%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
logo
2011-12-16T11:40:07-06:00
2011-12-16T11:40:07-06:00
2011-12-16T11:40:07-05:00
Adobe Illustrator CS5.1
256
196
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAxAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXmvnrzhev
fS6XYStDbwHhPIhozuPtCo3CjplM5dHp+y+zoiAyTFk8vJiuladquoXRXT0d50HNnU8eI8S21MgA
7bPmx44+vk9C8leY9Rku5NE1epvYV5QysQWZRQlSRUNsahu4y2Euhec7S0cBEZcf0nn+P0Myyx0r
sVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVYL5w8/T2V
0+n6VxE0R4z3LANxb+VAdqjuTlcp9zv+zuyROPHk5HkHnU0sk0rzSNykkYu7HuzGpOVPSRiAKHIP
RPyxgQ6dPItRIbn94VJU8UjHEGgIIq52rlmN5vtuR4wP6P3n9iF/MVptN12x1Kyf0LlomHNQK1U0
qaim4emM9i29jgZcUoT3jf4+5NfJXnaTVpf0ffhRehS0UqigkC9QR2YDfbDCduJ2l2YMQ44fT9zM
MsdM7FXYq7FXYq7FXYq5mVVLMQFAqSdgAMVAYvffmN5btZjErS3RU0LwKCv0FmSv0ZA5A7XF2Pnm
L2j70w0XzZousN6dpMVnAr6Eg4vTxHUH6DhEgXG1Ogy4d5DbvCcZJw3Yq7FXYq7FXYq7FXYq7FXY
q7FXYq7FXYq7FXYq7FXhlpp93qWrfVTtcSyN6hPY1+L6a/jmM95kyxxY+LoAzmy/LbRJ7Zv9Md5V
JRpIXR1V16g/D27r+OWDG6LJ2zljL6dvMdPx1V/LOmX/AJdub7TpSsguEM2nXB+GN3jU8lb+U0oS
K9AcMRTXrc8NTGMx02kOotI/zGuHu9WhhC+n9Wty8isehLn9YC0+eRmd3O7GgIYyf50v0JF5U9X/
ABJpvpfa9dK/6tfi/wCFrkY83Ya+vAnf817ZmQ8M7FXYq7FXYq7FXYqwb8yteEdnFplrOpkmZvra
owLKiUojAGo5E/hleQ9Hfdi6W5HJIcuTz2xs5r28gtIaerO6xpXpVjSpyoPRZcghEyPIBl2seTf0
Rpqavpd1JJJasGkkqB0biWUBQVo3apyZjQt1Gm7S8afh5Iipfj8cmeaFrVpqthDPFLG05jVriJGB
KOR8QI6jfLIm3n9VppYpkEGr281mqaxPYT2kRt0kF5OtvEwkIILCtWHA/hiTTLBpxkEjdcIvl+1M
ozKUBlVVfuFYsPvIX9WScWVXstuJvRt5ZiOQjRn49K8RXEphHiIHeoaRqI1HTbe+CemJ15iMmtN6
ddsANhs1GHw5mF3S2TVFj1iLTWjIM0LSxy12JU0K0p4b4WlExzh5pYwNouIZv8ojlT6AR9+KqmKu
xV2KuxV2KuxV2KuxV2KuxVhOt+VtSsdbGvaHGJmLF7izNAeR+0Vr15dfEHplco0bDvNLroZMXg5T
XcVGP8yrK1MkEmkvbTK7etGjKKSVo1fhX4q9dsHieTM9iynRE+IdPc1aectMvWea7YIsQAU3DlXO
9RRYUYNT/U+nfBxWnJ2bkhtHr3D9Z/Sx/XdRGuam9vpcTTzXbhnlI4ySFFoEUVoI1UA799zkSbLs
dLh8DHxZDQj8h+3+xlnkryTJpcv6Q1Dib2hEMSmojBFCSR1am222WQhTqO0u0xlHBD6fvZjljpXY
q7FXYq7FXYqw/wDMTzHcadaxWNo5juLoFpJV2ZYxtsexY98rnKnc9j6OOSRnLcR+95cTXc5U9Wm3
lJ1TzJpxboZlUV8W+EdPc4Y83D7QF4J+56v5gVB5Z1BW3UWktCxJ3EZpu2538culyeS0hPjx/rD7
3jFneXVlcpc2sjRTxmqupof9rKHtsmOM4mMhYL0q81VdVtPLF8AFaa+j5qOgdeSsPvGWk3Ty+PB4
Us0O6BTGw1nV7p9Sm4262enz3NuVo/qMYQChry47132w2XHy6bHDgHq4pxielb81TzLqs1pJa2aI
rJfLcJIzVqoSLkONDjMsdFgEwZH+Hh+9LvKWrTRJpOmSIot7myMsEoryMiOeSnen2d8ED0cntDTg
meQc4zo+5E67cMl9Z6gABHY3i27OOpSZB6h+gmmTBdXOFAd5RltfzS3LW1oFM0pNzcTvUqkbHjEO
IIJZkUbVG2FrV7i9u7B4muyktpI4jeZVKNGzGilhVgVJ2rtTFVHUtZntdAm1FERpYzQI1eP976fY
16Yquhv9Rn1m6tYhCttZvEJCwb1GWSPn8JBpUH2xVf8AX7qfVbmxt2jiFqiM7SoXLNJUjiA6fCB1
PjiqNtZXlhDOAHBZHA6ckYqae1RiqrirsVdirsVdirsVedee/Jt417JqunxmaOb4riFBV1am7AdS
D3yqcer0nZXaMeEY5miORYMsE7S+ksbNL09MAlq/LrlbvjIAXez0XyD5QurKY6pqEfpTcSttA32l
DfaZh2NNgMthHq832t2hGY8OBsdSznLHQuxV2KuxV2KuxV2KvOvzUspvrNlegVhKGEt4MCWFfmD+
GVZA9J2FkHDKHW7TnyjpVta2VhJBbGT60jNcXaPxKHiCoahDNzrt/L861MQ4XaGeU5yBNcJ2Fc/7
PtR3mLy/pd8hnAEGpwUmhuIl5S1U1HJF+JxUfPwwyiGjR6vJDbnA7EHl+xLvMs95NoNx6SuLq/MV
ubUfEDKftFK/slFO/wDbkZHZydFGMcwv6YWb8vP4vMblYUmZIm5ItF59QWAAYjpsWrT2yt6iBJFl
6DbWE1jo/laGYFZWv1kZTsR6hZgPuIyytg87PKJ5cxHLgr5Umeg/8c7zL/20L3p/qjJDkXF1X14f
6kGvNxEup6QsfxkJdyGm9EEP2vlvgmns/bHO/wCiP9klr8rXyn5f1hQa6bIjSU6+jKSkg+nYYOgL
kj1ajLi/nj7RuE91y3P+EbgTLSVk9aQeEjOJG+5jlg5OlzEGRrly+WztG/0TU3WX4V1C3t3tmPQm
KPg6fMdaYWpEeZiJ7AadHvc3rokSjqArhmc+ygdcVQGvb+UbmIbymX0wg68/rI+HFUZpbj/EetJQ
1JtzXsKRAfjiqMv9F06+kWW4i/foKJMjMjgf6ykfjiqA9S90a/tYZZ3u9OvHEKNN8UsUp+yOf7Qb
3xVPcVdirsVdiqXXOpPBqsdtI8Uds1vJO8r7ceDxpSpYDf1MiTu5MMIljMhZlxAfME/oX6jqkNtp
NxfQyRycIpJIPiBV2SMuFBB3rx7YSdkYcBlkECCNxflvS2+1T0dJe+h4SNGAWWtR8JHqLseoFcQW
qcCDSt+kbVC5mmjijDcYmdgob4QxIJO/2sLBXaaFU5s6hKA8iQBRthv74qsS8s3V3SeNkjNJGDqQ
p8Ca7Yqqo6OoZGDKejA1B+7FW8VdirsVdirsVQ9/YWl/aSWt3GJYJBRlP4EEdCMBFtmLLLHISiaI
ef8AmHTdY8pQRy6VqU31GaQp6LAERsRUdaqeVD+yMqkDF6LR5serJGSA4wOfekTectemmje8uPXj
QglOEKkgHsfTND70yPEXPHZuGIPCKPvP61bV/OuoX8DQRxi3jcUd+TSSkVrTm2yjx4qMTK2Gn7Mh
jNk2fkPx72U+U/IWnx29rqV/ynuHRZVt2AEaFhUVH7RHv92WRg6nX9qzJlCGw5X1ZnJBDKUMkauY
25RlgDxYdxXocsdKJEcjzdFDDFz9KNY/UYu/EAcmPVjTqT44rKRPMqcdhYxMzRW8SM44uVRQWB7G
g3wUGUsszzJ+aH1G1ga0isUiURTSxoIwAFCq3qNt0HwocBHRswzPEZk7gH9X6VTVpPS0u7l4o/px
O4SUckJVSQGFRUbYSdmGGAlMRPUpDdT62VZ/qYuY2RVjhMT+keDylWERYlGKhPv+6Flzo4sJ9JNf
EX/D1rfquguNcgd2jsIkYk1dYJOTKC9FJ516Kv39MeIsfAwd/wBo8vL8UsnvNTtRJdzWULekHcSv
C5cMDLwPqM7fypt/ldseIhlHT4pkAHc11H9Hy9/yTHTbpnhj1V1UrdJxu2jRk4mNmCMVarUAJVjU
9j9nJxNhwtRjEJmI6JwjpIgdGDo26spqCPYjC0pJfH9K6lZQWx52tjMLm5uBuvOOvCNT3O/xU6Yq
nmKuxV2KuxVinnKGV5m4Izf6E4+EE7/Wrc029hlc3bdnSAG/88f7ma3zXGWsHtYlrMstxJ6KipEf
1OUBqDtVgPntjJloDU+I8qj8+OKI06yc6jeabIpFo6i8De9xEYWX/gg7YYjdp1EwcYl/F9PyN/qd
5daK0iR78+m8sEZglm2HHiTIgJ6HmSSMm61bKCNMuolUqtxMjWMPEqTGZ60VTv4tTsDiqK0axFzo
McTFoZEnkkVwBUOk7MpoQQfpxVFWk11a34srorILgPLBcIClWSnNWSrAHetRscVTPFXYq7FXYq7F
XYqhtR0601Gyls7pOcMoow6EHqCD4g4CLbcOaWOQlHmHnd/+V+qxzH6jcRTwE/D6hKOB7ihH45Uc
ZejxduYyPWCCmPl/8tDBcJc6tKkojIZbaOpUkfzswG3tTCMfe4+r7a4o8OMEeZ/QzzLXn3Yq7FXY
q7FWmVWBDAEHqDuMVBbAAFB0xV2KuIBFD0xV2KqD6fYOxZ7aJmbckopJr8xiqsqqqhVAVRsANgMV
bxV2KuxV2KuxV2KqaQhZpJSatIFUeyrWg+9icDIysAdyphYuxVD+jPE7tAVZHPIxOSoDHqVYA0r1
Ip1xVZFZSNei9uXDSqhjhjX7EasQWoTuWag32+WKovFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq
7FXYq7FXYq7FXYq7FXYq7FXi3+L/ADN/1cZvvH9Mx+Ivb/yfg/mB3+L/ADN/1cZvvH9MeIr/ACfg
/mB3+L/M3/Vxm+8f0x4iv8n4P5gd/i/zN/1cZvvH9MeIr/J+D+YHf4v8zf8AVxm+8f0x4iv8n4P5
gb/xd5npX9ITU6VqP6Y8RX+T8H80Nf4v8zf9XGb7x/THiK/yfg/mB3+L/M3/AFcZvvH9MeIr/J+D
+YHf4v8AM3/Vxm+8f0x4iv8AJ+D+YHf4v8zf9XGb7x/THiK/yfg/mB3+L/M3/Vxm+8f0x4iv8n4P
5gepeUrq4u/LtlcXMhlnkVi8jdTR2GXQOzynaGOMM0oxFD9jDvPXmHWrHX3gtLySGERoQinapG+V
zJt3XZekxZMNyiCbLHv8X+Zv+rjN94/pkeIux/k/B/MDv8X+Zv8Aq4zfeP6Y8RX+T8H8wO/xf5m/
6uM33j+mPEV/k/B/MCItPMHnS8cpaXN1cOOojBanzoMbLXk0mlgLkIj3ql5q/nyyQPdy3cEZ2Dup
Va/MimJJY49PpJmoiJQf+L/M3/Vxm+8f0x4i3fyfg/mB3+L/ADN/1cZvvH9MeIr/ACfg/mB3+L/M
3/Vxm+8f0x4iv8n4P5gd/i/zN/1cZvvH9MeIr/J+D+YHf4v8zf8AVxm+8f0x4iv8n4P5gd/i/wAz
f9XGb7x/THiK/wAn4P5gd/i/zN/1cZvvH9MeIr/J+D+YHf4v8zf9XGb7x/THiK/yfg/mB3+L/M3/
AFcZvvH9MeIr/J+D+YHf4v8AM3/Vxm+8f0x4iv8AJ+D+YHf4v8zf9XGb7x/THiK/yfg/mB3+L/M3
/Vxm+8f0x4iv8n4P5gd/i/zN/wBXGb7x/THiK/yfg/mB3+L/ADN/1cZvvH9MeIr/ACfg/mBJ8i5j
sVdirsVZh+X3lq11Oea9vUEttbEKkR+y0h3+LxCjtlkI26btfWyxARjtKX3M+1nVdL0awDXKgQn4
I4FC/FQVICmgoBlkiAHn9NgyZp+nn3vPPOGl6U9nba9pCiO0u2Mc0IAASTc7AVA+yagbeHXKpAcw
9H2dnyCRw5PqjyPkxTIO2dirsVdir2XyR/yiun/6jf8AJxsyIcni+0/8Yl+OjAvzH/5SaT/jFH+r
Kp83oOxv7ge8sXyDtHYqjtE0uTVNVt7FDx9ZqO38qAVY/QowgWWjU5xixmZ6PatP06z0+0S1tIxF
Cg2A6k+JPcnxzIAp4jNmlklxSNlKtV83aDaXp026JlY0WcBVZEDdnDEE7HooORMwNnLwdn5pw8SO
3d+xgHnny/BpGpI9qKWV2pkhXqFIPxKD4bgj55XONF6HsvVnNCpfVHmkFvbyTsVQoCBU+pIkY+9y
oyDsJzEef3E/ciL3R7+y5C6VInUAmMyxF6NSh4Bi3fwwkNePUQn9Nn4H76QWBuVo7O5ktpbpIy1v
CVWWQdFL7LX54sDkiJCJO5UcWateWd1Z3DW91G0MyULI3UVFR+BwsMeSMxxRNhTkjeKRo5BxdCVd
T2INCMDIEEWFuKXYq7FXYq7FXYq7FXYq7FWSeRvLsOs6m5uQTZ2qh5VG3JmNFUkdjQn6MnCNl1va
msOHH6fqk9Xiis7OJYoljt4hsqKAi/QBTLuTyMpSmbNksK/NMyJFp7rUKROhIJG7en4EdQCMryu8
7ComQ936UR+WKmXQLqOVQ8P1hgFYAg1RKihw4+TX23tmiRz4f0lj35geW7bS7uG6s0EdrdcgYh0S
RdzTwBB6ZCcadj2TrJZYmMt5R+5iWQdu7FXYq9l8kf8AKK6f/qN/ycbMiHJ4vtP/ABiX46MC/Mf/
AJSaT/jFH+rKp83oOxv7ge8sXyDtEbo+lXOq6jDY2/25Tux6Ko3Zj8hhAtp1GeOKBnLo9c0Pyno+
jhXt4ud0BRrp93NetOy/Rl8YgPH6rX5c3M+nuTjJOE8R16eRtSulY1/0meRieJPJpCvUDkNlGx/j
mKeb3WkiBCP9Ufc9M0GystZ8q6cNRgS4CxcFLirDiSlQ3UEhe2XxFjd5fV5ZYdRPgNb/ALWB+c/K
v6DukeBi9jcV9ItuUYdUJ/UcrlGnf9m6/wAeJB+sInzRpV3qHmO6FvwpBbQyzPI6oqoI1BJLEeOM
hu16HPHHhHF1kQPmWOXljNaOVdkccmRZI2DqSlK0I+eQdljyiY2+1kkGkX1n5c1ayuFCXEktmVHI
EUkY8akbZOti6yWohPPCceQE/sY5cadeW+oNp8sdLpXEZjBB+I9ACPGuRp2cM0ZQ4wfTzZFrsa3U
mhaqwDJNbUuSNwzWdfV+8DJS6F1ulPCMmPult/nckgfT7gxrdXUqQC4+OP1SebgnduCBmp7kUPbI
07AZRfDEE13NS6VeRyQrxDrc728qkFHA60b27g7jGljniQf6PPvC20027ure5uIVDRWah5ySBRWN
BseuNJyZowkInnLkiNS0C+06IPdNEj1UeiJFaSjjkG4g1piQ14dXDIajfvrZTbSZ0ggmmkjh+sjl
bxyEhnWpHLYEKCR1YjGmY1AJIAJ4ef4/Ug3RkdkcFWUkMp6gjqMDcDe63FXYq7FXYqzT8sdUgttS
uLKVghvVT0mO1XjJov0hzlmM7ul7bwGUBIfw/pQHm+bURqN19b+sRz+qVSu0JgI24nvv07U98hK7
cjs+MOAcPCRXxtD2t9fS6WLS5m5wROktmaiSSKQV6U5ELTqp+Y6ULezZkxQGTiiNyKPQEfjqzryG
GGlxRRr6aoXkuyo+AyOSqop33VVBanTYZbj5Og7V/vCT7h7u/wDUkf5n6tbTT22nRMHkty0k5G/E
sAFX503ORyFz+w9PKIMzyPJgmVu+dirsVey+SP8AlFdP/wBRv+TjZkQ5PF9p/wCMS/HRgX5j/wDK
TSf8Yo/1ZVPm9B2N/cD3li+QdozX8rBEdXuyf70QfB8uY5fwyzHzdJ27fhx7uL9DKfM/mmfTZVtL
K3M906ljRS9ABUgKpHQbk12269pSnXJ1Wh0IyjikaixrTvzQvVuQL+3SS1J3Me0i+/8AKflTIjIX
Z5uw4mPoPq+xJvMNpaTaxdXMUvK3vgLmxmH2GMkg5q3ccSX261HvkJc3N0eSUcUYkbx2kPcNv0PS
/Lca2uj6dZEH1fqyyNtsK0JB+lsvjyeY1p48s59OKkq/Mv0/8Njn9r14/T/1qN/xrXI5OTl9i34/
+aUp1D/jreYf+2Sn/EEyJ5ly8P8Ad4v+G/pLC7j/AI5tn/rzf8a5W7uH1y+H6WceazTTdYI68dP/
AI5ZLq6LQfXj/wA9KfMI9aay8wDpcWIkkb/l4jAh2/1XdfuwS73M0npEsPdOv807/dbtIlhuPKPo
zj/ee/SNZP5YrgqHH0jliOS6iJjqbHWBPxjySbzVJK/mLUBIKenM0ca9hGh4oAPDiBglzczQADDG
u77eqY+WqyaPdpKKxwXNtJbk9pH5q9Pmg3+WI5OPrdssa6xlfu2/St8s/wDHB8xf8w8f/EjiORTr
f77F/WLvP3/HeH/MPD/xHGXNeyv7n/OKkdU0TUba1j1ZLiK6tYhbpdW5RlaNK8OcbU+zXscbB5s/
Ay45SOMxMZG6Pf71DWtHeOL9KW1wt9YTuV+sIpUo/XhIh3U4kM9NqAT4chwzHT9R6pPkXMdirsVd
irYJBqNiOhxV6H+X3mueeaTTdSuTJIwBs3lNSSNmTkdye4rlsJd7zna+gEQJwFd9fezS+02xvlRL
uITIh5KjE8a+4rQ/TlhALpMWaeP6TTEfP3mIadbQ6XpkvoXNQ0vo/D6cYBovw/Z5Vrlc5VsHcdk6
PxJHJkFx8+pebMzMxZiSxNSTuSTlT0wDWKuxV2KvZfJH/KK6f/qN/wAnGzIhyeL7T/xiX46MC/Mf
/lJpP+MUf6sqnzeg7G/uB7yxfIO0R+h6xcaRqUV9AORSoeM7BkOzKcINNGq04zQMCzi+gsPNM8V9
o2qC01EIVe2clH3WjbA1+yKNQEEZYRxcnRYpz0oMMsOKHelsP5Y60slZJLWROlPUlU/MER5Hwy5U
u3MRGwkPgP1qc/lzV5Ls2CW8lxBEQp4xmNKpQbzOsK9AKsFPIeOxwcJTHWYxHjJAJ87+wE/ft82c
rc22jWjXOsXca3E55SN0AoP7qJftFErsOuXcuboTCWaXDiiaH4s+ZececvNR1y6RIAUsbevpK3Vm
PVyP1DKpSt6Xs7QeBGz9Z/FKVx5qkmur+4NsAb+1FoV5H4QAo5dN/s4OJnDQARiL+iXEltvdWnor
BeRPJHGxeMxOEYcqcgaq9QeP0YHJnCV3EgHz/tCY6j5ruL6HUIpIVUXzQlaMaRrB9lRtvhMnGw6A
YzEg/TfxtSuNUmPla005vsi5lkU9+AVaD5c3b7sb2ZwwD8xKf9ED8fCm9Ne/n0O90+2txIjSxzSS
F1VgVBoqqxBYkA9MA5LmEI5Yzka2I5IvULC6vJOVxCZpYisLXyPHH6lE5D1Fc/aCrTlXt44S04ss
YCgaB34aJrfpX3N/V9WAtLe3thbWUM/IJ6kcjvLXjzk+JeX8o2C06dd1HHj9RkeKRj3EUO4d33tw
w30WnT2Wn2LIdUEfOV545AEUoQi0C05GdPtGvxAYrKUDMSnL6L6Ed+/+xPyKD80ak+p3FreGMRgw
CPip5ANGzKdx9B+VMSbbtDhGKJjd+q/mkuRc1kWgkr5a18yn/RWSFVB6GbnVePvkhyLrtV/f4q+r
f5Ux3IuxdirsVdiqZtpfq2EE9rDK8kgYy/EpVeB49OI6/PC43j1MiRFLP0VcDSxfCOQHlUGnw+l0
9T5c9q40nx4+JwWP293yTi4v/M0FvEkGoXTJJDFIoZyCoIZZauegSRCOu2Gy4cMWCUjcY8z+z5gp
A1nfyTsrRSPOQ0jggliAObN7/DvXIuwGSAHMU5tOvkaRWhIaIhXBpUMwJC/61AduuKjNA1vzQ2LY
7FXYq9l8kf8AKK6f/qN/ycbMiHJ4vtP/ABiX46MC/Mf/AJSaT/jFH+rKp83oOxv7ge8sXyDtHYqi
9J1GXTdRt76IVeBw3HxHRl+kbYQaas+EZIGB6vatJ1ew1W0W6s5A6MPiX9pD/Kw7HMgG3iM+nnil
wyCKkljijaSVwkairOxAAHiScLTGJJoc3k3nrzJFrGoolsa2dqCsb9ObNTk3y2FMonKy9f2Xozhh
cvqkxnIOzdirsVdiqrNO0ixKQAsKcFA8ORY/ixxYxjV+avZ6lNaW08MQAacofUoCV4hhtUHrz64W
vJhE5AnornzFq5BBlQgktQxRHcrxP7HhjbD8nj7vtP63f4k1jkreqnJSCp9GGoIIP8niMbX8nj7v
tP61Wz8zX0FVkVJUCcEXhGvHaMdk3qsKg1xthk0UJctvifPz8ygIrwqrxvGslvI3Iw7gK38yHqp/
zNcDkSx3uDv3/rbDaZz5FJuH+++aV+XPj/xriisnePx8f0ql9qstzBHaRoLexhJaO3SpHI7F3J3Z
j4n6MNscWARJkd5Hr+gdwQOBvdirsVdiqdWur2sWmQ27BzJG6saAUosofx8MLhz08jMy6fspHWuu
2Bt7KxZXkhhhkhuduIaNllYkb1+EuPuw2489LO5T5EkEe/b9TdoLvVtEW0SNnesxaUcaBvVSXj1B
47kn6OuPNGThw5eInu+4j5ou103UYFhlNs7JBbz2i7x8nMqsORo5FFLn/YjGmnJmhKxfOQl16fDy
+ZSK51S6ttSvBAA9tczmYQyoGVwWLRsK7g0bYqa++C3YQwRlCN/VEVt9v4KG1q2gttSlhgBWMBD6
ZJJRmQM8dTv8DEr9GJbNNMygCef378/jzQOBvdir2XyR/wAorp/+o3/JxsyIcni+0/8AGJfjox7z
j5O1vVdbe7tEjMJjRQWcKaqN9shKJJdj2d2jixYuGV3aR/8AKuPM3++4v+RgyPAXP/lnB3n5O/5V
x5m/33F/yMGPAV/lnB3n5O/5Vx5m/wB9xf8AIwY8BX+WcHefkq2/kHzfbSCS3ZYZB0eObi33imPA
WE+1dNIVLce5VuvJfnm7ULdTm4UdBLcFx/wxOJjJjDtLSQ+kV7ooX/lXHmb/AH3F/wAjBjwFt/ln
B3n5O/5Vx5m/33F/yMGPAV/lnB3n5O/5Vx5m/wB9xf8AIwY8BX+WcHefk7/lXHmb/fcX/IwY8BX+
WcHefk7/AJVx5m/33F/yMGPAV/lnB3n5O/5Vx5m/33F/yMGPAV/lnB3n5O/5Vx5m/wB9xf8AIwY8
BX+WcHefk7/lXHmb/fcX/IwY8BX+WcHefk7/AJVx5m/33F/yMGPAV/lnB3n5O/5Vx5m/33F/yMGP
AV/lnB3n5O/5Vx5m/wB9xf8AIwY8BX+WcHefk7/lXHmb/fcX/IwY8BX+WcHefk7/AJVx5m/33F/y
MGPAV/lnB3n5O/5Vx5m/33F/yMGPAV/lnB3n5Jf/AIQ8zf8AVum+4f1wcJcj+UMH88O/wh5m/wCr
dN9w/rjwlf5Qwfzw7/CHmb/q3TfcP648JX+UMH88O/wh5m/6t033D+uPCV/lDB/PDY8o+Zx00+Yd
ug7/AE48JX+UMH84OPlLzQVCnT5uIqQKbAnr39seEr/KGD+cG4/KnmqNw8djOjitGXY7ih3Bx4Sg
6/TnYyCpH5b84RACO0uUC148TSletN9seEsZazTHnKKifKHmY7nTpq/If1x4Sz/lDB/PDv8ACHmb
/q3TfcP648JX+UMH88O/wh5m/wCrdN9w/rjwlf5Qwfzw9S8pWtxaeXbK3uYzFPGrB426irscugNn
lO0MkZ5pSibH7Hz1+fH/ADkN+YXkn8xLrQNE+p/UIYLeRPXgMj8pYwzVbmvf2yThvPf+hv8A83fH
Tf8ApFP/AFUxRbv+hv8A83fHTf8ApFP/AFUxW1S2/wCctfzmup0t7aKwnnkNI4o7N3dj4BVck4so
gk0BZZBJ+e//ADkxHb+u2i23p0rRbMs//ALIX/DBxByjoM4F8BY6/wDzl3+cMbskg05HUkMrWrAg
jqCDJhcQrf8Aob/83fHTf+kU/wDVTFFu/wChv/zd8dN/6RT/ANVMVt3/AEN/+bvjpv8A0in/AKqY
rbv+hv8A83fHTf8ApFP/AFUxW3f9Df8A5u+Om/8ASKf+qmK27/ob/wDN3x03/pFP/VTFbd/0N/8A
m746b/0in/qpitu/6G//ADd8dN/6RT/1UxW3f9Df/m746b/0in/qpitu/wChv/zd8dN/6RT/ANVM
Vt3/AEN/+bvjpv8A0in/AKqYrbv+hv8A83fHTf8ApFP/AFUxW3f9Df8A5u+Om/8ASKf+qmK27/ob
/wDN3x03/pFP/VTFbZx/0PF/35X/AHM/+zTFbd/0PF/35X/cz/7NMVt3/Q8X/flf9zP/ALNMVt3/
AEPF/wB+V/3M/wDs0xW3f9Dxf9+V/wBzP/s0xW3f9Dxf9+V/3M/+zTFbd/0PF/35X/cz/wCzTFbd
/wBDxf8Aflf9zP8A7NMVt3/Q8X/flf8Acz/7NMVt3/Q8X/flf9zP/s0xW3f9Dxf9+V/3M/8As0xW
30D+W3nP/GvknS/M/wBT+ofpJJH+p+p63D05Xip6nCPlXhX7IxS+O/8AnLL/AMnNf/8AMJaf8mRi
gvHMKHYq+j/yj8m2ei+W7bUXiDapqUSzyzEVZYpByjjXwHGhb3+QyicrL2PZOjGPGJH6pb/B6l5d
8t3uuXDxwERxRAGWVu3LoANqk0yIjbk6zWxwAE8y8j/5yJ/LZbC1k1f0RHqNkYzcSoKCa3kIQM3i
UYgV+fbLIEg06btGGPPh8eHMc/x+Nnz7DH6kipyVOX7Tmij5nLHnwE0vfLOoWVja31xJAtteo8lo
4kB9RYzxbiBv123xtunglGIkeUuSUYWhH2Oi6he2N9fW6BrbTVR7tiwBVZG4LQHc7+GC22GKUomQ
5R5oHC1JlrHl3VtI1c6Rewhb4enSNGVw3qqGTiykqahh0OBKXyIY5GjahZCVJBqKg02IwoWYq7FX
Yq7FXYq7FXYq7FXYq7FXYq9c/Kj8q9O1XT117XUM1vKxFlZ1KqwQ0MklKEjkNhlU51sHf9l9mRyR
8TJy6B6g/wCTXlXWrOWK30KNVUGs1sBDIpA/ZYEciPDf5ZASLstRo9KBUgI3+Pxb5y87+VLjyv5g
m0uV/VioJbWalOcL14tTxBBU+4y6JsPMazSnBkMD8PckGScV2KuxV2Kv0B/5xt/8kl5Y/wCMVx/1
FzYGT5h/5yy/8nNf/wDMJaf8mRigvHMKHvn5XflfpVnpNtrGsWyXWpXaCaKKYBkhjcVQcDtzI3JP
TplM5vVdmdmQjATmLkfsenABQABQDYAdAMrd49G/LCOGTT7jkoZkuQxBCnonwnfpQ1pTLMbzXbci
Jj+r+lDfmxBCZtOcgFpEljcHeqqVIB/4M45G3sE3GYPLb9L5n/N78tdM/RU3mDR7dbW5tfjvYIgF
jkj6Fwo2DL1NOor3xhLova3Z0RE5ICiObGJ/L0/mLS/IWjwSrBLdW19xlcEqPTdpDUDfomSurcA4
DmjhgNiRL7ywvUtJtLaA3NnfpfW4aOMusbx0d0LstHAPw8aZMF1s8YAsGwzbS/Lsmj+UNfW4nV11
PSdN1BXUH93HcXDUUjuV49shdl2UNOceGdn6oRl85MQ1vyreaV5m/QMkiSzM8SRTpX03E4Uo4J7f
FkgbDg5tMceTgPP9bMfNCfXofKfmlDzA0ySOWUDrc6WWVGcdaySGMYWgsO1Hy/b6RLHbatdtDfsF
ea0t4hM0AYVCzFniUSUNeK1p3odsULNQ8tXVmsc3qxz2NzA9zZ3kVSkqRniy7gFXU7Mp3BxVMNB8
iXmsaVZajFdRxR3urJoyIwYlZHi9USGn7NNsVQeq+WkttZg0fTr1dUvpZTbPHFHJGUnEpiEf7wDl
WgIIxV2qeX7Szu7ywhvxc6hYGRbiMRlYnMNfV9GXk3PhxJ+JVqBt4YqkeFDsVdirsVdirsVelflR
+WVr5jWTVtX5fouF/Sit0JUzSAAtyYbhFr26nvtlc507nsvs4ZvXP6R9r3mxsbSws4rOziWC1gUJ
FEvRVHbKSXqseOMIiMRQD1/8uYkHl6GQCjcpAaE7kvvyFaHZVpUbfTl2Pk8p2xI+MR7vueNfmd5A
8s6/rOoQX1sPVjlkS3uoiVkiBYsApGxALdCCMr4qLuYaSGowxMx6uEb9Xyx5p8u3Xl3XbrSLlg72
7DhKBQOjAMjge6np2O2Xg2HldTgOLIYHolOFodirsVfoD/zjb/5JLyx/xiuP+oubAyfMP/OWX/k5
r/8A5hLT/kyMUF45hQ+0PJ1va642mrAaWl3HG8fA1+BlBUA0PiBWm3XMat3usmpEMHHHu2erab5U
8rT20sYs+axu0LmRCjckNCVY/HTw+LLREPN5tfqIyB4uYv8AHT7FDTNGHlzVLm3tpybHUI6odnlg
kWoQle6nkQDTrQHABRbM+p/M4wZD1QPwkOv47t2O+f5ZbrVIoZ2C/UrXnK6Alebk8R1/aPH78hM7
ux7JiIYyR/FL7P2bvL/PV5bWfk3Wprgj0zZzR0OwZpUMaL/smYDBHm7DXTEcMyf5p+15v5P/AOOn
+Wv/ADDan/xGXLJdXS6P68Hun+l5an/KNy+15HX6Ynyx0f8AB8XqWtf8obdDw8q6LX/kfJlY5/F3
mf8AuT/wnH97H9f/ANO8raJ5sBrLb6fLplye/rxN6ERJ/mMcpkr/AJOSHOnDz+rFDL3R4T7xsPsN
/BE+TdWto/IVqL8L9UsPMdn6sj7hbaUrLKvyrb8jknVsL86QXkHm7WI7ypuPrkzux/aDuXVx12ZW
BHtirILcPF+WUEM5/e3N3eXNjEd2+rpBHHK4/wAkyL96nFWQ/l1t5O8v17+c4CPcfUxioefeZJLq
y846lNGzQ3MF/NLE42ZWExdGH4HFU6/xp5c1S6efzBoKx3dzyF1qulSvbTn1AVkcwuXgdmDHlsK4
qlPm3ywdCu7doLgXul6hCt1pt8o4+pE21GU/ZdTsy4qkOFDsVdirsVdir6Q/5x9uLLUPK9rpvqhZ
ILtorkVAKiZ+atv0BDbH2yiY3eq7KzVpjXONvpux8p6CLeSGbT0CRkoHdUJdQAfUVxVwDXu1cmIh
1GXX5rBEj9u3lXL7Fuj2CaUk9nZzk2JkE9vMfiVCwo8bNsGXbYg/PelQBSdRlOUiUh66oj9P4/s5
lrodr+WeYMlzdSPcPG23FJTyj2O4NDX5UyovU6WuAAfTEAfLm+XPzl1O0v8Az1dfVmDraRx20jr0
MiVLj/YluJ+WXwGzyva+QSzmumzBsm6x2KuxV+gP/ONv/kkvLH/GK4/6i5sDJ8w/85Zf+Tmv/wDm
EtP+TIxQXjmFD038sPzov/KIhs7xHnsYGLWssVDNDy+0oDni6Gp+E/q2yuUL3DtdH2jwQ8PIOLH9
ofUeh/nJqWpaVa6hbxW89vdRrJFIyOjUP8wDUqOhpkDMh2cOyMGWInEyo+5H6f5/WsrX0IAoRHGi
yTEhhRgGmn4p9C4ibLL2Ty4D9w+6O/zYj5/8+2ltpl1qt3G8WnW3GSVARJNK/wDdoSzcAW+IKBsM
HMuVDHHS4zORuu77gPe+ZfzC/M/UPNhW0ii+p6TE3NbflyeRhsGkYUG3ZR098tjCnndf2lLPtVR7
kis/OHmOzl02W2u/Tk0dZU04+nEfSWcESD4lPLlyP2q4eEONDV5ImJB+i65dUutL6a15qgSSOSnq
RSoro3HoaMNiKncb4WiMyEfcebfMFwt8st1VNRjigukCRhTFBvEigL8CrTbhTGg3S1OQ3v8AVQPw
5N3GoXMflS00tnPoTXct8Iu2yLCr/SVcfRj1Qch8IR6Xf6EdoFlqOoeWNUt0vDDp8E8U81r6IdXl
EE7xs0v2kHGFk8OTLgJTiwccTK+X6if0MmvPK+p3FHuwLm1tJp4LMT27zTxw28kqxoZFeJpFCwGg
c0G3bBxORLQmyelnp3X+pCXflzXHvkv7q6lluI4pIVj+q8I4VVHURpGD6fphVf4OIWnUbnDxMDpC
O/5K2o6V5m0uL61Df+hbeX2+t2EcVoqIJy7qZGj+IfE0H2m5bdgNsRJOTRmIJvYeXv8A1MN8yLLN
qc2p1MkGpyPdRT7UJlbm6Gm3ONm4sPp6EYXCStEd3VEUs7EBVAqSTsAAMKGafmBLHZ6L5Z8syMH1
HRbadtQoeRjlvJRL6DEd4gKEdsCWE4UOxV2KuxV2Kpp5d8y6z5evxfaVcGGanGRackdevF1OxGAi
2/BqJ4pcUDRfUX5b/mjrvmPyzDdjUJIruJmiu7eKR+Mbqfh4qzMQrLQjKJWHqdCMOox8Uox4uuzM
IvOOuxW7xCbm8lec8hd3NfZmMe3jxrg4i5EuzsRldcunL9v2vBfzi/NHWrPWJNG0i8COY+Wo3S/F
MJZCSUDmtDxoSRvv1yyEepdT2p2hLHLwsZoAb19zxQkkkk1J3JOWvOtYq7FXYq/QH/nG3/ySXlj/
AIxXH/UXNgZPmH/nLL/yc1//AMwlp/yZGKC8cwodir078rvzWh0C3GjayHbTORa2uUHJoORqylRu
yEmu248DXaucLd12b2oMI4J/T9z1ZvzM8hrb/WDrVv6dK8QWL/8AIsDn+GV8Bd9/Kenq+MPH/wA0
PzPHmfhpmmK0WkQuJGd/heZxUAkdkFdh9JyyEKee7S7S8f0x2gPted5Y6h2KuxV2KrmkkZUVmLLG
OKAkkKKlqDwFWJwJtVS8uUtJLRXpbTOkkkdBQvGGCNWlaqHanzOKRI1XRQwsXYqiodSvobV7WKZk
t5CS8Y6VYcWp4cl2NOowMxMgV0da6jeWqPHDJ+5kIMkLqskTEdGMbhkJHY0wsEVB5i1G1YvZelZy
tX9/BFGkor/JJQvH/sCMCUsZmZizEszGrMdySe5woaxV2KuxV2KovStMuNTvorK3KieY0jDkgEgV
pUA4CzxwMjQ5oZgAxAYMB+0K0P3gHCxZJ5dl82aD5murLSLj6vqdt9YS4iDBo5Pqiu8iEMCr7Rtx
9+m+RIBDkY8uTTzPCakNineqfnL5+eD6sZoLVpY1b1YIwJAsi8huxYAlTXYYOAOXPtjPIVYHuDAJ
JJJJGkkYvI5LO7Ekkk1JJPUnJOsJtbhQ7FXYq7FX6A/842/+SS8sf8Yrj/qLmwMngn/OTH5c+ftd
/Ne91DRvL2oajYvbWqpdW1vJLGWWIBgGUEbHFBeV/wDKm/zY/wCpQ1f/AKQ5v+acVp3/ACpv82P+
pQ1f/pDm/wCacVp3/Km/zY/6lDV/+kOb/mnFad/ypv8ANj/qUNX/AOkOb/mnFad/ypv82P8AqUNX
/wCkOb/mnFad/wAqb/Nj/qUNX/6Q5v8AmnFad/ypv82P+pQ1f/pDm/5pxWnf8qb/ADY/6lDV/wDp
Dm/5pxWnf8qb/Nj/AKlDV/8ApDm/5pxWnf8AKm/zY/6lDV/+kOb/AJpxWnf8qb/Nj/qUNX/6Q5v+
acVp3/Km/wA2P+pQ1f8A6Q5v+acVp3/Km/zY/wCpQ1f/AKQ5v+acVp3/ACpv82P+pQ1f/pDm/wCa
cVp3/Km/zY/6lDV/+kOb/mnFad/ypv8ANj/qUNX/AOkOb/mnFad/ypv82P8AqUNX/wCkOb/mnFad
/wAqb/Nj/qUNX/6Q5v8AmnFad/ypv82P+pQ1f/pDm/5pxWmG4UOxVP8AyJ/ylum/8ZD/AMQbIy5O
TpP72KeJZ203mW3R7SE2Nna1nAhjEaK2niVWl4qBvJybk3fB0bxEHINhQj3f0U21SeytfNUetxRR
G6h1u5064hCqC5W+9f1W235QSGInrjFnrhHilLa+KUf9ld/I0l2pWMSeYrK0tLWKfR1lMOoSyRo1
FhuXhkE03Fmi9OFFA3FFo3U5J1qvp+m2cGhateR2cLSq7zadNPBExMUdrzLoJFZSByBPavvilItM
/QuuWljocUX1DV2T6tBKUR4bi4eblGzv8MsTvy9Mn416fZHRQxd1ZGKMKMpIYeBGFC3FXYq/QH/n
G3/ySXlj/jFcf9Rc2Bky3zT5rj0D6rztjcfWfUpRwnH0+PsevPIylTsNDoDqLo1w19qQ/wDK1oP+
ra//ACNH/NOQ8R2H8gn+f9n7Xf8AK1oP+ra//I0f804+Iv8AIJ/n/Z+13/K1oP8Aq2v/AMjR/wA0
4+Iv8gn+f9n7WR+WPMaa7aS3CQG3EUnp8S3KuwNeg8cnGVus12jOCQjd2Eu1Lz3FY389obNpDCxT
mJAK09uJyThIb/lZEP8AywN/yMH/ADTirv8AlZEP/LA3/Iwf804q7/lZEP8AywN/yMH/ADTiqfav
ry6d5WvdfMJlWzsZb82/LiWEUJl4cqGlaUrTFXzt/wBDvWH/AFKEv/Scv/VDFbd/0O9Yf9ShL/0n
L/1QxW3f9DvWH/UoS/8AScv/AFQxW078k/8AOXFl5p826V5dTyxJaNqlwlsLk3iyBOf7XH0Vr9+K
voPFXYq7FXYq7FXYq/LPCxdirsVdiqubkm3ig4/BE7yV7kuFB6+yDAy4tqT2XztM3JV0nTQnNmjD
W4ZkVmDBK1AoCK9OtfHBTkHVH+bH5Kcvm55bRoX02yExKBblIgriNQytET14uGoaEHwxpjLPxRog
e9DabrFlpl8moWdo4vYD6lo0sodIpRusnARoWKHdat1G9emFoSlmZmLMSWJqSdyScKGsVdir9Af+
cbf/ACSXlj/jFcf9Rc2Bki/zY/6VX/Pf/mXlWR6LsD+P/N/S8+yp6F2KuxV6Z+Vn/HIu/wDmI/40
XLsbzHbv95H+r+ljnmb/AI799/xlOWOjSvFXYq7FXoHnD/yVGt/9sG6/6g2xV+b+Fi7FXYqzr8jf
/JveU/8Atow/rwJD9EsUuxV2KuxV2KuxV4d/1iJ/37n/AAmKu/6xE/79z/hMVd/1iJ/37n/CYq7/
AKxE/wC/c/4TFXf9Yif9+5/wmKu/6xE/79z/AITFXf8AWIn/AH7n/CYq7/rET/v3P+ExV3/WIn/f
uf8ACYq7/rET/v3P+ExV3/WIn/fuf8Jir1jyb/hX/DVl/hP6v/h7i/1D6nT0OPqNz4U/y+VffFVX
XP8ADn7j9NfV/wBr0PrFPblxr9FcjKurl6Xx9/C4vOkq/wCQc/8Aav8A+EyPpcv/AA3+n9rv+Qc/
9q//AITH0r/hv9P7Xf8AIOf+1f8A8Jj6V/w3+n9qcaL+gvQk/Q/o+hy/eehTjzoOtO9MlGujhanx
bHi3fmhL3/B31qX639U+s8v3vPjy5e+ScZQ/50T/AJcv+FxV3/Oif8uX/C4q7/nRP+XL/hcVTTUf
0N+grn6/6X6F+qv9a9Sno/VfTPPl/kenWvtirx3/AKxE/wC/c/4TFXf9Yif9+5/wmKu/6xE/79z/
AITFU08sf9Cyf4gsP8O/oL9Oesv6O+rcfW9b9n0/8rFXruKuxV2KuxV2KuxV/9k=
uuid:134c78c9-9ba2-4886-ac82-4acd8ffb9f02
xmp.did:AA0A4BDD0328E111A52F8BF7C0378C9B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:A90A4BDD0328E111A52F8BF7C0378C9B
xmp.did:A90A4BDD0328E111A52F8BF7C0378C9B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9516AFCB270AE111924FEF39BA973BF2
2011-11-08T10:36:23-06:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:5548364B0C0EE11195ECD5F5B26664A8
2011-11-13T12:39:17-06:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:30046CE82C0EE11195ECD5F5B26664A8
2011-11-13T16:14:15-06:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:D8F19D49620EE11189ACB4FF5FF5144B
2011-11-13T19:45:10-06:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:A90A4BDD0328E111A52F8BF7C0378C9B
2011-12-16T11:39:54-06:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:AA0A4BDD0328E111A52F8BF7C0378C9B
2011-12-16T11:40:06-06:00
Adobe Illustrator CS5.1
/
Print
Document
False
False
1
11.000000
8.500000
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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/Properties<>>>/Thumb 11 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
8 0 obj
<>stream
HWK%
)-n2ƾ?{IeJ`0O_/ʖ~ؖ}_6f>|{/1\m/5o߱D\ksL?f~Y7yOmilv=&پ%ϩ3,=]GĚoOf3SYv-?Ls6*֪e_}{Ϙ۷"8