%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 10 0 R 11 0 R 12 0 R 8 0 R 9 0 R 57 0 R 60 0 R 61 0 R 62 0 R 58 0 R 59 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Elite Dangerous Controller
2017-02-21T19:23:36Z
2017-02-21T19:23:36Z
2017-02-21T19:21:17Z
Adobe Illustrator CS6 (Windows)
256
168
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAqAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FVk80cEMk0rcYol
LyNuaKoqTt7YCQBZZRiZEAcyh9I1ay1fTbfUrFzJaXK84XZWQkVp9lgD2yMJiQsNmo088OQwn9Ue
aLybS7FUFa6zpt3qV9ptvNzvdN9L67DxYen66l4/iICnkor8JOREwSR1Dfk004QjkI9M74T31sUb
kmh2KuxV2KoOy1jTb26vLW1nWW4sHEd5GK1jdhUA1Hh4ZCOSMiQOjdl084RjKQoT3HmjMm0uxV2K
rZpY4YnmlbjHGpd2PZVFScBNCymMTIgDmVHTtRstSsYb6ylE1pcLzhlFQGU99wDghMSFjk2ZsMsU
zCYqQ5ojJNTsVdiqC1HWdN06WzivJvSkv5hbWi8WbnKwJC/CDTp1O2QlkEavq34dNPIJGIvgFn3I
3JtDsVUbm9s7X0vrM8cHryLDB6rqnOV/sxpyI5M1NgN8BkBzZwxSnfCCaFmug7/crYWC2WWKGNpJ
XWONRVnchVA9ycBIG5TGJJoblcCCAQag9DhQ7FXYq7FXYq7FXYq07BUZj0UEnoOnzoMVYbZ+bLjX
fy2uNZvtPk0S9urS8H6NmYvKhi9RAfsxtuFD/ZFAfDfKs/0S9xcrRC88P68fvRX5bz2yeSdCgDFH
NpGQHDLyJHI8CwAbr2yOmH7sOT20b1mX+uWU5e6xJ7fXpW17U9NuLX0rayitZLa8V2k9drj1Q8fA
IOLxGHcKzbMp26Yqxvytdon5j+eJJI5ERv0X8RWvGlq1OQWpWo3qenemY+P+8n8Pud5r/wDEdN/y
V/3QZ2rKyhlIKkVBG4IOZDo28VdirsVYL5BBHnHzwCKf6dAd/eNjmFpv7yfv/W7/ALW/xbTf1D97
OszXQOxV2KobVI1k0y7jaoV4ZFNOtChGQyC4n3NuA1kifMMa/KVw/wCXeikNypE61rX7Mzin0Upl
Ok/ux8fvdp7QCtbk94+4MuzJdM7FXYqwj80ET1PKMh+0vmKwUH2bmT/xHMbUD6T/AEg77sIms4/2
if6Gb5kuhdirCfzSJSDyzNSqweYLCRwOtAXH6zmLqjQif6Qd72Fucw78Ex9zNsynRMO/N+ZIvy61
gt1dYo1Hcl50ApmNrP7s/D73d+zsSdbj+P8AuSyqwgNvY21udjDEkdOv2VA/hl8I1EB1GWfFMy7y
VfJNbsVYfouoXbfmZ5jsZJpGt0tbKSCBmJjT4SHKqTQVJ3pmJjkfGkPx0d1qcMRoMMwBxcU7PVmG
ZbpXYqg9Z1W30jSrnUrhJZILRDJIkCGSQqOvFBucnCBkQB1UsE/5Xx5P/wCWLVf+kJ/65l/yfPvj
82PGEo1r84vK2oeX9Ys0tNSF5qFtc28cr2bhFEiNHGC1fhUVBPvU5TqNDMY5G48j1czs3IBqcZ/p
x/3QWeWvzi8q6Z5T03S7qw1O4mtraKGX0LVmUsqjdH5L9BGR0ehnLFE3Hcd7d2zMfm8v9cplafn3
5ddEjbSdaln+ySlkCWI2rQPtWladsyf5Pn3x+brONXh/N+3nuZLiHyl5muo1pHE0Om8lXYM1f3go
xr9wGR/JHrOHzXj8ix3QvzY8vaX538y6jrdrf6TBqzWKoLq2YPAbeExkXKIXaMvWq9dswtPpZTy5
BEg8Ncj9zv8AtI8Oh01/7Z/ug9W8v6rpuqWst3plzHd2Dy1gmhYOlGRHYVHfmxqO3TJTgYmiKLog
mmRS7FUDqetadpklml67xm/nW1tisUkimaT7CsyKypypsXIGKsY8l/8AKbedv+Yq0/6h8w9P/eT+
H6Xedp/4rp/6sv8AdM1zMdG7FXYqgNC13S9d0yPU9LlM9lK0iJI0ckR5QyNFICkqo44ujDcYqxj8
mSR+XenQsKPA9zG/zFzIdvvzF0ZvGHe+0n+OzPeIn/Yhm2ZTonYqgb/XdJsL/T9Pu7hYr3VZHh0+
Ahi0rxRmV6cQaBUWpJoOg6kYqxb811Q6ZoZalV1uxKV8eTDb6Ccw9Z9I/rfrd72AT4mT/hM/0M3z
MdE7FXnH5heYtG1OO30+xuRNeaRr2nQ6jEFdfSkkJdVqwCtVf5Scw9b9Mf6363edg/3mT/hM/uZ1
ret6Xoek3OrarcC10+zT1LidgzBVrT7KhmJJNAAKnMx0bD/zJuoNV0/y1ptq/qRa3qVqysARytlH
qs1Dv04nMPWb8Me8/j73fdg+g5cv+p4pfM7BnuZjoXYqo315b2NlPe3BYW9tG00xRHkYIgLNxSMM
7Gg6KCTirCPLN/a6j+ZWqX9oxe1u9IsZ7d2VkLRyfEpKOFZag9GFcwof38vd+p3uo/4zsX/DJM9z
NdE7FXYq7FUk19Hh0HVbcqxint7kxyKC3FpUYkMBv9piQenj715/ol7i5OjNZoH+lH70t/Li+eTy
JoiRRs0wtUSpVljAX4al2oD0/ZJOV6U/uw5fbYrWZP6xZTbwiGBIgeXEfEx6sx3Zj7k7nMh1anLH
JHMbiFeZYBZYgQCwHQqTQVFe/X6MVYP5TEUvnHzwGtTObme0jkhdRx4CA7ScvhpVvevauYmnJGSf
w/S73tOX+CaYf0Z/7pLtU/LHXfL14+v/AJdXKWV/Ixe/0CQ0sLkE14opoI2HQdPYp33UNVGY4cu4
7+oefMa3CJ0f87/L4l/R/my2uPK+soB6ttexv6TH+aOUL9k9asB8zgnoJc4Hjj5KJjrsy+286eTr
pA9vrunyqRWqXUJ/U2YxwTHOJ+TKwgdb1LyPfy2Et3e6dNNaT+raXEk0Lm3dVLeqnJiA3wUB7V+j
B4U+4/JbYZ5d82+U9O85eb57zXbe1tZprNrC4a5DLKRCwkK1ZvVC0APWntmLpcE5ZJgA3t+l3/al
DR6Y+U/90GQL+dv5ZLEhn12FZCPiVEmcVGxoVQ7eGbEaHN/Nef4wpN+fP5TqxU66Kjba1vCPvEOH
+T83837R+tHiRa/5X3+U3/V9/wCnW8/6o4f5PzfzftH618SKV6V+bf5MWFuNPsNVFhpsLH6tZ21t
exJVviZ/giBFWY/D079TgOgzDfh+0frUTBNBJ/y7/NryH5f8s2VjqmrmC/8AUna/tTBcSBGkld0d
WSJhuvGoDHr41zE0GhyywiURsfc7z2kyRGtmP5vCP9iGWf8AK+/ym/6vv/Tref8AVHMz+T83837R
+t0fiRbX8+fynZgo10VPja3gH3mHB/J+b+b9o/WviRQeq/mt+TN9cWl9PqNrdahpzFtOnlt52aB5
OIZ0JjqPsgmnhg/IZv5v3LxhIvOv5j/l/qzaCLHWzcrZ6tbXt/OwuAI4IQ/JuDIqd/2V+jMPV6XK
DCJj9UnfdiTAjnlfLDIfOmU2/wCeP5ZBWWbXoyyMQsno3Hxr1DUEfXsff2zM/IZv5v3Oh4wqn88f
yrAr+no9v+Kbn/qnj+QzfzfuXjDCfNP5iflTeTWM2i3cYMusWmoa9cLbXMbNFb8qu/KNS7dAONTm
HrNHlBhEj6pd4d72JMCOfJ/NwyHxlsGR6x+d35NX+nTWV7qA1C0uBwntDaXJV16/EJIlUjbM4dnZ
u77Q6LxIsduvzU8i3HnHQdQiaddB0WzlW1C28p/fygRKBHSvFY12bpmDLRZJagQ29Mbd/hmMXZs5
dcuQR+Ed/vZMf+cgPIfq+nFHqExPQx2j7/IEg/hmf/J2Ty+boOMLv+V8eT/+WLVf+kJ/64/yfPvj
808YQ+ofnf5HurKa0udK1W7tblGhuLc2JKvHIpV1YMwBUg0OI7Pn3x+aOMNflz5h07X/AD7rGoaf
Bc21r+j7eJIrxCko4OR0LPt4b5qp4Tj1Mga5dPg7/Mb7Nxf8Mk9Qy90bsVdiqSP528m8WA8waarU
NCbuDY/8HlvgZP5p+SLDDfKFz+W3l7ygnlq182WElha/WI7f1r+3R29WV3ZpDG61HJyFA240J3xn
pchBHDL5FljyiMgb5F35YeZPLVt5D0pZ9ZtLDUI1lWS3muo0+zM4XnE7CnJQDWlad8xdFikcQoE8
/vdz7Rx4ddk+H+5DMIfPXk2SJHOuaehYVKNdwVB7g/H2zK8DJ/NPydJYSOx/wdYeade1tNftkbWh
aNfE3USqPqsZijSNuW3w7seu4oRg8KfcfktpX5H1Ly5/iLzZcHVYo1nvk+qzfWgBIqx7MpLUk3Pe
ozB0uOXHPY8/1u+7WP8Ag+nH+1n73otjcieNviWQxtwMiUKsCoZWFPFWFffMsh0S3UNK0zUoPQ1G
zgvYOvpXEaSpX/VcEYYzMdwaVi93+Tn5ZXTl5fL1spY1Ppc4R9AiZAMyBrco/iLHgHch2/JL8s0W
sGgwcwQeMkkzK1ARxPJ2IrXqPx6YTrs385eAMf8AJPlHy5L5s82RDQLOa1tZ7aCxjuIYZI7Zljb1
QpYORyJH2Rv3pmt0+omcmQ2dyP0vQdqgDSaaPdGZ+ZD0ex8seX7KBYoNOtU4qFZlgjUtTuaLmUck
j1LoaR8Ftb26FIIkhQmpWNQor0rQZEknmqpgVjHnvU20PyprF4oDJLC6QrWhWedfSSi9wXbkab1r
47UamfDjLseydP42qhHpxWfcNyreT9HuLDy3o+nzxGEWMEXqxsQWebhVqgVAUOxYd606UyWCHDAB
q7R1Hjaic+kpH5dPsZDlrhrJoIJ09OeNZUrXg6hhUexwgkKg59D0qWJkFpAjbFXESbMpqp6b7jph
45d6sG1O2t9R/M3SNPi06Jk0S1mvL6KMRiMvOBHDzJ49NmpSvscw5zM8wF/Tv+Psd9p/3PZ+SZ55
ZRiPdHc/qZxb6HpiKxks7dpJGLvSJKA0AAG3QAAfjmZxy73Qqv6I0n/lig/5FJ/THjl3qwbSI7TX
/wAzJb6wijXR/LET20ckSgLJfTjjJSlAeCfD8/nmCJnLlu/TH8fj3PQ5YfldAIHbJnIJ8oR5fMvR
MzHnmD+RP9N82ectYPxVvk06JuwFlHxYD5lhXMTT7znLzr8fY77tX93p9Pi/oGf+nLOMy3QuxV2K
sK0r/wAm1rv/AGzbT/iRzCh/fy936ne6j/jOxf8ADJM1zNdE7FXYqxQ/lT+W5Nf8OWP/ACKXMn83
l/nFjwjuQ9r+Vv5c1khl8vWPrI7sAYhujMShHsAafMY/m8v84rwjuYz+XHkbyPqHlue41XR7S7uL
e9ubdp5IuTkJJ8C9yT8QAAzA7O1OSOOhI0C7/wBo4g6kSP8AFCJ+xksX5Q/l1Jbx/WfL1oJTVmVV
K8S5rxqhFePTM8azL/OLoOAdygPyf/LOO7aOTQLf05aGAkyD4gKMn2vbkPp8MP53L/OK8A7mMeR/
y48iavceZ49S0iGWLT9WuLS0BaRfSgiICqCrA0FMwtJqskZTqXOTv+3MYENP/wAJimEn5L2dqZtQ
8kapd+Wr0NytEjlkltZFVRtLHIWYq7g9yKfsnNlHXE7ZAJD7Xn+DuTn8vPPWp6pd3vlrzNbLY+bN
JAa4jT+7uIdgLiL2NRX57eAr1OnEQJwNwP2eSYy6HmznMRk0zKilmNFUVYnoAMSUgWwn8pEafQL7
W5AfU13Ubq9BbrwL8EHyHA0zE0YuJkf4i732gPDmjiHLFjjH41f6Wb5luhdirsVeeyzN5583R28H
xeVfLs4kuZv2Lu+T7Ea/zJFWp/tGYJPjT2+iP2/j8c3o4x/IaYk/4xmFAfzYd/vP46vQsznnHYq7
FWN+cPOtpoEaWsEZv9du/h07S4vikkc9GYD7KDucx82cQ2G8u52nZ3ZktQTIngxR+qR5D9qn5E8r
3ej2lzfatILjzBq0n1jU5x0Bp8EKH+WMGg/pTHT4jEXL6intXXRzSEMYrDjFRH3n3lkd3eWtnbSX
V3MlvbQrylmkYKiqO5J2y+UgBZdbjxynIRiLkegYDc+Y9f8AOzyad5TD2Gh8jHe+Y5VKl16Mloho
xP8Alfq74Usssu0No9/4/HuehhosOhAnqfXl/hxj/fn9H3sy8veX9M0DSYdM06P07eEdTu7ud2dz
3Zj/AJ0zKx4xAUHSazV5NRkOSZuR/FBMcscZhP5Qgt5Wnum+1eaheTtvU1MpXf8A4HMPQ/RfeXe+
0O2oEf5uOA+xm2ZjonYq7FWEaLzf82PMjGnGKxs4/f4gW/rmFj/v5e79TvdTQ7Ow+c5s3zNdE7FX
Yq7FVOa3hmAEi8iu6tuGU+KsKEfRirBvynt0W28wLJGvrWmu30KE/EVA4E0JJ/mO465iaQUCP6Tv
u3wOPER1ww/Sz3Mt0K2SOORCkih0bqrAEH6Dirz/APLCzt3vvN/NeYj167CqxLLs2xKk0J9zvmJp
vqn/AFnoO3fo0/8AwiD0LMt595v+b9lPpR0rz/p0ZN/5dnUXoXrLp8x4TRnxoX28Kk5naOXFeM8p
fewn3vQ7O7try0gvLWQS21zGs0Eq9GR1DKw+YOYUgQaLNLvN07W/lTWrhd2hsLmQDpusLH+GVZvo
l7i5nZ8OLUYx3zj94QP5bxLF5D0JVHEGzjenu45E/STkNMKxhv7alesy/wBcsky91jsVYZ+ZOrai
Lex8taPJ6er+YJDbpMDvDbqKzy7Guy7ffTfMTVTO0I85O77F08OKWfKLx4Rdd8v4QyTQdD0/Q9It
tLsI/TtrZAq+LHqzt4sx3OZGPGIRoOs1eqnnyHJM+qX4pH5Nx3dNzirBdT866vrd/NonkiJJ5YW9
O/1yUVtLY9wn+/X8KVHzGYc88pnhx/N3+DszHggMurNA/TAfVL39wTfyp5H03QDJdvI+oa1c73mr
XPxTOT1C1rwT/JH01y3DpxDfnLvcPX9qT1FRrgxR5QHIfrLIJpooIZJpnEcMSl5HY0CqoqST7DLi
QBZddGJkQBzLzfTdPuvzF1A6zq3OPyfbyEaTpRqv1pozT15+lVrWi/R48sGMTmPEfo6B6bPmj2bD
wse+pI9c/wCbf8Mfx+zpEMMMMSQwosUUYCxxoAqqo6AAbAZnAACg8zKRkbJsr8LF2KsI/JdFX8tt
JIFC5uS3ufrMo/UMxtIP3Yd77Sn/AA6f+b/uQzfMl0TsVdirCfLbNJ+aPnAhaLDDp0bNXu0JcZiY
x++kfc73Wiuz9P5nIftpm2ZbonYq7FXYq7FWCflerLf+cgwof09dmh8CQR+GYmm+qf8AWeg7cNw0
/wDwmLO8y3n3YqwX8th6etedIQKKNYlk71rIKnMLSn1T9/63f9tb4tOf9qA+TOszXQIfULC11Cwu
bC7T1LW7ieCeM/tJIpVh9xyUZGJsdFeX+QfMT+SNSb8vPNU3oxQuzeW9VmosNxbOxYRFzQB1Jpuf
8n+WufqMXijxYf5w82uJrYpxqb+c/wDD3nmPWXt5bL0b19MdAOUVsYZAsBChebcFRyx6M5G4UZqs
30H3F2XZf+NYv+GQ/wB0E68iy3p8laFKvCWIWFsvpBSj0WJV2YswY7eAr7YMBuA9zLtaNavL/Xl9
7JI5EkjWRDyRwGU+IIqMtdexXUo/Pn/KwrGSwu4P8JCxYXtg4T1DdcpOMnL02cLQpQBxWh26nFUs
tEvb7827+V3jkfRdNihiBQqnK5b1DT4mKsV+Hlvt2zDj6s5/oj8fe77J+77NgB/lMhJ/zdmdwTCV
SacXU8ZEPVWHb+I9szHQpL5yPmT9HWw8vyCO8N1EJVDRo7wbmREeaK4RTsDUxtsD9n7QVY/56u9b
1PVLDyXZXKW8mro8+pTxKecFkmzAMW+IuarXiPxzE1MjIjGOvP3O+7JxQxY56rILGPaI75n9XNlm
g6dYaRZR6TZ2yWkVuo4RR7qwOxepoWJP2q71+/MmEBEUHUajUzzTM5nikV/mH9JfoDU/0XMlvqf1
Sf6jcSAFI5/Tb0nYEOCFehPwn5ZJoed+Z5POq+QbDRdauEbWtdvk013UIz+nNMzqWkiWCM8YgEci
Fa9aDMXWE8IiOcjTvOwIDxzll9OKEp/Lk9E06FdOt7bTgiJbxIsNq0YKrRFoEKknieI23NcyYxAF
B02XLKcjKW8pGyj8LB2KsX1B/N9v56t7pLiNvKH6OZZ7BQnrm9EjN61SnLgI+Kn94Fr2xJSBeyWf
k1chPy70eORGRSbgJKacCTdS7VBJG+3xAVPTMfSf3Y/HV3ntL/j2T/N/3MWd5kOidiqR6qvmFfMu
lXFtd+noUUVyuoWSxxvJcTuFFuAWHNVT42JRvCopUhVj3lG6b/lYHna5miaKOSTT4iTxPAxW7L8f
Emla9emYuE3kn8He9o7aLTDyyH5yZ7mU6J2KuxVpwWRlBoSCAd/4EHFWJ+QvJUHlfR5tJsb6eayN
zJN60gjErOQqOKqoAUFDvTkWqeXiqgPy+inXU/NxgkPwazMPSfcMAi9WNXr71zD0v1T/AKzvO2P7
vB/wkfeWcwTJNCkqV4uAwB6ivY+4zMdGxWy8k2lr55v/ADFbXc/1y9jdblGYtFGJltlpHGSUD0sV
PLjXf4q/DxVSzyRbuvnPzrCl04ljuraQmikH1ImI5KRTt+zT6Mw9MP3k/f8Ard/2rvpdMf6MvsLO
7eYyK6uOMsTcJAOlaBtvYhgczHQKuKpV5j8r6B5k05tP1qzS8tjuoeoZG/mR1oyH3ByzFllA3E0g
i3ml/wDlp5m0by9qkfl/zZdR6NHDdR3Gi36Lcp9XAbkkch3i5R7jio61rlup1UJ45ccBfCdxt0cr
s646jGQeU4/eFTynL+dcHlfSTpMOg3Wlm3jNqs5ukuRFxHESEFY6/wCrXK9GNOcUb4ga8m/tni/O
Zf65R9hc/n5Iv7q08uQwSM8iyTNeN9ty3VGJIJPw/D0zJrTd8/sdZ6vJammfnzJesH1nRLaX00Mj
RQzOCoZ+NPUTeh69OuPHpu6S+pIPLujfmdeecvM/1XzFaWer2xtI9TuRZpLHNWJhFwVx8HBUofHM
HBkw+NkJia2rf5vQdpCQ0GmF/wCqf7oMii8s/nKbmfh5ytAy8Fkf9HRULUrSlOoVhv8A0zO8XB/M
Pzefo97pfLP5yi5g5+crQs3NY3/R0VA1K0pTqVU7/wBcfFwfzD81o96Q6doX5lXPnzWI4fM9smua
fa28N1fmzjZXhm/erGsfRKUBJ75gYsmH8xMmJqhW/ud/qhKPZuEfzpzPy2T5vLP5y/XY1/xnaGX0
3Ib9HRbLySoIp+0f1Zn+Lg/mH5ugo96nfeVPzpERkk882/pq6MVGnW9F4uDyqUrRftHD42n/AJn2
leGXelPmXyx+Yaa95Zs9R85C8urq5layuP0bbRi1mhi5cwimktelGp45rtXlxHLjqG1n+I78nfdl
AjTak3vwRHzKf3nk781RGgb8w/ULSxhU/Q9mDUODUUb9mnL5DM/x8P8Aqf8Asi6Hhl3uP5e/mc8p
eX8x5yG3Kx6dBGPoAk4j7sP5nF/qf2rwnvXf8q7/ADE/8uJd/wDSFB/zXj+Zxf6mPmvCe9L5fy08
5RPP9Y8/alKRAXQiNV5ha80NXb2+/I5NVj4T+7jybMMTxjfqEi8k+RPMOqeQrO+tfN+oadbTiYQ6
ZbgCNXWd0Cq1QfjdeX05i6DURjhiDAE77/Eu69ph/h2Tf+b/ALiLKovym8wBaS+ftdZ/FZuI+4lv
15mHWR/1OLoeHzX/APKp9b/6nzX/APpIH9Mfzcf5kV4fNDz/AJUax9YhR/PWv8XVwJfrFCG+EhQR
uOQr92P5yP8AMh8l4fNf+VumNpWp+cLe7vptRWC5hhku7xjLLII4mq0hP2iQ1M1GPJx5ZmgN+nxd
/wBqCtNpx/QP2l6JYrKtlbrLX1VjQSVNTyCitT88yXRq2KuxVh2uflt+ltVn1D/FPmHT/XIP1Sxv
/Rt04qF/dx+m3GtKnfrmVj1XCK4YH3hiY31Sm0/KTksinzn5pR0kcMi6nTqxZT/dftKQxyf5z+hD
/So4PMsd8l/l62ov5jkl80a9Yx6fq11aeta3/pNMIKVluDwbnIQRybbMLSanhlM8MDcj0d/25EcO
nFn+4h9rJLT8oXMCs/nLzVGzkvwGpUpyJYVHpfa3+L3zN/Of0If6V0HB5lbH+UnG7libzn5pUsBI
jDU6chQK1f3W5Wg+gjH85/Qh/pV4PMse0P8ALWyvPOXmnR59f1rjYfUXFwt6VuLj1oS5Nw4T956Z
NE22BzCwarhzZCIx34enl0d/2hEnQabn/lP90nlt+Suiymdhr+vBPUKxuL8/EFUAk/B2ao+jM789
L+bH5Og4Ftz5N/MvysrXvlbzHPr9vFu+ia0fWeRB2juKghvAfCP1YRnxZNpx4fOP6lojkyfyP+YG
kebLeZYEey1azPDUtJuPhnt5AeJBG3JeQ2b7wDtlGfTyxnvB5FMZWpX8GrJ5c1hdSuA2ozjUPQES
hlNo8kv1VZFRRThCyKX8epOYeb6Je4uXozWaB/pR+9DflxLNJ5I0RLqRo7c2yKhCUDgEgK0gZ6Dt
uFr2rlel/uw5fbYrWZP6zNQAAABQDYAZkOrSS+TWD5khmaVYNDis5FrHRp5L2SVCoC8C3FIo22qQ
xbdQUBxVivk9rhfOvnOYlk9Se0WeVIqkBYCVopZyv2j+y3vTMTT/AN5P4fpd72nI/lNMP6M/909B
t0iWFREQYyOSsDXly35V71rWuZbomO+f7Xzdc6XaDyzdRWs8d5HLqDS+mvOzRHLojyJKqOX4EPx+
Hr7FVIdDnuF/MzzN6BMjNbWTM7xfEVVCORTlCfuG/YZh4/76Xw/Q73V3/J+H+tP72eWYhKNIjtK7
Gkkj7PUfskUXjSv2aD8czHRKOvRapNoeow6TIkOqyWsyafLIAyJcNGREzBgwKh6E1B+WKvP9abUZ
vOfkMTLwvFGoNLbofXjSVLdCyxzEW6yqCvsR+GY2YXkh8XfdnGtDqf8Akn/ui9CtCskpeZ2a6Qbx
svphAdjwXeo/yqt7HMl0KMxV2KoXVIY5dPuFkUMBG7L4ghTQg9jkZ/Sfc2YvrHvDD/yXtoR+XmkT
0LSH6zQszMF/0mUfACSFqOvHrlOk/ux+OrufaX/Hsn+b/uYs6zIdE7FVskcciFJFDo3VSKjFWC/l
5aRtrvm+dxz4as0cYdmanpoKN8RPxUP2uuYel+qfv/W73tehi04/2r7yzzMx0TsVdirTMFUsegFT
9HzxViflHzNe+atI/SMmkTaTfJIYjE8jKUAVXHNnjjY/aI4mMioqKqVZlUo/LJl4+ZbmdWlhHmC+
YyBiVVv3Z5tHRAfHlx28BmNpjfF/WLve3RRwA/6hD9L0QEEVG4OZLomOWev3mo65rWlXOktBb6ZL
CmnXYnHO6LxCSWRUpG0SRc1TnyIYkgbgjFWOaFDKv5neZ45EaV3trJ5USWhYLHxHxcY+VBQUJH05
h4z++l+O532rs9nYO4Sn970OF4niUxU9OlFAFKU2pTtTpTtmY6FfirDPOn5bW2t38WvaTdvonmq1
FLfVYB9sAUEc6bCRSNvltuNsysGqMBwyHFDuYmNsbXzP+amnWd1aa55TGtrP6sDarpMw+MIDGf8A
RyC46eC+wyWTBhnE8MuHbkWeGZjMHuIQPkH8zRpfk2ysJfKuvX8FtG6/XrGy+sW0i82LEOWQUUkq
fkcxNBpeLDE8URz2J8y7f2jPDrsgrqP9yE90/wDOFWtEKeT/ADROgLKkqadzBVWIX4vV3IAoffMw
6L+nD5uk4/IrH/Nq+fUSbfyP5klCxKFWWyMRQszcjTkwo3Ed+2EaMdZw+a8fkWPeWPPevWev+ZLu
z8oanfSahdJJPAvFHtiiUEcoIPxfFmBpNNE5Mlzj9X63f9rTP5fTiv8AJn70/g/M3zdHNMi+QdVI
YiT0+aVUvUH9noxUn51zP/Kw/wBUi6DiPctuPzS80m5gjn8g6wIwTKUQCRm4UANAtKKWB+dMfykP
9UivEe5JbD8xbq2/MK/1O48ra1zvbCJDpkNr6t2oieglaPkv7s9OXjmvhpR+ZkBOP03z26O/zG+z
IGjtlI+YtPpvzjtbe+jkn8p+ZbZJUZW9XTgvIqy8SAZd+PI1p45sBoSeU4fN0HH5F13+dmjvAUTQ
dfQuVVm+oEfCWAah59eNae+P5GX86PzXjY5rf5teX7nzl5Z1JNN1O3t9G+urcQS2vCUi5gWJPSjD
HlxIq3gMxM2jkM2MXH1cXXuDvuz5f4Bqf+SX+7LIbn88/KLem6WeqiWN1IY2Tj4SwDjr3X8aZl/k
J98fm6HjCpJ+fvkqNeUlrqiL0q1mwH4nH+T8nfH5rxhdH+f35esgZnvYyeqNaS1H/Ahh+OP8n5fL
5rxhh3nP8ytE1zzBpF9pnmjUdJ0yyK/pDT47S6K3aCZZGVwpRd1j4/IkdCcEuzspFbfNlHKAQUZ+
XX5yeRfL3lHT9E1K5mTUbb1vVjjgkkH7yd5FoVBB+FxmLoNFknhjIct/vLu/aaYGvyD+r/uIskf8
/vIfILCmoXLEE0itJK7f63HMv+T8nl83RcYb/wCVyS3S10jyb5gvh09RrT0Yq7GnPk/j4Y/kq+qc
B8V4/Isc8xap+dHmDWdI1HRvLV/pFrpjiS6sm1GCFLsetFKEmR/T+GkJU03oxHQkM/l8I55PsXiP
cyn8objULpfM1zqFuLW9k1iYXNujc0jlVFDxq42bidq5qMAAnOuXEXoe2xUNOP8AaY/a9BzJdC7F
XYqwzzLr35nwatLaeXvLFvd2CBPT1O5vY0WQsoLfuQVkXi1V369cysWPCY3KVHupiSe5JbC8/PmW
P91p/l+APLKZHuJLl+J5tyB9Nux2FK7ZZw6YdZ/Yj1eSReSG/N2Cx1N9Bg0KeF9VuTfJcm6Ehuag
SmMhlX0vhAWvxeOYHZ/gGMuLi+o93k772gMvEx/8Jh+lPLTVfz1igjEeiaLcQDkqBJ5VIVWou7sK
r/L7Zn8Gm/nSdD6nQ+ZfzrjnuC3k6znuBxU8L+JBwAPDiHbpUsa/MdsfC0/88/Jbl3JNpvmTz7H+
Ymq3MXk3nq91ZwC50s6nbgRRIQqy+vxKNy2+ECozXY8WL8zIce3Dz4T5O/1BkezMRrlkkyAedPzQ
tpLtz+XxlQShpfS1W2cqfTTZUEfJjTfYd82AwYT/AJT/AGJdBxHuTLyn+a2h67qTaLeW9xofmFPt
aVfr6btSp/dN0fbfsfam+QzaSUBxD1R7wkStmuYrJIdM8y6Td6pqWnaZKbybT3H123VWRo3d3QlG
lEcciGSJwSjGjhh7BVj/AOUEs6eSobKGJj9WubqH1JKcEpMzUpUMacq0A69xmJojeN3vtGb1Zl/O
jE/7EM7ghWGJY1JIXqx6kncsfcnc5luiSS98z6La+a7fQRcV126tvXWx4SfvIFMhVhLxMSsPTkor
MK7+xxVj/kK8dvMXnFkt5GdtSAKfCOJWPj8TFuPXwrmFpfrn7/1u+7XFYNP/AML/AEs5t4Wj5u5B
mlPKQjoNqBR7AD+OZroUs80a7o+h2UOoanc/VYxPHBBKUkkBlmPBUYRK7APWlaUHXFWM3FxLF+cF
pKYZFkm0N4TCOBLBLnn8JrSlfEjpmIT+/H9X9bvYb9mSHdmB/wBjTN4Y5Xm+sTDiwUpFHWpVWILc
iNuRoK9hTbMt0TWovBHYXEs/MQxRtI5iRpJAEHKqIgd2YUqoVSa9BirANS1y21Pzn+Xuq2/OSyuY
tSmtrhY5F9WOS0Uo6xMBKtRQ0ZfvG+Y+T+8h8fud7oP8R1P/ACS/3RZ6FmuXQyxmGGMhuDFSzMu6
14llCg79evhTfIdEisVdirsVYV+TH/ktdH/6Of8AqKlzH0n92Px1d77S/wCPZP8AN/3MWa5kOidi
rsVYV+WH/TWf+BJqH/MvMfT/AMX9Yu97c/yH/Qvj/SzXMh0TsVdirsVYn5b8/wDlPzGlzdeWdSjv
YYWT6yjpPCvqSglQjSRg8yEPJAD9BO6qSflNLJLa+YbcSpEX1y9Zl5H1aFY6hVIUr/rfhmJo/pP9
Z6D2h+vD/wAIh+l6MiIiKiAKigKqjoANgMy3n0mGv6Rca5f6ba3JTVdKjifUI5IpUiEc45RcpWVY
zy34lWNDy8GGKsU0+5k/5W3qUvKGNrjSoQrOzFP73iONVj5147UpXxzDiP35/q/qd7llfZkPLKfu
egwQrCnEEsSSzu1OTMepNKZmOiY/538haF5v08W9+hhvIfjsNSh+G4t5BuGRhQkV6qdj86EX4NRL
GbHLuRKNsPsPzD8xeSnTSPzGt5JLRDws/NdsjSQTL+yLhVBZX+ip8P2jky00cvqxc/5v6mPERzTz
y/e/lhLe6hren3+nCTVGT63S5T976Rfg80bP9qruRUdPfMWWDIOcT8mQIQH5YTaPFpmsxvcRW01t
rF5HHIzojBAVZaEn4k36dM1+ihLhIr+L9Tvu3/7zHL+dhgfvZfbebfLkkKtJqtksgqrj6xFTkpKk
rVvskjb2zO8KfcXRWlt3d+RL3XYr+e709ru1iX07v14hJv6qKquGqAqySVp/OR0Jq+FPuPyQx3yJ
e+VotV81y3N3ZxCTVZDbM8sSfuwo4tE1Qab7FTmFpMUuKex+r9bvu2T+604/2oMytvNXl1Wkhk1e
zYxkcJDcRfEjdKnl1BBB+/vmb4U+4uhtA6/f+R9ZhgsdQvNOu4RKJwJZoXWNoujirU51ai/OvbHw
p9x+S2xfUdY8mN+ZmkXSahp8liun3CXFwZ4Xi58gV9RyxHM1/aNTmHPDP8xEUeXd73e4D/rbk/4Z
FlsfnXybbzekNf0/6sULhmvISIyhAI5F+hDVHhQ/Rm+Bk/mn5OisLLz8w/IX1aRV8x6U7OOCr9et
6Vc8amkleIrUkdsP5bJ/Nl8ijiHewLzBr/5eQ+aPJ/1DVrGXTtIa5iuzHKksUUTQqsQJBZVQcOKq
Nh2zE1GnyDJjHCdyf0O/7MmPyepH9GH+6LKJPzY/LKzmUW+v2ojJAlhjLMlG/aXipUEd6e/fM/8A
JZf5pdBxjvXP+d/5WIxB1+IkdaRXDD7xGcP5HN/NXjCGl/P78qUjLJrLSsKUjS1uuRqe3KJR+OSH
Z2bu+0I8SLEtc/N/QpvNmn6tp+tX8WlQKn13SxaXJWRo0uFUheUSUY3ILg15emm447kdn5PL5rxh
T/L782PL/ljyzBp15DeSpDJMWeK1dgFeRmVvU5cSaHdaD55g9naKc8ViuZ6u/wDaXJesJP8ANj/u
QytPz/8Ay8ZObvexeKvaS1FP9UMPxzO/k7L5fN0HGEVF+fH5USGg10A0r8Vtdr+JipkT2fm/m/aF
8SKTeY/zK8kapq2hXun+cRZW1jM731sjXESXEZ4sqyqFWoWSJT/lLyTZXY5H8ll/mp4x3pp+VF81
3Y+ZNRs5Y7qzn129njKIwMqOsbBoyW25KagEfTmuwxIMgefGXfduf5D/AKF8f6XoUciSRrIh5I4D
Kw7g7g5e6NvFXYqxPzL+afkHy5qLaXrmpi2vQiu8HoXEvwONqmKN13+eZOLSZJi4ix8GJmBzYtof
5tfkhpP1mSxvLbT5LmRmlW10+4iDBTxQn04BUlFBNcs/k/N/N+0frR4kUq8jfmp+XOk6bqdvrGoi
1nvdTub2NPQuZDwlK+nIGjiahou3QjMDs/R5ZwJA/iPUO/8AaKYGWESeWKAZNbfn3+VvoqJ9c/ei
qsfqt58VDTltDty60zP/AJPzfzftH63QeJFAWf5rfkoNevNXj1CCK+uFRZbo2lyskvBQAzMYt+Kq
qr4UwHQZv5v2hfEilsX5s/l4n5hXutzaoP0RPpsdnHcG3uGDyrKWZOAjL049ytMwYaPKdSY1uI+X
k77LIDsyHnll/uWR6d+eP5XPI9uNeUKHpAZILlBwKqd2eJRsxI37ZnHQZh/D9zoRkDOrDUbDUbVL
uwuYru1k3jngdZI2+TKSMxZRMTRFFmrSxRTRNFKiyROCrxuAysD1BB2IwA0rCbn8qPy1urmRL7Qb
VZpHZonjDW4cMS1AIigqtaU9q5kR1mUcpFjwBiPlH8sfy9vLzzHFqelpcLYapLaWCGSYMsIUMkSh
XUtSvffMTR6zLEzo85k/F3vbcQYac1/kYj5Wyi3/ACO/LEQr62gxmU1ZgJrigqa8dpN+PSuZv5/N
/O+50PAFOX8lvytguOcuhxrasoAYzXHFHBP2j6nRgep2298fz2b+d9y8ASTyf+XHkG+vPMq6jpNv
JBp2pyW1r6hYLFCqqQgPIbCvfMDR6vIJTo85F33bMR4en/4SPvLI7b8nPy1kLyt5ftxGxAhQ+oDx
H7RHLqxr9FO9czvzuX+cXRcA7nXP5OflrGUlXy/bmNSRMg9Qnif2gOXVTT6K96Y/ncv84rwDuY1N
+X/kWL8zNL0q20m2bSbnTpriS3oXjeRXID7lq0AzAyarKdTE8Rvh/W7/AAQH8mZP+Gx+5lcX5X/l
xPcCSLy/YtbIhXkIhxd2I+z48QvXpv7HM783l/nF0HCO5GS/lr5DS09O38t6ZzQhk5WkDFircuJd
lLUalPlkTqcv86XzXhHcxjzL5a8nweavKMNlo9hbWtxd3Md5BHbQxqzeh8KSoqgE16BswdTmmckC
ZHr19zvuy4j8rqAP5sf90y9/K3lQutra6PYoVdXmMdtCAgQhqGi9WoBTw3zL8afefm6Kkzj0PRIk
CR6fbIg6KsMYH3AYDkl3lKMRERFRFCooAVQKAAbAADIKhpT6F01wwJikjVHZQTwKFiCQKmh5nftT
FWD/AJVyNN5Lm09fikN3eQkqDxVXlNWLdNuRIHfMPQ/R8Xe+0VHU2OsIfc9CzMdEpT2lrcBRcQxz
Bfs+ooalfCoOESI5KlF55W8uesk76PaSxcXSZPq0bE8yp5ceJ5U4/jkxln3n5opjX5XT2ltD5otb
KNTw1+++rW0QCosYEYToOKJtQfhmHgN8RP8AOLve3P8AIf8AQvj/AEs9tYfQtoYK8vSRU5UpXiKV
pmQ6NUxV2KqE9hY3Dh57eKZwKBpEVjTrSpGESI5Kk2pw6Ro2m3t3PYwtBbxzXKSeirAUBkKvQVG/
Q9KYMmWUYk3ybtPhOTJGA/iIHzY9+Vum2EfkXTQ9rFd39wsk8jNGrUMsjMvN6Hj8JHv4DMfR3HGH
ae0OUT1k65RqPyFfezK30LSooVjNpA7AfE5iSrMd2PTucyuOXe6VRm0rS7aV7g2MLW7KPVCxIShX
9ulNwR1p4Dbrj4h71AYf+Xl3ZX+veY/MkCgWt3MlnpkMKbmC1FGkCKNlkc1qdq5hacmc5TPX8fqd
/wBrjwMOHT/xRBlL3y6fAM0l0XT76KQanZwXQnYu0M8aSqo4hQtGDD7KivvmbGZjyNOgeea7+Xms
+ULx/Mv5cApQh9T8sEk29zGPtGFSfhcdgP8AY/ynPx6mOQcGX4S7msxrcMu8jfmDoHnCwM1hJ6N9
CKX2my7TwONmDLtVa9GG3yO2Y2fTyxHfl3soyBXaLol/Bd60Jrx7u1vrxpohcSSXIgjZVrbwpKeC
hZObggUHIJQhBTHZJF5AtXtvMXnD6uFcR6iAVZVVmDRhqKy8VX5Up8uuYWl+ufv/AFu97XN4NP8A
8L/Sz+GVJYlkQ1RxUdvvzNdExy70jXH89QarbahTTksDby6azXHpiQylhcFFmWBmp8IrHypX4thR
VI/y+sP9yvmp4zGJYNYlVOUSlNkXpSjL7UbMTS85/wBZ3nbA/d4P+Ej7yz23m9VWqvGSNuEiVrRq
A7HuCCCMy3RpZ5ht9QlfSms5Sphvkknh9WSETRiKRShMYPIAsHKtseOKsR1PTml/N3TFk9Ms2lzS
SFYl4V9Qgclbly3pU1r8swp/4wPd+t32H/jMyf8ADY/cz6GaT1DBPT1QOSstQrrWhIBrSncfLM10
LWpEjT7niaMYnCnk0Z5FSBR0BZd+67+GKvPPMem38V35CtdTlWW7S4S3nl/vHZ0t6OzyScuZZvi3
Hfv1zD1P1w9/6nedlD9xqP8Ahf6XoEPO0McDhPQY8YnRQlD2VlHw1PiKCvYbZmOjReKuxVCatqUG
maZdahOrPFaxtKyJx5txFeK8iq8m6CpG+KsT/KNm/wAP6hGy8Wi1W9Qj39QH+OYWh+g+/wDU772h
H76J78cPuZvma6F2KpJqvm/StM8zaJ5cuFlbUNf+smzMaqY1FpF6shlJYFar9mgO/hiqS/lh/wBN
aP8Av49Q/wCZeY+n/i/rF3vbn+Q/6F8f6Wa5kOidirsVdirBvzWup7nTLHyvZMRf+YrlbYU6rbxk
PPIfZRSvtXMTVkkCA5yd/wBgYxHJLUT+jDG/847RDNLO0hs7SC0gXjBbxrFEvgiKFUfcMyYxAAA6
OjyZDORkeZNquSYMA1/Vr7zjqFx5V8vSmLTYTw8waym6qp620B/adujHoMwskzlPBHl1L0Wk08NF
AajMLmf7uH++l5dzNdK0uy0rTrfTrGMRWlqgjiQdgPHxJ6k5lwgIig6PPnnlmZzNykisk0uxVhnm
r8qfLWvXw1aFp9H15d01bTnMExbxenwv8/te+ZWLVzgOH6o9xYmIKR23lT84rKN4dL85W91FE8i+
nf2SBwSxYFpEEjNy5BqnxyzxsB5wr3FFHvSHytafnE+o6+2j3uj/AFpb4xarLdrMFe4jRRyhEaNR
aeIGYGjlg48hkJVxbfa77tixh04H+pfeWS6ev59C0Qxt5XdHLOHk/SHJubFuXwgD4q1G2Zx/Lf0/
sdD6vJtf+V8i+k/5RYSvEnX9I8Sqs32e9QW+L5jH/Bv6f+xX1eSReUP+Vu/XvMP6J/w/6/6Sk/Sf
1r67w+s8V5eh6e/p06ct8wNH4HFO+P6jXJ3vbPF4en/4SPvKeRD8+XuLh4z5WDfDE7D9IceSgmq9
dxzoa5n/AODf0/sdF6vJTlsPz3W4geTU9B5tyjRhFccQWAbf4e/DbDxabul9i+pIbuy/NY/mBZQT
6tpkOvyafJ9XuIoJGgFuJasjK4rzJBNcwJTwDUjaXDw/bu77EJHsyf8Aw0f7lPH0H88JL2ND5n01
JFRiZY7PkVRmWoIZaVbjt8jmf4mn/my+boakuvPLP5zLbl5fOVo0cbI7U06IUCMG5dP2aVx8XB/M
PzWj3sf81+XfzRttS0B9R82Q3VxPfrBpsiWMKC3mkRv3hAX4xQUo1cwdXlwcWMiH8Xe7zsgSOLUC
/wDJfcQyGTyh+bxhRbr8wE9R5oxHHHpNowNGDcqnh9niWpTtmcc2Dpj/ANkXR8Mu9F/4M/Nn/wAu
N/3JrP8A5rwePh/1P/ZFeGXe7/Bn5s/+XG/7k1n/AM14+Ph/1P8A2RXhl3tP5I/NWRCkn5hh0PVW
0WyIP0FsfHw/6n/sivDLvYt5G8q+e9TtdWWz85S6XDaardQXMMdjAzS3C8TJNzLArz5fY6DMHQZs
cYyuF+o9S7/2ggePEb54YfpZL/yrv8xP/LiXf/SFB/zXmf8AmcX+pj5ug4T3u/5V3+Yn/lxLv/pC
g/5rx/M4v9THzXhPehT+U/ngypK35h3zSRmsbtbKxHyrLh/N4/8AUwvCe9HflFY3Fj/ie0ubpr25
h1eVZ7xlCNK/BS0hUEgFjvTNNgkDOZAr1F6HtqV49P8A8Ji9BzKdC7FXYq7FWDaSg1X81tavZByj
0G0t7G1r0D3IMsjD36qcw4DizE/zfx+t3+oPhdn44DnllKR90dh+tnOZjoGJ/mdrN/pvlgxac3DU
dUuItOs5O6vcEgke/FWpmNq5mMNuZ2dx2HpoZdRc/oxxMz7o/tTny15fsPL+i22l2SBY4FHN6UaS
Qj45G/ymO+W4sYhGg4Ot1c9RlOSfM/YOg+CZ5Y4rsVdirsVUZrUO/qJI8MtKF46VI8CGDKfuxVg/
5X2xu7fzDfTSsy3mt3jGNdo2VSoANRyp125UpscxNIQRI98ne9vbHFD+bhh892fZluiU5oFlAqSr
ruki7Mp9v6HbFWD/AJfQTvqfm5frDKg1mYMVC82PBerUoPoAzD0v1T/rO87Y/u8H/CR95Z1HGkaB
EFFHQZmOjdJGkiFHFVPUYqwDVoJIvzb0EC4cvNp1ygkYIWUKS22wH3g5hT/v4+79bv8AT2ezcvlk
iz2GBYgaEs7bvI27Mff+g2zNdAqYqwP8wbYxan5REMhVTrMIjiYBkQ8G6DZqe3KnhmHqvqh/Wd52
P/d5/wDhJ+8M2htQj+o8jzS0oHkpUDwAUKo+7Mx0atirsVdirCPyvkUyebo/2l8xX7H5MUA/4jmN
pzvIf0i77twbYD/tEP0s3zJdC7FXYqwj8upFOseco/2l1iVj8mUAf8RzD0p9U/6363fdsj91pz/t
QZvmY6F2KuxVD3MF1JPavDcmCGGRnuYgit66GN0EZZt0Adleq71UDoTVViPkplPnjzutfiFzZkjv
QwGn6sw9P/eT+H6Xe9pj/BNN/Vn/ALplIF2LmaEXLOZW9YEqgEEXFUEaUG5ZkZqvXct2ouZjomIf
mHYWY1LyipiV+etQCRn+NmAViOTNUtT3zE1R3h/Wd72Ntjz/APCZfoZk1p6AL2a8Su5twaRsPAKd
lPuKb9cy3RIiKVJYkljNUkUMh6VBFR1xVdirsVdiqUaTp8lgt3bW0iyyTXc91cXUqnZ7iQyqnEH4
uCMqDcfCB1xVjP5Sm6j8nCZQJke7u2kQVElfWYFgSSG6dNvnmHof7t3vtEf8KruhH/chnkciSRrI
h5I4DKw7g7g5mOiQsirHetJBFE13NEiO3Hi/CNmK+pIKngpkbitOpNO9FWHfl8L0an5uMbxMRrM3
NWVl5HgvRgzcfuOYel+qf9Z3nbH93g/4SPvLOIJllQkAqyni6HqrDsf8+m+Zjo0PqMKObaQs4eCY
PFHG8ieoxVl4MsbxhxRiaPyUU5U2BCrCvNkd9H+ZHkq6JjDyG/hACsypWAU5HkvL7R8MxM22WB9/
4+13/ZxvQ6mP9Q/7JncM7MxilUJOoDFQaqVPRlNB9Ph9xOW6Bu8ANpODIYQY2BmXYp8J+IfLrirz
bXtJv9Li8lWMt7PetFrKcLu/Yz3Ll/UcGVqj7PLiF8B1zE1X1Q/rO87H/u8//CT94ejJNMkixXAU
lyRHKgIViAWpxJJU0B7n+GZbo0RiqVeYtG0zU4LR9QiEy6bdw6hbA86i4tyTEyhHjqwY7Bqg+BxV
GCzWb47xRKx39E/FGvsFOxI/mIr8htirCfy506zGpeb0CgMmtXBRk+B0DANRStCBv0zE0p9U/wCs
77to3j05/wBpiziCVxI1vKeUiAMknTmh2rQftD9qnsdq0zLdCgvMuiw6xpT2U1zLaRepHM88MskL
gQuJKepE8TAHjv8AF0+/FUSkH1pRLcqfTbdLZqhQvb1F/aY9aHYfiVWFfl5p9s+uecWaFQq6s6RM
vwsvFdwpWjL1HTMLS/VP3/pLv+2SPB04/wBqZxE7xTC3kYuGUtDI1Kmn2lancV2PcfKpzXQIjFXY
qk3mvRdV1jSxZ6ZrE2iT+qrveQIruUUGsY5FaVqNx4ZbhmImyOJBDCIfyTvo57i6HnbW47y8KteX
EEohaUxghORXc8QaCpzIGqgDYxw38mc8k5REZSJjHkO6+dNxflPrYmuIk8968sqBSjtccyUYHiWJ
NTR+e1cP5yP+pxauDzWXn5Recrie1m/x9dySWUy3Nqbq0juOEqVAYBpFHfp0yE82GVcWMbeZDfiz
ZMYkIyriFHlyRT+W/wA8YSfQ84WF2ACAbixSKu+xPpK2T8XTn+Aj4tFS70PaWH5/C3X6vqXl94yW
YPIlwpark8hxjIo3Ue2Hi03dP7F9Xkj1H5/BQC3lViBQsf0jU+5pQZH/AAb+n9i+ryQ6WP8AzkEW
+PUfLqr/AJKXTfrjGHi03dP7F9Xk2NG/Pp2Zn8waPED9lY7Z2H/DIDjx6b+bL5rUlGz8s/nS9uyr
5ztIXEkgdV0+JiG5kk1Zf2q8ht0OPi6f+YfmtS72tK/LD8xtK079H2H5gG3teTv6a6TbkhpGLOQ7
SF92PjleOengKjj2/rFv1OfLmnxzlcvcOnub0/8ALz8x2gLH8xLkIWf0wljCARzb4t5DUP8AaGWH
U4v9THzaOE965fy+/MH67Kn/ACsG7DiOMl/qUNSCzin2/wBmn44/mcX+pj5rwnvU7H8pvOtjJdSW
vn65ie9mNxcstlDV5GABY1kO+2QhlwxusY38y35s2TIIiUieEUOXJyfl5+ZTXdwIfzFuFVSgdjp8
RJcrUg/vRuF47+9O2WfmcX+pj5tHCe9W/wAEfmnBPbx/8rEZgefpyPpNq5D0rT4nY1K8t+wqO+RO
fCf8n/sivDLvWXv5Z/mNe3tjfXX5gepdaczyWUn6ItV4NIvFjRZAGqv8wOQlPTkgnHuP6Rb8WfLC
EoRlUZ/VsN6WS+UvzoF+ijz3Cz+nIUkOm2wonJKggIftbfdlvjaf/U/9kXH4Zd7V55S/OpYOUvnu
BowyFv8AcbbAABx8R+DovU+2Pjaf+Z9pXhl3qd/+Xf5s6g9jJe+crWeTTpxdWrmwjUrKoIDEJxB2
PQjK5nTSIJgdv6Tk4NTlxCQifrjwnboibzy1+cwjQP5ytH5SxhVGnRA8uYIP+xpyPsMn4uD+Yfm4
9HvV/wDDH51f9Tpaf9w6L+mPi4P5h+a1LvULzyz+cwiUyec7Rl9SIADToh8RkUKenZqHHxcH8w/N
aPer/wCGPzq/6nS0/wC4dF/THxcH8w/Nal3pdpf5d/mzpt3qF3a+brOGbUphPdMLFG5uBTlxbZTv
+zlUDpokkQO/9Jys+qy5YwjKViAobfi0U/ln85vrsSnznaGQxyFX/R0VAoZOQpTvUZb4uD+Yfm4t
HvdfeWfzmWyuGl852jxiNy6DTogSvE1FaY+Lg/mH5rR71RvLn55pIDH5u0+ZKbiSxRN/kqH9ePi6
f+YfmtS705/Lzyv5l0JdXk1+9tr261O7+t+paoyAMygPyDU602AGYUoYxImAIB73Mz6qeWMBL+CP
CPcya7/3osv+MzH/AJIyYHGROKuxV2KuxVRnhfms8NPWUUKnYOv8pP6j/U4qs+vxjZ4pkfuvpO9P
9kgdT9BxVoyy3IMcKvFGdnncGNgPBFajV9yKfPFUSiIiKiAKigKqjoANgMVbxV2KuxVQlt39QywS
elK1A9RyRqdOS1XceIIxVb9XvJPhnnX0+6xIYyfYsWfb5UPviqIVVVQqgBQKADYADFVOeD1CrKxj
lSvCRaEgHqCDsQab4qp+lqJ2a4jCnqUiIb6CzuK/MHFVaGFIkCJ03JJ3JJ3JPucVdNCkqFH6bEEb
EEbgj3GKqPpaiNluIyo6F4iW+kq6CvyAxVUggEfJmYySvTnI3U06AAbACuwH68VVGVWUqwBUihB3
BBxVD/V7yP4YJ19PssqGQj2DBk2+dT74quit39QSzyerKtQlBxRa9eK1bc+JJxVXxVbJGkkbRuOS
OCrDxBFDiqHE8tuAlwjyKNlnjUvy/wBZUBYN9FP1Yq39fjO0cUzv2X0nSv8AspAij6Tiq+3hdWea
WnrSUDBdwqrXiorStKnf3xVWIBFDuDiqFRpLRRGyNJbrtG6DkyqOiso+I06AgH38Sq3+kITssczM
ei+jKtT4VZVUfSaYquhikaX6xMOMnEqkYNeCkgmp7saCv3DxKqvirsVdirsVdirsVdirsVdirsVd
irsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir//Z
uuid:b33e58d6-c834-4993-ab43-769726d40e11
xmp.did:8CB1697160F8E611BFD992724536BEA4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7475bf98-9e43-40cf-adc6-e26cca72cdaf
xmp.did:4DB49EBCA1E1E611B717CFA2940DECC0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:E08520022CBFE61182FDAA2EA7857FE3
2016-12-10T22:57:21Z
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:8CB1697160F8E611BFD992724536BEA4
2017-02-21T19:21:17Z
Adobe Illustrator CS6 (Windows)
/
Document
Print
False
False
1
258.999867
170.999898
Millimeters
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
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
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
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 68 0 R/TrimBox[0.0 0.0 734.173 484.724]/Type/Page>>
endobj
64 0 obj
<>stream
HWK%
ܿS*[$Jں
xeF/| ^)e^edROׯǗ?MxHGR^{9Ǘۑ