTULIyxPdQ6pCUtf
QkdGgZWivVmmV15S8uUPJQS3gNqA5I5QXHh2XKOxIl9PlylZ7+jY/IOC4toGub828sAuAbS3AELs
Z5ZLdi9AwojoG+EnagOHx0fyNGQFmqvYcuZIUdQ/Im/urXTJIdU+rXCw20WowcBxVlRVnkieMpzP
Kp+Mb/zDEZgL2Y5OyJSEalRoX+mv2ppF+TEUl9cme79GASWjwTwxws8qxWyxTB0kRlj5SqWoKrv0
8I+K5A7M3NmtxuK6RA6jvUIPyXkuLCSxvLgWplsYLeW7t/jZ54bmaRyyNT4HRo+h6j7z4u9sR2Xc
TGR5xAsd4JP27Kei/knJAJbe9kgHKG8iXUIlDSc5ZoJLeQJLy6IsimrVFdj3xlltjh7K4djXKW/X
ciufxZN5Q/LuLQ5tat7plvrK/EKQPIqBjGsYV0eNVWOvMVrx369a5CU7pzNNo/D4gTxA/q+TE7z8
k9St7nUPqV1FfRXtq8VvJcfuHt53liKvxjVoyFjV/sIp3I8MsGUODLsqQMuE3xA89qO3dt38gETq
H5P6lI929nPFCn1xJ0tVeWKK5gEEaNFIV5GP40bj8LUrgGUNmTs2RJINeq63Fihsfl5oeD8j75tc
stQOpGKzJFzc2rohkjcFGFvSMiB1+0CyqvyPY+MKqmsdky8QS4tudfLbbb7Pm9gVQqhR0AoMx3eO
xV5xr3/k+fKP/bPvf+IS50PZ3+KZP6w/Q05PqDX/ADj3/wCSxsf+M9z/AMnTmP29/jJ9w+5OH6Xp
GaZtdirsVdirsVdirsVYR50vPzRttYhXyvbWt1psscZkMw4vHJ66xyqTy3rHKJF22CP7ZkYxjr1c
2JtQjn/N3/FJsHWy/QQnkUaqI/i9L0kljb0efUNzibfdqHoNz+74b6rut8r6t+aouZn806bG1kkc
SpFp4T1Xmll9BzV5EASPg0x3rwZerA4zjj/hKi2P2Osfnjpnl5oI9J/SN3HT6vNcgNKXf6y5SQme
rKvGD46ftFf8pLJRxGXNAtF3es/nHd3sUsWjrHDBeRSQwKxhWSI29wGSdjJWgmEVaclo1exCgRxj
qu6uL782DqWn6jFaGRpreKK6sZIvRt1d7qIzcl+svwaOFpqS78uKihqOQIx1S7oZPNH52zxSU0KO
2kEhKM8KtWNraVgCouNiLhETZjs3U0rh8PF3rZS24ufzqn07zFaNp13BJfLJc6VcQyoXinaK34wI
TKGhiWRZeO7VqQaD7Uqx2Nwu6YjVvzmtbu5Wz04TWrXVzJCbqP1SY31FFhFfrCFF+pO8lOxULtXI
8OMgLu1Df/nFPfW91cWM1ujNp63kMIThwjuJxc8EeV1UtH6LMR2JHagNY6r3ruoeYNW/PDUfLL28
ek/UNQuEuAZLI0mimj4ejGr+uPgc8z6nSgAI61YxxA813ZVrHmH8wX1B10TQmW0jt5zB9cWKs93E
zosblbhfRicBHRzWoqCAdsqjCFblJJSSbzD+dQCNFo8FB0rCDzAuLdfiX6wpjPovcGnfgv8ANTJ8
GLvRZZz5RvNfu9Chl1+2FrqvqTJNEo4qUSZ1hcDk9OcQViK9TlGQAHbkyCcZWl2KuxV2KvONe/8A
J8+Uf+2fe/8AEJc6Hs7/ABTJ/WH6GnJ9QY3+X088H/OPV1NBK0MyC6KSoSrKfWO4K7jMT2i/xg+6
LtOwYiWpxgixxMctPLH5mXentqMGtE6elOd4dSpECTQDnzpWu2aQYpEXW3we+ya7QQnwHH6+7w9/
lSvP5N/NGMwxRaw1xdytMjWsepDmrQceYPKRRUGRQR2JHjkvAl3faGEO0uzzZOOoit/D/nXXTyQk
Wg/mNJbxTrrlFuJDDAranR5JF2dFQvyLLX4hTbICBq/0hulq9CJEeHyFn93yHfddUTe+T/zVsXhj
vdVe2luK/Vo5dR4tKRSqxgv8TCu465KWGUeYr5NWLtLs/ICYQ4gOdY+Xv2SzXbD8x9EvrWwvtSuf
r14VWC1jvWklJkPFKoH5DkdhXIyxmJojdytLm0OeEpwhHgjzJhQ2570mknk7807e3mmv9Wk09IjG
oe51HhGzPyqglEhQOrLx4k98mcEhzH3OIO0uz5ECEBO75Y9/lV15qq+SfzQWH1bvWzZh4mmtxNqJ
UyKjIrEVfZR6gq3Tp44+BKrIr4hie1NATUcfFvRrHy5+XlyQx8q/mglvJdS6u8VpFI0U10+okRJI
jcGVn58QQ/w/PI+FLnW3wbf5Q0BkIjHciLA8PeufKu7dB6rpX5iaXYyXt5rEiQxEKQNR+Isw5BVX
1KsSoqAOuRMD+KbtPqNFlmIRxiz/ALX+xF6X5X/M+/0+LUW1Sa0sZ4JLqGe4vygMUa8i7L6nJUoP
tEUHfJjDIi6+5pz6/QY5mHAJTEhEgQ6npy5+Sd6P5M80Jqc0Ou6/dvarEWhNhqKc2cNGvxeozlR+
+Top3ZfHJRw7+rl5EODqe09OcYOHFHivfixmuvcP6J6jkUn856ZrmjzW8+m+aZrnTrt2hjaTUKyJ
Ij8HDcWHJV2JbiKV3AyOTGI8tw5nZufFmBGTCIziL+jajuOn6d+if3XkXX5pJ7PR/Ml/d3dtEJHn
+toYSxQPR0EwkhVgfhLV7bb7T8Ak0N/l+t1+PtXCAJZcMIxkeXAb+B4al9jHrPyp+aF8ksljrBuo
oP7ySHU+aiq8xuJO6jl8srjikbocvMfrdlk7Q0GMgTx8JPfj+Hd3tf4Z/Mng7nXkRY3WGTnqqpxm
f7MTcpBRz2XEYj5fMfrX89obrwuYv+66d/LkqyeTfzWjuUtH1VxeSEiO1/SJ9VgpoxCc6kA9ThOG
QNVv8GI7S7OMeIQ9I6+Ht86S19N/MKPXW0J9ZddSVGdov0jsOAqylvUoGCivE9siYEGq3+DkjPoj
h8YY/R/wv9nJMF8ofmo0kEQ1WQz3Q5W8H6QPqSJ/Oi86lfcYRilttz9zjHtHs8AngFR5nw9h5cua
pD5I/N2ScR/Xbn0/WEEkqX/PiQ3GQhVk5N6f7VBkhp5np9zGXanZoF8Mbq/or3dK36KVr5T/ADQv
JporLWDdNBvKYdS5BasUFfj68gVp4g4I4pHkL+IZ5O0NBAAzx8N9+P8AYl2kWP5gavd3Fpp+tPNN
bsiOBqPwt6hAQo3qUYEmm3fIRgSaA+5ydRl0eGIlPHQl/tfd37bJs3k38zIVuDea6LNrdXYrNqXE
n0zH6lfj2CiZSSdtx45Z4Euo+0OGO0tBKuHFxX3Y++66daP29y268m/mtaNCl1qrwy3J420T6iQ8
poCVjXn8RAINOuCWGQ5j7mWPtLs6dmMLEef7vl79lS48lfmdbQFrnXPRuRIkQtH1EiQtIjOg+39p
ghIXqfoOE4JDmPtDCHaegmfTjuNE34e223d580h1xPPeiwRzXutS0lJCJHqBkf4SVJ4K/KgZSDt1
ysxp2GllpM5IhjG3fCh86et69/5Pnyj/ANs+9/4hLnUdnf4pk/rD9D5Fk+oMa8gxSy/848XccSNJ
I63QVFBZifWPQDMT2i/xg+6LtOwJAanGTsOJiul+ZvN8GlvpOo6fd32n+gttbj02jmhjWWOQrFKY
3oD6IFGVqdvfR+LtRNj9t/ofQ8+h00sgyQnGE+KzvYJojcWO/pSJuvOfmubUY79NBZJFub2eWJoZ
WjdL5YleOnFWUj0Ptq1anthOa+7mT82rH2Zp4wMDl/hgOYscHFv/ALLkpf4l8wWdrDDo+h3FlNZM
36Nv2WaS4ghldpZYNwI5FMkjbslStK7gY+NVV0Z/kcM5E5ckZCX1R9IjIgUJd4NAcjzRE3n3z7Jf
aXcLp01vBpzI7WtvAYVldVMbnkkYZVdCRxqQO3bD45235NceydGITjxgmd7mV11HM1seqSebbvXv
MWoQXraLLZtFCIfShhkCfDI78lHHb7eQlkB7nO7Px4dNAw8QSs3uRfID9CeWurXcnl27S7GtDzPM
YZYrx4S1tGbBi9tHEF+NeQJFaUDU7VOTGSPDzPF+pwMmniM8THwfAFir9R4/qJ6H9Xwb13zr5j1i
F45PLskJkgurdmjSWp+tLbgyOSh5ODa7nvX2rjPPxDp+K/UjSdmYMJBGUH1RPMfw8ew32Hq+CnL5
386S6C2mSaPK100XoHUClyW4EglhCT6IkbiOThanvua4DmuNbfj419jKPZelGbxBkHDd8Pp+/wCq
vK0s1vXvPWu6U9jrFvd3jm5S6jmaFl4cYmiZQqoFAIKnbw98EsxlzNuXpdJpNPk48RjH0mNX533q
elar5wsbI6fJY3U9gtveQQ25iZArXsDQNJyCVYqGqAfkKYI5K+37RTLUafTZJ8YlET4oEm/5kuKu
fVk/l3z3rdjqt5Pe6LeGyuIgYYoUm9WK4SBIarIpgb05TChkWvYdxlmPOI/jy/Fuq1nZOLJjiIZI
cUTvZFGPETy9W4s17z3sX8yX/mTX44frOkzxzpcXVzJJHFIFY3bq5AXjtxK+Jrlcsl/N22ixYNOT
w5ARwxHMfwik2tfOvna21ZrlNNuG02Vonl0ySJ3j5xwrCXRilUc8K1H01wjNXVwsnZmklj4TOPGL
9Vi9yTR33G6J0b8wvOum6fBY/oBZEtkpDciC4S4WRbX6pHLyq0fJIqL/AHe4HjvlkdUQK2/Ar7mv
U9j6XLMz8WuLmOKPDXFxkd+8t+f2bIO284+df38uo6TLqN89yL22vpIpo5ILjgkZdBEET7EKgArQ
fIkZA5yeZ35t0+zdLsITEIcPCYggiUbJo3vzJR9z+YPmyXVU1BNAkiUR3MM9oqS+jMtw3MGVeNHK
sd69cJzkm9nHh2PpxjMDlB3iQbFjh227v0MeudT81nzafM9jps9pe+oJo0ELuitwCMKMu6nf6Mh4
vq4gd3ZQwaf8t+XnOMo1XMd6b2/nfzwk9vPdafd3rJZy2V3FOJWiuPUkkkV5U478fV407gdsl457
+le/m4c+y9IQRGcY+sSFVcaAFA35JbLrnnA61Nfw2N3DZ3F7FfzaciSiJnicOqk8akAjauRGTe76
uTHS6bwhAyiZCBiJbXR2T3SPzF84aeVhfy4tzZidJirxXKzcY52njUSKwQFGc0b09+4OW49Rwitj
/bbgajsbTZNxl4ZcNc41vHhO3PeuXF7mHaIPNei3wvLGxnEnFo5Ekt2kjkjb7SOjKQyn3ykTrq7r
Vfl88OGco1/Wog94LJ7zzv5xvbOKK50ZxcQQXNtDLBbtCqxz/V/ToioRWL6tQe1B2yyWfiFGvxX6
nVY+y9NCRMcg4SYk3K9xx3vfXi+bd35689XMEEq2FxYaraOzwXVlbmKKQSCknrwlGR2IA+L2pTvi
c52N0QjH2VpIkjijPHIbiUrIrlwyux7vtU7zzj5xkjhks9JmsdQhktZkuYYX4q9rDNAeMbIy0dbi
pHQfqAzVy8vsZ4+zdMCRKYnAiQon+cYy5304Ul8w3nmzXorE6jZXc11ZxvE1y8TlpA8rSCvwj7PP
j8hkZZOLmXO0ePTacy4JREZEGrG21d72HXv/ACfPlH/tn3v/ABCXOo7O/wAUyf1h+h8eyfUEq/J8
6mPyZgbTbqKyuUuJnNzOyoixrcVkq7pMq/ADuUP8RV21X5s33D7lxfSjYPLP5gJqE19deeIxcwfD
K/pweiUEhVq29FWILG1eJLValWr8Wa7jhVcLOj3p9pMXmZvLdzZTebLa616eRjZamkVsypGzARr6
KBEYmh3p99N65cPFfDslLLfTfzSEiwT+Z7eO4kg4SKyWsjxzF5CsixrBEGHDgKeNT24mZOPuRuiL
/R/Mt75PsdJ1DzbHbeYo3L32rQrEg5BJOK+gvpq4RitR8NactthgjICRIjslJj5d88waklxp/nZJ
5ObLPDcTQVktwnGJx+4lRGJFD+6YVPIb8uU+KNbxRRTDSNG876Jd24vfNkEmnrcGTUILp1kkEPFQ
qpJKnKrkbiqqoOwJ3yMpQlyitFF+aR55vb6U+XPMmn2NtIixWkLCJ5DMSvKpeOb4iOQWlR0+E4IC
AHqBSba89alqkV0IdL82QaS9payNfW08ULFmKEwyGZ43EZJFSnGpG6jxcUQRvG1JY2dH/MXUpnvU
872zencu9j6bLCfqwZCEkh9FAkg3B5B/h2P2q5ZcBtwo3Zho1n5tsdN1S117zVBc6nO5/Rt59Xgi
FuCKITCOHIEkHgzE9uZ65TLhJBEUpKmk/mibMtH5zt5pBG6y3JS0VI5S7emeK2rqwFAm/Hry348W
neP+aUbpndyeZIvJxjPmu1j1+1dnutR4W5RkLsUi4cOKEoVAbgTXsa5ECPF9OyeiQBfzP1bTRqfl
zzpaXMKIrSRvBbBVkRayRSP6FfirUNRPh22+2bCMYNGKN2RaZB5mjtdat9U8zQXrXUTJo0qGCGSI
8GXmxiijoalD+1Q19hlZ4bFR96WM3Gi+foYobCy83w3NhdC4W4/ewQyqjFVj9JykshaPfmyuoPZQ
xy0SgTZijdEWnkzzn6AWHz099eWjExz/ALpEKChdDFGG9Ojk0JL7AKRToPEj1itFN/LWp6zPousP
L5nttWuplk/Q0yehb8AUPpPvBxAYlTUpIvf4htkJxFio0kFH+UtW1zUdN1G4uNS0274hBaz2cwnj
im9BWlWXikXBFkNVVqtx6ncUhkiARsVCV3EfnS5PpweZrfTUW2jAhP1aW4FyrI8izckkH7xea8kb
4diF8LPT/NtG6Wam/n/SY4Z9S8329tYTSMqSMtuzycoyI1BWzogWQVY1NQeq8aNKIgTtH8fNd071
W2vdY8m3OmrrQstQmmdrO5FzGsog+sExCSSLkD+7p9nrsCeuQjUZXWyei54dXg8kpp9j5kDa7b/a
vFkguJJGVizW4a6NKlfh5vuOvtg2M7Mdl6JJb2n5oywTO/nC1iml+O0jZbP4YiUoj8YJAHVS1WBd
SfY7WHw/5p+1G7JtMtvM1lbahBrXmaG4nuYx+jLsQW8BgZ+ag+maiQgldzs38oyk8JqopYZqflr8
xbq6s1ufNscypdXDxyJNFalYBEPTk4wonIs2xU8gtQR4i+M4D+FiQU01r/ye3k/4i/8AuNvPjNKt
+7k32AG/tm07O/xTJ/WH6GOT6gkf5X3lpZ/khb3d36wt7e7aZnt0EjI0N2JUZkJWqc0HLfp4dcr7
ZBOrNdw+5cX0Je4/Ju5lRrrStRupmid4JJFiZmRODrMnpyfaiUUB6sCeYck5h1l7wy2ZP5Sh8i3W
sWZsdNvor1VN1YSTpCicIQsbENG3FuZiGz1I7cRlWQzANkJFIFvN35dDzY2tGy1GTWreZwgMUKhZ
DCUkiHJl5VVQ3xMSOIoQNifDnw1tSLFq3nfR/wAsoda1BtW0a7a/vrP1r57fiEMUki/vaNIsbPHI
u4oepqpDbjEZkCiEmkm8taP+Vt95lfQ7eO/a+ub9tUt45UgCwy2/qeqEeMmP0fj2RV+VcnOWQRvZ
Apkfnxvy5eXS/MOq2FzNcalAFsL22QVdZk4ojhyFrxkB+JfAn7IpXh49wDySaYnoWoeRoZjfLp2p
2t2IrVbpY0S6Bt4njuIAOKxcXHBRyRT8AJ68mF0oz7wxBDLfzFbyHNq0cGv6bfz6nJbRNH9TiWaR
I5HeIUVC9WLMUJoaDpQVOU4eOtiKZSpjHH8qItRhaTS9Ye+vXF9aQyBGDrbSOeYBk9Oit/vz49hT
tlv7zvCNkRPq3kfzdrqat5i8sX8N7AIre3dS3CSO6DiEyo/1eSMleRB406fFsuAQlEVEhbBTe41H
yl5WuNS8q3ej3B0fUZ3LztLGQ7C3jkYKQY/TSKMLRnkDVFRU75ARlOpA7p2GzEIIvyVlazFpBqQt
5WaC2hpAEKtMGljWVys0YqQpIkXipFNqZd+98mOzJbPzB5DsvLM+jWthq36Pup4VDrDAzrIzKsUZ
NeICmICkw33DVqcrMJmV2E2FPzD5W/LDSLH61qGnaleDVoheKVKzcFiYPUlmEHL96PtljTYdsYzy
SO1bKQEqs738u5bu6vJvLtxbpbzyILq1aG7luFABZLiFhzBEUgWihqCvxVXkJkT712ZP5P1T8u7T
zYIdGsbq31TUTNZlHEJSsLetMpIdiPTBr7g7ciamrLGZjuRQSKSvXLH8nlurvT7/AEu9nEBjFzLH
6hQG1keBpP3bhl+KqSEKKCjbDi2SicpF2EbJnpuv+Sm0htFtdP1K3h1G7iiLFYHdZ2eNYQ1JJUVK
8AOQ4+Nd8jKE74iRsmwg5fJ/5UWWvyeWEsLrlqb+g0CcTbiVYo3FHY809NOLAV4npRuFFInkMeLZ
aCK8xa5+W3GPy7faZesPLoEVvGgLGFVAhV/jl/eAjj8ThuoY9a4McMn1AjdSQxzTW/Ja4vUgtNKv
ohfSxaZOQkaJNcXDSgI8gf1Ekdy1XQrTjQECoNkvEA3IRsjPNGhflTZ6lNpV9Zak19bWsdtcPE0Y
9W1WjgkyuqsORqzAcjuCSNsEJZCLFKaVdB8tfljrtz5mhhsLjnaSQXd4ERllj4Rh44hxlmExcqZB
xXwFBxTBOc41uoAVPMfmfyXr1/ajVfL16sEMVzDa3LlYrgKkTCalux29NTyBYh6/ZHUFhjlEbEKS
Eq1NPysuYrax/wANanaWkdqkk+ox2625aK3WFYWYkFZ+NELL9lankKk5KPid4XZles/+T18nfAY/
9xt3+7NKr+7k+H4SRt7HNj2d/imT+sP0Mcn1BL/ybl12L8nLaTQo7ebU1nn9GG6LLGw9Y8hVSvxc
fs7gE7EjrlPbYH5o3yofcuL6WQaHP+Zk2rrBrOk6baWG0xuYFMgaZomYNvNyVkkCq3wb9jmtl4db
EtgtDJf/AJoWywo2l6VAVjcJRCkEcwY1USfWK8ZFBKkJ14qwWpZTw4z1P4+CN2RTya7eabJHBbWL
aqILWRluVJhE8rETo6qzOOEajjvlYoHrSWGGX8573VdM+tWtrDG0TyXERiRrVSJ+KrLV5H5FaNVH
6dBXll37oAo3TK8tvzIm0bSLy0srGx1K1WaW80wQxMqMrokaxOWl+L0g1OLKCNqjbIgwsgk0u65L
3822JtItL0f6oOSRS/vPQMaBSlAJCeLofh+CnLY0G5FY+dld04hl85jU9Ltm0yyOk3FoBqt4DxeG
UQuREIC+6CWgFC2zHpSpgeGjubtO6R6nL+cwhAittNNw83CSeyUkxwBFeoNzIhcM54kBQdjTtlkf
C80G0JeW/wCclzN+7g0zT7WxLemlsnqG5EhQ09OQsOPUsOa0I/a+FsIOId5td0916T8yLe8vG0nT
9KvbUwq8ZkWRJppE4ho3HPiPtEoSx6U98hDgI3JSbSiEfnRa2ryTW+matLIweOJ0CSBeKoxNGt4w
/F2HHkdl+12yZ8I94RureYdO/MiS6Z9Njsfqf1ZB9WkgiYJPMpE5iryLkOxajMB8+4hLH1tTaAub
f85qhFsrG8DXXpXJnFssc8AIKzyAfFwXeij4/wCErxef2runt8/5lt5do2m6ReaokoWexpJ9WaEx
K37ppHFSrkp8QHy8axwXzKd0tiu/zQpO2m6Po0gdrg3XMGEvOoPJfgnmqZuMYDNTvypQVkRj6ko3
WWr/AJox3bXD+X9OiF6sNxdSqvqEXQAUcojdgco/hBda7DqaAYT4fefx8F3X2l9+axjnlOl6TDcx
vK09skbNI0lAIypWehWbjUuxBApUeCRj7yu6aazF5/tr+VNE07SHsvQDpcyLIsrSxsp4GNSFHxO7
x/Eem9OuQiYEbkp3XpP5+h0rU7y40nT7jWYp4xZQ21QJ4o1BLs8si/EeTKvxfB1+LoR6LAs0u6I1
XXtda5dLDQPrdlwSI3F3IltyeYVZFjm4swoUFP2mJX4Su4jAdSpKGsTrUEd1Mvk+C1u5PQlhSKW2
Iefixcuy0o0W/wAXeoAPUiRo/wAS/BFLqfmyewv5Lvy9HBcW1sLjT42njuBJchOQjohrVX2rt7E9
o8MQRRXdjc0/5iJ5iii0qxso7G29AC6S1ZHmsZJB6nIyemvKJFB9KNgan/gbahw7n7eqN0w1i5/M
6HUb8aXpGmTxRuJNMeRWBmBoGMkglX03Wvdfi7ZGIx1uSndCrqf5ppAZNQ0exWL6vI3C3jLuJjGr
La8TM9VlkojOBTr0oDh4cfQlG63Xv/J8+Uf+2fe/8Qlzb9nf4pk/rD9DDJ9QYt5EtdJuvyCSDVY5
JbV7lwFhg+sOH+tfAQhovXuxAyHa5P5w13D7lx/QiEh/Lua7t7qPzffwx28bPLp/70RCJpgVaRQh
ChFDJzrxr/k/CcAmf80Mtk0msPJ7eStEsdV8yT3UC3V1Nb6uIpTLcOwnQiLmJgDH623UUXYU6QBn
xkgJ2pLdF8m+S5IGstO80331+ztvWuHgidJAiSfFOVdGkq5Qo3JirdhXfJyyT6hAATDy7deS9G1P
9Mnzf9at0VoFsT69C0pkeNhG0kjM/FXQcVoQoCgEGsZichXCkUp3Ol+XHtV8yzeb7r6q0/ptcN9c
FoWVw4HFZVdXK1DNz4k9FVRwxEpfTw/chAaX5I8iejeDQPMl5amJ/rlxNFBICIoaPKLgiNBI/wAY
O9OIp8NK1kck+oC0E6i8weWI/LFjY2vmyb1dIlE0motFc8ZeDcikzkE8CHCsedN961AyHBLiJMea
bZPpaP5es7i41DXhd2QuHmu59QZleJGi5rGObni+6sVoq0+yi5TL1cgnkxibXdGi1SRv8bXEEV1O
08FqYJi/xMC0cIZSppx4gBCPiPw8uLC7gNfSi/NM/I1xZnUms08wtqyvZVitZIblJXhEzFZ2eZ2U
qok9JSijkKcmb4eMMoNXVJCR3fkS6+rahFF5lmVdNuf300l5cFobcwow9aBFWN5lC80Ygg8j3AOW
DLuNuaKTK91Ly/pWn6Zo8nm36tcaQvpX10VmlnczxEKsh5siSNy5UlVz4AdcgBIknh5qq3Dy2miW
clz5smt7S1Z7P60LaYzvKW+H1eZc8+ICr6iGo3FWIYI3J9Kr/MUehXfky0s9T8zT2ktw3r2WpRGW
G4b1Wdoh6LFpWj4njRjUgfa5b4IcQlYCnkwJ9L/LHT45GtPMN7Al28AnvtOjNtHGkb8GMk7gV5tJ
xADmhA+E0YHI4pnoEbM6a48k6r5Wn06HzBcQQaKjSXl1FLc2pjDqwAuRVCy/FUxsd6ZRUxK65p2p
iujjyl5c832Gpaf5g1W7sZPW+sWf1eeSKRpUXjPKxMdaKS/NIzUD77ZCUokEBAoIjzJ5e0qK/wBR
h1Xzpf2dzcIrxR/6cyqBI8spZHkesSo6hQjqqUqcEJGhUR9ilPtKufJM9pfeXLbzFeTz6pcEQsQ6
XMDcVHoRMYlVeHAt8Q5Cu/jlchO+IjkkUxN/LPkGtlHN5xvrm80yR1nkkWeRnb0hHIrBRVZA4qu/
SoIY1bLhOf8ANRQR995Z8t2At3bzhfRWuoRRT2RuFu5ppI0VQzc1ZFZZAGd/3Y/ZI4qCHjGcj/Dy
WgjrK98iReXZNHvPOFxdUuBfvexNIk6RsV4K5pLwjatOig12pkSJ8ViKdll95d8t2lxBZ3nm68tb
p4CkaTGZYg0wb0JYw7cFKtIK8mNSAPhwicjuIopHeUJvKKRXWlaR5oudS1DUrRbeK4d7mcrJDEwa
aBiTt8QfZ6g/tZHIJbEx2CRSQXNh5HkjeEecr1btGj+sKq3LIJUZmkj9PeRV47LHzqoFWLnfLBKf
81Gyfaxw/wCV6eTuAIT9G3fEMCCB6clKht/vzZ9n/wCKZP6w/QxyfUEp/Ka5ntfyWtp4dMOrmO6k
Z7FWKsyrc15ABZC3AjlxpvTKe2RerO9bD7lxfSmVleQ/pCNR5FhiP1qK1luomciNZZwyy1a2j5Rc
yfs1pQqeIpXXkGvq/HzZ/BNPMv1aXTbSGLykmrWYu7mEJI4ia1cXDQmZT6bsqSEk1jPLifskZCF3
9VFJSseYbzT5JJ18iMJpA1nO/qmSSSEFEV2Ywt6kTpw+Imu1GFF2nwX/ABIvydqMUFxpZubzya8e
pvM9l+jre5lUcFiDgNJbIYyaMVQcSvX4hU1Y3e0tl+CvoU8WoA+Xp/JEWnaTcyNI8E0gNuJCklTF
GkLRrvDRuJWjGorWpjIV6uLdR7kr0rXfMOmM6t5DWea7KJO1gHihZbxQWdo2WUGP90FZjSlKEDJy
iD/EgHyRWgGz1Ga2t38jx2VlqzzC7dppPTjkeEy8ZI2hj+0iVQqCq1FCrEjBOx/FySPcq6l52v8A
6vqEWpeR5ZDz9VreSQTLcOvCNWQek2/p0bjTlxBPHY4I4htUlvyQNpd65ZTfUbzyDDfQwh7uzltS
TDGEFJOPrCR+ZoF4qoLntvXJEA7iSPgjQosNMsdb03yTPb6jqKC3ulguGtruFFuI+Mc0jojlWYD/
AGPTY5HmSDLklDy+adSlt7q7k8iXfo67GRcv68rzyGGsaL6SRPNFwrUfCtKlh3wjGP53Jb8kR5in
tbJrac+RItS/Scdvc3FwONGnZwSkgWBqyqzFjVRyFf8AKAYAn+KqU+5V0nXvrupXeg3/AJRmFo6P
qT3rFpoppDGHQQloYv3hBCovwsoG4G1RKNbiXkqhfaze3iQI/kVJnhQR6XcO3q19NfUiEYkihfiH
WlJGjB/moa4RCv4lvySpNTurOxVb78thKLgzxSxWyMsQ4/vJQ8RjkB+JjxYV50+D7OSq+U0fBlE2
q6XoaSG28qMZNXsBeXKW0JYTSBArW8jmMKxEdTxqWNGPDqcqETL+LkWVrr2y8nXlh+nI9EkuNStL
dbkaYySi7VLsGJecUQlf7MbcaK3Q8cRKQNXsuyD1DVPKmp3C6pd+UrqaR3himv57Y0Ec6NH6olj9
RaRgfExICr8XL7IMhGQ24kbKMl95d0vStJ80WflhEkvLn03eeYWrwTvJ6Pq8pwoZZGqQ2zMtDTfZ
qRJiZL5rfL9/pOseZbqzn8nW1pNdySx6pfxzRTlJ44y7JK8CFVmBlYfbDAlu/LGQMY2JKE0XWPLd
3pFpFP5bupXtWbT49PS2Z5reEKE3DiORImQKNwK7dqNkeGQOxW0Jrv6Fn8ofXY/JE+oW+nv6Q0i5
i9CdU4I/qxR0k58OKLUfEOJ49NzG+KuJfgkZ1rzTe210Nd8jRanCrWsdvJZia3f4ufpfvJQ0kno1
+2n2GIOxrxs4Yg7SpF+SbaGI4LrUruDyaYdW0yH63bTtczSS3DOio0ENw8XMgpH8SE059V35ZCfT
1bFIQM+qWjGW5f8AL9VdneaWRC8beoIVZA5FurcpFLooFfjFDQsCZCJ/n/j5o+CYa2XP57+Ty4Af
9HXnIA1APpyVoaCv3ZtOzv8AFMn9YfoY5PqCXfk7Ffyfk1ALDUl0i5WedxfyJHKkarOS/NZPhI41
7jKe26/NGxew+5cX0osDzulz9TuvPtuL4+nJDDHb2xQoxApKwh/d/EpC/F+8P8vQa+o8+Fnv3puL
Pz1H5dmtL3zTb23mFZnlW79O2eMQMnwR8GiioA3Ritdt+WQ9F7R2TukOq6H5rs7+3vE/MSLSVu5X
R5LoW8wcLGoHpiQRQl+W3p8dgeQNag2CUSK4UfFNNfuvMCwaTplj53t7HV4if0lLLBbTNOnMAO1I
xHDttTivIkAEU3hGI3PDskqSaT+aj2UoTzfbPcrwP1hVtBGKyNVfT+psU5KV4sXbpSh+1hvHf0n8
fFG6M1v/ABddXlpc6D5rtBZLAiXVpytU9SZHrJKsxguiA6/DTj8J336YIiIu4lJRsEXm2Dy9Iknm
O0u9RkuGaDUpI4YYzAAAyoqKyqytX7XP3rkfTxciu6H0D/F9lrQl1vzJaalpU6lVgUW8BjkKgqF4
oGfjxIPx71rQD4QZiJGwIKi0HqGi/mbekMnm+0sbKSWr+jbwuGgoQ6ozpyWlOnInf7YpQyEsY/hK
7qemaBrsnlG00a584i61NLqRl1UTJIZlKP6ScaBm4yFfg5dtm2FEyAlfChF2Gn+aYrW6s9S83RXg
uLB4IAFgt5YLlkVQ/rIC77hyGoCB2J3wExuxHqlADyl+ZlnbOLXzsqWn1lnjM0EDBrZ414KrujmM
8gVFGI/b/wAjD4kCd4oopzpcXmO2sdSim82wavfSKHsbiWK1gSFi7ngY4FPw8OA5MW3qadsgasem
krmuPOqWdmP0npSSpDJ9ZuZXLrJJQ8GAVIhRTs1ONetB9nDUL5Fd1LU7jWr3Tba3tfNNrp+p2kqn
VXgEMkcsMpISISSoRHLx4kMF3P7IDLRAAP07KkVh5Q/MCysj+jvOyW6RzK116vC+X0a1Lc51pGd3
qqqOWx5DLJZIE7xQAUys7LzPJYaxp2reaoJrm4iiOkzQyQwyxFQC/MxRROB6g48gTtuKHbIExsER
VLNR8p+fjplvZSedES6ER/cM6RgSggqfWeKWWZfHmPv6CcckLvhWimHkaDzss0Da55mhvrGG1aG6
tK2jyfWEBDMZIo6sAPi5M4P8yVyOXh6DdItSOnfmE2prH/jy1S1Kv6rLb2QnA9NfTZYzG4YCXlWr
D6a0DcK+k/ajfvR+hW/nCA3Tat5ptrm0e1eC0njFt+7uVpWVh6KVKVIILkHaqjIz4ekSkWlCf44l
vHt4fPdo89tOovUEdog9NnegUGGXiQnD4eRqf2l7zqFfSUb96JGnfmQ9oGi852sTRM8buUtZ1YiJ
jHVvq8XpkOVDL8ZoOXLfhguF/SV3VfMc3mL9CWdxZedLSyljtRFeO31Qxz3JoDKJzF8ArX7KDbwx
gI3vEqfeoRWP5mNHNMnnSzls5+T6VemK1KuoUFFaNYFD8twXWXaleDcqK3D+aV3W6z/5PXydR/UH
6NvP3hp8X7uTf4QBv7Zt+zv8Uyf1h+hhk+oJP+VM1lD+StpJdu6Il76kRjVWYzR3qyQijFVIMiLy
qw2ruOuV9sgnVmu4fcuL6VO0vfylmd3t9Dv2ha6FxUxjglxC5dxxaTnTmxZ+QK18CNsExyd4ZWE8
1TR/Imr+c5bW/wBKvbrVLedZyCUiiRzbllIZZI3ZZFhr1bdabCoyuMpiNgik7WkV1q35XWmgWmiS
aZrEWmWc7T6fCkTBxX948aMreo6UblRqnpQ7LSwRyXdhFh2veW/yyu9IsdSj0bUrCO+uvUs4bW1R
JBcRSLFSSFvjQM/wkHiaV3Ub4ITndWNlIDrHXfykg8t3Cx6ZfSaFqshvpbpo+MHqRyMAY5WkWrCV
CAoZnPeoxMchPMWF2V9W0H8sIba0t73S9Ru7e+RL+P0woWEcHkZnmjaLgWgjPJeeyiqgNU4iWQ9Q
tBfeebfy+vPLXq6np2o3+lpPNqvrrAtEd3NW9BJS6IpmK/GtAd2+IVweHMHYjuTYU9M8v/lbe6de
QRaBfxm3jmuppWWMXHpdJEjmjkYsKy8iFatep7YZSyA8wjZRuNY/KrV9PttLm0y/vLGxsZDHbNHC
v+iJKOUwJdHHCVR/dkE9wwph4cgN2N1sI8SflhoNxpnmODRrwXWsUmtb6G3WVpC8i+mjspZU+yvE
CnwnfetI/vJWLCdkouJ/yhnvryVtM1Bl1KW5+s23GMxyzScXuAJGfmvxcCVEgWtBShIMxHIBVhFh
lOr6l5Lspbjyzqem6hcpdQWlpNCIucTLGAIR6kLAcquOQB/DKoxmfUCOqdmJ22o/lLdRWIh0zV76
Ka3uBbGO0Ei3NuZ5JJvihA6SoVqCG+EL0J5WkZO8I2TjXP8AlV9p5c8t6dqmi3y2A5Po0JB9RXWT
k6uyy/CzcORDHYH9nekIjIZEghJpLdKtPyskup7GbRZ7u4OpwmM/VoiIHuJIpLeBiZJABJRQWY/E
vcbASl4nO+iBTO9E/L/yRFol5Y6JatY2dzds05jJLevZTGM09X1BQPEQKj38KY8s0rs/i2VBbbfl
D5EtlZbeyaNC0rhRK5AeU/aFSfsjYD7PiCd8fzM14Qu1n8qfKetapqGoalE076lA1vPHxiWgPpcW
WRI1lJX0Fpzdh7UxjnkAAF4URpX5Z+UdK1SPUbG1aKaK2ayjTkWQQPTkvxVau3WtT3wSzyIorwoO
P8nfIcUKQQ2LJClx9b4cy4MgJIr6nP4R0p9P2t8l+ZmvCEdJ+W3k6TTINMewU2Vpcm8tYqkCOVjU
kU+0PZq5Hx5Xa8IQSfk/5Gimke2svqsMr85LWERrFQx+m6j4C68x1KsGr0IyX5mS8IReoflp5Vv9
Am0GaBxp8s6XIVG4skkSqicWpvQL+1XvXIjPIG14UAv5O+TzcySXCTXFvJb/AFZrR34xEMrLI1E4
0Lhh0pQj3NZHUyXhCN1D8s/LOoaZYaZdrJJaabCbe1SqAqoKtGeQTlyjZFIIPxU+PlkRnkCT3rwp
Friqv58eUFUAKNOvAANgAI5M3fZ3+KZP6w/Q15PqDFfIXmC+0P8AJHTbmytoLyabUHt/q9yC0bep
K9P2l35Adcx+3jWpkR3B2HY2khqMkYTPDGpEn3AlM5vzA/NGG4gjk8s2Sz3XKOBdyz8l9VlFJu4H
I5pDxjano49j9nyBIzSqPPblvXd3pTqX52ecLC+eC/0ewivbYgFSsjMvNeQoyyH9k9vHAZSAcjF7
M6fIY8GSRjKMjf8AVIH6UN/0MB5l5cv0ZYcq8q8Za1pxr/edabZHxC5f+g7D/Pl9ia+XPzb86eYL
qSzsdO0xXiQzlZfWAJ5j7IVmJbmwPTJRMpHZwtd7O6bTREpznRNbAe9MU84fm1Gi+j5WseCkiP02
BALDlsFm7j4vlvk+HIejifyb2b/q8vl+xJbr8x/OMFpbeY7jyxpYgh/d2WpcAzIGBTjE4kLAblfh
26jI8c+G+hcvH7PaOeXwhll4g6V+xL0/PjXYyxTR9NQsCG4xyCoIAINH8FA+jI+LJzf9B2H+fL7F
8f5/eY4lCx6Xp6KteKqsoAqamlH7nB4kl/0HYf58vsc/58+YKjlpOnEgCh4SbA/FT7fvhOSQasPs
nhnG+OXOQ6dJEfobH/OQHmQIEGmWAQUIULLQUNRt6njg8Qtv+g7D/Pl9if2fn/8AM3UrSK7g8uad
Nb3Q5RMzgepyBTYNMCSQCPoIyceM8nWZux9BjkYyzSEo8/Ty+xVHnb807xHH+G9Pn9PkksbEkqRI
UKHlLT7UfT2xj4nQMJ9ldnx55pb+XlfcgdY/NH8wvL0UR1DQdPtI2YrEFJNGI5MAqSkjrvgmZjm5
Gk7A0WoJGPLKVeX7Eo/5X/5joo/Ren0Q1QcZdiQQSPj8Ccj4knO/0HYf58vsaj/PjXoYgItJ05Eq
AEWORQOFCvR+3bJHJKraY+yeE5DHjlsAenUy/UzOx83/AJk3FrbzW1jowjuofrMSq89SXAk4UUmr
n1ORpt4npWYjM9zqcnZ+hhIxMsvplR9I89/dsxST8/vNkczwvp1iskZZXAErCq1qKiSnbKxMl2uT
2VwiAkJy3Me7+IgfpZHbef8A8z7vTrW/sdJ027iul5hYnkDIOvxl5ESviAxp3yQEyLDr59laGGSU
J5JxMe8Df3VZ+xo+e/zfEjRHy3Z+olDInPdQxovL9/typtXrh4cncn+TOzqvx5Uf6P7HaZ+YH5oa
gscqaRpkNrKzol1JI3pl0qCo4SuzNyHGiqd8ERM79F1HZWhxWDkmZCthHffruAPmUBr/AObP5iaC
Y/0npFhCJnkSFgXbn6RAZlAl5cd+4wS4483I0fYGj1N+HkmaAvblaF0z87fPOqXyWOn6TY3F1IOS
RD1FJAHI05SgbDG5E0GUvZzTQxnJkySjESI5d0jHuTx/PH5sJHCw0TTmkmBIgWQ81/lrWUA86Hjx
Jrh4ZuGOzOzyT+9nQ68O33dOt0oWv5h/mxdiQ23l6yl9GRoJeMn2ZENHQ/v+q98QJnkGzJ2R2fCu
LNIWL+noeR5KWpfmd+Z+m2kl5eaHYx20QUyyCTmF5mi14zN9r9nxwHjDPB2JocshCGWRkf6P7OnV
EJqEupfm3+X+ozKqTXuiTXEiJXiGlt3chakmlWzo+zf8Un/WH6HktfhGLPKA3EZSHyNJV+WWgWuv
/lNoOlXUssME+p3BaW3ZVkBiWeReLMrgfEg7ZT27G9RL+qP0M+zdZLTzjkiASL58t7DJdT/LbQpt
RstO1DX9bluLkSS2rSXMTVeFArfEYuXP02+6uaU4zIEkku5x+0M8f04sIvuiff8AzkPqn5M+XrvV
olur/Url5beWR5DJb+oxgaNUXl6KjpKRv7dhiMYpnj9pc2MjhhjFA7VKt6v+Ly+9g9v5b/K24uLa
CJPMTG7keKCT/Q/TLRU9T4qUASu9forlp0Z72/8A0Y6n+bj+Uv8AilTVdH/LnQbi8trWbXHuE5wy
Mk9jCjiFyzjmyhhRoGIHGp4+BFTHRkjm15Pa3PKuKGM15H3fzmSWui+W7iwtWXUvMii+vU0+S2DQ
EwzhvUX1WWMxqg9XlyDd+PX4cgdMRYvzcf8A0QSsHwsV/wBU91fzkvh8vfli0F7pb63q8VtaRSTT
wTPbhKxS8XSMGI1kVox9nsdjQnD+ULd/opzcfHwY+LvqX/FINvJ/5QKkRa/1wSTSxQrCYTzDzqHj
Uj6tSrAjatfbH8oW7/Rjqf5uP5S/4pkmmfkd5F1LT7e+t7zVBDcIHRXeBXFezL6OxHfKpYqNJ/0X
6r+bj+Uv+KQtz+S3lSHQ77U/V1G4lsxdFLdJrdOYtndFHJoSBURip/DtkvCBkB7mvH7V6mAoRhzJ
5S6kn+d5sIi038uv0eJp7HzBHeCGS4a3WWzaMxwyGN2SZo0DAFSPs7nptvl35Lfmy/0Y6r+bj+Uv
+KZbfJ5Ys7Ww057nzMI/q0F/axQmxQLGwQRn1eMY5IeI3bY4BpSRz5Fw/wDRBLjM/CxcUue0jz/z
/NZoM2iaqwtpLjzDBc3V1FaysJLKRVmHoyAtMYkYNURs3Hduvxb4Z6Uizf4/AYjt6W37rFt5S62P
5/mfd0QWsWHk1nmttVm8wT2FmFmhnNxZOvBouQlKSKjIDFHXxIG++D8oSObfi9p8uMkwx4ok90T7
/wCcg9D8q/l1quqyaf6WuWzIyASvNZMtJZooE5cUJBL3Eewrt+InpKF25A9sdV/Nx/KX/FMxX8if
KBv7i1N3qHpwQxTKRJByLStIrAkw0p+6FMq8MUGI9q9SJmXDCyAOUul/0vNKIdO/LGMsreY9btgq
2sTM1OALIfSh5R27KGUJxI6V23yw6OTSfabIeePF1/hl15/xJi/5NeSLmwi1Sy1DUJ47qaJRIzxC
omnWJzxMCsCOR698rGGjR/GzZP2q1EogcOOgR0l0IP8AO8nap5N8keW7n6lNrWtRyx231sxQPDJS
3Dm3Zyqwmip6vxEilMMNNxbhrye0uWR9WPEfhL/ivJTa28oNfBbjzHr8d6okeDnNCXeKGEXSyx0i
JKvFFyU+29O9h00ud/a0jt4gcIxYa/qn/ivNLvq35ZabI9lceZNaspFrJPatLEyoTMYZH4pC6/DI
PiK70Ib7O+D8pKtuTbP2lySNnHiv+qb+fEyC0/Kvyn5nshfPqmszIJpgUuniSRJefCWqNBUFilcr
nio7tmD2nzYx6MeKPTlLpy/iQ0P5ReUtNsZtca/1SKTT5JyjWzwmT/R5WjQIvo1Z2CDbucPhXIAe
SP8ARPn4DAwxmJu7B6kn+d5pNZ2vky7ubexhvvNT+t6VpEHe34oZCojjKuOSBefWlF8a7ZZLSGtz
ya/9Ek7vwsN3f0nn/pkJef4O0e7vIbSXzP8AW47wR3AElrDEboOjVZivWtKNx327MMlDRnnacntL
kmAJYsRoV9J5cq+pNtL0nyf5z1b9Dvd+Y47qOzEjC+W2t+VvE6gFlaPmxVmUAlfDtvkMmmIFk2jT
+0eTEfRjxje+Uvs9SMs4Vh/NL8uYUJKxaDIik9aLbMBXN9oI1pcg/pB5/VZjlynIeciT892vyWie
X8ufLaJK8DHUruksYQsP3Vz05q6/hlPbf+My/qj9DXi+kM7vWe21zT7OS7vWlvEmWK8EVtwjKgP6
ZkMFBzC/ZrU06EVI1I3iTQ+39bYqz6fejWrULqdyW+q3JUlbYdJINv7jv8sAkK5fjdWHx+b/ADHN
cQo+j6gsVzMyGd/QCp6aryeblZApVSOHXll/hx7x+PiiygfNvm6e2hvYJtPmnsopZkNxex25t3aJ
m9TkPqbLycRGnxHqteuSx4/P8fNBLILfXPMMmn2TyWWofWJtQWxu44/qzQwMWUm4Ltaq7Rhm+16f
2hv45UYxvpy8/wBbK0Onma2js9RZYtQAsonZ4Ybe1dZVE0sborLb8ByMZZedA3IbjekjjNjl+Pii
1NPOElVitdK11o/Utlg/0XT4gTcR1jbiyKU40CnkAV69MfD7yPtW2W6Rb3N1psFwt7d2vqrya3KW
gKOSeamkH81cpmaPL72QWaTply9lKralc8WubtWXhbEEfWZAa1hPXGUt+Xd3oDet2eqQaVdXVrfT
3F5axPNbRSJbkM6KSF+G3Zt+mwrjAi6r8fNJeeSedfNDx29kNGuVvPR9UrIImhiC8TJGVFjzD8GB
C06Gu9KZkjFHnf4+bC02vfMnmGwtrAyaZeSG69R7h4fq5gt5LeQoxlc2QK/CgZSV/VXICESTuPx8
U2oaR5q1+9ltYV0W/t7KW7MAuZmtVSKV5Crlka05gtzZl4ihXqRXDLGB1H2/rW2dt5fDCINezEQt
yiHp2lFNeVQPQ/mAPz3zH8Ty+/8AWypDLYXa6ven9J3Pw2luSSttv8c+x/c0w8Qobdf1IYtb+a7e
MoU0/W0R47fhJDZWTDi6txACx8uMdSAQKdabVy44z3j5lFp+VnvtCtLuO7vraOS4tQttcRWqOnG6
RN1WIjtVaEgjxGV8pVQ+3uSl3mfXV07UIbG5TUryrorXbQWhtkjmBSRvUMDfZQkEEDl0B60ljhYs
V9qCUu/TkDW8dnJY3sUs0atDBNbWSwNcKqLbRV9A03Kx8io4/D2ZcnwdbH2/rW1e38y2bEItnrPL
m6yBLG0ojrMVIcNCjqSfjHJQWBBFTgMD5fMraf8Alu4uNXsZLtJtR08iaSNoLqK0jclT9uixMDyH
0g1B3ByqfpNbH5pCHnjks/LWoXc93cXMMMl4z2xW0CyUuZBxJkh4DkepbYfLCDcgK7u/uVjWieat
VuHsIbHR7uC1l9KKKRDZiOOOSRVDr6doUMKs27Keo2B65dLGBdn7/wBaAVPW/OPmqCa7to9Gv5PR
nMDXMwgMTUKfvaCz+KM8k+KvWmMMce8fj4qSU38sa9r2q669hfafqGjziBp3nnNm9QrIvDlHbEcj
zU0LdPcUyucQI2KPz/WoKSQAj81/y8BJYjQ5QWNKn/R332pm70X+LZf64a58wp/ktAk/5c+W4nLh
W1K7qY3eNtork7MhVh9+Y/bZrUy/qj9CcX0hnd76Vtrdhpos9SmhvQ5a/jubowxFFLUkIk+GtO9O
u1c1I3BO3yDYqz6PajWrUK9ySbW5IBu7kbiSCm/qEjrgEzX7PetMSh8y+YJJ4FPlXUYoJpWjaeTU
rxREEAJaRSvIcq/B4/fS7gH84fIItQ8xecNU07619X0K+EEEksaX0t1qTofRZq1jjXq4j+H4+PxL
8R6YYYweo+QUlN7fUtXexspH0K/+tSXy2N+ovroRwKSoNwpZuUkfxUJVdjXegrkCBZ3HLuCVn+JI
hbX8o0fVnksY2kVI7i9Il4SyRFUdigq3pclrseQrx3IPBy3H2ItDR+copIjIPL+vRrykXlLLeIAV
jEkfMcy4qCQ9FPEg05ChJ8Pzj9i2zO102yuLWG4BvYhMiyCOW6uldeQB4uvq7MK7jMcyIPT7GSG0
fR7Q2khMlz/vTdDa6uR0uZB2kyU5m/l0UBHfoWz/AN+XX/SXdf8AVTI8Z/AC0lnmSxurPRp7jSI5
7rUFMawQSXd3xYvIqmtJV/ZY9wPE5PHKzvy9wQWJR+ZfNSA/WfKd9SNCxKapPV+BIkZU5NxCFTVS
xb+XntW7gj/OHyCLZ+NFtKCslyD3Au7o/wDMzMbjP4AZU3+hbP8A35df9Jd1/wBVMeM/gBaS9dIt
F1i9+O5PG1t2H+l3Q35z9SJCe2S4jQ/UPJFMdj81IzLy8u+YWRlhYPE92+8wJPWRPhU7V++mWnH5
x+xFpy9rbX2iW140V/aNLc23K2ubi5WRaXaKaqZO9Kj2ochdGtvs7koXXNVs9L1P6jLZajNAVidr
pbm8MYSR+ErE8inGKqljyoBUtxFCxhEkXY+QUoBvM1rFbrPfaVq0Vt8Esl00936KxyRtNGVcyFSy
8VVqlfi2G5AMuDfYj7EW4eZWiE0N1oGuSXltIYpks5byaOoCkOrNJGSjVNGpvTbljwdxjXwW078t
MmsWlxPPZ6hprQXMlusNxd3Qd0SnGT7Y2YN07dMryek9D8AkKTwW2neXb/UFS7uXtpbx0t0vLhC5
W5kCry9Tite7NsOp7nDZMgPd0Vj2meatYv5rRU8tX/1e5aNWuRqdyURZHVPWqaBo1Lb8SW9qb5ZL
GB1HyCAVHWPM/mq2muYLXytfD6vOYfrMuoXkiMoK/vQkW5Q8xuG2rU9GoYwif4h8gpKb+W9U1fU9
ZOm6p5fv9HCwNOZ5NSuZkqrIvp8kpHyPqA059K+ByEwALBB+ASEggUL+a/5eKK0GhygVJJ/3nfuc
3ei/xbL/AFw1T5hT/Ja3t7j8ufLcVxEk0Tald8o5FDKaRXJFQajMfts1qZf1R+hOL6Qzq+00R6/p
lra6DZy6TOs51G8MUfKEolYgo/ym2O2akS9JNm2yla40LRv0zaqlhaitrckVgQryDwUJFBWlcAma
5/jdaYjBB5/a4txP5X0aK3eV1uT6AZ440AKsAspV/UB7H4ehrTe64fzijdDeZT56ia7Gm+WLJLRZ
JFt54rOKecCMsUPFpQGEgRd+H7ew+HJQ4Osj81Np5Bp/mQ2Vl6vl7Shci+WC/f0lANmStbiKMFqE
VIKl+3IdaZWZRs7nkldafXpJ5o5vKUKoYpvqswhgAaWKVkTkruCodOLUNPYtX4U1/OVLIr7zRIjA
+Q7dDzhUSsIOksZ9T93Wv7iQbnlRxTj15CVR/nI+DLdE0yzvNKtrnUdAttOvpVrPZcYpvTapFPUV
QG8emUykQdjbIB2j6FojWkhbT7Yn6zdCphj6C5kA7YznK+fcoDeteXrRtIvBpdjax6j6L/U3NvC4
EoU8PhfipqfE0xjM3udlIefTW/5oyRR2kflzS4pzb85bsWkBKzR0JiBacxN6gP2+IXqKDY5kXj58
R+bDdGaxa/mDZi1nsvL2lXy/V5BeW62kYrcRzkJwrMrKHg+LditR2qBgiYHqU7rNNs/zDXUoxdaD
pc1jNLbmd3tY4/ShlnZJREqOX5RJRiHrUU3qCMZGFbE/NRb0X9AaF/1brX/kTH/zTmNxy72VJeNE
0Yave8dOtjxtLdkX0EI5c5+1PbJcZob9f1IpjlrceY24mXyHaMjLB9mWCNgzqTKxDpsFbYKd/HqM
tIj/AD0fBOpNMsLjRba4u9Et7C5kubbnbFIpCoN2iirKo+0u/wBNMhxEHY3/AGJQPmVNTsbt4tG8
pWmpR+kkkUjiKJSwkpKnKjfFwYcQwUd6tuFMCCN5EKULNc6rD8f+DIZrYs8kciRxmR4WWR4lMVA0
ci8VVg1anwJGSAH85Hwb9TXrczQN5Jtr6WCQoLhGt7dJYxxpKisJR8VT8PLl4gdA7H+Kl+CfaJpc
dxFcjVdDsrSeKdkiEUaOjwlVdHDFRv8AHxb3Byqcq5EpAQx0uyg8v31xZaTaXF9HLefVonhBUuLm
QIG4Kz8R34gmnQZLiJkLPctMe00edru4tDJ5Y0mC0maL1me2ZXSNmUSPR2VgygtRGQE9dumWS4R/
EUbofWbX8x1muYrLy7o620dx6cNxHbpJI8FVpKqvIF/a+JStacqbgVMTDrIqbTTyvZ+bZtba18y+
XNItrBYGk+tWUPNTKGULHykYHdXrXhTYiuQnKNXEm0hJIFVfzX/LxVACjQ5QANgALd83ei/xbL/X
DVPmEP8Ak79Q/wCVaeXfr/pfVf0ldc/X4+n/AHVxSvP4euUdtX+ZlX80foTi+kMwu7rQk16xtrez
0h9Ikjla9vGa35I4H7tVWtd/9Uj3FN9UBLhPO2xWuP8ABf6XtuB0wD6tc7kQFQ3ODjUAj3wDjrqu
zEIL/wA1tcW5msfK0VqZnW6AVGlWNQOBQCfiefz+HcdgTcYjvkxUPMeqeZ1kuhpthoiWQkkEEsEV
pLdBIyxQj1bkRkOFXf06/EfgqMMIjqZfapTqC4uzZWQkt/L4uUvli1F29D47IlazQKr0DCpBVj0F
R2GQI3/i5JXWmsRSTypPo+kxxGKYW0ha1UmWOV1jLhZZKLJHxalRT+Y1oqY+Z+1bS+08wavK3B/L
ehoplgQTyXFqg4SIROzRhpGHoSLWtTzFOI/ayRgO+S2y3SZfK8umwPqUWkQ35WlzHEYDGJAaEoSS
eJpVa9spkJXtdJ2W6R/gn6pJz/RtfrN1Tl6FafWJOPX26Yy476qKb1lPKz6TeLpkmlxagYX+qScb
VqS8Tx2f4evjtjHive6+Kmnn0t357kjjtVtvL8P+j8pbxY7IyeulD6as1w0bcx+36KitfhUUJyAI
8/V9rFFaxdea7VbW402Dy9fMsEiXdq8dsoadLg8WT97ERyt9x8dOVOlcAAPPi+1Vumz+cE1KM3Se
XZtPlmt2n9WK2VkhknZZ1hEUwIaKOjfvOVR3LVGMhGtuL7VD0X/nRf8AtV/9O+Y3r82WyAB8ljVb
0r+jaC1g9Pa3I5c560FV9u+S9dDmuzHLXXb9ipm8t6LxZYN/rNnGQzKTMxHOQgBtuO5Hi1drTAd8
vtRadNP5YuNFtpry20yzvXuLb1bZXtpCo+tIN2Qsu6bkAkDpU9chUgdrr9idkD5k1VLS7ePQ9J0a
/hMSNC0kltHWQPSRSxdRujbVpSh3YniJQiSNzJBQs3mAwj1F0HS7i3ZnkjZXtRIYnSR40dC6vG6f
ArfCan/Wqp4PM/atuGtXVuJoG0HR76WByqXMc9nAssXw8ZArsRyPxfDyHvx2x4fOX2rafaJPoUsV
yNYttGt5o52W3Nu8DxvAVV0arUPIcijbDdSRtTK5iXTiSFBpvLMOgXsthFpc2orLd/VI5RAVL/WJ
BHzAKtwGxNDWnTDUjIXdbLsxzTtU8xXFzaNNp/lqKzlaP6wXVUkSIsokcL6rEyLvRCAKb8u2WyiB
1kxBQ2tXPnMz3Mdlb+WFtEuOMMsKxtM9tVfi/eTKORr8QoKDlQ1ClmIj14lKbeWLzVn1xrfzNaeW
Y9LW3ZxdaeENZwy0jrLLypxYmvp9QRttWExt6eK0hA23D/lav5d+nT0/0FLw49KfV3pSmbnRf4tl
/rhrnzCz8lri3t/y58ty3EqQxLqV3ykkYKorFcgVJoMx+2xepl/VH6E4vpDPLvXJP07Yva6rp36F
4SrqMMkqety41jaJg1PtUBr2r1NKagQ9J2Ntlqk+uaKdatSNRtgPqtyOYmj2Jkgp1JHbEQNcvxut
sShfz59Ygkn85acYRK5uoIxbVaMAGIRu0Yp4PUfKldrqh/NKN+9S8xXHnmc3T6f5isWt2klMNml1
bwPxDMYaSiHkBsnJedftfFhgIDnEqbTS3n8wrY2cD+arESWt+GuJi8LyXNhUVVmICxy15UopqtAT
UkiBAv6Ty+1Lk1jzUFuEbWNL/eW9ylrKZ4i0c3qubZ3ARBX02UN1BI+yN+TwR7ii0BqeofmI1xHL
Z+ZdF9N4g0tqnpxrHN6RBRZJDMzp6nFuRAPag6iUYw6xK7s6TX9F4L6mo2geg5BZ46V70qcx+A9x
ZWg9H13RFtJA2oWwP1m6NDNH0NzIR3yU4Svl3KClXnOSXU4LU6H5jh065tnMhK3SJHJutFkADFhQ
Gg6V6g5PEK5i/ggsXvV/MOYLaT+cbN45p3C3Fo1vCIokPKJ5WX0pat9lkjqD/Mo62x4OfCWO/ejd
IsPM9rb3LSee4Dd3cR4+s8NylvP6ytyXmQHVo+QAATjt17RkYn+FI96kh/MJhFIfOthGTKwngK2b
1Tb03Vwi078k4/I4ah/NP2rv3s00HWoYtGs49Z1eyn1VYwL2aOaLg0v7RWgj+Hw+EZROBvYGmQLS
67o36XvWXULaptbcIfWjHxB5+5JHfHgNDbr+pFsdi1jz2pRjrPl9gUh5JLM1QQCJf7sLuTv4Htxy
0wh3SRZTmTXLf9C2y6nqVg9+Lm29Y20ymMgXaEEciD9inLbrXtkODfYGv2JtD65rGrNqaPpOtafH
pyxq7xPJC8jyRyVaP4ivBZUJHPkaED4RuSYQFbg2pKWxar5vWH0W1jSjFJyWSVrlDcIZoVHOOion
GKdmahqeApuaZIxj3FFlUi1nzossqfpfQTAhYRPLMxdv3vJN024+keJqAeQPXZ8eCHdJbKdeWNcn
TR4l8x6ppsmqKWDvazJwZAfgLVKjnx+1xAFegHTK5w39INJBUTrdv/h++TTNTtI9RaW8+qu8sRCs
1zJxbizANQGoBIB8R1w8B4hY22W2O6ZP56M1pLe+brFIOUbXUBFmzmLkokjqgADkciHDMO1O+WSE
OkT9qBajrMPnq6uLoW/nWySzMxa1iia3gf0eSkK0gVmDjf2PGh2bYx4B/CVN96b+W7nzLZ6yW13z
ZYappXoMFEf1a3f1+ScTwVfscS3+7OoHjtCYBG0SCkJBAyt+a/5eMpBU6HKQRuCDbvm70X+LZf64
ap8wp/ktOkH5c+W5XDlV1K7qI0eRt4rkbKgZj92Y/bYvUy/qj9CcX0h6Bd3Sy6pY3sVxfxRWxkW4
tBa3PpSpIhA5L6NeSvxINdhXxzUAbEbNrp9Xs21q1rHdU+q3INLW6B3kg6Ujr9IxETX9nmi2IweV
tYjnglk80azMIpnkmiMN+iSoQPTQgVKcDUbH4h13rl3GP5o+xFIfzN5U1zVPrbpr14Y7iSRlsprb
UlgAZmMO0ZABQlOi0+HpucMMgHQfYpCdw6Rcx2NnanWtUK2V+t0n+jXlZLZSD9WlcqZHGxYNy2rT
7IpkDLe6HLySpi08z1uB+nLlI7i3ngUCwvWaEvK7QOjMN2RH48tm23LbcTce77QhD3WjeZJbyOdP
M+pcWg43SPY3IjMxjaMtHHBHBwTcNTnyrvy8USjXIfMLTLtP1YR2FvHefWZrtI0W4mW0uaPIFAZt
oV+0d+mUyjvt94ZWo6PrFoLSQGO5/wB6bo7WtyetzIe0eGcDfy6qClHnbSrTzJBaIlzeWNxaSGW3
nS1vKh9j9lVStVUrXqATShyeKRj3fMIO7F9S8karcFba48w6pfadNOzzm5jvh6MYIaELC0cqTMr9
2ZR4q5pS2OUDoL+DGkdpHkiGwt7tItc1qG5v4vTu5oIrteEwlWUTRcomYOy1VvUZuvw0FaxllvoP
sSApx+UNapC8vmnWxKkjetFGuoek8ZpxNWUuHWnY8T3GHxI/zR9i0zPy/dnT9Fs7K+nvL+8t4glx
ePaXfKVx9pzyRjv4V2yiYs2K+xkHLq9q2r3tEuQWtLdQfqt1UHnP4R1HXHhND3+Xki2OW1j5yjKM
3mi7DBIEkU6VLKv7taSU5xg1Y78up+jLSYfzftRuncuovDo1tDfTXN5drc2xlufqM8Ib/S0YfCI+
Iou3vlYjvt9/klD62NTu9SW6sdQvLW2SJaWi2t2gaeJ+ac29KQGNgSrhVU+JYUUShQG4H2KUtgsf
NEcLQHWrj6tJVJofqF2zlZIUjkdZ2QujiTnKgG1fh6dJEx7vtCN1SO283K0ip5juIoQX9JRpE0p+
KQupJlRmHFW4ceRG1RxrxAuPd9q7pz5aubzT9JjtdXvbrVLxC3+lfULmM8K/CtODFuI25ManuSd8
hMWdtviEhQa+a68u39pZSXVrdzy3iRXCW1yGQvcyfErCJ+LAHY0ND2PTDw1IE+XcrH9O8ta1Hc2t
xd+ZNYYQvHJNbpHfsjqjAvCSyCquo3biGqfDLJTHQD7EAIfWfJuo3sl3IfM2rG2lnM0dtNBf+kkN
Vb0mCBQQtG4tSoop33qYZAOg+xSE18s6Jf6LrZu7nX9Y1aw+rtF9WvYLx29ZmQrLsix7AOtOHcdx
vCchIVQHySEjgYN+a/5eMK0OhykVBB/3nfsc3ei/xbL/AFw1T5hT/JaV4vy58tukTzsNSu6RRlAx
/dXPTmyL+OY/bf8AjMv6o/QnF9IZ9c/puTWrW+ijvYLKGNkuNPX6oyzMTVGLNOeHHf7Iqe5oM1Aq
q2+39TYunv7ttata6ZdCtrcige2BoZINwRN/HERFc/xurEIfI3mGOeCeTWNfmMEzyPEbtFikVgOC
uouq/B2332rvUm7xY90fx8EUhfNXkrXr1Ly6uNWv4baZ5He2u5V+phXZvSRoxfpGCrOgrTjVR8GH
HkiKoD8fBSE7tvL2ojTbG3W51RoLK/S8t3jngAkgDKfq0zfWSZFJBINRQ02oKGBmLPLl+OiaWrof
nStxy1C/VbiC4twIxD+69SV3hZPUu5DyjR+PKoY0+1QKA8UO4fj4IooWfyr57mufVbzDqyoZIJjG
kdknxxQmOX7NyFCSNRuAXiKbhiWZiJw7h9v6losp0E6zp2j2tlewXmo3UCcZL1zbK0hqSCQbmQ9N
t2OVTomxQ/HuZBdo+oXYtJKaZcn/AEm6NQ1t3uZNt5sZxF8+5QlHnby5L5ptraJ7W/s5bST1YJ4Z
IFYNVT+zcLseND7E0pk8U+DqPx8EEWxjUPy38xXTJay6jrV1YyzO8/1i9RmijHxRenE880csiv8A
tPRR/KctjmiO6/x5Ipq08o6RoUN5by6tqdhd3dqBfTJqFtbyKPXEq3EfO6YoWo6szcq1PTfEzMug
+R/UtUttfK91K9jx8z6xJdyl5I4odTjMdxA1OLKhvXZ2T0zRwadajEzHcPl+xaZ/oH6V0zRrOwur
a91C4toxHLeyvbl5WHV253DtU/6xzHnRN2Px8GQct9eNq96BptyC1rbr9q3qPjn32nHj2ONChv1/
Uhjlr5f8+xFHfWdQLhIEkX0bRl/dLxfj6l0/2zvyNT/MW2paZw7h9v6kUU7ln1a30a2gvLW6u7hL
m253LfVU5H62jABRO1KD4RUn3PfKwATt+nuShtb0/wAxXupfXLRtQtY1iQJaJLAkZmifmhfjOQUa
pVwACR1JAAyUDECjX4+ClKYfL/nEKIxeXckAZ4ZoFaJR6U8Eccx5fW3/AHvNWlX4aAmi8QWrMzh+
P7EUVeLR/PILmHVr5bZizQD0rOU8Xk9QNya5rsGKgVI6UovwYDKHcPt/UtFO/LSa/pekx2WpC91a
5jLf6ZILWNihPwqR9YdjxG3JmLHuTlU+EmxQ+f6khRZ9VvfL19ZWtpd2s9xLeRpdRvArx87mSpRh
OrKwHRh0O++SoCQJPcrHdP8AJnmSO6tLi41XWy0Lxyy28d3EY5FR1LxfHcH926j4qANX9qm2WSyR
6Afj4IAKD8weRNQle5urrW9ait5LoXEUV1eQiCMM6cYQBdRjirfYpQ8uHU15GGQdw/HwUhOfLHlT
XND1w30l/rmq2f1d4RZ6hdRz/vGZGExJuRHUcWWnp9CKU3rCc4yFbD8e5ICSQEn81/y8JBUnQ5SV
NKj/AEd9tq5u9F/i2X+uGqfMKf5LSvF+XPlt0iedhqV3SKMoGP7q56c2RfxzH7b/AMZl/VH6E4vp
DOrqxkuPMNlrf1TUYrixikhNvFLaLDKko6TqJauFPxKCdjuO9dSD6asfa2K09/dNrVqG0u5INrcg
oWtjUGSCv+7qYABXP8bqxKD8r/LUM8FwNN1GSe1maUPJPaNyaQCiyKJQrceqbbbAbAZd48u8fajh
U/MX5e6VcG51KZL+xuJJJZGu3OnMimdmpXnJ+yZNm5cthvthhmPLb7VMU0svK2hrp9kkOn3k1naX
y6hp59a0aKNyygIgWYIUJXoa/ESeuQOQ2dxy800vt/KEdvqAvo11sSLPLcCM3VoUrMnDhQyV4qOm
/LxJxOWxXp+1aQOofl7DqNtcQzy6/JFdQrFJW8tmBCyiZWI9XixBrSo7k9TXCM1fzftRTJdAtZtF
08WMNlqNzGrMyvczW8jKDsqJWeiIigBVUADKpniN2EhU0fULsWklNMuT/pN0ahrbvcybbzYziL59
yQjv0jef9Wu6/wCCtf8AqtkeEd/3q811H8r/ACtS5vtQi1MLMvqSXRnsY5FIZaSI6yChI+FjQlye
X2t8yhnlyFfax4UTL5c8h6zf2lmtm8t7Z2tvGlvBLZKzQwnmCyLNRuQIrttsdtsHHOIv9a0ETeeR
/LNomm3t3p99CNHaD0rhpbNWkZJmcLMRJ8fqyzfEoAqdhTAMsjYBG/vWmaxatPLEksWm3EkUiho5
Fe1ZWVhUEET0IIzH4fP72VoNL+7bWbwHTLn4rW3BHK1qBzn33mpkqFDf7/JWM2nkFYQWjl11ea2w
5w3NpF8NsrKiLwk4hKP0pt2OWnN/V+1jSfTvdWWjW1oLG+mWG4tQJp5LVnal1GdysoHsKCn0ZWKJ
ux17+5KD8x+W5Nc1CG9eLVbKSONYT9UmtIjxWVZgyuJeavVePKv2Sw71yUJ8Irb7VIQP+FJJJZbi
0bUI71ZkmLo1myLcI8rszr6/Mk/WGBq9eNFrxqDLxO+q+P6kUpt5Igkhb6o+r29lKK20UM9kYl9S
JYgQDIVagRGjb7QYVqdqHxe+vtWmTaJHc6Xp62aWV7cKHkkWSRrSoErl+KhZVUKvKigDYZTOibsf
ayCDKT6p5fvtNk0+8SK7mvI5Hje2DcXuZOSg+sCNtiRv4HvkuUgbHTvQx3S/yy0G1nsrhtPvp7m2
ZJkYS2qK7RMp3VZ6tGaAMjEr365ZLOT1H2oEUPrn5beTfWuL++sb21a4uDcBpLi0Kq8jKDGiyTNV
GJK8N/tbdFoYZpcgR9qkBOfLfkTR/LmsnVNL0q/jYwNbi3kltZEAZkbnV5mk5jid+XRiPDITymQo
kfakCkggJP5r/l4SCpOhykqaVH+jvttXN3ov8Wy/1w1T5hT/ACWa4X8ufLZt0SSX9JXfFJHKKf3V
zWrBXP4Zj9t/4zL+qP0JxfSGXXvlu5uvMA1SRliu+dq4tor300Jti7pyVbUO/OrBuTH4RQUWoOrE
6jX6P2tlJlcy6wdYtudpa0+q3NQbl+PHnBWtYMgAK5/jfzVhEP5Z+S47mC4FtYvdWUzPFI+olisk
wA4svocTvuoI2rQbUAvOaXn8v2opb5k/Lvy3NNdX19La2V68kskt017EShnLbMstmwAVpvtbN0q2
GGaXIfd+1SE5s/Kuhfo6xaG3sJ7KC/F/pcv18tGk5YALERBwZTxpQ133+1Q5Wchvry7v2rSpB5Ej
ttSF6kYWdJpbrgNQkWnrJwIqtsrhVHRg3LxYjbE5rFfo/avCgpPywt+EhnYkzKqLIb1U4hZmnCpw
s0ULViAtKAbgBviyQz/iv2rwsk8v6NfaLazw2VvDJFdTvdMZbx3PKQKKKRbDaijrU9yTlU5CR3+7
9qQFbR5tb+qScbS2I+s3XW5kG/1mSv8Aug4JiN/L8c0hKvOvlaPzFZIdctrdLOyDyMRdEKB8L8mL
2r04GMNt9NRtk8U+E7dfL9qCGNab5M8j6Va3VzEdMazv4/Rndr+NojzZCxUi225PGSd+56AbWnJI
9/y/aigj9A8i+WdNibUdJgsxa3EU0ENxHqLFAs4ofTmWDkWVahWLkipyMssjsb+X7VAW2X5d+WLa
wnsI7Wzkjvkit7h5NQLyShJA8a8jb9dgvw0J/wBbfE5pXe/y/atMp8uaLd+XtGttI02xtks7UERg
3L1+JixJ42yjq3YZTOQkbJ/HzZBekutHWL0G1tqm1tw3+kvQDnP4wfwx2ofju81YtZ/lpElWhmke
R0tayR36xnhbKyxU9GzjCqQx2WgpstF2y45/xX7WPCyGe31ex0a2s0t4HjhuLVVd7pyx/wBKjI6W
6qBXsAAB0HbKgQTfv+73pQHmfylJrF7Fqd8FtJIY0gMkN+8I4rMsq0b6vVW5jjyU1oSPcSx5OEUP
u/apCDbyTPMTc29xGlyZw8Usd2vprdwyTF3Ci1qz8pXVgzEgDjsKjJeKPwP2opSb8vreeB5rSYW9
ncj9ybe/VowZoltwYzJaSqfhVOHgQKdqHxvn7v2rwsn0Ox1bTNOW1gjhuYuckqSy3RJpK5kovp2s
aBV5UUBemUzIJv8AR+1kEI1lqep+Xr/T57e3S2upbyOZxcsCFa5k5fat2FO3y8MlYEgfd+OaGLaZ
+WvlWzuLKT0LGa7tmjmiP18pzkhZeLcEgFV+Hjw+x7V3y2WaR7/l+1ACF1v8uPy/FzdX17BYW01z
Obtz+kWJ9VmVSVRrdqgkkcSCPi9l4mOWfIX8v2qQE78qeQvLug642p+X7CyiuTA1uIEvmlUI7I5Y
crdpOVU+1y7n2pXkyEijfy/akBJ4OX/K1/y85ABv0HLUA1Ffq799s3ei/wAWy/1w1T5h35IR3T/l
zpDW0Qmm07Ubo3EJYId0lSgJqK/vlOY/bn+Mm+sQnF9IZdfaDPea5DrMljMl1AYSqx3EKqfQMhUM
QnM/3zV+Lpt0LBtUJgCrbKTKR9afUILn9HDhHDNEymdKkytGw7f8VnI1GqtLFYvyx8vxz21yugub
i0kklt5muwWVpVAfrsw2qAwNO3alvjnv+xjwrdW/LPT9SlmuGsLmC8neaRrmO6iLD1y5YBXR0p+9
bfjy8ScMc9dfsXhTSHyjYwxQRrofIWt5+kLUtcIxim2+wSPs0UCn09d8gcl9elJpRs/JNpZ3txd2
+lzRm69b14ku0RG9coX5cFV2H7pRRmIp1BwnLY5/YtIY/lxpLW8cE2kTTrEYXUy3aMecLA8jtvyp
Qj7IBbiF5Gp8Y9/2I4WS6VFf6Xptvp1rprfVrVBFCHuEYhF2UVp2G2VSom7ZLrCTWraBo204MWmn
lqJ06SzPIB07BsZCJ6qvu5NRu7Sa1n0vlDcRtFKvroKq4KsOngcAABu1YXcflRoc8qSvpM4eNGjU
i5hrxdUVqkoWJPpg1JrX2oBkDUHv+xjwo+88g6dc2lpbHSZYlsfU+qsl2hK+ozNurhkfiXNOan3r
kRmIPP7F4UDp/wCU3lvTtbh1qy0KSC+gYMhW6Th8MgkHwFSBuO1Pv3wnOSKv7F4WcfXtY/6tv/Jd
P6Zj8Me9khlfWhf3FydOHCaGKIATpUGNpSTuKf7sGS9Nc1YtD+W2nRhq6fcvy+r1P1uJCPqylE4m
NE4ih6LQUAAou2XeP5/Yx4WQraanBpdvp9rp1I7eSB1Lzp0imWVhsABXiaAAAdBQZVYuyUoDzN5V
XzGS2oadMrGNYqw3Uanij+oOqt36+PfcLSWPJw8j9ikWgbn8v7a4hcSWE4u39Jvrq3UayCWIAGVa
LTlJvz+ZpSuSGauv2I4W7j8v7WWW6dbC5i+tSNMVS7jPpu4UN6RdHKCiCgB+HbjTinFGbz+xeFkO
j2+oaVp0dhBYPJFEXZWkuIi37x2kI+FVUAFqKAAANsqlUjdsgh7jT9SvNFu9Ku9PPo3j3HqFJoie
E8zSUo6svRqGoIwggGwUJDpn5ZaHp72skehs8to0ckbtcRKDJCVKOVRVXYIF4gBadsslnJ6o4Vt9
+Vvly8u7i7k8vslxczm6kdLpdpjSrAEMOzbdPiPtRGcjr9i8KO8v+RtJ8v6u2qaPoAtJ2ha39NLh
PTCOyuxAIJ5FkrWtdzkZ5OIUSkBIpLeW2/OPyJaTUE9vo08cyqagMsMinfwqM3ehN6XIf6Yap8w3
5QuV8k/mPrPk6+Po6br051Ty9KxpGXl/vIAT+1sFG/7P+UMe0sJz4Y5o84Dhl+tcZo09TznG92Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVSubq1tYjNczJBECAZJGCLU9N2IGEAnkh5XqflHQ
bnzlqfmCz88jS4LmIm6htL3i8UnGNWepmMSr8IPxJ3+RzLjMiIBjbGt+atcaPNPo1hbjz/FALSQH
14buUPcQu5DJNOLoVJ5DgyovE7bjHi3Pp+z9i/FBHyTrlgZYdR/MOX63bmBw0uoTwGeDk7SLPF6v
7jmhVVeOp25d6YRkB5R+xa80u13y35hh06S4038yQZrG1gm1JX1C4YIVTjcOAkkr8JX+KOoqD8I2
2yUZC94fYgjzRFpoaalpcVxY/mNe2lyLLiY7m9dBDcFIaN6bmKRoyUk3cn7Q49MBNHeH2L8XpHlC
90uDS7DSRr8Wt6gIS7XX1hZpZ+JBeQfG5oOY+WY2QG7qgzCfTTQwQyTzOscMSl5JGICqqipYk9AB
lYBJoc0vNPy3aXzh+YOsefmRho9rF+idALinNVblLMtem9f+DI6jOonj/L4I4f4j6pfj8cnGuzbN
vPXkTRfOWkCw1ENFNC3q2N7FtNBLSgZT4fzL3+YBFOn1EsUrHxHeki2DQa1+b/k4Cy1rRW83abH8
MGraaSbor29WGjMzAf5I/wBY4cug02b1Ql4cu48kiZHPdEj88NPoOflXzGr/ALQFipAPff1RmP8A
yFk/n4/mf1J8Ydxd/wArw0z/AKlbzH/0gJ/1WwfyFk/n4/8ATH9S+MO4u/5Xhpn/AFK3mP8A6QE/
6rY/yFk/n4/9Mf1L4w7i7/leGmf9St5j/wCkBP8Aqtj/ACFk/n4/9Mf1L4w7i7/leGmf9St5j/6Q
E/6rY/yFk/n4/wDTH9S+MO4u/wCV4aZ/1K3mP/pAT/qtj/IWT+fj/wBMf1L4w7i7/leGmf8AUreY
/wDpAT/qtj/IWT+fj/0x/UvjDuLv+V4aZ/1K3mP/AKQE/wCq2P8AIWT+fj/0x/UvjDuLv+V4aZ/1
K3mP/pAT/qtj/IWT+fj/ANMf1L4w7i7/AJXhpn/UreY/+kBP+q2P8hZP5+P/AEx/UvjDuLv+V4aZ
/wBSt5j/AOkBP+q2P8hZP5+P/TH9S+MO4u/5Xhpn/UreY/8ApAT/AKrY/wAhZP5+P/TH9S+MO4u/
5Xhpn/UreY/+kBP+q2P8hZP5+P8A0x/UvjDuLv8AleGmf9St5j/6QE/6rY/yFk/n4/8ATH9S+MO4
u/5Xhpn/AFK3mP8A6QE/6rY/yFk/n4/9Mf1L4w7i7/leGmf9St5j/wCkBP8Aqtj/ACFk/n4/9Mf1
L4w7ihdT/N3y/qlhNYX3lLzJLaXC8Zo/qXDkta05JOrDp2OSj2JlBsTx/P8AYvijuLEZLv8ALKSB
YT5M8zL6V1Je2jrZopgklmE7rEBJxCMQFoQaL08ct/kvP/Px/M/qR4g7iqWuo/lpb3D3P+C/Ms10
0kUyXE1lG7xvCQwMZMnw8iilh02HSgxPZec/x4/mf1L4g7ijLzzT5GvNRub+68peaJpriZLlVazT
hFMtKvGvq/abiAS1SBsvEYB2TmArjx/M/qXxB3FbpnmbyLpa6vHYeVPNMEGswNb3MAtEZUR1Kt6Z
aVmBPIncnfGXZOY1c8e3mf1L4g7igbu6/K66vXvJfJPmf1HuPrZVbYhRLx4sw/f8vi+e37NN8kOy
89fXj+f7F8QdxTjRfOXlvSbqO48ueRfML6qLYWjcrNY/WQLCgaVkaTdRbruFpux75A9kZD9eTGB7
/wCxRkHcU0k8tfmX+YbrH5mQeVvKfINJpMEgkvLlQahZXH2R8wP9U9Rk4YYNLvD95k7zyHu/HxQS
Zc9g9W0vS9P0rT4NO06BLWytUEcEEYoqqP8AOpJ3JzEnMyNnclKJyKuxV2KuxV2KuxV2KuxVCXer
6VZyCK7vYLeRqFUlkRCQehoxHhiqlB5i8vzzCGHU7WSYt6YiWaMuXPReINantiqnP5p8sW4Jn1ey
iAPEl7iJaEmlN2xVz+a/K6IzvrFkqJ9tjcxUHz+LFUzR0dFdGDIwBVgagg7ggjFVrTwLMkLSKJpA
zRxEgMypTkQvUheQr88VXO6IjO7BUUEsxNAANySTiq1Z4GgE6yK0DLzWUEFChFeQbpSm9cVXLIjo
JFYNGw5K4NQQd6g4qpx3drKyLFNHI0kYmjCsCWjPRxQ7qa9cVSfR/PHlfV7640+yvla/tmKzWsga
NwQxT4eYAcVHVK4qnuKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV5x5w/K3SNZ80nVr28gX
68BHLbygRzLEsDQO1vIGpzq6H4kPhWlBhVE+Wfyqj0HWNP1KDU5X+oetEbcpEEmgk9YxtK3D1WmT
1R8XPjsaKORxVdd/lTaHzUnmGzvpY3Nwk01m4QxUEolJUhOZZWB9PkSF5EDalG1Sv/lSsH1B2a5j
OrmJrZJUWRLZIRBJBGVhLORIyurSuWPJgSKVONq9JNtMb0XH1qUQiPgbMCL0i1a+oTw9Xl2+3x9s
CvObz8otalt4I4PMjQz28ySRXawP6yECNXlEjTPJ60nBjIQwVzxqvw4bVkOs+SdR1HU7a8GuS8IJ
ORjniWTigkWQxQ+kbeNVfh6bmSORmQlaiuBUF5W/LrV9G0O40yTzJclJi/pxwRQiGISRKnFEuEuO
Kq4LKqcV7EHclVC6R+WOq2bWq/pj0I7BnSFoI+JMTPLNWGNWSC25NccHQRuCka0pXYq3o3kjVNA1
LTbm41Oyj03TZbkyXfpC3nnW9ICW/GMxW8MXqsDwCsGcBhRm2VauPyvL6/c67aX0d19ZvrfV4obl
aKtzalhGgkg4FoykrUZqlKL9tarir0PArsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVYR+bXk
rVvNegQWulSpFd20/rUkd0V04MCuwZW+LieLABvsllBOKsXv/Jv5j3It2sLvUbOM3rNcxy6nO7tA
0gkiYf6R+7RInaJl5MaorcXq2FURY/lt5/jkRbvzHdTNDcypbXBuLqREjNnMIrlka4VzxmlWP0ix
J41Z2qcVZT+XHl/zVo2nXsfmPUpNRuJrqV7YyzSTtHAGIQF2NDyHxbKvXoOgCpjrUXmx9HcWM0aa
gJ0YG2CIxtwwLIhuRNGJCP2mUj6d8VY15e07817bzDcyXk9sdOuLeNphKwli+uLDErvCF4ShXfnV
TxUcahfiwqo69pX5rz/WWtbs+rDcNPp7xSQIqkev6apGUTlGYmSOQXDP8RLqPhFVUx12x/Me40ax
kjktf0jbPBPMllJNA/qLHxm48m9GdeTGkUvFWH7SsAcVS/UtN/Na80y9MFyvrCVJrAmUW8qkNMxM
SxRxrxVWiHo3JbnRgzLs2KoyDRfMusaB5r024jm0611OSY6Kb2YSzJ64LM1YixSLmQ6RvUpUqV4g
LgVQ/LXyz5k8uTLZ6l9Ya1NuYkC3AmtUmErSOwRviHNWHGSgLHlzAPHCr0LArsVdirsVdirsVdir
sVdirsVdirsVdirsVdirsVefefL/AM62uqXK6Hd3igWK3FlZwWkU0cswZ0kBmMEpQRARuUqWflRN
9iVYLc6f+bF5eziI6nC2t2AAtrqWFbSSaQotxGaQqsTfV1dlUwxPt9ok0xVOPL/lvzVaeR/M+lm+
vZL21EkunxW4VB9Zt7iYR/VyI0lpJ9VjJ+Kp5E9WriqHtNQ/NqytNLiku9RZpXto74vBBMYFkd61
DW7SFSif3ksgK7clJNAq9dvL++iS9Fvp0s0ltA0tsxeJY7iQLVYkIdpFJO1WQDArA18+ed11zSoj
ok89reTm1uVFpcW8fCsdbqNpk9RPTZnQrKoDBQ4KqdiqYeZfNfnGA3Edjo1zax/Uppo5DB9bnSRI
pn5/uHktjxaNAsXqc5Oe1KYqv0/zb5vv/K09xP5evLPVlE0XqW6wugeNuIkihuZIJXB6qpWjfzUN
cVQdr5484XtvGI9HkZ5rVyzWsLmSOZIGZ3rMRbI6TgQ/Vnl58q1PEVKqt5Q8467qmtwafeq7NLp7
S30a2kkH1O4imeNS7v6kYedKEwl2ZCu3JSSFWO+RpfPWia+bDVJr5dKN6bcxakBOFgZeNq0M0fqC
jv8ABXmF5caomwdV6/gV2KuxV2KuxV2KuxV2Kv8A/9k=
uuid:a74c5f91-ac59-4517-88d1-7d1f6d164e7f
xmp.did:5F4A0FD47E10EC11BC66E1D65D54D90B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:5E4A0FD47E10EC11BC66E1D65D54D90B
xmp.did:5E4A0FD47E10EC11BC66E1D65D54D90B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F245D70F670BEA11B45DB3A5832B6AA7
2019-11-20T06:18:16-06:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:5F4A0FD47E10EC11BC66E1D65D54D90B
2021-09-08T05:00:58-06:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
8.267782
11.692912
Inches
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
60k
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
60.000004
C=100 M=50 Y=0 K=0
SPOT
100.000000
CMYK
100.000000
50.000000
0.000000
0.000000
Global Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Global Blue
PROCESS
100.000000
CMYK
45.999996
0.000000
0.000000
0.000000
Global Green
PROCESS
100.000000
CMYK
80.000000
0.000000
100.000000
0.000000
Global Lime
PROCESS
100.000000
CMYK
33.000000
0.000000
72.999992
0.000000
Global Malt
PROCESS
100.000000
CMYK
32.549999
44.309998
53.730000
19.610001
Global Night
PROCESS
100.000000
CMYK
100.000000
50.000000
0.000000
0.000000
Global Orange
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
Global Periwinkle
PROCESS
100.000000
CMYK
42.999996
28.000000
0.000000
0.000000
Global Pink
PROCESS
100.000000
CMYK
0.000000
25.000000
0.000000
0.000000
Global Plum
PROCESS
100.000000
CMYK
50.000000
90.000000
0.000000
0.000000
Global Red
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
Global Yellow
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
K=20
PROCESS
100.000000
CMYK
14.119999
9.410000
7.059999
0.780000
K=28
PROCESS
100.000000
CMYK
19.610001
12.940000
10.200001
1.180000
K=30
PROCESS
100.000000
CMYK
20.780001
14.119999
10.590000
1.570000
K=37
PROCESS
100.000000
CMYK
25.879999
17.650000
13.730000
2.350000
K=42
PROCESS
100.000000
CMYK
29.409998
20.000000
16.469999
3.530000
K=48
PROCESS
100.000000
CMYK
33.329998
23.139999
19.219999
5.100000
K=5
PROCESS
100.000000
CMYK
3.530000
2.350000
1.570000
0.000000
K=51
PROCESS
100.000000
CMYK
35.689999
24.709999
21.180000
6.270000
K=52
PROCESS
100.000000
CMYK
36.079998
25.490002
21.180000
6.270000
K=55
PROCESS
100.000000
CMYK
38.040001
27.059999
22.750000
7.449999
K=72
PROCESS
100.000000
CMYK
48.629997
35.290001
32.939999
18.820000
New Color Swatch
PROCESS
100.000000
CMYK
89.000000
42.000000
97.999992
11.000000
New Color Swatch 1
PROCESS
100.000000
CMYK
100.000000
70.000000
0.000000
20.000000
New Color Swatch 102
PROCESS
100.000000
CMYK
89.000000
42.000000
97.999992
11.000000
New Color Swatch 103
PROCESS
100.000000
CMYK
61.000000
8.000000
97.999992
0.000000
New Color Swatch 110
PROCESS
100.000000
CMYK
89.000000
42.000000
97.999992
11.000000
New Color Swatch 111
PROCESS
100.000000
CMYK
61.000000
8.000000
97.999992
0.000000
New Color Swatch 116
PROCESS
100.000000
CMYK
89.000000
42.000000
97.999992
11.000000
New Color Swatch 117
PROCESS
100.000000
CMYK
61.000000
8.000000
97.999992
0.000000
New Color Swatch 122
PROCESS
100.000000
CMYK
71.000000
2.000000
97.000000
0.000000
New Color Swatch 123
PROCESS
100.000000
CMYK
95.000000
41.000000
97.999992
10.000000
New Color Swatch 124
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
New Color Swatch 125
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
New Color Swatch 158
PROCESS
100.000000
CMYK
89.000000
42.000000
97.999992
11.000000
New Color Swatch 159
PROCESS
100.000000
CMYK
61.000000
8.000000
97.999992
0.000000
New Color Swatch 160
PROCESS
100.000000
CMYK
89.000000
42.000000
97.999992
11.000000
New Color Swatch 161
PROCESS
100.000000
CMYK
61.000000
8.000000
97.999992
0.000000
New Color Swatch 32
PROCESS
100.000000
CMYK
36.000000
2.000000
72.000000
0.000000
New Color Swatch 33
PROCESS
100.000000
CMYK
95.000000
41.000000
97.999992
10.000000
New Color Swatch 42
PROCESS
100.000000
CMYK
89.000000
42.000000
97.999992
11.000000
New Color Swatch 43
PROCESS
100.000000
CMYK
61.000000
8.000000
97.999992
0.000000
New Color Swatch 48
PROCESS
100.000000
CMYK
21.000000
2.000000
58.000000
0.000000
New Color Swatch 49
PROCESS
100.000000
CMYK
90.000000
37.000000
97.999992
9.000000
New Color Swatch 57
PROCESS
100.000000
CMYK
82.000000
11.000000
98.999992
0.000000
New Color Swatch 58
PROCESS
100.000000
CMYK
93.000000
53.999996
91.999992
29.000000
New Color Swatch 63
PROCESS
100.000000
CMYK
89.000000
42.000000
97.999992
11.000000
New Color Swatch 64
PROCESS
100.000000
CMYK
61.000000
8.000000
97.999992
0.000000
New Color Swatch 76
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
New Color Swatch 77
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
New Color Swatch 82
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
New Color Swatch 83
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
New Color Swatch 90
PROCESS
100.000000
CMYK
89.000000
42.000000
97.999992
11.000000
New Color Swatch 91
PROCESS
100.000000
CMYK
61.000000
8.000000
97.999992
0.000000
New Color Swatch 92
PROCESS
100.000000
CMYK
89.000000
42.000000
97.999992
11.000000
New Color Swatch 93
PROCESS
100.000000
CMYK
61.000000
8.000000
97.999992
0.000000
New Color Swatch 94
PROCESS
100.000000
CMYK
89.000000
42.000000
97.999992
11.000000
New Color Swatch 95
PROCESS
100.000000
CMYK
61.000000
8.000000
97.999992
0.000000
PANTONE 116 C
SPOT
100.000000
LAB
85.490196
8
89
PANTONE 1795 CVC
SPOT
100.000000
CMYK
0.000000
94.119995
100.000000
0.000000
PANTONE 1797 C
SPOT
100.000000
LAB
47.843098
61
36
PANTONE 2758 C
SPOT
100.000000
LAB
13.333300
14
-44
PANTONE 348 C
SPOT
100.000000
LAB
46.666698
-54
26
R=0 G=114 B=227
PROCESS
100.000000
CMYK
91.759995
35.290001
0.000000
0.000000
R=0 G=126 B=200
PROCESS
100.000000
CMYK
91.369995
25.879999
1.180000
0.000000
R=0 G=131 B=174
PROCESS
100.000000
CMYK
91.759995
20.389999
7.449999
0.780000
R=0 G=138 B=222
PROCESS
100.000000
CMYK
91.369995
20.000000
0.000000
0.000000
R=0 G=146 B=255
PROCESS
100.000000
CMYK
88.629997
18.039999
0.000000
0.000000
R=0 G=183 B=243
PROCESS
100.000000
CMYK
90.200005
1.960000
0.000000
0.000000
R=0 G=219 B=242
PROCESS
100.000000
CMYK
88.239998
0.000000
1.180000
0.000000
R=0 G=78 B=141
PROCESS
100.000000
CMYK
93.729996
50.200005
12.160000
3.530000
R=0 G=82 B=158
PROCESS
100.000000
CMYK
95.290001
49.019997
4.710000
0.780000
R=10 G=119 B=213
PROCESS
100.000000
CMYK
91.759995
31.369999
0.000000
0.000000
R=100 G=188 B=223
PROCESS
100.000000
CMYK
62.750000
5.880000
2.750000
0.000000
R=118 G=179 B=31
PROCESS
100.000000
CMYK
53.730000
5.880000
94.900009
0.780000
R=119 G=202 B=255
PROCESS
100.000000
CMYK
54.119999
2.750000
0.000000
0.000000
R=124 G=181 B=28
PROCESS
100.000000
CMYK
51.370003
6.670000
95.690002
0.780000
R=135 G=188 B=234
PROCESS
100.000000
CMYK
47.840000
10.980000
0.780000
0.000000
R=136 G=219 B=255
PROCESS
100.000000
CMYK
45.489998
0.390000
0.000000
0.000000
R=155 G=157 B=159
PROCESS
100.000000
CMYK
35.290001
24.309999
20.389999
5.880000
R=164 G=189 B=223
PROCESS
100.000000
CMYK
35.689999
14.900001
0.390000
0.000000
R=172 G=173 B=174
PROCESS
100.000000
CMYK
29.800001
20.389999
16.859999
3.920000
R=197 G=198 B=200
PROCESS
100.000000
CMYK
21.180000
14.510000
10.980000
1.570000
R=197 G=215 B=255
PROCESS
100.000000
CMYK
21.959999
8.630000
0.000000
0.000000
R=199 G=102 B=11
PROCESS
100.000000
CMYK
17.650000
54.119999
94.900009
5.100000
R=207 G=208 B=209
PROCESS
100.000000
CMYK
17.650000
11.759999
9.020000
1.180000
R=209 G=229 B=247
PROCESS
100.000000
CMYK
17.250000
5.100000
2.750000
0.000000
R=210 G=211 B=212
PROCESS
100.000000
CMYK
16.859999
10.980000
8.630000
0.780000
R=217 G=250 B=255
PROCESS
100.000000
CMYK
13.730000
1.180000
1.960000
0.000000
R=218 G=112 B=14
PROCESS
100.000000
CMYK
12.160000
52.549999
92.939995
2.350000
R=218 G=231 B=187
PROCESS
100.000000
CMYK
14.119999
4.710000
23.529999
0.390000
R=224 G=255 B=255
PROCESS
100.000000
CMYK
11.370000
0.780000
1.570000
0.000000
R=227 G=227 B=228
PROCESS
100.000000
CMYK
10.590000
7.059999
5.100000
0.390000
R=229 G=145 B=16
PROCESS
100.000000
CMYK
9.020000
40.000000
90.200005
1.180000
R=231 G=233 B=235
PROCESS
100.000000
CMYK
9.020000
5.490000
3.920000
0.000000
R=233 G=121 B=17
PROCESS
100.000000
CMYK
7.840000
50.589996
89.800003
0.780000
R=233 G=135 B=46
PROCESS
100.000000
CMYK
7.840000
44.709999
77.650002
1.180000
R=236 G=194 B=146
PROCESS
100.000000
CMYK
7.059999
21.180000
34.900002
1.180000
R=241 G=147 B=0
PROCESS
100.000000
CMYK
5.880000
40.389999
92.549995
0.780000
R=243 G=153 B=18
PROCESS
100.000000
CMYK
5.100000
38.430000
90.200005
0.390000
R=243 G=166 B=48
PROCESS
100.000000
CMYK
4.310000
33.329998
78.040001
0.390000
R=245 G=167 B=0
PROCESS
100.000000
CMYK
4.310000
32.939999
94.900009
0.390000
R=249 G=186 B=0
PROCESS
100.000000
CMYK
3.920000
25.490002
96.080002
0.390000
R=250 G=204 B=154
PROCESS
100.000000
CMYK
3.920000
18.820000
32.939999
0.390000
R=252 G=228 B=201
PROCESS
100.000000
CMYK
3.140000
9.800000
16.469999
0.000000
R=252 G=252 B=252
PROCESS
100.000000
CMYK
1.180000
0.780000
0.390000
0.000000
R=255 G=237 B=197
PROCESS
100.000000
CMYK
1.570000
6.270000
20.000000
0.000000
R=34 G=173 B=227
PROCESS
100.000000
CMYK
86.669998
5.100000
0.000000
0.000000
R=50 G=164 B=230
PROCESS
100.000000
CMYK
83.139999
9.020000
0.000000
0.000000
R=56 G=149 B=189
PROCESS
100.000000
CMYK
79.609993
16.080000
5.490000
0.780000
R=76 G=150 B=202
PROCESS
100.000000
CMYK
72.159996
19.610001
1.960000
0.390000
R=80 G=206 B=255
PROCESS
100.000000
CMYK
71.370003
0.780000
0.390000
0.000000
R=82 G=169 B=202
PROCESS
100.000000
CMYK
69.800003
10.590000
6.270000
0.390000
R=84 G=134 B=28
PROCESS
100.000000
CMYK
65.100006
20.000000
98.429993
5.490000
R=91 G=179 B=222
PROCESS
100.000000
CMYK
65.879997
7.840000
2.350000
0.000000
Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Grays
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/Properties<>>>/Thumb 11 0 R/TrimBox[9.0 9.0 604.28 850.89]/Type/Page>>
endobj
8 0 obj
<>stream
HWK%
ܿS$~$m0105^fD(_U}zS oןwv=~{k~}eXח#믏\{__soW35Ҟ3W^o29Wlvv%=K,3Wal{h|)jGkeuȶMmsߴ~u=/|˯W尟a~_ih/0C!ELH'!fimlzVzbZ2 tpH
{H7&wXjo*5>IYP{LFxTFP8:nP4&-
6)C}X\[fyҕj|6[n-yr;iCyqtƗqNi4s1'ĶᖸJ3'/=1'p?\lKz(fU$!4T:02foW%nsݗTq{c/ۛ/}m[&C褮^rL<C>̃d %_8>HJ Co|%g;B!9W#N
l]Ƹ'3ƝD#dhRFmr w܁#N|WDXnL=뤒> I>K pTB,4`@Mb.tW ޡ8r, ,x*6hS `)n wSYP:P4N$7eV̓ij,̽lAYM]T>)WrG{tOybaKz?FqX yץ-TKa^k~:h0Ph(4Ğwnj%q6c8y ==CI;#,MՇbLU!-dzc ,=#*ݕ575ŗW'X1lMu]*Yc&k
3\]WRύ1vڪΉD(uX!3uՊ-3U=Z"*gUMf7DuNEď1m4w^SDXİ4ƸBjt8S}ChI.9j_Dv=xr,d2OD #wR
Y8SFOO~"[U0*?%E.MBӫ?ccYBꐚ4`Pcc&qG
`S0zK5QDZ;z^U:tZ*mBE2