%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Kansas Pet Industry-17
2017-07-19T01:31:04+05:30
2017-07-19T01:31:04+05:30
2017-07-19T01:31:04+06:30
Adobe Illustrator CC 2015 (Windows)
200
256
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADIAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A53naOgdirsVdirsVdirs
VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqZ+V/+Um0j/mNt/8Ak6uV5voPuLPH9Q96
WZYwdirsVdirsVZX5R0DQL3Qta1bVor64/RslnHDb6fJHGzfWjKGLGSKb7PpDpmNnySEoxjW98/K
m/FAEEm9u5LZ/KeuHT/0vb2Ew0mWXhbu5RpKPIY4+SLRzVl4cuHEtsMsGaN8JPqYnFKrrZFH8u/O
C3/1F7ERziFrlmeaBYliSRYnZpS/pjhI4Vhyqp6jI/msdXf3p8Cd1Snb+QfN1xd3tpDpztcafKbe
6QvGtJqE+khZgJHIUkKlSe2E6nGADfNAwzJO3JFWv5Yed7m2huItPURTrFIhe4toyEuF5ROyvIrI
r9AWA3+HrtkDq8YNX9hZDTzPRTPknV5rXT4rbT7galPNfRXJmkgWEfUigk6lTF6XI+o0pC9KdDh/
MRBNkVt9v42pHgnahvv9jWi+Unl1XV9N1dJbW50zTr28MSlQ3q20BljDEhwUbbp1HQ4cmeogx3sg
fMrHFuQegV4fyt88yiIrpygTkJHyuLZau6q6IeUgozq4KKd27ZE6zGOv2FP5efcg38h+bE059Qew
Ito4xOw9SL1PSaT0uYi5eoVD/CxC7d8n+ZhdWjwJ1dLrv8vvN1reWtnLYf6Rd+qIgksLqGgHKZZH
VysRiBq4cjj3wR1OMgm+SnBMGqVrz8vtcsfLl9rV6Et20+8SyuLN5IhJ8aFuY+Orb0oADUHkPhBO
COpiZiI6i1OAiNlT0ryB5n1CKzulsyljePGFuGeJSscknpiUozq4j5bByONdq4Z6mEbF7hY4JGtt
kwXyDFqvm3XNI0GfjaaTFPJHLdzQFpTbrv8AGGjjpI4ND0VftdCcr/M8MIylzl3X1ZeDciB0a81/
lvq2m6iF0q2lu9PkNnFBJzillM93bpJwKR0YBpGYISgBp1OOHVRkPUaO/wBhXJpyDtyY7rWgatot
wlvqUHovKnqRFXSVHSpWqSRs6NRlINDscyMeSMxYapwMeaX5Ng7FXYq7FUz8r/8AKTaR/wAxtv8A
8nVyvN9B9xZ4/qHvSzLGDsVdirsVdirMfI/mzT9F0fWbC5vdS02bUXtHgvdKCmVRberzVi01uQG9
UdDmLqMJnKJAiavn515FvxZBEEG9+5Ez+edE46Rexw3k+saM0EUBlZUglhtrx7pZJgC7NJIH4svQ
HepyI08vUNuGX6RTM5o7Hex+tEat598uy6Pf6XYQXYint7kW8s4j5/WL29t7qRW4saRotsFU9Sd6
CuRhpp8Qka5j7AR+lMs0aIF/2lGz/mZ5audcub24trz0INbXXtLEQjDSSLGiGG4DNRFPpKeS8qb7
b5AaSYiACPp4T+xJzxJ687Qd1+YukT3uq3JgnH6QtdIhjVUQKr6fJBJNsX2U+i3Dr2rTJx0sgAO4
y+20HOCT8PsRF3+ZXl66a6t5be7Wy1CXWhdSKsXqxw6pcQzwNGpfizobf41JA8GyMdJMUdrHD/sQ
R+lTnie/+L7WO6V5j0Sw1zV7mOK6Gn3unXdhaq7LLODPb+ijSElBSu5p06CuXzxSlEDawQfta45I
iRPQik5H5gaDHqMk0cFyLb/E9rrcScUqLO2Dj093/vKOKDp/lZV+WlXS+Ax+JZnML/zrT3X/ADJ5
WsLfStWuEubq/vtG+rRaeBGsJt572V39WQMXV/TZhQL3BrlOPFORMRQAlz+Abp5IipHqEBqP5neW
5pLS2trSePTVj1W3uQlva2zJDqcSRx+lHCQjNCFpVjVu532nHSTFknf09Sfp/W1nUR5dN/tY1qHm
Py/N5b1XR7aO8jEt/bXumtKUlJWGFoGWd+SlSVkLDiG/l6b5kRxSExI1yIP37NUskTEjfmm1p+YW
hwWkFw1tcnVxptro08Y9P6sILWaOT1kPLmZGSEDiQBXfllUtLImrHDxGXnu2RzxG/WqSLyx5h0zT
9c1G5vkmNjqNpe2bmBUaVBdxsgcKzIp48unLL82IyiAOYIPyaoZAJEnkbZTa/mppNnrN/qUNrcS/
WJ9FmhicIvw6ZbmGcMQzcSxPwUB96ZjS0cjEC/53+yOzcNQBInvr7GL+dvM9trc1jHaPNJaWMLRx
meC1td5JGkbjDaKsaDfxJJqe9MyNPhMLvmfefvac2QSqujGsyGl2KuxV2Kpn5X/5SbSP+Y23/wCT
q5Xm+g+4s8f1D3pZljB2KuxV2KuxVnP5c/l1H5x0rXGjeVdSsHsUslQqIv8ASpXWVpQVZiEROXwk
fTmHqtV4Uo9xv7HIwYeMFTufINrqXmjUtM8tXaJY2E8dnHLqk6RyzTu/pBY1VFZuUuwom21ThGpM
YAzG532ScFyIjyHe1pn5TeZr+O9b1rK1ewkuopoLifhKWsVUzcFAbkq81+IbbiuM9bCNczdfaiOm
ke5B3X5da3a6FBq89xaR/WbZb6GwabjctbOQFlClQhBrXiH5e2TjqomXCL2NX0tHgSq0cn5Q+bJp
LNLR7O8+t3P1ItbXCyrDP6P1grKyjjtF8RKlvvyB12MXdihfL4J/LS8kj1vyvPo99bW813bXkN0f
guLKQyJ8L8HBDKjqwPZlGXY8wkCaIrvYSxGJAPV6J5v/ACX0y1j1CLy62oNfafdWdqiX5i9K8N6E
4i2kRIt4zJ8degBzAwa+RrjqiCduld7k5NKN+G7SrQvyW1KXzVp+k63eQW9lfLd+nc2sokLy2dUl
gjqv94j/AGg1Ng29RTLMmvAgZRG4r7WEdKeIAnZKPLXkrTdRuvNdvc3TSjQNNvLy1ntHX05Zbb7F
S6EtG3sActy6gxECB9UgN/NhDEDxeQRepfkt5usIgWmsZ7k3kNgbOC45zLLcKGj5gqFUEMDua03p
TfIw1+OXfVXy7knSyHcnd9+UVpb+UbOFZYJPNU+sppNxOk7PbxtIGIRgo+EgceXw1GUx1xOQ/wAz
hvzbTphw/wBK2Ov+UPmpNXGmtJa/3V1cSXfqP6KQ2MvozOx4c6B9hRCcyPz0OG9+n2tX5aV0i7D8
qon8t+YtUu9YtBPpCQy2ggm9SKRJRyDueFVEn2YxseYIYDIS1nrjERPqSNNsSTyUYPyZ82S21pP6
1ihvrcXVnA059WRDE03wxhS2ypvXapG/WhOvhZG+yBpZeTGvMHlm+0JdNN5JEz6nZxahDHEzMyRT
14CSqrRjToK5k4swnddDTVPGY1fVKcsa3Yq7FXYqmflf/lJtI/5jbf8A5Orleb6D7izx/UPelmWM
HYq7FXYq7FWaeQ/P6+VdC8w28Bnj1XUjZNp88QXghtpXeQSksrAMr02Br3zE1Om8WUSfpF38XIw5
uAHvLI7L80PJtl5s1jXLW01C3Goz2t7GYhbrL6kXI3Fu7Mz0hndqsVPI9KZjy0eQwjEkbWOvwPvD
aNRASJF7r5vzX8qtc/WI7S9V5Y9cNyCkRHq6q8Zh4n1N1RIgHP3A4jRTqrH8H+xT+Zjd79ftSqy/
MXRI/Ismg3kd5qEptTbw2FyIZLSKfl8NzDOSJ4+KdIwONcslpZHLxChvz6+6uTAZ48FHuTzzB+c3
lu+trO1sLTUbS3gv7e9CRvFAbdI7f0HhtTHXiK/GK9SWrQHKcWgmCSSDsR79+rZLVRPexP8AMDzp
pPmG80me1jmmubJCL7VLmKGC4uiXDJzjgLR/u1HEGtT3zK02nlAEHryHQfNpy5RIiuiO8xfmo9/+
ZNv5jt3vJdDtLm3uLXS7mTiE9OJEl4xh5I0ZmVjUeO+QxaPhw8BriIO6Zai8nFvSdXv5x6KfPOja
1AmpXWmWE13PcR3boZAbxHjCQRhmjRYVegHL4qb+OUx0MvClE8IJrl5d/vbDqRxA70GL+VvN3l7Q
9Q80n0rqWw1jT7uwsAVjMo9c/AZhzVRt9riT7Zk5sE5iHK4kEtUMsYmXcWT6x+cmiy6lf6hp9rde
pPrFhqdvHOsagxWltHDIjlXfizFDSldsxsegkIgEj6SPmW06oWSO8O1H82PKKSxnS7O/ZH8wReYL
s3Pog8uIWWOMIx8PhqcY6LJ/ER9HCp1Mel87drH5ueW7nVNMlsF1WyisZdSlN4jQi4B1GX1/hSpj
dUk/3W5oVpvjj0UxE3wm+H3bbKdTGxV9ftQ2pfmd5Sv4/M1o9ldRQ65ZWcP12GOBJZbuzZ3M88IY
Rr6rSDlwJ2HiclDSZI8Jseknv5HoiWeJvzClovmB9b/OnTNS8tQz/U42toYLe4ZEkS0gtkhnr8bI
AEV2oG3+eHJi4NOROr3+d7MYz4soMWN/mhqtrqPnfUWsiv1C0KWVkENU9K1QRDifAlScyNHAxxi+
Z3+bXqJXMsVzJaHYq7FXYqmflf8A5SbSP+Y23/5Orleb6D7izx/UPeh/0Pq3/LFcf8in/pkuOPev
BLud+h9W/wCWK4/5FP8A0x44968Eu536H1b/AJYrj/kU/wDTHjj3rwS7nfofVv8AliuP+RT/ANMe
OPevBLud+h9W/wCWK4/5FP8A0x44968Eu536H1b/AJYrj/kU/wDTHjj3rwS7nfofVv8AliuP+RT/
ANMeOPevBLud+h9W/wCWK4/5FP8A0x44968Eu536H1b/AJYrj/kU/wDTHjj3rwS7nfofVv8AliuP
+RT/ANMeOPevBLud+h9W/wCWK4/5FP8A0x44968Eu536H1b/AJYrj/kU/wDTHjj3rwS7nfofVv8A
liuP+RT/ANMeOPevBLud+h9W/wCWK4/5FP8A0x44968Eu536H1b/AJYrj/kU/wDTHjj3rwS7nfof
Vv8AliuP+RT/ANMeOPevBLud+h9W/wCWK4/5FP8A0x44968Eu536H1b/AJYrj/kU/wDTHjj3rwS7
nfofVv8AliuP+RT/ANMeOPevBLud+h9W/wCWK4/5FP8A0x44968Eu536H1b/AJYrj/kU/wDTHjj3
rwS7nfofVv8AliuP+RT/ANMeOPevBLud+h9W/wCWK4/5FP8A0x44968Eu536H1b/AJYrj/kU/wDT
Hjj3rwS7ky8saTqq+ZNJZrOcKLy3JJicAASr7ZXlnHgO/Qs8cJcQ26vtDORdy7FXYq7FXYq7FXYq
7FXYqxy//MTydp2sTaRqOofUb2CNpZPrMM8MJRI/VYpcSIsD0Tf4XOKtz/mJ5Gt72Syn1yzhuomV
XjklVd3SORSCaKw4TIag03xVZa/mX+X92Ga21+ylRWVDIsylC7siqof7JblKooD3xV15+ZXkCzSN
7rzBYxCaA3UIaZOTwgMS6LWrfYPTFXP+ZXkJLp7RtctBdRytDLbl/wB4joSG5r1VV41LH4aUNaEY
q3b/AJleQbnU10uDX7J9QeX0I7YTLzeXlw4ICfibltQYq0fzM/L0KG/xFp5VuXErcRmvBVZuh7K6
n6RiqpF+Yfkaa5t7aLXbKSe7p9WVZkb1C0ghUKQaEtI3FR37YqsT8yfy/kmSFPMWntNIypHGLmMs
zOQFAFepLDFVWTz55TiKetfiFXa7QSSRypGGsDS5VnZAilKdGO/7NcVSv/lcv5X/AKUTS/8AEVr9
bkXmhq/okUJ2n4+jX4SKc61264qjpvzJ8jxLyOrRSJ6UlxzhWSZfThEpkPKNXHwi3k267e4xVvUv
zH8j6ZHbSajq8Not3bw3dsJuSNJBcNxjdVK8tz12qvemKp1p2qabqdubnTrqK7t1keIywuHUSRMU
darXdWFDiqKxV2KuxV2KoXVJ/Q0+eSpBCFVK7EM3wg/QTirFYtX1OIkrcOa/znn/AMSriqKj8zai
qBWEchH7bKan/gSo/DFUTa+aJOR+tRLwpUGOoP3Emv3jFU4s7+K6FAOEvFXMZIJ4sKg7E/1xVCz6
oZbxLSzNJklpKX4hWVAS671b/hcVTPFXmfnQ+Y7vzDqNtF+X1prVhDassGsXUsJMxliUNGImHPYs
yncVC7dRhVLfMNnd2epIlr+WNjqytYxNqN8EjjHN1aSSED05DKFeNRxUsentiqIt9Fv4/KdpNF+W
unwanFeSQ/ogTQ+lHboGnW4WQKK85okAHGtTXFVmmeXZtV82xxa7+WdhbaSFmto9UeeG49KKAM0f
G348UWUyFfh69TtxxVAz6d5mFwskv5W6Ze3N3JK11dpJBEVDxxq/MvzZy5Z0+1vQHFUX5m0jzBpP
maabyz5GsLuCzMUun3yIscvqyx3MsjtSaASBLh1JU+9PiKEKpV518navbz2o0H8tNKv2/R8MsrKy
wJHeTSH63B8EsIegiiIbw5DcMcVT3yfpGq3bW0etflzp2kC0gaWKVHt3VbpGSVFjRa8VMiV6/DQb
4qsstGv4/LWnazP+WmnL5msb2FYNPha3UwxAiQ3MUtGClJGNFrWorXFUrkv/AMxbqC6uZvyqsnvk
V5lM1xb/ALz6zLSdFFWPNo5GJYkV+I0FQpVTJPLtpNomoakPyrsV12xuzDbabL9UT14Hkr60VwFZ
fsuWYU616nFUturrzOupDTE/KS1nSGKeP1lliSEReo4ThKYwh9UipUHkAfA4qmWvaEk2naFd2X5b
Qajd3dq0F5ZXUkUSaf6J5pGEeq0aWR6MgBNAT0FFWZ/l8mpLocjajoUHl24lup5f0bb8Co9RuRdn
QlXZmJqwpXwwKybFXYq7FXYqlfmOLnpjNWnpOr08a/DT/hsVYtVufLlVvtcq0369TTfFUs8w6lda
ZpNxfWdlJqU8PD07OKoeTk6qacVkPwhuXTtkMkjEWBbl6DTQzZownMY4m/UeQ2vvHu5oLyr5i1PW
oZ21DRbrRpYSvprcq4SRHB3jZ0iJIIPIcdtt98jiyGXMU5XanZ2PTGPh5YZRL+bW1d9E/Dfv7mTC
6uEdpElKOyKvNfhJVeICig2pxy11SdeV7WP05Lrq9fTFR9kChNN+9Riqe4q8b896vd2XmTWzH+Z0
Xl+3hubV7jSXthcS26G0jDIgarUlqJKoKCpPUNiqX6UutXF9BcQ/nDDqF9eXaWtvHBHG8EnF1f0/
q6O8fqMklKrx2O9aVBVPvPM9na6/cXSfmCnl/WIrELdacZZZ4ll9Fh6y2MkzotfUjZQI61XqSxxV
B+Y59VtNQlmvPzLXTrSG3s5ryya1KcwkUSzyxuCHX1W4vxj+zWn7RxVAapqeq25lv2/N20QwxNI9
ukcHDjHFEGZY1EzN8ZdiApJqFFMVTTzPN5mj87ahHJ+ZVjoVhGsT2+jFLeS4CemGLyh1Rkqyn7JN
R3FaYqlM0vmWGpvPzjsgV9cIv1e2hHNkaFCaNUiORGY9qinfFU7fV9Qm8nafqZ/Mq2iglu7lX1qO
1iSKRp1M1tAVcsIzEopRtzXj9qmKoG4vrl9He2uvzTs5b5tRjvobj4LYLYxqGNvxgkjdw3roxNfA
YqitMtTpUcJ1H8wuR1fTnGmCa4nq/wBZhhhiuVWaYtVJByBFPtdmqSqlWo6j+iTpWq3H5sQwRxRU
u4iDcLdBzCSVh9R6EdahKgN2BOKp/farc6NL5e1u+89SSaJJbvazSQWD3VveTxtIRM8sCyxwcUbe
tA3Ctfh2VY/Dp3nDT7OXVJPzit/0bLqDwvJNBBJCswV2kthJI7FGAXZVICgE0xV6h5BvfrXlyL/c
xHrv1d3gOpxVPq+maVc9C3jx28K9SFZFirsVdirsVacgIxNaUNeNa09qb/dirHF0/T9UeSSxDW5j
oZI3A4sWJIpQtx6eH0YqgtQ0q6spvhDSRKAwmCmg+fUDf3xVCpC8iyOkbME3bgCVUb9TvTFUTNpG
p26GRoiFVeTMpBoO/Q++Ksssre3t7ZI7ehipUNWvKv7Ve9cVVsVeR+eNb8sweYNagv8A8t7rXJ45
rNZdSis0lS8DQKVIkK1dolLx03FQFqOWyqAh1/yP/pU0P5Z31pGpt7cSmzitJJacFi4fEnwKVjVa
N3pTc4VRet6/5Zn9DW9R/LW9v77WIbhdSdbJZblPqMqwiNyyqXDhA0e4qoG3gqtH5g+VfMKW8x/L
7Ubo3ccDpNNZII/SZgB+9HIURIlancDbpiqhd6l+XDXV5APy0ub23025u7FrqDTopUZrYvE/pcSW
YP6DUoO3xUxVHan5h8raq2t6xL+Xl5eaxp6RRSveWIje4VrprTikxVyyoo9Q0B+H/V2VU7DWPKWs
rqbTfltcQ/UY4RKL2xjT1TLMEmSKqnkI/WLsf2hv4Yqop5w8rReXpIbz8vJbLy7ZsL028tsixRuL
YTJM0bIsa0B9Mty2eo364qibmXyDb3SvF+Xt1dy3EEV2sy2SyKfWtxOsQZiaceCpxHwhqgYqgJfP
3ku7uImm/LXVbi50aL6tag6dHI8CxcAIUBb4aCTkv+Tv3xVTPmTyReiOa5/KvUDQ+rDy01CY1EIY
uwIXg1IAq8a1oKHfFU70Pzb5eu/LH1FvImpW2naZDDNa6bc2Yeqy3D2ahQ5P7wR/G9a/ATue6qE0
zXvJWv29xpsv5d6nbafZG71pIrmwWKCe6hi4OVjDfHLIs5Vea0J9+irO/wAvntJfLUU1poJ8t2sk
kvoaYyrG4jRjGkjxqAELqgNPDvgVkmKuxV2KuxVbLGksbRuKqwoQQD+vFVC20+2tSTbL6XIjmASe
QAIAPKvj2xVW9IFpOR5RyAAxtuPA9fEdsVW2tvHbQJBHXggoK0r470piqoyqylWAZWFGU7gg9jiq
2GFIYlijqEQUUEk0HhU1OKr8VYHrnlL8yb/zDdXdj5tGm6M1zbyWunJbrIwgigUSo0n7tlMk4Y7E
7f8AA4qoQ+SfzQijuT/jjnNPYJbpys0Kx3aiFTcrVjSojf4aUq1aVxVQt/JH5uWemXcSed1vrpoS
lkJ7VYlRz6dOUv7+Tor/ABEMd8KogeSfzNk1Oznn87MdPhuop7mwjtEQyRx3ImMXrKVejRrwPYg0
IoNwq3/AX5iJpElmnneY3KcPql08AJUq8TVk+PlJtGwoWoeW+FUPJ5A/NqS6W4P5hMnCJ0SNbCII
HcL8RXlxbiU2qK7nfAqceUfLP5jaXqYuNe82Jrli0bJJaGySAhzQq6PG2xBFNwfh998VZpirsVdi
rsVdirsVdirsVdiqQf4gvP5I/ub+uZv5aPm6783LuDv8QXn8kf3N/XH8tHzX83LuDv8AEF5/JH9z
f1x/LR81/Ny7g7/EF5/JH9zf1x/LR81/Ny7g7/EF5/JH9zf1x/LR81/Ny7g7/EF5/JH9zf1x/LR8
1/Ny7g7/ABBefyR/c39cfy0fNfzcu4O/xBefyR/c39cfy0fNfzcu4O/xBefyR/c39cfy0fNfzcu4
O/xBefyR/c39cfy0fNfzcu4O/wAQXn8kf3N/XH8tHzX83LuDv8QXn8kf3N/XH8tHzX83LuDv8QXn
8kf3N/XH8tHzX83LuDv8QXn8kf3N/XH8tHzX83LuDv8AEF5/JH9zf1x/LR81/Ny7g7/EF5/JH9zf
1x/LR81/Ny7g4eYrkfaiQ+FKj+JzQ9ua86Lg4Rxcd8/Kv1ux0AObivaq/S3/AIkm/wB8r95zQf6J
p/zB83Yfkh3u/wASTf75X7zj/omn/MHzX8kO9iX5mfmtqXlLQYNStLGG4kluktikpegV45Hr8ND1
TNx2L2odZlMJR4aje3vA/S4PaA8CAkN96+wn9DAbf/nJvzHJErnR7ME12DS9jTxzqRogerpD2oR/
C9nt/NE8tvFKYFBdFYgE9xXOBye0k4yI4Bse96iOjBF2qf4km/3yv3nIf6Jp/wAwfNP5Id7v8STf
75X7zj/omn/MHzX8kO9fD5hlklRPRUc2C1qe5plmH2jnOYjwDcgc0S0YAJtJ89CeVdirsVdirsVd
irsVdirsVdiqE1rVdL0PSE1fWL1bGymcR249J5pJCa/EFQj4aCtfD55CJlOXDEWXJGACPFI0ras0
ljYSXMUiXKm3kuLWaNSyyBFr9hSW2JGwO/b2rOU8MiB6h0Zx0w8SIkfRKQF8uvedh72JnzV5mjvY
0k0wyQfVxLKI4LgSGU2xl4KZOI3kHHue1K5r/wA5qBL6PTX82XPhv73efyTojjJGWp8dC5wrh4+G
zVn6d+7rdITVvN/ne2hs3tNF9Qz20cs9YZm4TPI6lPhYdgu3XfIZNbqQImMLuNnY95crSdi9nTlM
ZM/DwzIHqgLjQ33Hfe/JUi85ebopJPrXl+WaMQwyIYo5ovjaIPKpLCQGjGnalKbmgJGvzx+rGSKH
Qjpv3sJ9haGQHBqIxPFIbmMthKo8jHp77voLIlmkXs99p0N1Pbm0llBL27EkoQSKVKoe3hmz0+U5
ICRHDfR5rW6eOHLKEZccR/F3/afvRTds472x/wAl/n/712XYv8fw/S1nEu8dirzv889K1LU/KNrD
YWst3LHfxSvHAjSMEEUo5cVBNKsM6f2TnGOqlxGvQf8AdRdP22JHCKF+r9BDyGy8o+a/q6D9C39d
/wDj2m8f9XPSI6nGL9UfmHkJYZ7ek/J9OWislpCjCjLGoYeBAGeKZiDMkd5fRYDYK2VsnYqq2v8A
vVD/AK6/rGZGk/vof1h97HJ9J9y3PZXiWL/mJrUum6Bxt5WhurqRY4nRirqB8TMCKeFPpzUds6o4
sNRNSkXovZnQR1GpuYuEBZvl3D9fwXeZLi80P8pdOMk8n6XvzFyumdjcD1SZz8ZPMcUXh1zVZtRl
x6aPqlxS8zfe73SaPBn7QlUIeHG9uEVt6eXv3W+Yri90z8n9LuDPIupXhhJvObeuRMWn/vK8/sCn
Xptjm1GWGlieKXEetm+pTpNHgydoTHBHgje3CK2ocqrm35guLy1/J7TL1J5E1CUws92rsJmEhZt5
K8jt74M2oyjSxPFLi77Pmul0eCXaM48EeAXtwivk6/nvT+Strqcc8q36FGkvFciYg3Jj+KSvIj4g
OuMtRl/KCXFK++z3ri0mD+UjAwhw93CK+m+Tr+5vbv8AJe11a3uJI7+3Kma5jZlmYJOYG5ODyPWp
qcM9RlOkEhKVjzPfS4tHgj2kcZhHhPThFfTbr+5vNU/J211aznkh1Gw4m5midklcROYX5spBaqkO
a4z1GWelEhKXFHnufd+1cWjwYu0TjlCBhLlcRW4v9iL8l6sdT8uWk7uXnjX0Z2JqxeParE92FG+n
N52ZqDlwAnmNj8Hlu3dGNPqpxAqJ3HuP6uSZXCCS8hjZnCenIxCOyVIZAK8SPHNiOTqEh88eR7Xz
JaWFzbXkFlr2mxLZxm+crayWwDAkUVz6nx1qOh+g4MOY4iQQTE77c7c3bIAQfUEXfaHoOieSZ9Gs
pZptLtLK9+sXAZebGdeUnpMwVNqGh+z036445znk4pcyQ15zEREYvMxP5CvtOtLb9IaqtzbKwWZS
DIrT8OKvIPhoGYqPdmrTNjWQG6DjLrGPyFFfw2LavqnrXQW2jtnKskbu/pV5BaAgr1xPiVdBeTNN
J/LaLTb23uE1a8uVimWeRJ5C3Lgr8UFOI4l3DNUGtBmNLUWKoKzPMdVrds4j2x/yX+f/AL13nYv8
fw/S1nEu8diqnOAYXr2BI+YGZOkyyhkiYmt0SxxntIWEmS9nhkVqkoNynQHOsyGU4kA0W0aDDW0Q
nFtcJcRCRKgdCD2OcjqdOcU+EsZx4TSrlDF2Kqtr/vVD/rr+sZkaT++h/WH3scn0n3Lc9leJYX+a
WjS3uiC/SRVTTFlnlQ1qylR9mnf4c1naHZ0tSYiJArv83fdhdrQ0cpmYJ4gOXkwbzn+a2la/5d0v
S4bKeGWx4GR3KFTwi4fDQ165dq/Z/JlgAJR297f2b29j0+WU5RkRL3d6/wA2fmrp2teT9N0VNPuI
JrFoDLMxUofSheOgoa/FWuDUez+SeKMBKNiu/oKToe3ceHUSymMqlfd1NqGt/mlpeo+RtN8upZzx
3Fk0ZeZihRhGjrtQ135Yc3s9knhEOKNiu9dL29jx6qWYxlwyvuvdWvvzT024/L228siwuFuU4AXB
4em3CUttvX2wZPZ/JLCMfFGxXejD27jhqzm4ZcJvuvdYfzT01fy4byi9jOt4poZyU4bXXr7ivKv7
OP8AoeyeB4fFG/j32yPb+P8AOePwy4e7a/p4WrL81NKg/L248rtZzm5lLcbgFOFGkD7ite2GHs/k
GDw+KN797HL27jlqxnEZcNjba+VPSvy/0SbSfL6xyyLI12/1peFaKskaAKa9/hyPZ2jlp4GEiCeK
9vg4XbnaMdXmE4ggCNb+8n9Kev8A73w/8Ypf+JR5sOjp1V5oYyA7qhPQMQP14EgE8nNNAIWlZ1EK
gs0hI4hR1JPSgwEgCymMCTQFkoJ9R8vwg+pdWkYESTHlJGv7olVR9z9ivEKenTKzqIDnId/Pp3uR
HQ55csczvw/SfqHMe8UdnQX+gTzJHBc2kszO6xJG8bMXT43CgGtVryPhjHUQkaEgfiuTQ54AylCY
AokmJGx5fPomGWuK7FVrds4j2x/yX+f/AL13nYv8fw/S1nEu8YdL+b35dxSvFJq3GSNirj6vcmhB
oekWbcdg6wixD/ZR/W4p1uIdfsKRebPzi8rNp0KaJqjPO11B9Z4QTK4tg4M3EyxhalRTNj2b2Hmj
l4ssNgDW4+rpyLVk10KHCeo+SJ/5Wz5F5HnrPNW6j6vcjuTsfRqPtnNsNNnPOH2x/W5Q1+Dv+wqX
lf8AOPyadFhfVr4WeoO0hmtlhuHCUchPiVHU1QKeuantPsbU5MxMI3GhRuP6+9pHaMJi5Gj8U6tv
zb/L25uIreHVec0zrHEv1e5FWc0UVMQHU5rZdhauIJMNh/Sj+tkNbiJoH7CzDNS5Kra/71Q/66/r
GZGk/vof1h97HJ9J9y3PZXiUh8+/8oZrX/MJL/xHLMH1j3q+Y83TW9CvvzVtLvTWspdES4NeUc11
Is7I31aW34jlFtGrSK6L+yQd6mowY6Mg3xfi7cs6kEckxvLy+uYzdweTf0bHqE31S3jVbeEyfpCz
e3iWLlbK9AwL8uXHx33yuMQNjO69/Q33sySf4a/b8Fn6W1jTdFtLLUvK1xex2mnNJFdOwkhjSeKN
4rhAIWWMxLuxryrsTth4IykSJgXL8DmvGYgAx5BKNX/MTRNRW7J8tW0U91FcoZwY2cS3DVEvIxVL
L1r1rWlNqWw0so16jtTXLPE/wsGzMcV9W6J/xxrD/mGh/wCIDNHPmW2XNdcSMl9AVjaU+lLsvEH7
Uf8AMVwDkhC61eXVrcaNHbJdSJdWc1zdQWEpiuJpmCvGBw+IrEsbim/Xx61RAlxE1sa35OyiOEAD
uVde9VPK0kyxyyXZtL5HTkJLiRrclIw7UcNN+yxofi+jIQgJkwJ9J/T3IyT8OUcgFmMr+Xe83v8A
UL6TTF4aJqj2slokcqngk1sltKnD0VWJRVmCs34UAxl2PjIMePoAOXIb/ocvH27khkE+CG0pSP1e
oyBHquR5A0PttL30+KFLZm0DVfqagzlI2RpUmuuSGMoYRyVVtulKVNG2Iyr+QcFVxnYnu8vJzT7X
aqyeGG8YjlL+Gz/O578/lTM/y7vX53mnRaddWdnEsdws14pDvLMKMAaAFaKKHr45kYdDHTw4RLis
um7S7Rnq8nHMAECtvizXLHXrW7ZxHtj/AJL/AD/967zsX+P4fpaziXePjvVQRql4DsRPJUf7M567
i+ge4PLz+op9oH5faprdha31pcwelcSXMbqfVLxG1EJbmqoa8vrKU4196ZIyTGFrrPyFJIfMtvd6
hFa6l5bWZpbTiziX6sxWU+qKKi8gEQndmZRTuHiQIc/JW1z8vf0R5J0vzRNfl11dYvqdqIf22Mvr
K0nM0EaxoQePxc6U+EnES3pJhQtIPLYr5h0sDr9bg/5OrlOq/upf1T9y4vrHvfXueTPTqtr/AL1Q
/wCuv6xmRpP76H9YfexyfSfctz2V4lIfPv8Ayhmtf8wkv/EcswfWPer5jzdNacHyf5l+ow3yWEkt
vcRmeJoqSMYlALScFJbgvIBmpQEgdTlXjwurbfClV0nd5L+aEklrHcafdrJZzQSQKtiI2E9uXaNm
4xgswMrE8utd8piMO9Eb+bZI5DzH2IiPU/zS1HlpDB7eO6tWHoTQwWcZt44kgbizrEo4xoq7Hp88
Bhhj6u4+/wA0iWU7MYvfK/mKxtpbq906e2t4X9N5pUKry5FaAn7XxDtmRHNAmgWk45AWQleWNb6t
0T/jjWH/ADDQ/wDEBmjnzLbLmqv/AL3w/wDGKX/iUeDohUeCFzH6tvb3IhZmhFzF6hQvXkEIKmjV
+JTUHKzHuJDfDUGIoi1DVbOa90q6s4ZFtJJbeW3tnhT00g9RSAY0UilGPLrX36ZPGBE3zYZMpmwu
HyH53hNI/N0oUkM1Y2NW5VOxc7cdqVzKOeH81raTyH54WSaQebJFa5q1xSJt2ICgrRwRxVRShHT3
OPjw/mqrjyV5zKT+p5plaU0+quEb93QUJ+3vyHXB40P5qsh8qWGu2OkiDXLtb2/9R2M6ksOBPwip
C/qyrLKJPpFBU2btnCe2P+S/z/8Aeu87F/j+H6Ws4l3j5G/Me4eLz/r6qBx+uymnuWqc9S7L/wAW
x/1Q83qv7yXvZB+Wer+dpRaJoGm2t7Hpmojj60kkbC41VEgTk0csTcALPqvTflUGmZsgGECejK7y
1873uia/M9r5cuodUhWaS9i+uRy3x9O7vhcQFPSQuqrKf3wVaxqONQKx2Z0a6MZ8+at5u0fyvYeW
NZbS5YFitVS1t5JWurV4FknjaRGZVDSx31C6qyMAADVTkgBdsJkgUWNflvcPL5/0BWpx+uRGnyNc
wu1f8Vyf1Sz0v95H3vrnPLXpFW1/3qh/11/WMyNJ/fQ/rD72OT6T7lueyvEpD59/5QzWv+YSX/iO
WYPrHvV8x5umtnvkPV/Oer3H6H0/VVtTb26Q2fqwxyKomuILfgGKs0asZFLMtSePfMLUwxxHERe/
6CXKwznLYFmS6B+aFxDHMuuWkl5dXMMsFLdTGyXbufUL+hWqtKXK0+Fa1p0OJ4uEbcJoDv7vi5HB
k70lv9D8+XBN9fa7bQPHbMZblYZESG3uy7uXeKDkrF4qfZrX3rl0cmIbCJ5/d8WBhPmSxLzVqnmn
T2k8r6pexXUdlHHC6IqSBCAknESFA3NOIQsD241pmVhhCXriKtx8k5D0ksXzIaH1Nor336HsaQxE
fV4qEysP2B/xXmklVltlzRCtcHUIvVREHpS04OW/aj8VXBtSEe8Hp6bNqM03pwRQyXCwpG000kUQ
qzoispIPala1GY5y+rhAcuGmBjZS601SO50S21iJJGtby3a6t1dBDIVT7SlHbipr0PPiRuDTJzlw
8V84sBp7lEA7SNb/ALLPyCV2vnfTbi2ubgW1zGlrE0sgcRVosbS8QFkb4uKHY9Nq0qMwcfaUJAmp
be7uvv8AJ2ub2fzY5xjxQJnKhXF/OEf5vKz99XRS6P8ANby5Ilw6QXZW2jErnhGKgukfw1k61kHX
Kh2xiN7S29363Ol7HauJiDLH6jXOXcT/ADfJO9P83eX9QvEs7S69S5kUusfpyDYDlWpUL03G+46Z
lYtdiySEYnc+RdRqexdVgxnJkhUB1uP67/V1TjMx1a1u2cR7Y/5L/P8A967zsX+P4fpaziXePkL8
zv8AyYGv/wDMZJ+vPUuyv8Vx/wBUPN6r+9l70T5D/MSXydFdNaWC3N5c3FnN60kjBFjs5hMU9MD7
TkcefLYE7b7Z0o21QnTJIfzvht9Eu9GtdFkhsGtlsrC3+ulkWBbeeEx3X7oG4Vmu3kI+D4gvhg4G
fi7cmN+ePPVh5k0vRbG00n9H/omJozNJcPdSOGVAI1eUeosSFCURmbjyNDTCBTCU7Q35Y/8AkwNA
/wCYyP8AXmD2r/iuT+qW3S/3sfe+vc8tekVbX/eqH/XX9YzI0n99D+sPvY5PpPuW57K8Sx6y13yx
5s1XU/KHOdpIg0F8PTeIFeXpyenIy0PFjT8RUb5UNSATwn1Rb44JCieRV/8AoXf8u/C8/wCR4/5p
x/lTL5OX+Ug4f848fl6DUC9B/wCM/wDzbj/KmXyX8pBsf849fl8On10U6f6R/wA24/ypl8vkn8rB
tf8AnHz8v1IIN6CKU/0jw6fs4/ynl8vkv5WDdx/zj/5CuZ5Li4a+lnlYvLK9xyZmY1JJK7knAO08
oFCvkp0sCs/6F3/LvwvP+R4/5pw/ypl8kflIKUfmvy9a+Z08mxNN+kIYwqAxOYwEj5hDLTjy9Icv
DtWu2PjxMuH+Jw5YZUZdE0uIUlvoAxYARSn4WZD9qPupGXg7NKTedvLOqeZbPTrO11iLSo7GB7eV
J5JY1lBXgG2+BvhpUda+1MjhyDESTHisudfiRFGmtJ8t3+leRv8AD0F3FeXcEF6kF0OXoF7k1jA5
g1VT12p4VwykJzMpD0mtmqc+AARPqibsMdk8o+eeC3UB0qC/EMqXKpbx+ncGVgCsh9OtChPzpv1O
Sjg0wJ9A38gzl2jqCADknQqvVLauVb9Oi2fyd54R4ZbaLR3drZYb1JYIhFJIJuRPFYAacQvft44B
p9Lv6B8gyPaeq2/e5NuXqlt9qtb+WvzAtL5rq2/RQcRyJE6QrEQzKxRqKn8zfFvv9+McGmibEaLD
Jr8848EpylHuJJZb5aXzKtjIPMLwPe+sxjNtUJ6NBxBqBvWuHJw36eTiJo3bOF9sf8l/n/713nYv
8fw/S1nEu8YxqH5Z+RdRvZr690eGa7uGMk0rFwWY9SaMBmyxdr6nHERjMiI936miWmxyNkbof/lU
n5cf9WKD/gpP+asn/Ler/nn7P1I/KYv5rv8AlUn5cf8AVig/4KT/AJqx/lvV/wA8/Z+pfymL+a7/
AJVJ+XH/AFYoP+Ck/wCasf5b1f8APP2fqX8pi/mojT/yz8i6dew31lo8MN3bsJIZVLkqw6EVYjIZ
e19TkiYymTE+79SY6bHE2BuyfNa3qtr/AL1Q/wCuv6xmRpP76H9YfexyfSfctz2V4lAeW7+6n806
laylTBZT2624AIakkSyNyNd/ibbbpmqxdn48WTLkjfFPn97sDqJTjjiaoMp13zFa6XbS3M86W8ML
rFydWleWZwCsMMSMrOx5Dof40tx4jI0HJlKm9B8xWurW0Nzbzx3NvOzRrJGrRtHMgJaGWJizI6hT
Wp+jpVyYjE0dljK0lX81fLh1tdHMN2l2ZIo5GMaenH6xVVaRw5AUO6qT4nNaNbAyqi7s9h5vC8S4
8NHrua7hXcCfchNU/Oby1pfore2V8kk8bSxxhIHJVZpIDusxX7ULd6EUIwS10BzB+z9bdg9nc+W+
GUKBr+LuEv5vmibb83fJsgma5lmsY4Utn53EdQ31uIzIqiIytUKPi2pXxyQ1uPrs1T7A1IrhAlfF
yP8ANNHnXwZVpeqWOq2EOoWEnq2k4JikKslQCVPwuFYbjuMyITEhY5Oqz4JYpmExUh+OjB5rq4/x
O9pyH1f6sZuNDy5+rx61pSnamXR7Ox/mfH34+H4d33OslqZeCce1cSu/+98P/GKX/iUebTo4Sq00
SHi7qrUrQkA0wJESeTaOjryRgy+INRigil2KuxV2KuxVa3bOI9sf8l/n/wC9d52L/H8P0sM8zaNJ
f+YA9r5h/Rd6IEjjtyPjq5kA9Ml0/vN60BPwj2zB7L1ow6ap6fxcfEST024eex+npe2583Oz4jKe
0+E1+v70nhillWOaPz2z2wnoQwIZhyjBDfGrBTQ/EKKK7bHNnOYiSDoalw/8V5Vflz233DQATuMu
1/qUofLl99YeRfPC/W1QmaYE9JE/djkZeP8AujkR1oN8sn2lj4QDojwXsK7jvtw3/FXx2YjBK/73
f8efkiry1WDR9Kh8weYxBqAWeVJkaSVJ45G5KvP4SwC0B8Rtmpy4ZanPOWlwnwxQqhGiPLo7js/t
AaWFZakZfjZM9O0y1htp7Q+YorkXLxujmT94GV1C9JTUNQrTvt4UzV5MWa78KQq/4T3e74ubk7Tx
TkCIgV5jr8FK/wDLsU17+kv8RRxWVw88kKEj0yZFIbi/qAELQE/LHGMm8PCkZxq9jflYptx9q444
wDEdN77vg3puiXbTJaWHmcyfV445Z4YlDArIDwaqv0bjy8T8qY54yhHjniIEiQCdtxz+X46oPaWC
ZPoBPvZ3a/71Q/66/rGYWk/vof1h97q8n0n3Lc9leJSnyp/ymeuf8xNn/wBQyZRL+JyIc4fjqi/z
G8lf4isbaya4gsza3bXUF3crIVKuebxhkePixf6ePTeuDS6jwyTRNinNy4+IUv8Ay58mr5d0uXTl
uIbz1703k91bK6xhFCtHFyd5OTB18fs9d6VGqz+JK6ralxY+EUx+T8vvzFvbdBdnREvFnEhuvqsc
rSRrFKvCblFV+TcOXzPywGGjsngv4ORHV6sAAZJCv6Rbl/L/APMK+tNO+tfoaG6tDMsqfVLeWE25
WAwQqhhFArmdvYnvtiYaSz6LHT7f2LHWasbjJIG7PqO52Q155H/NN3heO00De3ENzF6EYiZ1kKox
X0tzHCOCfyqaDvhGPREEGP2eS/ndYCCMh2/pHqbPzZd5B0v8wdNuZrbzA9gdHSKtjFZqEZJGfkVI
VI1oATleUYBEDGCGvxMs5GWQ3fzS6b/lMpP+YI/8n8yI8/g6uXI+9FziVbmKZI2lVUdCFKg1YoR9
or/Llw5NSQ/mN56TQPJkFjpDSPr2rBT61s3xW71R3LslSG+LgqeHy3jptOcmUmX0x+1z5z4IAR5l
Uttdn1jyZ9eYNpt+trdRNLcM4lAgRRBcTsVryKHmxFf4ZXmwSHFCJ3I2957vi2Y8kBPHPILiJDiH
fG9/sSXTbjVrOfR7fUddtHFZZJXa7LNKvLcAFFDheG1W2qdtgcwMOj1Q4bNiJ33P4/tdnrdb2fMZ
TjgYmQHCOEAD/Zbc96H8I33ISu1tNfiksI5vNtu7xSm7nVb2V/UtiY1HGq/HvG4odvvOVx7O1Yq5
nn3y8vJz83bXZkuPhwfVCo+iG0vVvz25jcb7eQZD5YXzR9btUu9Ytr6yjhrJHEyvIwC8VYkosn2u
pJrXqd+IvwYNVCY45XAfjut1naOp7OyY5HDjlDITt3DfuEiPs25VtZl+bF51a3bOI9sf8l/n/wC9
d52L/H8P0vPPN031bzet0fL82p+hBBMlxB6wYSRSlk+zWP4WpUUwdjw49DwePHFxSlGpcPIxo8/V
uPNydSay3wGVAcr70iv7KwZrqG18n3wuCTGJpZLpo2DSxmtBxb9reh+/fNtp82QcMp6vHw86AgD9
Mvh+OjjzhHcDHK/j3h0Gladc6ZcKPKNwlzbCMIJWuqSK1y0Q4g0JISTn9rt4DHJq8kMsT+agYSvl
wbegS38rFcuveVjjiYn92bHv76/ajL3hdaDau3l26KaZcRx2aXf1iV1jkqW4LGI3KJ6KAVr1zGwX
j1MgNRC8sCZcHBGyOVk8Qs8UvkznRgPQfSdrv8dAkqWGji7Cx+Vb71nheS3sp3leMenxdnC8VduV
Qhq1B9ObQ583BZ1OPhEgDKIiDvYA5kCuY2toEIX/AHcuXI2mRl0qe1ttKk8ralPbwN6sdqJpC1ut
wTHx4/ARzMTN8XfuAcweDNCcsw1OGMpCuLhFS4d7vflxAbdOlhtuJAj4ciB0vlezJvII08Xt4bXQ
bnRmeGJnecyFHG+y8gB1JPic0PtD4nhw488M1Sl9NWPfXy8nL0fDZqBjy5s6tf8AeqH/AF1/WM53
Sf30P6w+9zcn0n3IS/v7axtmuLhqIvQd2PZR7nPY5SoPFxiZGgw3yL5yF1+YGrwvYXMEF1dWi2c0
kZRX4xCJyHJ4sOS7U7ZinJ9Xm5scJHD5PbsxXMdirsVdirsVdirwu689lPzIliNjcfo1bBojcCJu
P1gXBbj6n2Kenv8APMwZd/g4MsB4fizy1uoLqBJ4HDxOKqwzJBtw5RINFF2uoX9opS2kX0ySfTlU
uoJNSVoyEVPvTK54Yy3Ldj1EoikLqcX6VguINQPrJdRPBMo+AenICGVabqN/Gvvk8cRDkwyZTM7s
ab8s/JrWYtGsawqhjSskhZQWDVUk1Bqo3zI/MTu7a10v5b+UpWtS1q/+hqsduBNLRVSQyKKct/iY
9cRqJqitF8leXtF1GbUdPt2iurhWSVzI7Aq7hzsxI+0BkZ5pSFFU9ytVrds4j2x/yX+f/vXedi/x
/D9LWcS7x2KuxV2KtUFa03GwONq6grWm52JxtW8VVbX/AHqh/wBdf1jMjSf30P6w+9jk+k+5LdU0
my1OJI7tWIjPJGRmRgT13UjPSDrJnm8tGIjySz/BOheE/wDyPk/rkfzUmdl3+CdC8J/+R8n9cfzU
lsu/wToXhP8A8j5P64/mpLZd/gnQvCf/AJHyf1x/NSWy7/BOheE//I+T+uP5qS2Xf4J0Lwn/AOR8
n9cfzUlsu/wToXhP/wAj5P64/mpLZd/gnQvCf/kfJ/XH81JbKbabp9rp1t9XtVKx1LHkxcknuSxJ
yQ1uQcmuUBI2UVyOH89kY+FFQ/SFobgWwuIzckEiDkvOg6/DWu2D+UJ3Vi238nLh4+GXD37181fk
cP57I1eFF3I4/nsi+FF3I4/nsi+FF3I4/nsi+FFFWMUc3P1BXjSnUda+Ga3tGMdTw+IL4brpzru9
zsuz/RxV5fpRX1K2/k/E/wBc1n8mYP5v2n9bsvEk76lbfyfif64/yZg/m/af1r4knfUrb+T8T/XH
+TMH837T+tfEk76lbfyfif64/wAmYP5v2n9a+JJ31K2/k/E/1x/kzB/N+0/rXxJO+pW38n4n+uP8
mYP5v2n9a+JJ31K2/k/E/wBcf5MwfzftP618SS+GztxNGQm4YEbnx+eWYuzsAmCI72Op/WxlklRS
bNs6Jj2oajrVt5ljRYZ5dKaFRSGPkolYsOTn02NKlRQOKdaEVyic5CXk7rT6bBPSkkxGXi6mjW2w
9Q8/4TfKwaSX9Ledf0Xpw4XC3sl00d1I0CtyRUBB4iFOCFzTcDp9qnxZUZ5KHe7T8poPFybw8MQB
iOLrZ68Zs13E/wBW9kHDeecYpFuRZ3kpCxlbRzdcOVLOoqW5dfU+0T+1WvxZHinzo/a5M8OhkOHj
xjn6vRf+V8q/m8gP4a6Mg0PXvMt5qcFve2H1e2ZJTLKYJYyWQjgRzY8Q6tXi2+W48kzKiHT6/s/S
4sRljnxTuNDiiefPkN67xsyfMl0DsVdirsVY/D+YHkqbWzocWsWzaoGEf1cP1cgEIrfYZvipQGtd
uuS4DV0y4TVpV+aV7YwaOkb3E0d9If8ARoYZGQMKjkZFGxUD8enfMPUkVXV6f2VwZJZiRGJxj6iR
fu4T3/juYt+V1ncReaVaeF4uVrJJEXUryUlQGFeoocp049b0HtTmjLSERIPrAP2vXs2D5s7FVC9v
rOxt2uLuZIIFoDI5oKnoMBIHNtwYJ5ZcMAZS8laOSOSNZI2DxuAyOpqCCKggjFrlExJB2ITDTP8A
dn+x/jlWVzdF1+Dtb1GbTdKuL2G3N1LCoKW4bgXJIFAaNvv0AJPQCuUyNC3aabEMmQRJ4QerFtM/
M6HU0VrPT2k/f2kEq+sgYfWlYsVFPi9MoQRtsCdsqGXydpm7GOP6pVtI8j/D+v8AYqXn5jRW2naz
fLaLKulXCQrEsrBpUklMSy1MXAK3EleJavth8Tmxx9kGU4R4q4xfLlQuufzuktf83lVYm/RRPqxS
S09fp6dpHdU/u+/qcfor7YPF8nIHYPP18iBy75GPf5Wnek/mNomp3lnZxQ3CXF6xRAwjopEQmUsV
cmjofh2+dMkMoOzh5+ycuOMpEio+/vru6HmyrLHVOxVdF/ep/rD9eTh9Q96JckgzIdKxHWb7V4fN
8NvHq1ra6dLFEZrSVyspAdg3AlSqsy14/ECePtmywY4HASYEyBO7Ak2x+B/OawcLLzLYSiKaVwZb
nk5KtJGFJkRjxXjUjoabdycyQwX6scuQ6e7uLD1dCvu5POMel6fqo12zUMk9y8jXDLE6sqOOCcPj
4gNRaGlcEBgM5Q4JdBy3/Z70m6u0VPq3nOJouWu6WpmlkWOMstWUxlkFDGCrfD1bavUHplccOA36
J7D8dVs96Fjv/wAwL66torTXtMlmkV7iOKMkFgFNBT0/5XB4t06kbZYcemgCZQmBy/G6Ll3h6Pai
4FtELkq1wEUTMv2S9PiI2G1fbNHOrNcm1UwJeL/85BfmBc2tvF5N0R5G1TUArX/oVLrA32YRx+Ll
L1IH7Ps2X4YdS24o9Xn35e+TrvSNRlvtdaXSbiyiS8tgLe3lnWblSOIm4EvoTHkHCvFXj8W2xw6j
OIxt2Gj0c9VkGOHXme4d71Dyf5e1HzVqX6a12V7m0hovOQKpnZOi0QIoUftcVp28c1MIHJLiPJ6v
tPXQ7NwDT4P7wjn3eZ8z0esCOMcaKBwFEoOg8BmbTwBke/mtnnigjMkhoi9TQn8BkoxJNBAFmmE+
dfNeu6fewx6fSC3KkM7qpZpAfiFGBpxBGbPSaSMgeLcug7a1ufTziI7RI57G/wCxKotdk1/yxqM2
u38dnbaVcRCed4i6uZ9ohwjX9ko1fn7ZcMOHHI8UeIM+zdTrM8OLFlOPJHqNtj7vcXoOiWUtnpNp
DJcrdr6SPDOqlAYnUNH8JoRRCBmu1fBx+gcMe522CGWMayy459Zd6eaZ/uz/AGP8cwMrtNF1+CA8
8XxsPKWqXotobs28BkFvcp6kLkEfbTao75Zo8EcuWMJcpFy55pYomcTUg8/1Dz5ZWKrbX/l6wh1W
xubK3v4nVGiVntpmUxsAVj9J41+Kr8UPjsNnj7FhM3E3CQJG3cQPjsfLdpl2tmjsZEHkdz/ELP2j
fm63892FuukWF35fsHg122sJri2hhESB5riWEuQwkV1j9NOCHff7WE9jQInwn6DL40AR3d53+xf5
WzcUSZS4qHU7cRNqereebLRNT1G01Hy/pt3Hb3E9rp4jhW2PCKCMuHLC4B5QukewWtANwfhOLsbH
lhExJFgE9ee3l3ef2bs+188JEGUufeRy9Xeep+fvV9B/MjyvdapYw2nl22tr+W7ggjZGVeH1gOGk
RhCpYj2G4cEkb0hl7C8MGV7AE8u74/imQ7YyZPSTI3Q+o/jo9azSNzsVXRf3qf6w/Xk4fUPeiXJI
MyHSsY8xaR5VvtTpqdtLLd/VvVUxmUBlgYlaBGALryahp0NMtx9oTw+mJ8+XzcnHoJZYcYquIR59
TyY62hflrazc5Le5b1447qFS8oCLKeFF+IH4zua/Rlku3clDfp3By8fYGaV1W0jHn1HNHGz/AC7n
tY7W7dylh6ltAk0kgdI5VA9McDUrT7Fd9j75CPbEgTIGr57dR1Yy7D1G1R4gR0/Hz7tu9ObjyN5S
1K6fU5bT1ZroiZpRJIobknEEAMBuDluPtHLGIEZen4OsniqRBG4X6b5E8sabPbz2dqY5LVzJATLI
wVinA7MxHTDl1+WYIkefkGIgAn+YbN2KvGvIGmpH+avn3zLqro0WmzNBDcynmUEpJ+AmtCkSKlB2
PEZblmBAOTDHLIYwgLlJ2kaNcebvMFwyF49JWd7i5lNd2kNSFBJAZ6bDsOtTUnWmRzS8g91KWPsj
TVtLPP7/APiY/b93YLW1t7S2jtreMRQRKFjjUUAAzLAAFB4DLllkkZyNyPNVyTWk/mvTL3UdGkt7
I0uQ6PHvx3U12PY5maDPHHlEpcnX9p6eebCYw+qwWI6dpHn/AE95HjtY53mMbO9z9WuD+75UUGYv
x+1vxzb59bp5UAeXkQ89g0evxknhsmufDLlfefNS0vQvPln+lytokY1KdJpIibV42KsWB4OWUcSx
plWLU6Yn1nb4uRHBr8cScY4ZSO9GP62eaCdX/RcQ1f8A3tWqsPg2UGiAen8Oy06ZrNbPHLITj+l3
ug8bwh4395vfL9GyfaZ/uz/Y/wAc12V3Wi6/BFTzLBBJM4ZliUuyxq0jkKKkKiAsx8ABU5XEWac0
mnj2uf8AOQqRXqx6Npfq2sbfvpLtjG7gdQipXh82r8s6bB7O3G5y38nVZO0wD6QzLy/57tvN/l+/
udFtZY9UtoX9KKeMFFuOFYwsp/dN8dOpB7kDNTq9BPTTAkRwnu/VzczDqBljYSKTzX+bkuhahw0W
1tNWtZbe3gWRwfVM0LFnXm8cXL1HhoqswqxXemU+Hjvnsz4pUqX3mj81Y7S2kTy3ZRapJdRhLJrm
ItLE1qfWZS0ibxylR8JO23uUQh3mlMpdzVr5p/OZrrUFbyzaSLHKogjFzEeArGpiLBwfss0gdlBI
PQDbE48W268U+5NPJ/mTz/f659Q1zS7W1tIrNJbm4gZnZbqih4SVaSMEsxIXlUAb9QTDJCAFgsoy
kTuzuL+9T/WH68qh9Q97OXJIMyHSsR1/UjH5gayfy+dQSa2AS9EJda0kb03bi1RVF22zLxaHHkhx
ykAb5eWzbj1ubHUYSkBz2PVJIfMd48YlvfJzTslqjI0cLLVVmK8VDox68SF69TuKZkz7KwXtOPOt
67rTHtLUAbSl38zz5L7zX7lo72aHyl6X1f02jNxbs5aRplRzxRQDxQA/C3bqRkY9l4LFyib7q7k/
ylqANpz+Z/HVMT571SBWhj8sXrLbhlHFGRSsZC/CODfcK9uu5Eo9nY9v3kQ4sspJJNkrL38wtZjS
b0fLF8WQEIzI5HI8gtQqb0K0ajfInrhh2djJF5IoMz3Mm0HV59UtppprKaxaKZ4RFOCrMFAPMAgb
GvavzzB1GEYyACJbXszBtGXt0lpZz3TgssCNIVFATxFaCvc5QBaQLeIaPba1rt7e6TalY49T1CXV
b9lB4o0qoGV2qeSxFSE8cxdRk8SQjHkHveztNj7NwHU5x+8IqI6+73nr3D4vaNG0ey0jT4rGzXjF
GN2P2mY9WY9ycvhARFB4zW6zJqcpyTO5+zyCNybitO6IvJ2CrtuTQb7DEC1SHWxqokvoLRJJ2vLd
TaItwsJjlRZORSjRvx5CPlQ9/DKZxnvQNfc7fRTwfuzMxiYyN+ni4o+nyI/nfLvY7rejeefrd5Fp
k11JB6EKQSfWeNWQQgkFpQQx4SFjQVruTXKZQyXtbu9Drez+CByiAlxSJHBex4+6PLeNb/AU2Y/z
ER5ZdPl9WFxJR2lhmWonmK0Ds1PgYdO/EHYGhMM0WEMvZU4jj8uQkP4YXyH84H/ZHmQy7y6dYOkx
DWN78NIJGIQEqHPA0j+H7NOmX4uLh9XN57tIYPGPgf3e3f3C+e/NkOmf7s/2P8cjlXRdfgip54YI
XmmcRwxqXkkY0CqoqSTlcYkmhzc0mnzlqHmC1k0++CXUbSXNreIieqp4u+qR3EfU7kxpUe2dvj05
Eo7cpR6f0CPvdHPKKO/SX+6t6h5K1bT9Q0bzfxvPVQ6hqE3K2dDKLaQfu3jLniKqp4ltq9c57tHD
KEsdivREfHq7HTTEhLf+IvJ1n/KubS7XT7m51yK8nu0eGQNbySmSX0YarId+IMCkcqdCBkCJg9F9
PmyXWG/KuLy1pur3uq6vLb3zX8VhLzJuYpLmRGk5LswpwAXlVTz5dwwrj4nERQ6Mzw0ivIflHyZ5
rlv7/StU1poLW5EqTz3FGeSZIyCyMlSY/R4/vORPU12yOXJKFWAsYiT0byR5MXynZXFjBqFxf2kr
iZPrfFpUcij/ALwAcgQFCgj4QMxsuXj3puhHhZNF/ep/rD9eRh9Q96ZckgzIdKxnzBp/nWTVkutE
vYYrZY0HoTMQpYM3qApwcEuGUq1duNO+Z+nyYBCsgN/iuv2MCDeyU2ln+bSySo95Z+mkjFXeh5iQ
lgUpHUBOVKN4bZkTnoqG0vx8erECTL9Eg1GDSLSHUpRPfxxKtzMDUM4G5rRf1Zrc8omZMBUb2bBd
bo3KksM8+ec308DSNKJk1e4opKbtEGpSg/navwj6fDMbPlrYc3qOwOxRm/fZtsMe/wDir9A6/LvS
zT/M/mryx6dv5mtZLiwYKEvVo7JUdGcbN8m3+eVxySh9XJztR2Xo9fctJIRyfzeQPw6fDZf5u84t
q/oaD5bf6xLfAetOlRRWFeArQjbd/AfThy5eL0xY9j9jDTcWo1Q4Rj5A9/f/AMT3n4Mp8qeWLXy/
pq20dHuZKNdT93f2/wAkdsvxY+Eebz/a3ak9Zl4jtEfSO4fr706y11bsVQuqadDqVjJZzO6RyFCz
RkBvgcOKEg/y5ZiymEuIIIY035Z6QwsQ95dt9RXgpLrWRRM8wVzx/wCLWXbtmcO1J+raPq/UB+hh
4YY5Pa6D5d11oLq41WWGwNvcSXVVkiL/AB8Y2UKNishJHsczozyZsdgQuViuv42Y7A9Uk4fl/Fdt
bLc6iEMCtyjSIiQyI7UdQo3jV13+z/sd8yr1JF1Dn5+X3/jdj6XpnkNtOby8h0+W5mtfWnCPdsGl
NJCD06Dvmi7QEvF9QANDl7m2HJmGmf7s/wBj/HNZldjouvwVdR06y1Kylsb6IT2k44yxNUBgDWhp
TwwY8koSEomiHMlESFHkx7/lVv5f/wDVkg+9/wDmrMz+VdT/ADy0flMX80KsX5f+WrG2vRo1omm3
l3bS2wuouZZRKpHKnLeh3yvJr8uShOXEAWUcEI/SKSJ/IHnd5HYea/TT0RFBDHbECNltzFzVvU5f
aPL6a/aAOR8aH81PhnvULP8ALDzRaWZjt/NBivZwz3t8lsA8kzXJmMgUuVBMZ9Pp9kAfZ2xOoiei
PDPepz/ld52bgYvPF0GhkEkDPAPhPCaP9l1P2JVrvvT5UPjx/mr4Z73pcYdY1V25uAAz0pU03NO2
YpblSL+9T/WH68lD6h70S5Jd+hNT/wB8/wDDJ/XMzwZdzqPDk79Can/vn/hk/rj4Mu5fDk79Can/
AL5/4ZP64+DLuXw5O/Qmp/75/wCGT+uPgy7l8OSW+YNN82w6c/6H0761fP8ADHWWFVSv7bc3WtOw
yGTFkr0jf4Od2fp8Uso8eXBjHPmSfLYFj/kn8r9Z0+R9X1iH1dZnLGjSRv6XI7nkGILt4/RlOHRy
G5G7uO3O1/GAw4NsMfhf7B3Mwk0C/ljaOW2DxsKMjFCCPAgnMg4ZHo83GM4mxsUs0r8u7bSrye8s
NPEM04AajqQo6kIC3wg96ZCOkMTYDn6vtHU6iEYZJcUY/jfvTX9Can/vn/hk/rlngy7nXeHJ36E1
P/fP/DJ/XHwZdy+HJ36E1P8A3z/wyf1x8GXcvhyd+hNT/wB8/wDDJ/XHwZdy+HJ36E1P/fP/AAyf
1x8GXcvhycdD1I9YAa9fiT+uPhSXw5LP8O3tKfVVpSlKx9KcfHw2w+HNfDK8aHqQ6QU7/aTv9ODw
pL4ckXY6XfRc/UipWlPiU9K+ByvJgmejlab03aL+pXX8n4j+uV/lp9zleLHvd9Suv5PxH9cfy0+5
fFj3u+pXX8n4j+uP5afcvix73fUrr+T8R/XH8tPuXxY97vqV1/J+I/rj+Wn3L4se931K6/k/Ef1x
/LT7l8WPe76ldfyfiP64/lp9y+LHvbjs7kSKSmwIJ3Hj88lDTzBGyDkjSZ5s3FdirsVdiry38zvO
vmPy/r8UNletFaSW6TekqwfDVmQkmWN614/zL23NaZVORBcDVZ5Qlsdvh+PuSHVfzC86QeSJtaj1
YwP+loNPSQwwSvHH6TySmnoRhg3NKfuwfh96nP7NxjJMiQsUiOaZgTfWvxt+hATfmb59hjujZ6y2
p6XHqFlb22uPYR2pkEyuZYfSeMDtueNduu+bIaTEauNSo7XbLxZd9ixvSfaz+Z+u6Rqvn5J7wNBp
McEWiQGOIcJ7gcVIPHk/EnmQxOwynHo4yjjofVzZyzEGXlySqz/Njzfc6BbaCbyFPNdxq40ubVWS
MxxwymqTBUCxkkkqPh6Dx3yyWixiRlXo4bpiM0uGv4rp6n5PsPNtgb2117WYNaijdBZ3KRCG4UFA
WWdF+EdRx3JpuTvQa3PLHKjGPD+Ojk4xIcza7zVe69F6cGmQy8WHKS4iQOSa04dGK7dTQHcUPXNN
2lqsuGH7qBnM+RIHvr7HO0mGGSXrlwgJN5Q8x+a7rzLqen32m3K6XDcTCwvHjZYGtUcrHIk0vxSM
2x+0wZTVeIWjZkJkkghy9dosOPFjyY8gkZRHFGwSJEX06dN+XnexmfzG8sRNIt7M9nwdUBkAkqW5
kf3Bm4bRFjz40G52y6nVJxba1Y3ItmjLiO6gkuYpHUxgRxMisW58SK+qCNqEb+GBUut/P/lG4tTd
x6gPqoEhad45UjHpR+s4LOigERfHTqV3G2KoeL8y/J7zCCS7e3uGZljgmhlWRuLOoIXiSOfpOVVq
MQCaY0qYJ5t0SS7gtkkkb6y0kcU/oyiHnE6RlfUKhd3lVVP2S21a0GKqVt518v3VtPNazPM1vCZ2
hEbq7KHMX7vkFV/3ilKq1A3U40rrnznotjPHbaqz6bdSjmkE4DnhQ0ZmgM0a8irBeTAkg0xVUvfO
Pluxnngu71YXtkMtwWSTgigSHd+PCpED0WtTxNMVX6b5n0zUdRksLUS+rGhkZpIzEKBYmoVfjIDx
nU7riqbYq7FXYq7FXYq7FUF+m9G+tfVPr9t9bqy/V/WT1KqCWHCvKoCmvyxVWa/sVpyuYlqeIq6i
p226+4xVgPnTyvf63rcWpWV1pgs1t+KPczTczJuFpwJjVWJoWWh/1stjDER6uK/KnHyYeKVseH5d
eY30VLAyaF9V9aO+RkubsKZoAQgUBQgT4zyKiprvmTgyYcRJjx77dGEdOQKFJ75n0rzT5kFrp2p3
Ogm0t54LtljnuEmEsKVkoNxxBk2r2IrjhzYsdkcV8ujbKMpc6YtF+Ut+Q5kl0W4RruK4u1kvLuQP
LAJF9OQkbqrEjjQHc16DMr+UI/0uVcg1fl/d9q6//Kh7tZ3t/wDD8DXUMD3EME9zHDCxYiGaELWn
IAhWOzVbbBHtCI6y2932pOn8gy38svLi+VI9RGqXWnPeXPCWa9iupJpnEa1PqmcJRUV1II/m37Zi
6zUDJVXQ9zZix8PNP/MenwapJE1nfQC6AeP0JJBwcRsOdOPIq0Zbei96HsRj4spgWOowDIK5JF5U
8lWGleb9T1q51G3kv9QmmuoraKWpEM8hYKVPGqhiDypuQtONDyiZWKcfS9nxxZJ5LuUyfgCbr9rJ
Luy8n6gLe0mkt5G0+T6xbok/GSJyrDlVHDiqua12OQdgv+p+WHFrAs6ARrMlrHHdOpKGRfWQBZBy
RX4qV3VdloOmKpe/k/8AL+KxSKSCFbOBHtlD3EnARyr6ZiJMm60NAp6dsKqsHlTyRHdGSKOM3NFV
ybmR3ajesnOshLEGXkOVfteBxVGHTvK9nIZ5GijlmnDNLLMSzTM0cgHJ3JJrboQPbAqW22i+QtFh
mjkuYI1vkljJubobwPK8zRxcnAVFaQ/Yoe5JO+FWptI/Ly5miu7m4gu3t+UYkuL6ScHjUlJPUldZ
OHIkK9eJNRTFV36K/Ly8tZY2mtbuC6DJMz3ZmMnpCTkC7SMTwFy9d9uXyxVH2Fr5U06//wBGmhTU
J14/HcmSZ14on+7HZm2gUf7HAqYjVtKMAuBewGAryEwlThxpWvKtKU3xVWiubeUAxSpIDQgqwatR
UdPbfFVTFXYq7FXYqkNz5B8k3N5c3txoVjNeXhY3Vw8EbSSFlZDzYip+FyMVQsf5W/lvGCE8saYK
71+qw1rUGoPGtagYq2v5X/l0siyL5b04MimOMC2j4qhqSqrTioJYmgHUk9cVXT/lp+Xs8cMU/lzT
pY4Keij20bKtFVBQEU+yij6MVdH+WX5dxxRRJ5a00RwSNPCv1WIhJHChnWq7EiNfuHhiqr/yr3yK
blbo6BYG5R/USY28RcOTUkMVqK9/uxVQf8r/AMuW9L/nW9OX0VeOLhbxpRJOfNPhA+FvVaq9N8Vd
J+WH5dPCsLeWtNCIax8baJWRiAOSMqhlNEUVB7DwxVw/K/8ALoQLbjy5p/oKXZIfq6cFMgCyFVpR
S6qAxHUChxVTX8p/yzWFYR5Y00xqWZQ1tG1C/wBrcgnfFV8n5W/ltIQZPK+lsVoFrZwmgUUAHw9P
bpiqrb/lx5BtkRIPL9giRSCaJBbx8UkHA8kBFFqYkJp1Iqd8VUn/ACt/Ld4o4m8saW0cQYRobSGi
hutPh7+OKuH5XflyGVz5a05nSNIQ7W0bN6ccfpKpZgSR6Y479R1xVev5afl6EKf4c04xsxd0NtEV
ZialmUihaoG53xVU/wCVd+QyllH/AIf0/wBPTuRsE+rRcYSzc2MY4/CS3xV8d8Vc/wCXfkOQuZPL
2nSeo0jvztomq0tPUrVf2uIr8h4Yqsn/AC1/LyccZvLOlyL6jTUazgp6j05v9nq3EcvGmKrbb8sf
y6tmRoPLOmRskiSoy2kIIkjNUYHjWq4q0v5X/lwp5J5Z0xWIoWW1hDHcNuQtTuoO+KozSfI/k/R7
mO50nRrPT54uZR7aFIaGUAOaIACSBT5bYqneKuxV/9k=
uuid:c0173eae-cbe9-4255-baed-72daddfd828b
xmp.did:c9dd471e-c3ec-6e42-b8c9-c6bec08a3c56
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:df67595c-301c-425f-b6bd-d3fc4e27bdfb
xmp.did:4e889f47-119c-b54d-93c7-f2b835abf15b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:522db35c-8902-c74a-ab44-14d64b0533cf
2017-03-15T17:04:27+05:30
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:c9dd471e-c3ec-6e42-b8c9-c6bec08a3c56
2017-07-19T01:31:03+05:30
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
E:\Impetus\2017\Infographic-PetIndustries\FN\automatic\Map\Kansas.jpg
adobe:docid:photoshop:cd2319e4-5024-11e7-ba4e-d1f1fe04c6c9
xmp.iid:2f4757f7-323c-2d46-9318-f6c550e3c855
E:\Impetus\2017\Infographic-PetIndustries\FN\automatic\Map\Kansas.jpg
adobe:docid:photoshop:cd2319e4-5024-11e7-ba4e-d1f1fe04c6c9
xmp.iid:2f4757f7-323c-2d46-9318-f6c550e3c855
Print
False
True
1
215.900000
279.400000
Millimeters
AcuminProCond-Semibold
Acumin Pro Condensed
Semibold
Open Type
Version 1.011
False
Acumin Pro Cond Semibold.otf
AcuminProCond-Black
Acumin Pro Condensed
Black
Open Type
Version 1.011
False
Acumin Pro Cond Black.otf
Roboto-Medium
Roboto
Medium
TrueType
Version 2.000980; 2014
False
Roboto-Medium.ttf
Roboto-Bold
Roboto
Bold
TrueType
Version 2.000980; 2014
False
Roboto-Bold.ttf
Roboto-Black
Roboto
Black
TrueType
Version 2.000980; 2014
False
Roboto-Black.ttf
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
C=93 M=72 Y=2 K=0
PROCESS
100.000000
CMYK
93.458223
71.736217
1.747769
0.001469
C=0 M=90 Y=90 K=0
PROCESS
100.000000
CMYK
0.000000
89.999998
89.999998
0.000000
C=0 M=0 Y=0 K=77
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
76.999998
C=4 M=2 Y=2 K=0
PROCESS
100.000000
CMYK
4.296875
2.343750
2.343750
0.000000
C=30 M=24 Y=25 K=0
PROCESS
100.000000
CMYK
30.468750
23.828125
24.609375
0.000000
C=15 M=38 Y=49 K=0
PROCESS
100.000000
CMYK
14.843750
37.890625
49.218750
0.000000
C=0 M=0 Y=0 K=18
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
18.000001
C=8 M=5 Y=5 K=0
PROCESS
100.000000
CMYK
8.203125
5.468750
5.468750
0.000000
C=33 M=26 Y=27 K=0
PROCESS
100.000000
CMYK
33.203125
25.781250
27.343750
0.000000
C=46 M=38 Y=39 K=3
PROCESS
100.000000
CMYK
46.484375
37.500000
39.062500
2.734375
C=66 M=56 Y=61 K=39
PROCESS
100.000000
CMYK
65.625000
55.859375
60.546875
38.671875
C=67 M=63 Y=62 K=56
PROCESS
100.000000
CMYK
67.187500
63.281250
61.718750
55.859375
C=0 M=0 Y=0 K=82
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
81.999999
C=14 M=10 Y=10 K=0
PROCESS
100.000000
CMYK
13.671875
9.765625
10.156250
0.000000
C=14 M=11 Y=11 K=0
PROCESS
100.000000
CMYK
14.453125
10.546875
10.546875
0.000000
C=19 M=14 Y=14 K=0
PROCESS
100.000000
CMYK
18.750000
13.671875
14.062500
0.000000
C=2 M=82 Y=99 K=0
PROCESS
100.000000
CMYK
1.953125
82.421875
98.828125
0.000000
C=8 M=84 Y=100 K=1
PROCESS
100.000000
CMYK
8.203125
83.593750
100.000000
0.781250
C=4 M=3 Y=2 K=0
PROCESS
100.000000
CMYK
3.906250
2.734375
2.343750
0.000000
C=72 M=66 Y=64 K=75
PROCESS
100.000000
CMYK
71.875000
66.015625
64.453125
75.000000
C=70 M=64 Y=64 K=68
PROCESS
100.000000
CMYK
70.312500
64.062500
64.453125
67.968750
C=1 M=26 Y=86 K=0
PROCESS
100.000000
CMYK
0.781250
25.781250
85.546875
0.000000
C=2 M=8 Y=79 K=0
PROCESS
100.000000
CMYK
1.562500
8.203125
79.296875
0.000000
C=45 M=32 Y=27 K=0
PROCESS
100.000000
CMYK
44.531250
31.640625
27.343750
0.000000
C=57 M=42 Y=37 K=5
PROCESS
100.000000
CMYK
56.640625
42.187500
37.109375
5.468750
C=10 M=7 Y=8 K=0
PROCESS
100.000000
CMYK
10.336461
7.461661
8.438239
0.000000
C=28 M=24 Y=23 K=6
PROCESS
100.000000
CMYK
27.944747
23.626459
23.221789
5.674708
C=25 M=20 Y=21 K=0
PROCESS
100.000000
CMYK
25.128555
20.297550
20.788890
0.000000
C=98 M=0 Y=26 K=0
PROCESS
100.000000
CMYK
98.159760
0.000000
26.419470
0.000000
C=87 M=0 Y=21 K=0
PROCESS
100.000000
CMYK
86.514074
0.000000
21.103227
0.000000
C=0 M=90 Y=80 K=0
PROCESS
100.000000
CMYK
0.000000
90.139616
80.163270
0.000000
C=68 M=60 Y=59 K=46
PROCESS
100.000000
CMYK
67.547107
60.494387
59.429312
46.176851
C=1 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
1.412985
0.170901
0.311284
0.000000
C=55 M=0 Y=14 K=0
PROCESS
100.000000
CMYK
55.129319
0.000000
14.114594
0.000000
C=0 M=82 Y=63 K=0
PROCESS
100.000000
CMYK
0.000000
81.927210
63.060957
0.000000
C=85 M=0 Y=42 K=0
PROCESS
100.000000
CMYK
85.052258
0.000000
42.053863
0.000000
C=99 M=2 Y=51 K=0
PROCESS
100.000000
CMYK
98.873883
1.730373
50.603491
0.006104
C=100 M=19 Y=61 K=4
PROCESS
100.000000
CMYK
100.000000
19.128709
61.486226
3.793393
C=0 M=78 Y=40 K=0
PROCESS
100.000000
CMYK
0.000000
77.999997
40.000001
0.000000
C=72 M=66 Y=65 K=78
PROCESS
100.000000
CMYK
72.265625
66.406250
64.843750
77.734375
C=0 M=78 Y=40 K=67
PROCESS
100.000000
CMYK
0.000000
77.999997
40.000001
67.000002
C=0 M=0 Y=0 K=35
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
34.999999
C=8 M=0 Y=2 K=4
PROCESS
100.000000
CMYK
8.000000
0.000000
2.343750
4.000000
C=79 M=0 Y=91 K=0
PROCESS
100.000000
CMYK
79.000002
0.000000
91.000003
0.000000
C=0 M=62 Y=100 K=19
PROCESS
100.000000
CMYK
0.000000
62.000000
100.000000
19.000000
C=100 M=0 Y=2 K=0
PROCESS
100.000000
CMYK
100.000000
0.000000
2.000000
0.000000
C=68 M=80 Y=0 K=0
PROCESS
100.000000
CMYK
68.000001
80.000001
0.000000
0.000000
C=100 M=0 Y=40 K=0
PROCESS
100.000000
CMYK
100.000000
0.000000
40.000001
0.000000
C=32 M=100 Y=0 K=0
PROCESS
100.000000
CMYK
31.999999
100.000000
0.000000
0.000000
C=100 M=0 Y=2 K=13
PROCESS
100.000000
CMYK
100.000000
0.000000
1.747769
13.000000
C=5 M=4 Y=4 K=0
PROCESS
100.000000
CMYK
5.468750
3.906250
3.906250
0.000000
C=0 M=0 Y=0 K=81
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
81.000000
C=86 M=23 Y=84 K=8
PROCESS
100.000000
CMYK
85.788560
22.713083
83.828092
8.359298
C=0 M=0 Y=0 K=90
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
89.999998
C=0 M=32 Y=85 K=0
PROCESS
100.000000
CMYK
0.000000
32.428473
85.336077
0.000000
C=89 M=64 Y=55 K=50
PROCESS
100.000000
CMYK
89.453125
64.453125
54.687500
50.390625
C=0 M=14 Y=11 K=0
PROCESS
100.000000
CMYK
0.000000
14.062500
11.328125
0.000000
C=0 M=38 Y=40 K=0
PROCESS
100.000000
CMYK
0.000000
38.281250
39.843750
0.000000
C=0 M=32 Y=42 K=0
PROCESS
100.000000
CMYK
0.000000
32.031250
42.187500
0.000000
C=100 M=55 Y=39 K=18
PROCESS
100.000000
CMYK
100.000000
55.468750
39.062500
18.359375
C=93 M=47 Y=32 K=7
PROCESS
100.000000
CMYK
93.359375
46.875000
32.421875
7.421875
C=27 M=5 Y=34 K=0
PROCESS
100.000000
CMYK
26.562500
5.468750
33.593750
0.000000
C=21 M=0 Y=30 K=0
PROCESS
100.000000
CMYK
21.484375
0.000000
30.468750
0.000000
C=0 M=34 Y=43 K=0
PROCESS
100.000000
CMYK
0.000000
33.593750
42.968750
0.000000
C=84 M=60 Y=52 K=38
PROCESS
100.000000
CMYK
83.593750
60.156250
51.562500
37.500000
C=91 M=67 Y=52 K=49
PROCESS
100.000000
CMYK
91.015625
67.187500
52.343750
48.828125
C=13 M=22 Y=0 K=0
PROCESS
100.000000
CMYK
13.000000
22.000000
0.000000
0.000000
C=19 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
19.000000
0.000000
0.000000
0.000000
Adobe PDF library 15.00
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[8.50394 8.50394 620.504 800.504]/Type/Page>>
endobj
7 0 obj
<>stream
HдK$ЧDїuМ@Ѕтџ9з:Р 6лыyVwеФ`КТ33ТццщLyщLЋ№wюzЄузлп~њG:ўѕп[ЫуЌЃЅѕsT~s9GGэ,}ќ|ћхД}ђЇto~lZ=ы}OѕмЛ]{Юй1ІДіжГХц>ЧYXеЖЯоЦqЯ:mеc3їЛGчJћLiЃФя§ё/ўyќ
ЋЪБЌТNжйQёћjўхЃ'LjeіsІМ/ПЩуЗл=љ0lыxqымk<Ф!qfDЄ<ѕ-HТUЄ<6:Wв6кYђЕќrЫљLЛ^тл
'Чъяbщg'ят8їxМ-ѓйЧgяжм8Tтм2kШЌq>ФќRй~Л§ћVыYё@_ЫХС
wъrА.Н^PWѓЙ8ьЮVQ^хrdСЙeэzф~fЖ_ў\вЛќіЦЛьPНKD{<Є;ъвЛ{;гX6мћйX\J+lПжсV|(яя
cіxYпКTЉт'јн&nЯО>ф/7pіЧ7}&јx0;ЩЊѓвЅяЫэziљхіwWW5[дц|Kху\ЦЎмЉБјцMTbzџВь,r Р!ЗњЁРЋбњъЦЙzYVVzЊLѕv+лРМЃXГўЙс№IЌ6љшн]ЙjАB>k!8ФЯ]%q}
ЌЌ<Џцњcе)WiщЯЦsYя }WюрГ§e?_ЯlR(8|EhлWёЋЂ
ВСBCЮЭмЦјI1W3B>Б4Y] Ц{Dэa%_.7vmЪЗљЃf~mпхb
дV%4TЫ'Й]лѓюZ=Щ5;2s.5XЅўјsjyА е#КцяМ^Эj{Г\лЌщfq*Ш;Ц:О[пЌWhжzэ@J;ФБ#ѕѓР9\СџЛтЃ.І:ЃОФkјЌ$И&,ѕ:жкьІV"YE;rџэ
ЦвМЯІ,| С?@[[8Вч%wёWЊuИДdnУPЖ"NDmYp/.В№рЫЉgзЉL-Ж:Ьўдs{RщoZг]{ОІшwцЃYі;RбизHу-оЙнЋЕlWKэqЬ
щвqyЮФ!CЦ:ћыНюКкDС
e=яќыЮН-ж,чZtq%f1aЇЎЄ§сњ* зEЯОЯм_|ИS!Rr
ЩЏЏОWВж
п+Kж?ч{ъ7пЁ
ѕѓuЅдCХзpш9\OЅй4ѓЊXюнѕіыЊўмЬJљЧN9Б&nmЙ"PН^С`ЄQY=йt)Џ$1 yІ|ГTЈJхОЕhюx!8Йј#M№'kЧ%LЖЃGЄЕЌiFМвђриЭt9хЫQйЈ7/k4Џ<юЊњЋй)#ЏЃ-]A;oOВэ> ЛEQа}3л_5EЇТКЅDevмГL?ОнЂКЕ
1Ssряэ6Зkb[gЫAљоsg`oАNS4Њ:ЫЌVCќsi1ЂДъЈќy:дћѕKjpY)ВгЊЊўvыюїЂЫХrЦцижк&п-ЖYн8\5IвpПйQ,жьеw|Ё','Wїрмљ2Њ}Р4`ѕ,ЂtєЇYTЏ ЖЉcЇц
TШыкР&J.нЭ>ЇйЉ48ЅмC0!Јi*ФЛBаМiа}оХеsыщЪbђ7Йћzр\O|цкЊAaДЫџgОyuА{ ЋzнЅЕ"[LЭ.keК]\Ж|DЁ vыfЭ^хХ|:ясbБЎyyh6ыOxfЇHE"3qмЇ$тy}ЙЁЎЊ5-7ЊВxyИИэ1}3yВоС#|-Ё