%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
2020-10-06T22:40:47+02:00
2020-10-06T22:40:47+02:00
2020-10-06T22:40:47+02:00
Adobe Illustrator 24.3 (Macintosh)
256
204
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAzAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYqxX8xv+ONB/wAxK/8AJt8yNN9Tg6/6B73neZrqXYq7FXYq7FXYq7FXYq7F
XYqyHyH/AMpFH/xjk/VlGo+ly9F/ePTcwXcuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV4T+YH5q+ddG846lplhdpHZ2zosSGGJiAY1Y7spJ3ObXT6WEoAkbutz6mcZkAoHyx+b/nu/8y6T
Y3N7G9td3tvBOogiBKSSqrCoWo2OSy6TGIkgdGOPVTMgCer1r8xv+ONB/wAxK/8AJt8wNN9Tdr/o
HvYbpcGkvAzX8nBuYZAp3KRDlIhFdjIGAQ+IzJkT0cHFGBHqP4/amdhY6EYbipgndJrlYGml9Pki
xgwf7uhoGf8AyW+a5CUpfd+OTdHHj35Hc9fl1C6Kx8um25H0DMbiNbgGcj0oTEpmaH4xz4SFgn26
/wCViZStIhirpz7/AJodtN0ZUrHNDLSH05pHmFEnX7bBOUTuu44lOY26Nh4pMfDx9CPn1+z7EFPb
6dBY2c0bxz3QNby3LMRRxyjHw8OiijcW2PWmSBJJajGAiDzPVMI7fy815cFkiFpFPMGCzMG9GJQY
fS5PVzMwIbr7cchcq820RxknlVnr8uvVTSw8tie35XfK3QSG7YkqSDxMXAAOa/vArAD9k9t8PFLu
Xw8Vjfbr+hpbXQlj0+KR0af6wiXsiueJiM0isS3OlOCqdlFBvU12blux4MYAHW9/mVb6r5XmW0lj
kEbvNGbmB2Ma+h6npvQcpSvjvLypvQDBcxbPgxGvf9n480Nqdnogsnms5lFwzJIkPI/3RUKw41ej
eoSeJcsF+/JRMr3YZYY+G4ndX8h/8pFH/wAY5P1ZHUfSui/vHpuYLuXYq86/NLWltry0tKUKRNLz
r19RuNKe3p5m6THYJdT2jkqQj5PINd1WWZW9K+mtWLAmSL0ieIBHGkqSLQk16V96bZsBgvrTgQO+
4v5/oQfljWzc+c9Asld5ml1C1R2UkPx9VebVj40oKkkUpk81Rxn3N+CFzHvfWGc+752KuxV2KuxV
2KuxV2KuxV2KuxV2KuxV8t/m1/5MTWf+Mkf/ACZTN7pP7sOm1P8AeFK/JH/KaaB/20rT/k+mWZvo
l7iww/WPeH0d+Y3/ABxoP+Ylf+Tb5ptN9Tna/wCge9g+nam1i3JYIpzzSRRMGIDIGA2Vl/n75lSj
brseUw6BE2fmO8tYvSjijMfBYyD6m6qZD1Vwf93H8MBxgtkdTKPID8f2q9v5v1O3WNY44QkbNIV4
t8Uj15OTyrX4j9mgwHCCyjrJDoFOXzPeSB6W8EfqGNn4B9zFK0oJq5BqzmuIxBidVI9B+N2rvzPd
3dwZrm2t5K1rHwZVNeB3KsGNDEOp/DbEYgBsstVImyB+P7Fo8x3guhcrFErBWUIvNVo03rno9ftn
x6bYfDFUv5mV3Q/BtbLr88pHO2tyortxapDIyMGfl6jcudSWatcRj80HUk9AiH83alLE8c0UEqyE
NJ8BQtQKKMYylQeG/wDSmDwQyOrkeYDl8236XMlwkECGXhyRPUVR6bFhxo4K1LfEAaHvj4Qql/Ny
u6H2/rUJfMV7LZT2jRxCO4oZCqlT8KxrsFIQf3Kn7PjhGMXbE6mRBG26N8h/8pFH/wAY5P1ZDUfS
z0X949NzBdy7FXiv5j+afKVn5o1VPMLJdzW3pw2difrEbpCthJcAiSEBP3t1JGlX5UqduO+bPTwl
wDh2+XfX3Osz8JmeLfu59362O+ZPMP5E2zxy3FhNHYXFi97p1JL4T3jx3M8KovxskMT/AFIrVxyI
lU/BxY4Yyznrv8Px1+xn4eLu2+KF/LCPynqv5saBN5Sjt+WkJez6xLbG+WOSB9NtoVkVb9mf/e+6
nRQKHgAWHRjHOZCB4uvu7/LybMUY8Q4X0tmtcx2KuxV2KuxVDpqOnvctapcxtcr9qEOC4p12rXJc
Jq2AyRJq90RkWbsVdirsVdirsVdirxLXtW8p32sXdzf+WYbm7aQrLO1xMpYp8ANFoOi5sYCYAAk6
fJqYmRuP2o3yXb+Sr/zJZxQeW4bSeNvXhuFnmco8I9RSFJod1yOWUxE+ps0+SEpgcNM2/Mb/AI40
H/MSv/Jt8o031N2v+ge953ma6ldFFJLKkUQ5SSMFRa0qzGgFTgJpIFmlNvyr15pnmWGZHLszcbiE
UZmL0I4+LAgH2x/NRcj8tk7lg/LHzOi/6S9xL6RdN7qP7Eu3F/tE7d+nfph/Mw6fcp02Tu+5e/5d
6+pWV/XWQF42l+sxKzemZHYNRR8IqfbYUwfmI/gIOnn3Nf8AKsNYa1+sSXcytMFiS3e8HqSB5AF2
KEfakpRj41GP5mN1X2J/Lzq9mm/LHzEx4s91UlUeM3kY5ErQBlpvyA3w/mY/gL+Wyd33KNv5B1+T
1XSe5aOJ3Cxx3KpRUAVhTcvQqaFdutMJzxYDDI8gjpdE1HSI4rW+Dc+NUd5VmdhXqzLkRMS3DHJj
lE7qeFrZD5D/AOUij/4xyfqyjUfS5ei/vHpuYLuXYq8K81/84xz6/r+paqPNRtV1C6muhb/UfU4e
tIZOHP6wnLjypWgzPhraiBXLzcQ6UEk3zST/AKE6/wC/u/7l3/Z1h/P/ANH7f2J/LebOvyj/ACFt
vy91q91dtZfVbm5tvqcaC3FvGkbSLJIWHqTFmJiTjuKb9a7U59T4gqqbMeLhNvVsxW52KuxVA6xr
enaRbfWL2TgpNEQCrMetFGThAyNBry5YwFlhz655n80SNb6TEbSwrxeYmm3+VJ/xqv45k8EMe53L
gHLkzbR2iipPy3RbRWgvnGoLvzYARk+wHxL86n5ZH8zvuNmR0G2x9SHt/NmvaBOtn5gt3mh6JcDd
6eIb7L/rwnFGe8UR1M8ZqYZRL5p0GLTI9TkuwtlK/ppLxc/HQniVALA0U9sx/DldVu5njw4eK9kK
3nzymoJa/AAAJ/dy9CKj9jvXJeDLuY/msfeiI/N3l2RgiXgaRpEhEfCTn6krMqLx48qkoe23fI+H
LuZDUQPVN8g3OxV2KvnbU/8AjpXf/GaT/iRzaR5POT+osg/LP/lL7X/Ul/5NtlWf6XI0X94Gf/mN
/wAcaD/mJX/k2+Uab6nN1/0D3vO8zXUrZLlLZDcPIIVi+Iyk8eNO9catIdD5h1+4ge7tLXV7m0f4
nu4YZ2jcAAcq7FgAo3p2wHHEbHhtvAykWOL7UTpnm29uAbi2v5ZwFaJleSSqFlK7qSCrLWq+B3wS
xAcwxGaYPMr/ANLarxK/XJ+LCjL6r0IpSh38MeAdzHxZd5XTazqUscaNcOPTABYO3J6PzUua7lTS
nhQYBAKcsj1WPrGpheT304VCZORleitvVuux364eAdy+LLvKGtfM+u3kbHTI9W1G2jNDNaJNJFVO
wYEAkU7YTjiOfCGyPikbcX2qMWtLqTsGmke4g+CSGfkJY9yeLK/xDcnDwU0yJvdWxYsh8h/8pFH/
AMY5P1ZRqPpcvRf3j03MF3LsVdirsVdirsVdiqTa5rb2cjQRMI3SITSysnqcVeQRLxTklSWPjtTv
lsIXu4+bNw7D8dGJ+cFuNQtIBdyo93Y85CYlKo8ZnFvKvxb8lZAa9KVzIw0DtyLhai5AXzH66LNr
gGB7KxtT9WikLLWMLVVRCwChgy7n2zFG9kuwltURsgNa/cyW0NzdyTQTepyidVoSiVUt6SKSoYio
Ptk4b8g1ZtqBOx/HQIZ4befQdUTgHs1tqqpFEFwsbNIYgaUUHjSm1a0w2RId9sQAYS7q+3yYt5d1
LUrLyNNcWFxDbS/pJUlmuHijRYikfqHlMQlQN++X5Yg5KPc4+mMhiNGvUgL/AM4fmFaTtEl9Z3Ly
Swx2ifWNPRpBOCA9KkgB14jx65KOHGe/5FkZ5R/EPsT3yx5m84nWDb6wIJ7Z5vq0JS6sR8IYq0/G
JjISCAvp0/ayrJihVj7i3Yp5OL1G/k9CzEcx2KuxVg9x+U+jTTyTNeXIaVmcgcKVY1/lzIGpLgnQ
RJuyjtA/LvTNF1OPUILmeSWMMAknDj8alT0UHvkZ5zIUzxaOMJWCXfmN/wAcaD/mJX/k2+S031MN
f9A97zxEd3CIpZ2NFUCpJPYAZmOqARFroCTeaza6ksdzBo1g+qXOn8wVaepWGGalaUpzI+XWuROT
0WOppzcGCperoLTTVPNXmePzM1uZoYLVLaRPTSRF/fRGSNvT5levAOEPxeA7iuOKPDbkyyS4kk1T
TrKHTvLmvC6Ecl1OdJ1S9nYcZqhzDNK/ivp/E/hlsJG5RrzDRmxCUQfgrX1hdWNwYLlOLgVU9VZT
0ZSOoOMZAjZwpwMTRQ4BJoOuSYK0vlw3nmPQtBv5FRNQaS4vbRW/fCC3T1FWRQaoJTt47HI+JUTI
dHLxac8QEuqe2fne/s4xZ23BbaCVbaBZLVCyqRRR8F1FGKHYD7yOmVHADufv/Y5ozEbD7v2sf8wC
XVNDufON44j1LTbyGORkjEafVJHELRbO7N9sN8e4Pj1y3H6ZcA5Efa0ZY8cDI8wrX+nXFlIiy8Xj
lUPBPGQ8UqHcOjjYg4xkC4WTGYGinHkP/lIo/wDjHJ+rKtR9Lfov7x6bmC7l2KuxV2KuxV2KuxVJ
de0O6vJVu7CdYbxU9JhIoeN4+XIBgwYbNuDTLceQDY8nGz4TI3E0WDecRe6DY20V9MLi61BnQyr9
mOFJVmkA2DMzyODXwrmXhqZ26ODnjLGBxGyf12zzUjqE09heaaEuLdQ7F14ufjWisKyRKwIP82Yc
aFgufk4iQY7j8eYa+s+Yv98f8kYv+yzDUfx/YvFk7vsH/FIW7kubTyzrE+qFIPUWdkGw2dOK1o0g
5M3QBjkhRmKYmxjkZebBNBknP5a34t7O0v7h9QKQ29+YBCWMUdD/AKQRGWHYZlZB+9G5G3RxdN/d
HYHfr8GPSyeZry0spLxdJhZfT53/AC0V+Cq/xOrKysvIvH9jp9OWgRBNcX+ySeIgXX+xZr5K1a1F
w1p5ng0WPUdNMki6jHPYc1kMvEqIYviioAtWNN6Clcxs0DzhxUem7kYpDlLhse56NBPBPEJYJFli
avGRGDKaGhoRtsRmGRTlA2vwJdirsVdirFfzG/440H/MSv8AybfMjTfU4Ov+ge957q2t/wCGPLba
xEAdWvXa10rkAfT4istxQ7EoCFX3OZkYccuHoObh4vRHj69P1vPPJ/m2bR9bubq7klkg1OGa11GV
Tym4XHWVeWzOrUbfr075l5sXFGh05IxZOE2er1Q23lvU0j1RfM2llo5jciSYiN6s3MrIjNHIatT7
e+wFabZgXKO3CXMqJ34g8+8/+bbO9sbLy5pciy6XprFzcRoY0lkC+mnBW3oiV37kntmZgxEEyPMu
NmyAgRHIJx+WvmCTV7KTyrfOZLiCN59Embdh6Y5SW1f5WUVXwp8sr1GPhPGPj+tEPXHhPMcv1J9L
qcPl/QbvzFKgknhZbbS4n3VrpwSGI7iNRzyrh45CPz9zHCBEGZ6cve8w0Hzfqel+bIPMkrtdXaym
S5LtvKsgKyKT2qrEDbbM3JhEocPREMpEuJ6tqV95X8xyJfaVc6XDa8FcwXckdtLFJxIblG3Hoabi
oOYEYzhsbc2RjPcUxnz/AOedLPle18qaQYpnIjfV72D+6d49wiNQep8VCW9svwYDxmZ+DTmzDh4R
8UN+V3mNriQ+Ur9+VpeFm0uRt/QuqEhR4JLuCPH6cOpx16x05+5rxHiHAfh73oXkVGTzIiMKMqSB
geoIGYmf6V0Y/ePTMwXcuxV2KuxV2KuxV2KuxVK/MPlrStfsxa6hGSEPKGVDxdGO1VP8DtlmPKYG
w1ZcMcgovPJtH89eRpGuNKkOp6MCWkhoWAHfnFWqn/KT6czBPHl2O0nAOPLh3jvFPtN/NPTdU0uc
2cXDW0jJg06VtpXp0jcU5/LZj4ZTLSmJ3+nvb4a0Sjt9Xck1r5O84+bLpb3zRcPZWamsdoNnp4JH
9lP9Zqn55ac0MYqG5aY6fJlNzNBk3mDytb2/lBtJ0fTHu1WRHW3hnigmLchylE06uodev4CmUY8p
M7kXLlhEYcMQxPRfyui1dLr9J2l/o8UrISr3FtM1I3mT0YQkKiKMfBJsCp+Hh9muZE9Vw1RB+bVD
T8XOwyGX8o/LTyXDrPdRNcN6jGMwKVbgVqrejyryIk6/bVT2ykauXk2/lost0vTrfTbCKytyxihB
oznk7FiWZmPcsxJOY8pGRst0Y0KRWRZOxV2KuxViv5jf8caD/mJX/k2+ZGm+pwdf9A97xn825CLz
y7ZM/C2TTUmr1CtPPJ6jU/2AzZaXlI+bh5eUR5Mg0n8sWsmgnsJ7PWIzxNj9c05uFy0gLsjF5VFI
44idz7dcpnqb52PjyciOnrlv8Ez0nyldrO13FaaG7pZSSWayab+6lSFYmilJadOEkqyAsT9nfITy
jlcuff8AsZxxnn6eXchD+Xt29u1vFbaVL9QiZZGWxZWdJG4Fi5nDtIreqqVo1YxWnIZL8wOfq38/
2e75o8A+W3kwyz0b/Cf5iaJam7M13Fd2v1uP0zGY1mETFftMDVZWHXtmQZ+JjJrai44jwZAPMJ1+
cp9DTtDtIvhgM2oSlR3ZZljWvyVcr0e5J9y5hUQB3y+9JvJ35eXes26XCC0vPrafuIDcyxSQlZKt
JII45NuMTIRXbmp8MszagR7xS4sBky24/LrTliLRaBp3qS3B+roNVvXJjfjFGqj0l5LykWUNX7OY
41B/nH/ShvOAdw+ZQ3/KulvInjsfLtvF69xLBBMb+5lAKmVhIr+jx9JVdONTVgo61OS/MVzl9g/W
x8C+Q+157Pp195c81Q2sksT3thcQuXgbmiyAq/GtF+JDsw7EUzMEhOF9C4xiYSrqHv2kRrH+YF2q
7DlM30sKn9eamf8AdhycQrOfizrMR2bsVdirsVdirsVakkjjjaSRgkaAs7saAAbkknoBipNIE+Yd
AC8jqVqF8TPHT/iWS4JdzX40O8fNL/MnnfQtB0yO/nm+sLcFltI7chzKy/a4kHjRe5rtlmLDKZoM
MuojCNsDg1H8yPPNystg76HoytVZ42eMU/114vKflRflmWY4sQ39UnDEsuY7emLJvMX5WaJq9usk
bm11RUAa9RQBK4FC0sYopLHclaHKMeqlE+Tfl0cZDukxeHzJ588iSpa69bnUtIrxiuQxag7cJqV/
2Mg+VMvOPHl3jsXHGXLh2lvF6X5f8waZr+mpqGnOXgYlWVhxdHFKow8RXMHJjMDRdhjyCYsJlkGx
2KuxV2KuxV2KuxViv5jf8cWD/mJX/k2+ZGm+pwdf9A97xz82bV5rTy/qyisbWr2Eh/le3kZgD81l
qM2OlNGQ87cPJvCJ8q+SceSvJMZ8vJNL5el1CadoTO8v1QuBMkhLWvKZKUgliYeqCOXxU+HavNm9
X1V8/tcjFi9PK/l9ic6ZbaG13fQah5HH1aWUWgWK3tDMhcO4O0/MEo1ecQ6AU7ZVIyoVP7/1M4gW
bj9yleeX9Ia+S3k8ozQQ3kEUEREdhHLwkJV56CX93L6siKKrsOoBGEZDV8XL3qYC/p+5gfljy4E/
NK10yHn9X06+9Z3mADejaN6pZ6bCoT8cy8uT90T3j73Gxw/eV3H7k+/NhG1Dy5peqxD4LW7u7ece
BuWE8f0bNlWl2kR5BEzxQB7ift3RflV7Ow0GxS7tNV0yS3X1rn0TqcSv6r8eReBOKpchVO2w9M0+
JsjlsyNGJ/0v42/S346ERdj5/jf9Cax2+hTaUbmy1LWVNm6SC8h/SpQ2pSGORvjVdlFJeKGvEDcg
ZXcroiO/9Xnv/YzqNbE/aidPudEiktnlutXTTnDemYp9bKMsKxREIEXkAH9SvKlKAUoa5GQl3Rv/
ADUxI7zX+c8xuNJk1Tz9a2VtBcqt5dhY57kytLLH6zfviZlV6LGKbj9nxzOE+HGSegcQx4p15vZd
AukuvPdxMhBR2m4Ed1GwP0gZrsgrG24JXnJ97P8AMN2jsVdirsVdirDdafzXpCJM2p3moRsDWOx0
2GZwRRdwHDUq9dh0B37nIgIy6Ae8uJIZI/xE/wCaEsXWddvGXTnvNSM86RetFNpEPBIp0dv3yFv+
K6MQeO/H7VaT8MDfb/TMPWduI/6UJPHK1xcS2Ulhf2rqZJ7b1NAt19VYqM6IUY1P2d9genUgZYY0
Lsf6Zq8O9v8AeBB/mkI/0b5RT0XhU/WQ8UkC2rV5w8iYV2Tkd6ZZpOcvgx1Y9MB7/Lueo68sippl
pbyvaxz3SwuYCEYRiGRuKmmwqgzBx9Se5z8vQDbdj2uXM9hf/U7a7upCvAPJPeekpkkBKxrSNiTQ
bntUde10BYsgfJx8pMTQJ+atbXR1DyZ5h+sGSaNFuUVLkh5EC2ysUZhsSrk74CKnGvL72UZcWOV+
f3MS05dS0PSl03S9SbT1QzzTlIFuJJ5rWCKW7YmRlVAqsFiVR8VPiIrmRKpGyL/bycaJlAVE1z+w
b/sZfpHnZbe0uYtZkMtzZPGkkyRiNmE0QlHqR8iqOm6uoagI2zV6/Pj08ROXKW3e7LRRnmJiN5D4
J3pfmnRtRkEUMpSdq8YZRxY08Dup+Va5h6btHDmNRO/c5eXS5MYsjZNsznHdirsVdirsVYf+Z78N
Ctz/AMvS/wDJt8ydL9XwcHX/AED3vP4DpmqaZdaBqz+laXhElvdUr9WuVFElp/Ka8X9syzcSJDmH
BwzFGMuR+wpP/inzx5R1NtN1+6uILJbNrW1ksobejoiMLd4ZCigqGepavLx3yzwseQXHnfW2/wAS
cDUuVM1k8xaJc6LbIPN7iRz+kFEj6ajxrzjkMcwMbfvVLPwRB7EUzGGOQl9Pl1cgzBH1efRiPmXz
XcW73Hl/QNTudWvLi4DUiis5raX11E0pjkt40kaQT0oB8O2ZGPFfqkKHxaMmSvTE38k3RL3Robu7
1m4W784azGkeoSKEAtrdFCiH92FXm6qvOg/qa9pUI/QPtYZZmIN/XLn5BSsLzTpre60nVQW0rUkE
dwV3aNlNY5k/yo23yUonYjmGnDkAsH6SxzVtT89eTZZbO+l/SmnXiKtpeXLSz28sKKwj9I86Dh6n
IL+ywB+dsI48m42IbpSnDnuC5fzp8yl+MtpZtaGJ4ms1WVYiHFBt6jbKKADpTbuTj+Tj3m1/NS8l
GP8ANjzFIUhttPs1k9P0LQRLc84yxf4ov3xPMmStTXcA9Rh/Kx6k/Z+pfzMu4Ml0PTtQ8u27arr1
zLc+abyForSCaRpJLOCUlneQsSRJJyNF7VNdycpnITNR+gfasicYs/WfsT38u5eXmaIf8Vyf8Ryr
UD0MdF/ePVs17uXYq7FXYq7FULqWo6dYWxlv7uGyhc8BNPIsS8mGw5OVFclGJJ2FsZSAG5eEa5Hp
CTDT/wBLXLRW1beaO3s43eeZi6wDi1xUho4adRzU/wCWc2sL519v7HWzrlf2ftWlvKMNzFEup3ci
vdNbrOttGwjVwIpQzvdbpM681ahPwkLj665Dl+Oi+jvP4+KI/MKSGLy/5RdLw38KS6gfrfBY+QE8
ZI4IzqKdOuOm+qW1cmOp+mO983r+pW0fmTS7SfSNSSJVlW4t7yMGVTRWWlFeM/t/zbZrYngJ4g7C
cfEiOEsZk8kea59aie6u7eWzV1M15xkMzxqKgcHkkVSDUKwNRXr2y8Z4COw3cU6aZluRS+4S68r+
VtZsdVuE/RwtZksbqR15yyPGVVAK8yxFPhI2I2PGgVFZJgjnbIA44ES5VsxzylLqWreUDrkeotpk
1hOLa4dIIrn1eCQoJVEnEozqVWQBqPx3G+R7Q1MNMDKYuP6yuj0889CJ4Zfs/HvQnmDQ4/MWly6T
G5jgmczX1wqxW7zycSAWEShEFQNgD3ryqc5b+UPzma6rHAbb9T+x6TTaL8tA73OXPb9SXeVtM1HS
dJt7a6u5Lp1AkhuJAyyAMa8GDEsGjO3XNJ2hAQy3H7PJ2sdxRe2+Xr+W/wBGtbqX+9dSHPiyMULb
ePGudhoc5y4YzPMj9jzWox8EzFMcyml2KuxV2KsJ/Np+Hl61P/L2v/JqTMrSfUfc4Wv+ge95XCLi
bl6Mby8QS3BS1AAWJNPZSc2BoOqAJTq1vfMUVr+j7rTG1HT6g/Uby2aWMEniClRyQ1/lPXKjGJNg
0fJvhPJEVVjuIQ50TyrJOUfyXOLmtGhjubtRyJ4/3ZDMKttQHDxz/n/cz4h/M3+La+YF0pJLXRdM
g0PkOMrxKxuip3o00haSnypj4fFvI8TA5yNojh+9KGuizFmNWJqSdySctpx3fWMaVMNM1DXb+aDy
vYSI0erOY2iuI0nhjRVLSTCOQEckXce+VzjEes9HIwGRPCORTDR4vKNj9Q0weU7a6uL9EaOe8vEe
RvVJEfOsdEZ+yr/TITMzZ4uXk5MeAUOHn5oEyR6HJe675ZtorG3SeGz1CNXjvPR+sRh45ra5K81U
8uLr2P8Awsq4qjPf7PmGEvSDKG32pfJeSSyNJI5eRzVnYkkk9yTlgi4JNsp/LGbl5riH/FUv/Eco
1Q9DlaL+8ex5rHcuxV2KuxV2Ksd866ZPd2C3Cn1beyDSy2K2UN9LOaqCsaSnZmi9SPb+f2y7DKjX
f501ZY2P2W8+hj1Ge5t447W69CO7h9a6Hlu1Mc0wLVu0dZHorKlC4Wq1r7ZmGgOY5fzz8nFFk/8A
HR81C+sr2C2tnGm3126F3Rbfy7bwj1EkrExAbknBuTDb4uR7E4YyBPMf6dBBHQ/6V6HbeV9E1ryn
a2GpWH+juGlSF4FspYmdmaoij/unHLenXv1zDOWUZ2D+lyhjjKFEfoYBfeQfPXki6fUvJ13JfWFe
U1iRykKjs8X2Zf8AWSjeAGZkdRjyipii4ksE8ZuBsJrpn50w6lpVzbehHYeZ0jK2sNw3G2lm6U9R
ivA/5LkeHLK5aLhN84/azjrLFcpIHSvyq8z+Yr4ar56v3O/w2Ubq7U8OSVijU+Cfhk56uEBWMMY6
WUzeQvR5vLOnReXZNF02FLS24fuY02AcEMCx3Jqw3J3zT63Gc+OUSd5D+x2emkMUgR0YVodg6Xd1
Bdw8XjAV43G4JP8ATPOtT4mCVbxkHoM2USiDEojVLIzu1vDGGnkKfV41pyJBoQB4U3PbLcIOaMIx
9WTil9u9lrx5BHc8mc6Np/6O0u3s68miX42HQsxLNT25E0zv9Lg8LHGHcHSZsnHMy70Zl7W7FXYq
7FWBfnM/Hy1aH/l9T/k1JmXovqPucLX/AED3vO/KN7bxzXouHQRPDxKPePZK3JwtKxqxk2apXwrm
bmB2r7rcDARvf30yaTXIJboc2iniVV9Ff0zIG5MEKVfirM0Zmb7Q23H7O9HBt/x1yDME/wDHlG3u
YvrFxE1xDDcJKru8msyIvKBxz/ZqWc8iprUcvbCRt/x1iOZ/4pAX48umUSCK1ZghdyNRd+RkZBGn
xRk1iDjl4hW6ZOPF5/JhIQ8vn+OTV2fLUMBnWws5BJDMI449Sd3RwSUdl4g1ULQL+1X7kcR6n5LI
QAuh/pki0HTJNVvGjMq29pAjT312/wBiGBN3c/wGW5J8IacWPiNIrQvzA0C38+6TJa2q2Wg2frWw
uZN5nFwoUzzN0HxKpoPsrXI5MEjjNm5FyceWMZihUUdr+lppdzp0erzFp2jgCJBGj27Rw/BHI1JC
7Dma15JyA/yQMhjlxA8LOceGrb86RweU/KupaaTGl1r9zbTW9mp5NHFbBGaRvjl+FnjFPi7+2OH9
5MH+baco4IkfzkD6+m+ZtIn1nSoVs9SsVDavpSfY4E0+sW4/kr9pf2f1z3geE7g8j+hx5wExxR2I
5j9KaflRLy84Qiv+6Zf+I5DV/Qy0X949vzVO4dirsVdirsVdirsVdirF/Pvn7T/KFhDNPC1zdXRZ
bS2UhQxQAsWY14qOQ7Hrl+n05yFoz5xjDzf9H+ffPBTVPMmoL5e8uclMQdvQQg/Z9ONmUsTXZ5D3
2r0zO4seLaI4pOHwzybyPDFlvmfyt+WevWaLPqlpBfxRrGmpR3EPqtxFAZfipJ03rv7jMbFlywPI
13ORkx4pDmL72Jx3X5jfluEYka35X+ExyKS8QRvs8W3aGv0p88ySMWf+jNoByYfOL0/y1540LXdC
TWI5haQGQwSrcssZSZQGKVJ4nY1FO2YGXBKEuFzIZ4yjxckXcar5XmYCe+sy5HFSZow9Aa0B5VzE
z6KGUeuHF7w2R1EY8pD5o+CztYDWKJVanEvSrEVrQsdzkcGmx4hUIiPubJTJ5lWy9i7FXYq7FXYq
87/PB+HlazP/AC/J/wAmZczdD9Z9zha/6B73mHlSa9ZdSW1u2tnktWj4LatdGYsdoRxV/T5U+1md
lA2sde+nX4r3o9O62Vx3mtRwk/p2W2tLlDFNdfoqcLND8EUL19Mg8lqoOxAHicx+GP8AN3/rOQDL
+dt/VU5b3UEson1HzFNbKsTfFJpL+mjXRVmjEhRWqynlWn+r2wiIvaP+y7lJNby/2PelK+Y25QlP
MEUX1ThLaxpZngJj6UbAcl7ItWLbEj/Krlnh/wBHn5tXif0uXk6/1S1mtb2CXzKknqSOskKWPFJQ
syMHDoKDlydh/q074xiQR6ftWUgQfV9iWavdtpv5dW0UR4z+YbuRp3HU21lRQh9jK9foycRxZf6o
+9R6cf8AWP3MJsrG6vrlba1j9WdgzKgIFQil26kdFUnMmUgBZagCeTN7CD83dGsEt7OW7trZzKsV
t6iniIKGQqGLemFrXtUbjapzFkcMjvTkAZYja0m8yeUfO9o11qGvQSNJER9auJZ45nr+7AqQ7sf7
5Pv9stx5YGhFhkxTG8lDyNrTaP5p0+72Nu8ggvEO6vbzHhKrDv8AC1fnhzw4oEMcUuGQL0n8v7L9
G/mlc6aCStqbqJCepRa8T9K0zD1EuLFfub9NHhzV73teat2rsVdirsVdirGPNXna30ZjbW6Ce8A5
OGrwjFKjlTck+AyyGO3Dz6rhkIRFzLCl/NfzDHeCO4iiRSR8LoR13FRUEffl4wRIsG3Jy6bPCHFY
JHSk/wBV85apdWVnDYTJpd5dtbx+uYvrNJLyaWGBVUsgClrdy7HlxFPhNdhjxDmdxv8AY4g1BnEE
bE/j9DA/M8uo+YvL2nXWrTPPfWYluLaR7cW5kjWaCK5UorSI6VkVo5BxqFYFRmZiAhIiPI/tpoyE
ziCef9lvVfPtzJZ6GlzC4ikt5hLHIRUKUjdgSKGoFPDMDTi5U52c1G3kNn5kuI7oNFqUZklrGw4z
HkJBxZaMnHcNTNkce3J14yG+b0jS9ftta/LvVEitpUhstPe2MsqgJKUtalk3O3zzBnjMco8z+lzY
5BLGfIfoYV+XUqQ/lffXDwSXKQas7tFDaR3rmttEtRFKVUU5VLV6bd8ydSLygf0e+urjYR+6P9bu
vorf4j0ktdPFK11HZwhzLFo1lJHKDxQemyyAEoT/ADAfD7bw8KW3n/SLGh38v6IRh/MmWa/fThrF
8twJD+5On2ySKVkX4D+/U7d9vs1J2yP5ba6Hz/Yz8WRNcR/0o/W9W08sbGBmuVvGZFJulChZKivN
QtVoe1MwZc3YR5c7V8DJ2KuxV2KvNPz7fj5Ssj/y/p/yZlzO0H1n3OFrvoHveH2Ws6jYSerY3c1p
L/PBI0bdCOqkdic2soA8w6yMiOSYQ+YfN09pKYtRvZLW0QNKouJOMachQ8eXTkB0zX6nV4MMxGex
l1rbu3LsNNotRmxmcNxHpe/fsEHc+YdYuLU29zf3EtqCHaKWZ2jBUBVYqx47CgBzOMYx3oB15nIi
iUEtyrKGU1U9DkokEWGLfr4aVkfm5uXkjyafGPUP+os5Ri/vJ/D7nIn9Efj96ceThBLZhNDTWJrW
2Ec2qIBp5iWUrzmZfXDKf7kcA25HIdzlWbn6uHy5tuLltfnyZOIvNtxb29rH+lJYJvUS0Rl0UEXJ
inF2AxNaFj8J2PHl7ZRcAb2/2XlTdUiK3/2PnbotN803tvbwG31Y2kapxKDRlJtpJY5U4NRCGITk
+5+IDl3xMoA/w3/nKIyPf/sXlesNoTa6jaULta3LmcXpjLV9X4aGMnen2t+uZ8OLh3r4OFPhvZ6l
5dkr+eupL73H/JsZhZP8XDl4/wC/L2PNY7F2KuxV2KuxV4deyXF9dyysOc88hcoe7Fq8f4ZkZJxh
AmRqIHN0GlyS8eMqs8SI1PR2vdQtzHap+j2hkS8inWN2DEL6Tow3VkZdqVGaWOqhED1GyRwjff8A
U97EmuSIit7+YwaZb3Z0/VAVjtbr0o7iNl5M8assg+BkkdmSRPiXkc3Gk1mPLDjG8fkR3vFmE8U/
CltLp1H480o8/aXqfk/QdPtbmdb2S/Zo5JoYY7eKCKJopXjVI1AaSZkUvIx5EJTNhgmMkiRtX4+x
lmgccQDvb0nWNb07X/Llvf6ME1aATxtJbKrS7FWBSaNFkcDf4hx6ZhQgYSqWzmTmJRsbsR1fTLy8
0yTTYfL1rbz+qSdXi0ydGeFSWASEW5KM1FX+86dSK7ZMJAG+I+6/2uPOJIrh+NfsZPruqaN5c/Ln
6rfSLaTTac0MVqdpXnkhIYBD8RJdqsT365jwjKeWxvu3zkIY6Pcwr8tor4/lbfi3SItLqUtEuVhK
SIbeNSF9do4+VR8J5deu1cydSR4o936XH04PhH3qDC/trtfqz6OtsYHjnLjRuRhhIkClgzyPVImg
IIovHlUnodiN+L/ZfjzXcHav9j+PJlnki58vJphfzHFo9vqiCOZrs/Uo5JVmi9QPJGm8ZVZWT4vt
Cp6HMfOJX6eKvi3YTGvVV/B6DaQ2sFtHFaRxxWyqPRjiAWML1HELtT5ZiEkndygB0VcCXYq7FXYq
8x/5yA/5RCx/7aCf8mZszuz/AKz7nC130D3vA1BYgDqembWcxEGR5B1sIGRocyjbPU7jT4riO1lq
LyP0bpCoKMgdZFG+9Q6A1zWanQjV/WDAdP53O9+YA2FdfdydnpdfLSfQRI9f5vKtuRvc+Xv5pp5G
1jR9J15rvULKXUJRa8dPgjRZB67SNyNG2VmQceQBIGW6mEpSoOBgmIkki1W08qxwyhtZYx3ExLQ6
PZgNcNy+IAgVES0PfelaDbE6oQjwx3KOAD6vl1ZWPI1lNbG9vbKLTVtkYrawMzuVJ2M8jFkHHfen
v2zFOpyEVaZYrFnb8dWNecTTyd5PK9l1Ij/pNbM7S8zfdH7ky/u4fH72XeXLrzRqWjQ3l++pyafA
BdRNbQ6V6YYvJJIwM5UkCVAQnHsR3GVZBCMqFX/nORjMiLN18Edq1rqr20dzcNrEsMiBfQMGlKyx
RyzFkkrxLE2/qGnChbqSDtGBF0OH/ZfjmykDVm/s/HJdDeeYNRS3spxrrTvDcTBYLbSeAklBRZP2
Ko0Ux5AlTuOPjgIiN/T85JBkdvV9jz3zhqetT6vpthqTT0sAIoorqO3SROMpjYA26iq/u/2uvXMz
DGIBI6uLlkSQD0Z35b/8nzqfzuP+TYzFyf4uHIx/35ez5rHYuxV2KuxV2KvM9c8uXGm6+J0jLWE8
heOQDZS1TwPhQ9MxO1p3pJ+79IcDS6Yw1cT/AAk/oVGCqjHoOpOcRhzS8SJNmqewNAWj/K2htd6t
Hq7qRa26UhJBHqSb/EK/sqD18c7Xs3HPHjkJCuKZNeRp5rU8ObOMkfpEa953ZdqukaZq1m9lqVtH
dWsn2opBUV8R3BHYjfM+MzE2GUoiQovKNb/KTzD5evTrPkO+lV1qWsWYB+PXirN8Eq/5Lj7zmwhq
4zHDkDhT0som4Fdpv51Xslld6RrUC6P5jWNora8mVlt1nIopmjKu8ZFQehXxoMEtELEo7xWOrNUd
pL/LP5PS6rcLrvnDU/0tLNR0hglMkbr+zzn7r4KlB745dZwjhgKTj0vF6pm2Y+d9J1KHye9h5XsI
GkjICWfpQNGIgGLARTAxtXpSld8xsMxx3Mt+aJ4KiGD6d5X8/LNCbjy/ZraCqvAItNkLLcPLIzF3
UOvorL6ZUD4t6dTmVLLj/nG/i48cc+4fYnnlXyHrFw0Nz5mtNOiWF6S6cNOsGWaP6tGsY9SMMU9G
Tn06+y0yrLniNok++z3tmPCTvKvkHo6qqKFUBVUUVRsAB2GYTlt4q7FXYq7FXj3/ADkXqROk6dpM
ezNOLqV60IAR0QD51av0Zk6aXCSfJwtYbqI5kvJPLPljWNUZo7GIuvLi1w3wxLUbgGm59gMq1Xa+
LEAcpocxHnOR6bdB136jo2YdDKzGB4pcjL+Ed9HqenLl33tMdX8h6Poeg3M2p3DQzRlfVvZFbjH8
a1CxruSQaUNTU5p9L7RajPrIxMeDH6vT1+k8z7+6nLzdlYsenlK+KW2/x7mHjzLdxxNF5TsZLeNq
q2qyANdSDoeH7MS/6u/uDnQ5csp83ScQjyRPkTzxYaEl1cXSve6hIAIolI5MwkkZvUkrzUGqn3+j
Mc8kQlwklPdVXzz5i0NNQktpIbRXmdrYH0YlhRI2Rx6hUyVLPuK+2Rwdo6WE6nIcXTr9zb+Wy5I8
QBpCaqgvvy50G7Wpj0i8urG7C9QLhluI2+X2hU983Udssh3gH9DXLfGD3Est8neXPLNhE95p3mn6
vqM0Xr28YmsmUIEd1FxHIJQjIv2ydlNR3FcbNkkdjHb4t+KERuJb/BkD61pN1HIZfObo7ObSRWm0
lVa2kufRP2Ie0IL16Ctdq71cBH8H+67m3jB/i+7vU4jpOvaRaxz+bJbiKO1FvqVq0mmqyRzMsbur
mIfCvpE/EeVCrA1+FybgT6eu3NG0gPV9zz+98peWW1/y7pvl28kvbnUZfUuz60M6QxNIDGpMSrxk
SIFpQfozLGWXDIyFU4xxR4gInmyPyJqUWpfnXf3sJDQzPeGJh0KKCqt9IFcpzx4cAHubMMrzE+97
pmqdm7FXYq7FXYq06I6lHUMjCjKRUEe4OAgHYql17Z6ZaQvdDT/rBUqPRhjDseTBfhQ0XatT4DKI
aHDxWIRB9wTPNIDckoF/N6psui6q4qQCtqegJFaFgabfPM3wvMOMdR/Rl8kp/MP8yoPKWj2VyLR5
r7UgxtLaX92E4Kpcy0qRx9RRxH35Zp9P4hIvYLmz8EQa3LDdF8p+fPNep2nmPzhfHTdOt5Y5razY
8KjkOKrFUCMN9nk3xH3zJnlx4wYwFlx44pzPFM0GYearPyD5ovf0VqcTNdBvq0OpxIU4XAYj6us4
BBkHXg1RmPiOSAsfL9LfkGOZo/NgM+i/mD+W3PUdCuxq/ltSzzIPjjVVNGMsQJ4Upu6H506ZlieP
NtIVJxuCeLeJuL1PyD50tvN+gDVIYTbukrW9xATyCyoqseLUHIFXB6ZgZ8JxypzcOXjjbI8pbXYq
7FXYq7FXYq7FXkP/ADkDZTmx06+dv9EST0AlTUSOrtUD3CZlaSJMqDrtfE7HonHl240zT9OtLiR/
S9NESKCP7RrGB8KqQx6+3zzhuztN4maeWRPFGR6+/n1+2I8+j0GpzDFCMehA/A/BYb+bOt/pXy1f
D0+NrHJAiQMQSKXEYdSIwOO67gb5scWWB1uKMf4eL3bx6cvuHx5tWXHkGlyTkKEuGu/n+OpYFZQt
Oi2sXI3MziCGJKszsVAFQxCgLy/3Z0/mGxzpskxGJkeQeXjEyIA5l6F5X8h6L5bkjZ4k1HX52HFn
oYonO/w1Aq3fkRXwp347P2hk1mTwsXpj+jz/ABT0un7Ojhh4mTc/jl+tPPNk5i0K8uBcrdRNbuwd
DRaio4/8LmIezJ49TiBNxySjRrvPc5/5mEsUyBRiD9zyrybr1hYy3el6wpfQdXQQX4XdomU1iuEF
D8UTb56nmxk0Y/UHjsUwNj9JQ91c6h5H80LHYanbG8ZPUsruFoZklhc1VgHDqCafZIrlcs2Ocal8
lqUDYRlj+Z3nOxiaKG8T7KpGXghYx8JGkBUFKVrI32geuSOnxy3THPMBD3HnjzlqlvJps1692l4i
wSRelG8ki+oZVXkE519Rq7GuSGCETdckHLM7WnFtHD5H0m4mmkVvN+oRtBBbIQxsIH2keQitJnHw
heq9/DMcZY558MSDGPNvlhlhgJSBBly9yI/I4/8AO/2//GCf/iGT1392x0f94+kM0rtnYq7FXYq7
FUp81XU9roN1NDcw2hCgPczsyLHGxCuylAzeoFJ4bfaplmIXJryn0no8zl1PUorxLVPNii49SAzc
5b1gFeZoZOIMBQ1fiq/FTudszBAVfD9363Bo3XGfmf1Ia91jVmvLewHmaAfWmAt2knvHEhccbQDj
EKfvIqyMRQV+0TkhjFXwn7PixkDdcX2n4dEr/Oi5eTSfIEstwLqSaKV5LlefGRmFsS49UB6MTX4g
DktKKM/x3s9R9MOv4D1L8wLexuUsLeed4pi8hSMW8l3HIrhYKPErItRNPEyM3Rht3zD05Is/s/HV
ys4BpjUthp0NuurXD3dtoslsFXUpZbnl65tFgW7MfrVAKGg2DE99xl4keQri7tu/k0kDnvX7ObIH
8ufoPyX5ijaZJvXtJ3RYY2hhRFtePFIS8qrVgzsR1Lb5T4nFOPv/AEtvh8MD+OjyuHT9Wi02Lyz5
cvr2yuma++qtZvGiS31hZ288j3BZGdvrDzCOMK6BVUEhjmTKQJ4peXytojGhQer+TNZ1KE3Gha7c
NPeadDaOupzp9X+srcQhiQjLHusqyL9mtB8XxBsxMkL3iHKxyPIsvyhtdirsVdirsVdiry//AJyE
NPJ9j/20I/8AkxNmd2f9Z9zh636B72L3eo2KW+mwzXPpXMixARIfjkUpTgabhCTv92cLoMGeWfJ4
cBOIlL6r4Im/q7iQOXP3O/1ZwjHEzkYyofT9RHcO4PI9c833l+50q1iWy0qOWgt0+JnKvUM7mpPx
CtP150Wk7MGKQyTJnlqr7tqofDZ1XaPa+TUXHlDu7/ey/Rbi2Or2VjZQvfXfqRAQ268ljVXFWIWv
2eu9TXwrmVrgZYZxHMxl9zqdIazQPdIfe9a0a0gn8yBZyRCI5JuQbiOi71+THOR9neESlI8wP129
f2ncowHTdEx6e/mDQ4dI1ySO6niEhvZLeqRFndjEiFBGfgj6mlKjflXOiGoxZ9UJYfpxXv0siv1m
/c63LiljxGM+c/uG7ybzF5R02y8s3N7YwzNPZt613I7czFCakh+IVQU2XpyLV2y/Qdp5s2p9RqG4
rp+wp1vZuLFp9vr2o9T+sfsYSZoNUgW1voklRgPSeQem3xUofi48dt67bZtMuID1QOxdFg0U53wE
cQ/h6n3d/u5t6Mk+j6msV88lzo+zy2E6sJX+E8ApqhGzbOwoPBuhp4TM+kery/W7nRY8uCPHlIx4
zzjLfi7/AEf2e9ktl5+v9Msfq2i2VppcxDK2oRRh7xkY/ZMz1p8O3wqM2UNOSP3h4j9jq9TqYGZO
GPBH7UBqOsTTaVDp92gluYpXuTdFy7sZwpIcn9rbf55qdLob1Pj4z+7uW3f028rFh2Wq7Q/wbwJj
94BHfptvv50aLKPyNP8Azv8Ab/8AMPP/AMQza67+7dTo/rfSWaV2zsVdirsVdiqW+Y9MTUtEvLNk
jdnjYxCd5I4vUUckLvEVkChgCSprk8cuGQLDJG4kPKpJ7BDHa3KaVNqNuI0tktjqyhRIGtko9d/9
Ilcfa+z8Q3zPo8xdf5vv+5wrHI1fxU5X0SG2j5jSIp3Wa3tD6msbvcnm8ewDkNE8dW68qgYRxE/x
f7Fdq6f7JJvz8nmby/5F1VVSW2jjk9Sa3EiwcnS3ZAnq/vAGEbcee9BvjpNpTH46p1G8YlmGvefv
K3mOGwl0zVYLaSWEgi9Fxb+kWnt51LOInQU+rcSSwG9Qcnj7PzQiZGJ4fh3HztcmphIgA7/HvDI5
9E17UvJ6aCBaLA1qlr9fgu3aoRAnLgbajA03Xl7ch1zCE4xnxb8+79reYSMOHb5/sQv5p+fPLPlv
yxf6fe3aHU7y0lgtbCM1lYyxlFZlFeCb9W+iuDT4pSkCOVpzZBGJHV47oWmQeafI8mo6zqt9oqRk
W9/NayFba9trWNEjkuICQryIo9MOOvHcE5sZQo2K+PRpxw4oWTSG0H8yV04w6foekXVzodmCb64m
drm8lREVI5WYKqxiKOMKsf2Qopt1yIIibkRZRizkH0xJHV7N5c8ySi0tb235Gzu445xA+x4yKGG3
7LUOOXCJjzc8VIWOrPYZo54UmiblG4DKfY5qZRINFC/ArsVdirsVeV/85Ftx8m2B/wC1jH/yYmzO
0H1n3OHrfoHveD6Jdga1ZPK9AJowWY9BUAbnNlkiBAgOvB33Zfov5HazqOs3V5rT/o/T5LiSSGKI
pLcTIzkgoFJRFP8AMxzTGTlDCSd3s3l7ylo2hWQt9OtFtYaD1CvxSSeDSytRnr4bL23yFuRGAHJQ
1vSI1/fQkIegiau3spA39hT6M5jXez/FIyxEC/4T+j9TudN2nwCp7qU15c6f5Yupbb07V4oZHF1c
bxmYj923H9ocuIp9AIObnSaeGlwiPdz9/wCNnCy5J6jJsOfL3JBD5h1KL8rNUbV7+yvtStHe31ee
Pg6yRTsAFdSqRmolEbUqKA0JbDqNQTAnHzHT8fe5Wl0YjljHLsJden48v0PMb+48pTeS2Bjt11RL
ojSzakl/q5JMkc55SE8Saq0rMx6VoMzex8+WdifLo4nbeLT45AYjcq3pKvJKeX77zBbR6vdJbaWj
E3LPzHIqpKx1UVHJqAnw75tc+Thh6B8nC0cPFyXklZHISPP593P7OqO80NpVzr88+i2qrp0SRLwt
1cxPKsQEjIpqQjSK1D4ZjRzSMPDB9Z5n+aPf31yHO62pt1OOAycdVAcv6XOtu7oTy2NG2OPcs7F2
NWYksT3JzZQiIgRGwDqZSMiSeZeg/kPJy/MK3H/LvP8A8QzG1v8AduRpPrfTOaZ2rsVdirsVdiqE
1XSrHVbCawvo/VtZ1KyJUrsRTqKZKEjE2GMoiQosYm8k/lxptjDp98kMMYKyJ9YuWid2jRYw9eab
0QfZ2rv1OXjNlkbH3NXgQApSHl/8pw3L1bKvrPcit8xAmlaN3cD1aCphTp4YePN5/JfBxslhtfL+
qaP9QQQalpQQW7RMy3MZVAKK5YvyIFOprlB4omzsW2hVdHgdnovl25XWYrdXCwXMi20HGs6wKD6d
ASdgdm/Hrm87W1+p088RFcHAL/mmXX7KcTs/SYM0Zg3xcXxA6fakvl7zH+aEFnF5a8nLPPcXyKjs
o9QWyoKF1kc+nDy5buf10zK7TwY4Y8ZmPUBX2fa4mnnKU5CB9LLNL/Ia20uKLVfNt2dY1m5kLyw8
maBTSp5u3xzNXuaD2OazFqOM0BQDn4tMLuW7Kb/TrS50ubTnQJazRGAooVQEYcaKKECg6bYdRk4M
cpdwc+EBIiJ5F59ePo/lfVr21ks4LfRLi1EllzeVo5pkXhLHVYpaOyqKB2pUV5Dkc1EMU8vOXrH9
qcubFp64YXCX9lde5m/lTWY9Z8v2WoxwfVlmSnoUoFKEoQuw+H4dvbN4OTRimJRBAp6J5UlZ9MZT
0ilZV+RAb9bHNbqxU/gk805zFQ7FXYq7FXjv/OQGs2ci6Z5fuY2ClxqBnDUHwiSEJSn+USTXL8M5
Qsh12vyEARDw/WYbBYkubRWWN9g37DUNPhrv/DM/TZpk1J18Cer0fyP+f8CiLTfM1k9nBbrHBDqk
A5xBQOKLMqgAdNqdPbMPNj4ZUTuXaYpSMbqwOvcyf8vtSt73ztr36Lgl9K+pLeTSs7RR3UUsnNkH
J6CVJFNKr9nwyjxL2t2+q7O8KHHY34ftBs/c9LOk2rAGUepIP22/VxHwge1MLr+FiH5oazpui+U7
9r+7W3kkQLaFGPq+ryXg6opDH02o5AO4GV5MIyRMT1bcOo8GYkKsfa+b5vzC1b/C9/Z2qJafpCVP
rMycjK6LIpWMknjQOWPIKCa4NF2f4MSRv5s+0e1Z6nIBQjEdP2oPy3Baz6UPrN4IHjVTHDQEyFgx
+0zKoCkKD89htm0H7uIlGNkuFpdLHPlIlIR9/X3XtaYatII2juAAZXY1loKtwooJ8fnlGmiM0ZRJ
NF6LtzHj0sccscY8XFz9wrfvew/k7Y+ZLby5LI9jHJFfS/WoJXlIkdHVUNVEctFHCoPXfDnjCJEY
7COzzcJzncpbmW9vLfzA0bVdI8yXTahEsX1+WW6g9Ilo+EkrGitRenh8s2GDIJRFdHDyRIO7I/yA
k5fmPbD/AJd7j/iGV63+7bdL9b6izTO0dirsVdirsVdiryP831b/ABFatT4TZoAfcSyV/Xmz0X0H
3tOTmw64k0xrW1FssouwrfXC5UxseXwmOgr061zKF2b5MGeflnezWvl/XpomVZYgrW/qfZ9UowTl
Tehama/XTjEiUvp6t2GBltHm831G6ebUbuZCVNzIxlKgJ6hLVLMFoPibenTNXkzzy0Zm65eXkH0T
s/QYtPiAiBfMmtye9l3lWwuNL/MPSLXS4yXa1Z9VK14tE5YM779OYFPembns/McuhyHIbAkBC+hr
kPg+f9rkHWRMIgGQJNd19f1vWPMVnJdaawjqXiYShR3oCCPuNcxNNMRnv1UF5pdVk16OpPp20Bk4
9uTEr+rHtSfprvXTx4tSCeUI3+hiBlkMZjLVjJ5FDuKjvh4Rd9XmxmnwmN+k9Gc6LK0ulWzsanhQ
k/5Jp/DNljNxD0GlkZYwS9E0Kya006NHHGVyZJB4Fug+gAZq88+KVs0wylXYq7FXYq8T/wCclLK3
t9D0/WPR5Xv1tbP1ST/ctFLIV60+0lemZWlhxEhwdZjBAPV89T6ndzxxRSyExQqEij7AD/bzZwxC
O/VwuFMNB8xtpSXXKBZ7WURm4UkBgA/BSgOzEGTp/TNT232d+YjEg8MoXXx/sd12L2j+WmQRxRlV
9+39r2zyzbf4cs28warqEnl3TZbWOawWMG4jnedVkaS4dgxd2pRYaggV4+OY+lwTAAPqk5HaPaAy
7CxEd/4+xjWp/wDOS3mG5sHt7HTobS6b4frfJnAFKEqpA3PUeHvmaNNInk6c6g08k8w65qWqevd6
jdSXVzIPjlkNTStSB2A9hmRLTiMCerVDeQtLoQ01j6G8ZB+0d6kNyqPHLYQJx8J2ZSlUrRVuEgTg
hPGtaEk0+VcvhERFBqkSeaYalcTFwpkJgV5VhToFCuRT/gaZiaPHGN0HI1GvzZwBklxcP46PSvJ/
56RaXpFnperaY06WUfoxXNs4VmjRQIw6PtVabsG3r02xy6SzYKIZqFFiXn78wrnzffwTvarZ29qh
WC3V/UIL0LkuQlakeGX4MIxhqyT4iyP/AJx4k5fmXbD/AJdrj/iGV6z+7bNL9b6szTuzdirsVdir
sVdirC/Onk+TzGVuFjmgu4Ymji+KLg25K8viqNz1GZODPwbdGEo2xay/KXVaM92SsmyokLRsnEf6
xUg5dk1v80fNEcY6sg0jyNdaVCywiS4aR1eRJTGsR4dPhVzXqc12s4s1bjZy9PkjjvY7pZqP5aXt
5qdxqDWo5zyGUwLKkcYLGp6Bm6++Y5xTPUB3OLtwxxiG9AVfX72Q+XPKv6M1ObWri0ll1a4iELES
xmKKMU+GMVU70qSfwzPx5THAMI+kG/eXQZxGWY5BfcPcy8EkAkUPhlSGLeZPItvqTPdWUptL4qVB
BKo1d9+O4GXeICKkLacuK94kxlXMbMLH5U+ZvWMfqWwT/f3qNx+7hy/DDxh1n8n5L6M78teUItKt
YFuZBcXEO6kCiK1a1AO5I7H8MM9QTHhHJ2uGBhAR7mRZjtjsVdirsVdiryH/AJyctru48jacltDJ
O41OMlIlLkD6vOK0UHMzRGpn3ONqhcfi+Zv0Prn/AFbrr/kTJ/TNnxjvcHhK6LTNejYn9FzSKeqy
W8jD27A5DIIyFErwlkl/5w/My/8ALMXlu6S6k0yNUTibdubJHTgjNxrRaD+OQjixg2GZlIimM/of
XP8Aq3XX/ImT+mXcY72HCU/8n/l1rHmO6njmkXSre1VXnnu45AaOSB6aBeTnxp0zXdodqY9MBe5l
y+Fe89egLlaXRzzGh0ZXrnkLy15LgubO/juPMuvshRI7RHW3gLoSrNxqSd+522oM135vVanJw46x
wiRZu/trfbpQ8yXNGmw4YcUwZGV0Px59d/IPNf0Prv8A1bro/wDPGT/mnOi4x3uoESr3NhrcqhE0
y7CK7SAtDJy+MKCDRf8AI65TjFGyQzlCP8IP4/H7FD9D65/1brr/AJEyf0y7jHew4S79D65/1brr
/kTJ/THjHevCXpf/ADjxp2qQfmXbSXFnPDELa4BeSN1WpTxIAzG1cgYN+nieN9WZqXYOxV2KuxV2
KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KqN3eW1pF6tw/CMkLWhbc/6oOKoT/EO
kUB9fqKr8Em4rTb4fHFUHqF35cueUF7IsiK1WRo3ajD34nfIZMcZipCwyhOUDcTRX2epeXtOi+r2
cYt7QEnnHGRGWP2ugqT0qaYwhGAqIoJyZJTNyNlFLr+kMSBcCqgk/C3bw23+jJsFS11fT7qb0beX
nIATQKwG3XcimKozFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7
FVk88UEEk8rcYolLyNuaKoqTt7YQLRIgCylEnnTyvGjM2oR0XjUAMT8YqKACp96dO9Ms8Gfc451e
L+chtT856Pa30VumoWqn4fUWVnUEyqrQkSKjpwKmpatBsa9ijBMiwGR1WMGiUp038xtOhN9Dqmo6
YZkvbk2f1T6ykf1JZOSNI7xurT+nyJ4fC70C9a5IaXJ3I/N4rq2Q+U9Ym1nR01OWG2i+suxQ2c0s
8bhP3ZYvNb2b15KV3j6Ab5VOBiaPNuhMSFjknGRZOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KpX5ostVvtAvbLSpIor64T0o3nqIwrMBJUqrnePkBt1yzFKI
kDLk1ZoGUCBzLENZ/L7zBc2+sxWl3Cxks7Gw0Rp5HHCKBo3uPXCRmhZoqrxr1PTMmGpiKsdST+hx
paQm9+gA+DDfJnlq985Q3UtlBHZeVDr0srXFwbpLu4srVSLeKCFlVQhEzqZDJyqTt8FDdk1HBX87
h+3q149KJf1eL+xP9F/Lvz1pS+VniOlNc6FFqst65lnC3F3eo6W1QLcEonGIO5PKlaD4RWnJqYy4
ufqr7G/HpzHh5em/tZb+X3lXUfL/AJH0zQdUlgur61LPcSIrPCWe4aeic+DHiGorEdRWnbMfPk45
mTfihwRATqXSlkaOKRYJrJXklkgmgV2LyMzAowKotC/UoSe5qa5U2K9vbzRhKyIKcjKkUfBGZ6Mz
UJYgmSrfa771O+KqsYmH94ytu32VK7Fvg6s3Rdj4nfbpiq/FXYq7FXYq7FXYq7FXYq7FXYq7FXYq
7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX/9k=
uuid:e004b432-ed54-d84a-a5a1-3d40d25cef9e
xmp.did:0180117407206811BCC48434E386EA64
xmp.did:1bce78fe-7f42-4deb-90a2-c94f42ddc63f
proof:pdf
1
uuid:52af3a64-8199-6e46-8e49-8a0a86b5cd87
xmp.did:a099ed7e-84ca-4f84-9258-cc742371c4ed
xmp.did:0180117407206811BCC48434E386EA64
default
converted
from application/x-indesign to application/pdf
Adobe InDesign CS6 (Macintosh)
/
2014-10-06T08:40:54-07:00
saved
xmp.iid:0180117407206811822AE72FDA6F1966
2015-04-26T16:30:52+02:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:1bce78fe-7f42-4deb-90a2-c94f42ddc63f
2020-10-06T22:40:43+02:00
Adobe Illustrator 24.3 (Macintosh)
/
EmbedByReference
/Users/nuriamvera/Documents/Documentos - iMac de Nuria/_2nm/_nuria/trabajos_nuria/carles_argemi/contenidos_click/_ebooks_maquetas/_ebook_MPM/____NEW logo/LOGO-GRANDE-APAISADO-1584px.png
0
0
EmbedByReference
/Users/nuriamvera/Documents/Documentos - iMac de Nuria/_2nm/_nuria/trabajos_nuria/carles_argemi/contenidos_click/_ebooks_maquetas/_ebook_MPM/____NEW logo/Logo-MPM-Kirey-solo-quadrat.png
0
0
/Users/nuriamvera/Documents/Documentos - iMac de Nuria/_2nm/_nuria/trabajos_nuria/carles_argemi/contenidos_click/_ebooks_maquetas/_ebook_MPM/____NEW logo/LOGO-GRANDE-APAISADO-1584px.png
0
0
/Users/nuriamvera/Documents/Documentos - iMac de Nuria/_2nm/_nuria/trabajos_nuria/carles_argemi/contenidos_click/_ebooks_maquetas/_ebook_MPM/____NEW logo/Logo-MPM-Kirey-solo-quadrat.png
0
0
application/pdf
infografia_MPM_9
Adobe PDF library 15.00
False
Adobe Illustrator
1
True
False
1300.000000
2887.665862
Pixels
SommetRoundedBlackItalic
Sommet Rounded
Black Italic
Open Type
Version 1.000 2006 initial release
False
Sommet Rounded Black Italic_0.otf
SommetRoundedBold
Sommet Rounded
Bold
Open Type
Version 1.000 2006 initial release
False
Sommet Rounded Bold_0.otf
SommetRoundedRegular
Sommet Rounded
Regular
Open Type
Version 1.000 2006 initial release
False
Sommet Rounded Regular_1.otf
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
R=109 G=183 B=225
PROCESS
100.000000
RGB
109
182
225
R=235 G=105 B=75 1
RGB
PROCESS
235
105
75
Blanco
PROCESS
100.000000
RGB
255
255
255
PANTONE 2915 C
SPOT
100.000000
LAB
69.411766
-16
-33
C=0 M=0 Y=0 K=90
PROCESS
100.000000
RGB
35
40
42
White
PROCESS
100.000000
RGB
0
75
105
R=134 G=134 B=134 1
RGB
PROCESS
134
134
134
R=209 G=211 B=212 1
RGB
PROCESS
209
211
212
R=7 G=82 B=155 1
RGB
PROCESS
7
82
155
R=230 G=143 B=50 1
RGB
PROCESS
230
143
50
R=2 G=98 B=179 1
RGB
PROCESS
2
98
179
R=179 G=87 B=142 1
RGB
PROCESS
179
87
142
R=43 G=160 B=100 1
RGB
PROCESS
43
160
100
R=75 G=123 B=236
PROCESS
100.000000
RGB
75
123
235
R=250 G=251 B=252
PROCESS
100.000000
RGB
249
251
251
R=252 G=92 B=101 2
PROCESS
100.000000
RGB
251
91
100
R=0 G=206 B=201
PROCESS
100.000000
RGB
0
205
200
R=165 G=177 B=194
PROCESS
100.000000
RGB
165
177
193
R=116 G=185 B=255
PROCESS
100.000000
RGB
116
184
255
R=56 G=103 B=214
PROCESS
100.000000
RGB
56
103
214
R=69 G=170 B=242
PROCESS
100.000000
RGB
68
170
242
C=0 M=3 Y=7 K=0
PROCESS
100.000000
RGB
254
247
240
C=74 M=61 Y=45 K=27
PROCESS
100.000000
RGB
76
82
97
C=76 M=40 Y=15 K=0
PROCESS
100.000000
RGB
62
131
178
C=57 M=30 Y=11 K=0
PROCESS
100.000000
RGB
121
159
197
C=0 M=76 Y=74 K=0
PROCESS
100.000000
RGB
234
90
65
C=76 M=40 Y=15 K=0 copy
PROCESS
100.000000
RGB
62
131
178
C=0 M=35 Y=85 K=0
PROCESS
100.000000
RGB
249
178
51
C=45 M=0 Y=26 K=0
PROCESS
100.000000
RGB
152
209
200
C=19 M=79 Y=76 K=7
PROCESS
100.000000
RGB
193
77
59
C=17 M=24 Y=45 K=0
PROCESS
100.000000
RGB
219
193
151
C=16 M=14 Y=15 K=0
PROCESS
100.000000
RGB
220
215
213
C=0 M=100 Y=100 K=11
PROCESS
100.000000
RGB
207
10
16
C=3 M=9 Y=18 K=0
PROCESS
100.000000
RGB
248
234
215
R=244 G=152 B=0
PROCESS
100.000000
RGB
244
151
0
R=237 G=194 B=152
PROCESS
100.000000
RGB
237
193
151
R=208 G=148 B=109
PROCESS
100.000000
RGB
207
147
109
R=169 G=45 B=7
PROCESS
100.000000
RGB
168
45
7
R=229 G=0 B=83
PROCESS
100.000000
RGB
228
0
82
R=151 G=7 B=53
PROCESS
100.000000
RGB
151
7
52
R=138 G=139 B=139
PROCESS
100.000000
RGB
137
138
138
R=196 G=197 B=197
PROCESS
100.000000
RGB
195
196
196
R=231 G=231 B=231
PROCESS
100.000000
RGB
230
230
230
R=252 G=192 B=0
PROCESS
100.000000
RGB
251
191
0
R=235 G=93 B=11
PROCESS
100.000000
RGB
235
93
10
R=217 G=217 B=217
PROCESS
100.000000
RGB
216
216
216
R=107 G=30 B=5
PROCESS
100.000000
RGB
107
29
5
R=102 G=175 B=170
PROCESS
100.000000
RGB
102
175
170
R=221 G=160 B=111
PROCESS
100.000000
RGB
221
160
110
R=177 G=177 B=177
PROCESS
100.000000
RGB
177
177
177
R=245 G=245 B=245
PROCESS
100.000000
RGB
244
244
244
R=0 G=145 B=189
PROCESS
100.000000
RGB
0
144
188
R=107 G=232 B=255
PROCESS
100.000000
RGB
107
232
255
R=135 G=135 B=135
PROCESS
100.000000
RGB
135
135
135
R=198 G=198 B=197
PROCESS
100.000000
RGB
198
198
196
R=247 G=166 B=0
PROCESS
100.000000
RGB
246
165
0
R=247 G=197 B=33
PROCESS
100.000000
RGB
246
196
33
R=255 G=234 B=0
PROCESS
100.000000
RGB
255
233
0
R=1 G=60 B=109 1
RGB
PROCESS
1
60
109
R=104 G=190 B=206 1
RGB
PROCESS
104
190
206
R=46 G=142 B=178 1
RGB
PROCESS
46
142
178
R=36 G=114 B=166 1
RGB
PROCESS
36
114
166
R=34 G=107 B=159 1
RGB
PROCESS
34
107
159
R=71 G=164 B=180
PROCESS
100.000000
RGB
71
164
180
R=125 G=227 B=20
PROCESS
100.000000
RGB
124
226
19
R=1 G=204 B=155
PROCESS
100.000000
RGB
1
204
154
R=79 G=123 B=172
PROCESS
100.000000
RGB
79
123
172
R=20 G=160 B=192
PROCESS
100.000000
RGB
19
160
191
R=80 G=89 B=171
PROCESS
100.000000
RGB
80
89
170
R=255 G=137 B=0
PROCESS
100.000000
RGB
255
137
0
R=241 G=63 B=0
PROCESS
100.000000
RGB
240
63
0
R=211 G=48 B=115
PROCESS
100.000000
RGB
211
47
114
R=254 G=64 B=90
PROCESS
100.000000
RGB
253
63
89
R=131 G=197 B=225
PROCESS
100.000000
RGB
131
196
224
R=15 G=56 B=125
PROCESS
100.000000
RGB
15
56
124
R=12 G=21 B=59
PROCESS
100.000000
RGB
12
21
59
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 1300.0 2887.67]/Type/Page>>
endobj
7 0 obj
<>stream
Hd9фКD}B+асыIчjуэпљ7@)b}*-јo{ъНЕкўCЭс(жіsуGэmЏЅНtѕVіjё(c/vФ8х#ЧИѓЇЄчјйрм*GўЕжІДQћоєЙёк8RЏм_s)!.жУТQi=ю:вќvнh?ЄъяМsG'2Ц+!G?[3Юёшxy}јЉ
Жџe&пмйѓHЧhвЩJчNџEz:jN{МбЊ#Ф@ал\ XTЂ3hзО/лъPрc1d љHјщЅђJЊXOјЃЮg[В'чЃчўEjDЃAi)БId>Ш$М-I@sъшGеeoЈ[qFЉљр[eр[K+їЉ ЫBP+DLГB9ХшЭ!ИН-#ЫЅRBйњH ^тJA\в2іTЯна2.уTќ ј=KЃLЗЊЮ$F>зb9rRtVЧ~Q§%щЪЎЈ4ЮxМ*ЯЏdI?:2ёэ Z@ћ<ЊЇbmЧgJDI^ F*пDCФP 9ѕјэLчіПcbЦдfљцф Y=АiЈ*;љ~юб\8Ц0і{о5№GiHЦ>ШT2$3БHћhъюuьКеGЋY'
м{[QЋмc@Б<№ЂШё-C"HЅJЯФ`уРљho
(PџЕЊ#,м>H$fTUT<бT"~фЋщњ:ЈDtoШYjЊз[бnѕLs">к]gхеeUВJћZlv;E}3иЏnDЎЮQ]ШЈ4оЉС@li
Gж3hKч& sыщЈВoъШmЁzmю?Рgћл ЙЅX№сщё#9\Щўbdx Zj)Q-Пc#ю$П.њ!)Fњѕ,Б
R}ЯlД)ђА?OCІtГ'Ъ ЖPDјAЎlёИ`чі$кн њМxч№Ѓжљ1ЩКmМцёУ]S_g=јџ.ПfGўЪЭАйЏјЕ}9tП!} EєUт
ЋшЕ=`7іB0єgбІDмД:'аcjx ШРк@cQ|љA\\L{dГР
нsПа}ZўђлХ,ЅЃцЦзwпBC%t
дFЏ`4т Оd
МЯTф Йїs#GъWтвыQьyM})Ћћк0UYСPMоў
ФЭTnє
*ЋФ:tK}I7Т.љШLvЂee тdиШЁ4ќsrfМ\8_ ДBШQ1ІќsІZeвW
жUCjнrVшthШ<ь"v17SfA`aФЈљU+эЩЏhбБWІM@Ђш)щtAЉЈd)cЃ
шPLЊИЧ_ ъ jќйў@ч)w