%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
solicitud de reintegro
2019-12-06T15:58:53-06:00
2019-12-06T15:58:53-06:00
2019-12-06T15:58:53-05:00
Adobe Illustrator CC 23.1 (Windows)
196
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADEAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A7/5s89vo2oQ6PpmkXeua
7cRpNHZ2y8Io4nl9JXuLghliUkNQ0I+H4uI3zKwabjHFKQjH8cg42bUcJ4QDKX45vKNP/MD88fNu
uS6Xoi2tjLp7+lqEltHC1tGfU4c5JZzcg0INBESWAJUNTNnLS6bFHilZvl3/AGV9rro6jUZJVGhX
Pu/SznQNI/Ouy1e3u/MfmXTJtEgLPfxiJamIKa7iC24/63qUXqQw+E4WWemMSIRlxdPxZcvHDUCV
ylHh6/igz3TNX0nVYGuNMvYL+3VjG01tKkyBwASpZCwrRgaZgzhKJqQpzYzjIWDaLyLJ2KsX1m78
w215eXsWpQW9pDWC006S1a4a5cQJOBEC9o7z1EiqElZGFBQMrYqr2eu3urrfw6cJNMvdOuRDdLql
r6iBfTDfuzDNEjAhg1fUJA6ijKcVTKO8Sx0Z7y/uHeC1haea7kVeZiReZdlhUCoXqFXr0GKoGDzx
5Vmv57Bb9Y7i2a4Sb1kkhjD2lDcKssqpGxiU8mCsaL8XTfFXXnnfyzZ2qXF1dtCHaRBA0E4uAYY/
Wk52/D1kCRUdiyABSD0Iqqrx+atFluJILd5rkxLzeW2trmeGhhFwvGaKN4mLROrKA1TUAbkDFVbS
Nd07V0ley9YpCxR2mt7i3HNWZGVTOkfIqyFWC/ZPXFUwxV2KoLWdXs9H0y41K8LC3t1BfgOTEsQq
qB4sxA328cp1GeOKBnLkG7T4JZpiEeZQOmebdPvYTLcQzaWp5GFdREdu0qxp6kjxqXJZUXdm6fjl
GHXQmLIMP61C63Nb8h1b82hnA0CJ/wBS5VewvbmegV5vNPluFnR9UtBKhKvGbiEMGBoQQzChGWS1
uEbGcb/rD9bCOizEWISr+qVX9N2Js4ryLncW0rFEltUN0PhDEn9x6m1VK18dsl+YjwiQ3ie71f7m
2H5efEYn0yH870/7qlVdRhL8PTmBMnpAmGShNWFa8dlqh+I7dD0Zaz8UXW/OuR/HTn+sMDiPlyvm
Px15fqKJ5DLGtSury0tIGuLqZLeBKc5ZWCIKmgqzEAVJpkZzjAXI0PNnDHKZqIJPkl195q0e0gt7
j14poLnn6MqXFsqN6ZAbi0ssYahNPhrTvmNk1uOIBsES5eqPT3kORj0WWZMaIMefpl19wKO0++S+
tfrCRvEOckTRyceQaGRomB4ll+0h6HLsOUTjYFbkfI1+hoy4jCVHfYH5i0TlrWxf80Ncn0TyBrWo
2/L6wsHowvG5idHuXWBZVcAkGMy8xTw6jrmTo8YnliD+K3cfVZDDHIhgX5feV9K0fyhcXGpTNJbR
SVayEzqk956Qr0APdQnHoBU985DV66Ot8TU5yfBieGEL4brldX6jfO+d/wAIpjpsAxwr8Wq+btTa
H8t7bRbSSSG88yTTKvFpOFvaxSVuOJo3wEBY+DOORkO53zpPZTTfu4y6CzXdZNAX8+rido6kY8Xn
JjnkrzZf/l952/wfrFxBa+X7aBpL3ksZKzvai6MxljjSSSRiBGqVagIQF+Kseg1OCOfH4kd5Xt7r
r9v27NOmzSwz4JbRrf31fP7Gf+SvzeTzN5n1LRZtIk0mLT4Jrlri6lpIEilRKSwlF9I8ZOTfGaUp
v1zA1Gh8OAlfFfc5uDW+JMxqqTnQ/PS+YtfuLTQbQ3mi2Bkiv9bd+EDTgKUjtSA/r9TzPwgCjAkF
eVOXTeHC5GpHkP19zbj1HHKoj0jmf1d6n5ytLqSKCWC7uIJodYt5ojbiJJf95xH6MTX08UJ9TlT9
3sS3ExseZOM5KAm8j+WtOE1+8EludTcyG24WcskPG1Mkkai49dK0ikFIP5j1RQUVT3VNMtU8k6tB
CyWiXljcPLJIzCFHlgIeQgcuC1+N+K7mrULE1VY/oPlK1iudcub0yXFxe6hf3mno0V7LZIlxG8fK
S3KwwyuyO6t15LQK2+Kpc2h3raVyS7g/SGnh5/q88upo2nK1s8Ae3uzxvI4na3eRo5F4OtFWmzuq
mNtpPmyw85+ub21uYJnt5LoyNfxTzBbeC0nlS0hItG+KhJ4sE5DkwoKKsj0O7sdP0yVZ7hS5ubu6
eNFcyxx3VyblfUhKiWMpHdxmTko4Vqdt8VTMarYFoUaQxyThmijlR43ISRImPBwrfblQdO47Yqrw
XEM6CSFhJGQCki7qwZQwZG6MpDdRtiqG1uwXUNIvLJoopzPEypFPy9IvSqc+PxABqGq7jqN8p1GL
xMco0DY68m7TZfDyRlZFHpz/AB79nmb/AJTeYnfnHeWtkp9YfVrd7gxoHhCfCZOT/vSOMlT9n+b7
I5v+Qsx3Eox57DirlXXf1cpeXfyelHbuECjGUuW54b53029POPn3c071PSLC/g1G4hsiQYrAMJLS
7gkZ4bl3m4kQGX94jAco1Yj9qm2Z2bTxmJER6Q/hkOUiT/De46gHzcHDqJ4zEGXWf8UCN4gD+Ktj
0NeSaLayXnlu2gsLb6m1q0i/Vngmeo9F1ojXH6PlDOJP70FfiJFepzJGMzwgRHDw9KPceXFwHe/q
236uIZiGYmR4uLrce8c+HjFCvp326LJ9GtY9ZszHp84EHFo7tucwQtMJn+IXFQftI3wEmo6ovEiW
CIyRqMtuu563/O+HLu/hFJjqCccrkN+mw/hr+b8eff8AxG030mxvrewsIWmESwIfVhCEk1FEjLPL
ckBFO9HNWAo3GqnLw45iMQTVc/1byly95361scXNkgZSIF3yP3naMefuG3S9wh5i1SLT9LiW7kt3
uZCmzSwWzFkZS00C3JeMtE1HVWanTfK9XmGPGOIxvbqI/GPFtY5gH5tmkwnJkPCJcI8pS+EuHejy
JHyYN9YtoNPKpqEd0biw1OyEMt9ZNJG91dGWKWZzOqs0iEeoUr0zR8cYwriErhkjRnCxxSsEni6j
nV8necEpTvhManjltCdHhjRAHD0PK6eg+WJYptKaaJ1kikur145EIZWVruUggjYgjN9oZA47HIyn
/u5Oh1sSMlHmIw/3EU1zLcRgv5taBLrth5esRZyXtoddsjqMUQc0tSJElZinxKoD7t2zN0WXgMjd
HgNe9w9Zj4xEVY4hfuTO38l+W7e8uEFpNckxmQLIT6SB+ShI2PAMx36sStASVqpPM4uwdNEk0ZX3
nl7v22fi5fClmkeT9Mi1XTtbT9IQ28ESSGyuoY3LT3XERK6qrSIbetX24gkHn8DDN/hzeHh8KI27
3BHZ8PFGTmR+Px8ERe/ln5T1fzjb+cJluRqNtIpMNTFDJNasUjldGQSHiUXiVYKwVTuDvbDWTjjO
Mcm6WkhLJxnmkc/5GeTbnzbd6lqbXt8dRmub76tX07VeZXlHJJGFfl6srPHR1qBTfixa4dpZBARj
QoVbSez4GRkbNl6VbWtta28dtaxJBbwqEihiUIiKNgqqtAAPbNeSSbLnAACgw3zh5b1u8nmnguWd
LlxbQIqg+lBdxxRTo5MczxqJLaORZIlJDM3IKo9RQlAaNba5YT2tvf2Ms92/pahf+hbGOFb+8vwr
yi7jf4nggmIkRV4tGpDPx2xV6DbQiC3jhBJEShFZjyYhRQEmg3I64qlyaCwleSXU76YtPFcIrShF
QxfsKsSxgxyDZ0aoPXY74qjbuz+s2l1bevLD9aR4/WhbhLHzThyiah4svUHxxVT0vTm0+1itvrdx
drFGsYkunWSRipYl2firMzcqGu2woBvVVEpFwaRubN6jB6MahaKFovgPhr8ycVQl5pRurqO4N7dQ
iMIFghkCRnhMkxLALVufpBGqfsFgKcjVVGRqyqQzlzVjyalaEkgfCBsvQfjvirU0QlheJiyrIpUl
GKMART4WUgg+4wSjYpMTRtQOnRlY1Mk1I5fWWk0gJataMQ1WTf7B+H2yHhDvPO+Z/FeXJn4h8uVc
h+L8+aGTT7qO3MSs5DuVkDXMjH0qGMMsjIXDCMK1BT4urE1ZqxikBX++PLlzq+X29epsllBN+X80
c+fLlz+zp0FjTpYLaY2/OS5kREEc13OUPpDitHYSFCy/aZVqT1qd8RiMYmufnKXTz3rz23+1HiCR
HF9PlGPXy2vys7dHCxvPXeJiTZkmRZfrMnq+oZFfjxCCiAg0HqUp8PHj0Rjldfw/1jfP3cvj5VSe
OPDf8XL6RVVXfz+HndrpNFt3jZDNchX48+NzOp+AACjBwy9N+JFe+E4ARVy/0x/X9zEZ5A3Uf9LH
9SW+avKx1iawu42H1nTSz20Zf01MjNGwZnMc4ovp/Z9M1zG1ui8Yxl1hy6b7eR7uVbuVodb4IlHp
Pn1236XHv79kuv8A8vzewXCz3UzCZ1Bt1mSONo7dX+rr8EACfG/JlVOIqT8R3yjL2Xxg2Tv0vahf
D/Dtz6D5ndvxdqcBFAbda3s1xc5b8up+QZH5f0aLRtHtdMicyJbqRzO1WZizGm9ByY0GZ+l04w4x
AdHA1WoObIZnqmGZDjuxVxBIIBoT3HUffiqRaXo/ma2t2S98wNfzs0Deq1pBEFEcxeZVWOm00NI/
iJKmrA70Cqyx0jzhG6m88wx3Ea+n8MdikTNxeEvyJkkHxpFINgKGQn9lVCqYalZ6xPdWkljqC2dv
E1byBoFmMyepG9FcsvpnijpWh2cmlQCFVFNP8xfpCznl1dDaQBhd2cdqqictCqg82eR04yhnHHsQ
p6VKqFvtF82SyM9n5j+rV9QJG1lDLGBI8xUndXLRpJEqnlT93VlbkQFU4ihu1a7L3PNZn5Wq8FHo
p6SLwqPt/vFZ6n+anQYqpfVdS/TP1v69/uM+rel+jfSX+/58vX9avP7Hw8OnfFUNpmn+Yre1hhvd
XS+lQET3BtVieQkymoCPwWnOL9n9g/zfCqstNL8yRWtlHca59YuIK/XLj6rEnr1uI5B8ANI6QI8P
w/zcuoGKoDzL5ksNEivYdR8wR6fc3MTTWJ9D1XgSkUIYRryMtJizgHrU9kJCqroU+pyzyQXGsNe3
FvfO10q6e9tGsT23JLT4uXEIZUlDlix+yeuKog6X5oF+06a4htTHOq2klmhAeSSR4X5q6OfSVo0p
0YKejNUKonTrHWoLuaS81QXls8tw8Nv9XSIxxyNGYI+amreiEcVO7ct/s4qib2C9mtbiO1uvqtxI
riCf01k9NmjKq3Ftm4v8VD16Yqhrax1pb1J7rUxLAAxe0igSNCzRQoPiYySBVkjlcDlX46EkLuqp
HS9fBuuGttxmjuFt/Ut4WaGWXh6LgqEDrBxaisPi5fETQYqraNp+p2em+hqGotqOoMWaS+aNYgSd
l4wqSihVAFB1O/fFUG2k+av0Hb2ia8v6VjZzcao9nGwlRxIFHoK6qpTmhBB6puCCRiqrpmneZYLt
5NR1mO8tTGyxwR2iwMHIjCuX9SSvH02NOI3c9gqhVdq+m6/cxR/ozWP0fOnMOzW0dxG4ePhUoxRg
yP8AGpD07MrDFUwsormGyt4rqf61cxxok9zwEfqSKoDPwXZeR3oOmKq2KuxV2KuxV2KuxV2KoG41
OaKaSGOwubh04kGMRhHVgfiV5JET4SKFSQ3tShymWUgkCMj8v0n9rfDCCATKI+f3AE/o87UW17jL
dRNp18HtpEijpDyWcycipidWZePw7s5ULUcqHIfmdyOGW3lz937arq2DS2InjhuL58q7/wBQu+iJ
utRNtbyTvaXDrGyjjEgldg0hjqqIWYgD4zt9n3qBZPLwiyD9/Wv2+5qhh4iAJR379ul8z8vf81Aa
4BZNdSWF5GyOUa29EvL8MixlgIy6svxcvhJqtSK5D8x6eIxl7q3510/FNn5b1cIlD33tyvrXu9/N
tdbhYpS1u+LhizG2lHDhGZG5Ary8FFAeTGi1o1D+YHdL/Snuv8d55daB0x33j/ph31+O4c62tqa3
IUQvpl7G73CW5jMaMVDhT6zFHdfTHOhINRvtscA1B6xlzr9vPkk6YXtOB9N8z8txd7fi1YaohW4I
trnlbPxkQwsCV5U5xk0Eg4jl8BJp25UGT8XnsdvL7u/v2+/Zh4B23j6vP7D3d29D4bqM2urHGXWw
vZSIWuAiQHkVVwir8RUeo4PIJ9qg+IA7ZCWoofTI7Xy/G57ufezjpbNcUBvXPy+4cr5Xytamv8rN
rs6bfJGsTShGh/elhIYxGIgxk5tTkPhpxNSRgGp9PFwy5d2/Oqrn+xJ0lS4eOF3XPbld3yrp330V
P00eNyRYXhNqgdl9IAuGhMtI6sA5qPTIXfl7b5Lx+fplt5eV7d/d72P5bl6o+rz8637u/fp8lOfz
B6Ukyfo2/dYJRHLIkHJeLFQJE+LlInxf7rDMKGoG1Yy1NE+mWx7vt8x7rPkyjpLAPHDcXz+zyPvo
dxVLjXIYQ/G0vJirRKFjt5PiM24oWCiiAVck0Xp9rbJS1AHSR5dD1/V17vexhpif4ojn/EOn6+nf
7t1aPUQ+oS2f1a4X0iAbloyIWJQOOD1+LqR7EUNKrykMtyMaO3Wtvx+r3XA4agJXHfpe/wAvxz26
1tL1EahZrci2uLUsSpguozFKtD3U9j1FDjhy8cbox8iKK58Phy4bjLzibCLy1pdirsVdirsVdirs
VdirsVdirsVYk/5p+S0dka7cMpIP7mTqP9jlvgycc6rH3tf8rW8lf8tj/wDImX/mnHwJI/N4+9tf
zU8lswVbuQsTQAQykkn/AGOPgST+ax96O/xxogYKUuwxf0gDazir8xHx3XrzYL88Hhln40fP5F3+
N9EED3BW6EMa83c20wAXiHruvTia4PDK+NGr/Q23nXRlmMLJdCVYxKU+qzV9MmnOnHpXvj4ZXxh5
/JtfOejv6nFLpvSYxy0tpvhYKHKn4djxNcfDKfFH4C7/ABfpfIoYrsMKVU20wPxCo/Z8MeAr4g8/
kpr530VkSRUuykhVY2FrOeRb7NPg3rj4ZR4w8/kUAfzV8lgkG7kBGxBhl/5pyXgSYfm8fe7/AJWt
5K/5bH/5Ey/804+BJH5vH3u/5Wt5K/5bH/5Ey/8ANOPgSX83j70/bXtFSOB5r2CAXMSzwrNIsbNG
1KNxcg03zHnkjE0SA52LBkyC4xMh5Aqy6ppjSJEt3CZZRyjQSIWYUrVRXfYY+JHlYU4J0Twmh5In
JtTsVdirsVdirsVdirsVdirsVdiryWb8ltUkmeQalAA7FgOD9zXMoagdzrjoSTzWf8qT1T/q5Qf8
A+H8yO5H5E97a/krqysGXU4QymoIR6gjH8wO5P5E96br5C88CX1D5gid+XMepFzAYOJAQGBA4uOS
06HpkPFj3NvgZP532ISHyF5mmZ44fMlvK6OTKqjm3NaI3PqeqUavU1r3x8WPcj8vk/nK/wDyrnzl
6vrHXozL6Qh5mMk8B2qR18T1PfHxY9y/l8n85fF5A86xGUprsIE7mSVPRBRnZQhYoV414qB0x8WP
ckYMn877G5fIPneWdJ5dfikljFELRVAAUrShFKUJ2x8WPcvgZP5zbeRPPbRxxHzEnpxLxRPTNAte
nT6Plt0Jx8SPcvgZP5yUP+S2ru7O+qQs7EszMrkknckk5P8AMDuajoT3rD+Smpjc6nAB7o+P5kdy
PyJ72x+SmpkAjU4CD0PB8fzI7l/Invegp5a0O8sILa9iivJLaCO0klDGo9CmwKmqHkN6b9jmBlww
mbkHc6fVZcIAhKq/VTS+SPLCyRyfUyZIdoXM0xZB/KhL/Cvgo2yr8pj7vtLkHtPPRHFseew3+xPc
yXAdiqhLqFhDCZ5bmKOFWKGV3VVDLXkvImlRQ1xVUhmhmQSQyLJGSQHQhhVSVIqPAimKr8VdirsV
dirsVdirsVdirsVdirsVYXqkU+m6zNHpXliW5W6jgjl1G3untvhMzOwbiOQWIEsOBJp8FAKVVQkN
35jLoJfLGoIpieR3XWLhgrpb+skdCysS8n7utPA77qFW4L/WZIbz1PLeqRXMEDyWsX6Tuys8iori
P1OQVCxJAPt74q2L3WuUyN5a1NJEZvQrqlyUdQkhLFkdgvxIi03J5VUGm6qHvdS8zW3Mx+U9RugH
KoItYuakL6ZBPMqPiV3pQndKEjkDiqb6DHqF9e3NtqelXumxwqTFcDU7yZJP3jLQVMVPhUN8jiqe
N5e01gRIbmVCCCkl3cupDChqrSEHY4q6Ly9psKRxwm4iihVI4oo7q5RFSMAKoRZAtAB4YqpW3lLy
/aNcNZ2xs3upPVuXtpZYGkcszVYxOhO7tiqt+gLH/ft53/4/bvv/AM9cVd+gLH/ft5/0m3n/AFVx
VtdCslcOJLuqmoBvLsivuDLQ/LFULb+SvKtta3Nrb6bFFb3cxuLmNKqJJWBBdqHc0P8AnTFVePy3
pUSCOATwRKSVihubmKMVJJoiSKoqTXpiqZIoRFQVIUACpLHbxJqT9OKt4q7FXYqh9SN+thO2nhDe
qha3WUckZxuFIDR/a6V5bYqx+LXPPLaddSN5bRLyJT9Wi+uRESuJeHegUcP3m7e1a4q2de87mRI0
8spXghlka+jCK7eoCoPCrBeKGo/m8RiqifMH5hG1Ljymiz0jAi+vwNRnClzWigrGeXcFtqdahVPd
UudYj05JdPtVlvWaPnbuVPFSRz3LxqSo/wArFUih8xefpJ7aOXyl6Ecqr9YmF9bSCJmoaFaozcBU
NTqelRiqdw3UTxI8uo+nIygvHWEcWI3WjKTt74ql2q6r5vtokn0vSI9Vje3RhF66W0nrskrMS0h4
8KpGtKV+Otdjiqlb6z58uHnik8vx2HCGR4Ll7qK4V5VA4IY0aJl5mv7RAFKmu2KrG1/8wDH8PlRA
4dFblqEJBBUl3UBfsggKKkHetNt1VW01vznJLJ9d8vrZW3FmE4u4pilI2Zaqu7HkoBp/N7VKqaT3
USQyPHqPqSKpKJyhPJgKgUC139sVTLFUNqUl/HYzvp8KT3qqTbwyN6aM/YM4B4j3ofliqQyav57F
lBcx6DE9wEm+saebmNWLooMXCbkyL6hqKFTTu3fFVCTX/wAxCFMflSJWPwlW1CFgpZSedQq1CsOJ
WlTWtRTFUbpGreYLpD+nbAaC3KT06XEM/NQRw+IBlGzbjqaVxVNLadWuljjuvrKFGZt4zxKlQPsB
evI9cVRuKuxV2KuxV2KtO6ojO5oqgliewG5xVJo/O3k9wSNbsVoxQq9xEjBl6gqzAg4q3cec/KNt
z+s61Y24j+28txFGo3p9pmC9duuKqlv5r8r3L8LfV7KZuAkpHcRN8DFVDCjdKuor7jxxVTbzn5RU
AnWrEKdw/wBYi47Hifi5cdj18MVbk85eUY1LSa3YIixxzF2uYVX05SojfkWpRjIlP9ZfEYqkaXC6
nrU8OhedY1mYtNPpyC3uiAyhYvSDksqKY25cdm3+yd8VRR8u+eBAUj82cZWdm5tYQuoViDRVL12P
KlWIANKbDFV8vlzze2nWtqnmhkmhBWe5+pxlpQWWn7YKkIGWte/LqMVU5vKXmR7l5E8yzJEzl/S9
JjRS0R4giVdqREdP2j71VTK10O7trW4he6N+JZYpI0uWkIVYyhZSztMTXiT0/riqJSxYXNvItrbw
iJyzPG3xUMbLQfu17t44qmGKoXUrF723EC3Mtr8as0sDcHoprxDe/fFUhTy15wH1fl5slcxEGYmz
th6lCK9AAtU2777+2Kt2nlvzbFfx3E/mmS4t05hrY2kKhlYUWrA/aUgGtPHpXFWrfynr/BFvvMt1
cFSh5RItuTwjKkfATs0jczX/AFemKrbHydq8Vwkt35ivLpEaNvS5PEp4enyB4ybh/TP/AAR64qm8
GntHDGj2Vq7qoVnLbkgUJ/uu+Ko+1jaK2iic1dEVWI6VAocVVMVdirsVYPrwlH5r+V2LskX1S+QJ
QcZGKVO/MElAv8p41/ytlWcYqx2LzFd3GtazpZt40jsGtUimY8wwueIbmoYdOW3TKhM2Q5mXTRji
hO95X9jF/wDFv5W211b26S6as/KM2wi0mc8WdgqFWRSFNWB9hv03yzdxGUnT9PmtfrDWtjJFJN6e
9kpq7TekW3k7sa1x3Vw0jTbaK8kjsrBFtaifhZIC3FUm2pIK/snfuPbHdVQ6FYLcR2/1TT+bK0qE
WS0HpFF/351+JafLHdVJNH0wrGq2VgFmdrRR9RSlIOXwn959gfV/hHsMd1XpptjaNdXcNrZRS2X9
5LHZqrnhH6g4sJAdlkNPpx3VMlfUGuHgE8XONEkJ9FqUcsB/u3/IOO6qcd1evFaSCaPjeU9IGFqi
sZk+L994LjurQur70PWM0XH1vQp6LV5et6Nf73py3+WO6qqvqDXDwCeLnGiSE+i1KOWA/wB2/wCQ
cd1U4Lq9m+r8Zox9ZhM8dYW2UcNj++6/vBjurvrV76HretHx9b0Kei1eXrejX++6cvwx3VfdTXdp
azXVxdQR29ujSzSGF6KiAsx2l7AY7rskumed9H1aOV9M1a2vPShe4Kx28oLRozKxUvIob4kI647q
nbPqC3CQGeLnIjyA+i1KIVB/3b/ljHdVOO6vXitJBNHxvKekDC1RWMyfF++8Fx3VzXV6vq1mj/dT
RwN+5b7UvDiR++6fvRXHdVRX1Brh4BPFzjRJCfRalHLAf7t/yDjuqnBdXs31fjNGPrMJnjrC2yjh
sf33X94Md1d9avfQ9b1o+PrehT0Wry9b0a/33Tl+GO6tS3V9HDdyGaIizr6g9Ft6RiT4f3vg2O6q
rPqC3CQGeLnIjyA+i1KIVB/3b/ljHdWG6wEm/M3yfcTyKblI9VjjjUEACNCjOKrJTlt+0v09MQpZ
/hQwqxnkfzn5hia2jhWN9OImRUBkLSAVZ1RWY8VUUZjT2ygH1F2moiBpsZu/q+H2/oVD5z1AxxtN
5M1YzGUxuFS0dUAcJz5euGIKHkKL86Ze6tNNPk0rUbd7m50KWyk9Z0aG7tYzKzIQfU/dGYFWO6tX
fFUSbLQCGB05CH+0Pqjb7U3/AHfhitt/VNBqG/R6VGwP1Rq0P/PP2xW1J4vLEdC9lClHoK2pFHYV
pun2jyxW1Q2fl88gdOQ8vtj6o29RTf8Ad+2K239U0Gpb9HpU7E/VGrQf88/fFbaFloACgacgCfZH
1Rttqbfu/DFbd9T0ClP0clK1p9UbrWtf7vxxW2/qmg1Lfo9KnYn6o1aD/nn74raz6r5dQqPqEakK
eI+qEUUUrT4OnTFbbth5e4pcW1pHwJ5Ryx2xpUnqrKnWuKo1ry3ZSrJKysKMphlIIP8AscVUANLC
cBakIVKFfqz04tXktOHQ1NRiqn9U0Gob9HpUbA/VGrQ/88/bFbaFloACgacgCfZH1Rttqbfu/DFb
Wy2/luNGeWxiRKgszWpArUAEkp8sVtsweXVPI2MakkJU2pBJ7L9j3xW2xZaAKU05BxFFpaNsPAfu
/bFbd9S0ClP0clK1p9UbrWtf7vx3xW3fU9A+L/ccnxfa/wBEbfam/wC7xW1e0i0yOattaiGRgV5r
btHt1ILcV8MVYfqMGn/8rB8szjkuqn9JpEeC+m8AkJkDMXViy/sBValTWgO4CSz3ChisVjbReZ9Y
u1vVnurh7ATWqoVMKpIgjDMXYNyFTsoyvgok97l5NSJYo46rhv7fgqQ+aPMpvPRm8qXqQiJnNwk9
m6mRYzIEUGVD8R/d1NPj7cfiyxxF0fmrXTaRyv5U1ETGMPJAsliSreq0ZQFrhQTRfUr/ACkd6gKo
ebzj5lRY+Pk3UnZiwk/fWVFCniDX1yTyO/T7O/X4cVV182a0156A8q6l6NZB9aLWap+7d1UhTOJK
P6YIqvRh74qlV3Ba6pezXOo+QpZrlgxaeb6i7P6Q4L8XrHdqUXf7NK06BVAxWej3gBm/LWUL8ccn
qx2P2YWKqFVpdwxHw1AHH7sVZt+nrRRSSC7SQfbQWd04B7jkkbK3zU0xVv8AT9j/AL6vP+kK8/6p
Yq79P2P++rzw/wB4rv8A6pYq79P2P++rzw/3iu/+qWKoHU38s6p6Y1LTprwRBvS9bT7p+PMANSsP
fFUrHlv8thCIB5cQRAs4QaVcUq+zH+56nviqc2N9oVhAYLGyuLaEnmY4tPukXkaVNBD1xVE/p+x/
31ef9IV5/wBUsVd+n7H/AH1ef9IV5/1SxV36fsf99Xn/AEhXf/VLFVC+1DRL+1e0vbO4ubWWnqQS
2F06NxPIVUw06iuKpTDov5fwSRyw6B6ckTLJG66ZcgqyGqkUh2oRXFU9/T9j/vq8/wCkK8/6pYq7
9P2P++rz/pCvP+qWKu/T9j/vq8/6Qrz/AKpYquj1yyeRUWO6DMQAWs7pRuabs0QA+nFWL3+o3aee
vLWmidY7K5bVJZYGoTK8LEpStDVD8W1e+AJLN8KGD6fDbJ558yNCYwXOmGVUAry9Tfkwbr/k8e/X
fYFIRcv5eu8KQJ5n1yKKM8kCXMVa1DCrNCzGjLUAn26bYUL4vIk0FpHaweZdZjjRg3P1oWkNEdac
2hOxMnI+6r9Kqmv5eOgonmfXQvIuAbqJyGJJryeFm25UFT4YqyC0sby0tYbWK8MyQqF9a6UzTPTu
7ho6n6MVVfT1L/f8P/Ilv+quKu9PUv8Af8P/ACJb/qrirvT1L/f8P/Ilv+quKu9PUv8Af8P/ACJb
/qriqXWs3nB9Sliubezi09S3o3SPI8jAMeNYjxpVevxbe+Kpj6epf7/h/wCRLf8AVXFXenqX+/4f
+RLf9VcVd6eo/wC/4f8AkS3/AFVxVsx6j2nh9v3Lf9VcVa9PUv8Af8P/ACJb/qrirfp6j/v+H/kS
3/VXFWvT1L/f8P8AyJb/AKq4ql2sy+cIEiOjwWV85JEyXDSWwUU2Ksvr1367f0xVV0uTzPNCzalF
aWcoNFSIvcAjx5ExU+7FUZ6epf7/AIf+RLf9VcVd6epf7/h/5Et/1VxVv09R/wB/w/8AIlv+quKr
okvAwMssbp3Cxsp+8u36sVYLqTwR/mR5WZi/quNWThGkrkjmeLSFPgVFqd3HUjpvgCS9AwoYNaTO
fzC8xRskdAml8JEhCvQSCqyThVL/AGqqrE03oewBSE1guPJlw0Yg1sStMA8ITVZm5qx4qVpPuCwo
KYUIPUfLsdxeRyWnmi6s4rj4be2W6eQO3EH4C8vJuvL6fliqHby7xuYg3nG5VjCCbc3Jo4qT6qgy
8hUHxpiq6Lyff3YEtp5vvZIzxNYpS6leIHUSH7TCv4YqyOPy9ZrGivPeOygBnN7dgsQKVoJe+Krv
0BY/79vP+k28/wCquKu/QFj/AL9vP+k27/6q4qx1vIWtrPK8XmrUPSeJkjjlaR+EtPhkqsiVoeqn
r7YqmGl+UJ7aeV73Wb+/jdQIomuJoghBNTWORSa174qmX6Asf9+3n/Sbd/8AVXFUrvNN0i8gjWw1
ya2dnKpLHfzS8itYygDTEEh6fSKYqgLXy4tldtPqPmy5ntoFMs9s9y8KhGDBWZxNyVfiFDXemKpr
CvlaZ0WHVXkeTmY1TU7hi3pmj8QJ9+JND4YqjRoNgQCJbsjqD9eu/wDqriqXat5QmumhNjrN/pwj
DiVUuJ5RJyoBX1JCRxoaUPffFV2leUprb1Tf6te3/M/uwbi4hCCrH9iXfYgb+GKph+gLH/ft5/0m
3f8A1VxV36Asf9+3n/Sbef8AVXFUNqXleK5spYbW/vrK4ehS5S7unKEMD9lpeJr0xVD6P5SmtBL9
f1i+1IuVMZe4ni4UrX+7kANa4qmP6Asf9+3n/Sbef9VcVVbbSrW3lEsb3DMtQBLc3Eq7+KySMp+7
FWG39+Y/zK8sWTBQs6atJG7ChJjZuaqamv2lJFB4g9cASWfYUMRMFhB5q16+luI7ZvRsGkmkVAih
HLLyYMGNWHenX7wQkIWXQ/y7e5aeVNAa5m5RvI9vD6j+mFVlJMtW4qqg+1PbHdVaHQPI8SW8kMWi
KtrJ6tqy20fwScoRzT95s3JYd/8AU9sd1Qk3l78spYn9SPy68VvHzlX0ICqRw/HyYCXYJSu/THdU
ytU8saYXW0vNM0/6w0ZcwL9XEpZQYzVJkD/C4p88d1RD6ppEYiL67aIJq+kWmkAbj1oTc9sd1Wrr
GjNDHONetDDKUVJPWkoTKaIK/WOrHpjuqJikjmFYL711pXlCt1Iv2iv2kmYdUIx3VCJrWjSMiJrd
u0shlVIQ85kLwLylT0/X58kHVaVx3VEXN3bWhj+t6itqJWCRtOt1ErMxChQzzKKksNsd1dYanaXJ
ElhqcV4AXUmFbi4UGMhWDcZnAoT3x3VJZ9N/LxDNHcpocbCeOG4imtEVhPtJEro8gIb4QUqPljuq
rfeW/JUcc+oXmn6WkUSMs94+nFUVECxsTJyoFCwqta0oo7DHdVG08vfl5c3RWytNFu7mNVkYW9is
7Kko5qx4O1AwkqD747qnLX1hHOtq2pwQTqYYltSJ4WHqnhCBH6ykBiKLtucd1bnure3gW4uL/wBC
3alJpUu0j3FRVmlCj6cd1Q669oLQRzr5gszDLGs0cnrSUMbjkrH/AEjYFd9+1T2OO6qr6ppKRxSP
rlqiTMqRM0sqhnY0Citx1r2x3VWsbiz1CSSKw1e3u3iAMiwSSycQSQK8bg91OO6oz9G3n/LUP+nj
/qvjuuzv0bef8tQ/6eP+q+O67O/Rt5/y1D/p4/6r47rsujsb6Nw63Kkj+ZZmH3NORjuuzEtVt7iH
8zvKiSzFovq+puiK/poZXHJyY6kt8LADc06/NAVnmFDC9Kht7v8AMHzTbXMSTwGCxDRycpUNEJA4
uojFDvQV+fYKp2fJnlAzrOdDsDMhYq/1aGoLGrEfD1JG5xVFHQNBKcDptqUIIK+jHSjFSwpx7mNS
fkPDFVIeVfK6xtGNHsRG6em6C2ioyEFeJHHdaEimKrpfLPluaCGCXSrOSC2obeJ7eJkj4jiOClaL
QbbYqsHlPyuIoof0RZGKBSsKm3iIUMKMBVe46+OKrovK/lmJeMWkWUa1RuK28SisTFozsvVGJK+B
xVEx6XYRbQRegtKcIGaJepb7MZUdWJxVDr5a8vKUZdNtlkjMjRyiJBIrTDjIwkpzDOPtNWp74qlG
s6npNvfG3utEvdTNqfUSQRrcxqUVJRIglk+EqzKA3EEN7b4qhIdf8s2V1Da2uiXdkJYpp/UtoVt4
qiV0ZX9ORP3kjQFkBG/34qtj1rylMzs/l6Z5HlW6meS1hlczwoGjkkfm5MgCqI2JqaDjXFW5/M+g
XUE1tNomo3FtIJvrNq8QeEhS/NHjaXgQ3E1UjofiAGKp9o9to91b/XLTT208lpISvp/VpSIn9Lf0
yCVPpjj7UxVEvoOiySSSzWUM80yiOWWZBK7opqqs78mKg7gVpircui6bNEsM8PrwL0gmZ5Y9hQVR
yynbxGKqDeVfLDQmBtIsjCeX7v6vFx+MAPtx/aoK4q23ljy0yxK2k2TLAeUINvEQjGm6/D8J+EdM
VVLTy/oNm0j2em2ts8wVZmhgjQuqfZDFVFQtNq4qiP0fYf8ALNF/wC/0xV36PsP+WaL/AIBf6Yq7
9H2H/LNF/wAAv9MVbjs7ONw8cEaOOjKigjt1AxViPmNbVfzM8oOUj+syRaigkMjJJxSAGgQCkg+I
/aPw9RirNMVYnpLSt5780JE4WRYLIIrlWAYxsQ9NpAhrSn2aqSNy2KqVpZ+cpNP/AHPmu0nZkZbS
7+qxSB+Iosj8HVXqoLOEC79DTFVaWw81xrP6nme3iadGjiJtowI5GJCsoMm5DbAH6a4qitItdSih
CXuqpq8u6Lc+qbZjR22ZIB6ZYcgpIArTpiqFvDq89y7aTr9vbpbN6d1Zhfr7Kzsq1Y8hIGDJxVaU
+Jq9qKqMlt5xErGTzLFDbMFCmXTzEQ9SWo7Mq047KOu3U4qqT2nnmWOVrDzDYlmi/wBDDWysrcov
gkdlbu3xfCOPtTbFVG7tPOcaNXzfZwOw4xtJaRcQQnImhkBLbFutOPY9cVRMun+cZNRnmi8y2yWg
DiG2FqpKAlmTmfU+IqpUV26e5xVcLHzgb1ZR5jtfqqyIJYfqikkI/wC9jDCUcSfsDYlfc4qtbT/N
Edw0qeaYvSMcyJDNbQsoaSFUhfkrRsSkqlz2YErQbHFVaa180K886a7bKjPGVikhUpGiSVmHIMD8
Ue2/Tx32VQ0dj51CqD5osyUNZh9TU7CtQD6vw/Eyg1rttsTXFUTZfpCytl/TmrW15dBKvOsjWCUU
sSRGrOKb9a4qirp5jpMottThsp7tlayu3k+soq8A54+oU51RGbr03xVL9PsvN8MkEN35ltbiRFCy
oLVFZyiKshIEla8vi26V6dMVU5LHzmVjZvM9unptb+p6Vkjl6QiOYBeZI9Sb41G/Hpv2Vc6eaYoL
p7rXPheKcqI9PdWSkMnAxE7llNHINeRFBStMVSS38zazIEVNflDsX4LPo83MAyARiThxXkqqytTY
k7caUxVVbzTqdvcTGTXnuIkjcLFHpMxdOUs1qkkhHWk8dfsjkq/Dsa4qhLXX9cu2iso/M1zHfev6
ZmOjSiJvV4iKNq8lVlqCzc6bnp2VZNaaJ5ks2abUdeN9DRAVkAtVqsib8o+nIAg+NcVTa2dHuouE
0exJZVunmLDiRTgwp74qxzzDNGn5peUYlIE0ttqJdTCGrGka7+rzBQqzUA4EEM247qs2xVjFhcyX
XnfXbOW4EltDaWqLaqYqpzDlixQ+r8Vdg42/ZO5xVEjyH5NUOBo9qFk5Bl9MUo9KgDsNugxV0/kP
yfPcPcT6VBLNIWZmcFt2kaZiATQEySMxp3OKrbb8v/Jlqwa30i3jIZXBCnZk4gU38EX7sVRdp5X0
GxaV9Os4rGWYqZJLdFQnjJ6oFKFac6mlO58cVV7zRrW+h+r6gTeWxIYwShOBI6EhVXpiqAg8jeUI
BSHSbZNgKhN/hQxjfrXiev8AHFVN/wAvfJboUk0iCVSYz+8Bcj0VCR0LEkBQo2GKpLf2P5e6RqLa
YdBeSe5jdZTb27yh47kMJAzKSTUFqr1p0G2KoCXWfy0W4kE2hXAlmdZZT9Ud+Z4pMHYoWDLyRRU7
FhtXFW1tvyyfUYoT5dkZrqeHhK1uzRpLIBBHUVb0qIaMtBx35AENRVRtJfypOnXDw6CyQWvK9aAx
gM7u6ozoPUo5LSA9fcYqioj+Wd4kc40IkBhKlYACHRUlQUDfaJKKB/NxrTbFURp195EuLG20y20K
ZdPll4Rxm3/drIwReRoxP2WX4h8q8tsVZIfJnlZl4NpsLRkRBoyKoRAhjiDITxPBGIWo2xVSPkPy
gbi4uDpcLS3TmWZiCauzciwBNFJI7Yq1a+Q/KVnPBc2Omw2lzaqEtp4lo0aqWIC1qP226jviqY3e
lm6t5IZLuYB0dA68FZTIjR8lKqpqA+2KpM3kmfmSnmHVUTlWOP10YIorxReSGoXl1arH9omgxVu1
8l3Nvfm7/wARarKoDKlvJLG0aqyBAN4y7cacgWYmu9cVQ8P5ecbCK0n8wavcNCs6x3bXAScGdY0B
5xqoPprF8PIH7RrXFUTpfkmOwvJbptVvrx3NY/rMokKfGHFKihpxoKjpXFU9Fo3qxu9xJJ6ZLKrC
MCpUrvxRT0bFWI+YRBH+aPlW4uJ41Jt76C1hPAOXdAXYl1Jp8KqoRgSSa7YqzbFWI6dHex+dfM8w
+09tbfVZZqLGOMZ+GiktwDbliO5HbFXWt750S3j+sapocjOvOKYCYCVQSWYUkUAcCrbV/jiqo1x5
/Ziq3GijhFHVgZ/iuAsbSqVJPFDybj1ahXFXQ3nnm3uozqd1okdvzDTRq06v6KRky8Gc9Q29SKBc
VZAtxduAypAwNKETEg16f7rxVT/SD+oI623qEgBPrG9SCQKcPAHFV63VyxUKtuS1StJya0oDT932
rirVveT3MQmtxbzREkCSOcspKkqwqIyNiCDiqrzv/wDfMX/I1v8Aqnirud//AL5i/wCRrf8AVPFX
c7//AHzF/wAjW/6p4q7nf/75i/5Gt/1TxV3O/wD98xf8jW/6p4q7nf8A++Yv+Rrf9U8Vdzv/APfM
X/I1v+qeKto94WAeKNV7kSMT9xQfrxVWxV2KuxV2KuxV2KuxViesadan8xvL+oHmbn6tdwqBJAiB
QvKpR/30h+KlI9l6tirLMVYVbxmLzf5xmeJ7yD6lat9VZXIc+jJzhRjVKMFX4QK/FvsRiqKk8keR
JCxk0guzt6kjmO5LM1FHJm+0T8A699+uKqZ8gfl+bVbX9DkWyqyekI7kAq4jDK1PtAiFBQ+HucVV
5/JvkeeZ55dJLSybu/pXAJ+4Yq0vkvyKpgK6RR7ZleB/SuOSMsz3AIanL+9ldvmcVUZPIH5euhQ6
IApZXoIrgUZG5qwoOobf54q3YeQ/IVg8D2elPC9tT0WVbuo4hAK77/3a9cVTu2g0u1tltraKeGBG
d1RFuV+KVzI/QV3ZifbFVT/Qv+Xr/p6xV3+hf8vX/T1irv8AQv8Al6/6esVd/oX/AC9f9PWKu/0L
/l6/6esVd/oX/L1/09Yq7/Qv+Xr/AKesVd/oX/L1/wBPWKu/0L/l6/6esVd/oX/L1/09Yq7/AEL/
AJev+nrFXf6F/wAvX/T1irv9C/5ev+nrFXf6F/y9f9PWKrRPDFc26wx3EhmkMbF/X4ovBm5H1Bx6
rTen37FVIPMKI/5jeVXEImkghvzUSKrRiRETmUb7Q6igNep7HFWYYqxvSZIm87a4oB9RIbUFvSVA
aq23qBi0lKbVUU6DvirJMVdirsVdirUjqiM7fZUFj8hvirBf+V0+Rv8Af0//ACJbFXf8rp8jf7+n
/wCRLYq7/ldPkb/f0/8AyJbFXf8AK6fI3+/p/wDkS2Ku/wCV0+Rv9/T/APIlsVd/yunyN/v6f/kS
2Ku/5XT5G/39P/yJbFXf8rp8jf7+n/5Etirv+V0+Rv8Af0//ACJbFXf8rp8jf7+n/wCRLYq7/ldP
kb/f0/8AyJbFXf8AK6fI3+/p/wDkS2Ks6jdXRXX7LAMPkd8VbxV2KuxV2KsJ8wm6X80/KfCJxbvb
34mnDuEYiKqqUWqnj1+KnXapxVm2KsX0yGO186eYbgpIsZtrSRpDP6kZ2k5cIONYz8O55EN4Duqy
H6zN/wAskv3xf814q76zN/yyS/fF/wA14q76zN/yyS/fF/zXirvrM3/LJL98X/NeKrJpp5IXj+qy
jmpWtYu4p/vzFXjn/KiNR/5b2/5Ex/8AVfFXf8qI1H/lvb/kTH/1XxV3/KiNR/5b2/5Ex/8AVfFW
SQeSPOcMSxLqUTKvHjzs4W+wFCnefsI0+754qh1/LnzStolouoIIo4/RX/RYyQgAFN5/8nr1+4UV
VrnyH5suT++vo2WgAT6uvGgYvuPrPxfEf2q06CgJqq1deQ/ONzC8MupIUkjMTD6pCTxKFDQmckVB
3/piq6XyJ5tlnhuGvo/Xt3V4Zfqy1BVCg2NzQ7MeoxVbN5D84S2UlodTASX7brbqHJ9IxV5fWP5W
xVj3/KiNR/5b2/5Ex/8AVfFXf8qI1H/lvb/kTH/1XxV3/KiNR/5b2/5Ex/8AVfFXscM08cKR/VZT
wULWsXYU/wB+Yqv+szf8skv3xf8ANeKu+szf8skv3xf814q76zN/yyS/fF/zXirlum9REkgki9Ql
VZuBBIBanwsx6A4qxbWbSKT8zvLtxcvGogsr0WKM8XN5nCCXghZZPhi+0QrdR03qqzDFWJwSRnzR
5pjHD1FtLZmozGSjROF5AsQF+E0AUd8VRepz+fEvJl02106SzIf0JZpJVkVgq8OSAUarcq0YeHvi
qHs7v8zKn65p2lUVnp6NzNVl9RAn2o/hIj5k9amn2cVVZbn8whKDFY6aYlYFlaebky77BuHwHpvR
unvVVVltefmJJpsks+n2FvfelE8Nv6ryD1GCmVHIKgcPiGzEHY1xVkLXEqsQLaRgOjAx0P3uDirX
1mb/AJZJfvi/5rxV31mb/lkl++L/AJrxV31mb/lkl++L/mvFXfWZv+WSX74v+a8Vd9Zm/wCWSX74
v+a8Vd9Zm/5ZJfvi/wCa8Vd9Zm/5ZJfvi/5rxV31mb/lkl++L/mvFXfWZv8Alkl++L/mvFXfWZv+
WSX74v8AmvFXfWZv+WSX74v+a8Va+tT1/wB5Jfvi/wCqmKt/WZv+WSX74v8AmvFXfWZv+WSX74v+
a8Vd9Zm/5ZJfvi/5rxV31mb/AJZJfvi/5rxVZK7PJaFo2jPrH4W4k/3T/wApYYqxvXJlH5j+Wolg
jLtb3pe4dW5hRGOKowYDrWoZT12xVl2KsR0pYZvPXmm3Bcc7ez9TfarxMlQCtRsvjTFWT8L/AP39
F/yKb/qpiruF/wD7+i/5FN/1UxV3C/8A9/Rf8im/6qYq7hf/AO/ov+RTf9VMVdwv/wDf0X/Ipv8A
qpiruF//AL+i/wCRTf8AVTFXcL//AH9F/wAim/6qYq7hf/7+i/5FN/1UxV3C/wD9/Rf8im/6qYq7
hf8A+/ov+RTf9VMVdwv/APf0X/Ipv+qmKu4X/wDv6L/kU3/VTFXcL/8A39F/yKb/AKqYq7hf/wC/
ov8AkU3/AFUxV3C//wB/Rf8AIpv+qmKu4X/+/ov+RTf9VMVdwv8A/f0X/Ipv+qmKu4X/APv6L/kU
3/VTFXcL/wD39F/yKb/qpiruF/8A7+i/5FN/1UxV3C//AN/Rf8im/wCqmKtCC5aWN5pUZYmLKEQq
alSu5Lt/NirGtajVPzF8uTiG05yW95E1w6E3ZCpzVI5AmydSVZ9+oG26rLcVYrotyW/MHzHatcyy
vHb2MiwO7GOOORZAFSOnAfEjMWG5rv0xVlWKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2K
uxV2KuxV2KuxVimtwA/mD5am4Afur0GVSAxKxUVGFKlfjJ69e3fFWV4qkGl6Tfw+a9W1OUuttdpE
kcdY/TYxgAMKEvyp1rT6cVTa6vVtUeSWNhBGOTzFolQDxJd1piqyHU0nQPDE0qNurI8LAg+BEmKu
XVEaVoViYyrXlGHh5ClK1HqV25r94xVY2s2ytxZaMHERBkgB9RlDhP7z7RVg1PA1xVUTUObmNIHa
RRVkDwkgEkVI9TxGKotSSASKE9j1H3Yq7FXYqpyyyIQFheWvdCgp/wAEy4qhBrNsRMQu1uSJz6kF
IyteXP8AefDSm9cVdLrVtEQJR6ZLiMBpYBV2XmF3k+0V+KnhiqFPm7QlpW6gFdxW5td6kD/fviwx
VG22ppdQrPbRNPA9eEsbwuhoaGjLIR1FMVRUbMyBmQoT+w1Kj/gSR+OKrsVdirsVUpJpEaiwSSD+
ZTHT/hmU4qho9XhkAMaFw3LiVkgNeDcXpST9ltj4HFVN9fsUhM7lVhChzKZrcKFYgK3L1aUJYUxV
SPmnRwATPFQ9D9YtqbU/4t/yh9+Kou21NLqBLi1iaeCQVjmieF0YdKhlkIOKpbfadq915s0i+jYw
6ZYwXBuIizfvJZ1CopVJFWsfGtWRxvtQ74qn2KuxVKtY1by5Ex0zVbqCNp4+RtZXCl4zyPTuD6bf
diqQzaV+WAuVVvqy3QlS4VkmcSc+SyJ8SPy48uJC14+2KorTPLHkK9e+uNOhiuDckJeyRTSsCS63
KqaPRTyKttSnyxVWl/LrybLFJE+n1SUFZAJpxUFVQ7h6/ZQf5k4qi9P8n+W9OvY76yslhuokMUco
eQ0VqctmYippueuKpxirsVdirsVSO98keVr24a5ubFXncsWkDyKSWf1GJ4sOrAV9vh6bYqsTyH5U
Sy+orY0teSP6fqzdY0Mab860CGlK0xVUTyV5YSJ4UsgkbhVZVklWoSUTL0bs6L9AC/ZFMVTiCCKC
JYol4xrWgqT1Ne+Kr8VdirsVdiqz1oyNuRB7hW/pirFV8u/l43GFVjYcFEcP1iYgKWDgonOg5MAS
wHxd64qvtdF/L+OGZIFhaKUKJgZpJAVV0dVPJ2ooZVoOlKDptirv0R+X0svqKIObuXASZwOdVY0V
XA29NdgKDFU+tLrTIwljbSLW3TgsCksypHRNxu3w7DfFUUsis3EVrSu4I/WMVXYq7FWPazpemXM8
13exRyyLJHZIHWEExzcB6YZ0blVpTRSaE+GKsK/xJodteLIun2CSQ8itx9f0xXDgFkAqgcmSVaDx
O/jRVGWXm9dPgmS1sbWydnRLa1XUdLjaahiRQQq/C/pMzAb7L1+LFUfB56upIJJCIQ0RQOo1PT2H
xh6/EFpsVQe/L2xVRX8wb5xEyQxOjtIshXU9OJHpR824rx+I9Nttt/Cqq3/lY8glmhPoCWKISqn6
T04FiW4laFQRSjde4oaYqrxfmCHuGj5KsRDm2m+v6cfWCnivBBVyWNNqd8VUZPzDvCHa0iiuI4wH
b/cnp6uIz0YxhGbfeg61BHzVdJ+ZFJbhI3t5fq5NVGq6Yr8C5RGdGAKFlHKh8abnbFU1sPO2iyCV
NR1eDTrqHgTA93ZSVjkUFZAyD7J5dfpxVGP5r8rJCkzeZrYQymkcv1i1KMTTowWnQ1+W+Kr7HzJ5
c1C8WysPMdveXbglbe3ntZZCAORbiisaU79MVTf6tN/y1y/dF/zRirvq03/LXL90X/NGKu+rTf8A
LXL90X/NGKu+rTf8tcv3Rf8ANGKt2bu8NXbmyvInI0BIR2UVoAOgxVC6heXlvpTvp0Ud1fIiiG2k
kESsSQDyY9KCpxVgX+G51WGH/B+mygCKrfWFSKMMUeQLVncOrIAWVfiIBrirbeUprqSC1uvKujjT
qcWrMaxc2LSNwU0YMyxngPCtTsAq4+W7lOUMXlHS2hmt4jO0l0GBlVAwjAPIlYnYqp26V+HbFU10
W31611s3r6Dp1q945S9u4bsl/TLlmZgR8R4hOIp1qNhQ4qzMOjTLxYNRWrQ17jFVTFXYqxnzXNaQ
6dPPdzJBbw6haSSSyTQW6BVMJPN7j4CKD7OxboCOuKvPHuYZL+4uEv0aMKIA51HSXJkeF5I4GLQc
zxlNY+TGhqTRKjFWvrN/BfS2v16G5uZn9K0X9JaMHUmaJYxFE9sWQcYePGp+0y0YhDiqouorbWkU
6XqNCkarazDUtGEdwksHAtI3oAqIJ4+IYVNRXoGXFVK01SWwmWRdUia2iZeUEmpaOIxKAjOObQKV
ZwOLL+0PiX+Yqoq7eaJVb6yZC6ssVy2oaLH6zRovNaNCVYj4T0opkFKA7KoaS6pdsdM1KG8hVzb2
8sOp6MtXuOYjZB9WNJP3XOMfzqBU/Hiqn+l724LXNpqCxNLCzNGmpaQrlYYQQ8iNbOV5emX2Q8eR
+EVNFUTbTSLPHJ9ZWQ3MzT3Mq3+kPLGsbGWUKiwcm+CNpWRa/ZbfFUNNfSXUc0kN/F9V5P6vHUdJ
keCMEfAR6DyAR82/a5LT5Yqq2OqW0lsIL67iniiVnmla90WZlVjGsfOOKEKIuYClmX4dt8VVH1Ke
r3ENwIUsZEVr2C+0R2hkmARI3Igf0xyPGpptX6VWVWP5hSLPY6asNreyMtvHPcrqlkz8pAisfTVu
TEOxHblTbFUw0r8xtCngX9Jz2+n3xjM/1VLhLoGEIJPVWWIcWUruKdRiqfaVrekatHLJpt3HdpA/
pTGJg3F+IbifD4WBxVG4qoWP9y3/ABlm/wCTrYqr4q7FXYq7FXYq7FXYq7FUi1i9eG3vVt7a31C4
+sRVsriZIQUKR8mq4YVVdwKb4qk1pqmpevBGPLGn2tq9yVum+u2xKxinGdVRPiPxN8JodvfFVq6z
qbxSSt5Ts0uI2SSJGvrM8m9VFLBguxVGZwT4U74qqT6td+uY18r2csEXL0ZjeWY+yxKcUI2r167V
xVDprOrNcLC/lKxFgFLA/XbMsJQpYfBSlC4C1671xVUm1zWP3Ii8r2UlCBNzvrVOJIO6fC1RUD+m
Ktw6xqENoWi8qWcUq8ZIrdL6zUeoGA+JgtFIDu1RX7ziq6DW9SU3IXytaQrCq/VqX1mPVJIQqAq/
BRCTv2FMVWw6pdu9ujeVrKKA3EaSE3dmTHbyI/OUKBuyMFqvcNt0xVbaa5rJ5Q3HlaxjYIjSSJf2
pidnLGQL8HL4aftLvXtiqpPrWro7rB5asngLKsga9tlZ4niYvQcSOSyBVoxoQa12xVNNFuNPvrBL
nVNLtdMvZAPVtXktpyvRqepHsaED6RiqYqvl9JBKgtFkFAHHphhQgjf5qDirY/QAdXH1UOq8FYen
UKN+IPh7Yqugm0aCvoPbRcgAeBRagEkdPdifpxVW/SFh/wAtMX/Br/XFWtPZWtyykMrSzFWG4IMr
YqiMVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqnKtySPSdEHfmh
b9TLiqW6xqs+lQRz3BMqSSrFS3tZJmBYEglUkLcfh3NNsVSc/mBpwCNzuDG6u6uNOuiOMfEsaV5U
o9a0xVES+cbaK+NozyNRUYXEdlPJCVkXnXkjt9kfariqm/nrTFgjnFxI8chiCcLC6Y1miWdVKg1U
+m6lgfs96Yqmuj6nLq1il5bScI3JHGe2licEdRxdxX5io98VR3C//wB/Rf8AIpv+qmKqlJvSpyX1
afa4njX/AFeVfxxV/9k=
uuid:3c20e690-5996-44da-87b9-8a3be8502955
xmp.did:aaf64bfc-8c70-f04e-93ce-e61f936324d0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a8839220-68ce-4f29-bf01-07f23937dcab
xmp.did:08e8355f-566d-ef48-baab-4d34224f91fd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:E70296EE38E8E611BD59AB7EDF08040D
2017-01-31T22:43:09-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:aaf64bfc-8c70-f04e-93ce-e61f936324d0
2019-12-06T15:58:50-06:00
Adobe Illustrator CC 23.1 (Windows)
/
EmbedByReference
Z:\formatos SARTET 2020\afiliacion\cintilla_formatos_2019.psd
adobe:docid:photoshop:bbfd6c51-fe17-11e7-af92-a58b48b07d87
xmp.iid:ce311126-bc8d-584a-bbe8-b06ad8e32df4
Z:\formatos SARTET 2020\afiliacion\cintilla_formatos_2019.psd
adobe:docid:photoshop:bbfd6c51-fe17-11e7-af92-a58b48b07d87
xmp.iid:ce311126-bc8d-584a-bbe8-b06ad8e32df4
Print
False
False
1
21.590000
27.940000
Centimeters
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rojo CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarillo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cian CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
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=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 438 PC
PROCESS
100.000000
CMYK
75.000000
68.000001
100.000000
10.000000
PANTONE 439 PC
PROCESS
100.000000
CMYK
80.000001
73.000002
100.000000
20.000000
PANTONE 200 PC
PROCESS
100.000000
CMYK
0.000000
100.000000
63.000000
12.000000
Grises
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
Brillante
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 15.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 12 0 R/TrimBox[8.50389 8.50389 620.504 800.504]/Type/Page>>
endobj
8 0 obj
<>stream
HWۮ$9|;+B>Xiz_""Ӯ35 eH}Uvڕ?|~to?^/[~|ݟo[z-z