%PDF-1.6
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Фурманов_схема
2022-05-25T15:21:50+03:00
2022-05-25T15:21:50+03:00
2022-05-25T15:21:50+04:00
Adobe Illustrator 26.0 (Windows)
256
236
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgA7AEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYqxH82PM8nlryDqupwXq2F8EWCwuW4fDcTMEjoJAU2Jr8WwG52xV5Sn5n+b7e6mtNA8wr5xaz8
xW1tGVWzL3dhJpUl1JCpt0ROTywusbD9taV6jFURc/m955g1S7v7qGaCwfVtITTdCWFPrRsr63vC
kD805LNctBEx3+CtKjfFVI+a/wA0rzQWvbrzFJpmpRecB5eubazgtJIUhnlhjKq0sLs3o824sevf
FUyh8wfmofNms29hqF7qFlouoLZXTzW2nrYi0jsYpZpXkURz/WS78lVVK7gdOirGW/OH8yrjQbW/
E5srZ/Kl3dwTPDCZbq+tEgWW8ZWQqqerI6xqBQgFqUIxVmH5Ua1rY80eZLODT/qelfoy01LRdHck
zcZPVjhaaWTlIrSxwpSPlxjXioApiqQ+WvzO/MS/80i1kv2nubldMW90QadJB9U+tPcLfFXlHKI2
aoG9SWqvTpviqIufPv5i33k291i21Ypb6TNZ6Kmo6fHaSrqd1NqUUUt7AZFeID6syhVHw83av2cV
RLee/wA1fL2saKNUtrvU9Pf9Jz3GnyQWo1KfTrcWaRzNHa1jE0Uk0jcEPxJ13piqFl/M38xpPLd7
phkeHzrfa3dQW0Vnai8axsraCG4kT0UjZpAjSrCWZDu1a7Yqrah+cHm++sdc1DQ4j6MHlRNQliJg
jbTtQSS7iuHKyKzSMkkHHgf5em+KqeqfmV5viW7nfXhYa5YrZHQvKxtoZDrKT28LmSpT1m9aV5Er
CQI6b9MVX+TPzJ813n5nppFzrJvLObV9XsbjTP8AQ5WhgtXl+rMIYI47qFV9MAyysynw3rir3fFX
Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqhr/TNP1BIUvbdLhLeZLiFZAGCzRHkjiv7S
npiq2DSNMgv59QhtYo725SOO4uFUB3SHl6ak+C+o1PniqK4rWtBXrX5Yq7gh/ZHWvTv44q2ABWg6
7nFWuCUpxFAOIFOx7Yq3QVrTc7E/LFVoijEjSBAJHADuAKkLWgJ9qnFWwiBQoUBRSigbCnTFW6Ct
abjYH54q0FUGoAr4/PriruCb/CPi2bbr8/vxV3BKhuI5LsppuPlirSxxqxZVAY9WAFTiq7FXYq7F
XYq7FXYq7FXYq7FVCG/sZoklhuYpIpK8JEdWVqGhoQaGhxVUFxARUSKR12YdMVa+tW2/71NjQ/EO
uKugubedS0EqSqCVLIwYAqSpG3cEEYqqYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7F
XYq7FXYq7FXYq7FXYq7FXYq7FWOP+Xfkt3LyaWkjsFBaR5HNENUHxMfs9vDFVCT8q/y9ktltn0O3
NuihVi+MKFChKUDdOKivjiqzUfy88hM/qz6aoneN4UMby8yslOVFDUJ+EdR2xVGaJ5b03SJ7q40X
S47CS9CC4kd2PIRtI6DhVuNGnc7U64qmc6XyIHe56uicUUL9twvU8j3xVAavFrkVxZLYSSyQu7C7
Y8TxUUoR098VTT6k/wDy1Tfev/NOKu+pP/y1Tfev/NOKpZp8Otvql7HdySpZRkfVHHEFhU1qd/1Y
qjLwRWcPqz3dwFLBFCAyMWY0ACIjMfoGKoX9I2n+/dS/6Q7n/qhirv0jaf791L/pDuf+qGKu/SNp
/v3Uv+kO5/6oYq79I2n+/dS/6Q7n/qhirv0jaf791L/pDuf+qGKu/SNp/v3Uv+kO5/6oYq79I2n+
/dS/6Q7n/qhiqKsxFeQ+rBd3BUMUYODGwZTQgo6Kw+kYqr/Un/5apvvX/mnFXfUn/wCWqb71/wCa
cVa+pSdrqb6Sp/41xV31e9X7N1X2dFP4imKtepqMf24kmHjGxU/c39cVXw30Ej+maxS/77kHE/R4
4qiMVY5+YcWqS+T7+PSzci+YwembJpEnoJ4y/BoSJB8Fa8T0yvLxcJ4ebk6Pw/Fj4n0Xuw38rLLz
bB5knfVm1Y2Zs5ABqM15JF6vqxceIuGZeXHl03pXMfS+LZ43Z9rflOGPgVd78/0sgl1v81IdQuI0
8t2l3Y+qDa3C3awOIWI+F0YyVkQdxRWP8vfMdGyzTJr6bT7eW/txa3joDcW4YOEfuvJSQfvxVE4q
7FXYq7FXYqhIFDX9y7bsnBFJ7DiDt9JxVF4qh77+4X/jLD/ydXFUh1+S10zy9q2vzJeXTafHdXT2
8N7NByW3LtxWsscaDiuKsD1P82PL9n+WWjedBY3xuNcUCy0uXUb2NDOG4yQtdr6kacQrsrSBQQpr
x3oaV6PNYw2t/pMlvLdATXDI6S3NzIrKbWZqNHK7D7Sg7jrgVO8VSXzXDLPYQRQzG3le5iCzBipU
1O/IdMVQei6rM95DpU1ZZLORg92ZC/qfA/iPfxxVk2KsD/Lf84fLnnu8v7TTQY5rQl4kqz+pbqsf
71jwVEPOXjw5E7V9gqx3zF/zkXouieb7/wAvXOmsken3kNpJfyzqqOrpynkjWNJSfRLp8JIqC3Rl
4k0r17AqhYn9y3/GWb/k62Kq+Kpfo/8Ax+/8xcv8MVTDFXYq7FXYq7FVOeCGdOEqhl9+o+RxVSsX
fjLE7c/RcornqRQEV9xXFUo8/WF9qHlHUbOxiaa7lVBFGpAJpKpPUjsMIbtPKMZgy5ML/Kbyt5k0
jXLufVLOS3gktSiO5Ugv6iGmxPYHDIhzNdmwzA8MV8KTqeH85rQXX1OfRtQjoJLYXYmWbnxBeL9y
sEfHlUJXf+Zsi61EEfnGJCA3l146GhpfIxPPbar0+D364qv1KL82XtwdPm0RLlDEyrItz6b/AOik
TK5o7BfrZBXjv6Y3PLFVKT/lc31j92fLn1eoPxfXuYBZqjbYkLxoe5rsOyrSL+cjw3STHQEk4KbO
WBrwfvBKhYSCRJBx9IOKjepHSm6rNcVdiqEmjnhna4gX1FkA9aKtDtsGX6MVXx6haueLP6b90k+A
/jirr0gwIQaj1Yd/+eq4ql2oakdLnt7cvX67JJ6IEXIgluTcj6id38MVTHhqH+/ov+RTf9VMVU3s
p5ri2lnmUi1kMqKiFasY3i3JZtqSHFWrTV7S7vrqyi5etaECaooNyRsfoxVDeZtOkv8ATlgSOSUC
aN3SFkWQqp34GQqlfmcVULQ3NrbWtvFpV80dqxZS72ZZqqw3InH8/hiqM/Sl9/1Z7v8A4O0/7KMV
Q1qyWjM1p5dmt2b7RiFihNfHjOPDFUBPoPl64nknn8lxTTzMZJZZLfTWd3Y1ZmYy1JJ3JOKpuupX
iqFXRrtVUUADWgAA/wCe+KrIL++iQr+iLtqu715Wg+25an+9HauKqn6Uvv8Aqz3f/B2n/ZRiq7R4
7hYZ3nhaBp55JVicoWCsRSvBnXt2OKo/FXYq7FXEgbnFVCS/s49mlUt/KvxH7hXFVMzXlx8MKGBD
1lkHxf7FP64qrwQJBEI0rQbkncknqTiqUedbM3nli9th6dZPT/vmVE2lU7s5Cjp3yzDIRkCeTVni
TAgc2KflxoDadrU8x+q/FbMn7iWGRt5EO4jJNNsydVmxzA4Q4mixTiTxG/jaMvNA/NWNbltN8yWp
5KGtobm2VqSBFDK0gH2Gev7NRmE7Bf8AoH81g54+aLQpT4fUsULVLA/Fx4VHH4RSnia12VRGp6H+
Ylxb8bPzDDbTKYmic26sKramOT1KAcg1wRKKAeHT4SqhptC/Nkzl4fM1ksRIKxvZK3ElizAkcSyg
EKB8J2qTvirv0D+ajJMkvmWzIbgbd1tODKwlRm58SOSmNWUKKHf7XcKpgv5neRzx5aoiFzRFZJKt
8qKa/wBhOKtT/mj5Ct42kn1eOJFRpCXjlX4UUM3VOqg1I6jFVaX8xPJkSQO+poEuTILdgkpDmF5I
3C0Q1IaBxTvTbFVulef/ACXrup/omwvkurwqzpEY3AYR7SBeajdP2vu61xVO20uxPSPj3+Esvv2O
KqUuk6bMyNKPUaM1Qu5YqT4VO2Kqn1K1/wB+P/yNb+uKu+pWv+/H/wCRrf1xVSi0bSopnniQRzS/
3sqsQzf6zA1OKqv1K1/34/8AyNb+uKu+pWv+/H/5Gt/XFXfUrX/fj/8AI1v64q76la/78f8A5Gt/
XFXfUrX/AH4//I1v64q76la/78f/AJGt/XFXfUrX/fj/API1v64q76la/wC/H/5Gt/XFXfUrX/fj
/wDI1v64q76la/78f/ka39cVd9Stf9+P/wAjW/rirvqFqdubmvb1G/riq4aZZVqY+X+szN+snFVa
OGGIUjRU/wBUAfqxVfirsVSnzUhfQblRJHGaxkPMzKm0qmhKq53pT7OLXlx8cTEdUh8mRSDV5Hee
1elu4CQSSu27oakPFEKCnjgDj6bRHCSSeac6D5fvtNu7m4utXudS+scisc5PGMvK8xCLyKgBpCq7
VCBVqQowuYneKuxV2KuxVSFpaKvFYYwvWgUU6g+HtirbW9uwo0SEbihUEb9f1Yqpz/UoEUvGvw7R
IFBNewUYqgpSba0kuTHHYWltG8jMqc5FRQWYhUHh2FTiqj9c0pt5kvpz4vaXlPuEQGKt/W9C/wCW
S5/6Qrz/AKpYqpnUvLizpAbe4E0itIkf1K75FUKhmA9LoC61+eKqlrd+XrqSKOKJwZyRC0lvPEjk
KWIV5EVSeKk9e2Kpj+jLD/fC4q79GWH++FxV5z5t85aN6kdnp8q2VzG6eqZJIE5iUsoVayMapx5u
KfCu+C23wT3hKvOHm/RrqPSzp120FEkW4liuURHd/REdTDKa8+YMdeobbrmZpBCRPE4HaAyQiDA9
em7Db7WNUj0+zaLUbtZeSCT/AEqUneJj8fxnrlubFAQBA32+5n2QZZNVwz9UPVt7vlyb0fzFdzRC
SfVp3WZ1jt3N04DsQSFT4xyJAPTBpccDfEO5u7e/dyh4OwIPLf49U+8qebLPSpYr7Wbq4ubWG1b1
opLj1CZOCsq8ZpVUyN+zvU1yGohAQjQ3cPSHJLJLiOw5J5ZfmJodjrGpHUBJd2Jlpaej6MiKHPJA
GEijZXC9euavJqYwNG7d/g7Ly5IGYMeEGrJ9362S6N568natewWUFtJFc3LlIYpvRV2oKswQSs5V
aipA2qMnizDILDTq9Dk05qdXV82W/oyw/wB8LlrhoXUv0HpllJe3qLFbRcQ78Wehdgi/CgZjVmA2
GKCkf+NPy/ox9ZqIJGf/AEW62ER4yE/uv2T1wcQY+JHvH9qrbea/I9zcLb27vLO7cFjS1uixYJ6l
ABH/ACDl8sbSJg8imLXehQsVa6ewavEesZLcMR/L6wUN9GFkjQL+NQ0ci3UZFQGorEezDY4qqwXk
UrFKGOYdYnFG/txVXxVLfMjwx6NPJNIIo0MbM5V2pSRSNkDNudthi2YSeMULKS+Vb6wutUf6vcCR
0geqCOdNi6b1ljjG1MAFOVq5TIHFEx96T6x+VWj3bOz6/eRtLMZ29Z4G4u0ksxMRVI2UmV2O7MAv
JVC1JwuC9EVgwDKQVIqCOhGKuxV2KuxV2KuxVCRKJNQnkbcwhUj9uQ5E/jiqj5k/5R3VP+YSf/k0
2Kou+uhaWVxdmN5hbxvKYYgDI/BS3FASoLGlBU4qxPyZ+a3lfzfeRWelpdR3Mls94YrmL0ykaC3r
yIZhUm7UClfst24ljSp1fpOfMunvEqtSxvVYMxT7UtruCFbwwKl/lXyjPoOiaHoyTetb6PJI/wBY
lkeSWQOky0+Jexn/AJugxVMrfzDDJqk9jLEYBCGpPIwCsVYLQVp1rXFU2BruOmKvE9X8i3sutX05
028lH1iMckqULQxGSYp+73jkicBD3lqta7YG/jh59EDq/knVIfSmt9Jv2RGjjkVFaRySkckJAVK0
CQ8JW7Nttl+CYifU42rjxgCGx81C6/L3zXNDcxrp8qyacFaYkNxl9GFv95iFrKW5UFO+W5NRGUaA
32+wI7OicGbxJbgcX2qOneTfMsGnW9y+lXZWaciOJYZBKph5LyljZOSK1KqTSuDBnjDmD0Zdpjx+
EQ2EYkb+fuVv8BeYp9PvraXTLkPEUtSeJAad2WBHiJjPqQhl5SOOiHlUdoZsokAA1afGYSJlyPL5
23q/5da+kFzeQabcGymuCEgAaS5BVuJYxolePNCVan2aGu9c1ebTylMSFcno9L2jhhglikJVKV7f
D9TJPJ/kjWbDX9JuL2zkRwZLhJgaxpHxQMkvw1WQ8hxUkV+Lrx2s0uE440e9o7V18NTMSAI2r7S9
czJdSxvz5p6675Z1LQraWNr2dErb+pwcqjrIwHHkwYovw7daYlB5PJoPyV8xLdfDGivNIxMzXM3D
k1uRG7/uvshF4Pt9um37WRphwn7k58ifl3qXl7zZpN/cQ+jC6IiBpXkYB7S4PpsGQfvEZSZDXuu7
djSYxI5l7IRXY9MLNKrnR2tg1xovG1ulBP1XdbWbqeMiDZC3+/EHIbV5D4SqiIWt9UsILpA0fqoJ
IyRSSMkbg+BU7MMVVrOZ5IiJNpY2KSU6VHf6RiqXecFiby7diWUwR/u6yiMykfvVp8AZK1O3XIZM
sccTKWwDdpzIZAYi5WxryDHZrrExhvWuH+rsPTa1aDbmlTyMstflTKNPr8WckQldOd2hkzSA8SPC
hb3yB+WYvHefVBFNJOZpopbyNi0xllkf+8LOpa4MjsFI+IEdBTMp1bOtEisYdHsrewnW5sreFIIJ
0ZXDLEojB5J8J+zvTFUbirsVdirsVdiqFtyBe3anqSjAe3AD+GKqHmT/AJR3VP8AmEn/AOTTYqhv
NOk69qlpFb6TqiaYOYN0Xt1uPVjqKp8TKACtQdjWvbFUjsPJvmuxFqbTVdPtpLchOcemoKwGIJJG
Qrpu7wwtyBGy0p0oqyC9nMfmOwVYmlZrO8NE4igEtrX7RXxxVWs9ctLuO0miVjBfEraz1RkchGk/
ZZj9mM4ql0+malqepSQ6ijJpsRd7aRDEKtUKvTk32SeoxVkCKERVHRQAPoxVgN1+Zd5DrNzZJp3q
xW95JCKPAsjwJG0S8Q86j1WvEOxoPS+L7W2C2yOInkkEP56zNNYiXTgkaJ6esKOLSC5iYpN9WKSv
G0ZZfgLN065Km6OiyEWKr3jorxfnnCLy79exc2VCLAxKDLUn4TOGlVQPHiTjwllLQZR0+0dUMn56
Xn6Jcvp0Y1b1BwAqbX0aCvJi4k51r+zTHhKPyOTy+YR8P5yzSQG6/R4+rxRwvPRog9YwzX3BWmU0
4lBBUfE1QadcB2a8mnnAkHmG9S/OWW2smhisK6zDKqzBjG1oUJr8LpKzcuDDt9rbKMmojE0ebk4e
zM2SJlGuEGuY/HVN/L35mDWNS0+2Fk0UU8bR3bsYwwu/gK+kvqFmhpz5NxrXjt1pPFljMWGrVaLJ
gNTFH3s5yxxGMeYoNH0Br3zhcNKZYFUunJBGCyrApPLhRRUFiWxQTTGl/PPQPVQPC3pFyDSS3LkL
EzEKPW3dnAKD9pKnBxMeMfgFF6N+Y+n+YfMWk6ZHGEuY2WdwskLjmbS49QrwkcmPdeDU3+LwxtYz
B5fcUxl8x+cT+aMPluLT7RfLQ09tRuNUZ5DO3xGFYEQUVX9X4iTUcP8AKyTNk+oahbWFsZ5ySCQs
cajk8jt9mONf2mbsMCqelQSWmmRi54pOec90AaqsszGWUKdvhDuae2Kr9P5Mkk5FBO5dAf5aAD76
YqhPNMcUmhXMcokKMYxSEKXr6q0oHZF6+LZia8QOCfiGoVv7m3BMxmCOYSDyXZW1vq0hRLlZGt2A
9dYVWnNK/wB3LKa9O2absKGkEpeBKUjQu/7A5mu1WTIAJgCu5Bjyb+U+o6i8cbI9yZWE9ut5Pxkk
imeORShk48/rAJfhR2YDkTXfpHXM00fSLLSNPj0+yUpbRF2RWYsayO0jEk+LMcVRmKuxV2KuxV2K
oe5tnd1mhYJcIKAnow/lb2xVB6lILvTbvT5m+pTXUMkCyuvOMGRCvLYryArWnIYquWLzAwqt/ZkH
oRaSH/sZxVv0PMX/AC22n/SJL/2U4qhZtI16XUoL5r+05QwT24j+qSUKztExJ/0nt6A+/FUF5V8k
/wCHdL0nSLS4i/RWjs720KwushMiyqeUjTSd52P2cVQvl78un0f8wPMXm4avcTpr6wr+iuKrDF6K
BSzMS7O1R8BHHiCQeVdlWZYq8b8wfl1NZ61f69dG5aG5vnuQsEsY3dpVCgMVovpSV/1vbA3wlAc7
eWPo6abdvb8ZOVlLPHCrMpYo0tRz4niW4gV365aOTutPAHFGQB9IlXLe3UKFmAdvUIqtRReg2qRt
thLfljR4qPqlHu6fHq16X7kwVfia0lqtRU1p9HuPnjXRj4H+T3que3fbL/L35b33mbQLm7tHlVnL
QBfURUDw8ZI9jvRi1H9um+Vy5uq10gcsrsH9gXXX5Zazcanqej2FvPLFHKJjI80KP8RV6cg4/a2+
WYOXBM5BMVsHN02vwR08sMuP1SuxXl5+TL/J35b65Z63YanqEL28ljK5VBLG0bJKq8iwRmPIFNvn
k9LhOONHvae19dj1MxKN7Rrf3l6xmU6dKvNOgReYNButHlk9KK64B3K8xxSRXI41X7XGnXAUEPP0
/IXT0FE1LjRWC0t6AVBCGgl/YU098HCWPB5pr5c/KS30HW4NWtb8NNBsqNAQCvotFxJEv/FhbEAr
GNdWYSW+rsW9S/ihhqfihg4yAdvilkmT/hMkzUYYdMt7j11L3+oUK+uxMsgB+0FP2Ilam4QKPbFU
V9XuLkhruiRDcW6mtf8AXPf5YqjAKbDpiqXeYkMmkTIteTNGF4sEPIyLT4mSUDf/ACDlGpxwnjlG
YuJG7KF2KSjy1Z3VvqjG4LszQPwrMkooHSuy21sfDucweztHp8RJxRMSee5/WW7Nx/xFL9Lv/wAo
pfMAt9POnDXFmaiKgSX1oZ5ICRyAq/qpIAep3YVBrm1cdnGKuxV2KuxVjK/mX5GYqp1eJJHT1Fik
WSOQp8PxcHVWp+8XemKq0Hn/AMmztKsGrQSmEK0vAlgquVCmoHT94u+KoaX80vIEcMU51qBoZacJ
E5MtDEZuRIFAvAdT3+H7W2Ksn/dyIDs6MKg7EEHFUJNa6XG1WKwt/kvwP3AjFVCulf8ALW//ACMb
FXV0r/lrf/kY2KurpX/LW/8AyMbFXV0r/lrf/kY2KurpX/LW/wDyMbFVksWiyrwluDIta8WcsKj2
OKpTceT/ACFcSvNNbRPLIS0jkmpJ6nFkMkgKBKmfI/5dmlbOE0NRueoxScsu8u/wP+XnLl9UirSn
U4r4su8pnp+m+WtOgNvYP9WhLFzHGxUFjQE7d9sWJJO5Vkg0NJGkScrI/wBtwxDH5nFCpXSv+Wt/
+RjYq6ulf8tb/wDIxsVdXSv+Wt/+RjYq6ulf8tb/APIxsVcP0VX/AHrf6ZGxVXitdLkNVKzN7uX/
AAJOKoxERF4ooVfACg/DFW8VdiqjeWkd3bNbyFlRip5IeLAqwYUPzGAgEUUg0hrHRreznM6SzSPx
KD1XLABiCaD/AGIyMMcY8gmUyea+PRdHjlWWOwt0lQgrIsSBgRSlCBX9kfdk2KMxV2KuxV2KoNtG
0hgwaxt2DHk1YkNW4hKnbrwUL8hTFUQLa3FaRIK9fhHzxVB3FtpsRWKOyhkmdeKRiNB8IqNzTZRz
b7zirrgCKAz6jdiGBaAqh9NNzQLy+0ak0A74qoRSysCbDSiB1Wa7YQBh8qSzD/ZRjFUBqHmnV7F5
Y3023YwzWNu3G7enLULhbeMj/R+is9W9sVYxrP51w6Tdala3GlhrjS+YnVZpeJKlgoRzbhW5cD0O
37VMwzqzxcPCedX6fnzvb59wLkDB6b4hy8/1IvQvzet9W1K2s00/01uLk2ok9WTkGBClgjwx1AY+
O43FRgxazjkI8MhY/o/oJ7kz0/DEniB+f6noWZrjJZcWGqPrMN1Hc8bJAPUg5uK7EfZA4nqMVYXr
H5yW2m6rd6e2mmR7WeW3585gC0W/UW7KOS715UHStcNOQMG12Pt/Uh1/O+1aYxfo0Aj0zyM0wWko
PA1NtTqKEdR32xpl+WF/UPt/UoN+fenqAW02lev7yago4jep+rU+En6f2a4sfAH84fb+rp/Y3/yv
qyLSoNMq8JmVlM0gq0IDUUm3AbkpqCNuxodsV8Afzh17+nw6/wBrUX5+adLKqJp322RVYyTKKSpy
Rt7YdSONOv0YpGAX9Q+39Swf85A6Wbdpzp3FEQSMGmlDACQxPRTb1PBhvTr+zXAjwBX1D7f1dP7L
Xx/n5prymIad8YMqketIKtFQkDlAASymo3+dDhQcI/nDr39Ph1/terYGhDanefUdOur3h6n1WGSb
0605empalaGlaYpAt5iv5/6U0ayiwHpM0YDerMDSVao3A2/OhPw9K/Rvhb/AH84fb+pAaR+dMNnD
dteRG6o8sn7yW4qiwELKqhrc8uBP7P2v2a4r+XH84fb+rp/YzTTPNEuryacE0eBo9Strq8iYTkSC
O0mihYcWhj+JjOCtWHvTA0yjRpPbCRbhX+qSS208J4z2Vx8TRt1owq2x7MrFT2JxYotLx0cRXaek
7bK43jY+x7fI4qisVdirsVdirsVdirsVdirsVdiqFtwDfXbHqCig+A4g/rOKqCW/1rWJLiZSY7Ck
VojdBK6BpJgOleDqinqPi7McVYKPPf5jpr8dlJ5ejbS5NWNoNTjWQoLL69LbByOf96EjWvbflTjh
pWSajoEuq6rfqt41siy6dOVVFer2cwuY928WQA+2BWBfmJ+XlpY6Vr/mHVb3lYVFxePGrer6LNym
ZUHw+ohb92Oh/apmN+WHFxWed9P1N3jGqoO0Ly7oml6TZ+e5dRDeXoI5tUkaH1GkLGWMwRrHQ1LK
D6oO6yfCNt8ENJGMhKzY936vNZZyRTMYfNuoW1wuo6hSTy9foZNKlhVfUdZOMkTMCVYfuj3GZTSz
GKRZI0kX7LgMvyIrirxHzD5J863fmLU7i30aSSCW7uHt5BdRoHD1Kndvh5JuGpQfYILb4t4zkCkB
H+XXnaSGp0dgw9MiN7hQCAKIaczTfqpNU6kkfDin8we7700sfyc1y9tJ2uUjsZVE628UsrOWlQxt
AWaMMPTd+ayN1oAVXfFj43kjz+Rbm4IN6gt2mcFwX9QW80NXYCnH1Fn+FR9n09z8W2K+N5LI/wAj
rv045GuoBccIZJEDSmMXC/BIikjl6QT4kJ+It12xXxvJv/lRs6qyR3kfACREq0gJWM87ctQdXb+9
p0H2cV8byYbqFt5E03zTN5cv9fEerW9zDBNaiO5LkXsXqTNGfTKMY+i78eP2vioMVOYnp+C+jLm4
jtreSeSvCMFmpuaDFpQRe21zRriOJmSG7jlty9ByXkChIBqNsUgvMf8AlRt0VDtcwGbijlecvD1V
biVrTlwEfxA/a57fZxbfG8grN+SMpLj63EQTOFJ51KsKxE0HVz/eAdP2cV8byZPo+hx+Xb7Sfrt8
v1ew0y/Qs/FIoxLPaSSEyNT4QV2LdsWqRs23oHnHSvMmpRahpEcghium0yW5f0wk6m0N58IRmasb
BQOYFKtT7WKGXyxRyxmOQBkYUIOKqFgzhJIXPIwOUDHqVoCtfoOKonFXYq7FXYq7FXYq7FXYq7FU
JGwj1CZH29cK8Z8eI4kfPbFUs1m2tY5LpdQ5Louoqn1uaOR4fRmjoObyRlWVJEVVJrQcd9mxVK7f
8p/J0McSW4vYoInikiijvrpYwYQoT4VkoRRB167+Jqqvvb670W4uo7DgYoptHs1Fx6kz8Lq5S0Ym
QyBmZUatWJJPWuKvO/PX5najaT6/Y3EK3cFnKivbvEzW7+nKVRChJrHIF/fAnftxzC8efHW1X9zk
eFHhve6RXl/zxNqmoWGg3tvFeaXcSzWMllcIJIXgmljakiN8JMP2IxT4V2NTvgw6icpAECq/WnJi
iASLeh2Hk5IdXnuLow3WmlWW0sXjqkILKUCq1UARV4ig6ZnOMyVVVVCqAFAoANgAMVfPXmq4sU82
aqzC6eb9IXA2upwokjUshVRKvFQrH7O4P2aLhcoYY0ObH5b7RTF6EiX/AKZjg/3fOzGORiQpIkYE
l+o6ftABviwL4UPNNNL/ADEfy/p1xDYNdhJ/rUkxZppW9SR445ZA0jMecap+5O+5PLkcWJxw801P
536uLh2WN+YuJSkbJL6fKGABEPxV9Moeb/5fQ9sV8OHn1WJ+dmpn00BnKEWcYfg/MpIS6uakfvGf
4ZNqcOw64r4cPNp/zu1drdpGEykxTyMFR9uc3pyldz/df7o/42xXghXVLrvzvpd75iTVbzQ7W61e
G5PpXk1qrsHtIaxD1G+P0yp5Oa/3lKU6YqccPPq+kJI45UaORQ8bCjIwBBHgQcXHS/WJ10fy9qN3
YwxI1laz3EMXGkfOONnFVXjsSN6YqHhcP50a59WipNPw+r2jc3t39Qr65AZqP/eyN8Mv+R/L1wuR
4ce8r5vzm8wcZR60oPG/BKQMKFWHqFSZP91dLf8AHlivhR7yzvRrp/OkGmW3mCKG50zWtK1VZrZE
lhfhBeWsNGcSsasDU8aUOBpkKKbeUvJnlbyzONF8rWhtdOtbmTUb6sss4W6ltxbpHzmaRqmL4iOX
wgLt8eLFltzcx28fJ9ydkQfaY+AGKrLKF44maX+9lYySAdie30DFURirsVdirsVdirsVdirsVdiq
nPbxTpwkFR1BGxB8QcVUB9fg22uYx0NeMgH6jiqA+paKlQIZ7EN9qOB57dCSak8YGVKk98VQk/l7
ypcM7TNdO0jwSuTeX272sglhb+9/YdQwxVB3fkb8vrz1/rVq8xueYnLXF4S/qGr1PqV3rlXgQu63
Z+LKqtWs/KPkWzu47u2tmS4ikE0bmW5YBxSh4s5XsO2McEImwFOWR2JZF+krL/fn/Ct/TLWCV3F3
eNrMMsVyBpwA9VN6nY9uPjTFUvvPJnkK8uZrm5tnee4aR5XE92tWlPJzRXAFT4dO2LYMsu9S/wAC
fl5y5fVHry5f70XnULx/354Yr40u9afy/wDy5KhTZuQOFB9YvP8Adbcl/wB2eP398V8WXetb8u/y
2ZWU2T0YSKf9IvOkx5P/ALs7n7u2KPFl3rv+Vf8A5cep6n1N+XP1K/WLz7XD06/3n8uKfFl3rR+X
n5bBQosmooRQPrF50iPJP92djijxZd7f/Kvvy3/5Ym3Dj/ei86Snk/8AuzucV8WXeyz9JWX+/P8A
hW/piwUL6bSb6yuLK6bnbXUbwzoOa8kkUqw5LRhUHqDXFWO/4D/Lutfqj1ry/v7vrSn+/MWzxZd6
WaL+X3lVEnGqW/qN6g+rlLi62jXdQaMu9fHriviy709tPK/lW1eBrG3vA1uk0UAiub0BEuZFlmUA
yhaO6K30YsCbTm3iuI4Ft7O2jsrda8RttU1NEXatTXfFCIgs4439ViZZj1kfc/QOgxVXxV2KuxV2
KuxV2KuxV2KsTGufmJGYY28sW9wTUTXC6gkK/YJDCMpKwBcAU5GgNd+mKt/p/wDMH6pPL/hOEXCP
SC3Opx/vFpMeRcQkLvHEKf5Z/k3VWtr35gtcII/LEKwq4Ewa+QsUZytVPBVBRKOftA/ZBrvirJ5r
y1h2klVT/LWp+4b4qp/Xy391byuOx48R97EYq39Zu/8Alkb/AINP64q19au60+qNUb05p/XFW/rN
3/yyN/waf1xV31m7/wCWRv8Ag0/rirvrN3/yyN/waf1xVBP5jskZleSFWX1CwNxACBC3GWvxfsNs
3geuKrJPNWmRSGKSe3SQHiUa6tw1acqUL/y75XLLCOxIDIQkeQU/8Y6LQH63aUPGh+t237Zov7f7
R6YPGh/OHzT4cu4tHznoYBJvLQABiT9ctthGaOft/snr4YfGh/OHz718OXcV3+MdF5cfrdpy5cOP
1u3ry48uP2+vHf5YPHx/zh818KXcVo86aEQCL2zIIQgi8ttxIaIft/tHYeOHxofzh8+5fDl3Fx86
aEASb2zAAck/XLbYRmjn7f7J2Phj40O8fPv5L4cu4pr9Zu/+WRv+DT+uWMHfWbv/AJZG/wCDT+uK
oa/1oWESy3du0aO3BTUNVqFqUWvZTiqtHe3EkayJaMUcBlIZNwdxtXFW/wBIAMVeCVSNz8IagPf4
SfDFVSK/tJDxWUcv5W+E/caYqr4q7FXYq7FXYq7FXYq7FXYq7FXYqg5BJc3LwczHBFTnx2ZmYVpX
wpiqvDa28I/dRqvvTf7+uKquKuxVDp/x0Jv+MUX/ABKTFURiqWWevWt1q1xpqKwmtwxdjSnwMFP/
ABLFUzxVhM2m64jTRrpc0o9LWYlkSS2CsdQu1mgI5TK1OC/FUbYqwT8yvL3mLUfMt9exQz2cMtp6
gjKQSsFjWOP1fgmNSH+Hh1Na5hZsUzKwAfjX6C5GPJERok/L9qSXPk7zXJIInt2LxzmJQY4jxMEY
lkXl61DwTfl0b7I3yiGknG6A6/xfs6/Z5t0s8T1Py/ahF8leaWgWKO0bi6Isa+lEtTevWAby7cwt
TX+7/ayX5ed3Xd/F+z+3yY+LGqvv6ft/sUrvyX5pZTdzicwqJ53maKHeKOkDvT1RvzonEdR8Qwxw
TiKEY8v53n7vj9iyyxJ3kfl+1Vj/AC886JNFEYZRJHLDBxCQfDJBGZ5QG9WnwoeQfo32euGWCZv0
je/4v2f2IGWPeenT9qkfIvm6WEn05WeaGHrHEpY3txW2rWbb1SvxA/3f7WIwTBHpGxH8XlR6dOnf
5IOWPefl5+/+zzfTmbBxUt0bXIdVExjheL0eNefHflXpxJ8MVRl1Z2t0ipcRLKityUMK0ahFfuOK
qqIqKEUBVUAKB0AGKqCf8dCb/jFF/wASkxVVlghlFJEVx/lAHFUMbSaD4rRzQf7ockqfkTuMVV7a
4WePmAVIJV0PVWHUHFVXFXYq7FXYq7FXYq7FXYq7FUJAwW/uUbZpODoD3AWhp9IxVF4q7FUl1a/l
tEurua/Fra27BAvpq5J9NX2LEbmuQyZBAWW7T6eeWYjEborTHnaaQvdLdxPFFJDIqKmzF+69RsMk
CCLDXKJiaPMJhhYsau9N1LVtTkt72BLewhLvb3EY/eOwIVQ1SRupJxVkiKERUHRQAPoxVh3mvULT
W9KvNIK6pawSrcmS80+SCCUxWMoiueDtIHA5Hj0BI6YqwXzhLoFn5zW9uItQjvrG0RVs3u7aKIvF
A8UasodwIzHclnYbcgopmPl1UIGjfwjI/cPs5tsMEpCxXzA+9D3nmry2+oaRcr9ctzpF25iMU9mp
mRxDKkcynkaO0NGjr8Kn1K1C0h+ex/0uv8Munw+Xf0tl+Wn5fMfr/s6qV5500O+8323mqe+1kegl
sw0eDUrePTuKcknPpR8ZH4s3JAZP3x/yNsfzkL5S6fwy6/D593Wl/Ly8vmP1/wBvRD+afMvljXvK
2r+X7iOeFNT5F5I7q2Vkls5lliXny48GQfvGIorfDucH57HV1Llf0S767vs51vyT+Wl/R/0w/X+O
TMNN/OPQbS3t7GK1uHtrcxwRSS3EUs5gMP7pnaSRnaUyCjhmJC/GzYTrYD+d1/hl0+Hy7+loGnl5
fMdfj/Z1bX89dIMKs9iwLRQO4S4tyKtIUuAh5gnj/uo/7s7UwjWQJr1dP4Zdfh8+7rSnTy8vmP1/
Lv6Mk078udN03QBolte3c1qt499G95J9ZkRpCWaNWYKeFWJ3q1SSSScymhNfL0+qSRSLfWK2QjCC
LjT4xQ1JoT0oMVTfFXYqh0/46E3/ABii/wCJSYqiMVWTTRQxl5GCqPH+GKqNiknGSZ14GZy4Q9QK
ACvvtiqJxV2KuxV2KuxV2KuxV2KuxVSuLaKdQHG67q4NGU+xxVR9PUItkdJ0HaT4W/4IbH7sVb+u
Tr/eWkg/1Crj9YxVCytK5nAiZoZzWSKWAyA/CFp9tQR8PhgIB2KYyMTY2KpBPMs0ksscjl1RAEiK
ABCx7u/82FCv9e/5d5v+A/txV317/l3m/wCA/txV317/AJd5v+A/txViU2l68HmWG1jeJo9UiR3e
RGI1K5WcMVETAenxpSu/iMVY35s/L3zB5g1+fVzS1aZFjESSFgoVVBIL2zbkp32p275hZ9POcriY
geYJ3+Eh/b16ORiyxiNwfn+wpRJ+UHmR1oLkr8QfZzStQTT/AEau37G9R3JG2Vfk8l849f4T8P4v
n3+XNs/MR7pfMfq+Xd5qEn5K+YXUqbmv2+NTtUtyXpbDb+YDv9njko6bKDzj06H4/wAXy7uvExOa
B6Hr1Hw6fjyaP5J69Wn1g8OTbc9+LrQ/8e1OVfalO1d8fy2avqhdfzTzv+t3fbvfRPjY+6XzH/E/
j7XD8ktd+Em4+IemxoxpyUcWpW36cfs+B68umSOnyfzo9f4T8P4vn39KY+NDuPTqP1fLu82j+SGu
8OIuSaIVUFjT4X5xg0t+n8/ielMRp8l849P4T3b/AMXy7vNTlhXI/P5dPn3+T3H69/y7zf8AAf25
nOM769/y7zf8B/biqA1i51WS3jGmLLDMJAZGaMGqcW2+IP8AtUxVGQ3sogjEsEzShR6hCbFqb06d
8VWrNObh5o7WQ80ROL8UpxLGtan+fFVT/clJ/vuBfpkb+AxVdFYxK4kkLTSjo7mtPkOgxVEYq7FX
Yq7FXYq7FXYq7FWFx2X5vIsSNqejS0kYyytbzhihLFaBWC1FVHyB3qa4qiUtvzR+pT873SDfGptu
MNwIhVXoHq5Y0Yp0psPfFVgg/ND63FI97pS2qSf6RGYpRyiMiM3Fqk1WLmik0+LcimKslbUbapWL
lOw7RAt+PT8cVa9e/f7FsEHYyOP1KDirddT/AJYf+Cf/AJpxV1dT/lh/4J/+acVdXU/5If8Agn/5
pxV1dT/kh/4J/wDmnFXV1P8Alh/4J/8AmnFXV1P+WH/gn/5pxV1dT/lh/wCCf/mnFXV1P+WH/gn/
AOacVdXU/wCWH/gn/wCacVYnq/5l2mlyXaXEFRZ+p6rrJEAfSIDUV5EfdjRfh+LtlOTPGBAN7muR
P3ffyZCJKh/ytbTvWeL0l5RyNFIfXteKtHGZHq/rcQFUbmtAduu2R/Mx4uHe6vkfv5fDmngKvB+Z
VvNPbw/VuDXMlvDHzkg+1dOEj+ESlj1qQASBvji1MJkgXsa5Hp+OfJBgQyyupfyQ/wDBP/zTmQxd
XU/5If8Agn/5pxV1dT/kh/4J/wDmnFXV1P8Akh/4J/8AmnFWvXv1+1bBvdHH6mAxV36RhU0mR4D4
yKQPvFRiqJR0dQyMGU9CDUYq3irsVdirsVdirsVdirsVdirsVQTRi6u5Ul3hg4gR9mYjlVvGmKox
VVVCqAqjoBsMVbxVj935006zdVuYmgEk0sFu009lD6rQzeg3piW4Rm/eEDp3HjiqbafqAvBODBJb
yW8npSxS8CwYosg3jaRacZB3xVFYqoR39lJdPaJMrXMY5PCD8QAIFSPpxVXxV2KuxV2KqF3fWdmq
vdTLCrnipY0qaVoMVeGfmHpF2dd1mCGxv70XZQxy29uzxBrpi8dDxpQFeNeXxNRarucpyYjIgg8i
yEtknutO1CO5lmbQ9VaNpbyd/wDRxTiIzAwZgu3x/aah41AAbdhHwTxXfT8dU8SdaBHq0uv6fbS6
bqMIj1CyiMk9qyoPqz+tISStV2So3+y3Kp3UDFp+Ak3zN/jdTO3uV3eWtpF6tzKsUdac2NBU9syW
Cqjo6K6EMjAMrDoQdwcVbxV2KuxVxAIodxiqFksEDGS2PoTeK/ZP+svTFVS0uGmjPNeEqEpIvYMP
D2OKq2KuxV2KuxV2KuxV2KuxV2KoNJBDfTLJ8In4tEx6EheJHz2xVGYq7FWE69+WVprtxZT6nJb3
LaZey32nc4Z6RmW5FyUdFulilBKqrck3HhirKdMsbq2a7kuZ0nmu5hMTFGYlUCKOILxZ5T/uqta4
qjcVQUOkWUOpS6iit9amUo7FiRxJB6dP2cVRuKuxV2KuxVCalpVnqMcaXSsVjbmnFiu9CO3scVYD
+ZXm/WLTQZRo8zaU1tcOpviiTl0tmWN0VKijM8ila7GlG2JyrJlEKv8AiNJAthk/nXzpLqBtU8y8
B6l7EypbdWiT1DR6ninxCtF5IwolVqcj44uqPJPAzLyP5q8wGbUZdUuX1SBp9PiiHppb+gLyT0lJ
HJubVccuJ40Wv2i2SxZhO66FBFPQNS0211G2+r3IJj5BqKSpqOm4y1CIiiSKJIk2SNQq132AoMVX
Yq7FXYq7FVG4u4oAAx5SN9iJd2J9hirVnFIiO8u0srF3UdB2A+gDFVfFXYq7FXYq7FXYq7FXYq7F
VssUcqFJFDqeoOKoYWc0X+89wyr2jkHNfkK7j78Vb56kv2oopP8AVYr+sHFWvrGof8sY/wCRo/pi
rvrGof8ALGP+Ro/pirvrGof8sY/5Gj+mKu+sah/yxj/kaP6Yq76xqH/LGP8AkaP6Yq76xqH/ACxj
/kaP6Yq76xqH/LGP+Ro/pirvrGof8sY/5Gj+mKu+sah/yxj/AJGj+mKsR8w+RbjXLSe0uFUQyvcy
ICQSr3LK3KoZa8GXbKc2IzqjVG/2JBpLv+VUW31s3HoJvNJMUq1P3sPpOtfUrRj8fXr7ZX+WlxXx
HlXIfNnx+SaaX5Lu9OjeKFV4SyWUs2+7NYzCZaVY050oclgweGTvfEb6beTGUrZX9Y1D/ljH/I0f
0zIYu+sah/yxj/kaP6Yq76xqH/LGP+Ro/pirvrGof8sg/wCRo/pirfPUm6RRR/6zFv1AYq76tdyf
31yQvdYlC/8ADGpxVVgtYIKmNKMftOd2PzJ3xVVxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV
2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVgnlKz/MEfmF
5pl17VJbny1btGnly2NvHBGVuB6sh5IqtIYKeiCxNep3OFU01uTz/BqLzaNDa3dmzIiWtw3phU+D
nJzX4uQq+3ywKgZdT/NYTcI9I08jijE+o3CpdQwEhkVjRKn+7G/+r8aqoup/mqLW3Z9F03604YXM
a3blYz2ZWKjkP19NuuKoGe9/Oa2063mSw068vEtW+tW4fY3AaU1RuUXLkixACiipO+/wKs409r1r
C2a+RI71okN1HESUWUqOYQnqoatMVV8VdirsVYH5x0/8z5PMv1vypqCQWQtrOJrS6VHtmczzmeTc
F1ZY/T5U3IpTfCqa2f8AjX/AujhPTHmhrWyXUXvACqzGNPrLOIyASG5bL9GBUBJqX5semXj0rTw6
MQYGYn1FLMAUlE44kAAkMm9RuKkKqq6Hq/5l3NxbHUtFtLWzlSN5mEtJIy0h5jjzkqVjptt9/wAI
VZjirsVdirEPzOvfP1r5fQeSdMXUtSmmCTVmjgaGEKzeqhlZFY8lVeO/XocVVfK9t5qsvy406GSP
l5ojsUMsV9M8w+uMvJ1kmLSMVDkj7RoNhiqBGs/mqLiKP9BWrRcDzkeZFLESRip4yuFbgWPHevjt
RlUTZal+Z/7pLrRrA0hczSC6K1lCAqoAVqAvUf07KqceufmavL6x5dt6fDxaK5RjXlVqqXXbgDvW
oamxxV36Y/M9ZUD6FZ8Hbj8E/Lj8KtVmLL8Nea1412rT9kqutdZ/NCS7hSfy/aQ2rN+9ma5UsErG
a8FZ6MQZBxBIBA+I12VZniqU+bLnzHbeXb6Xy3aR3uuiOmn287hIjIxChnYsnwoDyIqK0pirGvy3
l/N6ea6l89QWVnAqRrb29uVld5DyMjh4zREHwgI3I/5W26qu95+aNqyqtlaX0TMQ8hKrIvKIkEAS
RqVWUqtOvEHfeoVVLbVPzPZDLPo1goNfTgFw3OjGiF2PwgqPiZQD4Bu+KtW2ofmq1xKJ9K0xIFWb
0z68lWcW/KAVHL4TP8LnjXjuBiql+kvzdNQuj6WRzFGkuJEJQGh+FfVoSDUfFtTvXZVHaZefmI+p
WS6jYWMenSPOL5onYyRIvq+iykuQxekVRx2qfDFWUYqwby5L+Z8/5iatJrdv9T8oRQSQ6ZCklpNF
NKs6+lcBkVLqNmhqGjfkvKpqPhGFU01q78+RalcfoiytbiwS2aS3Ex4tJcLTjEX9RSnM8gTwIUUO
9SAFQtnrP5jzIVl0GCBiZOMrzpReAPENGrsW5t0IbYYq1aax+Zj20r3OgWkUysFhiW6Viy8nqzb0
XYJ3NKk/FQKVXXur/mfHbF7Ly/ZXE5A4wzXnoUNVB5MomH8zbdNhv1xVRGs/myKq/l2wLiSRA6Xl
UKhW4SfEEahcLtStK7DFURquq/mTC0Y07Q7W6EkfJy9wsfpyUHwmrfGK8txTt9Kq3QtX/Me51iJd
U0W2t9HmIrcRS/HGnou3Io5WTk0vBeJQUGKswxV51+b17+YtrceWz5Otri4Rr0/pEWyqwoCgjWbl
0iZWk5HoNj4YqzTzBJrcelyNoqJJqAZOCyKHHEuA5CtJArELWgMi4qxm21381JbqKvlyyFk/Amdr
to3AIfl+7ZCw6J1Fdzttiq+41z80RO0dv5ctHVRXk12FUisgWjd2PBCV4inL7R64q611f80nN1NP
oFpChlhS0tfrSu6xF2E0jsKKxCcSq7VNRt1xVqbXPzSUH0/Ldq7Er9m7QgVK8t2MZai8iNhU0G32
sVZqMVeVf85FXX5iWvlLT5vI73i3/wBfVbpbBGkmMPoyvUqiseAZByNfvxSGcWsnm1vJvOdLceaV
tHosbc7d7pVPAgsIvgdgDuFpXFBS5tT/ADLVpCujWcipP6USG4AaSEI9J2etFq4SqcDQE9aYqiZ9
R89cZBBpVurq0PFmlDqyNbM81BzjPJLgCNQaAg8q9aKpZHrv5rSRmRPLdkoVgDHLd8GYeoVbhQP0
SjValfwxVu01f82BYpLd6DY/XJJpPUt4roERQiH4CGYrzYzfL4fDFW7bW/zPupUDeX7eziE0YmaW
dWPpc1MnGjGv7snifHsO6rNsVUrpbhrWZbZlS5KMIXcVUOQeJI8AcVYb+VOm/mRp+lXsPnq+W/vG
nV7SZTGxCGJPVFY1T4fW5FQR0+4Koi8vvzKhtpZLXTrW7m9Z0SB2WEiOp4usnrOGA26qGPgMVUdP
1f8ANX6vS+0Cy+sJBIapdjg86xoYxXqoeQup+E0AB78Qqhjrn5v/AF+FX8u2S25juPU9O6EgJV4x
ExLelxYgtRKmvdhTdVFNrn5oEI0Xly1KMqsS92qOCZKMhTcCke4blv3UdAqr6JrX5h3mpuuo+X7e
w0oXDRRzNdBrgwpzHqmJQy7kLQc9wSfCqrLcVeY/l/f/AJwv5y1hPNGnsnl+aVvqM8jW49JFaUok
KwOWKkFRycculd8VTzzFefmLBrM40RbKSy4A2wvJFROZQAhwtJdmPLY4qhZ9Y/NMhDBDoqll5NHK
0gkUUenwiajfFwB+IbVNa/CFUO2r/nIReC2tNGnlWdUgXlIQI2eFS3wyglVVpCSaGoPw7AMqi47v
852kn52WiRRrbu1vRriQvcrQIrfGnFJN2rvx+z8X2iqq6XP+bM+u2n6UtNMs9Gi5G7NtK8kkteYW
gcHiFBTvuQTWnw4qzTFXYq7FXm/5t6/+ZOiy2Mvkqzm1Jpobj67aizFzFGsRRhMHDwt6tGYJFU+p
2FR8SrM9evNdh0j6zodpHdX3KNha3LeiDGSDICxI4sErSvfrirE9H85fmRfaZ9Zby3Z+oInaOWLU
bd4ZnQMBxZHk4CRgvHdqV3bbFVebzf8AmEqFofKsTkc1HK/t4/iUOFBDMD8Tqg6fZbl1+DFWReW9
U1q+s5ZNb0+PSroTskNutxHccoqKVctGaBixZSvtiqcYq7FWNfmBrPmrSdDW58s6ampag0yxskgk
aOONlasrpAGmYK1No0Y+1KsFWtLvfN8f5fW93d2zXHmw2Id7V0iWt66/CrIskcYUORX94vw9wcVS
uHzF+aw0mG4k8q28l8VpLaJeRxtyECtX4mZUDTllpzbiorVtqqqtt5g/NCS7n9byrbw2aQM1uDfR
NJJNyQKrEHjGKcydm7b9sVVLfXfzEn1VYG8vxW1jEytNNJOpZ0dJCFXiSFZGVOZXn9qg7kKqb65+
aMcLSf4atp5DQrAl3GnCr7r6jMfV4oQeXFKtUcaUYqqLeaPzVKXATyUgkjVfRL6hbcZHKEtSjEgK
229MVZlps1/NZpJf2y2d0xbnbpJ6wUBiF/ecUrVaE7bdN+uKoh+fBuFOdDxr0r2rTAUir3S7QDrv
1N/0yIxc+rJw9Mg/u/UbhWgA+zSnenXeuV4eOvXzcrWeDxfur4aHPvr8fo2YlP5m/Nu1hkkfylb3
ZHL01gvERjRwE+El/tKanccadTUZa4irJ5q/NERxiPyWjTujOVOoQCNaLUKXp9on4aU+kgE4qio/
MP5jl0EnlONVJAkIv4DxBKio/mABJ7dKU74quk138wYLSwJ8vQ3F5PF/pSJcBES4HqEpUerRSqLR
iaVala4qmmgah5ou5pf0xpUemQqCIws6Tsx+E1qm1Nz18MVTrFXnPlr89PKfmHzMmgWUNwk0lzdW
aTTmGKslrX4vReRZ+D8WCn0/tCnY0NKmfmHQ/wAsL7X5Drhtv0yyRvIJrmSFuPFliNBIiiqo/HuQ
G98CpZd+W/yOksvql3PpptnZroCTUCDWSJ1MiuZuSj0w5FDQbsNxXFU00Ky/LPRr22vtHurVJpok
0u1MV0ZlKswmEajm/wATl1NTv9nx3VZHY+YdAv5RDYanaXcxHIRwTxyMV4q9aIxNOMin5MPHFUfi
rsVdirsVYX5+/Nzyl5EuraDXzcJ9bjeSKSGP1VqgYrHQHlycoQu1K9SMVRl9rXlDXfJEer6uh/w9
d+hMyzq9Q3roIuSxcj/fBem30Yqxa60j8jFvJ5by7ha4lUG4up7+6ZWHAxcTI03BiFiNUr8NASB8
OKrLTy/+Q9t6F6L60kSduNpPLqEjRsX4sEQ+qEbfiyjeh6dsVT3TfIf5Yapp8kOm28d1ZRSqshhu
p3CyLGhVSwkJ/u2Q9ehrirLdL0yw0rTrfTdPhFvZWkaxW8CkkIiigUEknbFUVirB/wA44/zJk8nf
8g7Zh5jS6gdVX6sOUKkmRWa6ZI1XpXqT9mlCSFWSeYW8xNokjeX0hXV2aH0Vuz+7VTKnrc+HKvGL
lsOp798VY8L/APNhbdwNP06WdFovJmRWbgT9oSNtypU8RvtSjckVVrO9/NFxILvTtNhJCiFkkkcA
mWMMWHIVpEXYUI+IU92VXQXv5nHU7RZtO04aa0oW9cSOJlj5fE8fxMrfCRStOhNBWmKstxV2KuxV
jP5mP5mTyHrTeV0aTXhb/wCgonLmWLANw4ENz4cuPviqSeSZfzBPnbUU1i3Efl9rBXgcNKQLw3tx
zVA+32Sa9+Ij8cVRz+aPPdvcvDJ5Wa6iCmT63HOkSL8ZX0ggNxJIVUcuQA5dl8VW7TzZ59mvEim8
mmC1dkH1k38ZorBSxMYi5fCCw+YA71CrMsVdirsVdiryTQf+hav05p/6F/Qn6Z9eP9G+jT1fX5n0
/T/yudae9cO6s18w/wDKuv0gf8Qfo3696e/130ufpUNP7zt1pgVj6f8AKjPrQp+ivVq1K04U9A16
/B6fp8uP7HKtPjxVHab/AMqa+u236P8A0L9d9eP6p6Poep9Y4t6XCm/Pjz49+vviqZeWP+VdfWn/
AMNfo76xRef1H0q09Naf3f8AxXxr9FcVZNirsVdirsVSnzF/hP0Iv8SfUPq/I+j+kfR4cqb8fW2r
TwxVW1P/AA/+h2/Sn1T9DcY+X1n0/qvHkvpV5/u6cuPH3pTFUhu/+VSfV5frf6A+r+mfW9X6lw9L
nvy5bcefjtXFVWL/AJVd9Uj9L9B/VOZ9Hh9U9P1PTWvGnw8vT49P2adsVTPy3/hL6rN/hn6h9U9X
/SP0b6Pp+rwX7fofDz4ceu9KYqm2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kv8A/9k=
uuid:bb8a237a-efd6-4a79-8d79-dfa9bef252cf
xmp.did:d7aab9bb-b09d-8a46-b755-368fe233a8b4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0db0f14d-a030-b640-924f-dbc57195ec25
xmp.did:0db0f14d-a030-b640-924f-dbc57195ec25
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:23c70ff6-86ad-fc4f-b9c6-6536bcb23122
2022-05-25T12:07:36+03:00
Adobe Illustrator 26.0 (Windows)
/
saved
xmp.iid:d7aab9bb-b09d-8a46-b755-368fe233a8b4
2022-05-25T15:21:48+03:00
Adobe Illustrator 26.0 (Windows)
/
Print
Adobe Illustrator
True
False
1
209.999994
210.000000
Millimeters
Montserrat-Bold
Montserrat
Bold
TrueType
Version 8.000
False
Montserrat-Bold.ttf
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
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=70 M=50 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Новый образец цвета 60
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Новый образец цвета 65
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Новый образец цвета 82
PROCESS
100.000000
CMYK
20.000000
0.000000
0.000000
5.000000
Новый образец цвета 75
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Новый образец цвета 72
PROCESS
100.000000
CMYK
75.000000
68.000001
67.000002
89.999998
Новый образец цвета 76
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Новый образец цвета 97
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Новый образец цвета 74
PROCESS
100.000000
CMYK
0.000000
60.000002
100.000000
0.000000
Новый образец цвета 69
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
20.000000
Новый образец цвета 104
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Яркость
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 16.03
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 595.276 595.276]/Type/Page>>
endobj
9 0 obj
<>stream
HWMd
?H}]|
<kUfƁs]`0]?SOϗrcOߞ_y/㥦ظz>?rPn5>hmౚk~>a*lmQñ@1s[6JjcNngū40,jrx.kʞ ;@wL\j88<َ#ŷ<WpM͉6mͥǖZ宛q\ø[_SS:O 8p?ժX˺/` NN<pcwlk
wRKpThϊf5f_ʄ4^^4B4cƣu:e4ynveT.12Aq/LGk qtȄr|7he<dX,. <]*n>Q)vGb,NVcz[:'S