%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
R-ESC
2020-11-05T12:46:05+05:30
2020-11-05T12:46:05+05:30
2020-11-05T12:46:05+06:30
Adobe Illustrator 25.0 (Windows)
168
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAACoAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYqpXF1DAtXO56KOpxaM+ojjFySyXUrmU/B+7T26/fkqdRl1+SfL0hDtyY1dix9zX
DTimzzNtBQNxthQArxXVxH9mQkfytuPxwU5GPU5Icij7bUElISQcHPTwORIdnp9aJ7S2KLwOc7FX
Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FVG7uVt4i53Y7KvicQ4+p1AxRvr0SVmeVzJIascmA8/KRmeK
XN2FXYq7FXYq7FUxsLwkiGQ7/sMf1ZEh2ui1V+iXwR+Rdm7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq
kt9MZrpv5E+Ffo65IB57WZfEyHuCjkmh2KuxV2KuxV2KtgkGo2I6YqCnVrN60Kv+10b5jIF6HT5e
OAKrgb3Yq7FXYq7FXYq7FXYq7FXYq7FVsz8Inf8AlUn7hiwyy4Yk9wSBOlfHJvMRbwsnYq7FXYq7
FXYq7FUw0pz+8TtsR+rIydp2bLmEwyLtHYq7FXYq7FXYq7FXYq7FXYq7FVK7FbWUf5B/ViGjUi8c
vcUjT7Iyx5yPJvFk7FXYq7FXYq7FXYqjdL/vn/1f45GTsOzvrPuTPIu4dirsVdirsVdirsVdirsV
dirsVaZQylT0IofpxRIWKSDiUZkPVSQfoyYeYMTEkHo7CrsVdirsVdirsVdiqZaUlFd/EgD6MjJ2
vZ0NjJHZF2bsVdirsVdirsVdirsVdirsVdirsVSzU7cq4nUfC2z+x7HJAun7QwUeMcjzQWSde7FX
Yq7FXYq7FVyIzsFUVY7AYsoxMjQTuCIRRKg7Dc++Vl6LFjEIiK/FsfLEnm7zjdWVtLZT66tvaGNN
W1NdSmeA82PUleELuXCqWPEACqsanOi1OGQyjHCMBGV+rhj6dv4Rdk/Aj3jYaDs/Lh/Lzz5Z5DPH
wiOMSnUySN5y4ajGugkJGquJoyMvJ/m+wuPMt9Z+YvON7aWMd5CunGW71RhcQuxDKZ4pbVIlAVf3
kka/aqQKUHLdpSjHVyjI8A9OwsD6RfI0Pxu+idi6bJPsrFkxYxlkRluRECdskuE+uHFLbp5VQUtH
852ES+aZ9a806mIY7uAeXFg1C8uJGgkkn5ARJcwswESIWMjgrtU1PFtZDMPVxSPPbc+fm9Fn7Pmf
BGPDCzE+JcIDcCPUwPW+Q337rCEfnDUpPK0VwuvTrrqLZrcRR63eO/xzLSVYZJOLSSRP+9ijMoXq
TAUMUg8U8F36tv4j+Pfz+HIzOggM5HhjwvVX7qPdysDkD9Mjw3yHiA8UfUObt81dirsVdirsVdir
sVaZVdSrCqnYjFEoiQo8kpurJ4DUfFF2bw9jkwXRajSHHuN4pF5hudPWxa1u9VXSXuBWO49ZIZAI
2UuULEeIB+eJaMY3ureYa5ptzo2m299a+eL/AF+ayne4lsm1W2sxPGVL+k8gKfDyRVA5CnI75Hdz
oSjI1wV9v6GLaj5j80vOxtrzVLd7xBILKHX9Mf6uFWWNhD60plbkp9X953puCOONluGOH837D/xK
IbXtaS+vLY6tql9CY7mK0nOvaXC6mGMrBdRxxSxuxuDvxlDIrGvClMbKPDh/N+w/8Syf8s7/AMya
j5+unu7y8exNqGS1n1Szu4RKUjDJHBbF25IwYMS3GtfEYgtWfHHgAjHe+79j3Oys/RHN95D+GJLl
aTS+HufqRWBzUF+m9G/5b7b/AJHJ/XFv/LZf5svkVQ6ppgmmgN5AJreP1riIyJyjjpXm61qq07nb
DRaFGHzBoE/H0dStZeTpEvCeNqvLUxoKN9p+J4jvjwlUfgV2KuxV2KuxV2KuxV2KuxV2KuIrsemK
sf8AMfkHyl5jMLa1pNpqDWwcW4u4I5xH6nHnwEgPHlwWtPDDbiT0g5wJj7kjH5O+QIkkji8saUIp
WVpI1tIVUtHUISvECq8jTDYcWWmzj+K/i1F+UHkONkMflbS04KyLS1gpwdSrKRx3BDtUHxPicbDD
wNQe/wCbS/lB+WsEc8knlzTAixlbhI7OORmQMJuLIEJb4lDAUJwSkALb46XLzlIhT0aHyhomtpLp
Pli0tJ5YJ5fWtljF+XCI80HpJHT124qXQSV4gFt+IzC/N+qq6fH3V3+VuVACO39rPbS6gu7WG6t2
5wXCLLC9COSOAymhodwe+ZUZCQBHIt4NquSV8Y5a+1PWvOelSy+ZNZuV8u6vefWNNNml3a3TQwXB
lsY+UUaxwSNyHFdmLRv8XP7KoWOUgU+M5PqPvSi3uLrRvMj6ja+V9elubIWt0kwANvLxsaOrK1nw
V3Z0idq8+jVWhxOYkUwegQ/m1r81tdzp5PvP9HgaaOMtMjMRdLAqOHt09MsjepTdhQ1Wg5ZUqppn
5p+ZNR1mxsIvJl7Hb3R/fXs5miWJWZirFXt1qDCqvuV+JuHZiFUPD+bnms/VGn8jXsUV4QolEkzr
BVgrPc0tQUReXLkgeqgkdqqoWf8AOzzPHDZMv5f6q0t0IvUjZZ1ERdWZwzfViCUX0zt15U2ZWGK0
itR/N7zPb6VJqNl5Ivb+OOa8QxJJIsno2s9vDFLwNuWrP9Z5qlKhVLbipCrKvK3nOXX9T1Oz/RF7
YQWBpDe3UUkUdyDNNHWL1ESo4RI/+z9t1DJcVdiqV6x5n0DRiq6nex2zuOSRtVnK1pUIoZqfRhAt
sx4pT+kMc1vz15Q1rRL/AEyy1/8AR9zeQSQQ3vpzo0TSKQHBIj+z7MMlEEG6bTpMg6MctvIOt31j
PZaP+YszwvcPPbyo7XE6QyLLGYWYTgbRyihCrRhUAUFLfFHWLTKEo8xSaax+VnmDUtQu7s+br23W
4RUjjhadREfTSN2QCcKOXBjSnfAMoA5MVKD8rvNojnS784XV16sF5Chb6ynpyXIYxXC8LgfHC7kA
H4Su1Ad8fFj3KpXX5R+apZ5Hh87X8EKreR20AadgEuSTEHLTksYuZFe9FxGYdyp9Fod1YWerxXt3
FA11PZNZ380igF7W1t1M1GLVZZLdn4N9qm5ANcw9SQY8xH+38bOVqssZ4scRzjE3/p5H7ixC40jV
ZNViRdUebUED6nYQtEGAumb1njSUkWoSoq7qePJSOPY6bwpSkKlZ5x9/Ogfp9/3OrMSD7nqWhWxt
dJt7UyJK1uDE7xtyQsjFW4j9jcfYGyfZGwzc4RUQO78fgdOTkRFBH5al8Y5a+1PTfzK842Oma7c2
82ta7pywSWcj+hqMNjY847NCkMLSITydbhpDHXg7p+8+HjlT4zl+o+9jQ/OKDTTpsE+r67GjPai8
Nxq2lOYY5mgdZQW9SS4V4IfUqpZaSsOYYfCta2H80dWhggkuta19YL1ys7tqWj8bcTo3pSrIIwxD
UrCrBAf2uVRRVd/i+wvoLa8TzT5qubaKGVLkQazaoG9F/rb+q1so4vwuhFyHBeKgch8GKqem/mkl
vcaadNuPNWp3VnAfrNlDrdlqBnR5m4+vGxmZj+8+F4TXiVHLb4VUFe/m9bW0ARNf8zNbQytFpl5b
axprx3FoJAnrSy3VusnqMT9h1Zl4/aC1xVMrz81r+5up4zq2vWyvcvbw2H6V0mC8lu2nKPCkf1cc
UgY0DLKFIpu1DiqlafmOzm3RPNfmQLJG3FDqekSyG8FyUa3alu4ZlWaNx6Zb4aAqDQYqsufzjWJN
Naw1HzJcTGykkure21Swunk9BigadGjm4h1UyO8DVHIgGqDFXpH5WN5i8zavZ67PeeZF8vRLNd2g
vb2zNnLMxEXoFLaOO5kEJaQESsU5JUcsVUPzvv5W812GnsiCKOx9eOUA82MkrIysa0ovpgjbucyI
Q9HF507Hs+W5Dz/A7RwJUgg0I3BHUHFU0tvNXma1XjBqt3GnZBNJx+6tMaDWcMDzAT7yR5p1qXzn
pTX+oXFzG8pi4TSu61lUxiik06sMjIbNGowxGM0HvEs0UKc5XWNKgcnIUVJoNzlTpVE6jp6lQbqE
FiQoMi7kCppv4YqpSyaJ6kbStbepDyniLGOqVJVpFr03JBbImAPRFIqC4gnjEkEiyxmhDowYbgMN
x4gg5JK/FXxx9SvP98Sf8A39MtfZvFj3h9Ia3+X2o67xnj82axpMMiREWVk1qsSlYlQ09SCSQhit
WBamVPjmT6j70Jd/lHdXCID5119JPT9OaYSWZeT42YMQbYqrqrlAUVfhoDXFgoL+T3oC5efzlrn1
eeERSxfWEjRCCrGWLgi+lKzJUsv8zUAqcWM8kYC5GgEDP5TlikmNt5u1xzJBHbV52/FBH6PKWMSw
yfvZfQ/eMwNeTbDkcmIOiz+0OKJqAMvsH4+CXXXkOe69Iv5t8xQTRiX1Li2vY4HkaV3dXYRwovwc
xRVCr8I264fDcaPtJvvD7f2PSPLiaWul2WnSyfXLm1hjhae6VTLKY1C82O/JjTxrkTEh22k7Vw5z
QNS7inf1W12/cp8JJX4RsT1PTIuyWRabp0IZYbWGMO/qOEjVQX2+I0H2tuuKr/qtr8X7lPjFH+Ef
EDXY7b9cVVQAooBQeAxV8+/n3PJZ+eLG6n+KE2QSPiNwpdzQ77/GGyei4p5Z47/hiR85AuywyjDF
GdfxSB+Qp53/AInt/wDfL0+YzafyfLvDL+Uo9xVYvMdg/wBsPH8xX9WVy0OQct2yOvxnnYRkepWE
lOM6EnsTQ/jlEsMxzBciOeB5EI7TL1IdSs5YJv8ASkuIjbRRDnJJJzHFUAr8XKlMgYHuY5ckaokb
vZPzgthe+RbuApdX1ZYG+rfVfUZqSA/CPqd1Q/5XpNTrmM6EPK/J35c/pjWY9I1Cyawglj9SeYaf
ASqelzhFbjQ7eCu9Gq4bt12xS9JuvyH0O7hto59QalvEsaotjphhBB5MUiktpFjDkAsq+Hhits/0
TQNF0Oy+paRZQWFqWMjQ28aRIXYAM3FAq1NOwxQj8VdirsVUry5S1tJ7qQEpBG0rAdaIpY9fliyh
HiIHe8f1787NAkvpreWG7WO1CMyqiFQJLdrgH7YJPBT265lQwmreX7W0mozZTGxwxkQBZ/hlw3y6
n7EHqP5p6Bp2oNZXdreRuqB2k9OMpyMEc/p7Sci9JkWgH2j9OSGIl1GPsrJOPFEx+3vIvl5H4Ief
84fLMFzbW0lteia6keJFCRNQpI0RJKykceSHcVw+EWcex8pBIMaHv7r7k68teedG8wTmGyWaKZYx
MEmVVJQpG5IKM4+H10rXv8sjKBDjanRZMIs1z6fH9RekaDqrXKG3mNZoxVWP7S/1GY8409N2N2ic
w8Of1x+0frTfIO9dirsVeRfnzo9ncyaNdXMZeP8AfRyGpG60aMfDv+02aXtXU5tORkwnhmQY3tys
Hq77sbFDKJQyC4gg18w8rOn6FTh9UXj40/jWuaD+VNffF4sr970H5HTVXAFCXy7oMu0fOA9aqx/4
35ZnYfajtHHzMZ+8D/e04uTsXSy5Ax9x/XaFfyajHlDeVU9AyV/EN/DNpj9uJgVPFv5S/RX6XCn7
ORJ9M/s/ai9I8s3dldw3IvljWGWOV+Kjl+7fmCKkdCO2Sye2omCI4vnL9FNf+h2quf2PqPWLXzHP
p0sWlahb2V81PSuZLZplWhBNU9Va1G3XbNq84k0emfmiioG1/SpSrgsW02ZeS0PIfDd+JFNtqd64
qyeyS7S0hS8lSa7VFFxNEhijeQD4mWMtIVBPQFjTxxVWxV2KuxV2KpP5taX/AA/dxRCsk8bRKOlS
wO2/jkojdwtdqRhjGRNDjjfuuz9gfN3njzRH5e1G1hl1DVG+qWlt9ft7O60+G3hkPwCJvXCkuQhG
zE8WrXpkyadLOA1GXJOIjwzyTMSRKyCSbQeiectG1JpYbzzlqulw25uTFqdxdaVIJ/TES8UEcTty
SMB/sq3xHc9kFpy6acNxjjK62Antz8/2JifMHkdorb0fzTvkLRN6Ls1seTqzNWT/AEZTyHq09Oqk
imN+bV4Obe8Eft/X9qrBrXk6NHuT+aFybCQCOJVe2UgxcA/x+jzL1dOlNj0PZvzYnFlO3gC/j+tO
vKWtaBqfmLSJNG/Me9vJ457VHsa25juFUmaSORBBG4aaKF+VGFN/lid+rdpjkwZAZYhEXz32vbv8
30LlT1zsVdiqU+Z9CtdZ030JrdLiSKRZYFk6BgaH2+yT1zX9p6U58JjH6+n49zlaTUHFOwaHVj3/
ACr5WQKbSw4/ylK/8y85kezWo/1Qfa7H+Vf6yV3/AOVlq4r+j0LfzW0pWn0NwH4ZCfYmshyIl+PN
vx9sDvPxY9d/lbCjHi91AP8AiyPmPoYBRmFPFqsf1Yy5sO1InuUrP8ubQXEb/W5ZjGwYxpGKmlTT
o/emVwyZZ2BA37inLr9tqD1nUdIvtU0j6vHq15ps8qxt9ZtxCsyEEMQOcTDelDUZ6LhkTCJlsSBb
yMwATSloHlzVdLnL3XmG+1WEK6pbXa23Ec2BB5xwpKxWlFq/QmtdqWsU9xV2KuxV2KuxVK/MkZfT
Sw/3W6sfxX+OThzdL29j4tPf82QP6P0vA/zRfVm8wWsNhcajbpLbpFLPZSaaIoWklYB5Euh69K05
FWC0oOuTk6Hs8R4CZCJ368W/y2Y9Y3etPpPrRT61zlZfUL3ekGQoGMZ4iixsVEKcHpQ+ovxFRTA5
M4w4qIh8p/jry8lK2uNfniNsLvXhKztFO017oqmF6xGp23+0aFA1VbxOLKUYA3WP/Sz35rJbnzMk
dzaGTzCL2NkkiE11ohUfbWUF14xBVfiXXlyBp03OBIjj2P7uvdP+1PPI1x5quPMWn3kVlrV2kHAX
Mf13SZYJ5FhZfVZVJZfU/wAh1HLfxOK+HAyEQYWZbbTB5jb+19O5W9Y7FXYql2u31xZwWrwEBpby
2geor8E0yo34HFydLiEyQekZH5C3nN7d/mjJqE4Xzfodglu4MtmDDIyo/qyhXLoGTiJIIhXqPj67
NeDj7nHXC8/NE2snPzNoyXTS8V/fQcI0f1G9P/eeplRJYXBOxApx35FvH3KpaefzgkvorVPN+i3f
75WCVgaaS1q7VKxwL+8KcN1HHpSlDyTLH3K9VtPrX1WH63w+temv1j068PUoOfGu/GvTKShVwK7F
XYq7FXYq7FXYqsnhSaF4n3RwVP04gtebEMkDCXIh4p5x/J/SdV8zDU7yZ4Jo1H7qOC0KuwqBL6kk
LzVIp9lx0y6gd3i5Z8ukvER8bly+dMa/6F58qiza3W+nR3Yl5kttOUujU/duoteLIGHICmxoewo8
Cf5ayXdD5y/4pSm/5xz8sTvzm1K6ZqBRS308AIg4ooH1b9mP4Pir/QcCR23kHKI+cv8AikafyB8l
nVrfUnaSSSG5N1LE8duUmqwb05f3QLLUeNffDwhr/ljLwmPlXXb7Xq3kTyP5e0aVr7TNKtdPBUon
1aFIuQJqfsAbVyMz0dr2Lhy5D42QkgfTf3/oZrlb0rsVdiqD1TTlv4oIy5j9G4huQQK1MEgk4/Tx
pi3YM3hkmucSPmKeW6t+Sep6hqk88p8sz2TgCCGXQIOcRFuI6q/qMePqqH4nt8NaYtKD/wCVF+Yl
t4bVrjy1eWkchIgutDDhR6aRrKC078pFWJFIbYqKVWgxVE2/5I6xpnmEajocnlyxjjhk+q3S6FAt
5BcmFVjkR43RKCXk2yj4fh3rUKsnl0P85XvZZo/NWkwWpklaC0OlSS0jJ/do8n1qIkqvVgBvirMt
OjvYtPtYr+Zbm+SJFurhE9NZJQoDuqVPEM1SBXbFURirsVdirsVdiqV+YfM+geXLJL7XL6OwtJJB
Ak0xIUyMrMF2B34oTkoxMuSse/5XT+Vf/Uy2f/BN/wA05PwZ9y0hr782fyjvY+E3mO0qPsuGbkPl
8OEYpjo4ms0OPURqY9x6hILj8xPy5jJ9HzNYzL2+JlP3EU/HLBCXc8vn7AzxPoqQ+R+39agv5leQ
Cafp6zHuZMPhy7nHj2Lqifp+0frZbpN95UmhhvJNUhmhlRZIhGW4srDkpqQDuDhOnynlEuXpezsE
Jfvpix/CP0shXzT5bVQq30QUCgArQD7sh+Ty/wA0vRR1+nAoSFNN5t8tqpZtQiCqKk1PQfRj+Ty/
zSy/lDB/OCQ/8rp/Kv8A6mWz/wCCb/mnK/Bn3OZTv+V0/lX/ANTLZ/8ABN/zTj4M+5aTLSfzG8ka
vC82naxBcxRtwd15UDUrTcDscmNLkPIOPl1WPGakaKN/xX5d/wCW+L7z/TD+Ty/zS1fyhg/nh3+K
/Lv/AC3xfef6Y/k8v80r/KGD+eHf4r8u/wDLfF95/pj+Ty/zSv8AKGD+eHf4r8u/8t8X3n+mP5PL
/NK/yhg/nh3+K/Lv/LfF95/pj+Ty/wA0r/KGD+eHf4r8u/8ALfF95/pj+Ty/zSv8oYP54TK3uIbm
FJ4HEkUgqjjoRlEomJo83LhMSFjcFUyLJ2KuxVg35veQ4fO/l+y0ea7eyRL0XXqxRiZyYraccQhZ
OvLxy3Fk4DavBrL8mvL0c73EV95hSSw/fVk0GYAtGy7Lyfi7b149xmYcx8vmm3tcP5b+dA8U6+cU
5qihWbRbANtuC2wPIfhmL4ke77VY15l/5xuufMlzbXGreamkltYFtoTFp8EIEaEkVWJ0BNW65OOp
4eQW0n/6FD07/qZpv+kRf+quS/OHuW3o3lL8uTpejactvqRLR2cMRZ4EYEKi9VYkfs5dLtDiiAY/
a6c9l/vJTEqMiegPM2pPf6eurnRWvr43sdwkVRod00PqO4C/6SsBgKfHUnnxABJ2U0r/ADkf5v8A
siz/AJPn/P8A9iEf5i8kyXdlPcXOocmggkKhIETahb9gjvlmPXiAoR+1ry9lHIQZT5f0QHkcn/ON
enaOjata67fXF1p4+tW9uumbySQ/GiD1nSKrMoHxsF8TTKTq76O5tc/5P3vndg+v3uqaRNYgLBDc
aRYxc1l3LKNNnnVhVacnocjHU8PIfatsn8lfk7p3lqO701dVurpXZLn1TYSoRzDJx4/F09LrmTj7
RMRXD9rq9b2cNRISMqodzJv8Caf/AMtt1/0hTf0yf8qn+b9rh/yCP5/2ftVrXyhb2rs8F/cozqUY
/UpT8JIPdfbIz7S4ucftZ4+xuA2J/Yo6vPe2eqaTZiaWcXsjqbj6nFEYygA3jdVeXkJG2UHpv2yk
auP83/ZFyToJn+P/AGMUfeaALy0W1mvpvRRgwCae6moFBUqoJyUNcIy4hHf3lhl7MlOPCZ7f1QgP
8Caf/wAtt1/0hTf0y7+VT/N+1xv5BH8/7P2u/wACaf8A8tt1/wBIU39Mf5VP837V/kEfz/s/ay/y
7GsWjwQqSywmSJWZShIjkZASrbitM1uXJxyMu93Onw+HAQ50mWVtzsVdiqX6usrGz9JmWQTMV4cA
xIgl+Grhl3+WKpV5ev8AzFqUtymo2GoaMIaelJcPYSrLVmB4+iHIoFB3HfJyiByNqnf1K5/5b5/+
Bg/6pZBXfUrn/lvn/wCBg/6pYq76lc/8t8//AAMH/VLFUJpVncfouz/06cfuI9uMH8g/4qxVKW1v
XV1ltOGja28CzJENUX9FfVSrMoMo5SibgoJY/uq7bAmgKqbatZ3I0q8P16c0gl24wb/Af+K8VSzz
RA8/lvVIr9pEsmtJvrEmoJYSWaoIyS9yhaPlEvVxzXbuOuKsK/KDQ7GyOqXujHTZILtbY89BsrWx
lUhWLJcpJPcGn2TGKL+1Ub4qz6P9I/pS4/3ur6EP/LFX7cuKor/cj/y/f9OOKu/3I/8AL9/044q8
i/M7zrcaR5vs5LyPRGTSWjNpe6xcWqX9pLcjkxjVYJeHqJGeJDDlx9sVeuK1+yhlN8ysKqw+okEH
uMVb/wByP/L9/wBOOKu/3I/8v3/TjiqvovP6j8fLn60/Lnx5V9d+vD4a/LFUdirsVdiqSebWtV05
GuQrIrSlVYcquLWbiFFUq3hQg++Ec1fLtrMBHEkmjaq9w0XqKxtL8qbgyUCzV1Gnpso7AH4qgjM8
13j7P1JRemS2UckEt/oWtzWFpJS6t7eG+trmQyIwQRyNqUvJRKlT8BoCR74DXePs/UrPNE/M7yVo
tu8dj5K1943IBa6hNwQPiKbyySOOpDUH0ttlMsRPMxV6+j+VHRXAsgGAIBEQO++4OYyEDbPoKaBE
9rHp014tqpghleKNHlEfwq7hZCoLbFuJp4HFWO/pPzn9UVv8P+VvrZYhk/Sr+mE+Gh5fUa13aop2
71xVkMr6I/l13vYtOgv2sy1zDC8UkaTGKrrG5VCyq1QG4ivgMVROoPoaWFw9hBptzerGxtreaSKG
OSQD4VeQJKUBPU8D8sVSrQbuSW8lXWNF0PTbQqzRzWt8l1IzBlCK8bWtsBVeRJ5mmw3rsqrXX6B/
TE3o+lw+rw/3H1HjXnN19bevyxVd/uH/AM/0Xirv9w/+f6LxVgnnRdNHnzyiRp8t1A7XCSXUbRen
AQYmUypbo1rvvQ3DD274qzv/AHD/AOf6LxV3+4f/AD/ReKu/3D/5/ovFU48ven+ik9P+79Wfj9jp
67/76+D/AIHbFUyxV2KuxVKvMRkFmhi/vR63D7f2vqs1P7v4/wDgd/DCOavmvyLd+a11GR3ilnis
bN7uK3SXW4DJIkitGZCVPrDk1Cpr8PTwOfkAr+xL0pPzn8ySwa1Pa6NFdrprQyQRwLesWt5XYM0h
EBoyqq/ZU0J+LjQ0o8EbbrSIX81/OvoxE+XVaWcxtEUh1NofTnh5xEyLaFuXPZhw2G+21R4Ue/7l
Zv5K8yXvmDSmvbyzaxlEhX0THcRgCg2BuYreR6Gu/pgZVONFCYWs8lv5fhnjge6kitFdLaLiJJGW
MEInNkTk3QcmA8SMgrH187+ZTYNct5G1hZlrS0Muml23QChF2V3Dk7n9k+1VWQXU8lx5fmnkge1k
ltGd7aXiZI2aMko/BnTkvQ8WI8CcVTDFVsbs6ksjRkMw4txqQrEBvhLCjAVHenWh2xVJNQuJYtbm
CXcduDbQHi80cRP7ybejxSn8cVWfXrn/AKucH/SVB/2TYq769c/9XOD/AKSoP+ybFXzp5s816lfe
aL69vfNFx6mlSI9sltpl/Gqiy1JkiBMUkcVzQTOpolG2Y/ZoFXuXk3zDqOqeVtN1C51mK4nuYRJJ
Mxis2Yknc27wO0f+qWOKpz9euf8Aq5wf9JUH/ZNirvr1z/1c4P8ApKg/7JsVTDQWL6aGZxITLOTI
rBgf377hlVAfuGKphirsVdiqT+Zld7WCNCQZZJIzSIzkhraYUCDb/gtvHCFfPlh5B1GCdTJ5V1pW
VX5TCw0aV2ZjUPyYKVcGnEqdvvzLOXzH2pereQPIll5Oa9nsLmR5NRWL1Vl0sRGP0+R4r9VSDb4+
jV6bZRkymXNDMPr15/v3/pwuv+asqVTOrTLIY2uQHHE8TY3Q+2SF/a7lTiqEttU1C30GKaJXuZIr
VXS2isZ/UkKx1CIXkROTdByYDxIxVj6/mH5zNi1w3kzV1mWtLU21sXahQChF8V3Dk7n9k+1VU+m1
bUrny69xOj2k09oZJbSWxnMkTPFVo3ZJHTkhNCVYjwJxVMfr15/v3/pwuv8AmrFVCz1bUp43aVJL
ZllkjVJbGclljcqsg4SOOMgHJa70O4B2xVDO882rTs88gIghHwWt9GPty9kkXFVX05P+Wif/AJEa
j/1WxV3pyf8ALRP/AMiNR/6rYq8P85/lH5Zi8wwwy3t3O2uvJHduLazj+qxzXwvBI0d0hklUyF1H
EN03Bb4sVeueV/LcPl7y/Y6Ja3lzJb2EQhjka1vIyQO5SF4ox/sVAxVNPTk/5aJ/+RGo/wDVbFXe
nJ/y0T/8iNR/6rYqmGggjTQCSx9Wf4mDqT+/fqJCzj6TiqYYq7FXYqg9R9T1bP06ep6zcOVePL6v
LStO2KsYW9/N/mFbStD4Uk+MXl11APpkgwbAtTl12y2od5VfHd/m1SUSabogIDmFlu7ohiKBAymD
4a7moLeFO+NQ7yq83v5pgOf0Xo54xDiBd3HxTemWbrAKL6lFHtViR9kiod5VjHmo+Yb2Wz/Tui6b
JeR39i62i3f1iNbdTNW4X12sOMgJYB15Mv8AKwJoY0DseivRNHaQeX7JolWST6rGY1MhKsfTBUeo
QTQ/zUypUhn1P81BETDoGkNL6QIVtUnA9b1KFK/Uvsen8QbrXbiMVT68a5bQJ2uUSO6No5njRi6L
IYzyVWIUsAehoPliqlqsmq/ou8+OKw/cSf6ck1Wg+A/vVEkDoSn2hyUjxBxVj/kB764sZdSh8yjz
ek3GEXzXEAgQx1LrElnawxV5P8RILfsk7UxVNLmZxrE31owQSfV4KL9elhqOc29FRa4q39Ytv9/w
f9xOf+mKu+sW3+/4P+4nP/TFXi/5vPbP50sb+S3gurfTYrZGb9G3Wsyc2leb91dKysg4p0Cng29f
ipir2eO7tXRXE0IDAEBtSuFIrvuCtQcVb+sW3+/4P+4nP/TFXfWLb/f8H/cTn/piqYaCQdNBUhgZ
Z6FXMoP79+jtu3zxVMMVdirsVQGrJIz2Xpu6OJ2I9PhyNIJdh6gZd8VYfN5p89q1IvKmryrxBLfW
NLXelWADb7HbfrlvBH+cqL/TvnP63LD/AIf1MQJUR3Rn03g9ELV4irgVAX7Nd+nXBwDvVE6Rq/mO
91BbW70jVdMhYMTeTvprxAha8aQmV6mtPs0r3wGIA5ql3nYXsF9ZBLCTXOV3p4AkjiZbdjJPxuF4
W05V4z0Yqqiu7jGHXetlZJpkF2NEtZRc3JYW0bCBRbcyRGDxFU41/wBlkFY/P5p81xxF08r6/Iwi
Enph9GB5mTgYv777YX46j4adGJxVPruG8m0GaaS5uYJJLVne3kFuXQtGSUYpGy1XoaHFUe1hOylW
vpmVhRlKwEEHsf3WKobTrW5kgZy9zZMZZQYXW05HhIyCT92jrSRVDrvWhFaGoxVQeK+j1adUmu5g
beAlkFoB9ubY81TFVb/cj/y/f9OOKu/3I/8AL9/044q8p/NPy7Y6j5v8vW15Jci81edYfQl1RrCV
4IyBO1vHaERySKpSgegr3xV6pGl/Giov1/igCipsiaDbcmpOKrv9yP8Ay/f9OOKu/wByP/L9/wBO
OKq+i8/qHx8ufrXHL1OPKvrv14fD92Ko7FXYq7FUp8xIXhtlW3F0/qv6cR4Acvq8vE1k+EUPeh+W
IV4xDoP5hU9EahDcz3ChJP8Acpp0bo7SFv3SrYuKlFoP9YjsDmVcO77P2pVW0L8wHktEkvILewdI
frFympWMkwjVyJZow1pGjsvP+YBuIGC4d32ftV6R5bs9Os7IxSu2ttLKWju7j9Hc6EKgjHoNGhoy
9l6nKJb9KQhfNGheYLq6tn0GxSyVZ7Q3bMlmC8EbSmZRy9cHZ1PHipP84xiR1VNLS0J8uwrb6VGl
6bRRDPJDbvEsvp/C7xiZGZQ25XmCfEZFWNRab+YBsXBvNEkumqIpl0qNUDFkpVf0i3KnxDqK1H0q
slntk/w9IbnSY5bn6ofWnhitkieT0vieNTLIVUncDkaDucVVtUvvLuk2hvNVsbfT7RTRrm6ayhjB
O9C8kqr2xVJfKvmzyHrDS2OlXNtrV5HLMxCvp7S8WkZwEWN05Rxr8CuoNQu5JqcVTV7Plqs/oaTG
i+hDVXgt3Necu+06Yqq/Ubn/AKtkH/SLB/2U4q76jc/9WyD/AKRYP+ynFWB+fk1GLzl5Lgt57TT2
uLqUPpzrbQveIrQs6ohNwZeKg7c4/tfa3xVnn1G5/wCrZB/0iwf9lOKu+o3P/Vsg/wCkWD/spxV3
1G5/6tkH/SLB/wBlOKphoKlNNCsgjIlnBjVQoH799gqs4H3nFUwxV2KuxVLta50tStKCVy4aNpqq
LeWoEalSxPhiry6P/lXlw8EC+TCCCHRW8vyRhBRaSOWdQBSm58D4Zkev+d9qV7SfluknqP5Sp6is
zzv5buaFfT5nmzbtUErTffbGp9/2qjPJ2jflzfazG+haDDaXsSC8hvJtGurRV9F0CmOSdoxyq4NF
674JmYG5+1XpPp6r/wAtEH/Ih/8AqtlCErWLUj5ZHJYr5PqXxWKwVacel/dASTpGS/2fiIHjtirz
QeXtNTTaL+T8aglgbRbHR60Ijq21/T4uIr/q74q9Gitr6LyekUMMOmwR6eFj0z6vxNuggoIKRztG
PTHwfCSNttsVeffm3pWgxw299qxtrS8CMlnY3OpvoNpOEdTI7yWtyzO8Qeq/AT+vFWF+UrXyvdeZ
bOwupbW0fjbT2f1TzPeahJNPJIrRQrbzzQpMkoNWAJotKqOQOKvb47G4/Sdx/uNg/uYdvqsH88v/
AC84qifqNz/1bIP+kWD/ALKcVd9Ruf8Aq2Qf9IsH/ZTirz/8xDrFv5r8ox2s1np6teobixkWCA3U
DzwwuAhNx6hV5Y1VQ8e70LUxV6B9Ruf+rZB/0iwf9lOKu+o3P/Vsg/6RYP8AspxV31G5/wCrZB/0
iwf9lOKphoKlNNCsgjIlnBjVQoH799gqs4H3nFUwxV2KuxVhP5uanLp3lqC4ido5TdKkbLNZQfEY
ZeNXv4546FgNlQv4A7gyiATuaV5NaefrhLpUudQnH7w2s8b3XlXlHM6lfsiBH+E8mUMACV4nwyfh
x/nJcPO8jzmK31535IjwhrzylVmaH1RHtATy9Q+l0679MeCP85Uf5X832mo6px1PzINHsPSaUXNz
deWLiJmQxrxb0IOaktJ4gfRsBKAA2NqymKTybPKI4vzPt5n4uTFEdBZiBH8TALbE/DQvt0+WVqrA
+TrlIoYfP6xXFo7W0rwpo68pQvLjJG9o6AosZPwgU3r7KqEmoeRWaJl/NCyQxghlVtAKueRarVty
fsnjse3jWqq9p/IxsnX/AJWXZl3Ac3TPoRPpglKBPq/pUJ2J4dcVTvTdW/LOytmttS8y6Tql1bKZ
Jbu9k02OZIZSlOYhSBFQ80APHeo64oVZPNf5NBUMuq+XwoIaItNZ0BUKylant8JH0YqjI/M/5XSS
RiPVtEaScAxAXFoWdfUMY4/FVh6lV277Yqor53/KNyQuu6CxWpNLm0OwBJP2vAHFXf42/KTirHXN
CVHBKO1zaBTQ0NGLUNO+Ku/xd+Ukg9T9MaC6xqJC5uLQhULhOVeWw50FfHFW185/lMxAXW9CJKs4
/wBJtN1WvJh8W4HE/dirS+dfykY0XXdBYgFiFurMmigsTs3YCuKoiw8zfllqNylrp+q6Ld3MjCOO
GCe1kdnYEhVVWJJIU7DwxVkkUMMMYjhRY41rREAVRU1Ow98VX4q7FXYqw781LnXbfy0kmiySR3Zu
Y1cxxPNWMq/JWCW18Qp2+LgKfzDJRrqrySXXfzKinvJZbm7t7lmaOR3tb+aNAH5r6KfoWWEKlJAH
VCxDHkzUTjOod5SyTytd+ZZRI2u63qlpPziMCW2jiRWjduBVml0i2pV3o1BVR1I3yEq6KmElxacy
1x5s8xcAHkWdtDjEQ5OYasy6Zx+Flr8XajfZyKr7e7trr1poPN/mCAjco2hQwgdTxUS6WCy8UpQE
79euKqCajZopkbzb5kZRIOaN5dUCQ05fEo0oM1eIFe304qnegeavLdnA8N1c6trEzHmLi60K5hZV
YABP3Fjbx/htuTsDiqMP5ieQRG0rW94Fj5K5Oi6lVAvFjyH1Wqghgd8UL0/MTyW4kf6rqAKLycto
2pKSq07tbCtKVpiqoPO/kyOCO5+pX6RmQiI/oXUg/Pj9oILXnush+KlOoxVSk88+R0hjiFheyRlV
RIl0XUOIVqgKa2wRPkxGKqtz548mwvKJLS9Z4isUvDR9QkpxrxFVtiGVancGgJ98Vbfz15MiCqbe
9HISMqLo+okkRH4jQW3iu3j2xVk4s7MqB6EfHsOA9+1Pc4q42NkQAbeOg6Dgv9PfFXfUbL/lnj2F
B8C9PuxVy2NkrBlt41ZTUEIoII+jFVbFXYq7FXYqxD8z9VttN8vwS3GqXOkJLdxRfXLSeztnFVdi
Ge9ZI+NFJIX4ttgclGVHlavNP+Vi6bA0UM/mbW454iB6Et/5ZH91xZllJuuX71vFgRuBxTbJeIO4
JZPo/wCeXllNK9MpcXcmnwxrNLJf6I88oACNM5S+CDehdjx3O2QJWkV/yvnyg3qrBE08kQZuEd/o
xLKnIsy1vxsqLzNei/IgBaWD8/fKlIybWQepGZV/0/RDspcHpqH/ABWd+njTFaWJ/wA5A+UnYKlq
7EipYahohVaCrFqahyovc0+VcVpUb8+vKv1iWBLWV5IUkeal7o1EEZZTyrf7VK/iK4rS2T/nIDye
J5Io4WmCAlZI7/RuL8dzxrfhgKb1YDbFaVn/ADz8tI0JeymWCZVkW5a90dIuDFVLVe/Viqs3EkCl
eldjitKZ/PryqAym1kFwhYPbG/0X1F4D4iR+kKChFKde9KYrTUv59+VVMQitnuPWXkvpahopo1ae
ma34q4BBIWvUYrTQ/wCcgfJZfh6Z3cop+v6NQ0I+L/e/YEVIr4U60qrS+L8+PK8iils6uCfWia/0
YNGnEMsrUviPTNeta+24qrSmfz+8qq5SS1dCoJcHUdDJXiK0IXUSa1FKffitK0X57+UpbSe4iheU
26q8kMd7o7SBCAWegvuIVCeJJI36YrS2z/PvyfPfwWk8f1JJmUNdXGoaL6UaOAQ7+nfyPShr8Kk4
rSeeaPzK0TRLS0mt6am99ELi1EEi+m0LfZk9Uchxb9mgNcUK/kzz7p3mdZY4omtbyAB5Ld2DVUmn
JGFKgHrsMVZPirsVdirAvzmvPqnlmzm9ZYuN/GQGn+reoRDKwjVhe6YWZiuy83/4xkCqqh4lBrLX
cqQRao8kzyH6sY9QErK7FTy9P/EsrtsnIqaio6daqV8WrT/vmXVXkMavJOyakS6xU+Bmb/EzD02Z
lOzUP/A4qr2WsteyyxSaysLQp68skGpyGNGIAapTzE7bOQv7KdaEcuWKui11BaNdprkRt4wsclsd
RkDuFESSFW/xEIwwaTrWo33NQWVQbaz+4aWXXE+sckMbvqrmRwzcf3bDzLxCqytzZm8KYqr3Otyw
MTNqorIlbWVNQEasrk8nVW8yrySnJQ1NiNiKYq0+uWKyI9vrEluTGOHqaqsi0RkUSM3+IlUo268A
CRQ9cVauNYhWOaY6xJEiSMJbZ9SZiGLlqEr5mHxHfr14E7dMVVLjUpfWaG41e5hIRZbqObUg4DmN
2+GnmRWQSx78WY9KkhcVVLTX9T1e7Nlp19Ld3907G3tLXUOTstXkdQkXmRSWbkahQAAOngqnFz5K
/MiOScLaapcISnplZrygVk5UXl5hjJ404tyHXpirIrH8vfOFrZQ3tzr0VnLOhZ7K5/S00qiUDkjA
avMnJaD7JIBrQ+JAtxtTrMWEXM196LsvKdnHZWqXt1e3N7AjJJLFf6hDA370yowhe6nfkmwq0jV7
7UUTEHns/tGf8nH5/qH61P8AwVpg5UvdVBYBSf0rqBIA7Amc08Nu23TJcAcCXbupPUD4BC6Prvkz
RNcu0/TEsl/GJIp4dTu7qaBKcZJOCXLmAEBRum4HtXJeD5OVHtDXcIlXED5D9G7HvzC816BrWpQ3
1rewCSOL0JoXJt/7uR1BT1wgPxVFAa7VG2ROCTttN2hlP95D4x3+zdm35MeXZ4jN5geWNoLmEwWy
xusnJWcMzkoSBvHQfTlRBHN2mPLGf0nk9TwNjsVdiqC1fUNHsLJ7nVpoYLSMM7PcFQv7uNpGI5dS
saM23YHFlGEjdC65se/5WH+VqL6i65pfED1AySxH4A5j9QceqK6kFhsPHFipj8y/yt/eBdZsGERa
OTiQwHCrOCQKUUKWbwG5xVEHz5+WsSLIdY02NJkBRzJGodHCMKHuCJU+8YqyNLaxkTmsMTJLR+QV
SGruD0364q5bCwUkrbRAnqQiitRTw8MVclhYIAEtolAqQAiinIlj27kk4q79H2H/ACzRf8Av9MVc
bCwJ5G2iJG4PBa7inh74q5rCwcENbRMCKEFFO1KU6YqvW2tlIZYkBFKEKARQUH68VQGr6wlmvpR0
a4YbDso8Tkoxt0/anag044Y75D9nvYtNNLNIZJWLu3VjlzxeXLLJLikbJS3XJdcisGfRLe3ur8MO
MN3K8EZXueaJKaj/AFcBTiEDL1kgeW7zDzf5+8yMstiNT0rQLmymiW5ljvwJUlKgFGM9rLGYg7Va
q1oOmRJdvptHj58Mpgj+b+qXNhOp3NxPE17N5p0q7nMyqpF9pUm06tzEjHTUoSIwrNvyG7ACox4z
3uxx7ekQmBX82fT/AD1O4SOdba6ufMGjvPMHRVmvtOEMctRJIqv+j51YKJCKM3wk7V2OHjl3pjOQ
sCM690v+LD3r8sru4g8oaXNFcRyvxcie3kilidfVehDwxwRsCPCNfcVw8+bos+oni1BlAmJ+P2gk
/eXp+lapHfRE04zJT1E/iPbKpRp63s3tGOpj3SHMI7IuydiqWa7oUWsJaJJPJb/VZjOrwkB6tBJB
sxrTaYmvti34c5xiQA+uPD9oP6Ehb8vtQN1NMnmzVkjkblFAVsJFi+INRPVtZOhG1en3UWhVk8i3
7rEP8T6khiieMmNLFebSRCP1GH1YjkGBcUpuT2xVDD8u9WpOrec9aKzIEXeyBjo6tyT/AEb4WIXj
4UJoOlFUQnkvzEskTnzrqzBAoeMx6dxYjqT/AKLXf54qui8meYFDCTzpq8nLv6enKQaqTTjaD+Wn
yJ+eKqcXkrzKksRPnXVGhiQIEMVgWc8nJaRjbmuzKNgPs+OKr08k64JVkbznrMlHV2Rl08KwXYoQ
lqmzDrTvuKYqyzFXYqtlMgiYxqGkp8Ck0BPauLDKZCJ4RcujGJdB1aWRpJOLO5qxLd8t4w8dk7G1
U5GUqJPmt/w5qf8AKn/BY8YYfyFqO4fN3+HNT/lT/gseML/IWo7h80DqfkI6layW13bxtHKQWZW4
vUbVDihBpt8tsIyANuLsfVwNivm841P/AJxy1y5nuDZ6lHa28jSiJJZtSuGWOQA1BN7EEdnJ9TiK
EUpSrAxJHR2sNNnAFxBP+YP95y7kEv8AzjR5sSX1l1yBiqNEiMdS6ciyEt+kOqsQenUeO+RsMvAz
VXAPnD/iHp3ljyLrWj6DaabcTJdTW6kPcBpfjJYtX9/JcSd/2pDkxIOp1HY2onMyAAvzH6AB9jJ9
D0u7s5ZWnAAdQBQ175GUrdl2P2dlwSkZ1uE4yDv3/9k=
uuid:ffebf1bf-0a3d-4b33-8fce-07ecc631bad8
xmp.did:265c8f28-b5fb-cf41-9ae3-e1f73dba0144
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:aa5c1e7f-9039-4e30-af3b-cec7e4626499
xmp.did:80437ba5-3efa-0b41-9a44-8cd4bf9153a4
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:17b64570-cad9-f640-88f8-bd6f5177baa0
2020-01-16T18:10:23+05:30
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:e7ed580a-02d8-104a-bf8f-f0edbb4b027d
2020-01-16T20:41:14+05:30
Adobe Illustrator 24.0 (Windows)
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:171ecd5f-8642-7d44-a7b1-d8a18f6bf1dd
2020-01-17T12:56:13+05:30
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:265c8f28-b5fb-cf41-9ae3-e1f73dba0144
2020-11-05T12:45:53+05:30
Adobe Illustrator 25.0 (Windows)
/
EmbedByReference
D:\Reetam\Reetam\UFLEX\FlexFilms Logo.png
D:\Reetam\Reetam\UFLEX\FlexFilms Logo.png
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
215.900000
279.400000
Millimeters
Amaranth-Bold
Amaranth
Bold
TrueType
Version 1.001
False
Amaranth-Bold.ttf
Amaranth-Regular
Amaranth
Regular
TrueType
Version 1.001
False
Amaranth-Regular.ttf
TitilliumWeb-Bold
Titillium Web
Bold
TrueType
Version 1.002;PS 57.000;hotconv 1.0.70;makeotf.lib2.5.55311
False
TitilliumWeb-Bold.ttf
TitilliumWeb-Regular
Titillium Web
Regular
TrueType
Version 1.002;PS 57.000;hotconv 1.0.70;makeotf.lib2.5.55311
False
TitilliumWeb-Regular.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
29
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
R=105 G=59 B=156
PROCESS
100.000000
RGB
105
59
156
R=105 G=92 B=117
PROCESS
100.000000
RGB
105
91
117
R=198 G=218 B=255
PROCESS
100.000000
RGB
198
218
255
R=255 G=255 B=255
PROCESS
100.000000
RGB
255
255
255
R=144 G=183 B=255
PROCESS
100.000000
RGB
144
182
255
R=0 G=0 B=0
PROCESS
100.000000
RGB
0
0
0
R=139 G=184 B=255
PROCESS
100.000000
RGB
138
184
255
R=96 G=53 B=143
PROCESS
100.000000
RGB
96
52
142
R=32 G=63 B=66
PROCESS
100.000000
RGB
0
60
64
R=52 G=104 B=110
PROCESS
100.000000
RGB
0
104
110
R=122 G=242 B=255
PROCESS
100.000000
RGB
0
242
255
R=125 G=125 B=125
PROCESS
100.000000
RGB
125
125
125
R=84 G=84 B=84
PROCESS
100.000000
RGB
83
83
83
R=255 G=166 B=37
PROCESS
100.000000
RGB
255
167
0
R=255 G=208 B=37
PROCESS
100.000000
RGB
255
209
0
R=184 G=184 B=184
PROCESS
100.000000
RGB
185
185
185
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
64
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 33 0 R/TrimBox[8.50394 8.50394 620.504 800.504]/Type/Page>>
endobj
14 0 obj
<>stream
HWn}߯Gb%/"qA( %]J,]S:]sݕ|uWn|KH?F7qs{ݦ.ɗ<~sY}.ub?
]=n>ݛmŎtG; ̿xoe78;?~=%Gǻmòvaq[XիOճm//v/^vP}W]v{_oxv,]doD/H~˦jlK6/$lĥ´֗᛫!.
e)cg2pc,>Kd a o7m