%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 60 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
tabla_harinafeculademandioca
2014-08-05T09:17:46-03:00
2014-08-05T09:17:46-03:00
2014-08-03T23:55:32-02:00
Adobe Illustrator CS5
256
192
JPEG
/9j/4AAQSkZJRgABAgEAlgCWAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAAlgAAAAEA
AQCWAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAwAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8Ak+h6j5ItfLDRataqdSns
ZFs5Wt3NZ/VvVDh+NG2aJag9QP5dt9khkM/Sdr7/AOr+1xYmNbor9O/l9b6peG8070Z49TupI43t
lCi0+qOkC+kYgi1m4lVaI06tXc5Dw8piKP8ACOvW9/s808UbVNS1j8q/X0p7UREWt4JtQVLWQJLC
scjBFEi1I58UKt1rU7VOMMeejfUbbqZQQT3vkm3NQsRspDCNPle1kPxRxXMc0js0VZE+sNE5X4vh
otNqCfDkPv67+79FrcUbqV95Aig0eVNONsn6USa4kmtZFV7H1J5AlWU86QzQswBNVK9abQhHKTLe
/T39dv02pMdl8uufl+JovqemqscGoWlzcepZep6enG1ijl9TkjVX1X+ljyHUHAMeXqeh69bKeKKE
l1fyJ9U0x720RWe0tfrIS1MRlZZ7QzuhRI1IPp3C8hvsw5UKgSEMtmj1PXyNfoRcVulan5E9IfXb
eO8uYPqklzdW9q4gVU1OVrmRkCJRGgkjG6dCEpXbDOGXoaG/X+jt9v61Biq/pX8sZrnV+Bhtorjh
+jfUtpCsQWw9HfgjsCbiUsaA7py68ajgzAD7d/6X6vvW47vNWEqmhqK7jqKjx3zYNDmEysFYMGNK
Ka136Y7JT3yLzHnXRFaoIvoAQf8AjIMp1P8Ady9zKH1B9TZzLmuxV2KuxV2KuxV2KuxV2KoS5iim
voI5kWSP0pW4OAy8g0YBoe+5xV846H+c3may07RbjXbCG9mj07UNTu0WGCBL+3PpfVJBIsJ9No39
ZGCKPs71rhVlvmj827iw1AyaXoOnT6Zp9/qtleiScK1yum6ct9yjdYHEZYMaD4qkcduVQFQt1+ZX
mb69K8GhWVqZLzQIksLueFokg1YzdJYrUOjSCNebMz8P2RsQxVFeW/zfsm0fSnvNFW8rBYyareSy
WyXAOpXL28PoQRwRLccStX4KlB2OKsk/L/8AMC1813tlbXPlyDTRqWltq9lIsqXHKKOdbeRHHpRc
SHcU61HhgVhHk/z5r8Gjf4g1yO61NbqeWx0+0ms7C3sJpzdvFGLeazimvndI4W5L6J6NsaA4VZDo
P5w6ZrgtjZ+W7aNf3K6gbq6t7UxSXN1LaRrAJkT1xzgJb7LUIAUt8OKpRoX50zx2+lx695btHa9n
lS41C1krFFH9feyj5oLdgjh1p+8dFYUYNViiqvbP0Zpv/LJD/wAi1/pgVD6jp2npp9yy20SssTlW
CKCCFNCDTFXgeiebNWttEbT7bRprlIIGgkuEL0WpupFZgqNTi14GG/7APfboMmCJlZlX4H6vtcSM
iBVI+4/MPV4p4bmXQHt2+tTOslXRpGkv4rtoi5j+IhYDD8j07ZAaWJFcXT/e1+m0nIe5dL5u1O5v
lFx5ZmNzJbWULrIJXDiyuRK88kXpAvzqEJ6jx3xGAAbT2s/aOSeM3yUr3zdIFvLSx0CW6it4NQtp
L26Ms0pW8lr678o19PiYmPHbct0NcY4ORMq5bDy6IM/JEWnn7X4bHSuflyaS00u2jhSUCRQ6R/Vn
Vy3psPt2lT/ktTtXBLTRJPq3J/X+tIme5DP5s8xpbRJN5enZI0ijcTLKYpGjNmE5IYx1+pUpX/dh
+mXgQv6vx6v1/YjjPcrWvmnX7dv+UWuZ/igb1Z1keYiC+lvN5PSFS/rcGNO1e9BGWGJ/jH4Fd6eM
9yF1nzDrF1pt7b/4aubX639a5zkSkILu6huAFBiWgX0KUrQk8tsnjxRBB4gar7AR+lBka5MStNJ1
iHUIg2mXEkkTLM1uYX5FFYdVKnY9OmZUpxI5hrAN8mTajc3dzqGm/wC4e+K24cy8rYpK3IBZJUVd
ufJ+VagV4jbMeIAB9Q+bYTuNkba3MWneY7G807QtVazs4HjFxcW4NyJZK1kVQpT4CTxDMevyysx4
oEGUbPnsm9+RcrXOofmVo2pR6ZfWtsbq1R5r1G9SRw9S7txVR4ADsPoxNRwyFgmjyRzkDT6AzROU
7FXYq7FXYq7FXYq7FXYqhpK/pGCnX0Zv+JRYq8Z0VPPd2YrPSvL+iarp1vdXmnSX1yumSrp0EkUJ
NulvYSxhYuTMHiLmRurUBGFVl/a+eLLy9eG88i6Hc2kFzFI2iWWnQ37RyTqkfNbeKdObxQhVeu7A
8gyotMVVvMt952s5o/rvlPQBpOozaRbtHcixie6jFtyng4Xd1EJZLaUutvHVae4rgVH3lv5stPIn
6UvfL3lzy55i0goumy3H1WK1tYfWYt9XnJmWN2XiqqQqhjy5H7IVRMr/AJhaV5guZtG8saND5asr
d4NG1KCG2SQWjAS8eRvrcJF6g5cQqq5ArwH7wKoOZvzCcWvlyTyZpEumH0p5tOFpbSWsTSPymZgb
4Inxu7hvT5FuSqslDJhVQ1TRfzJEGkTaL5Z0yz1WwtbadoYrKxCW9xNLdNcx28ssvGMMeLP6cjkH
iafG2Kr7uHWba88nLY+V7K6e+uobrUtYh0y3uZIy9wolnkubci2gkkhVfUkjD1qxXjxUlV65LqOn
xRGaW6hjiHqEyNIqr+5BMm5NPg4nl4U3wKsvpYptIuJoXWSKS3d45EIZWVkJDKRsQRirw2z/AMH/
AFeFtR0/UoboWk/o3NvJG0c4CESsfUReFG+EcQy0Px983svEvYxq3G2Rumx/lhNqxt1i1mWSVijC
b0RHWS4MO5UhgA81d+3Wp2MJnMI36fwEjhvqo6c35f2sTXyjV5LTSWjmgj9G1DA3sMa8Zak+ry48
twq9R8VdzLxTt6bl7+iBw/JU+teSItRfU7U6w0iQzW3pzJDIJPrZkijZSHqioeQ+MbgD/ZCspFHh
/sTtd7qWtTeQbmwQLBqzzW9kAkSPbmMIgIo0/CZgP3FPs8VJ+yrFqHGMoP8ADz8/u+KJcKqZ/wAt
oJoKDWRLHfODJws+ckiPER6isObJyCkDjXrXfBWY/wA3l5p9Pmgdci/L6zgi05P00ZooYZAWNtwE
MqG4YMFpVxFcuFNKctgeNazxnKTfp+33foQeEbboqwvvy2sNRt7xDq/K0Mc1tCjW7iRYIuavIAFa
o4Fdmp4GhNIyjmkCPTv70gxC2S2/LJ9LXVHfWvTmkW24M9kJeSKp3Rj9mkCnw7DwCDm4uH0/b+Oq
PTV7sk8n6p5V0+K6udAt70vp9nNO1pfNFGpRp6OFeP1GJX02psV965RnhOVCZG56e5nAjo9F0HV4
tY0a01OJeCXcYkCVJ416rUheh26Zr8sOCRj3NoNi0D5r/wClP/207b/jbJ4P4v6pRJPcoZOxV2Ku
xV2KuxV2KuxV2KpfqVz9VlNz6Us/oWlzL6EC85X4GNuEa1FXalFHjirxSfyt5Uury2ubzQvOl0tt
NJL9Uks7cW0izJGjxSQoiIYz6QJAAJJNScKoDVvKPldNFlttP0fzRY30skIi1G+0yC8HIygujxyN
GJPrDn4lLbvxNDSmKp9oWm+WNJ0yHT/8MebLqCK/fVHV7NYw9xJb/V2DiFoy0ZXfgxNe5I2xVrQt
N8u6FZehp2gecUuFaJ4dQks4priIwySyqEaUOnEm4eqspG9act8VQUnlTyXKZDL5Z82yO4ulV30+
2Yp9cQpIRVPiYVqGfk2wBJCqAqgrbyD5Jt7b0BoXndwsU0MMrW0PqRpcIUlCOqqRy5EnxJ322xVM
30Dym3lCXyt/hzzctlcNDJc3S2NuLuZ4CeLSzcauSCF3GwA403qqh7Tyt5YtVi9HRPOSywStPDON
OsVdJSioGXjCqgjgGY0/eN/ec6CiqZy2HlWXy7Y6FL5V80SQac101tcvp1u04F6zvKrErwZS0lSp
SjcV58u6rL/L/mS3/REPl620HW7K3tLE28N3qNoIYwlvBxXm6txBIXstK+GBV3l/ytrU2g6bNH5m
v4EktYHSFFt+KBo1IVaxk0XpvmblzREj6Bz82sRNc0efJ+uEEHzVqBB2IKW3/VPIePH+YPtTwnvW
xeTNZijSKLzRfxxRqFRFjtgqqBQAARUAAxOoif4B9q8J71/+Edd/6mvUP+Atv+qeDx4/zI/avCe9
KNa8ta5penw/Vdcv7kRl/Qso4rYVMMEkyLGqwtQ8ogBRT7CuXY80ZHeIHz7/AHoMSOqUx3GrFvrF
zeeYreVFjiSV7K3BZp5I0McbNEhpydTQ0Jofh2y0iPICHzLHfzXtJ5yaax+rz+YDbXnpc3mit4pI
fUuGhf1YxC4HBFEn2uh349cFY974LHv7veu/mgmu9euU0bUIb7V7uG7Ek0SrBbyXUEfN4lmCpDJT
mnuB8VOVOs+GI4gREV76+9G+x3RU11qjwxCe78yyTsWljs/qNq0o9F4uL8WRehmUgioBB32yIEeg
h8ymz5qd5fecbUzxFvMk1xG8giMFvBJC6I7KrGT0QQXVOVAh6jffDGOM/wAz5n9aknzROiT63qF1
cLe6/qujW8SIUGopawSszeKtHQDrTftX2EcgjECoxl7rSLPUq831WTUdH+r+cDrbLqFuzWYltJNg
TVyIV5bdPpyIupXDh9J71+L0nNc2uxV2KuxV2KuxV2KuxV2KpTr0InguIWkmiEthdoZbYqJ1DBBy
iLgoHH7PLavXFXiNl+VX5Yzacl9FLrl7b3ElpBb6k0ulzK31cG2gtkfiYnRyyKYiCHKoCPEraZaZ
+UXkXTNchuYrXzC+qC9h1eFJ5LOSUizl5lBy/eNAZJU9SpJJCVauK2oaF+VvkTytq2gapqUesT6n
pqkWsd2bKK1mliVpWkS3Zqgp/efC+xHNiWqxVtTg/Jv8ub+kUcXmC8EEcXKKKWxCqrepJC/pwBES
omJQqBtuOrclbRp/KHRrfzZH5j0621uCaTVY9Xv4J4bWdJHinNwscNJI/R/eGhejNxqoIDNyVt6r
/iWf/qyal/yLh/6q4Fd/iWf/AKsmpf8AIuH/AKq4q7/Es/8A1ZNS/wCRcP8A1VxV3+JZ/wDqyal/
yLh/6q4q1Lrct1bXMLaXe2waCU+tOkaoKITuVkY7/LFUR5V/5RjR/wDmCtv+TS5bm+uXvKI8k0yp
LsVdiqTeZ7S4vLe3tLa4a0uLh5ooblKho3eznVXFKH4Sa7HLsMgCSRf9oYyDGfMUHmrQtGXUb/zN
PJbWjK00dtZwNIRzBAZmkiLCnwE961IzJxGE5UICz5ljKwOaH8tQeadRQSWPm+Wd7dIY57e5sVjZ
Y/WY835tKGdkVwCNztU4cxhHnD7URB70de6D5kmZtNfXHm1iSxkZNUEYtaUuYmCcbcqVHFaEhq/R
tkI5YD1cPpvlz6eaaPK0l8x3eu2F3+i9V873Fm4jjlFzFpqcHLhgEVrd/V5fumbpT8MuxRjIcUcY
P+d+tjKxtar5f1XWPMlxdJoPnMvcBl9RJdPC+jBGzoHRXLI/qGh6hqH4txQDLCOMDih/sliSeRZL
+hFvdSuNL1qY6kstinryU9AsPrUjoKRFePDYbHtmP4lREo7b/oZ13oXUfKfl7RJtOn0uzW3luNTt
hK3J32qxovNm4gnchaV79MlDPOYIkf4SvCByZnmGzdirsVdirsVdirsVdirsVSzWtPtdSSXTruMz
Wt7ZXVvcRKeLPHL6aOoaq0JU0rXFWA3P5JeWru5NzdNrM1w8EdvJL9YtI2YQ3S3aODEI+D8owtUp
8PT4viwqg0/5x78lrPBcKmrrcwzev60c9nEz0MJWNvTVAIlNuCkagKvI8QNqBUfafkzodnpkGm20
+spbQS3k/wActhKzvfKFcu0sb8uHEMg/m+I8jhVPPJvkax8p3mo3dkNSuptTjtIp/rctq6qLKL0Y
ygj9KhZacu2wAoBTArKfrc//ACxTffD/ANVMVd9bn/5Ypvvh/wCqmKpT/jny6LG51A3cA0+yk9C7
vTc2gt4pahfTeUzcA/Igca1qcVQ6fmT5Mku/qaatYvdhzEbZb6xMnMVBTgJ+XLY7Yq3/AMrH8nfX
/wBHfpWy/SHqeh9T+vWPrerXj6fp+vy5ctuNK4qvi84eXtZtru30y+t7uX6vM5W3ubWchUReR4wy
yNQeqldtuQ8RirBNDk83LHY231fU5LNooRDPBNLHF6UkPJDy9ORVCleJ69R077bJ4e5uNtItVvdZ
8x29pNMdO1yJk9IQ+rdt8bzUUKq+gCzK7UKg1OCOOBPOHy/apJ8010q28y3N/aWd22q24kq11d+t
KI1WknwrySleSKKl+/2elapygASOFkLZP/hT/tcan/0k/wDNuY3j/wBGPyZcKDvvLHG604fpbUjz
uGWpuKkf6PKar8Ox2pk45tj6Y8u7zCmKX6/Lpeh3Vtb3uq6yWuSqo8c6so5FhVq8Ttx8MniEpgkC
O3kg7JXp+ueV7m8iEGo6zHJfsi/WGljQNX01RnNeVP3wpUeOWyxzA3EdmIIT1vLX/OyxxfpXUd7K
R/U+sfHtKgpXj0yjxvRdR59zLh3QPma60fQrm3s7/U9ZlN40caencRsv74svxhypp8G+3yrvSzCJ
TBIEdvJEiAt8r3uha9wi0zVNYSMeosfOdEWkCxk0VeRApMtNvbrjmjKH1CKxIPJEX2jx2Oq31xLq
epvHaab9ZcpOPVZUeQlAWCj9nYE9cjHJxRAqO8u5JCncWkMo0m9hvtQlRNYS3MN3MHUtDI6M3Fa9
Sm2/TCJEWCI/T0QzzMFsdirsVdirsVdirsVdirsVS/U7pbR2u2aJFt7S5lL3EnowqE9NqyS0bggp
8TUNBviqUWPmfWNQtYLuwj0S7tLpzFbXEGrvLHLIvLkkbpZlWYcGqB4HFVKTzjfx3VvaSHQUuruW
SC1t21lhJLNC3CWONDZ8mdH+FlG4OxxVEXHmDX7eKWa4ttHhhgkWGeSTVZFVJXKhI2JswFZvUWgO
5qPHFUV9b85/9WvTv+4jP/2Q4q7635z/AOrXp3/cRn/7IcVd9b85/wDVr07/ALiM/wD2Q4qxmXyA
JIdRh/w3p8cerTR3V8IdZ1CLlPDO1zHIpjtlMbLK5aqU7DoAMVSWH8ktEtdZtNZsfK2n2eoWd2l8
kser3jhpI25qpWazlVU50aiBTtSvGoKq/XPyt8sfXrjzJq3lnSbW5Ej3VxqTa5f2ypLJIZGmLLbx
oj83qH2INKdBiqZeUPLOh+XLK7tdE0jSbC3uobmZ5LTUp76c8UVJOAmgVuHJYwwDgA02riqQ6Tpm
q/okjTdRv0luoYfStIaRIk4hVz8UVwHJKlWNVrxp2zbznHi9QG347mkDZM47CQwSw2V1fyK6zPNb
0jZJGuU4p6pFwapyPcHbYUysy33A/s+CaQE/k+8cw2jXmoSTW0cL2lm0KJVYAR8S/WXokjfaKp13
3OTGcc6jv+O5HCzbRtcGmabY6XPZXTXcEMcRWkQJYLQBVaXlT4Tx9hmHkxcRMgRX48mwGlS78xet
dae0em3jCO6cNRYj8S28yldpD8QruMEcVA7jl+kLatc3lldSpNc+XrmeWOhjkkt4HZSpqOJZyRQn
IiJHKQ+ZX4KccmlRv6kflmZHqDzW1twaggg1D9ioP0DCRL+f9pX4KDa3L/ieKT9F3tRZSL6fCPl/
eoa09TpkvD9HMc1vdFXF1YXM63Fz5duJ7hOPCaS3gdxwJK0ZnJHEsSPnkREgUJD5lfg62urG1kMt
r5duIJDWrxW8CMeVK7q468R92JiTzkPmV+CDbVvV8xTiXSbySOSwSOSBo42qplevJS9CprTJ+HUP
qHNF7qes36M+jwRaZcWaHVIHLPHGicmLFj8DHck16Y44/UbB9JUlmGYjN2KuxV2KuxV2KuxV2Kux
VCzErqEJCliIJiFFKn4othUgYq8m1b8k/wAuWutMtb+W/hvTbCw0uKW5sBNIkNuIH9JZQzORHRiF
HFG+NQrMxYqmmn/k35Si0WHS4f0tNbWttqGnrKLu3Dlb+UPP6nplEkZHj+FXUqDuVLAEBVex/Kzy
1aeXb7QbQ6ittNLFJcziWxadJIrRLYgsQR8cIqwYGhYsvEnCqO8raRY6T5j8xa/Fdi7j1VbeZok+
qL9XhUSSI0k4nd5Q4kqjOaBRRfh6Ksrh1mKee4t4ImluLVlS6hSS3Z4mdQ6iRRLVSVIIr2wKrfW5
/wDlim++H/qpirvrc/8AyxTffD/1UxV31uf/AJYpvvh/6qYqkXnW30fU9Baz131bCzeaBo7szWsJ
S4jlWSAo0rshb1EFFYEHpQ4qkHlryL5V8vTXk2gyXUVLCaGWx+swSW/AmgkeKMly6yQyBXP7TSe9
CrEYW8okxC/gv/WWwUTPbyQH04zZyM3FSglDSHm3EkinE1p8Obk+J0rn597j7Inl5ObWB69rqHri
OHi6SWzqN5NviRGH7TbdaDpg/ecOxH2p2tD3J8ilbZYxqqQGBik7GFnpzu+Q9MBe3qUKv/Lt9rCP
F3+n8V+xHpV5p/IcVpbMIdVeBIEktyWhBKxcZWEh40U0QU3+I1G3XABlJP0/anZmPlvXbCe/s9Fs
4JUjsLy45SzOrMztFNIa8QOomB+dV/ZqcTNjIBkTzA/QziejNrpJZLaWOJ/TldGWN+nFiKA9D0OY
UTu2Jd5Z0/VNP0mO21O6+uXakl5y7vWvvJ8WWZpxlK4igiI2af8A5SyL/mAk/wCTyY/5P4r1RWsW
15c6XdW9lJ6N1LGVhl5NHxY9DyQFh8xvkcZAkCeSlrRba9tdJtLe+kE13FGqTyh3k5uBQtyf4jXr
vjkIMiRyUckDPG8vmO7iRijvpqqrglSCZZADUbj6MmDUB/WR1SiXT9WsNM0e31S6+t3P6YjcS8nc
8Hd2VSz7njWmXCUZSkYihwopmWYbN2KuxV2KuxV2KuxV2KuxVDSf8dKD/jDN/wASixV57+bNh5Zv
tS0y119tWt7e4gni+uaaLYxIkjRxMJeSyXVDJLHURIVbb1AVU0VYpoGh/kkq6daWOv6hdQXwtrKw
ie3rHLJLcJcwkuLJayK6qGZ2+BSOdPhOFUk0fyd+Rs9zB5fg1fW1vdMub55bK4t4iq/V46u9yjWb
WzIyWQkTmC7VHIfsqFZXd+T/AMrdcTRJ7u41GyubxZ7C0t2iikf1Fgi0lhclYLmJWTgoQs/DmxIr
tQqyjzV+UljrVnrEVvqMtrPrMkUkrTxRXUMQjaVyqQkRhuTTu370vxNCtOK0Cs8jQRxqg6IAor1o
BTFV2KuxVIvOXkzSPN2lJpmqNMlukhlDQMEf4ongdasrijxTOp2rvUEGhxVLNJ/L3RPLH6ZvdKlu
Y0v4JfVsWkBtVYvJNzSIKvFv3vCtfsgV3qSqxPQrXzYlpacZhLYSW6yRE6jNG8Y9NQkfFbmNQDu1
OG3SvYbXIcdnv/q/saQCryW/neaJY1b6u0VyvKYapKWlt1FTUG6kUM52NAO9KYAcQ+X83r8l3dc2
/nBnIaCO6g4gmFtUnCFwrMDQ3hO0iJT4v2j4VxBx+7/N/wCOpNory3+mLjXfq+tSXFvai2MsvG/u
vTEzFR6ayi5flxpsAT1ap+zSGbhEbjV33D9Sxu909uNB8rW99ZyW87xvcXTNcyJf3AZj9Xl+JmE1
a179e2UjJMg33dw7x5MqCYTaZonpP6V/P6vE+ny1O7pyptX9/wCOVicu7/Yj9SaCD0LTLT9EWv6W
v5/0jw/0njqdzTlU/wAs/Hp4bZPJM8R4Rt/VH6kAbbqTadof+JY1+uz+n9SkJb9IXVeXqptz9av0
Vw8UuDl1/mj9S0LR13pmj/VZvq1/P9Y4N6PLU7unOh41/f8ASuQjOV7jb+qP1JoKGj6ZY/oq1/Sd
/P8ApD0l+tcdTuqc6b/Zn4/dthyTPEeEbf1R+pQFBdO0P/Esi/XZ/T+pRkN+kLqvL1X25+tX6K5L
ilwcuv8ANH6kULU9Xs9NjfRJI7iR7n9I23OI39xcoDvWglcg79+OHHI+rbbhPQBSGZ5hs3Yq7FXY
q7FXYq7FXYq7FUr1y+bT45r9YZLhrSxu51ghXnJIYxG4REqvJmpQCu+KvKpvzr0e4b/c/o8M0UcU
XoXdvFHe2zSXDzN6aTXD2qhKWXIy/wB2Cp5leAJKoDQ/zU/LiX0LKDyrHbXNrf8Ap2VvDpEYjjne
eRIZULPCY3b6uGY8QVO25U4qv0n82vy6urr9Kw+V/T1aOFrq7vF0q2R4vWhiEzG5lnhPFvrSozmg
4/E1I/ixVGaJr/lPzDqvlKVNAt7NbSfUzoC+m9ubf0pJOUiWaPGjc/qvKTkP3TFevInFU+0z86dN
vr/TLBra5s7nVpBHZpcw2ykhpBFzot67MPUJBCAsKEkcd8VehenqX+/4f+RLf9VcCu9PUv8Af8P/
ACJb/qrirvT1L/f8P/Ilv+quKu9PUv8Af8P/ACJb/qriqjfJeiwujLLGyejJVVjZT9g9y7fqxV5X
psEttpn1j9LaTBC0EQjju0QssjwxhNpIWOz1DFGK7VPxcs28zcqqXw/taQjjpzqXNzreiOhhjjkV
DAvG4KkSmscIIqU+Dcb127ZDj7oz+39aa8wnPlpdEsLGQ+YrjTr2/muCBLbwq0SqEUKqqsSBR3J4
036k5Tm4pH0CQFJj5su/QOh/9W61/wCRMf8ATMTxZd5Z0EFqGh6KLvTANPtgGuWDAQx7j6tMaHbx
GWRySo7nl+kIICKm0XQ44nk/Rls3BS3FYIyTQVoNsgMku8poIPQrXQ9V0i11H9EW8H1lOfotFGSu
5HXiK9PDJ5JSjIjiOyBRCi+i6N/iiKP6hb+mbGRuHpJSvrIK0p1w+JLg5nmtC0wu9I0O3tZp/wBF
28noo0nBYY6txBNB8PU5COSRNWU0FDR7LQ9S0q1v/wBE28P1mJZfSaGMleQrSvEV+eHJKUZEcR2Q
KKGTRdG/xRLH9Qt/TFjG3D0kpX1nFaU65LxJcHM81oWo69p2kxjRLi1sooGfUrYqwhET0PI0IKqw
+RyWKcvUCf4SpDKcxWTsVdirsVdirsVdirsVdiqU69fPYQXF+kTzvaWF3OsMVA7mMI4VOQI5NSgq
MVeWj/nIXSE0GS+ntNRXUY7d5hap9WNuzqSFUXMkcVEcj4ZDHRz8MfqOCuFVf/oYLy1DcLZXcWrL
qTX91potIEs5T6ltKsavyYxUWXmApIpyDCvw1IVPbj80LGO+t4ohfXFpcaIuvpKn1RZjDIrPGggd
VapWMgsSFDUWtTsVX+XvzR0bW9etNCiOpWmo3cXrpFcjTwVQxtKpZY3kejRpXkqlRUBiG2wKy668
v2V3d2t7dET3liWNlcyw2zywmQAOYnaIsnLiK8etMVRX1Sf/AJbZvuh/6p4q76pP/wAts33Q/wDV
PFXfVJ/+W2b7of8AqniqT+cNWuPLnljUtdDXN9+joGuDaxm3RnCdfiaOgAG56mnQE7Yqktj55i1L
XNW8uSJcwXlnb3rMlx6fGVbeRYg8ZijoQVlRzV1I5KKN8XEqxTTo/KtzpjQ3y2SM9tD9bMsd78Yi
iRuXKKTipHenEnwod9vLjErF8/JoFUjuHlP1ZlrZM0y291MfR1M1Cr6kDD4+6tUBevfpkP3nn1H8
PxTsvSTSL1o47WS29T1oTGixXVZhO4RN5XICsx3qVbbB6hzv7E7M/wCHmz/fth/yLm/5rzA/d+bZ
ugr9fNP1rTeUtjX6w3Ckc1K/V5uvx+FcnHgo8+X6Qg2jSvmsCplsKf8AGOb/AJryH7vzTushk8zT
xLNDc6dLE45JIiSsrA9wRJQ4SIDmJLulzL5n/wATxfvbL1vqUlD6cvHj6qf5da1yz0cHXmje0zYe
alUs01gFAqSY5gAB/s8r/d+ad1sT+Z5okliuNOkikAZJESVlZTuCCJKEYngHSS7pcq+Z/wDE8v72
y9b6lHU+nLx4+q/+XWtcs9HB15o3tbr66+JtH+uSWrQ/pO22hSRWrVu7Mww4uCpVf0lBtlmYjN2K
uxV2KuxV2KuxV2KuxVA3/wBZ9cfVVVrr6rcegrv6amSsfEM4SXiK9TwangemKvLbf89bJdIhvNSt
L61uDDaXl3HE1vLDBa3ksSLIZZIoGPFbhSf3YUnkqs3B+JVW0b89/L2o6WNTdNUtrSa/nsLWqWju
fq0EM0kklBwXeegVGc0Bb7IbiFQlt/zkR5curi0MFrrJ0+4M0T3TR2fMTReh+7jgQySTf70jlw3H
UBl5FVVlj+c3k6919719J1AagGWw0/U0t7CaeWNlib0/VUfCn1i6VF4uyPyDK1CaFVbT/wDnIHQb
qSwhe11hJtUlaOx4pZspDXU1rB6nL03V5GgPJQp4dz3wKqWf552OpeWotZ0y1v5HF9bafd2101tb
cGuIWmZom9OQz8AhCoic3NKDfCqd6Z+Z1jPZ+W5L17iC78zSzQWsMEtlcRo8M4tz+9Ii9X4nWvoq
9Nz9kciFZ19Un/5bZvuh/wCqeKsM/M3z5L5GsbG7eK5vo7ySWJpA0UccPpQtNWQpBNJQ8D9mM0AJ
PYFVA6D+Z9vr142kyW95Zz3FjLcwrdhOMi/VYJxw9OIbhbqrB2UgcTQ8tiqQwanqCaMRaW2hTTeh
bCJ7mSy9WRfTjSSNuUiEHgtG9TfY7/ZA25gOLcz69/4+TRe3RHnWrlPXEOm+XEcyW8UMqPZbwBXV
ya3I/uQEVR9w8K/DHfPr3/q6pv3Ki63dQXaSW1p5fiWEw+kYpLJSVDEEE+vX92PjXjx+nHwwRuZ/
b+pN+5O/LHnlrrVL6PVtQs4bSAssJaWFAzc6qVbl8YoStR2ArvUmnNpqiOEG0xknN/5n8ttd6aV1
azIS5ZnIuIjQfV5hU/F4kDKY4Z0djy7vMMjIIuXzL5VlieJ9XsijqVYfWYuhFD+1kBhmP4T8k8QQ
2k6t5P0rTYNPttYtDBbrxQvdQljuSSSGHc5KcMkjZifkgEBDN5l8uf4nil/Stn6QspFMn1iLjyMq
GleVK0yXgz4OR59y8QtMLnzF5UuLeW3l1eyMcyNG4FzEDxYUP7XvkBiyA3wn5LYUtM1nyhpun29h
b6xZmG2QRoXuYSxA7khhvhnjySJJifkoICEXzL5c/wATyy/pWz9I2UaiT6xFx5CVzSvKlaZLwZ8H
I8+5eIWpa3rOhTnRLWy1G3uZF1G2Colws0hA5CpPJmPzOSx45DiJBHpPRBIZbmIzdirsVdirsVdi
rsVdirsVQswLahCAxUmCYBhSo+KLcVBGKsO8++epfKd1Zws/1kXUMs3CS4hgmb0pIYylvF9Xk9Zq
T82HJaKpOKsah/5yF8pyRLPTVlt5THHbFo7JXkklFwQAjlaAm1KqxO7MPehVNPMH5qjS7G6vIbLU
J4rGW8guzO1pbhWsTAkjKSsgZDLciPl0qrH7O5VW235oeVtb1FbBLbU7u7svTu4vUtrN0jY2stwJ
YpTyRmWNGUNETXl8HJanFVXRvzWsNT1Ty5payym81768GMEkM8ULWAJIWRYB6okCllNB8NCeoqqy
LyX5psfN+kNqul3V0lsspgIk+psSyor1DQesnRx+1UHYgEYFTS68v2V3d2t7dET3liWNlcyw2zyw
mQAOYnaIsnLiK8etMVRX1Sf/AJbZvuh/6p4qkfnfXZPK3lbUNfeaa5TT4xK0HKCLmOQBAYxNvvtt
udvfFUh0D8x7TzDd3mlol3byiyurlEu1RTJFGyorKEiFKpMjsGZWXkoofi4lWN2N9ptjpb3B8zXd
gTBCkkEUMjcGkhjRX/dycTwYHdgrUoOnEnbyjKUq4AWi6HNGTvpwdXi87XyNaxiO9Kw3pDSNDwEr
qJBsShbb2+LvkAD/AKmPsT8WW6f5w8uWCpZC5ku5p7hy0yQuqmS4m9Sh5b0RZK13+FetaDMWennL
eq2+5mJBl2YjNA6j/vZpf/MU3/UNNk4cj7v0hBRk3q+k/pU9XifT5dOVNq/TkQlB6F+lf0Ra/pan
6R4f6Tx405VP8vw9PDbJZOHiPDyQOW6Hf/lLIv8AmAk/5PJkv8n8V6pjd/WPqs31an1jg3o8unOh
419q5XGr35JUNH/SX6Ktf0nT9Iekv1rjSnOm/wBn4fu2yWSuI8PJAQqf8pZL/wAwEf8AyefJf5P4
r1Q3mYymPRTKqpKdSteaqxZQfiqAxC1H0DJYf4v6pQU/yhk7FXYq7FXYq7FXYq7FXYqhpP8AjpQf
8YZv+JRYqxPz5+YFt5X1PTbe45fV7uOeW4dJYlkRIF51ihkjdpiRyLfEqoFqx3FVWOT/AJ9+UIeJ
MmqOshhWEounHm1xFJLEOPqBl5+iVXmACSpFVPLCqNsPzI0YQ2qaXBdW9vNrUujyxyCzgpcGRDLJ
EkSSiRnkuOfGqsw5sem6rJfKfma08zxX0thcXca6fctZzCYWlS6or1pGJCuziqvxcHZlGBU7WwdG
dkupVaQ8pCFgBZqBan93ueKgYqh9M8v2WlWi2WlkWFmhJS2tobaGIEmpIRIlUVxVFfVJ/wDltm+6
H/qnirvqk/8Ay2zfdD/1TxV31Sf/AJbZvuh/6p4qo31vKlhdM1zJIBDJ8DCMD7B/lRT+OKvK9OXW
zp/B9Ea7t2tIiJBYwv6yxwxsilmgkEnbieXUUpUZt58N/VW/ef1tI9y83XmPhMR5VnZZoo5JQLO2
HqGgHBw1qKlFkalffBUP5/2n9a2e5UltNbk1G156LN6lsy3S3EdqsSiVDRTRLfiWFBTkxxEo0fVz
8/2r8E3tdb/MC4uYYTb3kAmkSNpHt04xr6yxyOzGFARwYuvTplMseIC9vn+1lZZFf6ZrIutNB1iR
ibhgp9CD4T9XmNfs+G2Y8Zxo+np594ZEFGPpusojO+tyKqglmMEFAB1/ZyPHH+b9pTRUbGHUb+0i
vLTXpJbaYco5Bbwio6dCgOGRETRjv7yge9BNpusf4niT9Lyep9SkPqejDWnqp8NONMnxx4Pp6+a0
bTGWw1eGJ5ZNckWONSzsYIKBVFSfs5WJRP8AD9pTSyzttSvbWK7tdekkt51DxSC3gFVPTYoDhkYg
0Y/aUD3oFdN1j/E8qfpeT1PqUZ9T0Ya09V/hpxpk+OPB9PXzWja3X7HU4ZtHe41J7mP9J2w9Jook
FatvVFBw4pRIlQr0lBDLMxGbsVdirsVdirsVdirsVdiqR+a9XOjaZf6wIzMdN0y+uxCrBWf0ESTi
GKuATxpXiflirAbH860N/Dpeq6VrFnqdx6ZhWOKIwOJyVh4tdw2NxV2VhQwVorP/AHYLYVSHRf8A
nIPyM1yt5baVqdpLqSTPqlzFbWYkMtnGsjc3CqJkSN5Dy5cxSnD4sVpmmp/mhYaVJr/143fo6FLD
E5ha0Lt63qD94JlgjhNYWKh5PiUqRuwXFWYaZolnZQN+jj9TiuHNxIkENtEGkcCrsEiALEAVOBUX
9Un/AOW2b7of+qeKu+qT/wDLbN90P/VPFXfVJ/8Altm+6H/qnirvqk//AC2zfdD/ANU8Vd9Un/5b
Zvuh/wCqeKqN9bypYXTNcySAQyfAwjA+wf5UU/jirzXRdKiudNieDW79D6du5ggsL11hnW3WhZog
FkIDAqT2406A5tMk6O8R16jvaQETe6bdK8nqebtYtRcOn1cGy1BSGWtVXkfi5FulMjGY/mRPxikj
zVW0a8pcKnmTV/rMrcllbT9RLohaoQceLcQa03weINvTGv60VrzaewScRRxeY9SoUdbdPqGoOOcZ
FJEH80TdSN/fDx1/DH5xWvNUtIbiz822uo3Nxd3NoZDw5WV+shc2siMxRoiCTxUbMTRR4YJEHGQA
AffHv969WZv5h0x0ZHgvWVgQymwvaEHr/unMPwpeXzH62y1Gx1XRLC0is7S1vYraEcY4xYXxoOvU
xE4ZQlI2SL94/WgEIJtfsf8AE8UnpXnEWUi0+pXnKplQ/Z9LlT3pTJ+EeDpz7x+tb3TKXXtLmieK
SC9aORSrqbC9oVYUI/ucrGKQ7vmP1ptTs9Y0aytYrS1tr2O3gUJFGLC+NFHTcwk4ZY5E2SPmP1oB
CBXX7H/E8snpXnE2Ua0+pXnKolc/Z9LlT3pTJ+EeDpz7x+tb3Utb1TT5TolrawXEKpqNsEV7O5gj
VRyAAMkaIPlkscD6ia+k9QglluYjN2KuxV2KuxV2KuxV2KuxVJfM91JaWF7dRSTRSwadeypLbIks
6siowaKOX927gj4VbYnY7Yq8rs/OFxcXRt2/MrU4a3UVnbzto+nyQzyXMjx25ilgt5UKzenzQkj4
SCaYVVbTzY93c2UEH5n6mW1CQQ2rNoVtGGkZgigiSzVgrMSOZHCoILAimKo6z0nU/N2oa55ebz1c
ag2gzxQ6hb3Wk6RLF6jpzRlVoHrxYMm4B5Ke1CQqO8x2fnDy/BbT3vn/AFJ1uZhAgh0zSmI+FpHk
YGFfgjjRmam9BsCdsVQPlC+17zY10mk/mNqHq2ZpPDNpukpIG5MjD0/SL0Uru1ONTQHkGCqpbc+a
9TtNVm027/MDV4ZbdrhLiX9EaZKkbWrTepzEMMjr+7g9UVX7Dof2qAq3L5x9OIyj80NTeMRQTl10
K34+lcossTBmswrExvz4KS9AaLUEYFTa2Pm671GwtLPz3qlxBqEMVwl+NN0iOGNLhJXhEizRxz8n
+rsKLGaGnKmKo7zBpHnfQ9Kl1G58+6jMkbRxpBBpulGWSSVxGiIHiRaszAbsBiqC8p69c6nqN3bj
zpeayILS6km066sLGzDKh9IOOEcU5HJg6lKilOVOS1KpElz5RttKluLqHUWuYraCO4Fu8QVUnijQ
sC6BlHIllFWHxe9F3NZDKhw1ZcexSMh/wK0d3p8j6nI3wW4VhboeBtyiVYFq/BBuad+mRPi7H0/b
3p25LmPkqeO4juY9SFzczCF1DW7iohVgyOyLUKoruPtYP3g5cNfFOyaeX9a8oaVrr3NrDftNMXtS
05gPFnWOQhUQj4WWBTUtX23yvLjySjRrv6pBALJtH80xeYJrGWOAwiG6oSWDhibWcNxIA2DKaeIo
dugxsmHwwd+n6QyErZRMrtE6xtwdlIR+tCRsfozGDNB6FaX9ppFrbahP9avIk4zT1LcjU923PzOS
ySBkSBQQOSHf/lLIv+YCT/k8mS/yfxXqmN3HNJazRwv6UzoyxyfysQQG+g5XE77pUNHtr210q1t7
2b6xdxRKs89SeTAbmp3PzOSyEGRI5ICFT/lLJf8AmAj/AOTz5L/J/FeqG8zCUR6KJWV5RqVrzZVK
qT8VSFJag+k5LD/F/VKCn+UMnYq7FXYq7FXYq7FXYq7FUv1K5jtZTcysFigtLmR2KlgFQxsTxFCe
nTFXnEvmv8tYr6x0/U9Ks7LVlWOW20+XSoppoYYogIJFNtJcRj4OKxpG5k+IDiOxVGL5t/LOOCG8
IsYvQkkjtwNHmaVDAwkYqkYZ0C+pzOwpUk0oaKsx0aC0uLaHV9K+prHfRCWO5SzaJ3jmdp/iq6uO
UkrOQ2/JiTuTgVAectQ07T7Wxk12G3vonu0+rI1mJ/SlRWk+sASS/D6UasxZfip9kE7Yqgfy+8y+
T9evb6bQ4bWG7hX07wJax2tyaSPVWAkeRlV61NOPJtjyDAKoLXfMX5erqWqWOtw2RubaVfrwn0qS
5D+vEieqzp6qlSipGzNSlFVqApVVO9J0Xy1qulxXVhY6Y9hPTgrab6W8PKIK0UhR1aP4l4soK9MV
TNPL9ulzb3aW9gt1Zx+jaTrZgSRR0I4RsHqi0Y7DbFUJ5vntrTy7eXGuRQX+loE+s2jWnrhwZFC1
jkl4mjUO+KpJp+ueVb3WdUsrGG1j1qzt71LphZrbXASJ1hcKzP6jI7ojVVStAvKlUqVY7pdr5t+r
WYtZT9Sa3hKO+oyoqh4P2Y0uY2ARgmxA3LD7PGm1mcdm+d/zfP3NItVuLHzpc3AduMCQeo0Lx6lK
0pBSRRxMl3IBJslD8K/EQ22ASxgf8d/YtFWhh87i2Bf0zOKAhtUuCDz4lmPG8TaP4gB3FN8iTiv/
AI6P+JTuhbuTzpbrCwWST1YkN9x1C5k9B5JGX/RxHcMXKg78uQAAr1NZxGM/o9I39+yN2U2+heXr
SLSESZ7eSSbldJDfXCqJDaylyOM2x5dxmKckzxfqHePJnQTabTNE9J/Sv5/V4n0+Wp3dOVNq/v8A
xyoTl3f7EfqTQQehaZafoi1/S1/P+keH+k8dTuacqn+Wfj08NsnkmeI8I2/qj9SANt1JtO0P/Esa
/XZ/T+pSEt+kLqvL1U25+tX6K4eKXBy6/wA0fqWhaOu9M0f6rN9Wv5/rHBvR5and050PGv7/AKVy
EZyvcbf1R+pNBQ0fTLH9FWv6Tv5/0h6S/WuOp3VOdN/sz8fu2w5JniPCNv6o/UoCgunaH/iWRfrs
/p/UoyG/SF1Xl6r7c/Wr9FclxS4OXX+aP1IoWp6vZ6bG+iSR3Ej3P6RtucRv7i5QHetBK5B378cO
OR9W23CegCkMzzDZuxV2KuxV2KuxV2KuxV2KpTr969hDLex28l29vZ3Mi2sSh3kKmM8FVmQEn3YY
q8007W/JkvpJe+T7O1vvqqScF0qExiG5kaJI0eZrZyJPUY09MVqRuWAYqvt/NnlSWCG+0/yzZoZz
Bbg3FlbwSNDOWXiojkmJqHPGM0qWoaVxQm2kfmnZyWk4t7GWCztLWK5tkhtQQ0MkiQqiqsyorq0i
1WtAN640qFuPzR8t6nZxSanYfWUhdLy2iksluOB9OaWGX4puMcnGF967HYE9caShJfzL0rSbvVDp
ugImrWscxkEVl6LXUcUwEYimQsHq03J1YjgSevUqGk88+WtTNpJrHl+0uLzUroCFobOG9RmijQ+u
ZZHhY8FmYD4eVOg+IAqoo/nToGl2XrT20lnZNPEkQitVJ/0yM3CyPCtwsiljy5LxJJNRWuKUTbfn
PYXMclxDBM1snpIKwxJMZZTJRPSe6XjtF1Y712HfGlTex17RvOc17oNzbQ3cdvFb3Fza6hZLJCwm
AkQcWmkVmQ0rt16V64FTm50S1gF5qAtrNbtredXuYrYRzlZFBYeryZqMY1r40HhirzPy5YOWszBq
2mxCT0fUtbxDyaoirGn1iJlY8eX90RvTfqc3GWXOxL4fsP3tACMgsL7/AEn0dc0NT6TMRMsJpNvy
lX1IP7rpTj8HWmQMht6Z/j480/EKi2sLXtsX1fTGtoWha8hEa83t0bm/phIEZnkpQGvQGnRsHEaP
plf480vQLCy8q6hbC5srSzuLcsyLKkUZUlGKtQ8dxUbHv1G2YEpZImiS2Cip6hoeii70wDT7YBrl
gwEMe4+rTGh28Rko5JUdzy/SEEBV1DRtLisLmW20y1e5jidoUNujAuFJUcVAJqewORjkkSLJr3pI
QPlu1stSsXurzRbW2rKRbgQpR4CqtHJUg15Bq/h2yeaRiaEiUDdt9F0b/FEUf1C39M2MjcPSSlfW
QVpTrj4kuDmea0Lb8y2lhpmlPeWej2txJG6eohgQhYiw9RzQV+Fa79uuOGRlKjIqdl2gabbXenet
qWjWttderKnpfV0X4EkZUNG5HdQD13xyzINRkSPeoCxNF0b/ABRLH9Qt/TFjG3D0kpX1nFaU64+J
Lg5nmtC0vvbO3+p6Fdvp0FneNqcAcRwiJgA7gbH4hUAGlcsjI3IXY4UUzPMNm7FXYq7FXYq7FXYq
7FXYqhLhuF9E9QONvOamlNmi8SP14qw9fMn5iyW1q0Gmae889uhKtPGOVwYZZXVFSeQEAiLo52JN
abqVVNZ1X8y4blnt7GzhsIY2leZ3j4lljQqjM8yfCzs4+ynQfEBuVVom/M4211I2nWS6gwiW3uov
TEnptPKXj4vIy/uovTpV9yS1D9nFXWF5+Zd/pAknS2sdWhuoxPbW7Qyp6QBEsbMzScWoVfxHviqG
uL/8xxbC1hs7awvWImWC0NosszOC8jBZ5pUCiRv3m3LqVPcqFPQ7784BPqTX+lafFPNaxzwRKOMZ
u1l9JgzpI1Q9uqkcpGZSKfZpilux1b87BCxutEsXmf1Xp6iKqfDL6UaBZ2J3SKvI78j8Q7Kt6x5j
/Ni0mlW00rTZkR4n4u5DpblmWR3VJ3b9kcW40G9dgSFWRaRc+czrlxDqFrCdF53LW94GUS8Q0f1d
QiM1VKtJuQDsK+LBU21CaF7G+jSRWkiicSoCCVJjLAMB0qDXFXk2mv5eS1s3ngtVu4ooJJmaO65K
CqMJX4TBWBMI6D9n7NKZuJ8dmrr4fqaRTaz+UZOKvBaq89uA6Mt6WFoRtIaXB+D4u1W9sayef2c/
kuyMjk8v6hfQ6fE1qNRZwqRhL0PHyrGshLSmMr8Qp16io60gROIvevh+pOzM9D0LzBoumRadaTWb
QxVo8qTM5LEn4m5j5fLMPJkhOVm2YBC6/XzT9a03lLY1+sNwpHNSv1ebr8fhXBHgo8+X6QptE3D+
bIbeWUPYMY0Z+PpzCvEVp9vIjwyeq7pf5d1rzTrVg14gs4FWV4uLxzGvA05Ah+mWZccIGt1BJcy+
Z/8AE8X72y9b6lJQ+nLx4+qn+XWtcfRwdea72raxqfmXS7MXU0lkyGWKL4YpzQyyCME0c0A5VORx
whI0L+xSSFuh6r5q1ax+tqLOAepJF6ckU1f3blK/b9sOSGOJrdQSVFz5mj8xXEnOzaVLBGIWOUgq
JXNAOdeVcl6OAc+aN7QMmpa5qlh5e1G6FvHb3OoWziFEkEgNWHVmIpt4ZMQjEyAv6Stk0zrMFm7F
XYq7FXYq7FXYq7FXYqg7uFJrtIXrwlt50anWjNGDirB/+VJeXi5ja8uRYxwrDaxR+nHLHSOSJj6w
XeqSkABRTDaptN+WPlyW4tp2ecNa27W0QBioA5cs9TGWDH1W+yQPatcbVLrD8lPKNmyFZ76ZY7lr
tI5pleNZJEMciqhTiqOtOSqB9lfDG1Y3578t+RfK1x9c1GbUWjvra/lnjt3tRKY4IpJH9NpGgcvS
5b7Adj1aihyW1YvqPnr8p9PNzN6WuUtY0ZZkSxZVYyM0RCeokoLSOWHKgrUgjfFaZp5V8qeVda8k
23mGO5ulRbSWPnL9WSn1dpY3YrC8qKrfF8Kz04nsScbVi1v5q/K23gg1oprUiJbRuInayBIaK2CM
waUSKy+ohBZ/h8aPDzVpntz+UXlCBH1K4numFuhnYt9VXiscKL8NYV9OiwKdiu/XG1edafqP5RXl
tawwpr37mBY453e3SUx3sKEJz5hm4LqP2ErRgBQs8QkVeq6f+XGheX7vW9bspJ3vNShb6x6vpFaI
j8aFY1cn94fiZix6E02wKw2yEcOhRXdzqot1CpapG+i28zSutvHKsSS786rNRTIV5UY9ATm3lvKg
PP6j3tA5fsU49c8vyIJ5/MsNuXUKDLoUBYqVVj9hZPhBfjvtXpXrhOOY2Ef9mV4h3/YvjmsYryW9
PmFre40+R1im/RUNZS7H4kCO3Ick+H1AONOwxIJFcPP+l+PsT8U3fzYyWUd8fPh+qykqko0gsKjl
saISv2G6+B8Mp8DevD3/AKyeLzaTXZbrUIbSTzuY7+C4ZI4H0yMES+q1nuVqnxM/c9DU0x8Ohfh7
V/O+K8XmrJ5iuHvIbNfPg+s3HpelGdKUV9cIY9yABUTJ16V36HAcQq/D2/rLxeaFs/OUl0yKPPDR
NIGZfU0uMAKGKqzMKqvMLyWprTrQ7ZKWnr/J/wCyQJea601mS7hg1wedTGJImiWSTS0HFfWiR0al
UBEksdfnX7O+Msdenw/9kol1tanmv66fq6+dvXhnhd6nSUMbovISIwYVFAu/MAUOPgVv4f8Asl4r
6oi28yXU9sJx55MaiOWSRX0tAUECJJKGIqtUWVehNa7VyJwgGvD/ANkni80Na65Nd6xEbDzi93eX
EcUPqR6ZEFVHljCBuZSnxXKnp4jqKZKWOo7wof1vx3IErPN0OuXeoavplpN5ikvLm21KMXGmS2CW
7oYpCjFpELL3Hw8q77gEEAnGIxJ4aHDzu1Bs83quatudirsVdirsVdirsVdirsVSXzP+m/qsv6DE
R1YWs5tFnVmjZw8R4twlt2HIbA+oKHf2xVgb3350w+Y7OJtGtZdHurj05iboxPHErvVkJvmZm4Dl
UI1V+LgrVQFU08gy/mRd6lexedrGLToljH1BLS4Y+rxI5yUF5cyD7dKEU6dD1Cs3ezs0KB5ZVMh4
oDcSjk1CaD49zQE4q8/84335uW+pC28reX0u7NZ5A99c3XIGD0YmiKRm/tn5GZpVblTYCg8VUFLd
/nd6MEkGl2j3hsJZLvT5JmVluxLcCDjx1F+KSIsXL42HXcdAVZJZnz2/kWW9u9NSLzeBMYdNW5kM
O0rCKp+slS3o0JHrAFtuS9gqU6Rqf5mfpzS7HXNFW3tr2/1CK4ntZLmZI7G3iV7SV5VuWSJpXLD4
wS1KBVxVnd7YutlcNZ+pJdrG5to5LiYI0gU8Ax59C3XFWAWGq/mmk+jw6voawm9ureK9a2knmWKN
ola4Ysl3Isaq3KkjH7XwBGH70lWf31nFHYXTq0hIhk2aWRx9g9mYjAryoW+uXdpYSDzPoyW1tbQi
wgvHty8HGOCSYNG8LjnHw2ZixG3TNvcQT6JWTvV78/No37whL21SS3tY4de8vR31pL6jSLHDCrNK
sKoaLblWUSRSu23GhVjQceMoy3PpnR/b5+5B94TCHS7iyhu2udY8uzTXLW80DlbKqxmZBLM5eKPk
pVnAp06L7QMwSKjPa+9NV1CTy6bqkk8EE3mTy00gjrap6ds1uqHkG4n6p6NaxD/KFKd97RONXwz+
39dsaPeE41hprLUbiVdZ0W2uL2FrjSZltYn2+utMJDMtrIGPpoQPiPx9i1GyrHuB6ZGue/l7/wAB
kfeEIunatOs91Brvl1ZNNaS4eWGGxmMcEUUPoSR8Ld5KI1Y+gIoKctslxxGxjPf3+fmivMI8WLXf
1MaZqnl5LpfqMUXK3t0JlVZY7lEDW/KsswBRVoadAO8OKr4hOt+p+HXoE17kDHpWuRW7ofMfls/U
0WeNYILOVooVPqyssaW1eP2X2HWhr4zM4k/TPf3/AK0Ue8K+qaDqEervcWGqeXoNOSD0yrrZlLak
AVmKvD8CtczCpU781qKbZGGUcNETv477+/u+5JG/RD22j+YYbqG7XzP5cDT1jFGtvTkhkpGyKgt1
Ql/TKMy0JC07UEjkgRXBP7f1oAPeFRNFurOGztbrWtAi1OxvUuJ53jjoba4hURxK5gRWqoY8OycN
woWj4gJJEZ0R9o+P4NrVdQjYbOaHzirm90qa3OqD0bayihS5VJHSSMuyQxs4EbKHPNhUitTkDK8f
KX09eX3sgN3rOapudirsVdirsVdirsVdirsVSzWNRg00SajcBmgs7O6uJQlCxSL03alSorQdzir5
v1dfyVjvXup38wxXUfqn6xFJpk/BZBJqDtDITMsin62y1iLVp4fExVC2Mv5K3Or2E0Fp5jjn1qv1
H0m0ws4aF7SVpFiLMqqAxKsSzMWqp7qvVPIX5b+RtWutH89aXPqKyWcEdnawXLWbxlLJRbqSsMck
Zr6dQ0T8d6rSuBWKfnFL+VTeZBF5hvdZuL1b25I0yyOmGGKU2dr6jut2oorxenw5sTy5ccVSq7j/
ACiOjaa81jrbWK6Jei1v4f0UZEtzPe+ujekfTEnL1Cnp1X4lrvXCr0XRR5Lb8i736m+o/wCGDFfG
Z5vqf11l+syGYr6n+i/G/IrXbicCsK0nzB5AsfMi32mLq7t5bu7/AFS9tJodPklmkvjBYssbLPE0
XpsVY805EVBboMKvWfLP5haB5x0rUpLKC5ihtraOS5ScQrJwuoWcLxEknFgAQRJTsRVSGIV4/Zxf
ltNo/wBX0X9N/Wri2aC0E8enTMTLHbRgPFzh5qeSji7iErxDfufqwwq9O8g+ffL/AJi8uXGl6RHd
qNH0y3DveLEjsskBVKpHJIwYen8VQBX7JOBWDizgMVv9U0vR7hXhCyy3F+IpmlmtE4q6C8WheVWA
XiOnROubziPUy+Xn/V/Hm43yb/QGgxancO0NhLpEN96s1wl+kpi0slI6hEuQ/wAQYIKxMzcuoPGr
4sjEc+Ku7+L5fpXhFr7tNOe0nuLrTNDFxG4isFi1AsHtEWYqyiK75MRMkajiteu22wiTdAz8/T12
/o+9fkhrGDTIfSa5trASpesJhp2oAs2nS+p6vIxT8AI/VFOjcASRxVjkpEnkTy6x6/L8FRSaXkFl
+kFihi0u68uLxXT5ru9WKdLY/EI0H1qJwiyxUpIC3LkT3UVxJrfiE+tDr8knn5KF7pgs76e20rT9
GNtctPpvCW+U+pb+urxcuV6JTIAkbfCQRypx2GGM7FyMrG/LrX9X3qR3Ugplto20q4tLLTUvbRJL
6/EF4JVElvOXj4NJcSBgIasArNvy+H4aZMXuCZUdht5e7vR3IvTrOztrGe8utP0kXd0Tb2kgvSVl
t5CkU5PC8koqQu9W6rTk2/WMpEmgZUPL/jvekD3IOynRNSFtcaboo0y8ktY7to70MIklMRlWOSO7
+Ah7bkBvSnXj1lIbWDKxfT9nmxB9yejybdajp149l5f027gtY4otHVLqV1k5SGSXk6XtBx9WRqbd
Rucp/MCJFykL57f8dZ8Fjkp33lDzrcyvL/hKxqyRMFe5cMpijWARq8V3HSiKO2/c1wxz4x/Gfl8f
5qmJ7kzPlu90vzdazLodtY6YdQjjtb6KV3ldax8AytK4HIIa/AN196tX4oljPqJPDy/ATw0eT1TN
W3OxV2KuxV2KuxV2KuxV2KpH5qmvINOvZrK8g0+8j069a1v7shbeCUKnCWZmDAIjULEg7dsVeYXX
mLz6lslvF+Ynl0al9WMhlkubUQlhbRSepxFqeKn4pAOf2at8SsFiVZN5K1/VNLg1G887eddH1G0M
gS3lintYooGEsilGYR2+548fiJNVPvir0OOSOWNZI2DxuAyOpBVlIqCCOoOKvP8AzjpP503mpAeW
NX0/TtMWeR+UjA3DwtDEscdJLK5ROEyyMTUkhhuOyqEl8tfngbW2kh8z2seoLYzQ3KuIpIXuzJO0
E21in2EkiB4oteO4PUqp4V876d+XV5+mNZsYvM0cc7/ph3SCzh5SMYmd3g4ARRkAkw7038cVYVD5
g8/zeareNvP3lv6ib1Y202C8tTNJEJ+Ji4NaNIZSvwECQfF0phVb5K1HzbD5g9M+atD1m1vheXFx
d2M2mxmSSK1TgJhDAksjo7CQuq0RD8XKqhVVfT9a/MNxD9a89eXXZltlX6vc2/FzwtFdyGtiWMsk
vMBSopIqinqI0QVCWt95ot/zBuI/8TaLqNnqc9+up21nLpqXaR20U31SCdBCl1M8a/Ds5K8TU0rU
qj7fydMtrFHdfl81xchY/XuRqscZeSNePMBZPhrUmgzaHUb7ZP8AYtHD5IlPLEiRSRp+XTKssSwS
U1aMExrIsqjl6ldnjU167eGR8b/bf9inh/oqEPkz0440b8vJJPSJKM2rRA/bZwDwdQePKgrvTJHU
f7Z/sUcPkuXyei8qflw3xDia6uh2KlO8n8rGmDx/9t/2K8P9FfL5UMqBH/LluI/l1dFO5YndZAd/
Ub/MDEZ6/wAr/sU8P9Fe/lqV5xO/5dM0ok9XkdWj3eoPxD1KEfCNjtg8bavF/wBivD5KS+UQoIH5
cvQqVIOsKdiGHeX/ACzh8f8A23/Yrw/0ftXv5XZ4YYW/Lk+nbqyRKNVjFFf7W4k3r74PG/23/Yrw
/wBFZbeU7i3lllj8gzB5JUlVhq8SNGY1CqEaN0brViSSSTUk7UJzg/5T/YoEfL7U90m7806Rb/V9
P8kSwwUA9M6pBIPhFB9tm3p1PfKJxhM2cn+xLMEjoj/8S+e/+pNf/uI2mQ8HF/P/ANiU8R7kNc3n
nTVbzTIrnyy1jbwXsNxNcm9tpQqITy+BSGPXtkhHHEGp3t3FFk9Ga5htjsVdirsVdirsVdirsVdi
qUeYbGK/triyltUvY7ixuo2s5XaOOYN6Y9N3RXZVfoSFJHgcVeKNZWmq6vptve/lVc29tcXIh5Q3
GpwR2YkUrPKvpW8MKRKrfCo4DkSy7s5BVGaytrBeuiflzqOoLci9gmdrvWmgWNnJf1U+rSjk63cx
DRq/dY2auKp9/wArR81aV6em2v5f3iWVufqdgrTzK7iFCVVVe2PMiKMt8DvWhpyxVXj/ADW89utl
I3kG9RZ5bZbiNTcs6R3LzozDnaQgeisKO/Kn2wNuuBXqOKpL51Cnynqoawk1RTbPXT4XmjkmFP7t
Ht1kmUnxRScVeIufLmjXGsa7c/lvd6WdIf6/FdzX2qRQzXJvYox1h9H4jLzonOoFACu4KvU7L8sP
KWk3g1vS7Oe2njhmZrCOeX0pZZYfS5SA83LrHVEI+zU0FTgV5zbR6Hp+nSanefl3dadCbR7meeW9
1IKBaLbxRpcmSFJN6uvFkLFA/FX9V1JVnNr+XXlSUWXnG0tLjS9RNvc381ok8hjkm1CEvIJ0evIo
0jFacd+3bAr0LFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FULct6V5DMyuY
xHIhKKzkMzIRsoJ/ZOKsX846Dqeu3lhPp2u3ujJaBhLHBBe/vC0kThqRSwRkhYmX94jijHbFWGxf
lT5ttjyj8+6zOG+r+ojJfQszxjhNMZBLLVmRiQpWhooJ/aBVNNU/LzzBc3U01n541q0Sdb3lH6V4
/B7t3MfpUkRFWFXVVBUkUqrL2Cs28vRjSdEs9Onubu/ntowk17PFdPJK/V3Jl9Z92OwLmg26YqmP
6Qg/km/5ETf80Yql3mNZdU0O906yu7jTrq6iaOK+S3uS0Rb9tfTMD1HajjFWI6X5U82adr2mXMnm
S91PTotQ1G9v4rhL6NvRuolW2to4wZEkSF1J/eNQVqqg4qzu5u4pbeWJPXjaRGVZBBPVSwoCKKp2
9jirz6w8m+cNPuNJ/wCdqvtRgtruGfUDcpfxs8MMYVlVQ0vMuRx4u3DjuyvLWQlWfX15HLZXEUcc
xd4nVR6EwqSpA6rgV//Z
uuid:025f6322-e07c-4ccc-b655-11c9eba97a2f
xmp.did:B6E50A67821BE411BC6892994ADD45D2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:B4E50A67821BE411BC6892994ADD45D2
xmp.did:B4E50A67821BE411BC6892994ADD45D2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1540B6EA7D1BE411BC6892994ADD45D2
2014-08-03T23:23:59-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:1640B6EA7D1BE411BC6892994ADD45D2
2014-08-03T23:27:14-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:1940B6EA7D1BE411BC6892994ADD45D2
2014-08-03T23:29:06-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:1B40B6EA7D1BE411BC6892994ADD45D2
2014-08-03T23:30:42-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:1C40B6EA7D1BE411BC6892994ADD45D2
2014-08-03T23:32:13-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:74B508BA7F1BE411BC6892994ADD45D2
2014-08-03T23:34:12-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:76B508BA7F1BE411BC6892994ADD45D2
2014-08-03T23:35:36-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:78B508BA7F1BE411BC6892994ADD45D2
2014-08-03T23:37:07-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:7AB508BA7F1BE411BC6892994ADD45D2
2014-08-03T23:38:29-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:7DB508BA7F1BE411BC6892994ADD45D2
2014-08-03T23:39:57-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:EB8541DE801BE411BC6892994ADD45D2
2014-08-03T23:42:10-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:EC8541DE801BE411BC6892994ADD45D2
2014-08-03T23:44-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:ED8541DE801BE411BC6892994ADD45D2
2014-08-03T23:45:33-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:F28541DE801BE411BC6892994ADD45D2
2014-08-03T23:48:36-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:F38541DE801BE411BC6892994ADD45D2
2014-08-03T23:50:21-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:B2E50A67821BE411BC6892994ADD45D2
2014-08-03T23:52:41-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:B4E50A67821BE411BC6892994ADD45D2
2014-08-03T23:54:03-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:B6E50A67821BE411BC6892994ADD45D2
2014-08-03T23:55:31-03:00
Adobe Illustrator CS5
/
Print
True
False
1
75.956776
124.966360
Millimeters
HelveticaNeue-Bold
Helvetica Neue
75 Bold
Type 1
001.101
False
HelvNB26.PFB; HelvNB26.pfm
HelveticaNeue-Roman
Helvetica Neue
55 Roman
Type 1
001.101
False
HelvNR04.PFB; HelvNR04.pfm
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold_2.otf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-BoldCond_1.otf
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Cond_1.otf
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
Pantone 287 C
SPOT
100.000000
CMYK
96.875000
73.046899
0.000000
0.000000
Pantone 9161C
SPOT
100.000000
CMYK
3.000000
7.000000
22.999999
0.000000
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 65 0 R/TrimBox[0.0 0.0 215.311 354.235]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 68 0 R/TrimBox[0.0 0.0 202.858 351.511]/Type/Page>>
endobj
66 0 obj
<>stream
HWo6~_q/bfTZ[[MV'
~GQdrbX`ᄏ\]Qxu\xMNDJD*APJ&2ZRUj;,\?cR
t_AZhxMCdqUMluF`Q9Ҹmxh7 -[xSUL{)Hpˈ6|W_-?Pos
DRWCzMyli p JBTES GIRi8dfb[_xٷB.N~O،J OaJuP=Pל}y<4Y:܌RX
$xWY{/?u*-ocON]/BYbU+")sT$aVtrn5rw=GyJ1ſ.loz@Nځk&\(1*&Ūz;0eƻG3idp:kD(ɷٴ&5O+1%$:DL jY&Ntfe$Llb(Vw.i9)%AriCFHg
þm,q-UiQ.4Y+a?H{^t;QM&̌!XS)5bZӃ%q-
dU7nF}ua[=1F|փflR=P9,6^O~^=pFvͪ::Ut]!g$