%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
motherpopcorn32017
Adobe Illustrator CS6 (Windows)
2017-05-07T16:58:01-05:00
2017-05-07T16:58:01-05:00
2017-05-07T16:58:01-05:00
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/aAAwDAQACEQMRAD8A9M3+v6XY6hZ6dPI5vr/l
9Wt4opZnKoyq8jiJX9ONWkUNI9FFRU4qoWvnHyjdmlrrmn3B4u9IrqF/hiUPI3wsdkRgzHsN8VS6
X8x/LS6/p+iwSPdy6mIGtLu2MctswuVumQ+or7j/AHHyVoD+z70VV4/zB8mvc3lu+px27WBnW5lu
lktoQbWUQz8J51jikEUrBHKMQCaHFUfb+ZvLdzdmzt9Vs5rwJ6hto7iJ5OHFX5cAxbjwdWr4EHFV
kHmvytceh9X1mxm+sl1tvTuYW9RoyQ4SjHkVIPKnTFWoPN3lS4uILa31qwmuLr/eWGO5hZ5d2X92
oarfFGw28D4YqgrT8w/KNzfXNj9cktbi0kEFx9etrmyjWZlDrEJbqOGNpGRg6orFivxAcd8VR3+L
PK3oxTfpmx9G4eSOCT6zDxd4v7xUPKjMn7QHTviqAm/MbyVFotlrZ1RJNL1FnW0uoUlmVjEjySlh
ErlBEkTtIXACBTypTFUyk8y+XIrp7SXVbNLqIRmS3a4iEiiZgkRZC3IeozAL4k7YqjbW7tbuBZ7W
ZLiBiwWWJg6EqxVgGUkbMCD74qq4qpXNzFbRGWU0A6AdSfAYQLQSALKQy6jPJOLnnxkQ/u4v2Qvh
9PfMoYNqcI6ne+idR38EluswP2tuHcEdRmKRTmggiwhZLqV5A9acTVQOgxVMIZlljDDr3HgcCV+K
uxV2KuxV2KuxV2KpB5l8rz6zf6VcxXiWX6OnWcypCWuiFdXMcM4kT00lCcJVKOGU0pWhxVhsP5H/
AFe0sorXXXt7iytbO2iuo7ZeYaztL619QBnYDmdR503+xTetQqraD+S40vW9P1aTWXuZLK4F00bQ
uebepqEjDnJNNJu2qHdmZvg3JLVCqOX8prGCc6la3hGvR6rd6tZ3twss8MZvJpJWt/qxmRfT/eDl
6bJyZVbqMVY7pn5I3DXuv2l/eGLR7m6luLWSNF+sTS3elGznlEgkYxRI9zMFhK9l349VWR3/AOWu
oaneLdahq0LPKtlHerBZGMOumXLXNr6POeX0PjektKhx0C4qpWP5RwWkVkg1Hk1lD5fhV/QAJ/QE
zSk/b2+s86H+X/KxVX8wflZba3d6hNPqLxR6jqK6hIkcdHQDSW0rgj8tm+P1Q9NjtTviqVp+S8iW
1lbprbxJb3sd9dhFu3+stA9s0DSGe8nbmi2SpuxjoaiNWVSFURqH5RG98o+XvLst/azx+XmcRtd2
P1iKaFreW2QPCZ0/eRpKGD8qc15cR0xVSf8AJkvpSaQ+tvNp8LTSwyTwerdtJeKYrpppzLSTlE7+
n+7HB6N8XFRhVnPlrR20XQLHSGmFwLCJYEmWNYeSR/ClUUlQeNAadTvQdMCoy6uobaIySH/VUdSf
AYQCTQRKQAssfurqeWcTSUNR8CdQoPbMzHjAHm67NmJPkoKFJ+I8RlxaAqW0rRuTuUP2x4e+UZ4X
u5Wmy0aPJMMxHOVbacxSV/ZOzDFU0BBAI3B6HAl2KuxV2KuxV2KuxV2Kpf5h1iLRNA1PWZo2li0y
0nvJIkIDMtvG0hVSdqkLTFWEL+ePlqJ7hb6zu4hb3TWRkt0F0jSRqGdkMZ5OlORDKDUD+b4cNKtn
/PbyrayX5vLa5htrFUdpVEcpZXQOT8DlNuQFA5Y7kDiCcaVlHlrzxo3mG8ubOyWVLizSOS4jm9NW
USqCvwq7tStV5U41BocCshxV2KuxV2KuxV2KqF3eRWsfN9ydkQdWOGMSTQYykALLHrm5a5dpJSfU
6Io+yB4DM3Hj4XXZc3GpcDw59gaZbbTW1udix5UA+XTEClJts05UjJodt8HvSfJEWspVvQfYj7P9
Mw8sK3HJ2GDLYo8wi8qb0XZXFD6THY/ZPv4YEo7FXYq7FXYq7FXYqwrzh+Xt/r2p3eoW2t3GnNPY
wWEUEXIRqElmkmduLIzeqkyrQED4d+Xw8VUi1HyDe6bY69da75zeKwvm09oJrp5I47SOxm9aWMc5
+LLOOQI98KpTp3lSKxstQW68+297p+o/urFWZh6BZrcW4qk/KscSIhdviow3Xuqmdt5av9PuWjvP
zBgUxQTW08L+mpFw8EixzcHm+F4Q4on2SqVI5FiVUXovlnVlOoQwed0vbi/lSSCBXZvSijMMjQKy
zmUgR1X1AwcqylidsVV4vy483NLZyXnm24m9CYTzKok4llnEqtGskkqDgAUVXVlodw3EYq9CQFVA
LFiAAWNKn3NABgVvFXYq7FUPe3sVpFzfdjsiDqTkoxJNBjOYiLLH7i4mkmE7uGcjYDoo8AMzceMA
Ouy5TI2pLx5fvK0Phlh8moc93IpY0BA+eJKALdzbhw/ZrXGlvanHhxBBPPv4YrtSUr5lsfrKx+lO
0TXDWhvOIWJJ1cxgEsytvIOAIUjllciDs3wxyiOJkltP6qb/AG1+0P45hzjwmnOxzEhYVsizTK0u
PVSh+2vX398CVfFXYq7FXYq7FWNeaL/zbZ31q+kWbXlkF5TxxCMuz+qgZXMjpxUQl2XiCSwpt3VY
lqJ/MnWvLumx615bgnuzcPd3losvpiL0mRooleObc+m7/FUhmXiQvLlhVID5B1pdMtm/wt619NLM
86tcyL6Ucax3dqhcXRZyLxmI7fb+zXdQoan5N87X95qGoTeW2Gp3DevDcLdngrS7TRrEJhGDGzuq
OVqy1YceXEKo/wAteVvOHluO3v8ARvKttDqryXYuA9xIoWFoIXSFiJZDODOZSpkahK/schxUppZ+
Y/z5WaT6x5ctJA0JcFnRI1l+uOixqEleTe2dHZjX7NKVrVV6ovLiOQAam4BqK/PbAreKuxVD3t7H
ax1I5SN/dxjqT/TJRiSWMpCIssdluJrmdgUaa6foq/sgdqdhmdDGIi7dZkymZqt2jbXgcRG3cTN9
lKbEdzy6bZLjjzvZhwSuqNtXKXcLqLqIxFtlaoKn2qNsYGJ+krMSB9QppuJYcRQe+EIPk38cbkDr
Sh79cHNO4LS8KNyrX9nCgUx+TyjJLI8X15jo8kstzdWLoC7ySyGXis4KssXNiSvEt25BdsrMN3IG
eXDTIklkVlZR9gUNO498GTHY82OHKYnyTBHV1DLuDmE7IFUjkaNw69RiqaxSLIgdehwJXYq7FXYq
7FUn13zZouhXNlb6lKYWv/V9BqVB9EKWFB8RY8wFVQST0GKpNZfm15LvnlSxuZLowpPLIY4zxC20
8Nu/xGi8uVyh415UNSBtVVL/ADr5m8ta1oljDZeYRp1xdXAk0+6WK4ZjLC8kfDjHwcP6kT0RiKlG
FDQ4VSjyt5it9Ov5dUuPOr69pkbpY3Vmba4Zop5GWISfaJQvKpZgylVqwSi0oqy/SvzN8mapfJY2
d8Wupn420bRSqZh6Sy+pHVd0CuOTdj1pUVCqcX5reRLiIyWeo/XONxFaMsEUrETTOECmqgDjX46/
Z79RVVluKuxVC39/HaR1PxSt9hPH3PtkoxMjQYTmIiykE00kkgmaTlK3U+HsMzYQAFOuyZDI2itC
ljivJ0m+GSYKY2baoFagVyOoBMRXRnpJASIPMp/mE7FKvMU0Jsjb1DTyFfTQbkUNS33Zk6aJ4r6O
HrJDg4epYvrGprZwwQxqTeXrvBbMaFBIInlBepX4QI+2+ZO904e1X3Ify9d6jJ9ct76VJ5rOZUS4
RfTLo8ayAsgJAILFdsd7IK7ECQTgkluT7169q4UX3oHUdReKdLLT7c3uqXALWtkG4VVSA0kslGEc
S1+JyD4AM1FMJ5BEbtmPEZnbkv0vUvrtqZRG0EqvJBc2705xzQuY5I2oSDRlNCNiNxscMSJC0TiY
Gkxt5RERVqo/UfynxyjNDqHJ0+T+Eo7MZzFe1uPSeh+w3X298VTLAl2KuxV2KpR5os7eXRr66OnQ
6leW1pcG0tplBDsU5+lUgkCRo1rTFXk2knz6hu7qw/L7TTBeSxw6fO0UdoPqLRq8xli5mVQZ4Y2A
NT8wi4VTbW/K3mK51e5e08p6ekWkWt9NoMrcWia8YO8K+j6iI5lklZy7oOJYihPxYqlUdp5yju9f
0O0/L7T30uRrd447lSttPB6jqjcRJLGpjZCTEv8AMX8A6qPn0HznYa/q0tj5P0q7sk9AaWXiiQFv
UkjLM6yF2CW7KCSnyAoQVU1/L3y5eXD3aeYvJOlaJBbzJcWZtlRjLODUzbcq9B8TUbapXfZV6XgV
Qvbpba3aQ7t0RfFj0wxFmmMpACyxp55jI5m+KR+rN/ntmZACOzgZJGW/4DQC8CSaMOg8cucetmnR
pEJbcDap7Yg0pFhNLHXraK2SK6DJJEoWoBIYAUBFMx8mnJNhy8WriIgS5hL7m8a6vXuVUopASMHr
xHjl0YcMacaeTjnxBD3NpaXETW97bR3ETUJimUOtQag8WBGxwkWgHhW2WnWFpHItpBDaqx5ukSLG
GY9SQoFTjyWyeZQ+u6he2elyXFtD67xcRuCVjRmAeVwgLssa/EVUcjSgyMjwiwygOIgHkm/lTy5p
dkV1iy1GTUZ7+BVu731BJFdcWLo6gFlQRl3CLGeIDGoJ3zBlIk7u0jEAUEv82wRafNe+YbCWK0v7
REOo289RDeRleMH2QzCYlfTjdVJP2CGotDCZDHJjEl9nN61vBPLDJCJkWQwSACReS14sASKjod8z
+YdXVFMLSfl+7bqPsk9x/ZmFlx8Jdjhy8Q80TlbcjbG4r+6Y7/sH+GBKMxV2KuxVj/m/zcvlxLE/
Upb576ZoVSGvwBI2leRqK1FVUJJpQd8VeOeZfzPtNZv11Wx8z6noumvbCZrSG2fh6aoU58zKlFMk
wfmEFQvGhYUwqq/pu4s7a7k1fzXqNxbX1nHNBDPDJDJArzIFlc/WYlABgYSECnxErRdsUIC68x+Y
YbjTLqTzdqUWkawoFrKImjuGlDen6ZjnlaJPVa2km9SvEcuH93tilvTrm8s9NhuLDzdrK6dHSxuV
FsYj9YitZGa6kaeVuIkVFUxkq9atsw5BV6Z5f/ODy5qWp6ZosIkkvLtXiMh4KnrwiP1AC0jhh+9B
2kY1+Hdg1FXoGBWPaldG7nZkYejDsnv4t9OZeGFbnq4Opnew6INg8gLH4gOpy8gcnFBPNYKruQSg
6nw+eQvh58mzhEuXNU3diIwQD+zXJ+9r5nZAXOo3YlmtLDSrnUrm3hW4lFuYForl1Razywgsxiag
H05XPIIndtx4TMbIq2uLe4tY7iF+aSqrxOOhRhUHLLv3NRFe9UPKoZwTXx70wo8ygLjXdLh1SPT5
JCs8pUHirMkZkqI1kkA4o0nE8AxHKm2RMwNurMYyRfRj92yWVpp/1eO+nubu7vIXnS+u3ZktrmSM
hIWkeMP6ahyWTgPCn2cQmV83aYsWMwJkQNu7mpaBrtzoN/NHO76npGoKZr6C1h9V0uGCkzQJHTkr
B4izItH5iTitJCWUSd2qEwNuieWumXd/dRarrDFntuX6LsJikr2quf25gKyy0oORJ49ATuzXY8Vc
3GzZuIUOScA8ioY7DavgMvca7XcmBCIejVU++QlAEbtkJmJ2R0UnNdxRhsy+BzBIouzjKxaoCQaj
YjocCU0tpxLHU/bH2hgSq4q7FWHef9e82afLZWXl7TheXF9Fc+nMULhJo4wYwzfZjDcjVmBHbFUp
s9Z/NOddQkk8pWNu9vFG2npLIoaaZpI/UBKM4VRykPWtVH82xVDQ61+cnrEt5WsfSZFlgSWRAbek
Cv8AVw0btzKyjZvhFRxqKhgqiNZ1v80o7W2t7DyxA8s1upllX0mWGR0AYBWmUbMW232/m6FVbb+a
vzK/S97pN15bgJjt5LqzkCH07kpGGUNIJGjjdpP3dG6/a2GKoaPUPzobU9NuJNDs4bcy8b6xQRSL
EkSSgtHceqj0lf0yo41X3FRir0LWb30ofQQ/vJRv7J3+/pk8UOItObJwx80gkmt1bir/ADr45sBE
urlON823ljQlQ/IUqeNSPwxAJUyA6rg3w0RwysN6YK7033FayyRN3HsP4ZXVcuTbd89j3/rQN1p1
y0z3umanPpt7cRxwXMkQjkVoomdkHCZZFVgZnoygHfetAMjKAnuyhlOPZFWVna2lsttCPTiiWka1
LEnruTUkk7knLarYNJNmyhZZ9Q1DVF0PS29O5WNZ7y7kWqW1u7FQyqaepI5RlRegpVuwarLk4eXN
vwYePc8k303ylaWvlBtE1VklG73t/FyheWRXDi7ZizMs1VVy3I8SNtgMw73t2FCqYJq2m65pWoPp
91yuJL+VxZXhdY0ueESl0jUMqpMViDsAYm5IWRyo4rdGXF73HnHhHknOg6A1lMNQvUBu3VljQNzC
Ix5NVgEDMzfEaKFBJ4jdi2RCHzcXJkv3J2qh2IqFHXfLCaaQLLdWZQgFadKdcCbJ2aqnAbfHXr7Y
UbUvidoiJQag7MvemU5YcXLm5GDJw8+RTBWDKGBqDuDmG7BUhlaJww+keIxVNUdXUMu4PTAlvFXY
q7FXl/5w63DZajosRu7iynRZJoprfmSxkmgthGAkkPxP63DkWHEMSDhCsN0jzfdLrltfy+Yr/Vho
91dS/VJLdzFM0Ec9vKhZJlVJJI3MgDxhR6dY1pyqq+gsCrJpkhiaVzRUFTipLFru4klM0rrWRx8P
+SOwH0ZsMUKp1WfLxWWQaXb28enwiJRxdAWO3xEjeuYmaRMjbn4IREBXciYYIYUKRIEUkkhRTc5C
UiebZGAiKAY5qMMMeqTLFRF4B2UdOZ7fSMzsUiYC3WZogZDXcoqG/vKVC9a5I9zAXzWlGcs6ACm7
DtkCK5NkZcWx/sbD+q/xGnYnwyUTtsxlE3ugNR0hLx45oHNtqVvX6lfxj97GeQan+UjFBzQ7MNjg
nASG6ceQxOyq/nyZdObmiL5ktZTay6Ih5C6kChw0NaOkbpuJW+FNw3KmYXAbp2IyDhtCaVpMyyHU
dUlE2ohTFaxgl4rS3JqtvAxCkhRQPIRykIqdgFGXjx8Lg5c3H7k1o5Wu5UbZa0boXVri6h066nsY
PWu4oXa3gr/eSKpKr26nAbAZCiR0Y/o8kw8wxTwT3ErXcUzX4cTrECCpipHJVYitSoGxI61IwEC9
kgyo3t3MrX4G+Na7dDtkubAbc0oOo6kunPrU0NvFotvdSW87+s5n9OOdrZpeJjVF4yryK8jVffbK
Dn3pyo6a43aeWk/BvTP2GPwnwP8AbkM2Otw2abLfpKOzHcpG6f6ort+7Pc+PtgSjMVdirsVWPDDI
ytJGrsleDMASK9aV+WKoWDRNHt/Q9Gyhj+qqyW/GNRwEmz8dv2u+Ko3FUk1i5aaU28ZqkW8nu3h9
GZGCHUuJqZ/whLWLvud6D8My9g4Jsoiwvja3KVYpaMSJE6qpPRvbfIZMfEP6TZiy8Eh/NTm91G0h
tXk9ZSSp9MKwJJI2pTMTHikZVTnZc0YxJtjagcVJB5kVkYmpLdya5nl1g5L34V+AmnevjgCTXRzh
QRxNRTf54hS06J8JQ/FTf5+GQMb3ZiVbcw7kAOJUrKDv8sYys7pnChYW/VYUuVvDChuGT0xMVHPh
Xlx5deNd6ZLYsdwwSDzhql7r1jdwyGLTbiaO3fTCsfSRuLOzMqyrKhO68qACnGu+UjIbd7k7JhDS
eMT6vLu7vez8AsxRKlT0GXe90PkGuVEK0G5698NIvanUHANy+Kv2cVrZtg7L6h3FaVwCuSTZ3S6T
QdLl1BLz02jZXMrQJJIts0rf7uktwwieQdnZeQ8cj4YG7PxZEVeyY1ahiBBBP35IgHmxBI5JrpXC
Yskx/ex/seI8cwckOEuyxZOIeab9OmVtrsVdirsVdirsVQupXgtbcsP71/hjHv4/RkoR4jTDJMRF
sccUP2uVRUn3ObCIoU6uZs22QydG+0N6Y80cnEMg7UcfPY481ohYsSRmvpipG1R+IyRN9WIiB0bg
gvbm9FnbtHDWJpXmlQv8IIUBUDJWpPWuUZclOz0WmxmBnOzvVDb7aKpe6ZqOn2pvJZ4Z0RlWSFY2
T4WYICrF2+LetKe2VjOSXIjo8EgYxEgaNEn47ivxzWIVBPIVFNsyi6UOUKaktQgVHviVDqLIT6jU
7g965GUdmcJUVsZXkFkNB/Ng4iNingB3CibGw+sC4+rQ/WAaif019StKV5U5dMlwjmw4jVIhuII4
E9Pxw+9B8mxWN/iUE+B3wc08i0nDl8dae2EoFdUsvvMeh2Nx9Wu72KKccOUJNWHqGilgK0B8TkTI
BshgnIExBICZlgVUAUI6nxyVNZLfGvEIeTt+z4ZCc+EbtmPGZHZO9Ht0jR2PxTGnJ/bwHtmDKRJ3
dlCAiKCY5Fm7FXYq7FXYq4kKCSaAbknFWNXl4t1cNI1fTA4xDwHj9OZmLHQt12fKJGugQ6hTXkaU
G3zy8uOKciqa8m40G2JUByLyJFQKCu+JKgW2oaTav2R38BgOyRZWOs70eFyk8QrFICRSlDQ0I+E0
3HfIziCHI0uoOOV849R5fjkqXl7e6k8ImgSGKAlyiuZOT0oDuqUC9sqx4uE2XLzaqHAY4zImXlVD
5nmsaTkVU0DAbAdSB1P45kAU6sm22KmnEUoN/c4hSXMylVAWhHU+OICktvVVMdQync0yNAsrMeTT
F4l4EhkYAkjemQG3ubCOIbc3UXgCG+I9sttpIYRDLeLq1vHCb6XXFuGe4guZLgWxtHmKysalrfgs
bVj4b8go2+LKRd+bmy4DC2bs3N6ttXrTLgKcImy8/wDOf5ZXWu+YotRtrtPRkkjE0U1V9NFVVLIA
riSvEfCeP+tgBkAeW70fZftDLSYJ4IxjITvc+YpntpbvbQx2gZpmjRY/UkPJ24gDkzCm56k5CUxE
OhhjMpEJlBAsS+LH7TZhykSbLsYQERQR+ntSVl8R+rIM0firsVdirsVdiqV6zdMQLSL7bisnsvh9
OW4oWbPJoz5KFDmUmZmYAU+yKCmZ1U60m3MVNOK0oN/c4hSlyada6x5oTTr5n+oQ2X1hbZXaMTSm
Tg3IqQSEWm3vkMkzGNjvdjpBHhut7Tsfl95W5N6ls88NAIreWaV44qdTGpbbl3/DMb8zPvckGuSQ
6ZGLTU9W0yCRprGxmRLV2YuVDxh3i5Hr6bGmZkSTEE83B1kQCCOZTQjiAQ1SRvTti4Z2bIKgMrbn
w6jBzTyeM3iRSmKZ9HGo+Yrm4uIrm9uIm9dZ4mcmG2mLQGJERW4sjhQAKcmOao4skpkkkdz0OAYv
DA8u7+xl+g+cdRtVt7Wa3l1hZIDPb3tuI0k9JX4Ossc0qsXjqtWBq1elQcy5agQA43Xy0RJuDJ9I
17SdT9VbeQmeIfvraRWinjJ6F4pArgGmxpQ9q5kQyCYuJcGeIwNSCn/iTRo9dOiyyN9dEcclOLen
Wf1PSQy04CRhA5VCakAkYmYuuqI4zXFWyZpw5fHXj7ZMsBXVavwNy48k7r/TKyCOTaJCXPn3/rXK
vqcmXoN/oyYkGBgbbqzAKFrTwG+PJF3s5VD8UQEyHr4UyM58LPHj49gjoIFiXxc/abMGUiTZdlCA
iKCrgZKtq3G4Q+Jp9+2KppgS7FXYq7FXYqxW4LTSy3KtQO5IB8O23yzMxwoB1+Wdk2NvtUlldDXp
2r1GWGXe1CP80r0JVfUVhXpTJc2O4Qepael3bsN47lVb6ndKWR4pCKB0ZSGFMlbPDlMDao/nPUP0
UbQ6RdnVzGYeYUG1MlOPqeuW+z38cx/y3q5inZ+JCuK9lPR7CGw0+C1IFYo1EjIKcpAByc/6x3zI
kSXV5J8ciSi0CV+MkD2wFrFdWKeY/POjW1rLZ6Zq1i+tSSpaxQ+vE5hklNDJLGGrSNeT0PWlO+U5
swjEkblvwYDOQB2CWR+T9NlggRLl5rHmt0QxWRpJtyZ1n+2rS8jzKneu1Kmuh/OzAIPN6QaaO1ck
xeDSdCsXntLOG3RfTj4QrHCGqwRFLHgoFW6saDKI8WQgEtsuGAukJZyHzBpNtq0EL6ZqS8zZSSj9
7CyuVKyAUqjlPjjPUdaHpZCcsM9i1TxxzQ3Cyzt3vNPtbi9e1S/8z3aXeoWgYvIqWxWOyto5ERmi
oi1Dgq3qN8JGbcy4jbg6fDEQkCCaHT9LJfKN3d3nlbSprhjLPLbxyF2oZCGWo9Sm3MLTn71zNhys
umy/UQE2LNx4HoDWnvk66td9FroooUO5HxDtXIGJuw2CQqj/AGL4zyZRDX1CPiB7f2ZCWUAbs44S
Tty70dBAsS0G7H7TeOYkpEmy58ICIoKuBk7FW1JVgR1BriqawzJKnJfpHhgSvxV2KuxVCarN6VjI
QaM44L822/VkoRs0wyS4YksdZQAKGtRU+2bEOpLmCCnE123+eIU0tdU29Oqmm/uchwd2zZ4nfu71
G2WT7K9xgsjmE8IlyK+gduMZ5Kfs5MHa2Bibpp2JAUgDjtthAYkpX5rgv7vyxqVrpwIvpbWZICrc
GZ2QgAN+yx6A9jkZA0aZwkLFvOpr4vfWj6QZbXToYGhSG1tFleCIBTMjQ8S6yiVYkZKEgfs9WGq0
kTG7+rq9JklAxsH3e7r8bplHlNZB5ftTKONxJ6ktzGF4BJpJGeWPiC3HhIzLSp6dTmt1JPiG3Iwf
QEa0lhe29xHVLuGNSZ446SnZfUpxWu/GhAyEYyBHQsjKJB6hRivPL1v5evU0JEjm0mAs2nxqqLFI
S4WIogCqWdTQd616HLjhJIvq0jKKNdHnccE9pp5g0XTXPmC2QvbXMTI00UysJKukojA3ioJD8VSa
Dkcz44p8fPZpnARjtR9x/Rz+bOofP3lyys7Sz8vQTalDFFGsJtxwhjiK/AWmnKcth+xybxzY+LHk
N3V6bs3PnJ4QmflzznFqd+bG4tGs7/0mnSN3SVJEUqshRloTwaRa1UdRkoz4tuSNZ2fl0xBmObIQ
WUh6bdq9MnIinBiCTsmNlytwXoOb7uCPwzXylZt2kI8IpM4mtZ/2FD91pvkWa5rK3P7NPkTiqhPY
8V5RkmnUHriqEwoXRSvG3JT8x44qmfr/ALj1eJ6V498CVTFXYqk2uzAywwGvFRzenvsP45kYI724
uqlQASv4OffhX6aZl704G1tj7fJVqBvTrtgT12cC5cuo3G5p0x8lF3aE1HVYdPjW4mRpXlcRQQxr
yaSVgSqL0A+yTViAOpIGCRADPHEyOyH0rVEvZJbeaNrLUYEWWW2J5jg5ZVZZF+FgSh9/EDIbHyLb
KMobHcJgkjoSSA1RSv8AZhJI5tYAPL7V8ZIX1RRhWlDkrBYcJjzSrV/LmnamjPKjwXJRo4763d4Z
05DtJGVLAEA8WqtQKjGUQWWPLKG4YtYBIbJ/K+oH6nqZjlVWNStyGJLXMDOW9TkzcnUsWUn4uxPP
6rDPHk4ju9Hps8MkKGxTHypolv5btoo4ppLlo4oopJZm+0sKemtANlov+ZzHnnMjZb4YREUleseb
tMurma2soZ5NPMguL2+t6zK9wpVUCsx6R0Vvh/lCryNQM/TR9QMtu4NRjxWI7/jp+PchNR1i8s7a
fVbMma0jhkkiWrGNqrSGJJHZg9ZCOLk8jX4u4GwBIFuFcuLySaW/u1tdM0nTUhmi021SBZLMXGo1
oqoo428YoV9Pccj1zC0sDZlvv5O002sGI/VGO1b2fu9zIPIXl/XX8yNq2rRGOO2s/q9i5iNtzkuX
DXFYneSQBVgj48vE9e2xxxINl1fbGvGciIlxAeVfpL0u2iZn+LdIzsO3LK8872Dg6bHQso3KHKcC
QajriqLgviKLLuP5u/04Eo4EEAjcHocVQd3adZIx/rL/ABGKtWtnWkkg2/ZX+uKo3FXYq7FWMXU6
TXU0pFQxohHgNgfuGZuGNRdbnmDIoYXMSEgkEkU37ZfwkuNxgOFwq14t1G/Hfb6MeG146Xoax+oj
Di2xod8B50yHKwhdU06O/sGt2meEuyuksJUSRvGwdHXkGWoYftKQe4IyJF7M4SMdwpafpUVh6073
c13cTBRLNcekCEj5FVHpJEtAXY9O+MY0nJkM6tHljwC0HWte+SprvamnWMheIIf9o5Aws2zE6FOc
TR0R9x1FMAJHmyMQduSVea4En0K6WPTU1uSNfUt9Pk4gPKv2aFgeJHWo38N8BII5WmMTGQF08+tb
fRbG1CXc7XN36bS6n+kTcwrBJL8CRWWmX8kTSJEacGCOZW2BqKDC4ADdbu4xyiYm5Hbl596JsfJe
tz/XLaCONLCeVnF9do0F2jSkmR4kQMz8FdlVpGUnkagqvxH8oZS4uTVl18ATwjny8mYw+SPKdvLb
TW+mpby2rI8fpM8aFoxRGkiRljkZaCjOpO2Zwxi7dWc0qq09PDgKV5138KZNq2ptVDABa+oTQDtT
K8k+ENuLHxFMI41jQIOgzBdmvxV2Kq9rb+q9T9hevv7YpTLArsVdirsVdiqH1Cf0LOWQGjUovzbY
YYizTGUqFsYkYiEqFowBIPfptmyiN3USkSGQ6NBbppsJjUH1EBkbuWP2q/TtmFnkTM27HTQiICuq
LhghhBESKgY8mCilScrlInm3RgI8gx3V4oY9VIiAHOMNKo6Bq/xGZ2Ekw3dZqYgZNu5Dvw5fBXj7
5MNZrok3nG4tho720p9KK/kjs5AOTMYpmCzlFUM7MsHNqKK7ZXkNRbsI4phOX8maCsBu9EuLjSIX
+MJp/Frc9BVbZ0mjUGm/povjWu+YcZkcnPlijLmEpsp7w+Yp7BtUi1O0jtIbh7lYljKSTySKqBkc
qaLCSQRUVG++ZGGZNuJqMcRSborF/h+Ijf7svJ2cYDdqivJyY8D15DtkZQFM4zNqTRRmZJpI0meI
kxu6gspIpUE4CD70iQPl9yqjVq6kAqa8e/3ZISB2YmBG7YY8+bDkK7++GmN720K158fhB3Hb5YqE
ZZwlj6gXd/sKPDMHJPiLs8WPhHmmkNgespp/kj+OVtqvJaQutOPEjoRiqEaymDhRup/a7fThVHxx
rGgRegwKuxV2KuxV2KuxVKNelJ9K3Xc7yMB18B/HL8A3txtVL013pV8crju33Zl7BwNyVSyvHs7l
GZ2W2LH1kH2dxStPn4YMkOIebLFlMJD+b1T641Kyht2mMyMtKqFYEsewFMwo4pE1TsJ54CN28w1i
+lOpTU1V7Cezijk4uY+EkkpY8pFcFpEPELsR3p8W4z5USd6p1sbABrivmyXTbt7izt7qSBoXmjWR
7eUEMhdQSrAgGq9MHMLyKC1CW8tNY0zVFsXvrGw9eSRIZIY5EnkQQxN+/eJCnpyy8jyqNqA5TnBN
AORppAEkoq1/NTylqJa2a/k0i5BVXMwhdIyzcRzniNxbKSx4jlJufHMQxpzhIFBeXv8ASDqmpyXJ
upLy8lWOfiih4rY/Vo2X0wF4sIS9e/KvTYZmEUHA1JuXuTcAcCeVG6BfHLnHrZwKhSCtSeh8MVvZ
sF1Qinwv3I8MCdwEHBqGmXcssNvcpNPbkrNGp3Qglf8AiQINO4I6jI7SNM/VEX3ophMiKp3Q7gbV
+/ALHLdJII32+5EWMH1m4EKuQhHKTsQB7ZVlybV1b8GLe+jI4YIoloi09++Yrmr8VdirsVdirsVd
irsVdirsVY5fSyS3k0yH4UPAH2Xb9e+ZmEAR97r9RImW3RChWKl69Ovjvl9uNXVwCFGqd+w8cVoU
l9xf2lvdJZxWs15qEq+pHb2yBmCA0LtyKqq12qThJNWTs24dNxgkLfrN5NIxh0C6nurYfG0kccbx
V3Kq8jAMSKGiE5AmOxJDkR0kqIsInT9SivbVnh5KA7RyxSLxkSRPtI6nowyRG7jZMcoGilt5p/1j
UbiC6CXd5cQvL5djmkUW8cqIsbqYJAY5JxzMiGTkKVAC8WJxM935Obo+Da/j7mPXP119NS4v1kJL
yz3FwkDjgqD0hInpwxpH+5iHSZBQnkjbjEDZOYxMzw8ulsz06J4tMs4pVVblIUWcIoVOYUcuKjYC
vbMqNuvmReyIdowgIFOIqxxYpVo3mJtTKQTWkllO0YngilZGMkTEDkChYVXkocdqjrXAPNlLyN0m
V3bLcW8tpOWEUqNG4UkEK4oaEdNjh2IRZBS5LfVLk6Lb39pZW8Gi8jFcWcshLt6LW6hYTDEscbI5
YpzYA068a5RjxEG3Ky5xIUE1agfY8gOmZAcQ80bagEM4FA1AAPAf2nNfM2Xa4o1EIxLmdOjEjwO+
RZoiPUB+2v0j+mBKIS4hf7Livgdj+OKqmKuxV2KuxV2KuxVRvJ/QtZZe6qeP+sdh+OECygmhbGCv
FAeVeXUf1zYx7nUyN797mVQFIapPUeGEFiQ5inFaA1/axU0gYb1ND1yfV54mewuLZIrmRKM0LRMS
HKkj4GDb06HIZMZnGhzdhpcoMeDqza6uY7a0mupKmOCNpXpSvFAWNKkDtmABZpyQ8/sZmSPU9duU
MMd85vVgHxFIVjHGtNubKtTTNl9Ma7nB1U+KYiOmzdh5FGp+WbKaLWZBd3MMU947yPfWrXJpKZIj
6itGI5PsGGVQKe2YHiHq5PhR6bJI/lSfT7/RYr42mq2csvo20kP7pkS2gaRZfhSsiDgsRVpD1FS2
+WYzZqmrNHhiSCzMmr8lWnfj16ZldHBvdD6hYJqdnc2UhKJcxtG7RkBlDClVqCKj3GAgVSYk3YQm
n6F6d0l1c3L3V1EjLEzBY0QNTkVRABVqCpavtTCT1KIgchsmSlSxL1Py8cJ8kDzcnDflXptTxxNq
K6uRuNTxqKUyMzQZ4hcgEyjXjGqnqBuffvmvdquxV2KuxVVhnnVgqN1NAp3GKppgS7FUr0fzPous
SzRadces0BIc8WANGKkqSADQjt7diKqppirsVSrX5wkMURqBIxZj7L2/HLcVcW7TnvhoJOTEX+E1
T8czIyt10o0WwoaSkYqOwOG9t0VZ2cSWkLBem/EdNsei8ylU8U+qX9/aS6hDpcFnEspidFlFzHKr
AmXnx4xAqylUPOoB5AbNRkyGJoOVgxiQ4uqE0rT9W1HQbSC+1G5gsJoI3l0osjFQygmA3HBZWQV4
0PbLhX1Vu2HVncbX3q/mRaaSsIheW2ee3ju44o2mP1QTIbgekgZmrCGWgB69Mjlvh2cXCRx2U/sv
OfkyP/RobqLSZJGPpw3sD2HNj/Is6wcyf8nMExI5uyEgeSSzLcy+dZ5pkgUWFpwPooyhpL5kkb1A
zH95GtuNx1D/AEZfgje7jaqdABHWd7bXMbzWdxHOiMY5GidXAYdVPEmhGZNguHRG6rxPDnUUrSnf
JWxra3cV4V5fFX7OPVa2dVeFKfFX7WK3s8387fmRrGh+ZItOitEjtImVnmlIIuEdFNajdFUll+a1
3G2AAmzfJ6jsb2fhrNNkynIInHe1dwvfyekae1xNDbmeIwPIqyyQMQSjEAlSR1odsozS2dFponiP
cE0zFc12Kq9rbCblUkAdCPHFV0lhKv2SHH3HAlu0t5BPV1IC77+OKo/FUt13VZNPithEsZnvJxbx
NM3CJDweRncjsEjO3c7Yqx7yZaQ2OvapaLYQ2ZHxI0cjNz+M8yiuxIBbc0XYcQSfhoSrM8CuxVJ9
dZfWgDCoAJI+f+1mRp+ZcXVHYJT6YdjxWvgO+ZJiOrhRnLo5EWpqzJQbU8cBh3Mhk76aX1lqUb5m
n9MSD3qJR7lG4sLO5TldWUVyV2R5FVytetOQ70yJu9wyjVbH8fBWDxiOhBDV2NNqZLjY+Httu3WM
oCGq9dx7YRKyxlAgbtTwxS2zQTwrJFKCHVwGVlIoQQdiMPNF0gDpY0nSr2LRLWKG4mV54IjtG04j
CR8t9l+BRt2yIiByZmRJHFyYz5O8vavp+oJObX6hZiD0ZopGjLyBaenRYiw+A1+InuaA1qIY4kF3
Ha+s0+WMRjBuPVm7qopRq1FTlwdGQlur63BYyJBBBNf3rqHFnBwD8OXFnLSNHGqj/KbfoKnImdNs
MRlyRVlqNpqNutxaHlHUoRQqwdCVdWVgGVlYEEEYYnZhMEGiFl7pGlalPHJe2NtczIAkck0SOygG
tAWBI3wGISJy5AprZoeTsTWnwA/LrmJmlcnO08aiisqb3YqmdnHwgHi3xHAlWxV2KuxVIPOektqe
n20DQvcWkd0kt5BCQJWiVWpwrTdZCj07gUxVD6Slzfeabu9msbiztrdQYFn2R5nQRmYAftekoSlf
hHXc7FWT4FdiqSa24F7HUcgEBp8ycydOObh6o8kuQOzHhsdzt4ZknzcMWTs0pUV5CtRt88JQKbX1
ODca8f2sBpIunU/d15d/s49V6OLP6YB+xXbHqtmlriIhaD4v2q4OEHmkTI5FzLH8PDktBvv3wCDI
5bcykOArhxtuwwASSTG+S4hvW4lQd9wh/rjxSA5LwxJ5reUYkowZVB3FN8ePZfC3QF9pS3t1DcwX
L280CunJOB5xvQlWDhuhUEU/icTR6soSlC9lfSrD6haLDEzScGeR5WABZ5XaR2IAA3ZyckAAKa5S
JPEiRxPIuaGlR7nCTTECyj7dOEKjvSp+Z3zXk2bdtEUKVcCXYqjo7+OgDKVpttuMCUQk8L/ZcE+H
Q/jiq/FXYqhtSadbCcwFVlCGjsSoUd2qAT8I3xVLPKk5ltJCbtrogqPjLNT4dyHYnkCf9rFU8xV2
KpFrLlb9SOqoB+JP8cytONi4WqNEIBF5E7hdicyCXDAtpWoGFAailT2wkKC2FbgzA/DtUVwXukDZ
rTdMk1KW7LXb2xt3CRRRhDUFA3qPzDEgliBSnTMfLlILucOHDHFEmPGZczZ235CiP0812pWLafcW
sSXUlwkwf1IpeBK8RX1BwVaCux+eOHISWOpx4zhMhERMSKq976bk+9axQheIoQN/c5kh05pt2ZmH
IUoAOlNsACSe9Qv7/TrCB7u8nS2s4hWWed1jRR7sxAGN0N1qzsgdG81+VtbuXi0fVrW8eP4mjgmS
R1XxKqa098iJgjvZyxkHcUmFxdwWUE13OQILdHklehaiICzGgBJ2HbJHkwjzSJfPnk7i7XN79VAU
SL9ahmtqxsKiUCdIyYiN/UHw++VGcS3DFMd6fQvBJB6kUnJJFDRujVVlO4II2IIyXAOjHxD1VYYS
7RqXHFpFUggVoTTIZbAO7Zh4SRsnT2M69KN8v7cxHYKLxyJ9pSPmMULcVdiqtaJynXwG5+jFUzwJ
diqG1JJn0+4WGQxSmNuMigMQQOwO2Ksb0TWbDStIv9Q1GdYLKBo2lkCOQvqEIPhUysakqNvuwoZa
CCAR0OBLsVY/qjuNRk4jdQB4/sg5l4B6XB1JPEK7kEqhq1YCgrv3zIJcQBysQrCgNe/hiQoLuB4F
qigNKd8bWtra5yRyRT2/FLmEkq7DkCGFCrCo2PzyuePicvTarw7BFxPP8d7cpupZzd3TI00qqg9M
cVCJUgAEserE9cccBHZOr1AmAIiojzvn/YHMVNOK023+eWBwy2/PmPUrXb7sA8km73YX58+qLr/l
6fUeI0SN7kM01PRW9ZY/qrSV+EfCJgpbbkR3IzB7QE/D2dj2aYeIbSHStP17zC0WqXV/LaWIdpbP
0uHqyAk8XjJBSOPiaI1C7LvyHfWSyxx7QHq73cnGMo35ff8AqCMsr3Sb3VLzSdK8x3h1SzUi6jac
3K9aMrRXAkRx2fiNulQekjqswFnk0flMJNDms0iHXtK8v2WiNeenceWhM8bxyPH9ZsJ7hPSaJGLo
TD6nouj1oOP2w1DlYcomNk48fDIwIBM9ge7zRXlHzZpumxnSpW4aMqhtNvJY/SMdWcvDJxZ1EaDi
0c3wqyHtSpy8WcXRLq9VpZAkjd6DEq84zy35j4e+XZj6XF049QZJaTepFv8AaXY5guyVsVUntYH6
oAfEbfqxVRfTl/Ycj2O+KrrS2aJmLUJIoCMVROKuxVTujS2mPP06Ix9T+Xbrt4Yq871q7l/wPrEx
nZGie1eOaJiHDCZDyVkFeXIdRvhQ9Cs7qC7tIbq3f1IJ0WSKQV+JWFQdwDgSrYqx7UTIdRnMde1a
eAUDMvBXDv3uBqb49u5BqFIbkaEDYeOZBcUU2pcIwH2T1wbWkE01xHDly3rTjhvdFbOLkoFoKDoc
aW9kBoek3evy39zcahPZ2trcyWltb2pRWrFTlJIzK9eROwyvNm4KADs8eCAiLFkhMn8j3Dwu761d
/X9/SmT00iFPs1gC8W/yvH2yr80b5bNnhw5cISzQdRl1DS7a8nUCWQESAVoSjFCRXseO2ZUhWzrc
8OCZCA89N6mgS2qiiahPb2Ugr0iuZ0il38fTZqe+Y+plw4yWeliJZQF6qqqFUBVUUVRsAB2Gcs9Y
kFr5W0fTtebX72/u2giM0kVrIxkhhNwS0vpqqlwvJnelaLyY/LKjllOPB0cY44xlxKvmq80C8srf
VLKYS2VhqC2d9JBKeDxXMIRgskTfEg9dHYV/Zp1GThAx5bEhhOQlz3ALFdEu7W4juzpVuZrTTxND
HNPP6UigCJI0KuPsxq3Aes4VgDQ15DLxglIXbRLPGJ5PUPKBjfQ9KKMSREq8CSSoVacSTuStOJ98
2UyeAW6vGB4hrzZTbTelKG/ZOzfLMdy0064EuxV2KuxV2KuxVB6xemy0ye5HWNR1FftELWn04q8+
80C9HkPVxEqKnqW/qMG+rFYxIp5KFMoNTQdVFK9xQlD0TTJGk021ke3+qM8KFrU0/dEqPg2/l6YE
onFWNXvN724K9mIJ9htmbh2i67UWZlC8S7RwptJK4RWPQV6nL+W/c41XQHMpyfLsAhKxzyiSn2ya
gn3XMT8yb3Ac78mK2JttvLtmYuKvIJabS8jWvy6YjVSvyU6KNdbSVXkKmOT7UTFDTxBzLocx1cEE
8j0Qc0k2jXS6nYNK0MkiNqlpGAwkjpxZ1Qg/GoofhIJAyEocYo8+jnafNXpJ2Vtf836Zq9mml6Hd
vNdXckazSQh09GAODKzsQvGqAr475TiwEG5DYObM8AsqsFvBZpHBAqrDCAsaDoAO2ZF26eUjxWd3
n/nXzDqd6uoLYwxx6fol3bNNM4Zprm6hkinFvboCqqG5LGXeu7EACnLNdqs4J8LvdnotLI1k+xPo
9RguNMGoWf8ApMMkXrQBOrjjyAFabnpmi4aNF3vFYsMf/LzzBqWum4n1mzD6cBE0IntljMdyhYTI
oLvz9KRPham3iTWmVljHGRwuNiMpg8SL813uk/pG30yC8FhEbn9K6ndNL6TclXhCkbVUq7MoK8dw
Er1ocMZSriA8giUY3wk+bG11q5ih1jUtSjkvV+sRenfSxxMqBhxCyrJJG6lmKmiq5oV5U3Azsecb
A83DzQnIbH0R/S9a0W2+rW1pC5DXCgmd1+y0jAs7D5sSczMwIi67TkGZKcZjOajbW7jWPjIaFdga
E7fRgSri7t/5x+OKquKuxV2KuxVQvxamzl+tCtuq8nFSPs7ilCN6jFXn/my7tm8h6lcaWZ7KSGe3
kLq5MhJmQr8ZDSLxJ5ClD74UPQNPnkuLG3nkT05JY0d4/j+EsoJH7xY32/ykB8QMCVfFWMXKs11c
kHYO9d+o5HM7EfSHW5x6yoCgAdSVmRg0bdgRlv3NHn1ZBpepG8EiugSSKnIA1Br3G2YWbFwuxwZ+
O75hdq15JaWhkjAMjMEXl0qcGGAlKinUZTCNjmx303RF5HkWqxPiT1OZ1262iA2wUEcTy2/HEKfJ
tizSfHsehrgGw2Sdzu4fBJ8NGodvfHmF5FhGt+UdYN5qMmm+hd6fq0qXN1Y3Er27w3CBB6tvKqTD
/dSvwZPtCtd6ZhZ9IZSE4mi7HSa/wxRQ+heSfM+lxySW2oxRNK/qS2E4+swszfacPElp6TsftcVK
k70qa5Ceg495HfybZdqnisDn+Oiy7ufOEnmLT/Ldt9Rtri7DXOoXUXqTi0skJ9S4f1BCiszfDGGr
VvlmNLQRidzbkQ15mNhSHvrWNrO3t3iurV1vWfTwLV57u8uKeuJJTLLCrSRragP8QRQQoCrQHIGM
Vwjq2zyRxRuxIyA/zTaYaR+X91MEvNaSCETKhns4AX3A3jaRiVofstRST0DAdbMWkAO5dZm1pIPC
Piz+1KmVAFoQDU+OW6hp0vVHZjOa7FXYqnIFABgS7FXYq7FUHrAQ6ZccwCAvIAkjcEFacaGtenvi
rz/zfdxx+Sr6R5RZyGe14RSxo3rMWVuDxXBkVl6uVWm4Ndq1KHo9rMJrWGYKyiRFcK6lGHIA0ZTQ
qfEHAlVxVisvFpJWLUPIkDx3zPx/SHV5t5FYGXgQVqx6NljVezl9WIieGUxS/ZqPD3B64mjsQosb
g0XTS3FwyvczNKyfZFAqj6BjECPIUspSlvI25gopxNdt8QppzFeQKVA9/HEeamujq8n+M9Tucemy
8zu2nISfu9yOmA8t0jns5SvI8wT16eOJ8lHm5GYBuIrUb7V2xIUFK9S8qeXNWmW71PSbO+nhAVJr
mCKV1G9AGdSaVPTAQCdwmMpAbFrTvK+gabObuy0+KCfiY0mVd0Q0JjjrURoaCqpQYBCIOyZZJEUe
SaFWCBifhPQVyd7sK2RFrz9RQwoAh4/eMxdR0c3S3ujMx3LdirsVTnAl2KuxV2KoLWpOGl3B9Rou
ShPURVYrzYLWjkL374qwHzNbSzeU7+zi086oxntjawxRSSAFW5MXWFnkQFIypKMOtNq1woelLso+
X+fXAlvFWJLwZT1Ln7NN8zozAA3dZPGTI7HmvWOcoVWJiK9QprhOSN80DFOqpebS44AC3l5dzxb+
mDxo96fy865LvqN66qBbsKd6Ur9+Dxosvy8z0Xtpl81CtuQKb/Ev8TgGcJOll5Ljpeos/L0ghFKf
Ev8AAnB48WX5WV9FQaNfGTm3p16mpNPwGR/MCuSRpTdkuGh3nLlzjX5Ftvwx/MeSfynmqR6HOtT6
ygnY/CTgOoJ6Mo6UDquXQXUEC5oDsfg/5uwHOe5I0se8troEX7UzH5AD+uDx5JGlgqDQ7bjxMslO
tKrT9WDxpJ/LwbGh2Q6lz8yP4DB40u9I08O5Xh060hbkqVNOI5Ett16HImRPNsjADkq/V4P99r92
RZO+rW/8gxVr6pb/AMg/HFVXFXYq7FXYq4gHrvirqCte564q7FXYq//Z
xmp.did:5F81EF3B7033E71194908D0AD7595529
uuid:550ec8fd-5b2e-4be8-8dd9-5f2d2a1b9580
proof:pdf
uuid:1F65575A4447DE118F9DDD3B0F15C8F0
xmp.iid:1C36EFED6B33E71194908D0AD7595529
xmp.did:1C36EFED6B33E71194908D0AD7595529
uuid:1F65575A4447DE118F9DDD3B0F15C8F0
proof:pdf
saved
xmp.iid:B931B67C4562E011AEFAFE29021508B6
2011-04-08T20:05:40-05:00
Adobe Illustrator CS4
/
saved
xmp.iid:5F81EF3B7033E71194908D0AD7595529
2017-05-07T16:57:59-05:00
Adobe Illustrator CS6 (Windows)
/
1
False
False
8.500000
11.000000
Inches
CooperBlack
Cooper
Black
Type 1
001.000
False
CB.PFB; CB.PFM
Coolsville
Coolsville
Regular
TrueType
Altsys Fontographer 3.5 2/8/93
False
Cools.ttf
MicrosoftNewTaiLue
Microsoft New Tai Lue
Regular
Open Type
Version 5.98
False
ntailu.ttf
Myriad-Roman
Myriad
Roman
Type 1
001.001
False
wmr_____.pfb; wmr_____.pfm
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
Charcoal
CMYK
PROCESS
0.000000
0.000000
0.000000
75.000000
Graphite
CMYK
PROCESS
0.000000
0.000000
0.000000
60.000004
Ash
CMYK
PROCESS
0.000000
0.000000
0.000000
45.000000
Smoke
CMYK
PROCESS
0.000000
0.000000
0.000000
30.000002
Latte
CMYK
PROCESS
10.000002
23.000002
33.000000
0.000000
Capuccino
CMYK
PROCESS
15.999996
37.000000
58.000000
0.000000
Mochaccino
CMYK
PROCESS
32.000000
48.000000
76.000000
19.999998
Mocha
CMYK
PROCESS
42.999996
52.000000
80.000000
38.000000
Mars Red
CMYK
PROCESS
25.000000
100.000000
100.000000
25.000000
Ruby
CMYK
PROCESS
25.000000
100.000000
100.000000
0.000000
Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Pumpkin
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
Squash
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
Sunshine
CMYK
PROCESS
0.000000
25.000000
100.000000
0.000000
Pure Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Peridot
CMYK
PROCESS
25.000000
0.000000
100.000000
0.000000
Little Sprout Green
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
Jade
CMYK
PROCESS
50.000000
0.000000
100.000000
25.000000
Mint Julep
CMYK
PROCESS
75.000000
0.000000
100.000000
25.000000
Emerald
CMYK
PROCESS
100.000000
25.000000
100.000000
25.000000
Sea Green
CMYK
PROCESS
100.000000
25.000000
50.000000
25.000000
Caribbean Blue
CMYK
PROCESS
100.000000
25.000000
25.000000
0.000000
Pure Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Hawaiian Blue
CMYK
PROCESS
100.000000
25.000000
0.000000
0.000000
Twillight Blue
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
Starry Night Blue
CMYK
PROCESS
100.000000
75.000000
0.000000
0.000000
Deep Sea Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Fresh Lavender
CMYK
PROCESS
75.000000
75.000000
0.000000
0.000000
Purple
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
Amethyst
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
Rasberry
CMYK
PROCESS
25.000000
100.000000
0.000000
0.000000
Pure Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
Global Red
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
Global Squash
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
Global Pure Yellow
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
Global Green
PROCESS
100.000000
CMYK
80.000000
0.000000
100.000000
0.000000
Global Pure Cyan
PROCESS
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
Global Deep Sea Blue
PROCESS
100.000000
CMYK
100.000000
100.000000
0.000000
0.000000
New Color Swatch 1
CMYK
PROCESS
17.000002
17.000002
0.000000
0.000000
C=3 M=12 Y=54 K=0
CMYK
PROCESS
3.067100
11.792201
53.893299
0.003099
C=5 M=99 Y=75 K=0
CMYK
PROCESS
5.017197
98.611404
75.118599
0.335699
C=19 M=100 Y=100 K=11
CMYK
PROCESS
18.564098
100.000000
100.000000
10.724002
C=30 M=68 Y=100 K=22
CMYK
PROCESS
30.460102
67.715004
100.000000
21.814299
C=31 M=0 Y=53 K=0
CMYK
PROCESS
31.000000
0.000000
52.999996
0.000000
C=52 M=0 Y=57 K=0
CMYK
PROCESS
52.000000
0.000000
57.000000
0.000000
C=62 M=0 Y=100 K=0
CMYK
PROCESS
62.000000
0.000000
100.000000
0.000000
C=77 M=14 Y=86 K=2
CMYK
PROCESS
76.775803
14.215302
85.622902
1.702899
C=31 M=57 Y=8 K=0
CMYK
PROCESS
30.637096
56.600304
8.178801
0.003099
C=79 M=50 Y=7 K=0
CMYK
PROCESS
79.391197
50.182301
6.863499
0.003099
C=4 M=17 Y=80 K=0
CMYK
PROCESS
3.506500
16.943598
79.946602
0.003099
C=6 M=100 Y=100 K=0
CMYK
PROCESS
6.000000
100.000000
100.000000
0.000000
Global Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=0 M=19 Y=62 K=0
CMYK
PROCESS
0.000000
19.000000
62.000000
0.000000
C=0 M=94 Y=0 K=0
CMYK
PROCESS
0.000000
94.000000
0.000000
0.000000
C=80 M=0 Y=100 K=0
CMYK
PROCESS
80.000000
0.000000
100.000000
0.000000
C=7 M=25 Y=39 K=0
CMYK
PROCESS
7.440299
24.957699
39.304195
0.000000
C=3 M=24 Y=45 K=0
CMYK
PROCESS
2.745098
23.921597
45.490200
0.000000
C=85 M=15 Y=100 K=3
CMYK
PROCESS
85.192596
15.362799
100.000000
3.024298
C=7 M=25 Y=39 K=0 1
CMYK
PROCESS
7.440299
24.957699
39.304195
0.000000
Multiline1.2.color2 copy
SPOT
100.000000
CMYK
45.000000
55.000000
0.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWˮ;c*{J`bD t%wα{Wݛ;INrյj=_m~Mj8K?/?o/w!oy_?^K1eGp%%WBh?SZ/xvLKpUD.J$F\\X\b)Yܮ̵c$蒥N A qs8{#yD~e" D
2')G{BA ~@H;t@ǃ9X{7Ju59b0L4̡