%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
SNAP FRAME 15-8.5X11-PRINT TEMPLATE
2021-03-31T18:33:51+03:00
2021-03-31T18:33:51+03:00
2021-03-31T18:33:51+04:00
Adobe Illustrator 25.2 (Windows)
200
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADIAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AkvlbytqPmPUTa2pSKGJP
UuLiTlRRyChVCg8mapIBI6HfOs1ms8Ctrt4Hs3s381xerh4a6XzvzZQPya1z66UN9a/Ue0/7z1fs
/wC+uPH7W395039swf5aH837f2O0/wBDZ/1T/Y/tai/JvXjdus17apaCvpzIZHkPhWMoqiv+ucf5
aH837f2L/obP+qf7H9rrX8m9eaVxd3trFEP7t4jJKx3/AGlZIgu3ucR20P5v2/sU+zZ/1T/Y/tat
vyb8wNFKbm8tIpQP3CRGSRWND9pmSMrv4A4P5aH837f2J/0Nn/VP9j+1qL8nPMJtpGlvLRLof3MS
NK0bf60hjUr9CHH+Wh/N+39i/wCho/6p/sf2tr+TfmD6mzteWgvQfhgBkMRFR1l4BhtX/deP8tD+
b9v7F/0Nn/VP9j+1z/k35gFmjpeWjXhP7yFjIIgN+koQse37Ax/lofzft/Yv+hs/6p/sf2tTfk55
hFvE0F5aPcH++jdpURf9VxG5b6VGP8tD+b9v7F/0NH/VP9j+1u5/JvX1WL6re2srEfvxKZIwp2+w
VSTl368cP8tD+b9v7ED2bP8Aqn+x/a3c/k3ryzxrbXtrLAaerJIZI3XffiipIG2/yhj/AC0P5v2/
sUezZ/1T/Y/tTbSPy980aPdGOzuLCeylkhmlln9dZVeHnx4pHTb4/wDfgr06VBx8/aMcnOJ69e/4
OZpex54QamDZB3ienLlId/43VtN8k+brH1dPNxp15pc8yTzT3SzSzMyIAFaLZCtVpQv039shk10J
SEuEihWx/Y2YezMkIGPHGVmzxRJ/3yhqf5d+YdUlS3m/RWn6fbs7QvYxyq7luIrJGw49F/nNPfJ4
e0hAk1KV98r/AENep7GlliBcI1/NhX++Su2/JvXGmkF1fWsUI/uni9SRm3/aVljC7eDHMj+Wh/N+
39jhn2bP+qf7H9qy2/JvzC0cpury0ikA/cLE0sis1Ds5ZI+A6bgNg/lofzft/Yk+zZ/1T/Y/tbh/
JvzAbaRpry0S5H9zEhkdG2/acohXfwQ4/wAtD+b9v7F/0Nn/AFT/AGP7XL+TfmD6mzteWgvQfhgB
kMRFR1l4BhtX/deP8tD+b9v7F/0Nn/VP9j+1pvyb8wizR1vLQ3pP7yEtKIgtTuJeBYnptwGP8tD+
b9v7F/0Nn/VP9j+1ub8m/MAto2hvLR7k/wB9E5kRF2/ZcI5bfxQY/wAtD+b9v7F/0Nn/AFT/AGP7
XXX5N+YFSI2l5aSuQfWEpkiCnanEqkvLv1Ax/lofzft/Yo9mz/qn+x/a3c/k3ryzxrbXtrLAaerJ
IZI3XffiipIG2/yhh/lofzft/YgezZ/1T/Y/tbk/JvXBdosV9atZmnqTN6iyDxpGFZT/AMGMf5aH
837f2L/obP8Aqn+x/a1/ypvXfr3D67a/Uf8Af/7z1fs1/uuPH7W395039sf5aH837f2L/obP+qf7
H9rF/NHljUPLupCzu2SVJE9W3njLUZSzLRgwHFhxqRuNxvmdo9Z44JqqdX2l2d+WMRxcXFfSv0so
/Jv69+nb3h/vD9V/f/Z/vfUX0uvxfZ9Tpt49swe2uUfj+h2ns3zyf5v6Xq13di3EQETzPM/pokfG
teLP+2yDoh75oCaeolKlL69df9W64/4K3/6q4OI9yOI9x+z9bvr11/1brj/grf8A6q48R7l4j3H7
P1u+vXX/AFbrj/grf/qrjxHuXiPcfs/W769df9W64/4K3/6q48R7l4j3H7P1u+vXX/VuuP8Agrf/
AKq48R7l4j3H7P1u+vXX/VuuP+Ct/wDqrjxHuXiPcfs/W769df8AVuuP+Ct/+quPEe5eI9x+z9bv
r11/1brj/grf/qrjxHuXiPcfs/W769df9W64/wCCt/8AqrjxHuXiPcfs/W769df9W64/4K3/AOqu
PEe5eI9x+z9bvr11/wBW64/4K3/6q48R7l4j3H7P1u+vXX/VuuP+Ct/+quPEe5eI9x+z9bvr11/1
brj/AIK3/wCquPEe5eI9x+z9bvr11/1brj/grf8A6q48R7l4j3H7P1u+vXX/AFbrj/grf/qrjxHu
XiPcfs/W769df9W64/4K3/6q48R7l4j3H7P1u+vXX/VuuP8Agrf/AKq48R7l4j3H7P1u+vXX/Vuu
P+Ct/wDqrjxHuXiPcfs/W769df8AVuuP+Ct/+quPEe5eI9x+z9bvr11/1brj/grf/qrjxHuXiPcf
s/W769df9W64/wCCt/8AqrjxHuXiPcfs/Wq2l2LgSgxPC8L+m6Sca14q/wCwzjo474QbTGVvJvzj
+t/4jtOX+8f1NfR+z/eerJ6n+V9nh128O+dB2NfDL4PLe0lcUO/f9C/8m47w69eyI1LNbUrMtesr
SIYjT2VXwdtco/H9CfZvnk/zf0vUb7/erTv+Yhv+oeXOflzD08uY9/6CjMkzdirsVdirsVdirsVd
irsVdirsVdirsVdirsVdirsVdirsVdirsVQdj/vVqP8AzEL/ANQ8WRjzLCPM+/8AQHlf5xpdDzHa
Ozf6K1mqxLXpIJZDIae4KZ0PY11L4PL+0lcUPj+hf+TcF02u3twslLWO19OWKp+KR5FMbceh4hHF
e1fc4O2uUfj+hPs3zyf5v6XqN9/vVp3/ADEN/wBQ8uc/LmHp5cx7/wBBRmSZuxV2KuxV2KqEGoWF
xcT20FzFNcWxAuYY3VnjLV4h1BqtabVyIkCaBbJ4ZxiJEERlyNc/cr5JrQk2r6TDfxadNewR6hOv
OGzeVFmdd91jJ5MPhPQdsiZgGr3bo6fJKBmIyMBzNGh8eSLyTS7FUNHqemyG5Ed3C5siReBZEPok
CpEtD8G2/wAWR44778m04Mgq4n1ctufu71G01/QrySGO01G1uJLlWe3SKaNzIqEh2QKx5BSCCR0w
DJEmgQzyaTNAEyhICPOwRV965dc0V7T66l/bNZ14/WVlQx8qcqcwePTf5YPFhV2KQdLlEuExlxd1
G/k3b63o1y1uttf207Xas9qscqOZVTZ2j4k8gvcjphGSJ5ELPS5Y3xRkOHnYO19/cjMm0Kc1xBCY
xNIsZlcRxciBycgkKtepNOmAyA5sowMroXSphYuxV2KuxV2KoOx/3q1H/mIX/qHiyMeZYR5n3/oD
yv8AOOG4HmO0mZ6272apHHU7OkshdqdByDrv7Z0PYw9Mvg8v7SEcUPj+hf8Ak3aytr17dh6RRWpi
ePfdpZEZW8PhER+/B20No/H9CfZs75P839L1G+/3q07/AJiG/wCoeXOflzD08uY9/wCgozJM3Yq7
FXYq7FWEX/5Zx317czT3ymzub3661gICYq+lPGeQeVxzb6xVmUKDx+zUk5hS0dk78zf3u+xdtnHA
AR9UYcPFxb84noOXp2Bs786FMem/KDVLU2ixakmpevdW5vTcwD0wkFtPGZZIzMPVP7xV4gg0613O
VHQkcje/46uxj7R45cVw4KjLhqW9mUTQPDtyJ/VsGQXn5Xw3Nt6R1ScSLpEekRSnn1jMlZpFWRVk
qJdkb7NKg5dLSWKvpTr8fbpjK+CNeKcnTrWw225cxz7kI35P2jajcTm/U2E9ws40824MYWOKaFIz
+84ngk4UHj0UV3NcgdCLO+zaPaKQgBw+sRri4t9zEk8upj38z8F2mflW9jLpRj1xyNLuxdvEIVAk
JigVxu7FGke3LMw3o7DuSZR0VVvyN8vd+pjn9oBkGQHGPXHh+rlvIjpvQlQH9EHuofbfl7LaNqf1
fURw1FZIGjkgLD6vLJcTNG5SWNnb1bs/GCp4gD3wjSkXR5+XTdon2wJ8HFD6KOx/iAgLHpIAqHLf
c35NaX+XEdpqml6hc6g9zLpqt+zIpkesvpci0slUhSdlQNyfxcjbGGkqQN8k5+2jPHOEY8In7tvp
v+EbyMbNUP6KZap5aje3sI9G+r2Qsbl5gjJyhBktpbapjWgYr6wYKSK0pUVrls8GwERX9lOJp9fv
I5bnxRrnvtKMufS6r4pRpP5Zmz1TTNRudSFxNYM0k3pwGL15S0zCRqyycSWunL02banECmUw0dSB
vk5uo7b48c4RhQny9V8I9O3IfzRXdvztLD+UFndRXckGrq0lzJP/AKSkIYqX+txyLUS773KBv+MQ
H+qD2fWxO/ucjH7TfTULjGh9X80w8unBL3cR+I7Tfy6js7ya402/je0lvYZZLeNeCxC0vpLngpVn
BZQwgoQNgflkvyRhKx3g/Dm48+3RmgBIWYxlG7uyYCBv4gy67/NnpIAJJoBuSczHQrYpYpoklidZ
IpFDxyIQysrCoII2IIwkEGiiMgRY3BaE0JmaEOpmVQ7RVHIKxIDFetCVND7Y0avovELrqvBBFRuD
0OBLsVQdj/vVqP8AzEL/ANQ8WRjzLCPM+/8AQHlf5x20i+Y7S5L1jls1jWPfZo5ZGY/T6g+7Oh7G
G0j7nl/aQ+qA9/6F35N2qN5gvLsygPFaGIQ03YSyIxatf2fSA6d8j21yj8f0MvZs75P839L1K+/3
q07/AJiG/wCoeXNBLmHppcx7/wBBRmSZpZ5k0ybU9Ils4Vjd3khfhOSI2EUySMrEK+zKhH2Tl+my
iExI+fLzFOLrMJy4zEVzHPlsQfNIX8reZ0gSKz1FbaisY/TklWO3LSvIUSIDjMvB1Qc6ceNR4Zlj
VYruUb+W+w69O/bm4R0WcCoz4fifTuTy5SFGt+VbLrvy75skVRa331ZDAUdDeXMpWURzqGDsnJgz
TIxJoRx2rQYIajCOcb3/AJo5en9R+a5NJqD9MuH0/wA6R3qXWt9yD5V5BZceWPOAgkjs9W482DVl
nuHICyTUox+JaRPFt0Zl+KorUx1OG7lH7B3D9N+4HZEtHqKIjP5mR6y/Rw+8jfra0HljXxewz3V9
9YSK8S6CGeegUPcBgooQP3ckXw/ZPEjoamMtTj4SAK9Nch/R/SD82cdFl4gZSsCfF9Uu+X6DHbls
QhdQ8n69JcXE9i9vAXuXuIiZpVlrJHMhczxRRybeqCqEtTccqbZZj1mMACVnauQ7x0Jrpz29zVl0
GUkmPCPVfM3ykPqAB68t65XWyL0XQvN1pqiS3d+stgDvF680rlaGgf1UKnh0qoQt1PhlebPhlChH
1e4D7v2026bTaiGS5SuHvJ+/u8qvme5CxeUfMCWmpxtJbSTanJHJKWkk4Exu0hqPS+zIxClDX4Nu
R2pM6vGTE7+n+zv6d/f0a46HKIzBMbmR1PTfu5HlW/p24jtQ+x8oyWOiXEVq6Ra1dLSS8iaSNFPK
qBBVqJEoCqtNwKHrlU9WJ5AT9A6bfjdvxaE48RETWSXUX8K8h0HWkVFod4W0KW4dZLnTDIbqVneR
n9SB4yVZgCeTsDQ0plZzx9YHKXL5gto00j4ZPOHP/Skfell75T1mby1JocE8FvCWmkU/vG5+pPLI
sbU48VAdDUV3FKEdb4auAy+IQSdvuAv73Gy6HJLAcQIA9Xf1lI15dO/3EcxOt+VfU0drLTYkV7mW
SW6BZlRpJbZ4PUoxcgK7I9BX7O1TkMGqqfFI8ht8JA/rDZqdFeMxh/EST7zExv50fghm8s+Z1nik
TUDJD6k7XNsbu5iEiNLygRXUMYuCHfgO1Nxvk/zOKiOHfajwju39/wAWo6PPYIltcrHFIXv6d+lD
u93JqPyx5ogkK22orDA31lqLJJRHla6ZCI+PFt7iNm36r3oMJ1WI842du7+j+o/NRos8T6ZUPV1P
Xjrb/Ojfu6qVr5V82W7gRX6Q27LdF4EnnLCSdpWX96yHkf3i1kZOQK7d6meqwnnGzt0HSunw5XW7
DHotRHlKh6trPMmXUjfmNyL299qah5P1a91TT72SWAtbW1tFNIWYt6kLu8nHmjyENzpX1V/yuXTB
j1kIwlGjuT9vxr7PdTLLoMk8kZkjaMR8QTfQne/5w87QEHlD8wILaO3j1eCOOKOONQktyKhFCjb7
K+n24gc/2wctlq9OTZid/Ifjf7Ojjw0GrjERE4gAAc5fgV5fV/Ejbryt5oe9u7qG+USzSR+nJ9Yn
QmJJJnCuqJVVCyqvpowBpWoqa1R1WLhAI5eQ7h+rmXInos/HKQluSP4jyBkd9uW42BF1d7sk0O1n
tdOWGZfTb1JnWKoPBJJneNKio+FGC5hZ5CUrHl9zsdPAxhR7z9pJA+AR+VN6Dsf96tR/5iF/6h4s
jHmWEeZ9/wCgPKvzjtlXzLa3PqAtLZJGYu6iOWRg3X9r1KdO2dB2MNpfB5f2kO8B7/0L/wAm7eBv
MF5cNKBPHaGOOCoqySSIXenX4TGo/wBlg7a5R+P6GXs3zyf5v6XqV9/vVp3/ADEN/wBQ8uaCXMPT
S5j3/oKMyTN2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVB2P+9Wo/wDMQv8A
1DxZGPMsI8z7/wBAeVfnHDCPMtrOJAZnskR4aiqqkshVqdfiLsPozoOxhtL4PL+0h3h8f0L/AMm4
rQ+YLyVpCLtLQrDF2aNpEMjdP2WVO/fB21yj8f0MvZvnk/zf0vUr7/erTv8AmIb/AKh5c0EuYeml
zHv/AEFGZJm7FXYq7FXYq7FXYqgde1C407RL+/traS8ubW3llgtIUaSSWREJSNVQFiWagxV5Nbfn
r5xiha21DyRP+lrW5Gm3SRST8HvktjPIkQjtrmvPifSCPJ8NGZlWjFTSNi/Nj8w7S2kOoeR7y8nV
LKRFtIL2IubmGJp1VTBcJ+4kZw3KVT0HHZmCtLfL/wCa/wCZVzqdhaan5Eu1guZLK1uLuGK7iSJ5
y31i4b6xCtI4hxBXoCD+8IK4rTXlz81fzPmtHm1ryNcrL6lnDFBDBdQlvXW4eeWrpP8ACgjhQKwX
izfG6jorSjB+cH5mzXht28g3cMTywOl20N8Yo7d2iEscg+rLK0iBpKuiECmyOBVlaexg1APj47Yo
dirsVdirsVdirsVdiqDsf96tR/5iF/6h4sjHmWEeZ9/6A8q/OOO2HmW1kVyblrJFlj7CNZZCjdO5
Z+/bOg7GqpfB5f2ku4fH9C/8m/qf+ILznX679UPo9ael6ierXt9r08HbXKPx/Qy9m+eT/N/S9Svv
96tO/wCYhv8AqHlzQS5h6aXMe/8AQUZkmbsVdirsVdirsVYf+YL/AJjI1gfJqJIW5JdrIYAit61u
ySSesQ3D0kmRvT+L4gabAhSGO2cf52SatZKZbiLRXhSPUHvBpX11JzDdc5IvqyvCYxL6FAwLfZ2I
9TFWPrpH57raCf0PU1QSteVe30ONTdNY+j6hdWkZTHJ8KSAFpF+FvSUbqrbdv+coXt4DIhim+sIJ
0Y6Q37gJTZl2qXqZdv5fTH2hiuzLr+7/ADUi0OKysYri6123a9Nzcsliqyw3AvotOcO3pW5aJ4re
SZUoQpFVNSuKpev/ACvNtT0hV9VLV7kr5heb9F+kkJuYTzsPTrKUEAkA9Yc6E1+Ljiqg6fn0qwMJ
biSQQae08ax6OqGdVH1yMOzluMhqWl4fAdkjcHkFdksI/wCcnVhVZGRpwsY9S3/RnpkG0UyFhLRv
VE+wC/By5/scMV2ekeQk88JYzjza5kuiLQwk/V9ibKD6yB9XCigu/V6/RVaYoZRirsVdirsVdirs
VQdj/vVqP/MQv/UPFkY8ywjzPv8A0B5V+cf1X/Etrxr9b+pJ6vWnp+rL6ft9rnnQdjVUvg8v7SXc
Pj+hf+Tb2Y8wXiOhN41oWhk7CISIJR17sU7dsHbXKPx/Qy9m+eT/ADf0vUr7/erTv+Yhv+oeXNBL
mHppcx7/ANBRmSZuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KoOx/wB6tR/5
iF/6h4sjHmWEeZ9/6A8q/ON7U+ZbVFUi6FkhlfsYzLL6Y69iH+/Og7GqpfB5f2ku4fH9C/8AJua2
HmC8haOty9oXim2+FEkQOvj8RdD9GDtrlH4/oZezfPJ/m/pepX3+9Wnf8xDf9Q8uaCXMPTS5j3/o
KMyTN2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVB2P8AvVqP/MQv/UPFkY8y
wjzPv/QHlX5xywHzLaxLHS4SyR5JdviRpZQi/wCxKt9+dB2MdpfB5f2kG8Pj+hf+TdzEvmC8tjED
LLaGVJ9qqsciKy9K/EZAfowdtco/H9DL2b55P839L1K+/wB6tO/5iG/6h5c0EuYemlzHv/QUZkmb
sVdirsVdirznT/zfguNdm0+4j022gh1a70hl/SMkt8Daev8Avns0tTwWQWxK8pae9eqmkb/yuTyR
I1q9tfKbSUNLcy3EV3bPHbizmvEnjjkt/wB6rpbNQ1A60JYcSrS+z/Njy7P5kfR5kuLWORLE2F3N
b3UfrSX7yxpHIjwJ9X+KJQhlI58vh91aV5/zY8kJp1zew3zziBkSOJLe55zPKsrQ+goiLSpILeQi
SMMlFY1oDitIG6/NCWOw8pXMen28LearNLtJL+8a1tYXeOKRbb6wsE3OZvW+AFF5cTv2xWkWv5re
VbextbrVp2s0vLi5t4J44Lye1JtriaA8rn6ukaGluzuHpxFTUqORVpNtC87+WNduDbaZeepdhXd7
SWKa3nVY/T5M0U6RyKKXEZFRuGBG2KGF6T+d0eoeVtf1/wDRcaJokdtIIxdFkZrolfRmkaFPRlhI
HqgK4WoozYppOj+Y81qlpdahpqto0sKz3mvaXNJqOnwo4u25LKkEbSKgtE9RuACGRa7blWkT/wAr
BtJ9a8u2umW/17SvME13bpqodolR7SGWY+nG6VmR/QIDghe4LYrSGtPzD1Sdpox5duJJbfzCnl+4
S2k+selE8McxvpSqAJGglHIdv5sVZtih2KuxV2KuxVB2P+9Wo/8AMQv/AFDxZGPMsI8z7/0B5V+c
dxG3mW1txGBJHZJI0u1WWSWUKv8AseBP050HYx2l8Hl/aQbwPv8A0L/ybuiuv3tp6YIltDKZe6+l
Ii8f9l6tfox7a5R+P6E+zY3yf5v6XqV9/vVp3/MQ3/UPLnPy5h6eXMe/9BRmSZuxV2KuxV2KsVl/
LfQZbWO2ea59OPVrrXAQ6VNzeidZFPwf3Y+tNxHXYVJ3qptLI/ya8txXNldQXt9HcWFlb6dA/K2k
HpWtncWKM6SQOjM0V25aq8SQNqVBVt2mfkx5V0+1FtHPeSxerYTMJHhoW0y6lu4V4pEiqjPcMrKo
A40C8aYrahYfkb5S0+zW2sLi4s5IpRJa3lvFYRXUSiKWBo/WS1DzI8Vw6t65kbvUHfFbTfUvy40+
+8r6f5XbU76HQ7Kzj0+W1jNt/pUEKoi+u7wO4akQ+KIoetMUJXe/kt5fu0ggfU9RWyhivYfqfK0e
Jk1K5kuLr+8t3dGf1fT5xsrBAADWpKm058p/l9pnlhGisLqY2zo6SWwhsbaNy/CkjrZW1rykRY+K
ud6E1rtRQl+kflRZaLHTSNe1ayk4wQiaNrMt9XtEdLeAh7V0ZIxKxHJSxP2mNMU2mkXkPS4vJ0/l
SK6uo7K69b6zdI8a3Mn1mZprirBOC+qXYNxQUB+HjtRRazTfy+0fTxoaQ3F08Xl24uLjSopHRljS
5ikh+rk8AxiiSYiMV5CgqxAxW000by/ZaRPqs1s8jNq962oXIkKkLK0MUJCUC0XjAp3qa13xVM8V
dirsVdirsVQdj/vVqP8AzEL/ANQ8WRjzLCPM+/8AQHlf5x3JbzJa23AARWaSep3PqSyLx/2Pp/jn
Q9jHaQ9zy/tIN4H3/oX/AJN3M669e2yx1gltTJJLQ/C8ciKi16fEJG+7B21yj8f0J9mxvk/zf0vU
b7/erTv+Yhv+oeXOflzD08uY9/6CjMkzdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirs
VdirsVQdj/vVqP8AzEL/ANQ8WRjzLCPM+/8AQHlf5xzzN5jtLcpSGOzWRJKHdnlkDLXpsEX786Hs
Y7S+Dy/tIPVA+/8AQv8Aybluxr17CqVtHtS80lOkiSIIxXtVWf7sHbXKPx/Qn2b55P8AN/S9Rvv9
6tO/5iG/6h5c5+XMPTy5j3/oKMyTN2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2K
uxVB2P8AvVqP/MQv/UPFkY8ywjzPv/QHlf5xyXJ8x2kTLS2WzVonp1kaWQOK+wVPvzoexuUvg8v7
SAcUPj+hlvlyPXIfNNvDehyo0SH660jBz9YWaiVfnITX9502Oa7VGJj6fp45fo8g7jRRkJ1P6vDh
f+yvqWT33+9Wnf8AMQ3/AFDy5r5cw7CXMe/9BRmSZuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2K
uxV2KuxV2KuxV2KoOx/3q1H/AJiF/wCoeLIx5lhHmff+gMa8zLqx1bWX+IaQmgSD7QCm4Z5TutQS
QieG2/jmfpSPSOvHGv0/ocDXA1Ijl4U7/R+lBeTbbVIvOFy0huFtXsC8kNzcpdMheetuA61NPTDn
r33y3WyBhGqqzyFdA09mwMck74rIB9UuKhcurMr7/erTv+Yhv+oeXNXLmHay5j3/AKCjMkzdirsV
dirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVQdj/vVqP/MQv/UPFkY8ywjzPv8A0Bhf
n+01abUbySKa7hsItNV3NtMiRVU3BkE0ZZXk5fu1FOgrm17PkAdxE2RVjr5dzqe1oGUdjMVEk8Jo
V5jr/akX5NxXZ169mV6WiWpSaOvWR5EMZp3oqv8AfmX21yj8f0Ou9m+eT/N/S9Rvv96tO/5iG/6h
5c5+XMPTy5j3/oKMyTN2KuxV2KuxVIfOui6zrOh/UdIvv0fdtc20j3PqTx/uY50eZeVs8Mp5xqy0
WRa9OQ64qwfTPJf50W091bXPmSC40a5070Gh+sTC7F6bKOBport7eSSEeshkBFepPHkdlKA0HSP+
ciZ7WJf07Y2cdrdfV5kvI2md4baWWN2iMlssrRyoEKNJIzuPj5rWmK7M38nad+YtrfTt5n1GG9s2
jUW6RSRsyOEiDF+FjZ86yLIVNRxBoQ3VVWXYodirsVdirsVdirsVdirsVdirsVdiqDsf96tR/wCY
hf8AqHiyMeZYR5n3/oDyv8447keY7SVmrbNZqsSV6SLLIXNPcMn3Z0PY3KXweX9pCOKHx/Qv/Ju2
nbXr25WSkEVqY5Iqn4nkkRkanT4RG334O2uUfj+hPs2d8n+b+l6jff71ad/zEN/1Dy5z8uYenlzH
v/QUZkmbsVdirsVdiqG1BdSaKP8AR7wxzCaIym4R3Uwcx6wXgyEOY68CaivUUxV5Pr35c/nBd2ME
Ol+ZBp94q3iX96dSv5PrRmMbwSLCY+FoVMZXjFUKrHjXFNpz5Y8h+f8ASfMthf3vmKXU9LhjeK7s
7m8uXLtzuFhnC8VjLJbmBWRhxZubk81Viq9IxQ7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqg7H/AHq1
H/mIX/qHiyMeZYR5n3/oDyv844Jl8x2lwXrDJZrGkdTsySyFmp03Dr92dD2MNpfB5f2kPqgPf+hd
+TdqW1+9u/UAEVoYjF3b1ZEbl/sfSp9ODtrlH4/oT7NnfJ/m/pepX3+9Wnf8xDf9Q8uc/LmHp5cx
7/0FGZJm7FXYq7FXYqhtQXUmij/R7wxzCaIym4R3Uwcx6wXgyEOY68CaivUUxV5o/lH86LeJl0vX
7aCd1lE9zcXM12JZSWKT+jc2s6wghgPRhZUSlf3leIU7Kdz5a/5yLLxfVvNumCNYQkvqQRlml9AV
kBFpT+/ZqClOCrsSWGK7I3V/Kf5vy2cthp/mOJYJpdXMl1NKVuDFdRH9GhHhtUaIwSmr8G+RIoiq
oN/JX512pEmmeaollktLe3mW6kaeJZbeyhi9VFmtpjykufXdzVS1UZuVOGKoq28q/nOt3qiXHmaC
WxvIL2O1eqiWOR4BDYyBUtI+DRsvqScH4ljsviqqroX53jRbiH/EFl+k2ueVrMfTPC39KUBWf6iF
akjQll9KrBWpInIcVUtvPJf55Xuo6HdXHmi2SKwvVk1G3t5pII57WMQD7MVtHzeVkmZkc8V5AAkY
qiE8v/8AOQgWwDeZ9Lb0oAt8fRXlLN9bZywItaL/AKLSPZRv2r8eK7PUsUOxV2KuxV2KuxV2KoOx
/wB6tR/5iF/6h4sjHmWEeZ9/6A8r/OO2K+ZLW55giWzSP0+49OWRuX+y9T8M6HsYbSPueX9pDvAe
/wDQu/Ju2ibzBeXJlAlitDEkG1WWSRGZutfhMYH05HtrlH4/oZezfPJ/m/pepX3+9Wnf8xDf9Q8u
aCXMPTS5j3/oKMyTN2KuxV2KuxVDagupNFH+j3hjmE0RlNwjupg5j1gvBkIcx14E1FeopirzG08h
/nFpOmxQ6X5we4neFHuhqMy3IF46SiVo5ZrO4lECMICkdRUeoKqSGClDah5K/wCcgJiskPm20+se
lEHYMYI/Xtrhnjf0ktHHGSGnqoCvJjQ8kULiqp5l8ofn/qmm6fZW3mfT7YrZomq3ELS20kl2szuZ
Ynht+aD0/TU0YA/F8IxVU1PyP+dDPfDSvNMVvBdw3CKks0shDy3kzxlXeGR4fTtZwoMTKear1VcV
XReVfz5knhjvvMtk+npPYO6Qt6UzR27q11WRLNGpNxP7uvQhTJQNzVQTfl9+e1n5ga/0nzlE9pPN
LJcwahLJcKqSXTPxihNv6aD0FiAC04tzClVOKvT/ACtb+Ybfy/ZQeYrmK81uOOl9dQACN3qd1ASE
dKfsDFCaYq7FXYq7FXYq7FXYq7FUHY/71aj/AMxC/wDUPFkY8ywjzPv/AEB5V+cdvGvmW1uBIDJJ
ZJG0W1VWOWUq3+y5kfRnQdjDaXweX9pDvAe/9C/8m4bY+YLyZpKXKWhSKHb4keRC7ePwlEH04O2u
Ufj+hl7N88n+b+l6lff71ad/zEN/1Dy5oJcw9NLmPf8AoKMyTN2KuxV2KuxVDagupNFH+j3hjmE0
RlNwjupg5j1gvBkIcx14E1FeopirzG08h/nFpOmxQ6X5we4neFHuhqMy3IF46SiVo5ZrO4lECMIC
kdRUeoKqSGClDah5K/5yAmKyQ+bbT6x6UQdgxgj9e2uGeN/SS0ccZIaeqgK8mNDyRQuKozVtA/5y
Hlt9Mj07zNpUE0VmseqTNEKy3YldjLGptJAB6fBew+0eI2xVEppv51XmgM0Gsw2moveXnpG4jgik
W0CiKzL0tblCS0bTOvBSedOSheOKoCDyX+d9nrEt1B5niuLNri7kSCe4J/czsphTi9lOo4GOrU7E
rH6dSxVV9H8hfmrd2kEfmvzSxuBqv166n0m5lt2a0jtDFFbqBBEgUzhWkTgFIqftYqgvKf5efnFp
ur6fd635nXU7e3ktvWhN9eiP0olljlDQiNPXdlaNgzyKOQPJW2xW0RqHlb8/bq1SOPzNZwzoIX9Q
SKFMsUiu20VhCxVip2LFeJ4MjbyFXZmvknT/ADpZ2d1/izU49RvJJVNqIBGI4oViQcSyQWxZzJzL
ErQ7UC/ZxQyPFXYq7FXYq7FXYqg7H/erUf8AmIX/AKh4sjHmWEeZ9/6A8q/OOKAeZbWVZK3D2SJJ
Ft8KLLKUb/ZFm+7Og7GG0vg8v7SHeHx/Qv8AybSzPmC8d3IvFtCsMfYxGRDKenZgnfvg7a5R+P6G
Xs3zyf5v6XqV9/vVp3/MQ3/UPLmglzD00uY9/wCgozJM3Yq7FXYq7FUNqC6k0Uf6PeGOYTRGU3CO
6mDmPWC8GQhzHXgTUV6imKvPrXyf+a9rpFvZWfmUWsqXFxLPPLN+kJ2ilmgMSNPd2rhjHCLinCON
QSgoQCcUqVv5Y/PGWy1ODU/MtlMb3TLmC3EA9D6vfyORDLFLDbRTKiRgb8i1SdulFUnsvJH/ADkX
p8NzDZebdP8ATljQxC6aa8aOekQfjJcwSyBAEbiCW61I5EtiuzIbby7+ccVjdE6/aHU7nVUuPVYl
4VsFtxGYUja24x1lUP6aipFf3vIlyqoT6B+fYsLKO28y6a15G1w17LNCtJBJbRCBRwtgAI7n1jUK
Pg415moxVrRfLP52rqOlXmteY7WX6nIRfRQOoguIHlg5r6AsoaMIo5aMXJ5kcSilhirdt5V/OYS6
5f3PmW3fUZbUW3l+NWpaQs0wkklmg+qhOXFaISsjKCVLH7WKoCy8nfn5axpw802RnX6jCXmaS4Q2
9uJvrHwPbD95IXjq7MXah+NRRQq9I8rW/mG38v2UHmK5ivNbjjpfXUAAjd6ndQEhHSn7AxQmmKux
V2KuxV2KuxVB2P8AvVqP/MQv/UPFkY8ywjzPv/QHlX5xpajzLaurE3RskEqdhGJZfTPTuS/3Z0HY
1VL4PL+0l3D4/oX/AJN/U/8AEF5zr9d+qH0etPS9RPVr2+16eDtrlH4/oZezfPJ/m/pepX3+9Wnf
8xDf9Q8uaCXMPTS5j3/oKMyTN2KuxV2KuxVDagupNFH+j3hjmE0RlNwjupg5j1gvBkIcx14E1Feo
pirya08k/n1b6M1gnmSzilSJfTnW6ubh3uVuFk9aSS8trmQBokKNGjCP4qhAAQ6lVfyn/wA5ETaN
Nb3Hm2wa9uI54ZGhCW6oHEfovFKll6iOp9TkfCnHi3xKqj9T8s/ncmr3c2heYbKHTp7u3mjhvC05
WBIUSZFDWzsnJ0J4iShrUFDXkqlUlh+eGi6jbST619dg1HUrINawI16yxFoorovKNPjihi4Bm/3U
vcEMG9RVGSeXv+ciltZki8z6ZLcPBHHFLIiKEmDI0kwVbE1+FWQIag8uXw7IFdkbB5U/N972/N/5
lhltTp+o2mmSRv6Ui3Fyw+qTzRw20KF4VXd67fsr9pmVQi+U/wA8ZbPTmu/Mts17YX0N1JEkoSO4
ijjYSQyyQ2MB4SMQAhjbjuxLniFVUX8j/nZS9uk8zwjUp5dPmt6XMogRoLCaC7HpPbSxBJbqRJOA
iowX9hqUVXReVv8AnIO2a1gtfNGmfUoFskf6wjzzMIoON3ykeAu/qy/FUtWndemK7M58i6Z5m03y
+tv5lvRf6u09xNLcLIZRxlmZ41DGK3HwIwWixqo6AUxQyDFXYq7FXYq7FUHY/wC9Wo/8xC/9Q8WR
jzLCPM+/9AeVfnH9V/xLa8a/W/qSer1p6fqy+n7fa550HY1VL4PL+0l3D4/oX/k3LaDzBeRNGTdv
aFoZeyxrIgkXr+0zJ27YO2uUfj+hl7N88n+b+l6lff71ad/zEN/1Dy5oJcw9NLmPf+gozJM3Yq7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUHY/wC9Wo/8xC/9Q8WRjzLCPM+/9AeV
fnHJbHzLaxqhFytkjSydjG0sgRevYq/bvnQdjVUvg8v7SXcPj+hf+TdxAvmC8t2iBnktDJHPQVVI
5EDpXr8RkU/7HB21yj8f0MvZvnk/zf0vUr7/AHq07/mIb/qHlzQS5h6aXMe/9BRmSZuxV2KuxV2K
pJ5x8wTaDorahDEszrIicHJA+I+2ZWj04yz4SacLtDVnBiMwLYF/yubU/wDq3Qf8G+bb+Ro/zi6D
/RJP+YPm7/lc2p/9W6D/AIN8f5Gj/OK/6JJ/zB83f8rm1P8A6t0H/Bvj/I0f5xX/AEST/mD5u/5X
Nqf/AFboP+DfH+Ro/wA4r/okn/MHzd/yubU/+rdB/wAG+P8AI0f5xX/RJP8AmD5u/wCVzan/ANW6
D/g3x/kaP84r/okn/MHzeqwuZIUcihdQxHzFc0BFF6sGww+w/M3TpyPrFpLEGkSJTDWb43LbH4Y6
UC79f45sZ9myHIj7nU4u14S5g86237/crRfmLp9zBPNZ2c8oihZ0jbisjymSOOOJUUyN8bTAcqfK
uRPZ8okCRHP7NyT8KZDtaEokxiTQ+JNgAVudyf7V13+ZGhWvD1Ybn94qsjKilTyjSQUJYdpAN++C
HZ2SXIj8Gv0JydrYocxLfy8gf0smtLmO6tYbmKvpTosiVFDxcBhUfI5hTiYkg9HZQmJRBHIquRZO
xV2KuxVB2P8AvVqP/MQv/UPFkY8ywjzPv/QHlX5xzQnzLawCMCZLJHeagqyvLIFWvX4SjH6c6DsY
7S+Dy/tIN4fH9C/8m7pF8wXloYgXltDKJq7qIpEUrSn7Xqg9e2DtrlH4/oZezY3yf5v6XqV9/vVp
3/MQ3/UPLmglzD00uY9/6CjMkzdirsVdirsVQOtJpj2XDUrZrq2LrWJYJLk8ux4RK7beNMnDJKBu
JosMmKOQVIAjzSm50LyXb3cVpJoytLNx4NHZTSxDk3EcpY42jTcb8mFBudsu/OZv5x+bjfydp/5k
fkGzoPksagLD9DL65/b+pS+j9nl/f+n6PT/L67dcfzmb+cfmv8naf+ZH5BqLQfJct69mujKJo68m
eylSLb+WZoxE30Nj+czfzj81/k7T/wAyPyDVponkq6klji0YK0IJcy2M8Kmhp8LSxoH/ANjXH85m
/nH5r/J2n/mR+QatdG8k3ME80ei8Ut15SCWwnicihPwJJEjyHbogJx/OZv5x+a/ydp/5kfkHR6L5
KksXvV0YCGM8WRrCdZidvswtEJWG/ULj+czfzj81/k7T/wAyPyDJY+PBeIotBxFCKD5HpmM5jx5P
+cjLSGxafUfL9xDK9guo2yQSM6cJHaJFmaeK1daycF5RJIDyqKqKlTSJu/8AnI/ylZuz3OnX5s2t
hc288KxSs5F3JZyIyhwFo8YZW5EMp7GgKtL9U/P3T7fQb/WrTS/VtrLUhpojubqOCSQG2ExkCIs7
cubCP0qFhWr8KMFVpOPLn5z+V9e84P5TtbW9j1KMzgyukL29bYkP+8ilkK1KmnJR70qKq0z7FDsV
dirsVQdj/vVqP/MQv/UPFkY8ywjzPv8A0B5V+cdyreZbW29MBorJJDL3YSSyKF6fs+nXr3zoOxjt
L4PL+0g3gff+hU/Ju6lXXr20CViltTK8m+zRSIqr4fEJT92PbR2j8f0J9mxvk/zf0vUb7/erTv8A
mIb/AKh5c5+XMPTy5j3/AKCjMkzdirsVdirsVU57iGCP1JW4pWlaE9flgJpBNIf9Mab/AL+/4Vv6
YOMMfEDv0xpv+/v+Fb+mPGF8QO/TGm/7+/4Vv6Y8YXxA79Mab/v7/hW/pjxhfEDv0xpv+/v+Fb+m
PGF8QO/TGm/7+/4Vv6Y8YXxAjAQRUdDkmbFI/wAzvKfxfWJpLTj6Y/exlizyIWMaiL1CWQgo/wDl
AjfKfHi4A7RxdTX45bX7vfsqy/mP5PRY2jvjcGWX0Y1hjkdmbkgbiOPxcfVUnjU0rStMPjxZHtDC
K9V33fD583N+Y3lRba8m+tEtYxSTyQhfjaOOX0QUP2DzegWrdxWmPjRWXaGIAm/pBPwBr71WT8wP
KMThJdQVHMZlClJD8AiWckEKQf3bg7frx8aPeyOuwjnL8Vf3J7b3ENzbxXEDiSGZFkicdGVhVSPm
DlgNuVGQIsKmFLsVdiqDsf8AerUf+Yhf+oeLIx5lhHmff+gPK/zjuZG8x2lsUpHFZrIsm+7SSyKw
+j0x9+dD2MdpD3PL+0g9UD7/ANC/8m57pddvbdY62slr6kstD8MiSKI15dByDuad6exwdtco/H9C
fZvnk/zf0vUb7/erTv8AmIb/AKh5c5+XMPTy5j3/AKCjMkzdirsVdirsVdirsVdirsVdirsVdirs
VQT6JosjBpLC2dlYurNDGSHLM5YVHXlIzV8SfHI8A7mvwYdw+SlJ5Y8tSqiy6TZusdeAa3iIWpqa
VXbB4ce4MZabGecYn4BWTRdGSUypYW6ymlZBEgb4ZBKu9K7SAOP8rfrh4B3MvBhd0Pl8fv3U38u+
X5AA+mWjgLwAaCM0UqEpuvTioHyGPBHuQcGM84j5I6KKKKJIokWOKNQscagKqqooAANgAMk2AVsF
2KXYq7FUHY/71aj/AMxC/wDUPFkY8ywjzPv/AEB5X+cc1wfMdpCyUt0s1eOSh3d5ZA616HiEXb3z
oexj6ZfB5f2kA4ofH9C/8m5Lwa9exotbNrUtM1OkqyIIhX3Vnwdtco/H9CfZvnk/zf0vUb7/AHq0
7/mIb/qHlzn5cw9PLmPf+gozJM3Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7F
UHY/71aj/wAxC/8AUPFkY8ywjzPv/QHlf5xvdHzHaIy/6KtmrRNTrIZZBIK+wCZ0PY11L4PL+0lc
UPj+hf8Ak39e/Tt7w/3h+q/v/s/3vqL6XX4vs+p028e2DtrlH4/oT7N88n+b+l6td2guBERK8Lwv
6iPHxrXiyftq46Oe2aAi3qJRtS+o3X/VxuP+Bt/+qWDhPejhPefs/U76jdf9XG4/4G3/AOqWPCe9
eE95+z9TvqN1/wBXG4/4G3/6pY8J714T3n7P1O+o3X/VxuP+Bt/+qWPCe9eE95+z9TvqN1/1cbj/
AIG3/wCqWPCe9eE95+z9TvqN1/1cbj/gbf8A6pY8J714T3n7P1O+o3X/AFcbj/gbf/qljwnvXhPe
fs/U76jdf9XG4/4G3/6pY8J714T3n7P1O+o3X/VxuP8Agbf/AKpY8J714T3n7P1O+o3X/VxuP+Bt
/wDqljwnvXhPefs/U76jdf8AVxuP+Bt/+qWPCe9eE95+z9TvqN1/1cbj/gbf/qljwnvXhPefs/U7
6jdf9XG4/wCBt/8AqljwnvXhPefs/U76jdf9XG4/4G3/AOqWPCe9eE95+z9TvqN1/wBXG4/4G3/6
pY8J714T3n7P1O+o3X/VxuP+Bt/+qWPCe9eE95+z9TvqN1/1cbj/AIG3/wCqWPCe9eE95+z9TvqN
1/1cbj/gbf8A6pY8J714T3n7P1O+o3X/AFcbj/gbf/qljwnvXhPefs/U76jdf9XG4/4G3/6pY8J7
14T3n7P1O+o3X/VxuP8Agbf/AKpY8J714T3n7P1KtpaC3EpMrzPM/qO8nGteKp+wqDog7YQKTGNP
Jvzj+t/4jtOX+8f1NfR+z/eerJ6n+V9nh128O+dB2NfDL4PLe0lcUO/f9DG/K3mnUfLmom6tQksM
qencW8nKjDkGDKVI4stCASD1O2Zus0fj1vVOs7N7S/K8Xp4uKutcr8mUD85dc+ulzY2v1HtB+89X
7P8Av3lx+1v/AHfTb3zB/kUfzvs/a7T/AESH/U/9l+xqL85NeF27TWVq9oa+nCgkSQeFZC7Kaf6g
x/kUfzvs/av+iQ/6n/sv2Otfzk15ZXN3ZWssR/u0iEkTDf8AaZnlDbewxHYo/nfZ+1T7SH/U/wDZ
fsatvzk8wLFKLmztJZSP3DxCSNVND9pWeQtv4EYP5FH877P2p/0SH/U/9l+xqL84/MItpFls7R7o
/wBzKiyrGv8ArRmRi30OMf5FH877P2r/AKJT/qf+y/Y2v5yeYPqbI1naG9J+GcCQRAVHWLmWO1f9
2Y/yKP532ftX/RIf9T/2X7HP+cnmA2aIlnaLeA/vJmEhiI36RBww7ftnH+RR/O+z9q/6JD/qf+y/
Y1N+cfmE28SwWdolwP76R1ldG/1UEiFfpY4/yKP532ftX/RKf9T/ANl+xu5/OTX2WL6rZWsTAfvz
KJJAx2+wFePj368sP8ij+d9n7UD2kP8Aqf8Asv2N3P5ya808bW1laxQCnqxyCSR2334urxhdv8k4
/wAij+d9n7VHtIf9T/2X7E20j8zNR1K6Lu9hYWqSQxtbzkmV1k5mR1leWFAECjqp++gOPn7LMORM
ufT8c3M0vbccgPEBHcc5d/XeuX46Wtpv5i3l/wCrdC5061t1mSGGwuuUUzKyCsjTeqwVVc9ojt9+
QydmmEgNyK6C2zD2zDJAn0xN0BKVfH8Woan+ZGtaXKkk0mlahDMzhbaxkd3jUcSpkm5MprU9Ix/D
J4ezOMneUR5xr9LXqe2vCiDUJE/zZ3+hK7b85NcWaQ3Vjaywn+6SL1I2Xf8AaZmkDbeCjMj+RR/O
+z9rhn2kP+p/7L9iy2/OTzCscourO0lkI/cNEssaq1Du4Z5OY6bArg/kUfzvs/ak+0h/1P8A2X7G
4fzk8wC2kWaztHuT/cyoJERdv2kLuW38HGP8ij+d9n7V/wBEh/1P/Zfscv5yeYPqbI1naG9J+GcC
QRAVHWLmWO1f92Y/yKP532ftX/RIf9T/ANl+xpvzk8wmzRFs7QXoP7yYrKYitTsIuYYHpvzOP8ij
+d9n7V/0SH/U/wDZfsbm/OTzAbaNYbO0S5H99K4kdG2/ZQOhXfxc4/yKP532ftX/AESH/U/9l+x1
1+cnmBkiFpZ2kTgH1jKJJQx2pxCvFx79Scf5FH877P2qPaQ/6n/sv2N3P5ya808bW1laxQCnqxyC
SR2334urxhdv8k4f5FH877P2oHtIf9T/ANl+xuT85NcN2jRWNqtmKepC3qNIfGkgZVH/AABx/kUf
zvs/av8AokP+p/7L9jX/ACuTXfr3P6la/Uf98fvPV+zT+95cftb/AN30298f5FH877P2r/okP+p/
7L9jF/NHmfUPMWpC8u1SJI09K3gjDUVQzNVixPJjyoTsNhtmdo9H4AIu7dX2l2j+ZMTw8PDfW/0P
/9k=
uuid:48cba310-4a7a-41cf-b301-2835ee05a0b8
xmp.did:6ecc5a59-cdd4-e840-9478-bcaa0309cdcc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:297f8bf6-c6be-4508-bba6-98892bfba887
xmp.did:9d1a5959-8c2b-3b4c-8e34-577e1f72e444
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:45e6a246-4de9-0b4f-9526-f6fa8eca3755
2018-10-10T10:28:46+03:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:6ecc5a59-cdd4-e840-9478-bcaa0309cdcc
2021-03-31T18:33:48+03:00
Adobe Illustrator 25.2 (Windows)
/
Print
Adobe Illustrator
False
False
1
8.900000
11.400000
Inches
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
6852
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
6851
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
69.531250
67.187500
63.671875
73.828125
CMYK Red
CMYK
PROCESS
0.781250
99.218750
96.875000
0.000000
CMYK Yellow
CMYK
PROCESS
3.906250
0.000000
93.750000
0.000000
CMYK Green
CMYK
PROCESS
82.812500
7.031250
95.312500
0.390625
CMYK Cyan
CMYK
PROCESS
69.531250
14.453125
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
99.218750
96.093750
3.906250
0.390625
CMYK Magenta
CMYK
PROCESS
1.171875
98.828125
1.171875
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
17.968750
100.000000
90.625000
7.812500
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843750
84.375000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.140625
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.390625
50.390625
98.828125
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.390625
35.156250
83.984375
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.468750
0.390625
90.625000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921875
0.390625
98.437500
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.390625
0.390625
99.218750
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.390625
0.390625
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.937500
16.796875
100.000000
3.515625
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843750
33.203125
97.265625
25.781250
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.390625
0.390625
74.609375
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
78.906250
10.937500
45.312500
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.312500
16.015625
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765625
49.609375
0.390625
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
99.218750
92.968750
6.640625
0.390625
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
30.468750
21.875000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
98.046875
1.562500
0.390625
C=50 M=100 Y=0 K=0
CMYK
PROCESS
51.171875
99.218750
1.953125
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.937500
100.000000
35.156250
8.984375
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765625
100.000000
48.046875
0.390625
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.781250
94.531250
19.921875
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.390625
25.000000
40.234375
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.453125
44.531250
48.828125
6.250000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
51.562500
51.171875
60.937500
23.046875
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.296875
60.156250
64.453125
39.453125
C=25 M=40 Y=65 K=0
CMYK
PROCESS
23.437500
39.453125
63.671875
1.562500
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.468750
49.218750
75.390625
9.765625
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.937500
60.156250
80.468750
24.218750
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.062500
64.062500
89.062500
35.546875
C=40 M=70 Y=100 K=50
CMYK
PROCESS
41.406250
69.921875
96.484375
48.828125
C=50 M=70 Y=80 K=70
CMYK
PROCESS
51.953125
69.921875
78.906250
69.531250
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
69.531250
67.187500
63.671875
73.828125
C=0 M=0 Y=0 K=90
CMYK
PROCESS
67.578125
60.937500
58.593750
46.093750
C=0 M=0 Y=0 K=80
CMYK
PROCESS
63.671875
55.468750
52.343750
27.343750
C=0 M=0 Y=0 K=70
CMYK
PROCESS
57.812500
48.828125
46.875000
15.234375
C=0 M=0 Y=0 K=60
CMYK
PROCESS
51.953125
42.968750
41.015625
6.640625
C=0 M=0 Y=0 K=50
CMYK
PROCESS
45.312500
36.328125
35.156250
1.562500
C=0 M=0 Y=0 K=40
CMYK
PROCESS
36.328125
28.515625
27.343750
0.000000
C=0 M=0 Y=0 K=30
CMYK
PROCESS
26.953125
20.312500
19.921875
0.000000
C=0 M=0 Y=0 K=20
CMYK
PROCESS
17.578125
12.500000
12.500000
0.000000
C=0 M=0 Y=0 K=10
CMYK
PROCESS
8.593750
5.859375
5.859375
0.000000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
3.906250
2.734375
2.343750
0.000000
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.781250
99.218750
96.875000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.781250
74.218750
98.828125
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
1.562500
9.375000
96.875000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
83.593750
9.375000
100.000000
0.781250
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
87.500000
3.125000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
58.984375
89.453125
0.781250
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 640.8 820.8]/Type/Page>>
endobj
11 0 obj
<>stream
HV]oF|X}V)NJZHmQA KTJQ,Q1G Ά WȤphh엑9#Ea)'t~":x՞V+x):O etd(#DYHfϠdE,2PVӏpo;.O$:H=hu$;u*nW%sߓNQљ@8 En'xo,]K긆O?"H6C`NBJCh9ZJLv,78;f3g22S%k0^fozV?g%rv2n/#O*u@NNA]I<1d?B4⍉T*L-G^Zah5ׅO5a =ryUǿu6T)`dRʉej=.UaDF
y}=x`kAWf;7I aWHKa1+*(ZVa7I*Pb%F[N؋aoKoE*ƶА6亩agusS9xe?AK>=蔿,n