%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Плакат представитель СМИ
2020-06-11T15:24:51+03:00
2020-06-11T15:24:51+03:00
2020-06-11T15:24:51+03:00
Adobe Illustrator CS4
256
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYqk
V75C8jX1zPdXvl3TLm6ujW5uJrO3eSU1B/eOyFm3UdcVTTTNL0zSrGKw0y0hsbGCohtbeNYok5MW
biiAKKsxJ98VROKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KuxVCXFwVckH4IeorTlIw+FfkOpxVAi4uOplbx6n59P8+47DChUWWc/wC7
H+8k+H+f/N2BUfah+HNmJ5dNyRT6cUq2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV
2KuxV2KoW/1BLRV+Hm7nZa02HfviqEXXa/7o/wCH/swqvXWK/wC6f+G/swKqLqdf91f8N/ZiqoL6
v+6/x/sxVeLqv7H4/wBmKtSXRCfCtXPwoK9WPTFUvuGHIRKeSx1q3Xk5ryb76/iO+FCxR/mD8u/3
b/I+OKoq2h5uB+z1NPD/AD/z2wJTHFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX
Yq7FWmZUUsxoqipPsMVYxd3LXVy0p+z0QeCjphQ5FxVEIuKq6Liqui4EqwGKqMkvEGUdd44aePR2
H6h/biqEUf5127d/u3+R7HChVRa7H9Xz7fft8x4YFTS3i9OPf7R3bxxSqYq7FXYq7FXYq7FXYq7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqlOuXlFFsh3beT5dhhQlSLirV3qWmadF62o3UdpDRiHl
YLXipYha9TxBNBvje4HUs445SBIF1z8mK6X+cXl7Vtbi03RreW4jd+BvpR6SEjuikF2/2QXMnLgG
KNzkATyHVjijPKCYRMojmegegouYyq6DArnJNEU0Z6/F/Ko+030frxVBzSLI/wAIpEo4xr2Cgf5/
5rhQ5V+//b/t/Ed8VVWivDaTvZLGbtI2NqJi3pGbjWMOV+LjypWm9KHAlKLW8/NHii3OmaQWCj1H
ju7hQzAb8VMLFQT7mnvhVXS6/MULPz0/SiwVvqwW6nAZuS8eRMJI+EtXbqBvvUKujvPzG9SX1NL0
oJx/c0vrj7VO5+q7/cMVdd3n5ircTC10zSntwQIGe9nDkch8TAW1Ps9h08T3VUZrz8z6xejpmk0H
H1w11PvUUIQiLajb1Ndvc7Ko2S688+kpj07TRKX+NTeTsoSi9D9WTkSeXYdB41AVZdz+f/RU2lnp
izVoRLcTstKtvURIdwE2ptU9abqtT3nn9Y4/R0vTXkMgD1vZgOHf/j22+e9OlD1xVQ+s/meJWpYa
O8TKpSt1coysY15hv3D8qS8qEU+Gnzwqp/WvzToshsNHHEkPALi4LMCBxKuY1C79ajp92KpnpFz5
weVF1awsYYiP3ktvdSyMDQ04o0C8twK1YUr3wKnWKuxV2KuxV2KuxV2KuxV2KuxVTuJ0gheV+iit
PE9hirGHd5pWkc1ZzU4UKiLirFPzIsNIu4tGj1gRNpwvSZo7iZraNz9XlCqZ13Q13XxIp3zC1n8N
97v+wcuSEshx3x8G1DiP1R6dfwXmFmr+W47bU7CCGeeD1oRM1JkUrd3AAiLzW6tRImapXemWdnYd
Nw8WWVSvvc3tzV6zLkOPFGRgREkCO5uMefd0282S3H5r+cY0lkiWJkiqo/cREMw+0p43LUZD1Bpm
1B0v8+P+m/Y8wdHqrrw5/wCl529f8uX0t/oGn308iSS3NvHNJJGKISyhiRu230nMSRjfp5MZQlA8
MhUhzYX+bPn6+8v2+naRossUfmTzBPHDatMAywWxcL6jqQ322am6n9r+XMvSacTuUvpi4+XJw0Bz
LEvrn54elNcDzJo5toEeeaf0G4rBHbrdPNT6pzKhZFFAvLkfs0qcyODT/wA2X4272P7zyQkPmH86
W0S01qfzLo9np13CJUmuIgnHkgdI2pbN8bpuoFa0p9qgMjiwcRjwyJH470CWSr9KPTUvz8+uizj8
xaUQ09xbCYQUj9a2aJJF3tQ395MEB40qD2oTHh09Xwy/HxT+88lkOtfn69vbTS+YdMt2u3gW3hlt
zzZblisb/DasvH4HO5rRem61Jhp/5p/HxX955Jde+evzttfLZ8xL5i0240/0HuV9K3AkMaTxW4IW
S2j+0bhWAJ+z1odsnHBgMuHhN/jzYmeQC9mH/wDQw/5q/wDV0i/6Rbf/AJozJ/k/F3fa0/mpO/6G
H/NX/q6Rf9Itv/zRj/J+Lu+1fzUnf9DD/mr/ANXSL/pFt/8AmjH+T8Xd9q/mpO/6GH/NX/q6Rf8A
SLb/APNGP8n4u77V/NSd/wBDD/mr/wBXSL/pFt/+aMf5Pxd32r+ak7/oYf8ANX/q6Rf9Itv/AM0Y
/wAn4u77V/NSRWl/np+ceq6lbabYX8U17eSLDbxfV7VeUjmijk6qoqfE5GWhwxFkbD3pjqJk0E7s
PzD/AD51GUw6frGj3kw4Vjt73Q5WHqSJCmyTE/FLKiL4swHUjMXh0nf/ALpt4svcFutfmL+f2i/X
hqV9YxT6YiS39okmlTXMMcrxojvbxO8wVmnj34ftDJ48WlmaHP4sZZMoFkJNZ/n3+akwLPqsYWtF
pa2+5/4DNf2p4eExhAeqR+z9r0ns92YdVDJlyD93CJrzlX6EL/0MP+av/V0i/wCkW3/5ozc/yfi7
vteX/NSe8fklrPnvX/Lsuu+absSxXj8dMgEMUX7pKh5TwVSebbLXsK9xmp1sMcJcMOnNy8MpSFl6
NmG2uxV2KuxV2KuxV2KvKvOn55eRtL1q40S5ku5JrCT07hreFJI/VA+JeRkTdPsnbrXM3HoMk4iQ
rdplmiDRSJf+cgPy7HbUP+kaP/qtln8m5fJH5iHeqL/zkL+XQ/Z1H/pHj/6rYP5Ny+S/mId7pv8A
nIL8s54WhuIL6aF9njktYmU/MGUjBLsvIRRplDViJuJIKvoH5lflRrkq6LYaJI8KI8voNYW4hRVD
EniHIHIuVAA3ZqDdsqydlmI3Efx8HJj2nlMuIZJ8XfZv5/JNZfNf5V2ynlpMXpgsxZbO3K0NCz1B
3Bj4y1HVN/2W4wHZd/wx/Hw+CT2pl65J/wCmP62SaT5m8vzeWX1SGF9O0KwjdpRLEsKpDbijKiIW
FAylKD+UgdsjLTmMhAc/JpOYzuUiSTzJfKevec9b80fmEnmCOP1b17yE6ZZP8Sqscg+rwUBX2rSl
SSe+dFjwxx4+HpW7rZZDKdhn6Xf52QPDcnS7RLPTkm9aIXqRWxV7COJp5WjvEoEtwpSZWAUvs1WA
zDrAdrNny8/d39HIMsvOvx81S71H8xdV0CG0svJ+mwaRNbRzWSzXKSxpbSWypbSET3G0sUMRdWal
BVylRyAEccZWZm/279F4pkbR2Rcnmj879Ou4lk8v6YXklvJ444pUekgknuLrk8F5zHxB14s2/p8Q
K8qgYsBH1Hp+iuiePL3D8fFJ9I13849Sg0q+s9HtryGR7NtOkZgoYW5nSBAPrCFV/dS8uh2rtUE2
ThhFgkjnf2eSBPKd6H4+KKs9W/OVbVzaeXLP6rPZlUh9RnZYbqOJ6Uku2laQpbCQpIWYqWLKVORM
MF7yPP8AHTzUSy934+bAH/Kfz6jKG01Pjk9JWF1aFa+j9Y5chKR6fpHl6n2Kd8y/zePv+wuP4E+5
ZqH5X+dLA2iXFkouLz6z6dsssbSqbKL151cBvhZYvipWp7b7YY6qBvflX2qcEgp3n5ZefbWT0n0W
4mm5Ono2vG6krG7I/wAFuZGoGjYVpT7xhGpxnr+hBwzHRfa/lf56urSO7g0wtDLE08YM1urlU4VH
ptIH5n1U4px5NyFAa4DqsYNWkYJ9yqfyk/MMTGA6QwlVlQr61vs0lybRd/UpvOpX8fs74PzePv8A
xVr4E+5RX8sPPTLIy6WzLFE07lZYDRFgS5J2fr6MysF6noNwRh/NY+/8cl8Cfcr/AJf6fd6b+a2i
adex+leWerxW9zFVW4yxTcHXkpKmjA7g0waiQlhJHIxXCKmA9c/LryRd635Y0uTV4prKbTPU0LQZ
NLe500QPbS3EN5qCcIpLm3ndFkLtOYkuJaRzQKVjkbmnZpNqnlG5P5RXeuX1/NNf6fo2l6Cmm3ME
MFxZ0uLKe4huQLa1uBwdV9GOQvSP96Hb1vhv0+aOOfFLkL+4phpZ55DHAXKRAeTxoqKqL9ldhmin
nlmzccuZk+u4tDDS6M4ocowPxNbn4oz8t/JVz5x82Wejx8ltifVv51/3XboRzPzP2V9yM73U5hjg
ZPhuHHxSp9tWdna2VpBZ2kaw2ttGsUEK7KiIOKqPYAZzBJJsu0VsCuxV2KuxV2KuxVhf5t+fY/Jn
lC4vo2H6Uua2+mRmh/fMP7wg/sxj4j9A75k6TB4k66dWvLPhjb4ukkklkaSRi8jks7sakkmpJOdK
A6slbhQ7FXYq9g8maGugeW/VuFA1DU0E1zzrRLfh6kUbUBZRwb1XK7gEOvxQEZgZJccvIfj9n2dX
LjHhj+Px+PJGadpl5ruu2+m25ZGlassvH4okRuUkhFePJGNaDb1CKfu5sZzEIGR/H4+7zDEAylX4
/H45FGf85BebLXStNs/y+0fjDFCkcuqJGTRVVQbe3+haOa/5PvlHZ+IyJySbNRMRHCHiejalJper
2OpxoJJLG4iuURtgzQuHAPz45tJx4gR3uJE0QWfwfnFbWsTafZ6K1vokwvBd2QuY5JJTewpGWaaW
2k6OrycChQsw+EcVzDOjJ3J9W3Tu+LkfmPLZG67+b3le70RdHttDuprW2kjFj9aulXgllD6FnKRD
GvxBWYtHUryC/Ew5AxhpJiVkj5d/NkdSKqkVD/zkJFHcR3B8trJLHPczDnd/DwurmWZ0+GBSf3dw
6VYkV+IAVZWiez9q4vs8vev5vyQHlr89rrQdA0jSYNHSYaQ8zxSvORzMiSKoKrGCOHrMdm+7J5NC
JSJvmiOqoVSlL+cGjNcy3KeV1WV5LG5UNfSlVudMhMFq9BGtURDXhXdt2JHw4Ro5VXF39O/mj8wO
77Ucfz5t/R9AeXz6QJQVu1LiE2S2JAcW4PPgteX2an7B2yH5A/zvs8772X5vyQ+p/n1qV9rWm6sN
MSGfSnv5LVBLVQ1/bGHese/pyMX36j4duuSjoAIkXzr7CxOpsjZNrb/nIi3ke4t77QmTT7p5pZTB
OhnDPLLMgDmJajlNxPLp1Hgaz2eekt2Y1feEp1L8+dSubSUW2mizv5uZe7WVZApke3qY43iPD91a
BQeXIMeQI2GWR0AB3O39v62J1Xkmrf8AOSMst+1zceXkmif6oWi+tFTys5HmRgwipUzOHNVPT6RX
/J21CXf070/m/JTH/OQi2KhNH0iSNHhq4uLhHKXK2kdnE4KwjmkaQhqEDkWPTbD/ACffM/i7SdV3
BgumebrQfmdF5uvIXhtX1Y6nPbxkSOiPOZiik8ORFaV2rmVPCfC4B/NpohMcfEWYaD528hWUfo6p
eG/FzbT2GsalBoiWep39rdOsk8dzdJfyJI0vpqrytCZePIq6yMZM1P8AJuXycz8xDvaXzB+Xum/l
pc+XtAjZdSvbaC3v7s2bW7Xj2t4LiGZ63dyEKpJMH2YsSvEoiKmaTtCYgTjP1fY9p7Mdl5jlhqa/
d+r38iOXvYCOozW4frHvD32r/uZ/1T9z6d/IT8vv8L+Ulv7yLjrOshZ7jkPijhpWGL22PJvc0PTO
q12o8SdD6Q+HYMfDHzenZgtzsVdirsVdirsVcSACSaAbknFXxt+dHn8+cfOE0ltIW0fT622mqD8L
KD8c3/PVhX/V450mj0/hw35nm63Pk4j5BgOZbQ7FXYqyr8vPLcer6wbm8QNpenAT3XMH03YVZImp
vxbgzSU39NXI3GUZ8nCKHM/j8ebbihZs8g9F1nUJGmZnZ+fIsSWVW5B+RPIfAriRqkgcVkIYfupj
mPCO34/H7PMNspfj8fj4F6d+TvlE2GmnWLpALu+VWjHErwgArEoU/EtQefE/ZBVP91jNbrs3FLhH
Iff+P19W/TwoWev4/Hy6PSQytWhBoaGniMwXIbxVjHm3zrP5dvLOJdA1TWYLmOV5ZdKtnuWidGQR
qy0VPjDOft1HHoa7X4sPGD6gPe1znw9CUhj/ADs0ma5Fta+W/MF1OSxEcNirVjU0EoPqgGNjXia9
st/JECzKPzR4u9UV6/nLZF3jPlXzIs0cRnaFtPAfgsixt8Pq1+EuCfbH8mf50Pmvi+R+S0fnLAix
vP5U8wIs80kVsVsvtiOL1qkSNEeRj5Hitfsmlcfyf9KPzXxfIrY/zs06aMyW/lbzJcRF/Tjki08O
rtv9giXf+0Y/kj/Oh81OXyKKt/zahlklRvKXmWH0Y5JJHk04hQYozLwqJG+JgKL4kjAdJ/Sh81GX
yPyQ1n+duj3k9rBb+XdfeW7COiixG0UgUpMxElPTIf7Qr0PtUnRSF+qPzUZfI/JXf837VYbeb/Cv
mNo7kMVK6f8AZKFhwf8AebMeNQPDB+UP86PzT4nkVG4/OWCKO1l/wp5gSCbjJcTz2QijghZ2UvK/
Nguyct9uO9cI0fP1R+aPF5bFan50231tIZvKfmGCOT6uqPJZKCGuZWhT1F9T4FZ1AUk1YnYeL+TN
fVH5oGXyKrD+cljJdm2fyv5igdArTPLYBVjjY8TJIfVPFE/aPahwHRmr4o/NIy+RVZfzbgS6u7aP
yp5juXs5HhnaDTw6h0AIG0n7aOrrXqpB74BpNgeKO/mnxPIqL/nNYxLctP5X8xwC0j9SX1rAJtzV
Ni0tP2uW/bfJfkzt6o/NHi+RZL5P8zy+Y9PuLyTSb3R/RuHt0ttRiMM7Kqqwk4HoDzp1O4O+UZsX
AasH3M4S4hypPcqZOxV2KuxV2KuxV2KuxV5J/wA5EfmD+gPLH6BspOOq62rI5H2o7TpK3sZPsD/Z
eGbDs/T8cuI8o/e0ajJwx8y+U837rXYq7FV0UUksqRRKXkkYKiKKlmJoAAO5wEpAe26dpUXlzQoN
LQgXMZ9W/lUgcrglSSsg2AjbgqtWikI/93K+a8y45X+Px+0cw5dcIpE+S/Lh8y+Yord4gbC1Ikuw
VKqyglViKndQ55KV6qnqRnZUODUZfDhfU8vx+Oh72OOHGfL8fj5h6rrvm6ZYrrSNPtZY5FEltJKw
4zAkEGVByXiN+SsTnHarXSjPhiPfbucemkRdGnklpcecfL0FxYWl5PaQvcRMJAxQMVRmLB2/3XxF
TTr03wx1IrutvGgySOwv8ebNtd8zeZPMNo2qaPqcum2OkRRzy2wAja5YhquzoQy7DaM1B70OHJml
MExNcLlx00cEoRmBI5Cfhyr+1NPzV0Aa1faXKnlFvNUMltPBHLHfJZpGZCkylm4lukB4OWCitNyw
zf6TLQPr4eXS3nssN6Iti155VFpqX1Zfyxu2hW3No17FqzOHtYp0CGkfOrceLhTR+o3pXLxlsf3g
/wBKxA3+n7UHf/lxb30X1lvytuYprgXZmWHWk9RHbjwm/eEhm5fZX7I3PFsnHUEbeJ3fwsJYgf4f
tRFz+X0am6vJPyoklnm4Eouvk8jMpacAK/whH+89KZEajkPE/wBinw+Z4ft+baeUJYBcyv8AlU6Q
xxJDHAusPJIxe2eCSjJJJVacIhRagEue9Hxbr95/sfP8FRHb6ft8vwErb8upZbuYSflheKJblC8i
62eQHBGk5sTIso5O9HXcjbZgcs/Mbf3g/wBKxGP+j9qPP5fTSaffWn/Kp5LWS4h4o6eYVdmYMg2Z
y6Ky/bHIEHjShyHjiwfF/wBinhJBHD9qxvy8a39N5Py8u7C0iaUC0stXa6LNKYYmcuObBGhMhpx5
fD1HIUfzF/xg++Nd6Ywr+H7Vx8iSXEMin8pJVEyJGY/0/SiwqqoxLsACBsNzWm4x8ev8r/sUcG30
/ash/K57n1Xvvy1uecSrHa2smvxugSWQs7pIgU8oySaOxrX5YTqq5ZP9ivh3zj9rPB/zj/8AlQAq
/oZiq7sDdXXxGlKk+rUfRTMT8/m7/sDZ+Xh3Iw/kl+WBsUsTog+qxymdI/rF0KSFVQty9XluqDau
R/O5bu/uT4MaqkJ/yoH8qqFV0h1VvtKLq6oVDBuJrL0qPnkvz+Xv+wI8CHcyTyz5F8t+Wbu/uNFg
e2OpFXuojLJJGXQseaiRn4k+oa0ynJnlMAS6NkYAck/ylk7FXYq7FXYq7FXYq7FXzP56/J383fNv
mi91y7trZfrD0t4TcoRFAm0cY+S9fE1PfN3g1mHHARDh5cE5StIP+hb/AMz/APlmtf8ApJTLf5Rx
ebX+Vl5O/wChb/zP/wCWa1/6SUx/lHF5r+Vl5O/6Fv8AzP8A+Wa1/wCklMf5Rxea/lZeSY+X/wAp
9c8naomq+Y1hSaNC2mwxTqW9SoVpi9CE9LmOLH7LsrH4VbBLVRyio/FlHCYGyq6ncyu4WNW5swUI
se5NWRVWI+5ZBGe/OA7emcnAfj8fj+LvYyP4/H46dz3P8t/KieX9BjE6gXsw9S7evL4yACOe/IIq
hFbuBy6sc0mrz8cif4Q5mKHCK6rtS07TrvUZppIWuUZhVOZHVODclLKGQg9DX8M0J1+mJNgnz/BG
zniOQDaVfj47vJvzFuL648wXsSW7Q2vFVSNKlXX0woaoA+0vbMaWYZZ8UBt+p3+jqGACUu9mvl78
tNWn0azXUroQQ30SPqlkgKuvH4kSu9SK77ih7NmfHRyrnQPNwdR2nCRvhuUPpPT8fjZPvOrJY6fa
W1przaRcW728dmizxw1ZhJDEJnkt70enITxrJEVBHLqM2UY1Hk6SUjIknqxmLzLfQNFa3Hn+wuJA
jyyXA1PSI3MbxmTn6B06nGKLhIrBt6lm+EAFQhZvOWo3Zg1K08/aXBpk4h+sK2r6ZEIDLHUoizaO
8jPQF19R1J6FQBiqcWfm/wAtz2dq0v5nR21xazOl4klzotZTHKQ0cnO0hNOKEK0artv8WxxVX1Tz
Bob3kXo/mlb2CFluXtvV0Zy9s0atxUyREhSF5q+/2j1HGiqNi8yeWZzM9v8AmLDJHdFYIAlzpDiK
V1IQQkQ7sxVjxfnUjbbbFWtQv9MKsB+YzWQjYvMwk0YlVQysy/vLZgoAVgSQdo/Z6qpbpep+X0li
s0/NOa+SgEKCfR5P3cTQxlZbhbVnMjtKoqXDNy+HffFUZaX2kPAIY/zOkneQK0MizaGzcEYwVX/R
G5cpCFYmvxigpuMVXjVNHIkuz+ZEn1RYwrSLJo31dTJGojcym0I9Q+osgBehqPh4mmKoWLzN5NRo
vrH5pxTrC4m4te6LHzHFQqyGGCMleXxbUrWhqu2Ko681PTI7iwU/mGttQmMxSSaTyu3UiOhrCNxI
VBEYHWncUVX6TeaQupwwyfmBJqtw0rQxafJPpK854irPGFtbeCVmUHdOXRtx0OBWZ4q7FXYq7FXY
q7FXYq7FXYq7FXYq7FVk00UELzTOscMSl5JGICqqipYk9ABhAtXg/nbzHNqmqTXDcljZhHBEV+JU
UtGiFDszVLgqf2zJE2zoc3ODFwxr8fj9FHoXDyTs/j8filT8qfK/6Z139LzKDZWDfuCCWVpyq0YM
27CNOJDHc/uyfjjOR1ubhjwjmfu/H6ehRhhZvu/H4+HUPaNWcxWaJHRQ8iR/IE/2ZzXaFHEQeRdp
p4gy9wY3rsWoNZFtO5i5DID6RjEhjLAPxMv7uoBrv9G+cvo/C8T959O/f+ii5BkQNl1va6nc2lnY
zwh2mWA3zqKojxCr9BTft8s2OhkTKUMd8Blz7h/YzBjXFL6h9rMc6R1rFvzDv7qDy7dJZpfNcUTk
bC1u7qbhIxQ+mLSezk5D/JlqvWmGlYJolxdQm8jsvMF/cSwqpvkudH82XEiMxIiCJJfVjpyFUHJm
A5M3gqhdPZ7K21SG61C9uv0fqMQIsNO81O8fP++ab1rxi6tH+8ZebJ+0Q5ZQVUwTT9DYWLajqep3
2nWsULQpa2vmZ5zctWWG5QSXN4jREMQvOJ9/g57cQqmMdv5Qi1GQFfOLWsdsroHPmKS3BkAX93Xl
P6wWbp+xv0ZDRVcY/wAuZ9YuZIo/MD6nfQj6xbR/p+AtC8hsyzoTEgAYn7W4+2P5sVcmg/l9HpUE
tmvmJ9MhHqWDW13roijpSNBColUKhBqr09MLU8guKtpdfltJazAXPmG9tr2F7Se2MnmO8BWSNWdD
HWUpJ6b9qN9r+VqKolW8jXIYQjzGC0Yb1Y4vMS0CRNuH4U5lJD/lFqH7QFFUuktfywttQksnXzO+
oxyC8k4/4pllLopthOHTlWqVTmpoRt0xVW1S6/LO3+u2upjXliupmedbi2194TISkbMjvE0fVFCs
poP2KV3VTC4/wZ9VM0ieZvRmX0vTjXzNyAaVpNokHKMhkNGCgqtFqFKjFUMZfJ93bvYcPN1slsH9
G5A8zI7h4xMXEu7OV3VVl3DDiF3FVWaaDf217p4kto7uOFHaNfr8U8EzcTuxS5VJeJPQkfLbAqY4
q7FXYq7FXYq7FXYq7FXYq7FXYqwT8zvMn1a2TSLdz603F7j06M4UmkaBW2PJhWh2YhUb+8GZukxW
eI/j8ft6NWWXR4u0Nzqd/Bp9qgklunEcSmpjIZaVJY8zH6a7k7mMdpIc2tiIs9Px+PPyLhnc1+Px
+OYfRflTQLbQ9Ft7CCpEa/E7AB3ZiWd3p+07sXb3OaHLkM5GRc+EREUide4LpNzO5oLVGuKgVP7o
F/1DMbNg8WPD3t2LJwG3j93/AM5CeR7TijxXdzNvz+qpG6Dw+OR4q19hmHL2RzX6ZR4fOx+gtI7S
jW4NvQfy0836f5u0SXWLCGaC3E723pzhQ5Maq3L4Cw/b8cu0/ZUtHIiRsmmfjjILDLsy0ML/ADS+
pPoUaaiPR09bm3Mt6biwt0QSM0chYaiHt5AsbEmN1+MGg3wq8p1tPy7M9vM/qX3OWWVriO38kzmS
JpERZnkYKiwMwcB2FeR+Mj4QVU/8vx+TtHNvfW93HrOlQSSyXa2cXlSCwhlKqplYxGGaPhFJU8ZG
PEbmmzKprfeZPytlYXc3l+1EYeadb6O70SFHFs0aeoZFv05q8kccYDdGChwu2KoK784flHZ6g9zN
5StjqzOTIgfQXuWKSBFKr9dLSt6sXFVj5MrLSimlVXQa5+Sl1bi9g8naaZnETxRBdBjmma4aRBGt
bpQz0icspbxX7QZQqvn81/k+LM21n5R0/VLNZORtrA+XbgeqQ8akQLecmdoYiwoteHyYBVF6Hqf5
U3lnLbaP5Ys9SkvJlkuLCKXRLy4lkeM3XOQG8kLsCjDdiaqSBxHLFUzn0fQbizsLmH8t5muLSL1b
KF00y3eBrdfUt4ZG+s14s9OKrzVW+0BTFVmpeVvLX6NNvB+WCSw3CxyT20MekW0gkUMYxyW4Qcoz
UFg+3L4eW+KqgtfLgVNF/wCVaTPp9pLAyEWelmzSWWn7yNZJ0dvT9VubiOo+LFVKw8u+U4b/AOuW
35aTpdPCheV4tL/d+itIoQJLugYeigX0/hHw1I6hVCXXlnyfIlus35S3HBJXaGCOHRAgeVFV2ZY7
7gOSoN2228aYqzTy/wCTvKejzyahpGgWmj3tyvpzNBBBFJwFPgrDVQp4KeKmnc74FT3FXYq7FXYq
7FXYq7FXYq7FXYq7FWJat+Wmiardy3V7c3byTOzyDnFQhjQrQxnb06R/6oXuqkZUNVKIoANcsQKh
5d/LTy/omtG9tZLi5uBGRI9y0b8S5BYjgkfxSFasfn3dqjLqpTjRqkQwiJtmmYzasmijmheGQVjk
Uo48QwocINK+WvyK/L3TvMknmuLUIg6Q2hsba4YfDHNOW/er/lJ6VRm912oMOGu+3B0+Ieq/czj/
AJxVa/8A8N63G6/7j1vUNtJvRpjEBMBXwVY8xe1K4h302aT6T73uGatymI/mJpkN9pMsd7ZNf6e/
prJbI+ocnZS7AKmnRyzR/FxrIAdq1XbeV7KwjShcW1/FZW2m6q1lqHoQpHLqnmxVtUJVWC101RDR
q7yyqeNCSqnAqeS+TNf1CBTrGjx3d5B6RRf8R6stnK5f1ZS0PpOAivXgGRyV4qaAbKqtp5KvYJ5L
e00ie1s3dYZrpvMmqCYwwLyiMIUSsqM5IZQ6Gm5rWmKr7jyPq8UFvDptksEFusv+ix+YdXtg7ckS
ItLFEXP7oEnkrcSFUbVOKq2l+VdfgS6kmsTHcMnGGNvM+s3sT96N9Zg4xiu1VQmlcVUrL8t1s5TB
a201rpkUUYtoLfzFrcZVwz814qyoIwvDiAOvLFVR/KOtrdx6xHp8barGSEgPmHVlgSNxxkUEwuhD
8VYqIVBYAmpFcVbn8t+aZLeG2FigghAk28za0srSkjkpmWASFF5vTkWrRRxX9lVRtvL/AJnnmsr+
50iWC6aT/TYW806r6cQjICMkMUfoShlFSpVfeu+KqepeW/NJZ1i0eSdXui0Tx+btagpHLy5ySUiU
oF4JSJOQHI8e9VVKTyt53e7kLacqRXKuOUPmzW6wvIsgkf44OHGhURqsXwNv4UVQ9h5D84rqXO7j
nFozpwWPzdrcgij5Au3F7dTLJ14qSEK7Gh+IqvTra3jtraK3jLtHCixo0rvK5Cig5ySFndvFmJJ7
4FVMVdirsVdirsVdirsVdirsVdirsVdirgAKkCldz74q7FXYq8l/KTy3rnlaw1TRdTsZnXVbppVu
YYvhj9RfTbmzlaqAKjbMfN2xLLmA8HIIjbi27+fkPm5Q0EYQMhkgTzr8fsT38svJOs+S9OOjoIZt
Plna4kleVmlVmRVbiAij9gbbZVHUa7JkvMMfD/RJ2H6Uzx6WMKxmd+dbs9zNcRIPN+itf2avbwPP
exywvBxZ6RvExaOXgt1Yj4GarUkqRtvhtXnFpY/mdb3w1D6lqcjStV7BzMEkDuPU48vMlzFCyRs5
QFVXt140VU38vecrl1064sdZNuEWSWGea9Jk5L+9AuY/MjxbmHiiPXiWUmoLtiqnJZ/mykd6yeXt
Sku7p7mOBxqc0aCF4+UVYzrs6ROZdiyH4V2XFVOy0f8ANBbKUavpest6Vs0cBtL6b1RIqKwkdl8x
gy/GX2CcjtuB8IVZQvkHzyUjn0/zG1ksojM9rd/pW4bmHRnfk+rTlR8DcY0Kji1GJ2IVas/yu84W
d1Fdw+cJZpVDepFdHWJ4CzSSMCsR1daARyKlHLfYDda42rZ/LLza08VxP5ijuJIwkTFG1y0drdZS
3AyRawalUdgrOjE7cidzirk/KrXCwjudfkurXkDxluteMlFlDAsf0v6bNwFNo1o1G7ccbVWP5Z+Z
F0qS0g8ymO6np61+/wCl5J6BnbjHI2reqiDknFedBQ15cjjaowflvMupw3seqXKypGiSzi+1UtII
AViSSNr1lZRzZzvu25BqcVW235e61aXTXNvrkjskcot47i41ydRKxYRtIsmrPG6qhAZeFSfiBXYB
VWtfy7mn0q0h1nWtR+vwtzlm0zUdUtY2FFX0yJbu5kZQqAci9SatszHFWVabpdpptuLe19T09iWm
mlndiAByaSZpHZjTck1PfAqKxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KsC1Dzh+Zlhc3UY8knU
bcTypYXMF7DH6kYmKxc4/wB+yVhHMu1BX4aA5lxw4iB66+DWZS7li+efzKk5SQfl/I9usrRh31KC
JzGD8MnpSRq243pj4GL+f9i8Uu5D3fnz82EszKv5fegxT1BJJqlq6IAat6i0jK/BU7kb5IYMN/X9
hY8c/wCb9rVz+ZXn+F2UeQpJQ85gsnj1GJlnPpiZWQiIgq0RLclLAUYGhBxGmxn+P7E8cu5Enzv+
Z4WQj8vJC0SKzD9K2u5NeSr8PxUp26/dWPg4v5/2FeOX81lHlrVPMGoW08mt6IdEnjlKQwm5iu/U
jABEnKLZa/ynKMkYg+k8X2M4knmE4ytk7FVrMQyCn2jT8Cf4Yq8/m85/mnbX0tn/AIJiviZZjayx
6nb23O3R+KH05Q7FuNC1Ntx45mDDiIvjr4NRnMdPta/x7+ZYuvqzfl5NzKsY5F1GAxMVqAPU9Piv
IqftU2oe+PgYqvj+xeOXciLnzr+ZFvaCVvIUjTO7IkCalbyHb0ypLIjBQwaTc7Dh1+IYBhxE/X9i
TKXch4/P/wCZU6JJB+Xk4jkcKhn1CCFgpLDk6GNmWgUE7d/vPgYh/H9iOOX837V0nnb81VKKv5dM
zGnP/cvacVJ7V4b+5xGHF/qn+xKmc/5v2uuvzA8/wXFxEPIVzIkFAsiXaMHYuBReMRqPTPPkDT9n
7WAYMZH1/YkyN8lVvOn5li2jlHkBzIZOE0X6TtqopWIqw+D46mRxt0479dnwcV/X9hXil3fahJ/P
H5uNE/1b8vOL9UkfVLdhStD8BWJvxB75IYMPWf2MeOf837Xo+YTc7FXYq7FXYq7FXYq7FXYq7FXY
q7FXYq7FVk0jxx8kiaZuSjghUGjMAW+NkFFB5HetOlTthCvn28sfylutYv5dc0u8spLq9uJtQvot
XsJbEMHTnHJIl2GjDScW4vGHDNStKAZcdbkAAFbeTUcMSjfqH5I3VoP9wsssF0iiNE1fT3IeBJbe
BI1TUmLvIsThOPIMeu4NB+dy9/2L4MVKTRfyFkvVt49Elvb6WMziKPVLQEo8sccVXOoRxq0vrLIl
W5EHf4iFJ/PZe/7FOCB6Kd9p35GPIqS+XpGuoCRc2y61pQl9O1iZP3hbVRRQqsxCMG+CrbdUa7KO
v2IOCB6IC11D8jp4YoLXy9cXt1E0Nvxm1jTopJvRCwtKBFqXxv6X2VRf3h2UdSoOty9/2MhiinUu
t/lDNLp1tF5eaVkNrBEg1vShLGIlkW3VY11Vnd1M5HGm9a1JAGR/NZO9PhxTK1l/KxrP9FWGiy6o
L1fTit7fVtNlnmiaRFrHTUlkZeWmxNsa+Ar6gAOpyE3f43/WvAGQ6J+WvlW7t1ivfL+o2IjVX/06
6iJdjJdEr/oVzMtf9LkY0otHWm4IBOrn3/jb9SjGPx+PNmum6Vp+k2Npp2nxehZwErDFyZ6AhmPx
OWY7k9TlEpGRs82bw3zF+R/mvUdWuWttG0OG3upLkC5N1qRIEzs6zSIZSOYoCAqleXVSv2drj1sI
jcy+QcWWEnu+1EX/AOS+tK4Sz8raFKlwZYZS17qaIkXMPE70mV2Jf4npU0XiMjHWR6yl8gylh7gP
tai/J7zreR0v9F0C2gvJLe4voIbvU+bcS5eOTlJMtUWVx+7dRUghjTE6vGORlt5RQMcjzA397Pf+
VGflZ6wmOikyA1BN3edaU6etToMxPzuXlf2Bt8KN2pf8qD/KoIV/Q7134t9bvKrU1FP3tNu1cl+f
y9/2Bj4EO5R1j8lPyqi0SVrqxktbWySW4lvFubhpEWgaZyWeStQm/wAOR/P5I739jLwInakp8i/m
H+SWhagPL3lmWW3GozqPrDrcvFLcORGtXmLMtdt+IXMLJ2gMshxH7HKGilCNgPXcm0uxV2KuxV2K
uxV2KuxV2KuxV2KuxV2KuxV2KrJ5lhj5srMOSrRFZz8bBQaKCaCu57DfCAryEWOvahcXEkl7f6dB
Hcu8QubPzKZFIlHNWjj1F7eWF19NlYPwA5fux8XFVf5X0eWKO5SDWtQmadvTt57ux8zi4LwsZoXm
9W8ipGnJ0cIqpIdi1TwxVYLFbia7v9I1S5k1BPrD+vLpvmdzG8dyrNAW+uVApCqegBU1ZlXgxQqq
dxa65cQ2836WvLVSI47xV07zdNN9YSJ46xRG7idIXVmq/EbgNz50KqoTT/KdzaeYrqddauJLtwrR
SvpXmiWSNvVEW0hv+nJE5cnbklSaRndVMDo6CeSCw17W1mRVtriS+s/Nc0dfWRQY5FvLYKzSFSzK
9OFeicsVU4tNeW4UX2tan9buR9W00w2XnC3oY1VWaaI35PAFkLPyWu5L7mir0uwg82EWj3OoWLwh
ma6RLC4ieSM/3YQyXbmJwKcuavXwGBU2k+1H/rf8anFXk1zcfmI09/FD5w1GIRyl45f8LzsiIomJ
iT/R6y1Cr8S16ChqwByxlw/zPtLUYT/nfYo2+sefI7UTXHm7UXEe0tfKd+h5kO6EL9VDNH8HF6KK
D9oEjE5MP8z7UiMu/wCxMfJnmXzFDqF9d69rmqarp1ujxLYny3eW7h1kVUmWSC3b1OSfFxWuzVot
KCGWeMj0xo+9YxkDubel2V5b3tpDd25ZoJ0EkTOjxkqwqCVcKw+kZjtitirj0Pf2xV5r5k/LDTPM
SHT5JZ0Sa8W7mmT0wyem8rMQwUfEVn4KTy2A9zlOXRwIbsWrkC9Ky5pdirsVdiryhT+ZVzfzJaeb
byNbQD1FufLkiQSyc2XhG7Qxuy0QElajfZiDtljJh6w+1rMZXsfsQ0eofmA+nys/nS9gePizXMvl
a6iCqsLs44y2yBgSteXY0HcDHxcN/R9qOGVc/sTrylq/mTS7uU+aNevtaimpFBCmg3EKwyKy8meW
2gdKUcbs1Ov8rUhmnjI9MeH42mEZDmbeiQypLEkqVKOAykgqaEVGxoRmO2LsVdirsVdirsVdirsV
UL2RI4Az3C2q+pGPVbiB8UigJ8e1ZK8B89t8IV4HYz/lPEt+kitL9Wup6PqjeXZJQzzSyhDJqPpz
KJZYJHRHetJOVQK8FUx8tap5N0W9jkhZoNVW2SeK5X/CUM01o1szLHFcRmASQxrCFbj0YD4vTxVM
bfz1Ikc/17zLq8UCXLpa3kr+VrZZQOaekHkZkZhJbMKcUerbqF+yqzC0vdIAt4rbz407hEcK8+mS
mYN6vxtSEOfUIY/AQPg+GgDAqoQapo/pT8/zMNLeOMTyLNoi+n6rCRJHrbMFLr8K12K9i3xYq02t
eWZkme1/Mz0oOSt+7utGlWIJG7MoeW2lajBGdubEjiaUAOKorSbzTb428Fl+YUmpSzTiW39GXR5H
lQK5MAEVr8SH0JCSoD/C3xfCcCp3JoeqtxKeYb9CrFiPTsCGDSiTia2vRUBjFN+JqatRsVTWT7cf
+t/xqcVeE3P5+67baxLaSah5d+rpM8P91qyunFioZ29IrtTcD76b5tRoImN1L/YuKdRUq2+1uD89
vMs9rPIuo+XY5IUSTeDVmWnBy/IFI2+JgpWgNB44nRRB5S/2KRlJBO32pz5N/PjS5Y7qTzfrOlRK
eP1A6Zb6gK8VdphL66HfZeIA396jK82hP8Al8aTDOKuRD1PRtY07WdLt9U02b17G7T1LebiyclrS
vFwrDp3GYE4GJo828GxYRmRSkfmjX/0XbrHCwF1N9lm3CLWnIj9Wa/X6zwhQ+o/Z5qw2PWNQGox3
FrJCIIY+RnadjcPK9Oam3aIAipNT6h6VpmAckBjGSOT94P4a7+e9/oSZk7dHoek3639hFdAcS4+N
fBgaHNxps3iQEkIvL1dirsVeMSP+eM8sotL/AFZYYpJlkmk0zRFUiLlxEKyXSSMJKDiSncVI+LMw
ZcPWH2lqlCXQouX/AJXZ9SR4rzUXkuYoTGF0/RhJE/FxJ6iSXkafEUD7t8PJVoTyCjxMX8z7U8Mq
5/YoyWv59NMYV1W/hVXCLcNp2iMj7ohccbtmC/ak+JAabUrRcIy4f5n2liYT/nfYyC48t/m2qkt5
6treKNgRMdNgJdSej8iFWnTbr7dwMuH+Z9rIxl3/AGKX+FvzfW5SI/mFAWcO6xHSrUMyKQCwWtaL
zX7xXD4uH+Z/six4J/zvsT7ypofnzTr2WTzB5mTXLN4gEg+pQ2zpKCKsHiIqpFdivh4b1ZZ4yPTH
hPvZQjIczbKcobHYq7FXYq7FVk8ywx82VmHJVoilz8TBa0WpoK1PgMICvGJ9Oi1HVtTt9S1bU5IJ
XCrpf6P8zSw28rEyRNPPFeyRbLJR1R0joBULSgVTGDTYeF7cQ6zqn2pL2CeC08yrCkMc1GjVPrMk
UrVjPHrUH4U9OgKqVXOk3t1a2sWpavfX8cHC5RptC80zLLLGyRo7xLcqwKekTwD8X5eoU25Mqo6r
ol3fXEkUOv6za/Urcsj2WmeaHbnIFJaYy3jCVyzmip+8XYM1IzirJ73SjE1tcvqOoi8+qShpZrbX
3kLNHEhqLS7SLl8NfRQDk1Wj4kElVJdNhezWO3bVL60tZ3E98G0jzOjmW4jCztJdw3y20DHmTQfD
E3utcVZLoNloWkC5le780XXA+nKlyuszI7CVh6sEYWRwOVRRT9kBiCKMVWa2lnY6VbKizSiIenEH
u7mac1qEQepcPIxZmYDrVj44FRUn24/9b/jU4q8c1jzjpunahqFtqXmO6D3UzGx4yeU4wkZ5KYh6
8hcrG3KrzBatHxrU0eVlUbD5xF7qdulrc6ul36CXEek28nlWVruFTXlDGs007hlq1UelENPi6tlU
xi1jW5BBHF5e8zRPM/1hXe30BTxVg/pMTKqR/D8I50anflvjZVkqeY9bWOBIvKOpqXABDy6WixfH
wPPheN0X4/gVtvfbArI8CsA8/tPLAZ0ADrKscVVL0UA9QCpoT75r8mCGbIOMxA/pHh28j3s9QeDG
DV+5jGi+jdara20oYcpokmT4kIEjAbHb8M1WfRDDqIw4hOJI3H45uPiycQuqer6NFHFbSIihaSNy
ptU0Aze6aIEaHe5ecbo/MhpdirsVeUXnnLyPaXEEzflzqkksTSS208WjW7FGnJ9ZlbnVGdq8+hPU
5lx0hP8AFH5tUstdCg9Z80/ljLb3L3f5eaje296edxcro8RDFVMQYyMylWRdhuCvthGkP86I+Kyy
10J+CZx3f5StZRXmp+V7qxiEZj9HUNGvJIgs7rctzKxT27M0ihmbkTyG5qMxpxokNgNhMCn5Wx3s
sieVnS4f1Ab6DQLsSMzH94UlitfV39SvqD4TX4WNDSKUolH5FWVu07+WPq8dieU1/JoN7A0BRfUa
SS7ltoyrovxbyc69KtTFWZ+XJ/J9zcahqmk2CWb27PBd6g9o1nzKhfUo0iRs6gRIC1KHiNyAMCsk
xV2KuxV2KuxVQvbpbWD1W4U5xx/G6xr+8kVPtNtX4th3O3fCBavC9N1DyNqb6q0lpcR3j3ckFwlf
Lkio8klw68Y7xIjGJ+bQgyxDmX2LcmcqoKSb8tbV7xJ9QeyVbcmSzr5Kkk5W8ZtjbvyNwxlZCwVf
hRUPAU+zihG2afllpVx9RkuWuTOVNxcuPKU8kvq/DEsyIGuZnmiZhyEZZ1mapr9lSjWg8mfXGEwu
LzSpolkBZfKD6fbWcc3qRk/tJEyw7NTdKf7sWqqrRa+SLJNRuKmK4sp4rWa5vIvKsKxxs1v6Mscy
RiJfRX05Iw3xdAyEhAFCYaZ5d03zI8UljJqU9pfJLHNqkdt5Tu7WnCMSevJFDcBix4wlIxv6e60H
MqWSRfk15Taa2N/HFf2tmnp22nyWGlpbLyZHdwkVojBnaP4qMBuRTG1Tq0/Lj8vbOWGa18saVBPb
skkEyWVusiPGao6uE5BlO4atcCp/JXnF/rGv/AtiryC8/OWTSPrOnjy1pNv6MwWO0Ou6bAHjlEjG
VkKgJUKGoeze2ZYw4v5/2NRnP+b9rVv+desK0MUHk+0SBonk05l1izT1owhcfV0MalwyqDRAaDfC
cGL+f9iOOd/T9qaQfnvpMeiDVNR05VUKzzLY6ppF2sfF1jKkvd28hYGRKgR0HJd98xpxANA2G0Hb
dlXlDz3pfmqNZtOCLEY2ZkN1ZzzI6sAUdLSa5C/C6sattUAgHIJZLirHPOuite6as8Cu01qSywxi
vMSFQ2wFSQBXMDXaQZYjySNzu8L/ADA83eZvKd5p66VFEHu+fB5oPVkEsRAogbb/AHYO3XMvsPsr
BISMxco18GjVSOOq6p7o3nvznf8A5qeWvL7ag1vYXMC3GoW6JD+9mihlkmJYJyCu0NKBqU6Ztzo4
Y8MpEb397X+a8SYrlye9ZrHKdirsVY5b/lt+X8Fl9STy5pzWx5ckltYpS3NlduTSKzNyaNSan9ke
AxVUh/L/AMhwwehF5c0tIfj/AHYs7en71QklRw/bQBW8R1xVZYfl15EsInhtdBsUhkd5WiMKOnOV
PTchXDAVQ8dv2dumKr5PIHkh3Mg0KyilaVZ5JIYEhd5FdZAztGELfGiseXUgE9BiqyH8ufIEJk9H
y3pkayqFkjW0gEbAK6bxheFeErrWleJI6Yqi38neUZJxcPoenvOAFErWsJcAOJQORWu0ihvnv1xV
N8VdirsVdirsVUbzh6I5PIg5x/FCGLV9RaD4Qx4k7N7VrQb4Qrx6HzN52spLy0W01NBHLNLHLfm4
uUaFXmQxSSxaJcuobgJYk5sTyADdEKqAfXPPem3FjYWEt+frbSNYReitr6nFyXLRy+WoFjdlqSvq
Vp0JJFVUfYa3+YDi6v5NUnNight5JIIJZr71GkjkFVHl2OpWKZvg9I0rQ8TVgqpReePOD6kbW2+t
6dCsLTxaXLa3kbBLZHD8B/h5v3ErAEfFz8OLHgFWtX13z1FqULQX2s8b61E1w3oN9TjanqR2yNJ5
ef4nExClY3kYqI3VTTFWSeVfMN0bayTUrzzDbXRjWE2C6PPJboS1VZpxotkAVUhDTigA8fixVk2g
TtbajJY3Gq6vqs08YljbULAQwRqpavGe3srSLk3dXctsKDxCsjxVZJ9uL/WP/EWxV4/q3m78jptS
Yy+ZdQtLq1lDXMUNzqyxyGCVpFjeMhonVJGNFUew+EUzLGiykXX3NRzQBq0Q/wCZf5JzRhT5k1M0
dTzS411CXLO4BMZXqXPw9KUFKKAH8jm7vtCPzEO9NLC2/Km5iGnaf5wLh+Rs7ey8wSxmJeKoRElv
cJzC+nX4w3xcialmritya6L5I/LyZri60mRru4cql3ew6ldTTGSHnGrPMs7N6iVZA1eQoB+yAFWR
6ToWn6V6ptPXZp+HqyXNzcXTt6aCNfjuJJW+yvjuak7knArHdf8Aze/LvQNVuNJ1bVvq2oWvH6xC
Le5k481DrVo4nXdWHfMnHpMkxYG3wapZoxNEpLeeYPyb/MDWtJtZb39JahYyPJp8SJdxASMQDycJ
GK1hqAW7V6ZMY82IE8h8EEwntzZlp3k7yxp93HfW2mwC/iBWK+dBJcKGBBCyvV1BDHYHvlE885Ci
dmUMUY8gnOVNjsVdirH/ADx5qbyxon6SSG3uG9VYhHdXcdjH8QJ/vpQwr8PSmWY4gmiaCDfR5zd/
85AavZNwvfLNlbOeQjMmv2CxuY2CuFkKhCUOzAGoPX2yfy+L/VP9iWrxJ/zftZ95b/MbytrOlRXj
6pptvdHgLqzj1C1ufQeVykaNJE5WrnZfE7DMScQDQNhtBTjTvMXl/U53g03U7S9njRJZIraeOV1j
k+w7KjMQrdj3yKUwxV2KuxV2KuxV2KuxVZMszIBC6o/JSWdS44hgWFAV3K1ANdjvv0whXjOt+V7l
ZriWLyRZX8tszfWZ7jy7ptxNM71kMyuuqWaSoytxCqpcMPi3xVFz6b5ra0jvI/I1nfXtzLBdukun
afAEMRCDlHJq8npziNarIpNPhUjbZVLNQ8ua+kdtcH8vrCIf7xmxj0ixuY3QzNIHkji1mOJUJPPi
yP6bftHrirO9P0HzpbaQ1rokuk+Xo47mR4bNdIEaGIOGVaW+oSxj1aHnJTlRvsKwwKnMNp56EcPr
atpZlBQ3BTTbgKwBcuErfHjVSgBNaUJoeQCqtXNp58a4lNrqulx27Rj0BLp1w7pICtS5W+QOpHLo
Fpt1puqh7qz/ADJW2gNpq2kPdlh9b9fT7gQhO5hVLzmCPB2Nf8nFU30iPXkSf9MXNrcO0rG2FpBJ
AEhqeCyepNPzenUjiPbviqMk+3H/AK3/ABqcVePalo1y119WsNR1GTVxc+rE81l5kggblLWb1ZTc
/V5Ylj40jSg2NNmK5KyhB6Xa2ES2+l2Gs315qVxNGrXl/pnmZlCxK8jCsl7Co5Swt8MbfEBwZW4s
2PEUo+3gu7+e/Sx8y3S3VnxuJba707zLAizP6Uvx/Wb7aEtDyCIBwVqVKlg4VR0tImaztZfNE73u
oxiZnsrXzG0MixF6rFOLz0lRLYsnZ+XGQnlxxVm/5cyaw9hOlxdPc6dA/CzkubHU7O5fkBIzs2qX
V3cSJ8fEE06bbDArFvPmtXP6U1jTx5j0yxHwr9Wk1rTrK8jjMK1RY5tLuni9TkWBeYmtCGUHaQJV
bc67qFrZQ3iecNG0uSRUlW0bVNNNsvJX9ELOdMV2jn9P49q7Eo3wkMk2qn/jDWb5rk2XnHT45mlF
nAjarpkcLSpxLtbU0y7Ykgp8LO5BkIKghahWY+SfMWu6vZQszaRqNrAUt7rU7DVRfOzLEWd2WGyt
oRIzGM8AVHFq7UCkKy7FXYqx/wA8ajqWn6GbnThI136ioiQrI8jcwVPER2uotUV5D9yRtuQMVYMP
MXnia9ube4ubyGO1eH6xHbR3MpKFZZpuMo8vjkOAEahKMWWnNXPxFUpOu+e5LRpbCfVrbWLZ5Jlt
by0kFxfWVuVBi9X9CxwByGPD4ZGBP2t2xVO7XVvNE/mGO2kvdYs4pEZLqWKxkZBO8hSiyS6BEjrE
JAUk9XiQg5CnJiq9Os4Jbe1ihluJLuSNQr3MwjEkhH7TCJIo6/6qgYFVsVdirsVdirsVdirsVYSv
5c6pFcvPb+cNZUO7SehJMssYLMDxClRRQKgAH+3EOml0nJ3R7WgYgHBi99Uf7UbP5N1gy3U8PmrV
hJPGyJDytBGCR2rbPw3/AGkUEdsn4B39UmmPaGOgDhx7H+lf+7F/FhmpeUPzoT0ksNb5wW4cqfrf
GaR5pGdzIWt+J48gFGwUDbMSWHP3/a7jDr+zTZnj3P8AR2AAoV6/n3lHv5U/NiSydDrXCSVjzSO8
48VVxwKubR3U8WaoDb0WpO4J8DPX1fa441ugEv7vYf0fntxgfZ3pfD5L/OfjJcNr3p3JEKxwtfSP
DRIwjll+rn4jwBIRlqSxqO6MGf8AnfaXJl2h2bsPD9O+/AL57fx/ffTZW/wj+bkzNDNrEkUXpx0n
iv6MWB+IU+q9dzvsDQdN8HgZ+/7Wv8/2fHcQBNnYw/4/+N+ae+WfIvma20KWLVfM2pDVbqMRzPHP
HcpEqGQL6TzwcviVwWagao2bbMjHgkI7yNlwtZ2lgllBx4ocET3GN3XPhl5bDl5K2n/l7q9m6Sf4
x1mZkfkFkkidCpYMVKvG9fbsPCm2I00h/HJhl7VxzFeBiHwP6Cy+OJ0jhRpGmaMAPK/EM5Ckcm4B
VqTuaAD2zKDp5GzdUlMnkjyfLcNPJo1m8jsJHrChVnERg5FKcSfSbgdulPAYUKS/l75HS5NzFoVl
DMY1hDRQpGFVEaNCoQKFZY3KK4+IKaA0xVD235XflvarCLfyzpkZgqI3W1i5kMhjYO/Hk4ZWIYMT
XvjasnREjRURQiKKKqigAHYAYq3irANc8iebNS1W91GDV4bN2lJs4TLqzxtCqIEjljhv7W3FWV+X
7lh8XtuVTEflro108d1q09/c6hG8siSw6pq0McfqsTSJPrj8KKeJ4kA9goooCr4fyz8uRl3Nzq8k
8gCyXLazqolZFLFEZ1uVJVOZ4j+JJxVONE8u6foyyJZSXbpLxBW7vbu9Cha0CfWpZuA3/Zp+AxVM
8VdiqC1bSk1K3SCS5ubaNX5ubSZ7d3XiVKGSMhwp5fskGtCDiqHs/LdlaarNqcdzfSSyosfoTXt1
NbqF7pBJI0QZqCp41+81VTXFXYq7FXYq7FXYq7FXYq7FXYq7FXk3n78y/KmraZFZ6D5ybRNYgc6h
b3CWt46SLarKTFLxjp6bMnxBg3T7DdM2Gn004m5Q4o8uYaMmQcropDe/mMbm3a60781xDFb/AAzB
tALAtJJI6GpiJ+GKi7D9mp65aNPRo4v9kwOS9xL7Fsf5i3M7ajOfzUit7RWC2nDQ2cxh6yLyDwpV
uETrTfx67Y/lwK/d/wCyT4l36vsX3P5itNPMLL82ERkPIQtoB4hQ5UjmY9/tD7sRp6G+P/ZJM7O0
vsU4PzMkkT97+asEU6+m/projFDHHGWk+J4kNZftbDY/CK1wnTf7X/skeL/S+xVtvPuoy215dXP5
pQWyIkZKRaLzWA3LCSAgyRRtLWOq/Z2774DgAIAx/wCyXju/V9jep/mBcWs0bt+aqQwXDSz26HQG
YmJZWiMZYI2yNE4rs3zBGMdOD/k/9ksslH6vsUE8/vI620n5rpdu5EDQLozwhpmBCcZ4EVuPOnxK
RsPfD4HXw6/zlGT+lfwdJ58v4tMh1CT83Y/q9y0sNvINAB5TQqjSKQsfJAvrJ9pd6/c+ACa8L/ZM
fEoXx/YqL+ZMYeZv+VtJIAWSOM6AVo7oyxjkEJIV6N07YPy3+1f7Jl4n9L7Fb/Husk28z/mVZxWd
7Ky2cw0eQlzAx9VDE0YKqeSqWMnbY74PAj/qZ2/pMuM/zvsUf+Vjql0ttN+bIFyiyQTQr5fJBuGL
qrBvT/3WzLt0PH3w/l9r8L/ZMPE3ri+xUh8+3lzqVLb80g8LSKI7Z9BZWPrsohSpiB4/GKN/A7A4
ABvj/wBkyE7N8W3uUZfzJuv0fPNbfmfDM0hpAz6HIvBpH+EfDCxZQkMn7HU79sI0wvfH/skeJttL
7EWPzFmsnsNQvvzJhe2kunlmsG0aQJJbxyIJIFlWIS1Ra0biCa+2R/L3YGPp/OSZ1uZfY9N8ufmB
5Q8yXs1louoC7uoIUuJY/SmjpFKFZGrIiA1DjpmFk084C5BtjMHkyHKWbsVdirsVdirsVdirsVdi
rsVdirsVdirsVSrzNrun6LpEt5f+t6B/dUtkd5auD9kR/FsKmo6ZXkyjGLLk6XSzzz4I1fmaYbaf
lRLc29rcHzx5lZHt4uTRahJGJH4CsoDiRk5fa41zPGtBFiEN/Jwp6cg0SbG3NHJ+VaIjxf4q8wvB
IgjkikvuQKiB4Tx/dihb1ObH+YA4PzX9GPyUY/MoCf8AJK1kjt4x5t8yLHagC3Q34KxkRNECi+mA
vwOVNOoJHQ5Ma0/zYfJicPmUFqX5b6Rc6tBpFz5n16e49dbn0prhZbVgSZkgaMqPhVLduHZd/GmU
jtECfDwxuu73uSNDI4/Ev0g9/u+zcJm/5S3S3SXNv5w1xJFZXZXueSkxg8EUKI+MZ5Hmv7Xtlv5s
VRjFo8Pe7KHm/JRbi3iW684eYJ7iNSple85KTuQ3F1YgrXb4sI1tHaMfkjwvMqtx+TMMvpu3mvzB
PNFJFLEbu99dAYqj7IWNt1Ztww3NcA1n9GPyUY66lAad5Gn1DUNSt9O87a9HDBcSM8MkzfCjGW2Z
Y3DLss0M3E8RSi7bcmrhr4yNcEbHl5/scnNop44gyO0vPyB+6QKZn8oFJjb/ABd5iDwI6wML4ghn
d35vRfiYepT5DfLPzf8ARj8nG8LzKyX8oLri623nTzBD608c07m7+NgicGXlGsW7Cm/sNsRqx1hH
5KcfmULc/lYunQ3Os33m/WhPBFMXubeX029OT1GYcQJGZg0lV37DI5NcIx3jGg24tOckhEE2dl0X
5VaZrVwNYi8y66sMj3BFu1wqmOV2aN+NU+F4mWinenBabKMGLX3HaMfl3IzaYwlRJ+ffv+lEwfkz
ZpJdTSeZ9ekuL1UF1cfW0WRzHA9upLCLf93J3qagb5M6w7emO3l8WsYvMoGx/I17SJIY/OnmCOCK
NhDDBd+kiSsxbmqgEAbj4R33rvTJS11/wR+SPB85K0n5faLot00dx5j8w3N9q8a263kt2ks0SfWb
ePkknphlq7xxk7/C7dqkY+XX0QDGPy+Hf5uVg0cpxkQeXf7ifuiU3n/LQTRxB/MesGWEuYZTcKTG
XS5jDR/B8DKt5TkP5E8MmNTX8MfxX6mgw8y3H+XFxHfrOvmbVxaqCfq4uKNzNyLinMCnpgL6YTjs
hYV3x/MbfTH8Cl4PMpn5c8ofoOczfpvVtUrALf09SuvrCbOX9SnFf3hrxLeGQyZuLpEe4JjGurIM
pZOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KpB59NqnlLUZrmC0uI7dBMIr+OWW3LIwZeaQpLKd+nBSa
9jkZQEhRbcOaeKXFAmMu8MRufzS83QaibKDye9xbrMkEV6v6VjhYMePqAnSiqqDT9ojeoJWpydNV
rr7837y1uYLZ9HEU17M0Nj9aTWrVH+ONYyzS6QOJbmeQUNxPHsxZWlRKfmTrCyaebyxtre11O5S2
tpOOrm45lGkaNbV9NiZjxjbi5dAV+OlNi0qP856hruk6pb6tpGi2urSQwTpPGyXYu2UBGRYZ7eC6
Rd2NUdat+z0IMOCN3W7YMsuHgs8POkivPzkv9OtQ+q6NHY3MyeraxSfpniY1J9RpSdHDx8eB/wB1
nxNFIJnTWjbL8yfNUl/6d75ZjtNLRZZJtW+sXzW6xxRJJ6odtNjRkf1QFPLs38pGNKidH/MHXL+5
tRLofo2c0qwyzomtF0LFxUJNpFupA4bszqo7kbVVQupeZtU0PzRq0Ok6BZTQyelPeXsj3lpTYhnm
nhsryA0605q3U8TuchHHEEkDm2TzzmAJEkR5eTrH81b27tlnTSkZJLZp4XRdaZHcSiIKGOkL8Hxp
ycCq1Pw0WuTprXT/AJi+aY5ZrZ/LyQMLbnFfltSltPrMsvpQRl/0dFyQ8kZ2U1FSKbE40qf6Xq95
relyLqWn28Ed1EyrZyNdGR1+GOT1La7tLKYJzZlrw+JeJ/aoImIIosoTMSJA0QxPT/zFutK0XTtP
i0OOO9Ebwx2MVtr0KGSD0y3pxnSZZghjkLkspofhq27BjARFDknLllORlI3IplN+YfmKHTo7p9AA
kZ0RoguttQujOKBdHMh+Hh/usfEWU0ZaGTBXt/zA1V5oo59FMZloFVRqXMu0UEgVUl06E7es/KtK
BN/2wjSrb3UNUv8ASdM1q+0WyS/trwS28LrqNy6wKR6rRobG3uUm4qSitAVqFPhSEscZEEjk2488
4AiJIEtj5qUX5j69+lJbW48uyxWqxrcw3ax6tJzgaN3+JF0uscoKAek9G3NNwA02pDWX5j+amYJc
6NE9w0i8bWCLWRyt5avHLHK+ncX4qyo/JUUPuzpULiqO8q/mFrOq6qtjq2gS6WJYY5YpEj1Ob45Q
GCStLp1rDHxU/ETLsduvKirOMCuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KpH55trq58oatb2vD15rZ
0T1Lc3ifEKGtusVyZdv2fSf/AFTiryG38o2C6rJZ6fZsLXVYfrVzEulqkK+oHMIeE6BSkZT4FlnB
5blDuGKENcaPrl3aaedY0v63c3KtAtxHpY9edVf1o4bmOfy6EhQSqoUGVB1erUxVFaal9LrkckNi
9vq6QPdQWjWYhmtHnnKu1vLN5ehj6P6jN8TM6U3HIspT/wDMxNPn03SINQv9NczpL6V35km06wnU
ssTeqtve6bcgtQem4WNCvLdSaFVWFW2veVdHtLe0vrnShb6lZTIsVq+n6iPWilkLQyyWOiSxurpd
q9ADxpUqQWZlVSHSodS1O5MZ8pXWk2QhhsrGPUNINtC1xJGXiC/oeR+c0kRX4wnU8d6UUMq/LHQv
IX6Q+pPF5a1HWLWZ2UQPp0t9byWsjoeEcGm6a59NkUiQjepI2CllKZeadKNx50mcadHcvPaenbXL
WUxdJQZeai+i0u69IOlPi+sEgjZN91XnVzpd1+ipdE0Hy5Le6VZDkt0LGCZ42gRY5Ve2utBgdrmS
Kf1CvOpaqq1AwxVOLWxuvTin1TT2nlkklMjJo7pcXnBQiwzRzeXAXK20joroU5LyXpyZVWbflpot
taW15dyabHb3zERXU4tY4pV4uP3Uckel6T66GlWID/FsMVedzeStCt9MhC6JctPHNNdNLHpkrXTy
BOXpOreW+LQvM7AeooUAfDsOCqqcnlrX3vo9Rube3ltfqcjo/wChvqkigNN9YeaV/Ll4v79GLtH8
PxM1OQIJVbuYed/LJHpz6NcXrQ6o9wLUsyMsjWha3hby6Z39QycnR+HIsxHwszMoej+ZNGNv5Atb
KaObjGYDaWdtELj6qYPT+rxRKmmXEvAPEtWa0LrU+AGKXnsWjldIkb/D8d6h5pJC1jcQP6MD+tFa
q8vlv1J4447bjuR14deOKqkOhT39zZG1tLW5lieOC/t5LJzbt9VtYzFCgbQJI7YL6stKKG+Jhsao
ir1D8v8AyZdaG0lxeWttZTiP6skFobOSNow7OG5wafprrTlsg+HvTluVWaYFdirsVdirsVdirsVd
irsVdirsVdirsVUbyys721ltL2CO5tZlKTW8yLJG6nqrIwKkfPFUgP5a+QOKIvl+xiRIJbQJFCka
mCYlpI2CBQylmLUPQkkbnFUVB5G8lW/pfV9A06AQzi6iEVrCgWcCglAVQOYH7XXFU7xV5n+bV3CL
7RbKR4l9eeRlVpbaOUsqxKPTS51LTVk2dhT05aEhvhIHIhWDSp5n0+0X07mTUbCJJJ11e21aZF9J
5Fm9WSGPX7UyuymZ2IJrVKMd8VZBeea/I97aw6ld2usafext6LRDWbXTZmEwEjn49VjCh2VOS+p6
n2ajjSqqJ8p+a/y9vPMzaXYWmowagt0I5Vudct5l+sRFR6n1f9KzvK37scnWJi29a1aqqj+bcnlf
69JHqDj62wi5SyQ+Wpo4uJn9FWGrtFN8fORl+KgoSKDlVVI73VfyytPMCa9O836TtomF4gk8qQ85
Fk9RY5YpJI3eW3eJQjJWhUDmSGxVDuPyy1H1tVsLV3me3laGOSPyjJHbhIlRpz6skdPQHpH05JaK
GFEp9lVm35Sv5OstLm0LRIG+sELcX08n6KDTcvTcH/cdI8Ui8bheJAYKCAzbrVVgktt+Xmt6eNK0
fT5PrdsJiZP+dOnk+MhJZXt2uUCln40cItPh4kLtiqudO8g6dBZQ2lvcXzaSFaX6nF5Slu1l5M4t
5RG63HqK8LbRDf4qs1CQqnRT8v7HS7aC1vRz0pDcG9tV8qI8TXA5LGVkXhB6/qVU8VBp8T+Kr1Dy
tZWdppNotoPglWSaVmW0RzLIwZ/U+oqluXDbMU2qOp64FTrFXYq7FXYq7FXYq7FXYq7FXYq7FXYq
7FXYq7FXYq7FXYq7FXYq8+/MtJDe2BS4v7Sq3KvcWVtrN1GgCxN+9XR7mzYVAIXmW36UocKsV07Q
rO6iXWbPXdXnt5Ld1nvTD5ojZ3j5cBxa/WaSFWlPpxopatf3leqqH0dIFi1OTStVv3W+uGlSYaR5
wlorKyOjSi7VuZUq3MN9remy0VZF+VsGjrfPcmfU59VuXkdisPmKHTqgFS0n6SZ4WkKUr6jV5fZ6
4lXp0P2D/rN/xI4FX0G+3XrirSoioEVQEAoFAoAB2piqnMieiI+PwVVeI2FOQGKpR/gvQg0jL9cT
1YvQYJf3qgR0UKqBZh6fDhVOFOJJK0LElVCL+W/ldYfRUXqoJPWUpqF9HIJOHAv6scyyElTuS253
Pxb42qLs/JmjWuqxaokt/JewqY42m1G/mj4EBeJhknaJhsD8Smp+I/Fviqcn++T/AFW/WuKr8Vdi
rsVdirsVdirsVdirsVdirsVdirsVdirsVdiqldXC28DSsCQKAAVNSxCjoCep8MIFoJpLrPzDBNa3
Ny8cvp2ys7COKSWQqg5ELFEJHZuJFFWrE9BmLpNXHUQ44iUd69Qo9/47uR3bMuMwlwmvgor5y0hl
qINSH7pp6HStSB4IaEUNuDz8E+0eoGZLBqbzro0PPnBqZ9NS7cNJ1N9lk9I042zVPLcAdV+IfDvi
qUapc/l/5jktjrGgXOpFF527X2hX8ioHlWP/AHda0UlgKg78RyPwb4VUC/5Y3FwIH8rySPcKqF38
uXpjZZnEvF5DZ8APUbk4Y/C32qEHFWxafljIRft5WZ52Il9aTy/eG45QhyjEva+pyURHhX4vsgbs
oKqtZwfl1pU1pd2fl6S2urOENazQ6LeGWJXhMdOSW7MHMVvwIrypxX9pQVWZrSmwoDv4dd8Ct4q7
FXEA9d8VdirsVdirqCte/jirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirTKrKVYAqRQg7
gg4qpW1nb2wYQpx5GrEksTuT1Yk9ScJKAKVsCXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYq7FX//2Q==
uuid:2ec20c4b-7eea-3348-b2c0-d3dfdd2bd7cc
xmp.did:6398B6AF702068118B93AF6428E4B689
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b03797fd-ebf1-7b44-8138-e07fc6e3c929
xmp.did:FB7F117407206811BCEB9AC6B964841C
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
converted
from application/pdf to <unknown>
saved
xmp.iid:CF7F11740720681191099C3B601C4548
2008-04-17T14:19:07+05:30
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
converted
from application/pdf to <unknown>
saved
xmp.iid:0080117407206811BDDDFD38D0CF24DD
2008-05-16T12:18:29-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:F87F117407206811B628E3BF27C8C41B
2008-05-22T12:59:33-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:0BC3BD25102DDD1181B594070CEB88D9
2008-05-28T17:02:32-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F87F117407206811BB1DBF8F242B6F84
2008-06-09T15:05:10-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F117407206811BB1DBF8F242B6F84
2008-06-09T15:05:47-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811ACAFB8DA80854E76
2008-06-11T14:30:01-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FEE440664A3DDD11BD33D3EB8D3A1068
2008-06-18T22:22:44+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:2F85BBCD703EDD11A8D1DFE8FDCD79D1
2008-06-19T19:30:09-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:676AE2A5723EDD11A6F1BABF7C5A7A51
2008-06-19T19:43:22-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:81784906200A11689FE8CB9EA85C5459
2008-06-26T06:08:19-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811A961B566907A6C36
2008-07-23T16:58:53+05:30
Adobe Illustrator CS4
/
saved
xmp.iid:761A6279FA66DD11B4A5E5F5AC7FC183
2008-08-10T23:39:52+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:166eddc1-c3ee-ee4b-aed5-bec571051ec1
2020-06-05T14:59:49+03:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:FB7F117407206811BCEB9AC6B964841C
2020-06-05T15:50:59+03:00
Adobe Illustrator CS4
/
saved
xmp.iid:6398B6AF702068118B93AF6428E4B689
2020-06-11T15:24:46+03:00
Adobe Illustrator CS4
/
Basic CMYK
False
True
1
594.000263
841.000863
Millimeters
Oswald-Bold
Oswald
Bold
TrueType
Version 4.100; ttfautohint (v1.8.1.43-b0c9)
False
Oswald-Bold.ttf
Oswald-Medium
Oswald
Medium
TrueType
Version 4.100; ttfautohint (v1.8.1.43-b0c9)
False
Oswald-Medium.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
MyriadPro-SemiCn
Myriad Pro
SemiCondensed
Open Type
OTF 1.003;PS 001.000;Core 1.0.31;makeotf.lib1.4.1585
False
MyriadPro SemiCn.otf
Cyan
Magenta
Yellow
Black
Группа образцов по умолчанию
0
Белый
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Черный
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=60 M=20 Y=0 K=0 1
CMYK
PROCESS
60.000004
19.999998
0.000000
0.000000
C=100 M=84 Y=12 K=3 1
CMYK
PROCESS
100.000000
84.000000
12.000000
2.999997
CMYK красный
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK желтый
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK зеленый
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK голубой
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK синий
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK пурпурный
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
New Color Swatch 3
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
50.000000
New Color Swatch 2
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
New Color Swatch 5
PROCESS
100.000000
CMYK
0.000000
20.000000
100.000000
0.000000
New Color Swatch 4
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
New Color Swatch
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
New Color Swatch 1
PROCESS
100.000000
CMYK
100.000000
20.000000
0.000000
20.000000
PANTONE 485 C
PROCESS
100.000000
CMYK
5.529900
97.427299
98.477104
0.421100
PANTONE 286 C
PROCESS
100.000000
CMYK
100.000000
83.483597
13.974200
2.591000
Цветовая группа "Кресты"
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000002
70.000000
80.000000
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000002
50.000000
80.000000
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
65.000000
10.000002
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000000
10.000002
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
85.000000
60.000004
10.000002
Оттенки серого
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
Adobe PDF library 9.00
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageB]/Properties<>/Shading<>/XObject<>>>/Thumb 28 0 R/TrimBox[0.0 0.0 1683.78 2383.94]/Type/Page>>
endobj
14 0 obj
<>stream
Hˎ&GSj2[b`,F$#ޞng#wd%.'ND|W_|<>K<~ǿ8_HWGc:đ_}w>i{e5RGҿgbwoN58UzQ"EөƱ^sifW[ir~xwqT,[Gt8_W=US
/kp_s\iqj5Ѷ]#za,9q5y_G-.GiWyzqqR9A+Cu]yfŕJ?r\s㜜*;RPJq7?-S0C{;fmvAY2x^zV^G:mI҅^U[ߖ& Zu\гw~<ɕO~r}mϒ+.ssÔ4fԓӖrb4 ENt1Ox 0Ȯg +
M]b[LȷMrd&cikr%OJ3R \xm@6Pܖ90'YUjlD(.!cH.rQ C[AUaEd!3PHN뱳*[/(<=QrWogqB
!CɹҞ؈zL7|ī/d
= %GCHwQ%8kxk@d5,D:@RĆ_Cw!OYmOLJ߱)exCg)F zR