%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
CALENDARIO A FRANQUICIATARIOS Y DISTRIBUIDORES PARA COBRO DE COMISIONES POR VENTA DE PRODUCTO FD
2018-01-23T14:20:48-06:00
2018-01-23T14:20:48-06:00
2018-01-23T14:20:48-06:00
Adobe Illustrator CC 22.0 (Macintosh)
256
224
JPEG
/9j/4AAQSkZJRgABAgEAYABgAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAAYAAAAAEA
AQBgAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgA4AEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXHpiqnihA64NTbRdQXSm4aobaYWDfCaXHpn0j8fwfbp9rbxyeOuIcXK92GTi4Tw/VWzCfy0g8wJ
rGqNeatf6hZqkaSpfMslLt0jmdl+FBbcfUKfVkLhCG5N9iuZqzDhFAA+Xd+n37X83D0hkZGySPPv
/R3cO9dejOPrF0PXMcTzFbiONUcCICNhGJHVj9tUDM3uQVGYDsERbvLJCryxei7bmIsGKiuwYjbl
TrQkV6E9cULbxmW3dlJBFKEbHqMUvnzW9CTRNfNveaJZlNPKPLqdtdx2jSTRyNd+oZkltLpZP9Kt
1PxbN6fVWAzMzakTjw2fxXn+LasOERlxUPhsfuL03R9Xv52l8vfoE3FmkxglvbrVTeRs0XrKzhpW
uLmivZ0owqGI78yuLGcQee/4824wkRdbfjyYf5m8j6nH5jSaHyjHqInvZb6XUrd4grxzm4VY5SFt
bhWDXKyyfvWrwpXjxC5UtTcOGzyA+7+l5OPDABMSoc/j18vNPdJ1O4tkstItfLlxcR6qiwTGLWJD
BAJILeR2WGWZ5IlRZQf3AYqVcjrV8aNDez8v2t897rl7/wBj1CAkwRluvEV770yCr8VdirsVdirs
VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirj0xVJtWh16e4ijsHW3taMZrlJkSbkVYACKS1u
UIBo1ea7+I2MZX0acgmSANh79/lwlj8emeYxaMZdSvjefvOKCesZLCifvBpq040qPg778hgqX4/s
a448nDvLffu/4j9HzQsWlec/36y6necCqvbutweYcJ8Ubf7i+PBnP2qVoBt1wVL8f2NYx5t7l9o+
X93y80bDaeYzbAzT3KXEQoqpcyuspXiQZHOnpx5UKtxTYHbelDUvx/Y2xjkrfn7+fv8AT+hfpVv5
2hdnLC4U+nyjur1gBw2bjXTI2+Pq2/XpTGpfj+xhAZhzo/53/HAyi9/3lf6P1jJuY8q8/eXfPOp+
apI9LttYWyubt1F3banBZ2yIbOzRZCDDcSrGJRIaBSeas1PsggWLrqkgHn0ZJ5G8neZtENdVvbi8
PrySlptUlvaI0bilHtbblV3rxOw61r1q8P18TkDLHwzHr7vd1vbl3KOr6J5kuvNIeEXC6Xzt5aw2
lgQSJ7PmDPLN6pXhGzP+75cVPE8lUNZOAlV9HHjKkVZfl5qFrq1jerqUDQ2jRGSF7OJ2cRxxJRZZ
OckfExEpwIpzNa7UslMnmwjERFBmsH9zH/qj9WRZL8VdirsVdirsVdirsVdirsVdirsVdirsVdir
sVdirsVdirsVdirj0xVgPmvVbvTNYRrzz9pnl6zklWS3sLyC2SR4UjZJY/VnnTnWR0dWVRxpQ8gc
rjljIkA/TsU8JSC11q9njkWH84tIuJDPAlq6W2msOb86QShZv3nrdgnBvh2PXLFpPNI1nU4g2mP5
+0PVb9WMsTTWsQufq6Ssj+qlvewoxUj0+axoAw3U9MUJ5pPnHy7NBNFP5j0q9vbEcdRe0mijSNgC
G5xGado91bZn2+jFU8tbu1vLWG7tJkuLW4RZYLiJg8ckbjkro6khlYGoIxVbff7yv9H/ABIYq8G1
WG60/Vrexmi8xWWpwNJJrF9ZvcXSyhnNxH6JM31fi0ScWpxK9NzmblyxlEgEDlW36g04ocMrIJ59
f1/qegaZ5mM0t1od1pnmK+u3uODXM1vZ2ixNR24RXFs1tH6a/VXNebHoCx5KDjxiB/EPt/U2E30P
2ML8yw3WneY7mKWHzDbXl/NcmK9sGnuYxbXi3UCtEgnMKSK88LIfg4cfsgoWfInliYcNxG3d7u4e
9qhjqfERIi/53v7/ANTKNP8AOlnY6VZaJf6d5k1G51PjCNSeGNJHluEiYEzQTIttX6whWrLxqRX4
WpjRAG/FH5H9TdL1E1E18HptuSYIyQQSikg0qNvbK0r8VdirsVdirsVdirsVdirsVdirsVdirsVd
irsVdirsVdirsVdirj0xVhmt+SdV1HVHuY9Ujjs5nJltXjvQ4UrGP3UlrfWirIPTqshRmWvw035A
Y4A3EUTz35/qQJTP1Gx025D9O6SQWflPSrq8tPM/m2CG9AES2aa3qVo8EAVDCGWfUZG9UooZpFVC
1fclro4JyFiJI9zCWeANEgH4Iv65+UYhngTzXFFDcceccXmK5jChWLARBLtfRG+4j41Gx2w/lsn8
2XyLH8xj/nR+YVJdW/KqW5S4bzbEJEkEyhPMNwiclCqA0aXaoyfAPgYFa1NPiNX8tk/my+RX8xj/
AJ0fmE6/5WJ+X/8A1M2k/wDSdbf814/lsn82XyK/mMf86PzDT+efJV4Ba2nmDTbi5mZUhgivIHkd
iwoqqrkk/LAcGQCzE/JMc0CaEh82B/mFf/mPH5ivoNIgZbD1S1rKI9dnEirbWkjq62UTQoPVj4ji
aMC4FG9SuLKBMgbO3yLkAiiO9E/k9oWv2WmxWeoQpbw2M0hiUR6nA/pfvGH+9YiBPqyfykMGbwwy
9UwaA+fm24qhhIsknv4fL4/tQvmG1/MTVfzLuItE1jWNN0qzbT4J0gs4TZ+k7QTySJLcXPF2+0GZ
ID3Rgy7NIcy45FgVsyHyhpnnSBbZdTur92WS1+stMkYVgmn2Ikryurh950l5Ff2y+x2Z6jjqVjrz
crFKHBK6vp9vl97P4P7mP/VH6svcVfirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdi
rsVSrzWmov5b1FdNWV74wP8AV0t3EcxanSNyRxY9jXLMVcQvkxndGniVjrM+oX7paavqFpcW5SRE
h1KzmKlpmjd5LaefUlkSlxAojZ1+IgcqkObs4ia4TH7u7+ijAefEJDu5H/fbMn1DV/KvmjSL7TtB
Qal5mTT7horpW017iWRIDCkk3oMeP70pRlRQHoNhtjhPCRchw2O/vYZQTE0N6Yppn+G5PMk1tFb3
MHItCumyX2nTTLK00qAKjSXjE+nNCvAgEN3Y0OWZ52ABKN/EfoXABZ4hIfAH/fMte88m6vp0+haH
aC78w21k7qyDTPrDl7fjHLOsDfAHaaNwyIo5FSNjTK4SIO8gR7ymQ22DC5l8vfpmTT7q2m0i2ihS
V0OoWaXhkjneKTkk1xfBY6p6Zpx+LluCoy3NO4ipC7936GOEbniiQK8j+l6P5f1PyNqU9lZ6ZZi5
vrVgXvIk00yMYVQO8wtmotPXjZ+CLTktAKjMck0fUD8S2V5MQk8yXNtNb6TqeoatpGrwx11KY6pa
CUyL6U8RSG5ubtQrGJyawKDGSKU2y7MIEGjH7v0MMRN7iX3/AKWZ6N5vs/Um0WTU9S1HVmmVWSZ9
L+sQSAOxiCWogNP9HlJDRlqK/YbY4hXWLaT5Fhuv67qVjrV3puo3Wp2NxcT3apINXhtQbee4ulgk
t43uGZKRSwKn7jZgDtxPqZM+Aw2MbofcOtd9/jlRi4uP1CVWd9jtv0v3JqPMFuTp1tqXmrWk1K7Z
xDBbz6RCLmS4jQIsKEGRgqTxmMKf2lbcmpxRCusXIke4F6fpWr2188sUCsPq6x+oW2ozg1Wg/l47
5hYdVHJOUY/w1+n9TOWMxAJ6phmSwdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdi
rsVfP2n3PmW808X0VveyarJcAIZvL9nCzvFc6IUMqyzwrRyCCfXB+0y8fQFIx2jXPzTIXK727np/
kvQtQ02OI3kHoyLbQQyUtbS2qyFBT/RXcbUpQfDlOPH6zI91OVmnE4wBz95/SHnGkedfN2qebHi4
ahZWc+p1hkm8tiv1aXULZI0+s+p8NIgT6kkY4qXZ/iSMZbIWdiXFjdbvQ/IFrOdO0y5eF4uGn20c
pksIrFmaSC1ZRxWjJwCEFAvEfZ6pgj9R/Hc5E6GIDmff/W6cvx5vKpPM3nTUfMepPpFzYajHpuoS
I8EFvr908SxXc0gina1j4EO0sgKfZYKq0ovwyB2o83HIPFd7dz1vySl4NP043sAjuhYx+oTHeq6u
1vaGRS94quavX7YD7UI5K+V440a/HRyMleGK8u7+l8fx5h5j+Z+v+ZG83axYRQai1nauI4lj8u2u
oxMlxpwRily8yM9PVft1Yo2x2mNjZ3ceQsUNma/l7+mZtEh1zVW4RPNe3M4m02CxlUGa8Z2kVJZm
Uqz/AAsNyhqwLMxAomdj8c28SiMZB+r3+7pySXzl5w8znzrbRaHHLd6XLBaLayR6R9ciaR2W45Ld
NJCKOrRoTzCqrMRR15ZbIAWDfE4oMiRVcKa+SL3XL+2tJNTe6aYyWrRGbSlsqI9tp9wKiGRkVhHI
ySE9JA6L8KAHGqQIsk/D9TnYuEwJobefkf0sk8lSQm81ZI35srR+pQbAkybVzWdkRInkvvH6WnLl
EqA6MqzdtLsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVSXztJrMXlHV5NFEh1dL
WU2IhXnJ6wU8OKkGpr7ZbgEeMcXK2vLfCeHnTyLSfPeoz30lvpvnS5eRHjZo7yyiv6RNI8B9SOP9
HyIFaeCvBmqSnd/TFuoo1wiPwI8u8pwR58UvmP1R+9lX+OrfVPLN9YaJ5lj1vzXa2FxNANNtXjaW
SOAojtExuOJ+sEEEMByotPGGGI4hxVVjqjKTwnh50w3RPPfmCXWJ9Ph833UdyJ1gjtr2ygvnLNcT
xANEhsJV4xtbswWrF26fs5ZqRHbh4fOiPLvPvRponfiPuse/uHu5swtvN93qL3llYebrbVdXhtJL
gaXYadLDJyMA9Bh6ktw0cZMiSfFXkxWjBTxNMY1zr5ttsH03zpq9jqkdtJ5tutOuHtvrGoQX9rDc
sk/KSFleJksXCpOtCyM1WXjUVYLdqRCvTXPoenxLXgEj9R6dR+qL0Ty55uGq3ywR+bLfVZOXKS2s
NMniAMXpcl5PJc8I+Myl+RqC6nkq/CccRru+bYWCXX5m67Za0mn3fme9sdQiMcl9aXmmxOiVmmdo
hCIrOUoYI4zyE9SrMy7igy82OHD6eG/62/Tvl73HwkmdEmvMGvsizC689eV9V0260a+1mafXlR4X
gsLLU7RlkMbkxSW/Kc1/cS1DP9lW/lJzHhEjf0/OP622Uhy3+R/U+bbL83PzHt9Oj0+z12e3tLVY
47WFGHIJGvBEDcdlUDHJPxZgiO7phqskQIg7M48ifm350nt7m21XWZHZW5i7lO6jiPhr0A9/8xq+
0ePHMCJPwb8WsPKRenfkV5iTV73zIkfxR231QiU9XMhnq3y+HJaTTHGCTzk5emycRL1rMxynYq7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXzL5c8y+cL/AF1RZwvK7XEl/wDUbbWt
NnmnR57OZraFfTkr6Kw+qi/CvAOKgNkYkcNH6u/9iZA8Vg+nu/a9l8hafrNrY2Y1Owns50srZJvW
uIrj976cIkUsiIzNyU8mO3KtBvXK8cSJHnXvcnKYeGKIv3b9XmmifmH5h1vXLa2e2to4p9Rtpri4
i1TSJpIonvrIKtbaOGSRFkIi6kv6lDUlMMeLjsn0937WiVcO3N6R+Xaag2kadcXULvHJYWTRagbi
G5SYPb23R4h8QBQ0bkQdz0Iwi+I7be9tnw+HHcGXXau/8fJgvmnzh51tr6SC2hvvUnubqCC4t9Di
uisCajqNuKs0qCgVIGBP2hwkoeUi5OYBGxNuPG735Mw/L7Vbu50yO71NJonW0lknurvTk05jxaNG
aQrJIqnjGCVqOngtBTiB4q/Q5mUDwgdvn7+n4+1hn5refraDUrq1F3pMZlLwWM7zapBMF+q2N0TO
LOM824zno20bAcgWZTcdrtxN+jIPJuua5q+nT3WoLatHM9zJFPaRaoiOjwzyhw14gUisvw/skGi/
ZWtO5mO7+1yoxj4RP8X+b5fH8e98dQamkVyEaELCwHxAfGP8r3+WdGIi9hTy/h+lNrNbm4vpLa3m
PpOodlVjRwP5fE+2YuXSRlPiIa+Cx5vor/nFqP038zqPshdPAr7fWcxdTCiO6nY6AVfwe9Zjuwdi
rsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVQ0Wn20T84lWN+nJUjU/eFxVW9Jj1
kYjrT4e2/hiqimn20f2FVO/wpGO4PZfFRiqqsAVVQMQi04oAoAC9BsMVWQWcUCFIP3SF3kKoqKC8
jF3agXqzsWY9ya4qvaEspVnZlOxBC7j7sVS/UtBW8REiu5LIJWnoRWjdgAP38Ew2CgbZIHvFqhJf
LGpSwPA/mXUvSdSjKI9NHwkUI2s/DDxjuH2/rV5u3/OKP5dP6Ze/1Zmjj9MMZbWpAJNT/o25+Klc
yTrZ3ezi/lIea6H/AJxV/L2AhotQ1ZGU1Uia2BB+i3yQ7QmOg/HxYHQw7yzzyR+XWh+Tnvn0ya5m
fUBCLg3LRtvBz4kemkdCfVPLMbLmM+bkYsIhyZTlTa7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXY
q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq
7FXYq7FXYq7FXYq7FXHpiqnU+OKEFrl1qFrouoXOnRifUILaaSzgZWcPMkZaNCqkMeTACgNcnjAM
gDythkkREkc6Yd+Xes+cbzWNQg1nUotRs1himUpbC3Mcs6JMqQ8GYtb+lKOLThZGP7PwvTL1WPGI
gxFH3/jf3bfY4umyzlIgmxXd3/o9+5+BZn+kKeuQDOIriO34QqWZfUEYJetB8PqcmI6L7g5gucr2
85nhWUI8YfdVkHFqV2JU7rUb0O47gHbFDV1LJHAzoaMKUPXuPHFLwe51DzTZ+Yo9Muk80Wt3bmOS
5ube6muY5JBLNP8Au+TXtqUaIRfB6PZkald83NPGY0DG/dXd14fe4+GJ4/UJV77+zi9z0TRPOK39
quleh5gubuUoPr1xaxWzBijuKSolrDT/AEZyfh67H7SqcWIA6j7f1N8mDaxceZLPUZY54vNEDGSQ
T3NrdzTIayOOcHCW7jUN9es+K/Vtgr/yvmVlnAwoGN+6u7rw+9oxRPHZEq999/Ti/Uyzy35tmlEG
krJ5lnv7i2SKF7qztuEbxIxaUXMlvbIzngQTLsdvhBO+LEDqR9v6nIn1r9H6y9IhJMSE7kqCT9GQ
VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVcemKoPUZLuOxmezjMt0qkwxhV
Yluw4vJAp+mRfngPJhMkA1z/AB7vvYZeaz59W5+wbZDusJtbDkFqaVL6tuad6UyFy7vx83DOTPfL
b3D/AKqOg1HXoIrx7aL6u8rmUIItMVnkkUAuwS94yMGFWLMlRsK5Izmef4+1nGUwDUa+Ef8Ai9/P
kiE1LzVwtw18nqOhM7/V7MKrMGKAr9eJHDiA1C3KooRvQXLu/HzZCWXb9X/H+nXmqR6v5mjulYF7
+KVapaQxWCyIwAqJHa+UN4/APpxuXd+PmkzyA8rHlW3vuSeQzX8umyG+hMM6vTdUQMpYMtFSa5+y
DxNW3IJoBTJAnq3YyTz/AB9peOfmVqHnSbzpe6VpGs69bLLeOkFtpdkZ0C/UNObj6rT2yonqty5c
h8TOK0L5GYkN6lX2MoSHERY9zLPy70vzu4WXzRdardtHeyTJ9fhtbcKPTlYHjb3E3wc5aLxHgKBQ
AsTEmQPT+1yYmHhEGuIHn16cqHv5q2v+aPM0Gtvp9t9dSEXCLCY7FJkdBJpwKBxIP7wXciqz8aUd
m+FBW2Iu/LucWewHmmHlLSPMtu8JvGeIh4zLytLSMFYouFOUUsjCq1AIH3ZTUuL+xyscojGQdz7z
5dOTNYP7iP8A1R+rLnHX4q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXHpiry/
z8t9+m4wuravpsKStKG0ua5ePh9W4/vkTTL6JWMjcUiaT4q8hV+KCuOWMpGI5x5/K00xO2tvMdxA
sK33maJ/rICStd62rIxUfVz++0FVZGdHEvqAxoGqeR4BbFZFp9z50062061tr6/v7SFZxHcTTXF0
1zGeK27XE40CRuXOShpICqgsTJRqKouw1vzdf2ifVbjUvrcEcH1pLq3ns0LorsSjz6Ahk9aQBJCq
DivxKFOxVQmn+avPOn3JvL4XGp2pVBHbxi8uoCJnZvUDWXl2KTkiIQPjp05CrBiq9Bs7rUrrRBPq
VtFZ3bk84IJJZkAD0FHmgtJNxvvGPp64oeP3vnXV7HU7WyuPN9/Y6qzyHVrO5trdhbr6heMRwvHb
1VoVqG9Vvhq1NqZmZhDhNCPSt9/tLTiieLcmt+Y2+wWzzR/Puh6nHLYjzHDdanPIPqg0+0uEkjRl
Z0jeN5LwSMRBKSwoCqtQDiTmPGPu+Y/W2ksOvvNuraZcXZv/ADXeafcu93AlrPboyW1UZIplSSCC
N+Et1acFNwQeSlq+oFXIy8HDsBfv939JqxxPFuTXu2+wWyzy/wDmB5fvdPi0uTzP9c8xXas8ZtrV
lmVipfilsn1lSECN+02wPxHrmNGPu+Y/W3T2ND9LP4SDChGwKjbp298gq/FXYq7FXYq7FXYq7FXY
q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq49MVeaecvy5vtc1m8vYrW0b1lIhuHe1SZT6MabNPpuokB
/S9J6ED0yah/hCjwwDYJJPTu9zCHM+kDzHM+/wB3IeSF8s/lTdRTXc2o+np88hDx3VtHo087T0o0
zEaPa1I5SBGcsWVjyUE0BbCUdbfkvpFrDDBbatcxQ29fQjFhoJCcpBK3HlprFeUqB6DaoFOgxW10
35L+Xne3eK6a3a2txaxmLTdBJ9MqyvvJpr09Tm3JVou5+HGltkb+QfIskvrSeXdLebjIhlayty/G
YsZV5cK0kMr8h35GvU4otMTZWdjpa2dlBHa2kCrHBbwoscaIpACoigKoHgMVeSfml+YGs6Jrd3ba
fDZ+t9YkiWa51DS7VxHFa2FweK3CesCyzyxr8VV5FuhipES3Pl8fsY5QeHba+9EfkfqOvaho1tFf
SGZ7OVle6F/bXpeNVkYMzIJWY85Sh+IUBXwzHhkMp1v8q+wuVhhWC5EE+4+XW/iP2rvMfnfzRa/m
DPotvaXEunpcWaLcfo5JoFW5fTmJe45BuChJuTca1bapjXLvEAnUvpcepEHhq+n6bVPIOseYtb+p
z6l9Zjlt7i0WSL9GRQKVksbO4Ys1Tx/eyS8itaMWAoAuDUAxlEC/k26WPHjlIkA9Kl89q3t65F/d
J/qj9WWtS7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqlPmzULnTvLepX1qWE
9tA8kbKnqsCorUR/tEeGWYoiUgCxmaBLymD8zPNJueemmHU7VGX6zDqEktg9C8opBK8EFaKsbVMJ
r4KTxW/PpzGuEfd5ebHBOM7s1XeD+pGedNE8h6zpd/rYt7G680iymuJoV9W7Ms0Fo3BI3IgLBGRa
Ex/EBTiK7W6eeWJESSI2Pvac2OBBlQMq7mKWOifl5LqUyWGmWt/YBVBk1OGawkRi1wKrVIea8VhJ
oCfZOVFszZc4Aq78iD3efvRhw4ZXYArvif1MtHkT8pLq1thBY6ampFa3FpCZbhXcxN+7ikb0TtJQ
him4FOIrtUM+ccyUnBi6AfJ5zZ2PliW5SGw0G2u5RbGSY6jFJaQBudsAEYpbMZArTEpXj0AYgczk
6ieWMbibN9CPPz9zXgxYpzogAVzMT5eXven6X5U/KiI6ddWdvp1jrkUkEpELS3CLKpBaOJ29Emp2
Vyo8ePbMQ5cxBErpuGLGDYAtL7zz5O+ozQoy3WrLJPF9W1CyENokg+sope4MKkojQ2tSshZlrSp2
Vnp6jYH2+7z96YZBKVE17wfPyZbpHnK1e2nS5l03Rwyxm0+rzm5bkV/eLNF6Fui8Tt8EjV8RmPHD
LmQ3SkBsCxCD8yrSDWbpdNe1i1+5l4ap9YtVs45Pq31mNRJeOIw5jSKBULSH7W1a0TIyaYiFgX3b
+79rTjyxM6JrvJB8/JPbbz/5luFjaa+8q2AcEyA6wbp4+TLxBRbeFWMacuQElHalCo3zHjil1iW6
UoiwCHoFlfWtwWhhcO8KIZKbgcwaCvj8OYsM8JyIibqvtZmBAsorLWLsVdirsVdirsVdirsVdirs
VdirsVdirsVdirsVdirsVdirsVdir5gs/POkX2mNraaPp7ILklbCz0Szmmb99okM4jT1JGrIlxSr
SftDf4IxlcpUaG/wLDEZn6qD1f8ALPRtOgMepJpaWuoXVnB9YuhpqWDMXaN5BVGP94/xlOgPSnTI
45XI93uc3NjEcceXF1o39jz2w/NjySfMV1aadoOk2upW92q2tzLptvbOQ9/ZW8VOVysvqosrMw4q
2wIX92ytbjqQvkfdbhZpSiajuz78rrbTLh7fW4rW1N/eada+vqVrZRW3NHt7N0V3jNPiWhVFFAB4
Bcx8WXikR+j3OZPFw4gTVnz9/T8fewvzB5jto9V8x3C6Bpc93p1zdQG8e40P1yzRau3NuUUjp+7i
jSk1GJqGBCzc7YzBlRcaXEI33fcnn5dW1nrGtWXmttM0+0u7s3spFs9jcPGZPVU0ntljL/AVTlxr
TqSSSajIjKB0/Y5AxE4uO/sPu5pL+aP5k+V9H883GnX2jae1zHdwx3Gqy2FpczmKOCyuHD85/XZP
q9xMhf0v2gqfEjVvkQBz39zhyOS9hsmP5L3tvrMcGrR2kD3cV2IXuoNJtrMAQ25jozwSsFKi4mav
X94dqEKMeOQmX7HPjjj4ZJri9/3BOvM2u2J8zSaVeeUhqsYltf8ATpNMiniaK5l09WcTSzL6hRlH
IqhoVjPE+l8WTE3IhxJbAFKvIV9+lNT0nXIvKdrpM6yiEyfo1rCdUkjRGPH99xoZpf8AdnT4TXqc
XLn4MgierdjxylAn0/6bf5UzryBt9eBYFysDMoNSOXOlc1XYQ+v4fpZ6jIJUB0ZdnQOM7FXYq7FX
Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUl8661daH5S1fWLRUe6sLWWeFJQTGWRagMFKm
nyOW4ICcxE9S15ZmMCR0Dy6z8+vDPF+jbvylcHmjF/TmsVpJJLHx9SE6hwdWtoZGZhShH+S2X6jH
IUAJ/Gz+jza9MImzcNu6h9535dGXaj+YD2/lK7vv0jokuuWVpPctZ2l59ajlkt7ZpR6YpBJT1U3W
n2P2q5XiwEyAkDRIZZcoESQRsCwXS/zJkvNVcBvKtwEm5yzTQyWZdRPcLVZY21Cjn0YpgWWnxU60
bLs+nOKI4BIfjyHm14JDKTxGBr3Dr5ln/l7zdqV3fwWl9eeXEikdVSHTdSa5mNI1AVEaGCtZKn/J
UUoSajF8KQG4LkcYPIvMvL35kX1o0l9pU3liyvdZja/1HnFcRVmU28rLL9XuLyXm0l7Mo5RDdGb2
zL1WlEBYEtjXf39w8vtcbR5TkkBcdxfMDu6mXm9KtfOt1NevHNqPlv0HaBIGg1Iy3Dg1Fx+7MSDk
2wjUMfcnMQYpcyD8nKMxyBYbN+YzahqUKqvly7vpGR7iG5ikVo0FxJG8bzIbqQSLHbLuYaKWQn4c
ycmm8OJlES/X8h5/e0QyDJLhJia923zPl9zNl8yxx6AWg1TRdKu4k5Q2VtcJPDQKDxq6WzDutPT8
PlmPGJu5AttgbAh85W3546mtvHXyv5euri2jghOoXdk0lxKtuqLFzb1eTODChBr+yKDYYMhgZ3C7
PzdWdfKuGgWYfl1+bDS20lvb+WtC0q5gkEkKWNqbaEbDfgsn2/ev9uu1+WWKQ2DlYNfIgx5W9B/J
LW7fULnX7eJzI1p9U9WWtQWf1uh7/Y65Ds/TmAJP8TZgycRL1PNg5LsVdirsVdirsVdirsVdirsV
dirsVdirsVdirsVdirsVdirsVdir5ZsvOFlZG51O18v6cbupnPHUNEUojXenssZdQxESNEw5sK0K
k1LKUx45RxAH8fj9axEzEkjf8X9j1n8rdH0WJrXU7HT7S1nn0y3E01ubN3dpDE8h526o3F5By8K9
h0ycT6yOnwb54qxxlfPyP3lh7edfKk/msxaZ5RsoNW/TAh/SUd9pzSO0d9bry4hpHDv6b+ogTktF
4t8XJZWK4iRH3uLknKJoDiZx+Wtlo9bbUY9Ls7bWZ7C3W7vbaS0lkeMQWZRZGgSNt6bbcfh8CuV4
sokXMyYaxiR5nyP9LryPIfi3mHnv8xtEtfOHmJLjQvL17f2Us8YnkW9a49OC1mBeQpAUkZer8GHE
K6V5UcXQAkTZr8eTi5JGIFC/xy3eheXYtH1HzTb6u1toz6or6iiXdnHO1wEjur6IhZW+CtS3q/s8
+fGo4nMeWSsvB+vzcmGKRw8Z/R5dbtj35m+ZPI2meYtQabSNGXVom9GK81GzurlbiUW9rKvIwRgK
qwXcgNOfY1rVcunOnGBN1SK8ial5N1m3nurTRdEs7kSXEMbWcczTAxQXLIOcsEPxJG7qx6dT+2oE
Y5bkBfNyxp7xmdHb3V0+PX8bvlK1v7NbkRMCAQKTE7V+XYe+b2OGEZekPL+GaTazutSS5ntLU8Vd
Q0pH2gp2rXwzD1GiE8llr4LFvob/AJxaRlfzOCS3w6f8R7/705VqIcJHudloOvw/S96yh2DsVdir
sVdirsVdirsVdirsVdirsVfKWo675tku3t5fMV3dFHZWt7yeeydqMVPBlke241H2iR8s6aGOFWIg
e4A/tdFOc7ri+dx/Yhre512KU8XuNLJ3FzLqUnxL/MiR0kkG/VAckRH+t/msAcnWx/nPavykOtyT
3Et/qV7fRegOAuTM0NWcfFE07s7dCKkDNPreHoAPx5Oz0nF1JKc2eseYIZ5p5ZJ7mzhuPqcH1j6q
sVzLNeyWqcXgQPF6PpqXLA8uVAtaV17nKh84SI4uJlkWEtGJbZGiYxupu0lCNw/eIzWnw9Ca1qBt
itKkHniV722spLFEmmljSZluA0cccqQtG3LgCWb6wFpxC125VZQytMrxQ7FXYqkOgeSPLPl5i2ia
ba6exDgmCMrX1BGH/a7iCP8A4EZIyJYxgByTn0nJrVeoJIWh2NfHIsrYufyq8gHUDqP6BsPrxm+s
m49H4/WEglD15deahsMDwigxnASNnmyKy023sbS3s7OKK2tLVI4YIIo+CpFEAqIoBoFVVAAwMrQs
PlrSonuH+rxzPcyyTStc87g1mrzVTM78ENT+7WiipoN8EQAbHNTuKPJFtYxm3eAJEsUgdWVY6D95
Uv0P7RYk5K97UbbMR8yflb5c1KaO5i0XTLi6Rgxlv0mk6RRQj7Liv7q2jQ16hcsEwef3BgcYu9/m
UUmiecIdPaws00S1tvTMSJDBOgRSnD4QGpsuACA72yy8QP8AziFq8jqz63ZoUjCVSGX42DE8itRT
YjauZp1wu6cD8ntQKMsv+cUNctJUli8yQLIn2W9CQmnhu/T2yY18f5rA6KX856r+V35ZzeSX1R5L
xLo6kLeqxoUVGg9WtKk7N6vTtmFnzCfIOVgw8F+bPMob3Yq7FXYq7FXYq7FXYq7FXYq7FXYq8o1a
00d7jUdPvraOSeC4knZLpVHK3WV5oY4nJ5cXkZeQXc8m8Sc2cDKgQejgz4bILHtC8s6Bpuv+Y5ri
zjk06LUJLOQSKH9C2Ct6ZjJq/MymNaivw19zl+TNKUIgHer95aMeOMZSNbXXweo+SZZbqO5vHV/T
YRwxTOCPWERf96AenLkK5rtQKoOZp5cVlCwxWFvaNBZ0NgTOt5BJ6hh4/WAI+44sVJoB1HWtMx3J
W2d9ZX92rpaWUTR3SRWxMX7xQgkWKWqsvJKoOHT6NsVWS3sUVktslkscyWUssd1FAYGjuDCSSlKM
rMV4mg3Pf9nFUc/mfWC976dogjhlaO3Yq7EqtSrUBAf1FHJd19uR2xVkVlFNFaxxzTNcSKPimcKr
NXfcKFH4YFVsVW8/bFVO4u7e2t5bi4kSG3hRpJppGCIiIKszMaAAAVJOEAk0EEgCyk3l7z55S8x3
FzbaLqUV7PaEieNOSmgNCy8wvNK/tpVffLcunnAAyFW1Y88Jmom6TxZkYsFIJU0YA1oaA0P0EHKW
5vn7YqtknWNC7A8R1p77Yq8+P5r6j6lsItCjuBcmNkjjv4klEMlxLDy/0hIIOX+jSEJ625otanMj
LgEIk3y/Z+thjkZyoD8fgM0ttUvLjSze/oy4gmoCllK9sZWBANQ8U0sPf+ft8sojRZnZiN3+Zuqw
/FFoUc6OzC2AvliL0a5ADPNFHAjUsXJBl2qo77XZMIjEm+X7PPzY4yZS4QOf7f1Mj0zzFqN5povJ
dDurc/Vo7gIJbOdZGcVaOF4J5OZX+YgBuxymNFnMGOx5hO0YMoYdGAI+nAhvFWi1MVa5+2KrJrmG
CF5p3WKGJS8krsFVVUVLMx2AAwgKlK+dvJzBCuuaeRIxSMi7gPJhSqj4tz8Q+/J+FPuLDxI96bw3
EU0STQsskUih45EIZWVhUMpGxBGV0zXc/bFWOebfOL6CYVitEuWeK5uJTLMYFSK0hM7kFY5mZiqm
gC5dhxcfXu+1hOfChfLPny/1i8ktJtClgZZGRLiC8sp4ikfBXdkaWG5Xi7nb0Ps0P7QGVTAjLhtt
EJcPFW34/UjPM3mq/wBHmiht9LN5JOxWAmXgJOMTSNxEaTyVBWm6AftEhQSLceIS6tUpEdEt0r8w
NZvdSuLM+W5JVt0nPO0vrKR2lt5jA6CC4ktJlHJTRmUDp45VMASq22MJGPFW32fNlkF3JJcvA9tJ
DxjSRZH4FW5VqoKs3xIR8WNbWxQ+taBpesQelfQhyv8AdyjaRK/yt/Dpk8eWUDs15MUZiixzSvyx
0231e51PUZ21GSaT1VjccUrT7UgqebV+jL56smIA2aMekANyNs0VVVQqgBQKADYADMRy3Yq0ERSS
FALfaIHX54q3irsVdirj0xVTxQkfmvUNDj02407WbhLW11KCW3LyTwQFkkQo/D1nWpAbwOGOTgIP
c055wEamQAdudMZ8ryaNo97qGoXeoWkjRIlohS4taQ29usURQ8pQtunrHkIIgqIZKfF8HG7NqYyA
A9/47/ed3Gw8ECZSlHu591fLfoNhfXZO28z6C31pX1OFONxHK5iubONoxGyKI5D6xryePi3LqDxz
G4494crx8f8AOG3mmGk63plxItjbXIurhFZ5CZ7eWSgcq7sschIHqVXZaA7AClMIkD1ZRyRJoEEp
hff7yv8AR/xIYWx4Z5+OjeW/NU0+l2UNlcJczxMkFxo1m0ivaWcvNnu4/WVQ1xK2xJqNxwIKSnrJ
jYyYxwQBsAWyP8vpl1u9MzXlzc28Ny0LxPc6VMlI0uOJb6kC49QGJiA5IZafZDFq46kk0HJOnHBx
foPl15dfxavqHknQo/NB1OyjvLCQTx+sllpto4kZ5LdZP35ikn4y+uebV+Febbca5kHPkquI04gx
QBsAWp6Ppt/e6raPNeatFbCS1WW3NtbrE9I1MwdntklVXk2Yqw2PwkbZiT1nDPhvdy4aYSgZWNuj
1WD+4j/1R+rLWhfiq1+uKoa/vYLGynvbgkQW6NLKQKkKoqdsIFmkPPfMP5o/l/q+l3ujNds73Fuz
FTFKUKhPWqWQdOIqQDXt1zIjgyRNgNRywO1sTvtd/Ld9SivBbR2l3CsJtobSadVMBf1Y3Ki0YiTj
Jy4j2BPfLRHLVI4oWyDyl558v6KkEWpXUxedYrWwVbi5uYyoAKhYJI4li+F033O9CcrljnLoy4oj
q9F0LXNP1zTItT05zJaTFxG7KVJMblG2O/2lIzHlExNFmCDuEj8/aTpF/pqtqGnx6h6d5p8USyJC
5UXV5FBIU9cMleEh2pU9BvTGOaWPeJI9ynHGexAPveRaP5wtxFa6RbFojcm2S0ltr3RisJeOb1EM
YVBxExRaKleKlqrRkIyZsnDxAgnzIDLHCPEI0R02BL1S68t6DqOgWw1OxN8jXayKskcF4wH1vioo
tYuJiPAsPiCmv28OHUZKu6PknPgiDwn1fD9bGZNHNnbxQaS2rwQLGiQ2qWMESK7RW71ULbSIQfrD
MxDBQ4KdRhnmnubsrjxxsR5B6H5ZhhSJ5Ehmhd5JgwuBxcp6nKMAbfCqOFBpXbep3ysZDMbs8uIQ
NWD7k8wtbsVdirsVdirsVdirsVcemKsR1nzZrttqU9jpmkJdtC0SiWf9JwRt6iO7ESw6bdwnjwAq
rkVNGKtQMqxSTUfMGorBJDpd5C12WeaM6h5ktlSR3k2UvpQZU4Q1+IIqkhQtGUtHh/FlqOCJ6y/0
x/WmunzIlqzamNZt40WV7P6q2tXkjwMFDGYNZwyJL+8+GM8mH7J+E0eEfi1GEVW/+mP6030rS9I1
Oe8v7W51iKYg2k7XX16zJCj/AHWlykNQK/DJGOtaGtceEL4MbJ3s+Z/WiYvJWnpIHN/qrgGvFtSv
aH50lGPCPwSw/LR75f6aX605vf8AeV/o/WMk5DyHzLF5R1rWbbV7/RtYvlv7h5bezitdLuFuFVYL
VwU4S3ax8bXkWLK1C3xUChbJabgJl16/jkx8TiHCeTOvLul+UNLsLify/wCX2tEtZ25RizmtpTKV
CO8S3McTOOD/AGkqDuBU1yHCJG+rOMjGPCCeHuYreyeQr3Vb7UZ/Lt/e3lZnb0fTZp5YY45jDHBD
N6jtMukx0R13FA1Ek3tnp6HFt9v46tcchut2Z6AmiQ6QdU0zQJbBU5Mls9sbe6IApyWFwrjkvY0P
tXKq4jZ5tgkYxocmRwikKDrRRv8ARgQvxVLfMWqS6XpU99DbtdSwgcIES4kLEmgHG1hu5qVO/GJq
dcVeb+aZJdfvYl1vyss8UAu1sbmGbXhIPS+L40h0kIvN41pyc16pz2BshllDkxljEuaU3XlmxmsE
OpeWGNvazkKkE+uTOFaTjO6omkrI5D7oKUYfFyC75IaiY6oOKJTq+8sflhf/AFy5utO1qRpPTuLk
/o7V1Zin7lOKLbgsw9X7KCtKsRQEgjUzHIoOGJ5pxL+S3kCaOFHtJiluvCEevIOKli3Yjux64RqZ
96DhieicaH5A8raJNbT2Fs6z2ayJbSvNK5VZgA60ZitDTw2yEs0pc2QgByU/Nt/bIYdNkt7m5lvJ
Yp4ktVtWIFi63TFzeH0VU+mAT13+EhqECGPivfkkyphfkrSfy8aGJn8t311MlzHHaapfaTESzt0K
SabbLAI43rykcAKSfip0hPHwkgs4zOxDKfN1/oNhaRade6TO1qlxFPbxWywqhlikF2rIZGjQn1Y6
U+0XIAFSMsxYBIUKphlykmyTf4/sSTypZ+RYrmz0uw8q38hCIkeoXMBubeI2bNYGM3YaWFTH9SUl
Vah5BhUs9ITxiJI/G6YTJAN8v0PRLUxx3TWkdsYI4I+SELSJvUap4EbVBX4h7jxwCIA2ZSkSbKMw
IdirsVdirsVdirsVdirj0xV5v52vbqTVriK2gu7iazjYILS71u1C8oo5GV1060u4mLxl+LMCwYAJ
8RqtUMGSMpSkfRP6d+4UfdukZccvTH6o/Vt8R79kr8s2ur6ks31XTZxNbNHMfrPmHzQkbTJQpGWv
LOLb429SMcqMArrUfDapTNvK/nD15pRpcZa4+KSvnDXgoJcSEIgteKAMKDgB8O3QkYFROoaD5xmu
YJ4NOhDIkbTKPM2rQIXDCRk9NLORGXmB8dFZhsfhJUlCfW/krR4IWiS41Qq6yKxfV9TkakoUNR3u
WYH4BxINV340qaq2m97/ALyv9H6xiryLzJ5T/LrTNbU3fnG/0ZbSadV0+SYyW6O6WsrLF9YSVU4N
dRzfB/OSfhQ8bp6mUhRr5Bjjx8J4o3fvPVE+QprLVo7G4/xlf3vrP6f1CC8MkQaP10MdVtbeQVHp
uQ3GgH8v2sf80AeH0/L9jkDTSlEz3ofs83an5K0ZvMot08xavaQfWef6IW8tntS0klmJvThuJGZQ
51MKaJyHI8d2j53yzyOxqvcHHhARPECQfeVfQtFW8lsDZecdXjtA1tGlj9bsFidUt4JZEHomZxUT
hSEOx2Wi8WNXjUQNvkG8YjMGRs9/MvVYBSGMbmigVO56YtS/FUu8wXT2ulTzo/psoUCT4jx5MFr8
KyHv/Kcry4p5I8MPq99faviQhvP6fm8rt/Mnm9Lm0ivNW1hP38MPA6fcLHIJKVEs7+XUUn1GMY4e
mOABqGrliU7Nn+bt/aQSw3aWYkLygpfwpIUkAaNJEufL7FePSnBWA+1yOK7I6ysfzTiiJuZoZ5S8
Q4tqUJCxqnGR1aPRIPjZgG4kUJJoVG2KEXaaL56e8tVvtalis7YsZJraWzeS4A4GNZ4pNNC/F8Yc
xSJ4gb0RVluKGMecNA0XVBBPqV5c2DWtzbR213ZyzQyB7uZbf0uUJDUm5iMntyrlmPKYcuvlbGeM
S5/qeU2beRrG90yz8v8AnyfndxTKZvrCQyqTCs0Qp9VcuZKKjK0ityXju6lRCebcyNX7h+pvxxJA
hZ4e6z+vzZ9feWtK1TQYpP05qzyLeBLPVYLtoriKSa5+rKEd/RXiFm4OAKncDk+Sx6k1Yr5Bhn03
CeGV/P8AUUh0LT/KyC0uLDXtSke8KxJdJf2LzO80lg0qNMJ5CzerdMzqK/aan+6eSctm6F+4KARH
hs8PdZZ15H06S2tHmfWbrWjMTwuLqeObiqhNgIf3a1NTsTsRv2EBk4x0/HuZ5cRxmjd/H9LJ8Wt2
KuxV2KuxV2KuxV2KoTVtTtNL0251G8LLa2sbSzFFLtxUVNFUEk+wyUImRoIlKhbEF/ODyYs6wX08
ulSPJ6SfpOGSyUtVhu06oqjlGy1YjcU65PJiMKut/ixhMS5fdTXmPzV5rsbWXWNPTS5vLvoG6t7t
5J5WaFIPWd+VuskdCFYoQfiFKbnJ4oQlQ3v4MckjGztTHrH80vNl1NJBJDptjNHuUv49QtSf7wHj
6sS1o0Dr/rDj12y3Jhxwqyd/cWOPJKfL9I+8J7+nvzHNnb3sUOiT2l2vO2uIZbqWN0MZlDB0Rl4l
FqGJofmRlYjiP877GRM/JjMX5yeYzQ3EOn2MbIHjlvIdSgRwxiVRGXhHMn6xHQL2YHvluTTwgLN/
7H9fk1wymRofpH6GWWuq+fbqCzu5o9Hl0e8aFhdWUtxMWilZeLxlVKkEHZj8PvTKCMZG3FfwbRxd
aYT5rtPJ+u+Yb/UZ/MnmDRY4nu7iaa3juba0VYbWOKTjMV4MEGlySIF6tzpXIZNHQ4iBfv38tkw1
BJMbNe79LLvIOk+V9Et76LT/ADLceYntHWW6WS6W9lg9VSI+SRl3Uca0qOn+rtj+BGU+KhxN4ycM
OGtvtYlf6L+VuqefL/zJq9xci7M9pJZTR2t/DGktiFWrzSo1vL+8sTw4UFFbqRXMg6UxuUgCD7vu
B83HOUTqIJBHl+kik28r3X5FaCIoNF1i2mdHjeNYrz6y3qWkUFkh4RswqViiUbfGd1rlJxRlK63c
mGecIGN7dXq0X90n+qP1ZJqXYqxbzJ+YWhaFfmyu4rySZEWSZ7e1mmijVw7AvIilF+GJ23PQE9Mv
x6eUhYr5tU8oiaN/IqNh5+0nzDb3EHlO+sr3WIg3GznmCOvpuEkMsO06qOX2uFNx45VGr35NsgWJ
61+Z/nTR7p7a7sbJpI4vXmMEGpSrHHWUVkKQnh/vNKfi/ZUt03zNhpoSFi/nH9fm4s85iaP6f1Jl
pPnPzrq862+nyeX57l42mW3E9yspjR/TdvTZQ1FYgHbuPEVo/df0vsbqn5IXWfzA8+6TNDDcafZT
SzlwkdtDqM7fu5RAeSxxMQDIwVSftVFK1y6GCEuV/wCx/W1zymPP9P6m/L/5ieavME4ttKm0Ce7M
STfVTNdJLwdFk+w6KTxSRS1Ps1FeuVSjiiSDxWPcziZEAiqKYa7rdzDockfmd5LK+N9btGdGhubg
0sXS+O3AMUZIiJD9njUeOR/LxyGhvGupr8feieQxHcfIWwXRfJ/kayNpNffmHrME1ikM8sWqXhsm
oJpLdfUScpxJlgZSvUcRX3xpYBAkDb3OTDKTRO9d/wCpnX5oP5fuPKl35d1G4lT6yImMj2t5dBhH
KLtnpaAMV4wOSVbivfbbLI6eU40PvH6WE84ibI+w/oYraeXPyF06K2ibVX0wQXIlggvrk2UonWez
LfBciKWqyaXAH/lpvTGUBEcMgD+33bMRZlxgkeX7CHpHkzV/KN/buvlm5S5tUAllZGZwDOqsvxN3
KAGnYU8RkI4xEbcm7LmlM3LmyTC1uxV2KuxV2KuxV2KuxVCatpsOp6bcWEzvFHcoY2kiIWRa/tKS
GAI+WShLhNoIsPFbfy/5ntNRYSatd/o+dreDhZ6WIVkR7iyMYkjYhTGq6rJVHi24sCAsfEyyZ+Ku
ID5y/WmAMbo8/KJ/Rt8GS+W9N87eYLa5tfM+u3E+kahYmOWy/RsdhLW7UIQZSHoYlcgqKfFQ7rUG
OPUDisRG3v8A1ssunqO5sHzCC0/QPOba+083m6c/vhb3Ho6ZPBK6wzxgoZGiMbKpvn4EqUoaj4Y2
4yllugQNv6362MQY3R5+UT+hNvJ0Hn7UJ438wa/NPp9xarMbEadDaOGm9NlSSUiTokhVlWh5DqB1
hHOCaoX8f1spYSI8V/cxHUtAttN1Ga5sPPJ017OOWCXlbSB1h9W99UfuRCOch0hauBV2ikPxeomX
ZNQZRogV8f1teOHBLiHP3A/YRTJ/LFz5t1PU7eVfPtrqujkTGSG2soY5JvRrGVjmKspX1VJ5KPiT
deobKfGiTVR+39bb4EuHi3r4IfzF5T1qPUT+hvMF3btb3sYgjNkZTC0k9uFImCwK0caanclvjNVY
Df0nBtlnsUQPt8vPyaoxo2D936QpeSr3z9qc9n9Y8w6jFpat6E8U+kRwXPIQhlPrTLPtydVLsrVK
tvQq2UDPGwOEf7L9bccMpAyv/cj5Cnan5F1ptcRLPzwlrpiToP0bOIGuIvUYCSNHX0iGZdSZE5A/
3kdeXw5kSz2KMR9vl5+TRCBjLiBP2Efci9H0vz0Z9MtdM882txoqLBEUtrazmcRRwxvIqSkndkas
Z4NRSpatcp8QAgUPt/W2mBkDK/sH6qZZ5Q1S71CS8ed6qiwrGg+yoo/T59zml7K1U80pmR/m/pb9
RjEQKZJm5cZgXnzynDf6rDdfWblBeJHa3MEEEc1UkuYbZmV3jYRD0rly/wAddlcA+mcuhqDEUAwl
jBYlpd75y9SSKx1nV4tQaOG4vJbvSVmRlktbWZIkmcHiyPcyjgGIFCKAir0SzRgPp/3X/FOQISym
rA/0o+4Mh8yeU9WuLK2nGvzrqOppbaXqczWYmhuUZJioaGKH9yvK6cVeigU5HkobL46igKA7+vl5
+Tjyw7mz5dEPpdt5vtYLaCLzNqE6yr65lGnKUWEGzbjxuY/VV+F05VQCNqHiY2U1HIBvw/7r9bcI
GZq6/wBKP0KvnHQlby9Y6jrPmebTr6GN2n1Ka0jkHGO1a8n4xQrGYWjS3dlcNyC8kq3LLYaggbAb
+/8AW1Txb1fJBafbnQ7WPSNP8/TR3cUQs7a3mtA8INr9chRFWRZOCq1kVJU7+mdyZI+MJ5hZkQLP
9b9bOGORAgOnLaP31v8AFP30C+1Hy7aSat5inubxpEU39pBEUaO7c2zwrEkX2Wjk4l2HwN8Zoq0w
48/UAfb+tGTEQTE3sxd18w6TdIln5h1ozX0zJHKukCW19W5NrcyTPAW/dKzXkhqyqQQy9UpJGWUX
ZiP9l+tkASOG/wDc/fX6U4l8ra1rmhxHzD5knS6W7RYpWtrW0VEkdIWi4SQuDJJ6h9Jqmj+nx3Br
PDqq3ER9v62GfTkGuL5V+pB2XlvUrW6W5svP1ut/PGyRSutpMHe6a1uJeEVFTjLLcFwF6CSLx+KM
sgJuh/sv+KSL4eG9vdG/nVpkt55s07So31PWf0lcX5lWORYoIViij4A8PQG7MxNTyO1KUNc0na+t
lCERD08V/o8y5eDT+og71+O4PRM3DiOxV2KuxV2KuxV2KuxVDanqVjpmn3Go38ogs7SNpbiYgkKi
ipNFBP3ZKMTI0OaJSAFl8/nyZ+WVjosei+YvMqQafNM4dZbPUtPVuctnIV5XNw/HfSJFqxpz403Q
iSs6bgIJ399H7mRycYobe79r1Ty9J+X2i+XYNU0i/STS4rZVF76rzVhgiE7cqV+MRJzI48vbDjwD
i9I5s8molwCMjtH9DyuDyx5D0zzDLfSebYLFr67iD/XLHVYZGaG+W6Ae4urzj6vq6dw9Vl2df5qq
XJpZR3JI+IYYs17bH4PR/wAu9Q8hxQ2mnaTrtjqupxW9vZpJauwMqW9tCWIR5Z67LyNGPGoVjyqT
COGPEZgC2yWWXBGBJod/e89vI/LRuNev9Z/MLVLfStdme408RwahCkMEyXQEaM6cfTVNUif4aL8K
MabHLTpBGzON7/j8e/zaPEMq4ZUz/wApXnkvT2/R9r5vk1O7tWAmgubhWZptQZ2QFKKAWdjxRfs9
KAUyqGHfa/c5M8/o4SB7+rDvOf5deTfOXnCbVZNcsrc6jIFthPZXvOSRoobMIt0Lu2jcM9pxVEXc
1A+KrG3JpjzP6GiOXmNmXeUPI/lb8u9Mb65K03pTNcrdx212IowVVfjBe6HKoJ5FhudhkBgjKViI
BZwzThAw4jwnv/sefX3mfydqutp5iu/NekWckv6On+qPpZmura4tfq0jlZyhdmBhdVY1C1XwGTz6
fhluZD3V+pxY6kd8fj/anX5WSeWtL0a1Yea9P1JLC4HKa10tLQVEaoUUJGhBKClRmBm4BIcR8+Xc
5+PWw8Mx7/P9DNPyv1Jr39I1AQRrbhYx2B9Tr92YfY+Ph4vh+lxRlM2d5umTzX8zIfK995i0W41D
VDZXPllxfyqtne3JETSJPUyWzxxxVSxk3kDjblSikGX5ac6I/RujxoxsH+xjnkDy1+TcevSiHzBF
qXmGa3hsZrf1Z7ckWUVvZU9CaSSQN6kP7scvssAOVORrzQhkFEBnp5TxG4yPLrX6k2/NS18m67p9
not3qiWa6dKLtQ9pqF5GEjimiHP6nNbUK/V5T+8Y/YY02Jy6OlkY0Bty5+79Yasmb1Xe7HvLEX5U
+Xxv5u0lLWEPa3Fl6dxaN6o/R9tOxSW6eTkzWFeTAkhlapCMZMSWDfmfc5eHOYdN99/xf47mTfmi
2neYPKenabofmebSBdStLZ32mx3V0Z7eGI2borWYZuPq3UYqTQmg3rmSMMiNujjnIL35lJ01f8vJ
dUOsy/mJexR2crXUkMzS26MjvdyBFEqLzVf0sqjgDQJGvYUhkxR5EeodU4ZSEuLYx7ujKfNh8q6z
5OuPL51mK6juHRPrTrNe8mtJUvJOQtXic8YwDUOAOpqNslDBIxrdcuW5E7Bg/lT8hvK7Xdjq9nq9
neR6ZLDHPHZ2V3DRrcKXjMf12T0pGSlQyE/ESQajIRxcIMTv7/2LKZMhIemu79rIvP3mbyfZac3l
ZdQh0ZbyJ5Xn1GymnCSpcW7ryhmT4+ac6E9CAfDLIaQiB4QjLqrmDMsBguPJr65pBtfOmiQi2uOc
tvBoq/vZpIbKFmR2iYIXksixZSNuI6KKUZICrBl+Pgww6qIl6jE+5nXmDXNPtLa3tbK8hvJladp5
Y4RAsYYRADiAFr8B3zQa2EJiPCb3J+dN+p1gkfT3d9vW86RrdirsVdirsVdirsVdiqXeY9Et9d0G
/wBGuJHig1CB7eSSOnNVcUJWoIrk8czCQkOjCcOKJB6vG9C1XzJpl68upThLNCn+nT6xYrS1t54G
EwSBLWN4v9y3qASNuvFTTkgMsuYTq41XcSyxRML3u+8D9TMNOuPNHm60vdL1YW1romp6aoE9vdw3
Fw312BAy+kkQVQnrNR+bA8RQUbaOPOBKwNxvzTlwEw35SYr5X0jWdF1maU30Mqy3S2NzLHqkc0sc
rXiI6mC1tYDyWbUSXVzRSVrxqKWZtQMgAMeXcSww4zjujd94Hv7mceU/MHmfWL6N7hrUaRJBFcQz
QymSZ2eOCUxvC1vB6dBcfa5k9Ntzxp8SJ2AbZYpAWeX9v6iwC08ua/5c1a5gs0urmz0qKWzinMks
EhiMCzgq1pp8byMYtNiX++emy/aIDZGfVeIKMet8z5/raNPh8Igg3QrcRPd5eT0CHUvPMuuJaPbx
/oUmdJtQZisoMT3CKBA1utQ4gU8vU/b2qAC2Ockbqm8YzV28w84+V7rRdWuRqd7a6p5ds4wSt9+8
jijhb11WaG2tpXX0pb5ePOSpV+VOK0GTk1IlGjH7T+OjTixGEuIS+YDIvK2qa/NYTadpN1oFrpKC
WF4tMX1CDDFOsnwIkSVH1eNQeW6ty6BeeP4sLqt/e3+FMji6PlW1jZg4ZV+MBmJIL8fl1p75lx0c
rHEXmSL3ZD5Z8yQaG9z+7EkhA9OBlqpqB92a3tDRyyZKHJlHJKO73j/nGa/ub67803FwTzcWBCHo
tfrOwHhlgwDEBEdzstFKzI+79L3TC57yz80fJmoXutRXul63Jp02tRJpeoWypbOrW7lrcS/vpInC
qb3g3Dk1XWgrTMnHqjAAUDRv8btE8HESbIsV0/Uu0vzB5iks1+oa5atcXMMd7++9G5TjJDYyEgm+
dlU/W34hfh6HuDJimcYjl9v7XMAlkIH6P1BQ/MD8vbjWEttXvPNcGl3TwJa3txJHClpMkcFw7NHz
NVPp3Ev7f2KntXMvFqzCNADv6+X6nDyabilZJHTp5+XmmWj3mr23p2EfmqzmnLqqsLW4lidCLNh6
cjzOm63y8eLcTzSn2WzF44jp97l1KfLoO4Dks88+WdT1PSNJ1n9Om11LTut3BpxvIpRcmCTa1CTu
KS28bKaGnfxy/FqOEGgKPv8AP9bj5cFy3JBHu/Tfc1oOneZdE0lNMsda9W4srZLWJXsL2WMm1F1C
gUSOsaA/VVqVIBp4SRZVPICTIjc79W6ETUYdBtyH2nqv80+VvMGt6HA99ra2moxu9pNKkUdtE8F7
IbOSOk3rdY2qvdmpxoSKW4NQIb8P4Bas2G9r+XmHnmjT2OmagblJNEXzWfQkWa/jkS5n+txvcI4e
SCIc6WsfHilOR41VtmrnlgSZGP2lthGZAgD9gv5sc/5yPfWbiXy7NqV3b3hdL702t09OMRxTqgJZ
j8XIKG6bdN+uWYoHJvDYDzdb2jCUSAef9jyYcY2W4YBSpVqp0Cgg7Uy2em4cR6ydWBWzKdR84y31
gLG0QJBGnx3CrxZqDofbNRpez6JnK/JtGUkcJfbuZbv3Yq7FXYq7FXYq7FXYq7FXimmfkDcfV/q2
s67bXMC+u0KW2kWEQikmFqpdFeGQDkls6uOhBXb4cqjgjZJ3+JTORNVs9L8ueWbLQrS2treYzGCG
K35mGGIsI+I5H0o4+vHp0yUcYibDbkzmUQD097ziw/JjzNB5lGrvr2nCIan9eMUei2Ym9FbpZ1QX
AjVxJwXjy7GnWmS4alfMNNkxrkXoHlLyqmhWFjFLci7vLe1gtpJUt4reMskcUbsixoCqt6A+EsaC
g7DKIaWEJ8Q+8t0s8jAQPT9vw69A821v8g5/MGt61ql5Pp2myXt9PLbJFb387GJqhJHKX1qiSPyL
OEQDkS1ana2WMFpiSD3h6FpPlEaU5nSSCeVHvp0KxTxsZL25nuTUmaVf+PijHjuanaoUQjhAkD3f
NyTqP3Zj3/L7v0sG/MTyz5tm1F7uXzMdHtrmUyGOLWbmyWv1O1h4rEtpOAvrQytQPTfluzEC04pS
Pp5NAkK5Izy5J5a0PRpFuvOs+p3RWSVoLi6M8Yd4Hj9FWZEZkVpDx+Fa0Wo2GSGmkJAi2cc9QMSI
m+vXp+r73yMNB1tbqOaCGZ2MYkZxG9V+IrxYU67dM3mwlzdFwGqpONN03UjfCe60yf02UKVWJyVI
/bXbf5HD4YJu2rgI2ovo7/nGzTLuyl8yG4heNZlsDFIysodR9Z3WvhXfNZqwAQ5+jiRd+T27MRzm
C/mX5G1nzNeaJd6TqtvpVxpEkkyyzWMN4/MvC6NG0gJj4mD9nrtX7IyEo2yjKku8r/k9p2j3SX0+
oLNdtZwWtwkWn2EEZeGKKLmvp26tx/c/ChNANsGbDHJVjknT5JYySDd/jojPzM8jat5n0fTbLSLy
ztGsbkSyG+sobuOSNYTHxVJI3CGpG6gfhlggCKJr5NeScrsV8UH5L/LLVNElgbUtXtLuOFp3Mdrp
dragmU2JSgVCq0Ni3LiKnku9UBMBDvbRko2PP7R+P0pj+YvkqXzJ5XsdBs4bRoI7y39WS8WdRDBF
EytJCtq9u3MbLxDqpUsuwOEx2ACJTsknraQeWPyUj0G5MyahZyL6vriJLK8QeoLW8tg3x38wB/08
klQNgV7qUjLEDe5XFkMSCd2WapoWqto0el6bOlrDE1rI9xFNNauPRvo55ArgTMFMKuCpryrxJCkn
CIVChzZZMvFMyLyry95cubXVYpfMP5hXEX1ZlkdINZmveTo28JWS0tR6bLXcHsPh75b4EjGiD72o
TqV7c+TEv+cjhYaqdBttF1J9VS0gvpJpyTK3J3WVUZgKVpUIPbMzQ4eCMgb+LRr5nJISAA93weQ2
ekeYI7U272M7I6nh+7clCRt26HwzP2Ip1c4Em6LJtO0O/n09o4tPnSeND6sfpv8AGKfbXb7xkcmM
AeSBAno//9k=
uuid:a2edd9e1-68fa-2b41-9c4a-c16a5604237f
xmp.did:89c05d7e-c320-47af-b3c8-ee943116b65c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0e0ad50f-1352-5a4d-a44e-d47e67ec4850
xmp.did:5c3d438d-40eb-4444-89f2-5884fd6607c7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:5c3d438d-40eb-4444-89f2-5884fd6607c7
2018-01-05T18:50:50-06:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:89c05d7e-c320-47af-b3c8-ee943116b65c
2018-01-23T14:20:45-06:00
Adobe Illustrator CC 22.0 (Macintosh)
/
EmbedByReference
/Users/facturarenlinea/Desktop/fdlogo.png
0
0
EmbedByReference
/Users/facturarenlinea/Desktop/fdlogo.png
0
0
EmbedByReference
/Users/facturarenlinea/Desktop/fdlogo.png
0
0
/Users/facturarenlinea/Desktop/fdlogo.png
0
0
/Users/facturarenlinea/Desktop/fdlogo.png
0
0
/Users/facturarenlinea/Desktop/fdlogo.png
0
0
Print
False
True
1
27.940000
21.590000
Centimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-It.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
Oswald-Light
Oswald Light
Light
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Oswald-ExtraLight
Oswald ExtraLight
ExtraLight
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Oswald-Medium
Oswald Medium
Medium
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 2935 C
PANTONE 305 C
PANTONE 288 C 2
PANTONE 653 C
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
Grey 800
PROCESS
100.000000
CMYK
78.438997
74.224460
66.591895
31.012434
Red 400
PROCESS
100.000000
CMYK
0.000000
86.324859
62.407869
0.000000
Grey 300
PROCESS
100.000000
CMYK
14.474708
11.566338
12.179751
0.000000
ffffff
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
Grey 400
PROCESS
100.000000
CMYK
29.831386
22.803082
23.761348
0.000000
Grey 200
PROCESS
100.000000
CMYK
8.328374
7.049668
6.982528
0.000000
Red 800
PROCESS
100.000000
CMYK
7.318226
96.429384
89.028758
0.000000
R=239 G=82 B=75
PROCESS
100.000000
CMYK
0.000000
86.645299
65.322345
0.000000
R=35 G=31 B=32
PROCESS
100.000000
CMYK
81.637287
83.575183
71.844047
63.872737
PANTONE 305 C
SPOT
100.000000
LAB
75.294098
-27
-26
PANTONE 2935 C
SPOT
100.000000
LAB
34.117599
-2
-64
PANTONE 288 C 2
SPOT
100.000000
CMYK
100.000000
67.000002
0.000000
23.000000
PANTONE 653 C
SPOT
100.000000
LAB
39.607800
-3
-34
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
Brillantes
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
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
6 0 obj
<>stream
H̗Mss$M|M_jT*ryIJwe;ͯa&A;Ù>yGuܨs5m|PFYG3yx?zW'[fv[~03jɃQg?~q/2_ƽevC]L` Vy]
a(d~;9z/Us:MƳsML6+oudlav:}mԇgDd1\̌3m,4[2[J^ö_C1{U:mh(9foJog RĈ
˶\V;r娃M{r!c~ SԵM"+6$Kڪ4Y[,s$mlY.xv˃wfv]/:J k,sƽStgS}9""%>!66}f63*)HB+Ae+d|7vӒjo31d?Vhŗw$$K>0f튄ENʕB}ܺ"X1[e3%j¡s2 ֞q8+Oh(BLJ[6J-kb|HteA̋,d"C) ) .bs$<>Itm϶$Ήۍcd)yEˢ=x@ҔT%kx2=(& DY7d\Y{j螪stɬ UZ%6 zҋdI"&iiv֯,$Dju
-ljXӳv
]ϓsd.a}lwr#t@;)BZ8`u6a鵓*4xoHCM"3tJ$(w05&7!u1yďXڷ+ >n#<1*mw5< (RJZ{V)~TG`vRkz W3pd#QMz["uI-_͠%V嬋ۗ?ϫE7WuTuƧ_\_Ve*nUe1eU5¬)yvSu^!U拳yvu{>78#OybE9ryp\Đ>WgeeֲOQw>ݻ~`YY#gd9<&C>;Ls2WHVVu4al{(=PE(8JnQ%gMÅ c09i^XՈћ%`#Ȉ~3 F621:9ߌIҸ-?UjzxqtN4%M
:\,t.ntQ\wh4Y;w%ϸ#!XCF`$Lb;FdՌ
b v_,l݈CFq#\ƈLhfxlbrEiQ.V5oi4CqpI1Lwa&!ʇ$I[Cb@ֺ}boHGhV+VLjwSAW
BFɺRd /,pI̸u)"m=OcFJQla3`ofV3Ä<}3h8}_Ls ,>LѤ1y;CF~gx?`e8 6q .? Y)3/߽酕U(I;؇Q 387wG7$aݶF, QG,.Rf6:3-a$hukIN{mNm۹y%_I