%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
DinamometroAnalogo SL
2018-07-17T17:42:48-05:00
2018-07-17T17:42:48-05:00
2018-07-17T17:42:48-05:00
Adobe Illustrator CS6 (Windows)
256
164
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgApAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q8yn/AD88sf49XyTZ
Wd1camtzLaXNw4SOCN4VYtxNWd90p9kfPL8unlDDLKekba4ZQZiHeU41zzRqo0q4mt2W3dGRVZAC
aMaHdq5xOTtnNPHIio1XL9r0Ol0GPxAJb83i35z+b/NWm+VND1DT9XvLS9bUrpWnhnkRmUW8JCtQ
7rv0O2dJ7JSObFM5PUeLrv0DrvaGIx5IiA4fT095em/846+c/Mvm3yLcah5huxe3tvfyWsU4WNSY
VghdQ4iCjlWRuor45ttZjjCdR7nWaeZlHd6jmI3sI88eaNZ0rVoreymEcTwLIwKK3xF3HUg9lGc1
2z2lmwZRGBocN8vMu+7L0OLNjMpizxfoCWaP5n84arcSwwXsMZiiaZ3ljULwQgH7KMe/hmHpO0dX
nkYxlEUL3H7C5Wp0OmxAExJs1sf2oi/1jz7ZytCZRPMrlCkNuz1oofkG9MIRxPjXxGW5tXrsZq7N
1tG/P+bX6WvFptHMXVCusvh32gz5q8+BZWKScYNpj9WFENK/F8O2xrvmP/Keu32O3P08vfs3/kNJ
ty35ern9rcvmjz9CrPLHLGiAs7PbBQAOpJKbYZdpa+Isgiv6H7ER0OjOwIP+d+1Wl8x+d1WARGaW
eSMyyRizpxHKgoStW7VNKb98nLtDWiq4iSL+j9m/3MI6LSb3QANfX+3ZQ/xT599VYvTl9VwWSP6s
ORCmhIHGpplf8pa66o2f6P7Gf5DR1div637Vb9P/AJh/VkuRG7RSFgpWBGPwGjVUAstD4jLPz3aH
CJUaP9EdPtYflNFxGNix5nqhZvOPnWGFJpi0cMm0cjwKqsfYlaHKZ9ra2IEjsD/R/Y2x7N0sjQ3I
/pftVdI87+Y7nVrK3muFaKaeKOQemgqrOAdwPA5PS9s6ieWESdjIDkO9jqOy8EccpAbiJ6nuem52
byrzXzn+e/lfyz5th8ptaXV5rMs1tC4QIkCfWeJUmRjyNFcGgXMrFpJTjxdGmeYRNdU91PzRqItb
prcLAY43ZGA5MCOn2tvwzicnbeWRkIgRoHz/AB8nf4NBDiHFvZeQ/ml5o8yQfl1qWoW+qXUF9Ff2
AiuIZnjdQRPUKUK0BpuBm19ks082TJ4h4thz+LD2hxRxQhwDh58vgmP/ADjJ+Y3nTzTNq1j5h1H9
IW9hBC1o8gi9YFnZW5sgDt06vnUa7DCFGIp5/TZJSu3vWa5ymJ+fPMGqaR9R+oyCP1/V9Sqq1eHC
n2gf5jmi7b12XBwcBq7+yncdk6THm4uMXVfpY5pvm/zdqN9DZQ3UayzHijPGgUGld6KT28M0+n7V
1eWYhGQs+Q/U7PP2dpscDIxNDzP60wvdU892tf8ASY7g8I5IxBA0nMSsVWlIqKaj9qntXMvNqddD
+IS2B2iTd/5v315ONjwaSf8ACRz5yrl/nfdaBHmnz6ZDEI5TKq82QWw5BDsGI49PfMUdpa66o3z+
j9jkfkNHV2K/rftcvmfz+yK6xSsjgMjC1qGBBIIPDfYVwjtHXkXR3/ofsU6HRg1Y/wBN+1UHmfzm
1pbyxvLJNcuwiiW0qGVVryV+PxE77KDsMl/KWsMIkEky5Dg/TW/wY/kdLxEECo/0v0frUm80+fVZ
VaOUM7cEBtgCzEcuI+Hc03yB7S1w6Hf+j+xkNBoz1H+m/arLr/5htA0wjcokghZfQTmHIrThTn38
MsGu7QMeKjsa+kXfu5sDpNEDVjlf1Hl7+SHk83eeIoWnlDpCp4tK1uAoPgWK0rlUu1NbEcRsDv4f
2Ng7P0hNCr/rftQ/+P8AzR/y0r/yKj/plP8ALmp/nD5Bt/kjT932l6xndvHvmSy/LHzGn58XHmVp
bH9GS6nd3CMLuIyFJhIEHCteVXG2WajtTTTwSwicfEMeGr6rj0GaOQZDE8N3y6PXbrSJr/T720tJ
oJJ42QyqJF+Dgxry8OmcLi7OnKE4gxJ268qeihqBjnGUhIA30eYfmp+Xeu+YvJ2lwaXNZyNaahcS
TO9zHGlJIYlUBmIq3w9BnSezWoxaTDLxZxAMu/yDr+28M9RlAhGViPd5lm//ADjf5S1Xyt5IvtO1
RoDcy6lLcqLeZJ19NoIEFShNDyjbbNxn1mLUS4schIU6uGmyYRwzFF6tlLJ5l+Zv/Heg/wCYVP8A
k5JnGe0X9+P6g++T1PYf9yf636AlPljVrTTLu4kuhIY57aSAekFZgXK70Zk8PHMDs7VQwzkZXUok
befyczXaeWWIEasSB3ZFN570qS4aX0ZwDJKwHFOjwiNf2+tRU5tp9tYjK6lzPd1jXe66PZWQRq48
h3/zr7l/+NtKnmuEiguTLd1jiWiGpeJYxsXovxL265P+WMUpSAErlsOXWIHftux/kzJECzGo8/mT
3KmqebLZI7svaXIWRbm3SQqhiMjhKL6iuymnA1oTktT2nECVxlvxDpVmuoNdGODs+RMalHbhPW6F
9K81Obz9pLuxWC4AZJAdkqGkZDT7fSiHf8MhPtvETylyPd1rz8mUeycgHOPMd/S/LzWjzxp0lwix
Q3ILi5QMqRu4aeZZI+CMzKx26Hv44P5ZxmQAEt+IcgT6pWKF7p/kuYG5j/D1PQUd228wGKzuo7iy
vxMkV0JHkhUcRdsDG8hHphfs/wAvywnXcMJCUclgT5x/n8ieVfJRpLlExlCrj1/m8wOd/NKta802
d9oMNhFFIs6iESlgvAekhX4SCSa/IZg6ztKGXAMYB4vTfdsOjl6bQSx5jMkVv9pSjy//AMd7Tf8A
mKg/5OLmv0P9/j/rx+9zNX/cz/qn7nteekPCvmn8z/y08xat+dq+YrWWyGmpcWEjmW6ijkUW6xCS
qMainA5k4+1tNjh4cpxEt9mB7PzzlxxiTF67Npct093YQTQPdtE/7kSDkOVKEj6RnA4+zpnJKIMe
Kjtb0cc4gIzIPDfOnnnn3yHrOs+QdV0mwms3uxeWcjhriNEUResG5OxABq2w75ufZqUNJLJLLKIG
3X3tHbfFqBAQjK9+nud/zjR+XnmHypqeuXGqtamO6hhji+r3Ec5qjsTyCEkDfOlz9o4NQAMchKnR
Q0eXD9cSLe+ZjNjAvzU/6Vf/AD3/AOZect7S/wCT/wA7/evQ9g/x/wCb+liOgahDp2sWt7MrNFCx
Z1QAsRQjapA7+OaHQ5xizRnLkHc6vCcmKURzLKk886Okm0VwUVLVFPFAT9XkZ2JHPaobbfN4O2cI
PKXKHd/CST183UHsvIRzj/F3/wAQA7m4/PWjrdrM0VzRYYI/soRWKRmaql+JqG+E9RjHtrCJXUuU
R06Enlfnseiy7Ky8NXHnL7QPJFP5pgtWjMtndBbNbcXLIsbqlBIKMyuQpPqCgO+XntKMKuM/Rw3y
25+e3Pq1DQmd1KPq4q5+Xl5ISDz3pUYsR9XmHoFDMAEoAkLRjh8W9S3emY8O2sQ4Npemr5dIkbb/
AKm6fZWQ8W435c+sgd9mofPelxiIGGduLR8vhTosBiYirb7mtMYdtYhW0und/N4e9ZdlZDe8evf/
ADr7laDX3jmUz2eoSkzJdxO0CB3iji4MeKemoAr2rt3yyGuIPqjkPqEh6RuAK6V+OrCWksbSgNjH
6jsSb62ldx5usZPL0unrDL9ZdXjBIX0+LS+pyrWtadqfTmFk7UgdOcdHiNjy+q3Kh2fMZxOxw/by
pimaJ273DWNTs9K0m91S9YpZ2FvLdXLqCWEUKF3IA3J4qemepxjxGh1fPCa3eL2H5q+T4Ei022u4
LqC3Z5jcDT5nnZIl9eQkSClUVt/ClO2arD2DqYREP3XCDzIuXP5O1ydq4JyMv3nERyvbl82rj8wP
I8M10G1aayu3mkW/j+rzcmtZg0pUgKaOixNUH6K5A+zebcxkAZGXFXWJPL3sx21j2BjfCBXlIK99
538iWlrbRw6tGonlm1K1CJcEx28qMI43aIVST/Rn+H23pUVB9nM3DUeEVkkRuRsa6hR2zj4rle8A
Dy5i2Q/ld50tdW1Way08SXdnc231837JOip8fpotZY/jEhDhW59UYAbHM7RdmZNNGRySBMpcuf2n
dw9ZroZzHgFAD8bPTMynEeZfmb/x3oP+YVP+TkmcZ7Rf34/qD75PU9h/3J/rfoDEc0DuWWeV00Jt
Guhfm19ZnkVRMUWUARVUqXNacunChr37ZvezRg8GXicF2edX9O3Pz7urqNccvix4OKtuV1z8vLvT
q9HlM3UJhOngK714+jQr6AIHUL9voWqK9s2OYaXiFeHzP83+b8ufftbg4jqOE3x8h3/zvny7lWWb
ytzNuJbM26zSvbxFozEHaFaEivCnLl12rlkp6W+G4cPFIgWKvhHw7/JhGOoriqd0L539R+Kmtv5d
kh1OSGyhayhW4K3YSJ468EoFYEupDV47U8MgMenIyGMI8A4vVUa5D4+77GZnnBgDI8R4dt75n4e/
7UBrc3l6DUdJm02W1heO4q0sIV1WIceJlVCK/Sa5i6yenjkxnGYCpcx3bc6/tcjSxzShkExI+nr3
78r/ALEdrOoadc2GqQxXsDTS20SpF60XGqyuxCNUVqN6cjTMnV58c8eQCUbMRtxDvPI/bzLj6bDO
M4ExlQkeh7hzec5yL0qYeX/+O9pv/MVB/wAnFzK0P9/j/rx+9x9X/cz/AKp+57XnpDwrw/8A5Wv5
ON5dW2n3cF3+lLn1E9axmkmV7hjSKjDiSOGwPjXvmtl2FqYmfD4ZjORlchZF/Y7KPamEiPFxgxiB
6TQ2aufzG8lfW5buPVJbPUplgmsHNtKjNG6rAVKqp4+pzBXtkMns7nMpTjICdij8KP4DOHbGIREJ
AmO9j42FZ/N/5fw6ev1XV0MOrSWzWStHP6i/V1VZJJlQc4+b3ClfnsNjSv8A0N5YicY1R4Ku/wCE
G/myHbUCYylf8X2kUj/y+/MDT9R8y2tvpbS6jFqYmjlm4XIWEWq8nfnLGwbizIrDmOPNe5AzM0XZ
GXTylPJIchtZP2ndxtZ2hjzRjGA6+77nrmZrgsC/NT/pV/8APf8A5l5y3tL/AJP/ADv969D2D/H/
AJv6WA5yz0LJ/JI0fndHUjbU/dBFueAJBY8yhkPEUHXavhTN12OMNy8Tg6fVXxq9vf19zq+0zlqP
BxdeV/Dl/YnccflM2EKcrBZVNv8AE/plv74h+VCrH4OtT882UY6TwwP3d+nu/nb/AGOBI6jjJ9de
rv8A5u32q5n8rJ9Yi9W1W2nWxaaJHj4s6ytzqsdF2FOVBlhnpRYuHDLw7FjvN8vtYCOoNGpcQ465
9wrn9i+0tvL1xqTJb2VvcqI7c3M0KwSQxsC/OorsCKVKA++SxY9PPJUYxltGyOEgc7/A+LHJPNGF
ylKO8qB4gTyr8FJfMP8Ahr/D0Rs/q31qkXH0uHq86t6vOnxU/wBbbwzXa78t+XHBw8W3Krvfivr8
/g52k8fxjxcXDvz5dKT6bV9MlljLajbtI0Mykq6JG5eJQHIYkxmvw8S3bNpPVYpEeuN8MuoAPpG/
l3Vbr46fIAfRKrHeTzPz77p5i6FHZDQlSQSpDDbwIqD9GcWRRp6kGxa3Al7XqOnXV/p91YT3CLDd
xPBK0aSI4WRSjFXWWqtQ7EdM9TiaNvnhFsVT8ptMW5huP0jfNLCSUL3d4wNRxIYNOQwI23y/8zLy
+THwwov+UOnmMq+s6q4NPia+vWYUblUMZy3U4/mZdw+SPDHmvi/KLSo4+A1K/PWjm8vOQDqVYcvX
r8QO/jj+Zl3D5J8MJroXkZNF1Fr611G6lc24tRDdT3NxCsasGHGKSdlDAj7VK7nxyE8pkKNJEaKf
H68NvrEJPgImP6pMqZJXqflyz1S4W4vUinmVRGrcZk+EEmlBMo6scwtT2fhzS4pxs1XM/oLlYNbl
xDhgaHuCCPkfQ1620Q/5Hn9VxlH8i6X+Z9sv1t38q6j+d9g/U3/gbQqV+rx/dcf9V8f5F0v8z7Zf
rX+VdR/O+wfqcPI2hGv7iIeG1z/1Xx/kXS/zPtl+tf5V1H877B+pZc+TfLNrbSXV19WgtoVLyzyt
OiIo6lma4AA+eP8AIul/mfbL9af5V1H877B+pq08neWryCO4sxbXNvKvOOeJp3RlPQqy3BBx/kXS
/wAz7ZfrX+VdR/O+wfqV/wDAGi/74h/6eP8Aqvj/ACLpf5n2y/Wv8q6j+d9g/U7/AABov++If+nj
/qvj/Iul/mfbL9a/yrqP532D9Tv8AaL/AL4h/wCnj/qvj/Iul/mfbL9a/wAq6j+d9g/Uq2vkjSLa
6huI4Yg8LrIhHr1BUgilZmHbuMlj7I00JCQjuDfOX62E+088gYmWx8h+pO2S+5HjNEFr8IMTEge5
9QZsnBYR/wAqg0qkQ/Seo1hKNG3129qDH9n/AI+MyPzMu4fJr8ML5fyosXeWR9V1FhIWJi+uXnAB
9iqL69FUAbKMfzEu4fJPhhqD8pdMiX4dU1BmqrCVr29LhlJKty+sV5CtAewxOpl3D5L4YRmkflxb
aVqVpf22pXjvZCQQQTXN1LB+9Uq/KJ5yjda7jrQ5GWcyFUPkogAyc/XhsbiGvh6TV/5OZSzS7VdD
g1X0vr4in9Hl6fwSpTnTl9mZP5RmLqdFiz14guuW5/Q5GDV5MN8Bq/clx8j6GBU20VP+e/8A2UZi
/wAi6X+Z9sv1uR/Kuo/nfYP1NjyPoRFfq8f0i4H/ADPx/kXS/wAz7ZfrX+VdR/O+wfqcPI2hE/7z
xU8aXP8A1Xx/kXS/zPtl+tf5V1H877B+pcPIWhnpDCf+kj/qvj/Iul/mfbL9af5V1H877B+px8ha
ICB9Xhqf+Yj/AKr4/wAi6X+Z9sv1r/Kuo/nfYP1N/wCANF/3xD/08f8AVfH+RdL/ADPtl+tf5V1H
877B+p3+ANF/3xD/ANPH/VfH+RdL/M+2X61/lXUfzvsH6nf4A0X/AHxD/wBPH/VfH+RdL/M+2X61
/lXUfzvsH6nf4A0X/fEP/Tx/1Xx/kXS/zPtl+tf5V1H877B+pk+bR1zsVdiqyvDY9P2f6YqpsZJN
hirisw+GgNakLXanSmKtelL3UfRxH6wcVaaGTuBT5gfqAxVwhlpuB9HH+IOKqUlxHFII5HRHIJFT
xptXcjb78VY3rOuX9/r8PlvS5BFM59W/u4+LyQ2qhuRVGFKs4EYYn4WNaNSmFDItH0600y2+rQeo
QzGSSWaR5ZHdtizu5LE7U9umBKYYq7FXYq7FXYq7FXYqtJ4Gv7J/A4qpszuaLiq3hMopt8VAADTp
v198Vd6UvdVHsKfxBxVpoZPAU71oP1AYq4Qy9wKdqU/iDirYjmB+ypH3H7xTFWyk5pWlRTw8PHFV
ySEGjj2riqrirsVdirsVdirsVdiqhIeRPcdAOnXYYquBZYWP7QJ+LxoaVxVdxkrTlt47V/Viqk8r
g/C5IHc03/AYqt9WavxCoO4FKDbfuK4qgr/VpYBwBAkbvTdelNu+Ksct2uuU7XFybhpJWePkqrwR
vsp8P2qfzHc5AJKt5Rm0W31h4tPSES6vG17LLBGP3whCL6nqqKEfvV2rvWo/aOSBVlzV9Rl7bEfM
/wBcKFSJuS/L9WKrsVdirsVdirxe8g/5yDuNSubazuZba1mmkWG6lSwEUCfX29NhT1JZF+rFSdht
tQnpng4AN/09zR60Gif85KTWqxs0kLu1ujSN+juagwSCZhxJH9/QmvbjT9rD+4/Fo/eLbiT/AJyS
D3HpIzFPRe35/o6n9yUkB37SSBzX+X51f3H4tf3ihqA/5ydWJ/qPLmsUfGv6OrtHblga7c+XP2+1
TamGP5fr+lB8TonUCfnvPBqEU0lzEWs5TZyr+jkK3K6hyTgR6hblamnxBRTxbfIHwdv29362XrSi
RP8AnIu3Zo7Qz+j6srO0jWDklruRqgszMB6R2AooHHbJ3g/Fo9bVvN/zkvwjE6yEukwlYDTjRzaq
IuAqoJ9Q1605A9sT4H4tf3j2Ly9c62+g6c+rr6epNbRfXVbgSJ+A9SpjCxn46/ZoPDMCdcRrk3i6
3TNGZtuZD+BAp+oHIpXfvFALNvUCg8CaYq1IPj/ySPi9qHY/RXFV0RNCp7YqvxV2KuxV2KuxVp24
qT92KoYOA61+yGpU9dgRiqq39w/zb/iRxVq4f9gd92+WKuUBFDMKudwD2xVKPM2tHTNNa5jIluX/
AHVshFE9ST4V5U3oCd8VeeX10jW7X91c0SUqTMzSKAG2U7MnGu3hTuT1yyML5MZSET6kbZai8Qkh
uZKhIzKsrnYKp4uGduNeJH2qDbKpCmTJ/IujRQWn6XktzBdaiQIYnABis4gy28arxUoGX96UIqrP
xP2cQElkszULjuePH51wobhcFj8yO/WpP8cVVsVdirsVYb5u/NPRfK19HaX2napdeqjOJ7C1N3EC
pI4O0THi547AjGlR/l3z5o/mCzN1YwXcUYNCLyE2jdSNlnMdfs9v4jFU1OsW4FeP/JSH/qpirF/M
35l6VoDJ9Z0/ULwOkshaxgW6C+gElZW9NzxLiSi122PSmGlXa1+aGjaPbW9xcadqc6XquyLZ2pun
jKQLNwlSFnZCwbiKila1IAJxpXaj+Z2k2Fjpk8mn6lIuphVjW2tjcSREwiYCaOFpJENDx+zsa16Y
0qg35paFBaaRdzabqhi1iMSwLFZvO8PwcgLiKEySRk9B8P4b4qpXP5vaNFpkGpSaXq7Ry3L24gis
/VmRovUqzxRs8nBvRNGApuMaWlOx/OTQ5tBg1j9FawtrLci0Ns9kTdKTxrL6EbPKYvj+0qnwxpaW
W/5y+X7jS21WPSNajto7lLVonsW9cM/Ec1gVmkZFMgrRSe1NxjS0vi/OvQJ7Sa4Oj60kdveJZSVs
XLli1DIsKs0zRim9EruNt8aTSlc/nd5eS5vITo2uFbVUDSCwajiV0UFELeoaeoCV4cgK7bY0ikLZ
/n75dme5poWvg2yPJIH08qWCFUPBWcFj3pSvWuNJpEH8+/Lfr3cKaHr7fU0kldzp7R8ljNDxWVo5
KnqAVH37Y0tLn/Pfy4Lq4t10PX2+rqzGRtOeINwhaYhVmaN6kLxAKippTGlpfd/np5at7q1t10bX
ZmuwhRhpssQUuxSj+uYWFCN9qeFd8aWno2BDsVWvWgoK7io+W+KrHUN+yQflX+uKuIPpGMAknav0
4qpmKSnQsT3NPEE99+mKqZ/coXkb00VaSGny26nFWH+YzJqqScQA6FWt1YniGjPJQT4VG9MFqxC5
1CCP07SeKOORaenBcV5qyMKUUBw9OqsG3yYkgi9zzRfk/wAu3XmXUfrVylfLunyGGWCRT6lxcxOr
lTzr+7RwGb4ieXwHowyPMpesxoysCSxA/ZptU+HXFW3jLvyoanb2+eKrwjVBBr8VT+rFVTFXYq7F
Xz/+fj20HnHTp5rqG1mNkQDcarPpMhiWdjRJIFaNkNT8LfGf9jhCQgfKdve3vmG/1Lyc9jqmo2SQ
x2it5muLol0jiAeSMxjkPTVgex3WuzVUvS4dV/OhrqOK58u2QtZHYPPHqcZKxilCytag7iv2a/LF
CU+cPKPnHzJ5vh9WySXy7ayGMzi7e0vViu7X0rwg27cCwXjwUjfoSKkhVKPNflH83NXt9Ptl0mxn
is1kqZb+dHEjxyWlecZRnVrf02PPflUb9cVd5o8qfnJqOmWmmQ6Rp9zZ2knqIs+oS+pztw8NuxmX
g7/ueJcN1auKr/MPk781dR0GHQ1020eyt1jiRX1CcM8drKhtzJKhjdzw5FufL4lDddsVYXq+vaBc
+XbbQdXv7IwQ3v6RuYl1G7P7iZZass4SSRCbi5eP025ALQ8TXFLO/N35cebb7ynqWi6dpscyzarL
c28N1fzcWtn4SK5kVhJHIZFIMatw/a6nFFqX/KuPOb+S77y+dOjQXFzbuIvr8rIYgLUysspKyxMr
27FVVqd+55KrbD8vvP1v5P1fS/0ei3d9a2kMdv8ApO5e3fjHBDPGzk+rCqxwkD0zRtgwI6q2s8tf
lJqS6Y2keY9Pkt7S5t4YW+oanO5aWOee7YUlPw8XKkSBuXXG1tH6H+T5trPUdNn06W2sZbdrW2SH
Unm5x3Cc5hLyWGjJOo4Oq14kjx5NrbEtFg8n+Ub9PLHnG7GlatdQRxQ2Vpf3U6Mb5Eju1lVy0cfw
W8fpuzb+1Biqa/k35Sh1Czg1+ygB06R3nt7/AE/ULhi9x6skEqPDcCNgog4kciSHHIduKpTHRPyc
ubPzRdyy6bJBpE9xPIt5a6rOl0YxLb3FtyiqEqZoW5/HTYeG7a29owIdirsVdirsVdirGfNuuW1t
EVZmaOGrSCJHlct/KqRqzsQOyg5GUwOZA9+yREnkx+WcTWtwtvcqkgDRrKtH9OTjtVe5FQaHIxkJ
CxuEyiQaPNAaPb6rrZTSUu2DQFf0vqkIVfTWvIxR/Cy+q4HGn7CnmaHgGkEPS7K0tNOsILGyh9O1
tY1ht4hWiog4qKmpOw6nJIRKmo6UxVvFUDq+r2+mQLJIOcsrcIIQQC70Jp7AAbntleTIIjduwYDk
ND4sFvfzRhtNSjhub+3VCFJSBUNG5EMjetLGWHcOhow6ZhnVG/x+t3MOyOKFiMvjf6In5Hl1ZN5a
83Q6o6WlyYo9QeMyosTFo5FVuLcOQDVSo5KdxUHvmThzcWx5us1Wl8PcfSyLL3DQ0+l6ZcBhcWkM
wfdxJGjV771BrirUWlaXECIrOCMMeTBY0WpoBU0HgMVX/ULH/lni/wCAX+mKu+oWP/LPF/wC/wBM
Vd9Qsf8Alni/4Bf6Yq76hY/8s8X/AAC/0xV31Cx/5Z4v+AX+mKqL6TpjyM01pA68eI5RIdj1G46H
FV3oadyp9Wjr/qL+qlcVXG0saVFtGffgtP1Yq5LOyYVNtGPbgv8ATFV31Cx/5Z4v+AX+mKu+oWP/
ACzxf8Av9MVWPpWlyMrvZwOyfYZo0JG4OxI8VBxVuPTNNjXjHaQotSeKxqBUmpOw7k4qu+oWP/LP
F/wC/wBMVV8VdiriQOuKuxV1RWnfFVK8MwtJzApecRsYlFAS9DxA5EDr4nFXnE1nHciVi8iTSOzP
LU+or0EbCj14/ZoVI69q5XKAkKItnGZibCV6Bpcl/OdJ0jnFPO5uta1B0b/R2dF2KuZFExTisURN
FUVpxUBmEaiIjlHly/QAFnLiJJ5n8dXqNhpdhpOmw2FjHwhi+yCSzMxPJ3djVmdySWY7knfLGCMU
hQE6kUFcVX4q4kAVPTFXnn5jam0F2sgmSIfUpEtTNshkkmjWbiSQvP0yAK9QTmFqrv4O37O4eEj+
kL+ANfb+h5BLcfk/cRWzX815DqHpg6mqGUuLgpH6g+IMDSUydB2zE4Y7c3pPF1m4jwmP8PLlvX2U
zn8v5NIe9sBos07Qx3kP1AXXA3JtWil9UPxVX4KPskilKZdiI4hXe6bXxnUjMDkbrlez2nNk867F
UBr99NYaPd3kFPVhTknIVFajqMxddmliwynHmA5OkxDJljE8ixyx1D8wb2yt72GOz9G5iSaPlUHj
IoZaivgcqGPU/wA+P+l/482eJp/5kv8ATfsV/U/Mf/fdl95/rj4Wp/nx/wBL/wAeR4mn/mS/037H
ep+Y3++7L7z/AFx8LU/z4/6X/jy+Jp/5kv8ATfsQ15qnn+0eFZY7Os7rGlD3Zgo6sO7Dpj4Wp/nx
/wBL/wAeT4mn/mS/037FcH8xwT8Fn86k/wAcfC1P8+P+l/48jxMH8yX+m/Y4/wDKxyKFbMj50/Vj
4Wp/nx/0v/Hl8TB/Ml/pv+OuZvzECEelY0+Z/rj4Wp/nx/0v/Hl8TT/zJf6b9jlk/MZVp6dl49T3
Pzx8LU/z4/6X/jy+Jg/mS/037F3qfmP/AL7svvP9cfC1P8+P+l/48viaf+ZL/Tfsd6n5jf77svvP
9cfC1P8APj/pf+PL4mn/AJkv9N+xaJ/zFJoI7Kv0/wBcfC1P8+P+l/48viaf+ZL/AE37F3qfmP8A
77svvP8AXHwtT/Pj/pf+PL4mn/mS/wBN+xGeSddu9c0Rb+6CiRnIAQUHHipHc/zY9n555Iy46uMj
HbyXW4YQkOHkYg/NP8z3DYv+ZX+M/wDCF3/g2v6f5xfV+Po14+ovqf3/AO7+xXrl2Dg4vVyYZLrb
m8xmh/5yVUwSRSSu7QSGeMnTeCyi1UJTYH+9LHr1zLvB+Laj4iHb/oZkSkkyD4IQvqfo4J6v1cl+
n7PqKB88f8H/ABa/vF2pW/8Azkdc2l5bp6tJYrZYvTexjehgHr0dSpWTlWpBpy+ztiDgB/tU8b0P
8uv8eG11k+cVH1r9IyHSuPogfUyQE4+l2rX7e+Yufg24O5sx8W9pr5ul8wQ6Fc/oNP8AcjQhW+26
qVNWjUng7j9kHbxB6GhsSDy1+XEtv5YSK6v7u2167ka+vrpCjv6s/HnGRMJkfgFVeVKlhy/aIKrN
dF0jT9J06OxsFKwR7l3YvI7n7TyO1Wd2PVjviqrOQ0vFm4gfteHU4qpIWFKioP8AmN6/RiqqgJdQ
y/C1aEE70HhirbhQ5H7KkdTt2OKpN5p8s6brtiltKzJcRSCe2nG7Rutaqe5V1qrL+0OuV5MfEG7B
nOOVh5zc/kvL9bMh0yK7dWXhIblOHCtKN6sEkrkIB9tjv3pmFLTSvl9rvMXasQK4jH4fqkB8me+V
PItpo17NqUvFr2aqxxpUxQIaAhOVWLMFXm53NPAADIw6cRNnm67V685YiA+kfM+/9A6MqzJdc7FU
o83/APKNah/xi/iM1/av+LT9zm9nf38fel1vqx0r8urPUgqs9tpsDIkrCNGYRKFDMdgC1M2AcIsL
b859WEMjHSbKORSQitqUB5GvHbcdKHDSs80bW31ryumpRmKzurpJEiKypPHHNyMafGtUb46bfRgV
BX3q3MjQWuuQ2X1E/V3jnhWdg6ESKwknYMxoUq1T8Q8a4qm2jSSXC/W1uBPa3cUckDUdCXHJXPpy
E8AUEfwj9qppU4qmq0pt92KrZNyB2xVTFfmK9cVQ99qMdn6ZlildH5F5Io2dUVRVmcitPCnU9hQG
iqLcAbdqYqgI9Yt3u2tZLe5gmMjJHzhZkcL/ALtV4+aBCf5iD4gVFVUzXoMUsP8Ayo/5RGL/AIyf
8y0zWdl/TP8A4ZJz+0ecP+FxZjmzdexP8yvN1z5U0S01WOewtrf69bwX0upGZYxbyEh/TMIdhJ04
kqQNyRikPMbb89/N95LHb2dz5Qe5pHHKjX16v75ld2FXgjVQBGa1YgfzHDSaX3354+Zra/jsJ7ry
m13KwjCR311IpLRxvGVdInHGQzLxY9uld6NIpCXX/OQvmKC5tBA3ls2l8Lho7yS7uxEpildI1MjR
J+yEr8I7mijGlpHn89tYe3s4IJ/LDXU1ss9RqF46tJJKqRUAtQqDnyUr6jH+bhjS0hrb87PN2pQx
S2V75SZh8N1HJe3iUEly0EMgDQRvw5FYzxVhU8iyhgoaWltv+f2rNpbTSXXle3uiP3TNfXXIP6Jb
i8foj/djx786ca0ruUaWkbJ+eep3jyTabc+WZbZIZEZhqF3UXaJJIq/HbQtIjJAxB4L3oxoOTS0h
Yfz41eaHTlS88qT3F488LcLu+gVjXjbsOds3CpIVlJbxqtfhaWla8/PW5kt4Rp2o+VhdRQmS7Fzq
VzwYKhLmMm2iFQ6kKiNIXHTpjS0pN+dXnpLuO1kn8pG5kINrGt5eqPTaQQAuzxigaVl4tsCD7E4p
pCQ/85D+Z2jmumufKa2UUyQtL9dvCXZ1rVE9IPQhGoWUdD9LS0j7788NVXWbmzs7zyzRpoLazD3l
0/72e3ZyjyCGNdp14hyFFDuK40ilLVf+cg9csdSe2+ueVOCEne/uXqjfFGweCKWMh0IbYnrQgHGk
0jrj89tbtjYQTT+WhdvZSXOoj65eemrmF5ofTcW7ChRQXX4ivQkbHGkU9C/LTzdceafLZvru4024
vred7W8fR53ubQSIFcBXdRvwkUkAsPfsApZXihKPN/8AyjWof8Yv4jNf2r/i0/c5vZ39/H3qGh2V
nfeTtJtLyFLi2lsbYSQyqGRv3SHdTselczw4ZWDyJ5MIAOh2bUNQTBH4k9x74UIl9N0/TtNMUccV
ro9oPWa2RQiR+i/r+ovAD9oVYd/vqqhBq+olRJb2SESEtI1xN6DljvsqQuePBRxMnFqdQMNLRROl
y2Vxdt8DRXNijRJE1AVhnZSpoo4cT6NE4k7Df4qgClTWQGldj4HpirqCm9B0+e+KqUsscSBmJ48g
uwLbuwVdgCepxVLtSu7eYyQcpeNtz9RFikof9HYsC4VgarKpCj4qjvird3oj6kYZri9vLW4WJEmj
sp3hiLCpai/M9etMVW3tr6Ti79WQjTraRAryMPUFI3dpGUglqIAD23O+KpgLJXETxzzR8WV/hdmD
AfssH5ih703xVjX5Uf8AKIxf8ZP+ZaZrOy/pn/wyTsO0ecP+FxZjmzdewv8ANpdYHlVbjS4Lu5mt
bqGeaCxktY3aBOXqczeJLCUAPIgqeg7VxSHh9rqWvvql16M+tW9zpyJPFHDfaJGt0Unb1DJOeHxi
F/c8U37YUpjDPr1nYXEN3NrsUslpcKLyfUNCWZr2GWWKWMTENJ6wV41Zg4f4FB+HFUDa3WvafeBJ
7nzAfqb+tawXF/oqW88MlvKYriP1QSyykbMikcj9oMBRVF2z+bI7A6TD/iCXUBbw2sCJfeXpLoMs
ct2yssitOnBnjUlaNRQa9FxVDz3nmKPVDp91d6/Gn17k8kWqaHCwjUo8cc0bLEo9IxOVSoVeu24x
VZdal5hgkureEa2schju5rSXU9D528o9QPHwWMmNOYAX4qkp8QBXZVFPB5v021kge61uSC4+upb3
jXWgW8XwGNxIGpIDIHf6s7+psahWANAqlmmz6ykwWW41mxa4nmperqehsI3dF4knief9yQpBrQHw
qFU11i48xskdlaHzAdSUC4uUW+8vRTVupmD28n1crI6c5AlHpVlHFF3xVQurvzTD5ge4Oq6udPs0
t2trh9R0Z1IS3jml9SGKP0w0ScHf03avXlWjYqv0aDzt6qpdf4jBt3mu9Sjlv9MDRrFbK6Ncx0X9
3MshQGTYdd+yqy5u/Nt5HatcS69Yl47OKOZr7QlLRxBz9aDpCjMI/SNWqT/l0BGKrodS8x6nqd5J
dT6wKyei831/QiitdhlgqOGzJBJ6ygMoKx1AUUoqhfMV95p1aAazLHrEelPZiLUnOraElvbs00kQ
im/dwwqrx8UDtTmDxoWFcVey/klqsWoeSwwvp764iuJFuHurrT7yVTQUHq6eSvGnQS/GOn2eOJQW
f4EJR5v/AOUa1D/jF/EZr+1f8Wn7nN7O/v4+9ryv/wAoxov/ADA23/JpMzw4ZTWhKbGmFCV+Yyi6
K5lRpY1mtzIq9eIuEqTT9lRu3thCnkgZDJLHbFG9GdHBnYcuBPIc1IV468ifhr4++TiaY5Nzt8Fl
tIkOrfWppJGh9GYh+H7uKJpIzyZlAoC1dyT8I5bANkSzPPzprVfPfl7RtRfT9Sn9K7VFkCqjuCsj
cVqQtAx9/vyNITjTNQs9Tsob+yf1bWcExSUIqASDsaHqDiqrfqfQWgO0kRJ9hItcVUL77EvSjFuX
uRCdzvirVjLHBZSyyOI4knuS7nt/pMmKr4pLS99cxvHcW0nqRsVIdGoER1qCRsQVOKt6HcNJoenT
TycpJbeEu7UHJ3QHoKCpPhirHvyo/wCURi/4yf8AMtM1nZf0z/4ZJ2HaPOH/AAuLMc2br0g88eW7
jzF5fn022e0juHqY5b60S9iUlGQ0ichQWVypO/wlh3qFQ8t/5UH5g9YN63lnb64pm/QorwuI+MaC
P1eiu8jH4++/LphtNorUfyR1WWiwN5cjuJJrqZ7r9CRhiJnjeNWUSUcgox5bU22ONraXt/zj55hv
rGzXULvy809vHLHG0WjRoI1KMYFTgUBEc0jsar8Vd6kY2topfyJ8xDU47+G88uwTJCI2CaFBs62y
w1WrFeDMN14ig2GNrbIfLf5J+XIbWSLzRpujareM7yLPZ6cLAASMwKsqSOrDgQuyrtseXXG1tPm/
KH8r29QHyvpoErM0ii3QAlyC2wFO2C1t1t+Uf5Y21itjF5Y076qvqfu3t0kr6zq78mcMzfFGtKnb
iAKADG1tY/5Qflb9X9A+V9O9Hkp4CBRupbidvD1G+/G1tbc/k9+VriZz5W05DLxMoigWINwlWYAh
OIpzQVHfodtsNottvyd/LFhGJfLOmuIlKqTbJXjwWMVbr8KovHwptjabRZ/LT8vZriW6l8t6bJNN
HHblmtYj+5gVI4UUFaKsawoFp0oKdMFotBz/AJS/lkOLDyxpoZEMKsLaMNwMbLxJAqQVbjv2w2to
tfyu/LpbM2f+HNPNsSGMRt4yKhBGOo/kFMCbai/Kv8t4rOSyTyzpv1WXj6kJto2U8G5L1B6HG1tN
9C8s+X/L9s9tomnwadBK3qSR26BAz0A5NTqduuKEyxVKPN//ACjWof8AGL+IzX9q/wCLT9zm9nf3
8fe15Y/5RfRf+YK2/wCTS5nhwymy9PpP68Koe9aFbaRJnMaTFYea7MDMwjWh8eTDFCUXGjxRQNOs
TiT0i8MHBJUhdVH7teKSSEct9g3t2GG0gkcjSp5cuJFC2t7RNTZH9REZ2Rlt39NpBzSJt2fjXgA3
GqjjTASgClA+ZPJoma3a6tRJDytzA00Pwqh4snAv8KgqNiPDFUSvnLykIVf9LWiIU9QVmjAChuNT
Q0A5GmKo3VYLW6skWaOOeFpYGAcB1P71aHeoxVDN6hN9yrRJj6W37P1RW2P+sTiqL0xAkEgBqDNO
an/Kmdv44qoX8ssUGoSRGkkccjIT0DCNCOu2KrtItVOi6dHchZ5IoIW5so/vFQfGB2NcVY/+VH/K
Ixf8ZP8AmWmazsv6Z/8ADJOw7R5w/wCFxZjmzdexr8xdb8xaL5TutR8vWX1/VYnhWK29OSaqvKqu
fTjIduKknbLcMYylUuTCZIGzy25/Nj86Vub70fKzGC3iMkINheEuXuF4ANy+IiBqdOu/tmYNPi/n
faGo5J9y+5/Mv840ENy2hhEaSWIw/o28qGWYqvxcyTsePSm3LB4GLv8AtCeOShY/mR+d0olL6O6S
yofTRtMumSNoooXYijJ8JZnU1YmpFNhsTgxd/wBqBOatdfml+cn+kKvlk1iMJik/R97TjJCeZPFm
JpK6fZ6AHbfYDT4u/wC0Kcku5615Rv8AUb7y/p19qkL299c20cl1BJG0TJKV+MemxdlFegY1p1zC
yRAkQOTdE2E49VeXWgA32yDJxkXb4qb4q5nQqRXFWjIrJ13NMVWRwvUF25LT7JJI+7FVfFVCT4mA
8WNPoIGKq+KuxV2KuxVKPN//ACjWof8AGL+IzX9q/wCLT9zm9nf38fe15Z/5RTR/aytv+TS5nhwy
mwPXChRvrRbuBYmbjxlilBHjDKsgH0lKYpS42eswuy280XpM0jjnWoMkjPT7J/myJvokV1VrbS1W
S3mnblNB9YoVqB/pEokJB2Nfhp9+SQsPljyx673P6Ks/rEjM7zGCMszMeTMTx3JPfFCn/g/yjxK/
oey4lfTK+hHQqCGoRTxAxtUzmiiniEclaKyOOLMp5RsHXdSDSqio79DtiqX6rA8rCFpWjW6WSCEI
4UmR4ZCSKrsVVPhNT32xVA2Hmby9pVuml6jqkEeoW1Vnjd6PXkfioaGhrWuKr/0vp+qt6OmzR3SX
hfk9axmKFoEuF2FeXCSi+/hiqbWUyRadZcgx5pEg4oz7lR14g0HudsVY1+VH/KIxf8ZP+ZaZrOy/
pn/wyTsO0ecP+FxZjmzdelHmrX10HR31JlgdInQNHcXUVmGDHdY5Z6ReoR9hXZVY7Fl64qwyL84N
TfQp79vKs0V5CXUW76lpYiDIyKRLL9Y9RPilWvGFqVHjhpNIfTfzb8zasLqKLyPdtNbSrG8UF9ZT
sFb1aM3F+Kf3JHxELy2ritO0386dQu9Jub8+V5UeGWNGgGo6ew4yKaEsJdiWWgWn0+LS0jZvzN85
O9ydO8gahe2yQiexulu7P0rlXcKnB0eVPiQ89mO3iKEq0vb8xPPwuFj/AOVdaj6bRSP6hu7OqvGZ
OMbBWYVcRrQhj9r71aTm381+YnvbqKTybqiQxughnE2mnmGqCxU3a0C8Qdix36A7YEJbP5+86R2h
lT8v9TlnWVk4Lc2HDgIy4YFphJUtt/d096/DimneXfO35h6j5mTTdT8iS6VpBeRX1ltQhmVVRGKt
6IjRzzdQgoe9enUqzlNuS+B2+R3wIXYq0xopPgK4qoqKyqP5Rufcf7eKq+KuxV2KuxVKPN//ACjW
of8AGL+IzX9q/wCLT9zm9nf38fe35WFfKukf8wNt/wAmVzPDhlM0PT5U+7ChD6tHcS6XeR21RcPB
IsPE0PMoQtDtTfFKT2nmnRtPgFtq+swLeJQypMVjkjqgYo/SpWvWg2671JUL/LNxcXl1fXv1wX9j
KsS2l0gCxMUMnqiNRWgVjx6k7bknFKfnpirsVaH2j9+KFKdXMkHHnQSVcpwoBwb7fPfjXb4N607V
xSuhhEaca8vjdwadObFv+NsUIOY6gtw5gt45FIqheUpUniDWiPQBV2O+/YdcVRVlG8dnBG4o6Ror
DrQhQD0xSxX8qP8AlEYv+Mn/ADLTNZ2X9M/+GSc/tHnD/hcWY5s3XpX5m0aTWdFudNSeOD114t68
Ed3A69454JNpIn6OqsrU6Mp3xV5Nef8AOP8Aqklt6FvP5cRFmmkQHQhQLMIz8Ki4MaHlCvROVBQs
RthtNrh+RfmOyS8OlTeWYnuUtxwk0OAo3CKlwrfaokk3xgDoNugAxtbQa/8AOPurs6B7jy9xEpFx
/uDgZjAOCxqhdm4lFVh7g71oMbW2T+W/I/5n6FFYWlp5m0yDTbPip0+20hEt3jDStJRI5I3DN6ib
q43Fe5qqjoNJ/OBb27Nz5ssPq0qSraoml0MTOf3bjlN+wvQMzb9eQ2KqM8laX+Y2mXsz+aPNEOv2
TxcYYFsY7aVJudefqw8FZeNRTh4eHxKGYvMooSDQb77fgcCtfWT2jY/IHFXfWD/vp6/L+tMVc0hd
eJUry2rvtX6MVcnFYuJPTcjwAxVuAH4nPU4qq4q7FXYq7FUo83/8o1qH/GL+IzX9q/4tP3Ob2d/f
x96XeWvNHlqDy5pUM2rWUU0VnbpJG9xErKyxKCrAtUEHtmcJDvcQxKOHm3yqCf8AczY7bj/SYf8A
mrHiCOEu/wAW+VAxb9M2J/6OYf8AmrHiCeEoDUfMflj6msVhqunxOJoWHG4gVQqzIZKgOtRwDVFd
xtjxBeEqOq+d9K0/SrmXSZ9Nu9QBVordbuCJJSWRXLEsOLcSxHXp1w8Q70cJY7D+bWvPVpdKsFUq
5WManaggqhZatzP2mFOgx4h3rwldD+bWtvdrHJpVhHbsUBm/Sdq3Gv2iQGFae2PEO9eEs1/xl5U/
6u9l/wBJMP8AzVg4gnhLf+MfKpH/AB2LEf8ARzD/AM1Y8QXhLS+bPKoBH6asan/l5h/5qx4gvCW1
82+VCxP6Zsfb/SYf+aseILwld/i7yp/1erD/AKSYf+aseILwlJfyoBHlKIHr6h/5Npmu7L+mf/DJ
Od2j9UP+FxZjmzde7FXYq7FVN1Ibmv09/pxVSVvULcviowC+FOQrt9GKq4jUEUAA7infFUHqGs6L
pzxpf3kFq8tTGszqhYDqQCe2RlMDmW3HgnP6QSlq+d/Izy+kmtWDSA/YWaMk7V2ofDI+LHvbjoM4
F8EvkuXzp5IIdv0xYAR/b5TRilCAa1Piw+/HxY96/kc/8yXyWv508k8ajV7HbkdpY+kah379lO+P
ix70fkc/8yXyWt528lGpTWbEenX1KTxqRTbepHfD4se9Toc/8yXyWJ5+8nyIhOt2fxmgAmSta06V
r2weLHvT+Qz/AMyXyRC+efJYPpjXLGo5Cn1iP9j7XfHxY96/kc/8yXyLbeevJquIzrVnzYEhfWQn
YE9K+2Pix71Ghz1fBL5LT598lBwh1yyDHjSs6CvMArvXuDj4se9fyGf+ZL5JhpmuaPqokOm3kN4I
uPqGFw/HlUrWnjTbJRmDyacuCeP6gQjsk1KdzbQXMDwToJIZBR0PQjIZMcZxMZCwWcJmBsbEJZ/h
Dy1/1b4vx/rmF/JWm/mByv5Rz/zisk8n+XOq2EVR1G/9cP8AJem/mBf5Rz/zionyt5cZnH1CIhVN
CARvT54/yXpv5gX+Uc/84q58n+WqimnxDx2P9cf5L038wL/KOf8AnFDahovkbTY0kv4bW1SRuCNM
3AM3gKnc5GXZulHOEWzHrNVM1EyKVvd/lKJfR+uaYJaiiidCak0p9rrXtkfyGk/mxb+LXVdT+S4X
H5UFmT6zpoZBVgZlBAoW7t4KTj+Q0n82KOPXf0/k5ZvyqlISK501ndlROMyGrPXgNm78TTH8hpP5
sVM9cOfH8lKO9/Ka4CiG700tsSPWQGlKnqw7Y/kNJ/NimUtcOYn8lJNT/Klo2b65pvFW4/3yVP8A
w2/Xtj/J+k/mxW9f3T+SKFz+VCsIzd6b6lQOJmQGrCo25Y/kNJ/Nijj11X6/k57v8qEKBrvTQZGC
oPWUkk+FGx/k/SfzYqJ64/z/AJI6083fl7psIgttWsLeFqyBRMgHXiTufFaZlYY4sQ4YUA0ZNLqs
puUZE+5NNN8yeX9UuHt9N1G3vJ415yRwSrIVWtKniT3OXiYPIuNl02TGLlExHmF9xpWnR28rw6bb
zTIjNHDwjXmwFQvIigqdq5JofO35d+d/Peo+ebCwvYYL+O5vDDqdo1pBEkMJiLhouKKy+mtWNdzQ
A1zInCFX5NcSX0b+h9I/5Ybf/kUn9Mx2xC6loNvNZyR2EVta3Jp6c7W8cgWhBPwkCtRUZKBAO4sI
N1s898y3GpeWLvTItXubaZNQlZQ9loz3B4xlTJzWEsyAK3UA/LbfIOTD/NPzaxHJ3j5JRN5qktYr
aT65JdW96paK9Ty1dJEixmjtI8qRAdD406niKYTkw/zT81EMnePklTfmNEi2xkuJJGuHaOAjy8Wb
4So5lVYmjBwRxG/bAcmD+YfmkRyj+L7ERb+erKReUd/HIxJChdA+MtWQKoTkrMz+mCvH+YDrUB48
H8w/NNZf534+aXyfmfZJK6B5VC8SeXl8inqUKhjzABNe9MePB/MPzUjL/O/HzTe885WouzFb3Mck
UUKSXEkWhmWONgiq4diy8XdwaL9AJ64BPD/NPzWsv878fNDT+f7FtQiiiZkhmkMUEv8Ah9ipZSYu
dWZSFaRW7dPpxEsP80/NJ8X+c9D8u+W7yeVJ21bStVsopWFwttY2/XY+mHQniQD33wTlhI2jXxRH
xBzkyz9BaJv/ALj7bfr+5j/pmNQbeM96G1Sz8t6bp9xqF1YWywWsbSyN6CE0UeynK8shCJkQzx8U
pAAvLdT/ADF+oanGsuj6W0JJU6asRa5XiiSMPVC+mJODg8SKbgVrmrHaEieQr7Pvv8cnOGmFczb1
XR4NAvbG11Ows4FiuUSeCRYkVqMAynYdRm1xzEogjq6/ICDR6Ip9K0t3Z3s4GdiSzGNCSTuSSRlj
B836l568/wAH5i3tjb2sMvpagtva6KLWD0jam5MXHnw5s7cPt+FSDTbMjghQP4tr4jb6P/Q+kf8A
LDb/APIpP6ZjtildaJYPbyJb21vDOysI5TBG4ViNm4kb0PbCKvdS8981R6z5XsYNR1S8tbiCWdbb
07LRxPKWdSUpHG3Knwnf5ZknJh/mn5tQjk7x8knuvNPoRm8t7qW9s5p3tolg8s3rNG4+L4y8cYog
IHcnsDuQ+Jhr6T814Ml8x8kivPzLggDiS6klRWYLPH5d5p1oGV+fAjkSo69N8PiYP5h+aiOUfxfZ
+1Gx+ebP1XWS/jR0YCQS6AYmUH0iCwkZDQ+rQd/hNabViZ4P5h+bIDL/ADvx80Bd/mXbwTcG9dXo
WdW8usGHElGJUuCNx3wieD+YfmtZf532ftR9157tY7e2eGdZpWgaaWK30J55ECBpOUqKx4fDQVFV
HUnrRE8H80/NSMv878fNRk/MOwhnV5Sz2ayokhi8vtXoryKCx+0gcLWnX7yDLBX0m/en97f1M00P
y9rGoxpJa69pV0FEclzbjTbb1UDpssqqeSMd2o37Q8NskcmD+Z9rADKP4vsZ8NC0QGo0+2r/AMYY
/wCmYdBv4z3rZdF0CONpJLC1CICzMYY9gNyfs4JUBZ6JiZE0HlGvfmJDa3MD2emaTHaTcWtrW4hd
ppo5OQjcmNKRB+B47H3pmpOvkTsNh+O/7nYR0w6k29G8rS+Xde0S21W202CITgrJE0UfJHRiroaD
9lgc2WDKJxtws0DA0Sw782NO1+TW7W9tFmutP+pPbyWp+ti3jlaXl64aznt3MlKLQkbd8y4ZAA0E
MQ1DTp7mG+jhbWIIphF+iUV5+dmWkVrs895JPUVKRc3bgDhGUDelIeg/lBZ+ZorDVbrzBcXNzdX9
ytwr3KNGPijAYRISQqVGwHQZHJMHkKUBmuq6paaXZPeXYlMCFQwggmuZKswUUigSSQ7nsuVpeafm
FJ+X3nH6tFqU2pwy2BnghK6Jd3CepcKoYlbixnQ8VSoK9OtemKQwq98n/lDNcRg6jqtrLcRXAkgX
y2yeqk1WBoNLqfTqprU9Aw4t8WKUb5f/ACQ/LvVBc6ZbalqUtxJEkiSXmjraemkJCni1zZRIx/eB
aV5dadDRW08H/OM3ldIpQmqXInkkhlS5+raeJEeHlupW2Xdue/8AHFFpfqH/ADj55D0JRquq399d
RckV0g0y2uyWpVmMVvZzv8XGpbjQd8VtJNV/Lr8qnlm9PVNbtYmQPeCPy/IyN6jmZDJw01U/bAAp
2xTaz/lW/wCVb2DaU+oa072hEyTt5ecsqysq+kg/R3PZtyv+V86KvXvKfmDyBaxJYeXbK4sYLqUA
RppV/axGQLFACxkt41X4fTXkx6D2NFDMsUJJ5v8ArT6O9tDYNqK3X7qaFTSiMD8XRq702pmFrzPw
6iOIn7PP5uTpeHjsmqeWXn5Z+ZLi9Or/AKGjjleRpmtY7lAwdqjnUrTl+14V65qvy2bgqjy8vutz
Y54A/UPkXqnlEXMejx2k1g2nJZ8YIIWINY0RRy+Hbdq9qZttCZeHUo8JH4v5uDqa4rBu2NfmzY61
NHpN1pwmngs5Jmu7BPX9CVXj4q0zWzxSD0z8S++bCEwLtxiHnsllcSRMipqkULWTILRGu+C6lw9N
LpHlea49JQ1fSMxBbc5LxRzr+xaZZ+Tun+aYdV1C61e7vru0a2htrJrxXVVS3YqgHI0Z+P226k1O
DJkEhsKQBT0+9vIbO0mu5+fowI0knpxvK/FRU8Y4w7sfZQTlTJ57561fyJ5n0yLTtUbVI4bWeK8H
HRb6ZS/BljV0nspo2H73deNex74pefTeT/ykhFmsmo6rbzRzIquvlrj66xxiFoif0WeYfi1RUg13
U0FFK7y7+Tv5Y3t6unw6hqtxLdRSR2v1vQzbxoaGXms1xYRxggAkcm3+nFbZHF/zjD5RjimQ6jO5
mgMNTa6cOJ5q4deNsDUcKbnFFoW//wCcc/KFhHJq2pare3PoLWRo7C1uJWYvs3pQ20ssjAGnwqfH
FbSXU/y5/Kkun1W+1qxaRHkf0fL8n9yyrGQwTTUAX92eoqeVe+KbUYvy4/K2OG50qbUtauPUBnWZ
tAcpF6KEEo36P/bSlChoeIHgCq9H8jal+W/lvTVstGtr2OWOOO2u7o6LqFvJMYhJIDLxtI1qC0h6
bE07jFD0fFCB1ye5h0ud7a1a9lpx+rKeJZWNGFe3w1yjUkiBocXk24AOIWaeQ6j+WevajILyLQ4b
cRiNEgM6ozpAAELAAcfhFNqeHTNJj0+fh3Euvd1dic0AdpD5F6J5Cg1Cy05tPutNexEP7zm7I/qS
yszSnkgUdSOg982PZwnGJjKJFde/8CnE1ZiSCDbKM2LiOxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux
V2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV//2Q==
uuid:b35f1297-0e7a-4c67-9f02-c9640ddd8873
xmp.did:70AFF84C088AE811A6C3D9C462FCA86D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6FAFF84C088AE811A6C3D9C462FCA86D
xmp.did:6FAFF84C088AE811A6C3D9C462FCA86D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6FAFF84C088AE811A6C3D9C462FCA86D
2018-07-17T17:39:28-05:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:70AFF84C088AE811A6C3D9C462FCA86D
2018-07-17T17:42:44-05:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\USUARIO\Documents\Diseño\Flyers CMS\FUERZA\Dinamometros\fotos\SL.png
Print
False
True
1
612.000000
792.000000
Points
EurostileRegular
Eurostile
Regular
Open Type
Version 1.51
False
eurostile_0.TTF
Impact
Impact
Regular
Open Type
Version 5.00
False
impact.ttf
TrajanPro-Regular
Trajan Pro
Regular
Open Type
Version 2.061;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
TrajanPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE SQUASH
PANTONE 2767 C
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 2767 C
SPOT
100.000000
CMYK
100.000000
77.999901
0.000000
53.999298
2767 C
PROCESS
100.000000
CMYK
100.000000
89.269897
39.038700
29.544500
PANTONE SQUASH
SPOT
100.000000
CMYK
1.170000
51.169998
97.659996
0.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
9 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/Thumb 36 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
31 0 obj
<>stream
HWA$
+S+R%ೱ?a{dPIUuMF_* _+7ݾ헿7B7rުy#>۟o'ߔ߿_t柶(G˴S2o号oNRoD7i[ѝk_͠*|[ŝenx?̈́f2M;όp[p
]0rww}$fMt'~,x3}-2{bnSbY(:@ FfGdAn]@ޅKfcfΕ"ݠ]n;L] BfO%!T],,{,-~k9P6K9HJ+e$0l: uaI!i@ 3|rZ#Ed, 4qbYqeD܃wǰP┊ةb\7T@OqԀ^y~ЯjT>Y@ cVeDcg)<ϳ/dZR3rR&lܹx&LKrslGy8Kg<5ʸψ ϭz@G+nl@px?
"n8-f56-g2zj#ߚH.l+.3>[ :=[j,K0r,+ՆybTq;5nx9;86sdŴ³oq ݱHO[Q3J!Α&y^B1*QE
YNF U=̢/7VxnϘ=H i]nK#H#L!t