%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
articulo_3
2014-06-17T15:02:46-03:00
2014-06-17T15:02:46-03:00
2014-06-17T15:02:46-02:00
Adobe Illustrator CS5
256
192
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAwAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9J5W5bsVdirsVdirsVdi
rsVdirsVdirsVQt9qunWIX61cJEXeONEJqxeZ/TiUKN/jf4V98UEoSz8y6fdcKx3FsJOHE3UEkAr
IsLKv7wL8RNyi0/mDDqpxpbUtZ0jRPN/l57V7gzaZqEVFuLV1PJGIPJHo6n7OGMqNrzQuk/l7oOn
ppsMDzldNCJbl3UkhONOVFFfsjKpYhKXF5sOACMo9JUfkyaT+8b5n9eWFmOS3FLsVdirsVdirsVd
irsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirCvO2tt5X/R82m2DXFzd3kcUs
7IszmGabnJbQNNPA3qymvpRqSKj7P2cI3YnZ3mH80tCsNJurywYXtzY3FrDeWkizQtELh05c6xtx
ZFfjuKCT92SH+HEBTJlemW9hFaK9jF6MFwTccSjRsWl+MllcB1O/RhUdMCQEZH/eL8x+vEKeTpP7
xvmf14lRyW4pdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVSqLzV5elC+neoxdzEE+LmHBI
oy05L9k9R2rkPEj3uQdLkHREQa7ok6hoNQtpVaoUpNGwJFAaUPbkMPGO9hLBMc4n5Oh1zR5zH6N7
DKJQxidHVkbhXkFcHiSKGorXHjHepwTHMFS/xN5dMZkTU7WRRSvpypIdyFFAhJNSaYPEj3svy2T+
afkmEUsU0ayxOskTgMjoQysD0II2IyTSQQaK7Ch2KuxV2KuxVgP5mMbjS7C/u9NuYo9C1Sz1KF2n
tIUkmjl9KJSzPIOBaarc+G37S5Xxy6D5/stvOLGBcp/6UG/t4R9qTeb107ULnUfL11P9cudT1Cyt
9RtLcyWIjlkhLw8Z7r1IHX04eREYLFqADlTCPEHcfx8UHwDt6h8j/wAS9Lsr27uHZZ9PmtAo+3K8
LKx22X0pJG/4IDGMieYpGTHGI2kJfP8ASAjo/wC8X5j9eTDSeTpP7xvmf14lRyW4pdirsVdirsVd
irsVdirsVdirsVdirsVdirsVdirmYKpY7ACp+jFXmNj500S7c6gmoeXmiMIltmkimhlUBHWElZEE
g5vIir/MOQQVByHgzvkHN8fFw0DP5+79vxQdr548qR6ZFeWusaHKsZ/0eQQMZSphj4xmKGFXU+tL
FyCqCOnUUxGnmOgSdVilzM6Pn5+/uZlYWGpPY2s+nwaVJbl1mspGheM/VpI/tBVVeD0ag2+zscjw
SHcxOaB3JnuO/r+pQ/w35gjiSOG20QKrcigtmRdviCqKPReaRk99q1FBkeCXk2/mMZO5yfP8ebKL
CGSCzhhkWJHjUKUt1KRCnQIp6ADLojZwckrkTv8AFXwsHYq7FXYq7FXYqx/QPIPlLy/dreaRYfVb
lbc2hl9WZy0JZXpJ6jtzYcFAdqsFAUHiKY2gRAZBildH/eL8x+vEIPJ0n943zP68So5LcUuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KpRb+b/AC1OgkTUIlj9KScyS1iURxbyFmkCheI3IO9N
+mS4CtoLT/Pn5fySPbWOs2HwtK0npSIsfJVM0jFxRNxyflXejHs1CYS7kWFeTz15NjmaF9ZtBKsS
ThfVX44paem8f+/A/MceFak0GDgPcthoeffJxgWc6tAsLOYg7EqOYFSp5AU4gGtelGr9k0eA9y2t
sfzB8k3twLaDWrVbppFhS1mkEEzSPQKqxTcHYtUUoN8TCQ6LYRNp5u8tXkscdrqEU7TSelEUJKs1
CVowHGj0+Bq0b9muJgU2tv8Azl5W0+++oX+pwWt4ZI4VgmbgzPKFKhA1OQ+MVK7Cu9MRAlFqb+ev
KCzyQjVbdzCrNPLG3qRRcXWNhJKnKNGDOKqzVA36Y8BW1CP8yPIcjwpHrtm7XBCw8ZQQzFgvGo25
VYfD13B6YfDl3LYR0Hm3yzPaC7j1O2MBBYEyKG+ElWHA0eoZSKUrXbBwlNoH/lZHkQxPKuuWjJGC
ZOMgYqFJB5AVI+ySPFQW6b4fDl3IsK8XnvydLbPcxavbSRRukTcXDPzkBZAEHxnkqlloN1BboK4O
A9y2nNtc211bx3NrKk9tMoeGaJg6OjCoZWWoIPiMjSVaP+8X5j9eIQeTpP7xvmf14lRyW4pdirsV
dirHtY/MDyjo2qHStSv/AKvfhEl9Ewzt8EriNCGRGU1dgOuSECRYRaWT/nF+X0IYvqEo4O6TKbS7
VozFQSF1aJSvAsA3vtkvCkjiCvP+a/kO3cJPqEkLmA3XCS0vEYQrU+oQ0IIBptXr2weFJPEFNvzg
/Lpbj6s2rUn9L1/T+r3VfTEXr8v7r/fe9Ovbrh8KXcjiCy2/OL8vLpIZLfUy8U8wtlf6vcKBKVDB
SGjB3B60p44+FJeIKkv5ufl7Ekby6rwWZJZIq290OSQjk7Ael2XceI6Vx8KSeIMm0nVbDVtOt9S0
+X17K6QSQS8WXkp78XCsPpGQIrZKKwK7FXYq7FXYq7FWJ6T5Hswsp1C0+qlmIWG01K/mRoyKcZi5
gElP2QUoo2HSuTM0Uqf8qz8n+o8hgujJKpSRjqF+SysAKGs+9OII8CKjfHxCtI6PydoUcM8KLciG
5CLPH9cuyrCMBRUGX9oCj/z/ALVcHGVpBL+W/lZZInVLsejsii+vAOHAR+maS/ElBuD1qa9TU+IV
pXi8h+XYkdEW6CyM8klb28Zi78Kt6jSl1NYlPwsNxXHjK0q2/kzQLe+ivokuRPCxeEG9vGjRmILF
YmlMY5U+Ki/FvXqcHGVphvnDUfLiea5LPVptP9ON47r07i9vomSQRLDycQx/V42KSgBWYkAq37YC
2QBrZBKBvr/QI9Thu7i506QXRZdXnXV9TWKS0jQC3aOFQ8Uh9A8/iqpIajdWBAP4AVApqfl6aW2v
XuNJlEEX1aNjq2qxyepIjz2kZgCyhgWBbkSSa/DuAGNHz+xFphDrmiRTwS6ne6NDcMkMl2W1jUJH
cQEQxyxtMiESK8RFCCw3Yt8TVFHpfyTahqF75Xnik1LUb+0a8ulECOda1aCGO4dgZUV3WWNFRyGT
90AjL0+GoIB6fcEK9xqWm39xLfNf2rMkJWGT9MavI6XCyCJw1vCtukbNCQ9EVWVviAK/EBRH9gS9
R05UXT7YI3NBEnFvUeeo4jf1ZKvJ/rNuepygskVH/eL8x+vEIPJ0n943zP68So5LcUuxV2KuxV5x
521OG081gXGoz2duluFZV1q3sICblXhYtBLRg0aD1I2DbtuOhy6A2/YxLELa51u7nS4s7zU7hLfl
fSiPzXYNH6hI42rKkbAx1ioK0G7b5Oh+AxXQ63eaqqRzXMoitrRC7xeaNPkaL0uMZmkIVqyqqer6
mw5E/PGq/sSChLfWdYmeR5rvUbdGjuLm1r5tsGSZ2j4tEjCP7KFCQQaIdzTDQ/ARaPsNW1bS7iG7
vLq7kkmE7zJceabIwieONLlYFicU3ciP4T8KNVtiMBAP9ibQVxezi8uluNZ1OKBbVZLGUebrBBO5
SNVotFK1DMwc1BPXYihry/2KHs3lKW4l8u2U1yHW4lVnlSS4jvGVmdiV+sRAJIFrQEdsx5c2YTfI
pdirsVdirsVdirzXS4ru7F/ZWepeYTcQR/VR6uoaNKyzW/ENGDG9w6St9p2kWoFehoDcfh9rEJhf
T+aBb2glTVIZY7tAzvd6TAsnpMeClkQ8xc+qKpwU/BT4f2wK/FpUtK1S9GqP6t9qaw3F09jAZbzR
ZVaUtI/IRr8SFDVQiEtQfEnw4kbf2oX3E+u6hEsLvq1pIFjtZlgu9Kjul9T41mZOIUTOFHNagKv9
3XfHYd32pQRm8w2V5cxE63cQ2atG5n1HR0knMyMA/pjj6fBEMiHkh2qQd8Ox7vtQnNtb39nr8Cfp
HU5Y2p6yT3OnuJOT0VmgZOSxt8RBiKttTj0yJ5JS/wAzy3cnmeW3jn1SK3/dNM1vqFpbW6hFDmit
WVC1eVGZS/Fv2PtmPJSpSQ+ZARa3R1a2Ajcrdi90yCaZFiaT1pEUyhpISywyMKL9luJA+E7eSHWO
szzRWxM2qiF4pLeOuoaS00s0vIiBhzA9UK3KJ1flRfiI+IMkfjdVKfW9aW1Hoy6oPQL+ncQX+hSB
olITkWudmjIj5B3X1ORYGgxofi1VEufMbx3EmjHVtWMgUX3OfSoZI7hTAymGWMCDkImZXUKyNxoa
HcjbrX2q60fXVmuolXWZAUWGWKTU9MZhIXA429Dz5fun4mRkJJIPipNeXyKs+031/wBH231j1jP6
aer9Z9H1uVBX1Pq/7nn4+n8PhtlJZIqP+8X5j9eIQeTpP7xvmf14lRyW4pdirsVdiryT80NOu7/z
Wtomm3Zt5bWBo9Ss9IS/43STMY2e4Z4ynpAfZB3DGu2X4zQ/awlzSbSvK91NZmSGa9tpbaWGf6i3
l2zt5+DNPGeMKsv7tqORyqFqNuROSMvxagNaFpF7aaLG0OmX6tLMuloZ/LVsbkRNbqjvOHk5m3Y/
aYudvh7Yk7/tQFXTND1JLEHU9PuJmtr+e0EcXlmwXlCXiUPEp6RSoXLPTu38oLJI6fekBD6fpPme
W9nj1KxuZaSztbOfLdhJEiMskPxyMLdmd1jTlwWhCruQ2JI/BWkbqXl2aeKThY3YC2C3USnyxp0v
CjOUtlDU/eRrKo9L/IPxb4BL8WpD1bypJPJ5fs5J0ljldWJint1tJUBc8UaBCypxFBsd+uUy5sgm
uRS7FXYq7FXYq7FXi0vlOxt7jTZbbSJJ5Lj4DMs2iRelLC5iVY3MZ9TiI0A4kui/F8MleWRxfjdh
SPuvJdxI8r3vl67ngJJMHq6G1oAVk+N+cMbxmJpGpwXuX3ZnqOPz+9NOm8p6BptrbzQrcpqSrH9Z
VpdFSd/VDTGSZjE0Mske6cpKBq9T9rHiJ/BWlHTfJkU1t6l5Y3n6PlneW4vY5NAuLcRNIJJuT+lB
SDmqu4CEgoeIHViZ/jdFLNU8r6P9c1Se3sby5u7orNc38N3odvKzoFUrUBDH6hRnk2o25O+wRI/i
00m+ieUvL+ma3pi2OnyvICs6XEg0cGOrMCI0iTct6TPI0dGC0CnbisTIkf2qA35m0nQb3zZqMt/b
XF3cRRERW0Z0qaORfQj5Fo7pf3XpfDIvruAxXuoRSxJr+1SEqHlPSJWkSLQbqVIka6triC50SVFj
nj9OVVEv+641i9FOalW40agqclxHv+9aQkXktOFqx067trO0nit4aP5fDCLlMjzTKFMEvL6wqcWH
IE/tHdnj/G6KRV/5XW8lSW80CaRLuBPUFvNokEEsiMFLRxnm1JA6BZOfI7I3FDuiXn96aRA0S3tt
YZU0G4dbKMQ2UiyaL6K28ToHdG9NXhuWasBUkVUfbDAFRe3P71pL7zyTYTX4nfRrqG8Q8VuGudBV
W9KMROpQROrR1Qh+UdamhFCQpE/P70U9e0hVXSrNFjaFVhjVYnEIZQFAAYW9Ya/8Y/h8NsoPNmjY
/wC8X5j9eAIPJ0n943zP68So5LcUuxV2KuxV4t+cVjolx5jn+uLpJuYtNFwGvI9W9dI/WWPmzWJM
TR1qOnIfInMjETXX7GEmP2mqeUp1sbaJtAbT7WRbpAsWuGl5HSWQoCoUoI+RCEmlQKZMg+f2IsKL
6d5fgtNSuVi8uC1t7q6gVgNeIRnhKXKyICd/jiFU+EDkV3GNnz+xFIm8svJxu1h1OLRX1B5OEjcd
aa3S69Z1dK7Ao87OaE0PyAognz+xOyhHpnlu0sZ9U04aJYR2dxDFeyuNZkHoRXjGgVjIG9Q26ggL
X7VSOQxs8t/sWkx139EfWrkXv6C5XdrJAVf9OEvEHuJ0BMe397BUkDls1P2QQL8/sSXrf5em2Pkr
Rzam3Nv9WURm0M5goKj939Z/fcf9ffMefMshyZDkUuxV2KuxV2KuxV5B5ZtvL8VxqT3FtYk2jwwP
FJ5aELpMzKUZZLeRlKeqKENurAVIpVr5X+CwARaHytNFYXd7bWMC3BWeS7vPLkkfq288kgliZ2bj
Gzlhyk+zVgd/UGO/4KUv1KDTWjWO3gguQ/JRbw+VgTcGBv3i27TvHHxRYljVGLOOAb4l3wi/wUL7
V7We4Wyg1DT0nSR5oZV8tHhKpU+tFGnrM785I+XwDlyXupXE/jdKnplzo3No7i1DLLL6Fi915dKo
gtVZ4kVLd1Yhbg0C8eXQUHNXKb/BQm+gPph8wWlstrBc3Mbn1Z49GjRY2ikFHMsb8+YkkfjKi+mv
L4gGDVjK6/alW833Hp+ZLi4eH1bG1T/SZYNFe8kR/QHwNcKSx5wyMHdeIVSq1BDVYcv2qUolk0qe
SJGsNOt9TuTLbT2y+XJLo3JiIdFlpLUDhGGKc/gPEs9KVlv+CqYzzJNqlxC+kxrppiVWaTyxdzRy
tJD8BPFxJ8A4ow4Ebcfh2yPTn9qoNdOsjqc1mulBLIzSrcxnyxctBLJM/wDf+pJK/Li/Choelacf
sm9v2q6ytJ70y3ltAsP1mJlvHk8ryKZnDlR/eTcyrxuKrUrx5UKk8Qk/i1WM1nMLyN9FSP6wxWg8
q3N1GqyM7gl1ERkMLvyPNFPYpz5Y/H7UPVdNaNtPtTGvGMxJwX0mt6DiKD0XAeP/AFG3HTKCzRUf
94vzH68Qg8nSf3jfM/rxKjktxS7FXYq7FXnPnGNJvNUsbS+a6JBbt6ejFlsd5ablTu7D7df2Qcth
y6MSlt9Ba3Nx+jhf+dOdnJcF57OYUZiIpmid468uIlCoKbbjtkh/mqQtkeC412LQ0uvOfrafG8Nx
PHKqowkkNsk8pA5NXi0qPQbDlQ9Mel+lCIuC97a3DN/je15BZfTj4pIPrM5KiPjy/uu61+FNm9h/
pUoeTUNFbUNbs5V82wXltacpLt3ETpFCtFa2fmGb1HgNOQKM7Hxw0duSoZLq21KO8022vfNelSwT
QQiRyY5Fn1JomAflMalNvhQJwUsaGpbDVb7IepeXZRNolpKEvIw6V4aiCt2Nz/fA/tZRLmzTHArs
VdirsVdirsVeTWqm106a4m0SIyPcJHHCvlSYNH6bJX93FctyjCxo6Py7dWICi8+/7WCLudFE6raW
MMVlHM6xr6nlueeNYeckrxN6sjcYzIHWmygOOAHIPgv8Wmmm05LopHHaxychMRcv5b/u2kAikeUO
yV9WKLgyIA/HZt+NG/xa0qtaub+2e3tksxLJHJcBfLUpj4hpPhkbmXD0hVC6kj7JAoQcb/FqmMsv
kW2adD5Tmd5XMM6ro7t6ixxEqRWOjoY46KFrToQCaYPV3/anZU0ZfJN1qMV3D5XuNK1JJ1eK6fSp
rWQySox5NPFHTiVJD82p2bAeLv8AtQKQnmvfWr2P6ubmMhHk/wBwTX7oyRB09KcMoY1jDVZHHKig
hhTDHl+1ShE0u4OrrFLb2csTzIZuPliZLcsI+TEyNOX5ARLxkqVBIX4jspvb9qojR/MPmy5srf17
q5VlnkYzjQbhBMiLyEIHrPRGr8MvFQQOPINgMR+CoKyy1zzddyxLBqN5E/piSdL7QLuOMCRgrqsg
CfvYgKptxNTXl+ySB+Ctom61XzdAZIP0jcXE0FqHZ4NBuFWZ/WZSIneR0Ev2Bxb4ONWO3xIAB+Cq
yx1/zRe2klyLy+tXitjPNa3Hl+5RyQwLLCPUIMgBKhOb12PxAGqYj8FbZ5bO720TuauyKWJQxkkj
f4GqV+R6ZUWStH/eL8x+vEIPJ0n943zP68So5LcUuxV2KuxV4p+ca6PL5opqtrpcqR2tvHHcXY1N
pYhLK7cnWyZVZP3bKvH4uRAPw5kYrrb9DCSVS6z5UuLG8dINMn8yu89vrUHLVkgkMaypbega8aNE
G5VZfHrQZKj8Pgtqt4fK8Gqsujy6PHpdpNIJbWSPV1b05BGszt6YIV/U09lWh4dOpPxIut7+xUNp
MGiWOi3N0n+H4bm6WdkaJtd9BrWaBJJOYYl1bl6DbD4V6UOJsnr9iAo36eUy3mQWR0Z7KGdjbrfj
WeUfL6vFerJ6Q5UE5T06bgkkbYRe3P7F71lrd+R7Q66ksWkQeY5lkWFidaFrNZzQF5xICXdZOFfs
j2HjiRLbnXwXZ7V+XL27+RtFe3jjhha1QrBD6pjjrWsYM7PJ8B+E8jmPk+osxyZHkEuxV2KuxV2K
uxV45pqQzfFd3eh3EMc5kaKLXNRZnjUVlcq6N6r/ALxGDBfj+EkminMg/H5MAukuNNht5YY5tJt7
W9RJlt73V9VCM0atGHkklRV4iVmLVQcjxLfEysrv5/IJbtdV06Ce1s7i60q4tbaQ2tzK+ranzke+
T0JVP7kwzMXik+NjQ0JpGanEg/gBFoqa9sPVSW1uNHa4jmSC1rrt+zD0AsfD1IlfnPKnDagZuhD0
wV7/AJJUp7nStT0+01DVbzSboxvFLI0Wt6o8KKQEkrGP7sMkMhrIKBhxYElmx3HK/kFRvlu+tLrX
re8fVdO1CVnW1jaDVLsytLDxSUmJVSCQhFT4+A9QkCoBFRIbKF/nCbSRr2om/uNL+rWipPeJdXt5
a3UKOkEayJHCCCGPwc07ld6ihYXSkpNZLpDWgXTLzR0s9Jhja4istX1BvRuJH9JWimgWOdkeB1Df
EeTjhQbtkjfW/khV+u2t1N9Xj1jSrg6jPLax2zeYdXYSRTs8SKkPMqxHSqgKW2UrQEivI/IKqRy6
TdhpoG0zkqpDKZtbvxKzLEkEPolDI80cjIwjbYt8LU51GO/4CVO9vtGfULSQ3ViZJrcW0STeY9VJ
lE7FZIfUMasrLI5B5K52HIR7YgGv2BC4nSvqCXMzaY31wRQhV1LUvTjVne24gcUaQjhwAIVoqsOm
xO/4pL1DRLr63o9jdBeIngjkC8pZKBkBHxzJFK3zdA3iK5QRuyR8f94vzH68AQeTpP7xvmf14lRy
W4pdirsVdirzLzf5gmsPPsS+pKLe2gWSWE65bWEDiYGNzJaSASfuo+UocMN18cujG4/sYk7sUu57
7T9TaJtX1VhqM4sUg/xPbO1v6/pkSrGUaT4DMAKVKqOR2IOTG/T7GLd1r2qWlnc2UtxeRNeXY+uX
kvmqx9e0EHB5YYVoAoUs6soXl8O+1MREfgLavLqWtaloC2d6tzFayVvJWk8x2X1g2dywYyuzRAel
DRKKw6OBWtRjQB/Ym0TpGoyXcUeg3er3UGmRO88vmSLzPZz3IcRpzjIVUZo0ZqbgU+1SpGAjrX2K
E8u9B8oxL6Nx+Y+qQPKqOpbWoY3KxoY6rUDZiCzU6sPoyIkf5v2JrzZ/o6W6adEtvePfw1crdySC
Znq5J+NdjxPwjwpTKjzZIzArsVdirsVdirsVeSaXf2Fxpd+LOfTZZ7qEtH/uZ1NY51WUeq8sL15s
vCkjo7sw2OzcTeRv+wMUq0+90O2iku/Lr6HGLa0M2oMNV1ecyqKNMJkWMFlCmQoJA5A340rSRB63
9iFe2g8tx20FpLd+XotHT05bBTrl8FYoeLsGbgrf3dPSLNx7mgAIs+fyVdfT+XIrrSr6a+0uKSKH
0LZbjVb+kLQRIRyjqX5Ko+FGYfa5bufiRadkbqWpaY93byazqFhFD6KOkaa7q8cggljbmzFQgT/S
F41Zd1+E0IAIAPT7gpRPl+a3Hm+Jpb7STq+pSGa4trTWNSmldRSTj6Ln0wUjCEKyAMvwgKowS5df
ko5q/meHTD5j1VmfT7Oc+k011Jd3tpcOVt1ZarDRZAqpyqpqipXr8SsboKUphv8Ay1cXdnFqt9pU
osZI7phcavqUk0IkZBIfVulLqFaFGUMQrdGC8uRlR6fcEISXW9K0+OaLTdQ06Kyu44bm3VNY1lEV
ZJQJkQxcxtInESoqUP7spucaJ5/cFRlwfLdhAGmvdGgjmWCNoV1LUEd4mKs00vplTCUlA4co9j+2
pOO570oiy1vTLXULSEXFjayvcSW0vq63frzmhL/DCtZP3TrKjKknFVLbc6qcBB/AW0FHcaEPSsdH
utKt7eC4drWC61/UbOSR3VArrxZpJGVg0ZDoOJHEd8O/W/kh61pUsUumWkkUqTxtDGVmilM6OOI+
JZWJaQHsxNT1yg82aMj/ALxfmP14Ag8nSf3jfM/rxKjktxS7FXYq7FXlP5gW+onzsjCwvLuzuLeG
3LW+g2mpR8TKDKsl1KyyKpT4SvQVr2y+HL9rA82OXsN3cPZ393YauHeUSpPJ5Zsla3EUyktO4dSt
YkVOXTitckPh81RetaNcB7uaO0vLsG9leWSDy1YXK3MAEDMEPJeYnd+Ym+03E/yDEH8WpCGi0bX7
vTDaG81UxpBHpK2M/l+xW7jtL6NgjhvVSQQREKJGDfbU/wCxbF/tRSp9Xuo9Ti9PQ7+CGRyLm1h8
uWM6qJz6Xx3EjLMyloDIzstWBHLtj8ftStt49TnkLXtneTzwQTm3s73y3YQPKsMISZbYgyszu1x6
yoNm4lDQEnHb8FD13yc94/lfTGvDKbn0FEn1i2SylFNgHtkLJEQP2QaZRPmzCcZFLsVdirsVdirs
VePp57tYRZahJqGptYyzLPFL+ktIJnKSPG8csTmKNI+R/ecWVR+yaLUZHB+N2FopfNcc6W1la6pq
yXK3H7pUvNJLuEV2b05LlaS7SfHHJTiUoKU+IcPu+1NrdI89tcfvLK71G8a4CxsPrmly8XUs70Hp
+msxNQqL8DCm4+CqYfjdQUo03zTFHd2X1a/1mXT5IyyalealZTvNbTPJbkiPkpifkgKEkNyUilQQ
0jH3IBR//Kwo7O4sHuL3VWjZHmgVLzSLgSx3BaMBhGp5elJEERmYH1GK1K74OD3fatpp5a8y2l/q
NrZG6vrmB5IpYnv7jTJ5Vni4IVKojceauj8o5N+fwfEWAjKND+1IKt5k85Np3mnUraW8uUSwSCeO
FJ7aKFVmiZWZg9t9nkN/Ulen2gFAxjCwtpJD560XT7my0+x1/U7w3dfXun1HS7hbQSNV2LS+qz+k
tG+JSAv+VzGS4Cen3otfP59aHTbud9W1BbdW5I019o0bTdSUhf0TyLgkn0iVHw+m9Og4Pxum27fz
Tp1nYXcr+ZtSgkdDJbxS32mXCst6pZGDSR+pGkMj7OdhVVq1OCvD5LarYfmFHY29tqEd1favYxj6
rCLu70UPMzOy8/3YWYs3psErIOfA1FftJx3+Ctpgv52eXBFC6Wwa4uJWikjjubRqsvpgOriSkgKv
9kfvBT7G+DwSvE9Etp1uLeKdNkmRZFFVbZhUfEhZT8wSMpLJWj/vF+Y/XiEHk6T+8b5n9eJUcluK
XYq7FXYq8e/M+28uDzVdXOsDTfqLWdpFfm7/AEoLj0/rStRPqg9IgqNqfFypX4a5kY7rb9DCTD7X
T9Dt3f6kvl+OxuoJ7h0K6+rsbW3minLhuXBI2kdabGh/mpk7Pn9jGkQNU8nRa0kOh/oRdP5KsqXM
OvfWStnHIr78eHqRQStSu9Tv0XGjW9/Ymxeyy+m8p2rJHI2hx6Jp2pzR21V195F9GRZFRnX4fWVZ
XZuq1oBt0Rfn9iq0X/KtbsQaHz0o2/oetYRR/ptXErosqks1ar8czb7/AGRTH1c9/sXbklln9Q5z
a3af4ZaadZJprjj5jINTK7Hia8dreRthWg8N8Jvlv9iPN9A+TrqC68sadPbvHJavEPqrw+twMKkr
FT6x+9r6YFee9cxZjdsCcZFLsVdirsVdirsVeXreatBDePBc63eyBWla1/SeiEQwSoFUyyMVeKv7
JUtQrUNu1bqHl9rFq9bX1juluX1doJ/rMfC5v9DEa/VaCBo2KMyPzbZvtLIF5n9rEV5faqKvrrzG
9uDCdbltpVit7WdLzQ4GmYtTmjh2VmP2qjiSQFpxLYivL7VV7W61b9HWtyNQ1i3t7phzkafSJBE6
K1Y45LqKsysV+0CRtVDxrgIF9PtVBRHX55EgGqatE17Ok9sI7rTppHMI/fhZVR4UjblzWPgAadq8
FOyqnl+41tPNMdvcPq62HqN6UNzdaZdyRuzP6hlFv61x6BKBSC/FGI7AFWVV0UJ15obWFmupIm1l
IIjWBLQ6etvJWAkhXobhFUod5WQcz9rjSkY15JSaDUPM0EaTn9MzIY0lEr3WjSAiWWvMrEjqIgtA
7nZBXhXdjKh5fahRvZtakuobSyv9euXeRxNIt5o0EtSUdRHG0YilSqMKxmooyHaoCK8vtVPNLk8z
xD09Qt9XgmmAb1I5tPvIml4gFQ5jRoyeJbeNIvChIXImvJKAt7TzOb6Jbs+YreynlLQs0ukXPpSq
pCeqqRysi7DjR2Xlu9N8Njy+1ChdWPnSe652sHmG2XmXYzXuklGD7SJ6aNJx5cqCjfBTkm/wsQY+
X2q9BsBMLG3E3qesIk9T1ihl5cRXmY/3ZavXjtXptlJZImP+8X5j9eIQeTpP7xvmf14lRyW4pdir
sVdirz7z0sP6bZZ5/NFvDPbwQPc6O/p2FurzMxuGfbg8Yi/esdgh6b5bDl0YlJlFteahBfW1353u
YbhYriE28g+pFRItKEURgw3YVI4k+2S/0qoeBNOe+vruFPO1re3nFbi1UJHKy3ErotwEHxEQ8OHM
/ZTj2w7/ANFCqiw3T3UzR+fIIrxJZPq8hYpEFBiKxoTIyn976iKa14g9qEf6VfmtnkN/L9cEf5gW
Ya1kPoR/ApKL6X92SxWY7OvQE7+OP+lX5qdwsCQLI1r59meC4nghmAEk6M1uIWkTkeQjIPJHp9uv
yw/6Vfm9T8v24t9EsYVmu7gLClJtQJN21RX9+WCnnvvUZRLmzCYYFdirsVdirsVdiryrTNMP1WK/
GmxmfnIsiv5Y9CV3JkKTMnqqwQCQqfi5HbpVq3k/i2IUtI0xmX65LpKWdze24eGyby2pjs3RCqgu
hR2dAeKhn+y1KbMcSfP7VCraaRHeXMNlBYx2bvMZZbyfyuUHqSRLzKSFhHGJOLVLqzD7LNWlUn8W
qfp+Xt2sF3GZtGka4DIhfRYuCIxJPJVmXmxLOTU0q32ch4nv+aaQ835YSPbyQc9HdZFSHmdGgSRY
g8ZYB0kUV4IVHw/y0oVqT4nv+aKR2m+StUtdVjuprjSpoA6zShNLCTvKvH4jO08jk7fC7VYUWpah
qDMUmkm1+Xy7J5t1e0unWC5T6rM9dOEhuGMBjW39SIiW5LxFgqMKnf0/7tuMo3QQgdTtfLVosUsv
6O06COSNJ9P/AMNSS0jf1ZBE6oXZS0bOGYHj1IA5YRf4Klu+tdAW3WHVEsEnu4mkFyfL0qlIlCt+
+imJJd+FFYRLVwopWisi+n3qjYPNmqJDPpw1aezZbUzW0s/lu+R7dI2HJnAdYmRUVgPgA3HxEjiR
wjnX2rauvmjXPTRH1C7pcXSxxaimiSm2C/EjnkJHUQsxX03Y1HUl1ODhH4K2s/x1qP6QeCe6vYIx
bNyf/D97GgKj4rlVkd5TRmWi8CBvyFPiDwD8FbZ3pdyLnTLS4ErTCaFH9Zo2gZ+Sg8jE4DJy68SN
srPNkjI/7xfmP14Ag8nSf3jfM/rxKjktxS7FXYq7FXkX5k2UF15wljiTRmubqzhsXXUP0qLiQ3E3
GOP/AEMrEEY/ZYfFXbbL8Z26/Ywkxy11Ly8L0aRbXGipaadHqUdxp8cOsEr9Ylj5GNuHLl8AHwPt
U8Bk6PPf7EAqMB0O30ZLS3l0CKPVLZI4m4a44aEXJhahclhxuJZgu4J+Gvw4d76/YqDuNW8pW0lr
LPLok9zpn+hm4kj1syiK2pCiKyIiFlhajduRHscaPn9i2EbdadpcOix/WYdBjsI53uZoOOt+kl1I
5+PixVnj+q2jmmykjYUIqATfX7FpTnXRPMMmj6ZF+gLrU2tEj02GYa/EmwC/DJ8HwFIm48vi2Bqa
4dxvv9i83unlWfTbjy7YTaYUaxeIGFovU4H+bj6oElOVftb5jSu92wJrkVdirsVdirsVdirDJrEC
8mmNvqrTiQzI0IRY5WHADkCPh6d+1T7ZjVv1dkJ7AXCvu5r5YbsxRSodZqrSpIObKWMtEB4/H8KV
5K1NsO/9JAIsj930XSECT6y1trMien6bIQGZgygcCh6j99Unl1T2x/0yB3Xj/H9n2tJBdTTQW6fp
mOQxLFI7SiOEKsm8nPiayU3+yKrjRP8AOSZAAn93z7t+X3JwPLoV2ZNRvAZGV5Kygk8WLdae/H/V
FMs8PzLjfmP6MfkjrGw+qer/AKRPP6rBqTvz47Uou2wyUY01TnxdAPcwXzXZRSazqd5LplvdCFFi
IudCa+M/qRxmMLcq0VUhkHJ6/CKkV+H4b4nb9rUUBZwWx0i3X9HxJBIrrHaP5XndpCUBUS+iwhWM
iUfyb7chRsJ5/tVCX+mJdG6Mlisl1JLKY5H8ptIIgzEbl2pKTGlOQehAWvxbEg/i0K8VoFvBrF1C
1xHG9ylvDL5aeKRRLxXjKwq5+HdXjUcviU8mogb6fpSo6Jot4IreOe1jt4rhpx6LeW1MUfrI6RE+
mIWUCNVR+SbqeJK9Qk/i1pD2+h6fcWlsbawht7EvPJOjeU52YnZ3C8pHdEkVR6XAGlApatFw3+LR
T1vS2RtNtSi8U9FOK+i9tQcRt6Evxx/6jbjplB5s0XH/AHi/MfrwBB5Ok/vG+Z/XiVHJbil2KuxV
2KvMPzCklbzVbwzXTxWA+pyz+nrNtZG3WO4r9ZFrMhbYniSpq+wFDl0OX7GJY3b6xqnKG5068vr5
r+E3MdnL5os0cNcBJWgjiki5fuEVTvSgY9cnQ/ARa6PVPqqz11q9aECWCyuJvNdkTNBJN6azqCOI
bg7upNSOAXGvL7FtRt9a1tZhcw3V7JHK7yOsnmmxaMPa2XqNFHVAKc5/3lKgFQxouND8BFt6deTv
ol1cPrV81zZySPQebbOUMk0AVVeUIqIok2XktQ29SMSN+X2KEN5hubmW3sUfUrvnZoFZx5tsYSZ4
uRJJkiPJ15BedFPxCoA3wx/Gyl7h5flu5tDsJLyN4rp4IzNHJLHO4fiK1lhAjk/1lAB8BmNLm2BH
4FdirsVdirsVdirx99FtHhtrW8TVjZSA+vDFpusKiOXY8ZBHdSNxX0+Mfp14r+0VYZkcXu+xiqpp
LJb3gjutYhhmuOMqvp+uzBzNCyxsY3u5WeHgP3vIV5cQeGy4L932IQtt5Iit7Z0tbzUbW1Ila1s4
9N1RSSzMakpNFs/rbLNR13IZaGh4/wAbJpHWWgatDNElveahHYhQLV5rDUZGtFDSgLCWvjMhaPZq
ow+zWmygGQ/H9i0gptCuX0ZEjm1Q3NhAwjUWGuQMLlGaZTRb1om58KFo1Y8t+YJXDxb/ANiKTmyg
1N/MOlX7NfzxrNGssE1pqsHH1oVVpElkuZVSKsXJopEIrXnuyExNV/YlQ8+arp8Ot6hC8+nR3HGF
XS9vdUiZkCCWjrbr6aRkIx4rVTxJapZgrAbf2KSl95faA2nfo6zuNKcacZVVzquppJHxJdqwp+/j
UhF5yCRqt2NckAb6/IK6ZotL0yW4jm0kXGnQm2gaDXdUUqjx/WTFUsrTAq1V+McAOY/lDzPX5BCI
vbq3FlHp9xqmgW15bgSSwyatew2ZeQlpGEAkj9RVYqy9uQO6k/CB37/JJZBp0v5Yi1+pwaoyjTWJ
NjNqF4s0ZgZhX0JZvV41eq/DRvhIrRcieJRShqU/5V2941vPrL2t/MwuleO/u/WblKSVicSMaM7u
Ckfi1AN8Rxdy7M9tjCbeIwP6kJRfSk5mTktPhbmSxao713yoslaP+8X5j9eIQeTpP7xvmf14lRyW
4pdirsVdiry78xYLyTzaka2t3dRT2HCEQ6HZ6jEJVd5BW6uGVg3wf3Z+Hocux8v2sTzSeTQNelfR
ZbaKWza8llS0C+XrFntIPTjQG65L/o3xByFBPNaCq9pcQ3/WikNHo1/fWsHradeCKFpZIIp/K2nj
04RWVbYIztx2hdQR1aRcN1/atLL6w8wxRXr8b5LqxlhW2li8rWEhkM0TJO1uGdTIZBGnqdOIAWjD
fEEfgoNoBdKv9Lki0eNb61Gozm1DHy1YyJOGSOVxSWT4Yw7ysEWqrvQUFMN3v+laTS90bW7q+fTr
q0vJ7kI72+rTeWdOmRHSSWVjy58OciRqi02J4nYnACPwUkPVvJRuP8KaWLgSrMsCq6z2qWMo47AN
axkpFQD7KmmUT5shyTrIpdirsVdirsVdirxqG88vI93JJqOnwWsjxnUU/T+s+qyH92kiXDFDPGzS
U5KnDfcnjmRR/ADBFXV9ollNbW9vc6TDYSi++rRX2s6hCqMyiC5iZZAVIMtQFZVC7lRyrgo+fySq
Xt/5anj9GSfTjJbxxW1uLnW9TPIFPUKy27RguaMTGpZi5HUEbIB/ACoOLUtL069sTdXOlLLFE5t5
k1rVTzYx+ofTcRlEi4z/ABysXJ6ncfCaJ/sCEbZ32jRR3DWWpWEF0xWQwXGu6rCFKKJZjLJKVaZi
y/aMalYyC1V+Egg/gBKM8s6z5MuLq1Gi3VnKl1cenH6WpX0ciRLIWRWgdDwYsq0jcqshLU60IkD1
UENec77SLbXNUuNSa2+rwRxI8c+pajbOWMXNXjjgilAKU6RKeA5ScgSwxgDWylJp9X0lXlAudFkk
MfBVTWtQllS3ETFfQggjkd6x0kAjcUY7fF8RlR8/ki0UvmLTuIuozp0MsdoY7izm1W9EirHCkiQm
JA6shIenMA8PiCmjgjh/FJtL4G00fAbvSDpz+kZ5V17V/WFrFGJf3fNX9L4GU/CwFCEJ3GHfz+QQ
jYdTs76GK/hnsJEsaXlvM+vauIIuLMwHp8Gjk4glWao4rXkgC8MFV/YFakn8qxWNzPNJpMmmRiOV
3TWdSVppOf8Ao7TkRyFuYerI3MjZjyDbO/n8gl6rpchk021kIQF4UakcjTJQqCOMrqjuP8plBOUn
myRcf94vzH68AQeTpP7xvmf14lRyW4pdirsVdirxz81NK0DUfOkdtqCaZLcfUluFjuF1NbkxpJQ/
vLVhAUIRgK0YH55kYyQP7GEhZY9bjy9qEEEnDQ5rvUYyJRENd4vGZlgn4r1X9ysNGP7XJvs75Lcd
/wBiEtT9BS/VWiHl0SI0H1IP/iAhXWGKJg5BptIYVUnYDfrkt/P7EIq6uvLklnqthONGluZi9wju
ut+g1uk/pEP6dJOcTQKKqtKdz8RIo+f2JK680/y1BpmoGRNBhtxNDDdEfp1v9CiaIwqafF6g+GpT
Y7b4gnz+xaUJ10RpoGQ+W0vZnubKVSNfCPfTfuJo0I4jibZ4+TU+2ajrXHfz+xD3H8v1tx5M0n6t
6PoNAGjNt9Y9EqxLBk+tfv6Gtfj3zGnzbByZBkUuxV2KuxV2KuxV43d+Y9YcQ3kvmG3kXT45nnFr
fCGW5DlfS9Vo7JYBEpXkkgqKclqwDMcgRHcxtHya5fancabTzHHaxWtxHFcLBqUTs73KO1u4MdiV
lT0U9VVmVeRry4hasOGun4+a2lkWt6teR2bW3mq2eZkYxK189EM4QRxmlizOzEPHyZw3JiFHJQoN
DuW01k8z6vcPcqvmayWxeASO638QkjSKMyXL2/HS0aUKgbkFfltXkh6DhHd+PmtoCTXdRnrbN55g
+DTYlnNvfQCRridgVcFNN2Qh+IZPj+yNmbc8Pl+Pmi/NNvK/mTUbzWYLafzFa3M9u6JOY7yJ454p
SvBEQWluBJ0YHh+85Hg4GyxlEVySC7zl5sh07zFcWd9fahY2QlhrPaXdjCiiSOMcSt3wahJqfTYs
BybbGEbCkpYPzDuHtJtOjudVn1eATevbi70IyRInH42eLgS8fA/BSvIlXr8OS8P8botQu/PUWmXE
2n/pTVrozQwSNereaQGgUkzSMwWFaSBImBDKzFB2xEL7vtW0x1D8xkstYi1Ka4vYtMnWNURr7RzD
S4gWSPlEvqMvAyK/L1ORB5fGgpgGPb+1NqGreerPUdDUzxX92lw5WFkvNJjMbBSecVzARxk6R0U/
7sKirVUIhR/tW0Nc+ftOMcsQ1PUYHuZz9XePUdJmlIag4epELniE50WNSzA0JG5bCIfjdFvWNEln
m0exmnLmaSCN5DK0LuWZQTye3AhY+8Y4ntlB5swj4/7xfmP14Ag8nSf3jfM/rxKjktxS7FXYq7FU
l1DywLzWF1P9K6jbcYlh+o29wY7U8WLeoY+J+M1oTXpkhKhVIpKrP8ufq3pg+Z/ME4jleX99fcuX
NQvBqIKoKVA7HJHJ5BaX2X5eW9mvGHXdZ4gOFU3p4j1JTKfhChagsQDStMByeQWky8t+WI9BiaKP
Ub2+jZY0AvpElKiJFQcWCIw2WpFaVJPfBKVqAnWRS7FXYq7FXYq7FXYq7FXYqki+Xb9Y5YF1y8W2
dV9PitsJkcV5N6vpfFy2PxAmtakg0yXF5IVv0FcCKeIaxfhZ2ZmPKAsvOtQjGLkg3249O1MeLySg
pfK2rSuzHzJqCUhEMHAW6kUVf3kn7vi8nIMahVG9CDQYeIdyKRE/ly8mtvq/6e1KNQFCvG1sJBxD
D7ZgLNWoJ5VrxHblUcXkqM0zTJ7OAxXWoXGqGqlJLxbfkvHpT0IoAfGpBOAlKOwKlN55dFzNdyrq
V7bfXPTMiQSqgUxcaGM8SyV4/FQ798kJKot5bvywdPMWpxyLEsIYfUyKKaluD2zIXbuxWvhTHi8k
UstvK15b3jXEfmLVSjAA20j2ssWyBNvUt3cdOWzdfmcTLyC0svvJ93eFefmTV4grLJxgktogXRAg
rxtxVaguU+wxO6laKCJ+QWlXR/KUWlS2hh1O/mgskeOK1uJUkjKyKi/ESnqHj6Y4/F4+OAztaT3I
pdiq6P8AvF+Y/XiEHk6T+8b5n9eJUcluKXYq7FXYq7FXYq7FXYql155d0i8mnmuIWeS5T05iJJFB
XiUIorACqmhp1yBgC3Q1E4gAHl7lCPyj5ejLFLSheVp2JklJ9R14M27d1FMHhRZnV5D18uinqHkr
y9fRCOaBgFYstHYgc5VmdeLFlo7oKimJxRKcesyROx/FUut/Jnlq3uxdw2QS4ACiQPJWg40G7UoO
A/zJxGKPciWsykUTt8E6yxxnYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYquj/vF+Y/Xi
EHk6T+8b5n9eJUcluKXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq
7FXYq7FXYq7FXYquj/vF+Y/XiEHk6T+8b5n9eJUcluKXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq
7FUX9Q/y/wAP7clwtPi+TvqH+X+H9uPCvi+TvqH+X+H9uPCvi+TvqH+X+H9uPCvi+TvqH+X+H9uP
Cvi+TvqH+X+H9uPCvi+TvqH+X+H9uPCvi+TvqH+X+H9uPCvi+TvqH+X+H9uPCvi+TvqH+X+H9uPC
vi+TvqH+X+H9uPCvi+TvqH+X+H9uPCvi+TvqH+X+H9uPCvi+TvqH+X+H9uPCvi+TvqH+X+H9uPCv
i+Ta2NGB59DXp/bjwqcrmsasTz6mvT+3HhUZWvqH+X+H9uPCvi+TvqH+X+H9uPCvi+TvqH+X+H9u
PCvi+TvqH+X+H9uPCvi+TvqH+X+H9uPCvi+TvqH+X+H9uPCvi+TvqH+X+H9uPCvi+TvqH+X+H9uP
Cvi+TvqH+X+H9uPCvi+TvqH+X+H9uPCvi+TvqH+X+H9uPCvi+TvqH+X+H9uPCvi+TvqH+X+H9uPC
vi+TvqH+X+H9uPCvi+TvqH+X+H9uPCvi+SLyTU7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX
Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FX/9k=
uuid:b82bda8e-be5d-4efa-bb21-8ebd37a13933
xmp.did:A1D2348049F6E311A711B2CDEBD4907F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7196a955-a8ff-4666-a9bc-3d582d2a3111
xmp.did:1B392EB2E165E311A4BBA328A00D4D00
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:CE6D7CEC2F58E3118509E1B2D339513C
2013-11-28T10:21-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:CF6D7CEC2F58E3118509E1B2D339513C
2013-11-28T15:45:50-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:839EA80F0164E311ABD8CE993BA1822E
2013-12-13T11:45:30-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:849EA80F0164E311ABD8CE993BA1822E
2013-12-13T11:46:49-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:859EA80F0164E311ABD8CE993BA1822E
2013-12-13T12:53:54-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:1A392EB2E165E311A4BBA328A00D4D00
2013-12-15T20:36:18-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:1B392EB2E165E311A4BBA328A00D4D00
2013-12-15T20:41:49-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:A1D2348049F6E311A711B2CDEBD4907F
2014-06-17T15:02:44-03:00
Adobe Illustrator CS5
/
Print
False
True
1
21.000165
29.699996
Centimeters
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Semibold.otf
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Cond.otf
RotisSemiSerifStd
Rotis Semi Serif Std
55 Regular
Open Type
Version 2.020;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
RotisSemiSerifStd_0.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
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
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 31 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
28 0 obj
<>stream
HTj1Q&3I6fV("z(He#]5ټ-Vv@2 qQMvaWRNIUWM#Rj\v= @[VIYen0X,cJ$5cU|i=IP|&$ )"}}lncG~FIKágZ{~ :9A
endstream
endobj
29 0 obj
<>
endobj
31 0 obj
<>stream
8;Z]"6'?mD$q8@WbR/7>LZog,n1\"-l\s:^"9aK>0ecU.3^rdpo(VnUL^5D.bK%f5
PbLS[bUCqlRY4oI0;hCaV-3BG4aCeko]3!rV^G8WRdSLcZ"nnJH'NS%jGC!1b,(:a
*L-K%l2EfI=5Qt&XtfNY^QqSkqu(k#5$;AB$e,BXcgQ#D`i$a$f[n+?nfC(k25^jC
;s8+H$8+Wc&mWW/QKYHG[$PtbnHh`Rr7"#>4s?mtFS4eFIa9.8Wr&T6hOuCgS=-:6
8TBg-VfRHB,+eqUc"pf:5"2!9[I8AW*.eJMk:',Jb0@4f)LP.JYd'kHEEtci4CI;C
QqsL_=u<4KGDVL(X3-If5Q?#On1t[OI+i,nM-US^'+Qi`iIU!@n0rFWpNbq_D_+:s
pA@mhRO0%=7Dp1#:BtL7'.5S3P'eb1ak
endstream
endobj
32 0 obj
[/Indexed/DeviceRGB 255 33 0 R]
endobj
33 0 obj
<>stream
8;X]O>EqN@%''O_@%e@?J;%+8(9e>X=MR6S?i^YgA3=].HDXF.R$lIL@"pJ+EP(%0
b]6ajmNZn*!='OQZeQ^Y*,=]?C.B+\Ulg9dhD*"iC[;*=3`oP1[!S^)?1)IZ4dup`
E1r!/,*0[*9.aFIR2&b-C#soRZ7Dl%MLY\.?d>Mn
6%Q2oYfNRF$$+ON<+]RUJmC0InDZ4OTs0S!saG>GGKUlQ*Q?45:CI&4J'_2j$XKrcYp0n+Xl_nU*O(
l[$6Nn+Z_Nq0]s7hs]`XX1nZ8&94a\~>
endstream
endobj
30 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/Subtype/Form>>stream
BT
1 0.933 0.441 0.584 k
/GS0 gs
/T1_0 1 Tf
0 Tc -0.033 Tw 0 Ts 100 Tz 0 Tr 12 0 0 12 197.0771 655.8867 Tm
[(P)37(ar)19(a )1(\223)37(en)19(se\361ar\224 )1(estas )1(cos)19(as )1(deber\355an )1(utilizar)19(se )]TJ
0.339 Tw 0 -1.2 TD
(los llamados perfeccionamientos docentes )Tj
-0.006 Tw 0 -1.2 TD
[(que se r)19(ealizan con su)19(s)19(pen)19(si\363n de clases)19(. Me )]TJ
0.037 Tw 0 -1.2 TD
[(pr)19(egunto \277alguna v)19(ez abor)19(dan estos temas? )]TJ
-0.003 Tw 0 -1.2 TD
[(\277E)19(s su\037ciente que hay)19(a un \223gabinete\224 en las )]TJ
0.287 Tw T*
[(escuelas)19(, acaso no se tr)19(an)19(sforman en un )]TJ
0.101 Tw T*
[(r)19(eceptor de todos los pr)19(oblemas y a su v)19(ez )]TJ
-0.053 Tw 0 -1.2 TD
[(tienen las manos atadas par)19(a actuar)56(. No todo )]TJ
0.12 Tw 0 -1.2 TD
[(se r)19(esuelv)19(e con una deriv)19(aci\363n, esta mi)19(s)19(ma )]TJ
0.076 Tw 0 -1.2 TD
[(palabr)19(a suena como a hacer un \223ol\351\224, dejar )]TJ
0.168 Tw T*
[(pas)19(ar y que alg\372n otr)19(o se haga car)19(go y a )]TJ
0.174 Tw T*
[(v)19(eces este otr)19(o es nadie. Hay orfandad de )]TJ
0.499 Tw T*
[(padr)19(es)19(, hay orfandad de docentes)19(, hay )]TJ
0.058 Tw 0 -1.2 TD
[(orfandad de dir)19(ectiv)19(os)19(. Hay s\363lo cabezas en )]TJ
0.407 Tw 0 -1.2 TD
[(los \223superior)19(es\224 par)19(a pen)19(s)19(ar r)19(esoluciones )]TJ
0 Tw 0 -1.2 TD
[(per)19(o no hay br)19(azos par)19(a contener)56(.)]TJ
0.273 Tw T*
[(P)37(ablo Ri)19(s)19(po expr)19(es\363 \223la ignor)19(ancia mata\224 )]TJ
0 Tw 0 -1.2 TD
[(per)19(o tambi\351n la indifer)19(encia, el can)19(s)19(ancio, la )]TJ
0.128 Tw 0 -1.2 TD
(mediocridad, la desidia, la imprudencia, no )Tj
0.018 Tw 0 -1.2 TD
[(podemos pedirle a los alumnos r)19(es)19(pon)19(s)19(abili)]TJ
0 Tw (-)Tj
0.315 Tw 0 -1.2 TD
(dad cuando como adultos no asumamos )Tj
0.021 Tw T*
[(nuestr)19(o r)19(ol elegido con r)19(es)19(pon)19(s)19(abilidad y no )]TJ
0.092 Tw 0 -1.2 TD
[(es neces)19(ario s)19(aberlo todo ni r)19(esolv)19(erlo todo )]TJ
0.012 Tw 0 -1.2 TD
[(sino, ju)19(stamente, tener la humildad de r)19(eco)]TJ
0 Tw (-)Tj
0.305 Tw 0 -1.2 TD
[(nocerlo y hacer los intentos par)19(a asumir )]TJ
0 Tw 0 -1.2 TD
(estos dilemas tan dif\355ciles que he planteado.)Tj
0.291 Tw T*
[(Hay docentes v)19(er)19(dader)19(amente cr)19(eativ)19(os)19(, a )]TJ
-0.019 Tw 0 -1.2 TD
[(quienes r)19(ealmente se los puede llamar maes)]TJ
0 Tw (-)Tj
0.23 Tw 0 -1.2 TD
[(tr)19(os y otr)19(os son simplemente in)19(structor)19(es)19(. )]TJ
0.086 Tw 0 -1.2 TD
[(Conv)19(ertir)19(se en maestr)19(o es logr)19(ar la tr)19(ascen)]TJ
0 Tw (-)Tj
-0.044 Tw 0 -1.2 TD
(dencia y esto es a lo que cada docente puede )Tj
0.271 Tw T*
[(as)19(pir)19(ar)56(. As\355 como cada psic\363logo tiene la )]TJ
0.006 Tw 0 -1.2 TD
[(r)19(es)19(pon)19(s)19(abilidad social )1(de )1(dedicar parte de )1(su )]TJ
0.086 Tw 0 -1.2 TD
[(tiempo )1(a la )1(pr)19(ev)19(enci\363n, los docentes )1(deben )]TJ
0.013 Tw 0 -1.2 TD
[(ser concientes de la importancia de )1(su hacer )]TJ
0 Tw 0 -1.2 TD
[(con ser)19(es en formaci\363n.)]TJ
11 0 0 11 312.9116 151.8867 Tm
(.)Tj
-10.53 -2.4 Td
( )Tj
ET
endstream
endobj
34 0 obj
<>
endobj
5 0 obj
<>
endobj
35 0 obj
<>
endobj
36 0 obj
<>
endobj
37 0 obj
<>stream
H\TPSW>(U UG*QVZVG7A "H,5S ]eкTqU7(,Zw*&;qoh9(0C⒓|lrYDŔh5PF 5J۫,tpPdǗi3Vs
,Vq´iQcʼnQQ\yQL,ȵrŘT%l[Hqnf-\%#ʯ^ZcN4fkAQҧ"e\INm1DSh]kF&F VQm$>-͔jfD/ѩFU/rb5R&svn$D1F~H+a d$!y@@L˄\#&!r0!YLH1qG3!Kn)+LcBev[>h2uU-k v 1H;8"|}@AA?L_h<