%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
a la comunidad
2019-06-05T14:28:42-05:00
2019-06-05T14:28:42-05:00
2019-06-05T14:28:42-05:00
Adobe Illustrator CC 2017 (Macintosh)
252
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAD8AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9S1xV1cVdXFXVxV1cVdX
FXVxV1cVcd8VWkEd8Va5Yq3XFXVxV1cVdXFXVxV1cVdXFV0Z3p44qqYq7FXYq7FXYq7FXYq7FXYq
7FXYq7FXYqp4q7FXYq7FXYq7FXYq7FXYq7FVhXuMVW1xVuuKt1xVa8qRqGkYIpIUFiAOTEKo37km
gwql/wDiPSPX1OAz0l0dFl1EFH/dI6GRT03qgJ2yXhnbzY8Q38kTY6lZ31tbXNtKHiu4hcW1aqzx
EA8wrUanxr274JRINFINomuRS4HeuKq4NRXFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FVGuKurirq4
q6uKurirq4q6uKurirq4q6uKurirTLXfviqzFVlxcCC2lnKNJ6SM/pxjk7cRXio2qT2wgWVYvqUM
995f1HWLuN7q0ntor200LUIVj+rtAnqkP6YMnNiK0NeJy+JqQiPdYajuL+x5x5p/M784dEuyraNp
q2izNbrJAkk0cjoyrwJMqOB8agfAtSaDM3FpcMhzLiT1GQHkGbeRbnXfNekr5k1CDTrK8ubWa107
ULAvLNEvqFDVZOSAB0rx5HpvmLnEcZ4RZHW3JxEyHEaZVot9O73Gm3CXL3GmiGKW/niWOO5Z4wxk
iKHif8qnQ7Zjzj17/sbYnommQZKsTbU8MVX4q7FXYq7FXYq7FXYq7FXYq7FXYq7FVHCrsVdirsVd
irsVdirsVdirsVdirsVWsO/fFUNe3tnY2kt3eTJb2sCl5p5WCoqjqWY7DCASaCCa5rLGS7vbYXUF
xD6EjP6REbMCgcqp5CQVqBXCQBso3Yv5r8iWOtI8F1dz6cZJVuCICsgLiaJy0BYbOzIi7r17ZkYt
QY9LceenBN3Sh5d8w+VNH1TTfy/0S6RrpVmAhjBu/RKc5pDczK8arI7cqovKjeAIxyY5yByS/V8m
UJxBEAy2x1S2nuJbFriJ9Qt+TTW6GjiP1HjRyhLMA3DMeUSN+jaD0R2QS2poa4pVsVdirsVdirsV
dirsVdirsVdirsVbxVToDirRXFWiDirWKuwq7FXYq7FXYq7FXYq7FXYqwb87B/yC/XT/AMVxf9RE
eZOi/vYtGp/uyyTyR/yiemf8YR+s5Tm+otsOTyH86fzA1fVvMEXkbycJJr4EwahLb/bMjsh9BX/Y
CFAZGr7EgBq7HR6eMY+JPl0cLUZiTwR5s0/KD8prXyVYtfXbet5gvolS7eoKwoSGMMdOvxAcm7kZ
javVHKaH0hv0+AQF9UJo3/k79V/7Y5/6j2wz/uB/W/Qsf70+79L0euYTkOriqtG1Vp4YquxV2Kux
V2KuxV2KurireKuwK7FXdsKrMVdirsVaOKtcRirRBGKtYq7FXYq7FXYq7FXYqwj87P8AyV2vf8Y4
v+oiPMrRf3sWjU/3ZVPKvmjTrryVbWmlajANRezZLOZClwEnZSU5xIWk+BmHJWQeGDLjInZG1soT
BjsVXQ/KHlzy+tmdMhjkvJgov9TILXFxL69v6jyyOWerP8RStAe2M80p8+Xd81jjEeTJrzXtLtEL
yzDiDx5bBK+HqNxjBHu2UCBLYS8z8qarp+pfnVrEtlPHcRx6Twd4nWRQ5u/U480LKSFkFaHrtmbl
gY4Bf879DjQkDlNdz1LMFynYq2rUOBVXFXYq7FXYq7FW64q6uKurirdcVdXFW+2KrMVdirsVdirV
MVduMVaNDirRFPlirWKurirq4q6uKsX1T8yfK2lah9Rv5pYZjJJCh9JnVpIlV2X93zI+F61YAbGp
GXx08pCw1yyxBopJrXn38sfNGgS6Rf6hKLfUVCSQRw3HrqwZWCfBG/xhuNBvXtUZbDBlhKwOTXLJ
CQonmwiDRv8AnHKARI1tc3iSMeN4z3gHFEZnchGioFKcacORY/CDmUcmpPWvk0cGH8Wy/T/NX5b6
dpN4+nz3t1ptmIlgflPPz9XlIsdu0zF3VPqjFuZ4LQitOQzGliyEi6s/jf5t8ZwA25JLrOm/kbdw
2+qap9Y1NLxJpDqs1zd1WOAqrNwaSM9XXgkcZqNwvHLYTzjYbeVBrnHEdzv80R5Yb8l/I+uajcab
qU0N5w+rXMMq3EqICwei/utz8FftHYV6VwZfHyxFjb4JgMWMmmVzfmz5Djt5p11FpVhhS4KpBP8A
EkrKkfEsiqSzyKvXY/apQ5jjS5L5Npzx72Q6JrFrrGlwalaq6QXAYosgAccWK7hSw6r45TOBiaLZ
GVi0dXIslVGqvywKurirq4q6uKurirsVdirsVbxV2Kt9sVWHY0xV2KuxV2KuxV1cVap4Yq7FWiAf
Y4qtIp1xVquKuriqXXHlzy7c3Elzc6XaT3MrK0s8lvE7syoY1LMVJJCMVHttkxkkBQJYmA7lv+Fv
LFYz+iLKsTc4j9Wi+BqKvJfh2PGNRUeA8MPiy7yvAO5SPkzycVVToWnlVDBR9UgoA/2gPh/a74fG
n3n5o8OPcFyeUfKSQPbLolgtvIyPJCLWEIzRAiNivGhKAkL4YPFnzs/NfDj3BVbyv5aeGGB9Jsmg
ty7W8Rt4ikZl/vCi8aLz/ap1weLLvKeAdyFbyL5NMsco0WzRoq0WOFERgYmhpIiALIBHIygODSu2
S8efeUeHHuW/4F8l+q8h0KwJcRBlNtEU/ccvTIQrxDL6jDkBWm3YYfHn3lfCj3BOLa1tbWBbe1hS
CBK8IolCItTU0VaAb5USTzZAMa1P8yPLGlahqNrqUjWsWlhfrV23psnNhCeCQxu901BdR1cQ8ATT
lXbBaVE/m9+Xkc1xE+rBZLQ8bpWguQYiJvQPOsfw8ZSFJPSorsRjaobU/wA8fy7sdMuL8Xs1wLf0
QbaO2njmb6wpki4rcLCtGjUuCWpT5irap7qPnjR9N1H6nfx3FvF9RGoremPlA6mZYPRj4FpZJg8i
VREP2l7sAVUotfzm8hXOhXGsx3kgt7L6n+kIjE/q2/15gsXNQCDStW4FqUPfbFVSf84fIEM80Av5
JZLW8Gn3YjtrhjFcMJSq09PlJVrdlHpht6dt8Vb1H84PIGnanBYXmoNGLlVaK89GU2xaRYpI4xKF
4lmjuEfaoUfaK7VCqGpfnBoOn6lqGnz6ffm401pxcmNbZkpBbPdclYT0PqRRPxHUEUcKaY2qd+Vv
PGj+ZbrVLWwWVJtIn+r3SyhB8XJ0BHB3pVom2ajd6UIqVZBirsVb/Z+nFVzAEYqpEUNMVaJAFTsB
1OFUBB5i8vzwJPBqdpLBJDJdJKk8bI1vCwWWYMGoY0YgM3QHrgVSuvNnla0S3kutZsbdLuL6xaPL
cwoJYQvP1YyzDmnH4uQ2piqjL538lxRLNLr+mxwuqyJI13AFKPyCsCXoQ3BqH2Phiqq3m3yqrsja
1Yh0EjOpuYQQsIkMhI5bBPQk5eHBq/ZOKrovNXliZ/Ti1eykk+sCy4pcxM31o1pBQN/enifg67dM
VWL5u8qPZLfprVg9i7OiXS3UJiLRIZJFDhuNURSzCuw3xV0nm/ypFK0MutWCSrKLdo3uYQwmLOgj
ILV58onXj1qpHY4qpQ+c/JtxcLbW+vadLcvIkKQJdwM5lkrwjCh6lmpsOpxVYPPHksywRDX9NMt1
T6tH9bg5S1cxj0xzq1XUrt32xVtfOvk1ngjXXtOaS5CtbILuAmRXf01KDn8QL/CKd9sVTKxv7DUL
VLuwuYru1kLBLiB1kjYoxRqOhKniykH3wqiMVdirYPbAq7FVpHfFWsKpXe+VfLF9PPcX2j2V1PdI
sV1NNbRSPKilWVJGZSWUNGpAP8o8MCoIfl75FEzy/oCwPqKFaI28Zh2bnyEJHphy3VwvI0FTsKNK
3b/lz5AiEoXy7pxEsjSsr2sTqGZVVuCurBARGtVWgrv1JxVGp5R8rr65OlWsjXSyx3LyxLK8kc0p
neJ2kDMYzI3IJXiNqCgGKoW88g+Urm0+pJplta2bzW813bW9vBHHci1/uYp19M841NPh9qfZqC0q
qPIvklYHt18vaYIJGDvCLO34MyhgrFeFCQHanzPjiqrP5Q8p3F2L240SwmvBwIuZLWFpaxALH8ZU
t8CqAu+1MVcvk/yiszzroenrNJ6vqSi1hDN9YUrNybjU+qpIf+YdcVR9lpunWPrfUrWG1+sSGa49
GNY/Ukb7TvxA5Me5O+KorFXYq3+z9OKrsVaYAjFUDqlgt/pt3p8kskCXcMkDTQkCRBKhQshYMAwr
UVB3xVhEP5L+XLfT10+01HUrWyW2vLAwJLCwNpfyLLNBykhdwvNKgghtzUkHGlVD+TugLZwWlvqO
oW0EEEdqFR4HLRW9297aqzSwyH/R5pPgpSoAD8h1aVKtS/5x18jalO1xe3eoyzuS0snqwrzd5Wmk
chYQoLtI1eIAAPwgY0qMP5F+T2nFy9zfNdfVrq0e49SEM63y3SzuQsQTk319yKKAOK7UryaVo/kV
5TOoLqH17UhcRXP1y3KzRKIpRcNcoVCxCvpySyceVdnNa/DRpbVV/JHymPL8eiG5vWijmM31ovD6
7A2n1ExEiIR8DbjhsnLvy5b40qy7/IvyZdX2pXskt6JtUnmurnjJHQTTi6HNP3exT68xTwKpWvxc
mlWW35GeVre5s5o9Q1P0rG6s723s2lheATWMSwo3BoT/AHiIvqHq1B0oMaW1eH8lvLUVr6CX+ohg
E4z+pCHUxR3cUfALCEQIuovxVVCjilBQEFpbS7/oXvyZG0HoXupQC1kiltEWaFlj9GWWZQA8Lhvj
nY1fk3YEAsC0tsv8l+S9J8n6Q2k6VJO9kZTMi3DiQozIqsFIVfhYpzp/MT2oAqn+FXYq7FVymuBV
2FVpGBWqHFXUxVw2xVdXFXVxV1cVdXFW8KuwK3XFXYqu/Z+nFW8VdiqVea9aGheW9T1ow/WP0bbS
3PocuHP0lLceXF+NadeJxVi2nfm3oF3Y6rc+hP8A7hre0ubtogDFIt6gdDbySmBiq8viaZI6dTQV
o2qWX35/eUbR5ozY6hO9shkuhAtrIIlE3oDkwuOJ5MVZeJNVZW6HG1WXf58aHDrjadFpl1LDbnUB
ez8ogynTkd3Ecas4Yv6RoHdD0JFCMbVDz/8AORnlS2ctcaZqUcJS3ZKRxNLyuFeVQyiTgF9JVYH1
CfioQOJxtUztfzr0SbX4dGm0y9tZrh44oTI1qW9R7x7FgyJOxPGVP918yVq1OKk42roPzr8vyed/
8KNZXa3ElwbO3uUEcimaOWSKX1ER2eJQ0Y48viINSqruW1WW352aNdf4ktYbCc6r5bt7y6nt2ZfR
lW0lMQCTDkwL/CTWPau3KmNqgbb/AJyF8sFZIr/Tb6C+t9rmOFEliVjHJLxWSRoGrxi3V0VgdiNm
oLWl8P8AzkD5VMssc9ldRN9YigtRytqSrLEH9QySTRxKqN8LtzKAFW5UbZtaVB+e2hpfahaXWl3Y
FhPLbO8BilJMDTtK7KzRlEWGAOK7sSyqG4VLa0q63+c1jonmW90fUNJuBb2jyImoJJEI5Skds9AZ
zBEpH1qjBpBT4aVLgA2tJjqX5nabaat5ctYbaS6svMEVzL9biEjyQm2Tl6f1eKOV3kL1RkqCpHQn
bG1pJk/OaWXWNH06DSoJW1eW4QrHeSST2q21CRdQRWsjRSkHdCeK9WcLUhtaW3P53QRrp4TSisl/
b2NyfrUz2scSXvqo8sjyQf7zwSxorzAFSG5DsC2tKGpfn3p1naW91DaQ3EM1sLj1zNdxRFvrAgYR
87ISyRopLtL6YGxUVbbG1TPRvzltNRv7O3FrbzW9zc3Nu9xp91JeuBBax3KPFarbJdSc+bo37sBC
n2jyUFtWrj84XhvdQsTo4+sWFpqN2a3JCyHTp7iLgv7kvR1tGYuV4qSq7lhgtVnm785odAvGt4dM
F8UtzPIhlngnjYSpEA8L2zNwlZ6RSIWDHwU8sbWl17+caQeZjo8ekO0CXttZy3E0jwTqtwE+P6m8
PrMS0tIkSpkCu2yqTja0tX85El83L5etdOiuPUuBbpcLdOjgt6VFe3kt0lSVPXBlQ/YCvuWRlDa0
jvJP5pp5k1htMm042D/U7e7jkMrShmuIEn9IVijUtxd+PFiSEYlVphtUL5U/O/y/5j1yTRrexuob
oxvcWsjelJE8KQrLWR4nkEbmrDjvSlCQx4htW9K/ObS9X8prrtjaeiy3sWnXSX0y29tBNJEsrPJc
qs1IV5cQ5Spag4iuNqhz+fvlZJY4JNO1BpmEpl9FbeREFunqSlj6ysOK1PBlEm26AkAi1Qt3/wA5
BaRbxW1NKmaeW3WeZGmhREYwQXJRXYjn+5nbjsGZ1CBfiqG1pnnk/wA36f5q0t9RsYJ7aNJBG0V0
qLJ8UUc6N+7eRaNHMrD4u+9DhVPcKuGBV37H04quxV2KpZ5mvtTsPL2o3ul2/wBb1G3t5JLS24NJ
6kqqSicEIZqnsN8VefXn5p/mBBNYk+QLyWC6PCSOBriSSPlHbyq7sbZEUKJnRlP7akctjgVrUvzV
892Pogfl5f3JljglYwSyuqC4hWTgf9G5c425pIpA4kD+bCqnJ+Y3nXSpZ7eLyDMbdFeWKGz+tENM
buWOXi62fAmSnrjkF+Ek1LMoIVOLP8xtbOj+Y9Q1XyzNpZ8vgMomldYrxF5eobaWWCHlT0zw+H4q
r0rhVvzd5583aRo+j3eneV57+9voVuL+yjE8xtyphMluDDEw9QiVwrvwX4SaN9nFW9T85ech5Z0X
WNP8tzre3ju+paPJG0s8MUUMsnGoeDgXaNVDMCfi2jZqIVUmuvzV8/QxyXSeRLqW1iM8Swob1p5n
jaIRvGpslZI3WRmUyKCeJrxI4sq1c/ml+YEP6WtV8k3b3FnLPFZX/pXX1aYL6xhYRRwyyNURovwt
xZm3aMYFVdS/NDz5b3MqQ+RbyaC3ubmIOnrO08VtGxV1HoKI/VYpwNXr8QArQ4bVpfzO8+PbWl0f
I11bLLPGk8MpupHSKUTDmRFaM6+m8FXojfCy0qXFG1TPW/PPnGxi0a5sPK018mo6fNd31kfVSS1n
jiSZYXlSKYcj8cYUxgs9Om+KpWv5jfmJNrNtHH5Qlg0uZI3keWO7aVa6gLR6sIUUH0ay8Cuy/HWm
xbVqP80/O89tb3CeSLy2Jk/0i2mS8aX0+E3xArahVAeNK/afegjNVONqoal+bXn+HSvXt/y/vjeT
oDbRAXM3As0sZMyLbRkcGiVuHIclYfEMbVO/NX5jazomqpptl5cuNamFgl9KLX1i6tIJwqcEgmVR
ztwtWcH4tlahxVX8oefPMes6yllqPlS70a1mtZLqO8mMpClJvSWGUPBCqSOAXADt8NPHZVR8seev
OmsaNrJuvLE+navp1gk9k08U6QXd28LsYkSRY2ASVQpAduvUYFS68/Mn8worRJLXybcXjyzqIm9O
5gYxvdToivC8bGP/AEe3BeRn+FpE+DjjauuPzW86RTSIv5fak8axRzRyhpTyEtu04QhbZiJFPGN1
34uSCdt1UPcfmp+YFrrBtn8kXl5ZLdT2xkt4btXZBOohuAzQtEE9EnbmeTCtUFAVU0u/OHmpvIY8
wt5Ya41+O5uRYab6FyWgoZooZijRfWTyi+ElY05c/wBhSSCqLsvOnmq+8o6rqg8uXGnarZXDW9rY
3KSSNMilAblY1WOR0Adm4JUtxorEnFUjh/NrzaqWkUnkzUZZJZ/RuLue3uLCGOI+nS4lUx3ixJ+8
fkPWbiEqSK0CqCk/PLzMlk9+fId8lgIRdR3ryTeg0LRmVGMkdrKo5Lx/yQT8TAAnFWQeVPPnm/Xf
NyWNz5auNJ0L6gJ3urqC5R/rdIy0QkkSFKL6jLThvx5A0OKs0029ubuJ3nsJ9PZHKLHctAzOAAea
/V5Z14n3IPtiqMrireFW/wBj6cCrsVdiqA146t+g9Q/Q/H9LfVpf0fzpx+scD6VeXw/bp12xV5+6
fnMb2FrNrn9Hpc8mTUX0pLh7flZArL9VimjPW7p6ZQ0oakhUYK7UJPzq/wBMdLZmEc49GCzm05Wk
iZrySkE9zGQFTlaxM00IYgMQtTXFVbV/MP5wT6mreXtBtF0SayW4hnv/APekTtAZPQlhNxbsh9Sk
ZqPh64VUp9Q/Oy3vJ47XT7O8t7u+dree4EPGzs/WkjCMsdxA0v7pYpVP2t3Bp8IxVr9M/ncx02f9
CWiO73EepWZMHpIlYjA6yC7Z2NOYLilKn901F5KqSa/+fgukSTy5pjW/pwtJMsiqebvGZUVDdN/d
ozrudyvIdlKqjrmqfn7+l9Ri0nSbVtMl9aOymZrZGiEbSiCWPlcOXaRTGzeogFduC7sVUfrV9+cF
peX0ujaeuoVuHW2guTZizFtt6Ji4y29yH419UysRyoFUg8lCrL7zF+cllcWxl0fTDpUT11bUmkWE
R26XEweZEa5cgC1SKTetCT16KVUvL+r/AJwaloOk3F7ZLb3DXdm8rxC1Qz2TqfWacSSy8BRkc+lG
JCaoET7eKqD+Z/z4MHpw+WLL9IJaJLNFIQsInkuZU4rN9b4PSCNHKLWld2XZSqqx6x+fKQTyHQ7C
S4lnuTDAzxGOOJIohbAMLmNvjf1GYnkSdqIpqHdUVqtx+c9trlz+i7W1vtNjdzEZxCkUqNbROoiU
TRzIwuIpU/eMaeoD8YXZVANrH/OQdvHbQx6Dpt5xt1E9zLJGkjT+gHLFUuESnqv6dFG5Un4VZaKq
mr6h+fMU9xPpumWdysVwIre1b0EjmhDXS+uS11zSq+gzLzrXpSjVVVLLXvzpgvIL3V9CgOltAZdR
s7X05ZYTFLKWSHjcNJJI8HAiisGaihUqzBVW/Sv53L5ulii0myby7LM8SzzGIejEkkojlQJcmWQy
IY2bkq7/AAhU3YqoLTNR/wCcgzZ3FjqGmWqSLYyfVdUQ2rzPe+hyj5r9YSJB6u1RCw2pSh5gKj7r
UvzjubK6RtH+pXSDTTZTWMlk3KR0rqPqrdTSqYo2rwC8XOwDUqwKoUXP56wWsafVIbq4bUZGkdja
f7xxtb8EBDwiOOYeufsSSKKAmvxYN1V/03+en1TTZv8AD+neuyp+lbQOpZS084f0nN2qjjBHEaHl
Vn67EYVQlp5l/PaWe2hm8u2CSKqtqIoyqpllkVEjkNyYnAjiVpGRnK8x8BIoVUYNU/OcecXjOkWz
+WJJ2jaXnAkkVukkgSWE+u7O8kZRj6iAV+Hgu7FVAaev53SwamLlp4HFldNpZlOlM/1gTI1ojmJS
hkMfNJDxEfGlKPvjuqKt9X/OW00PVIRpcWo+Yor2N7IXLQx2rWMtUJR4mgUsrws3ps3NVdeRY4qy
/wAn3Xm250t3802lvZ6iJBwS1P7sxtFG/T1J90kZ4z8W/HlShxVPcVbxVd+x9OKt4q7FUt8zaN+m
/L2o6P631f8ASFvJb+vx58PUUry41WtK9K4q8z1vyrrEVvb6fL+ZnoX0mpTqTLcyWsvG4a2c28QS
6q0kEdeCOGFJOiVDYFTCHyP5isp9TsL/APMWdtT8xROmlWzcojC8biaWS0ia5aU8EqKIwop3rtjS
rZPyz8yXmm3dnH+YV/Jew3VyzXcLSK8D3H1Z1hdI7gf3UUb8VbYeryAFBUqgr/8AK3WbmC5N9+YF
21pauJbiRi6mBopvrYZm+s+nGyIy/FwBWileK/CRSVfy9+W9xNqEfmOy85NqaTxycL2EGXlM9obO
eSOQXEkNHlRJGHA0MaICAu5pCH038s9W0XXNPW48/SlJ5ZZRokhmjS7dpXmlKqbz1ZGHqVPIvWnx
8lPHFVDS/wAofN8VoYbL8yb1raAC3t1hjk9OE28iKyBVuivw+j6ZU7D4tuuNKjtd8i3KHTdO1Dz5
Jaw3WnS6SLG8dmN/dTiQNPSa5q7h50KoAaUCggUoq6X8nvMdxpItLvzjPd3p9ZDqM0EjypHJPa3K
LEfrPJGjmsqgljsxFBscaVvVfyr1lrpGtvPV/ptxdI9pEQ8rSyqJbi6iQu9x6kjQrIAN68Ebsxo0
qG1T8stWsLGwvNU/MK5t4dN9R7i+vnmEbzTcoo3LvdoIaJIIxwIO5oQzY0rdp+T+u6clrHeedppd
KtZtOMdjLFKluPqcicEVTdFQZXCihBWp+yW4kNKj9N/KjzDaazPqEnnO+eG7Ny11bRq6eq09qLaN
2ZppBzh4h1+HiCAFVAMaVK4Pyu1tze6Vo3n2LTpLd4WvLHSbRbUwViIj9SO3ukYPKrFmeWrPRN6J
gpVr/lv5yikb67+ZE8EsDDlbyTTlZIp5gtv6pW5tnj9aVXUcdxX01dgoxVMNM/K3XrafTb7zF5te
9ktFtY0jmV5AJ1voLtws003xtJJD6Sngp48djxoVVCHyZf6LINP1X8zZ21W9gkgs0u52ikPrxzxK
8cLXQ5MJpo3Vh8QMfEEA7KqOl+SPVkfUNC/MdGF4/wBXmkhkaaOSb61JqLBeF4FEpRiu37HM0+Mk
NJW6V+W1zrVrd2y/mKPMEyWptJ5laWdlhungkKSiO+YLHLHasvw8GcM1WagGKo7zB5BnttAudN1j
z9LBDdkzzz6jLIFaNTPHJs11FRP9MgBUH0+SLVTzpihSuvJGrx+VNPuJvzRuYbK2NzLNrjSBIp0v
QiQgzfWFHGNq8CXbdvh47YVVB+WWtz6lbiL8xtRNlLLLfRack87PLZs0fwLN9a9Uoi0X1Kn7Vdid
1Ut8v/lv58nulk1rzjqlgGcCPR3nk9Wa3geIySs8V9cGNpNw3pyHjy2oDwxVtfIfmCHVyLH8xUn8
x2j2/q2krTCSd4fXuobe6QXkjLHIjtVVjpwXlwJ5Eqp9rP5Y69c6zq+p2Hmm6sINTljuGsIjPCiP
HCIiyywzx0dgo+IoV/mR6CjSsj8g2Ot2Xlu3g1bUk1eYgSw6lHI0xmSZFlZi7AAgSu6x8dvTCdOm
KsjxV2Kr/wDdf04q3irsVSnzYulP5X1aPVp3ttLks54764ir6kcLxlZHTirnkFNR8J+WKvOj5I/K
bRIF0e482C0W0aVbu1ub+yWR0njtkkgm9ROaqVso/scWG9DToFa1fyp+Uc9j5f0+680hI9IW6sNO
aK5sqEekJJlnCxGI+nGByLqAajnyL7qoDVPy/wDyf8tT6bqmpeYLyBJnXVrB1eExTrYJHupt7b40
4yIVQHoT6YAqMVXW/kT8lLKSZ4vMcdmI0n06eCS6s7co72r6dKSrxJIruEd69Hb4viULRVT/AMC/
kvJrtzqUXmhraeNkMsD31uIiz2vqCUG4Rnl9SKRpfU5tUlt+oDSVk/5R/lRDNZyT+Z70DUbWVrCV
rq1MEkFtbpDM8cnoel8MJUk16CvQGhpCRR+TPyqtrufTo/M/qaCbGW1a5huUur2SRHi1BvT9KzMf
pxJbNz4u4FQOKM3xBLK7P8tfyuu1gstP81TyPDc3Gq+nb6jayO4laEyeoAjcoUezQ9NmG5PYoSTS
Pyu/KVYbu80vzbPLY2lpfyXfpvaSXKxf3FxMjLBzeEIkiD9261blGQftKo25/Kb8o0sJLpdVvrxd
QvSkctr6eoz+uqSvJbxpFbXD04lmkXjUcATTjirVhof5XajoGoWVlr+oHy9fQXF7ek2rwmQadJFI
00MxtYlf0PiWT4Xd+W7EqMFKr6N+XX5W397c6Xp+panfTvczPdM8AuY4p0lDsrzy2jxQHna9CymQ
bNzBXGkp1ovlj8q/KK31ufMEcMs6paXEk2oQ2k8f1VzKY0ktjayRmswMoB+LYtuSSUIGf8v/AMoP
Ot/qMsGrG51K4En1iSG5ja5SOBoYC6esrycFNtxEu4bm/wATchRVL7v8v/yYaa6v382PK37u9lji
vrSd+FpH63JFWKSY/u15Fl+OlaNQmopKFsPI/wCREGlwLD5ikkS49CSC7aWFp3+t3EXoor+hy5CS
yIKD4owX5ca1CrKNF8l/l7ZaTBBpvmh20yzt4Li5Iu7KVJreyvpruGaeQxMVRLh5F5IyDah6YoWa
b5R/LFIoNP0rzVILwS27WUkWqQzziT6ottHwik9WJjJbxnjWM0UkR8V2CqBHlX8tJfJV3b2HmO5u
fL3qWMsljya7a0inuWdY7e1gVJ4ZLw3DRkurMVNKHFKKtPJX5X635kvdY0/zNOda11+Ytlurf145
YJYrykdrPE0qNGbdSUkU0XqKYoQkWj/k5GuraH/iOS3eaf1dYMksds/r6dcQxMz3LQxFOM9aKrgH
1HKClOLSobTvyz/J7VdQax0/zNLc3jfWIkjt7izBkM8YeX0GjgUO0arVjEaqvwP8Hw40lDReQvyO
uYrWwtPMRuLizvPRidZLS6mkluY7a1VCJLeZZIhxj4sF4oxb4huAoTCTyZ+VLa7Lqdzr13azW13b
SA3sy29s8+kI0FIZbmFRP6fBvWKSNQ9SK4VbtfIv5OQzetB5miC6fPp1xJGL6y4RS6bGbeHnRPh9
QsfUqd26U6Yqzb8utB8saNok0PlvUv0pp80/Nrj1obgCRIY4CoeBVXZYVqDvXFWU4q2BhVd+x9OB
W8VdiqSed5LKLybrkt9a/XbOKwuZJ7ISND6yJEzGL1E+JOdOPIbjFXhlj56/J+O6uL8+VryPV7+6
jiJkubmV5o4pLSf1pmeQuH5MHA4nnw3b4sCXQ6/+RCaMy3HlS9+rQy3TxwRXX1liJnW0Zx/pgb44
4U+Jaxqdlct1VReo+c/yZ1Cx03RbnRb7VrHSLi8sbU3U6x/V4Cvrn0WE6+pGvpxxoWI4IPjdf21U
112L8p9LsrLzWPLoeHzEL2S8nmvZY5wPQlEvCJJJxL6od1DRn0xUNzA4nFUpbzD+UBtmn/w1d/pK
3sLW7ihe8aOEF9NEkSwzPcrR1hRUqkfqEgMqsVqFUXJ5s/JnVry00W/0fUYJrFv0aonuWgit2vGb
6zym+uIpJIYTPUu4/mFcUJh5rsfy+8teYlsJvKtxc6fFp8DXV9bXVwSiXAbSoYzCzqkn7peIJfmA
SVBPI4qlVl56/KKK0hv7DQr+SBwlhJHeXLALHdQ3ECHjPcvF9i3MRdyvGMijcRxxShND87/lBDp2
o39h5V1H69cafcWmqBpXkDRzNH6sRnluDI4knuFQSKnPuQFxQyjR9V/K8eSNT1LTNNvLaw0nVi06
R3jRT/pCdY7dpY7xbriEZZ+LN6wWle3UqgPy1vPyp8zzx6RpXlMWywWd1NdfWayASNJbeqisxcz/
ABOvCRyGXh8IUHFUBp2vflnbz6bdR6Tcw6xC1vqFmukai986vcTBfSuvrEkKi4cyNFP6iMFUhfVq
UGBKjqnnP8kZtdt9W/w9fXetXF8k8dyXlUCRzA7S/BO42R1KoE+0ONFrXFU8srj8rPJ3lSLzxoGg
TRvqX1ixgje6PJygkLq8klxNDxb6qaNGXZtuIJNMKELa/wDKm4PI95530vy9dx6dKw0rUYXnubeW
S2lZLeUFRM0cihGDDfdh1VhUBVfVbD8mdN0fy5qbaLJJY64kDcWu7gXENoqerHJcI055xQuUV+T8
VFNzxUYpSmx89/ljeS3Oj2Wi31pYanpj2Lai17GbjhPdOXRxcTyQxH1Znf1JpA5qNiCtVUV5Z/ML
8oV8w6fdabouoRz/AFiK20+8mnaQrc3fqwPSGW5f4WT4pHUNyLAt8VKqpj5Uu/yhu/L/AJmu9I0X
ULe0soLCfWozNMJ/RiH1m3eJ1uXKmAIWPBw3w99sULr638haLrvlTU7fy+6XepJHfWry39zbXcRk
a1tiBArSrcTcJw0ys+6o5YtvjsqH806d+Uknl2384HyxLer5j+uTzqlzcCYuIZr9hMLSS4A5SwcX
3pF+1QKRilB6R5w/Ju31SPVbDyzqi3Wht9XFzyJjhMdq8X93LdjmBbWj7+mTRd/iIqoXfl1c/k55
i8yW0mm+W7yDU4LhI7O/muJpo0NsJJ7QEvcFuRhsuQUIyLThyOKoHzX5g/Ka41eTT9a0Oe7vk1a5
htoLfULu4tkD3EbTTqkcgiikl9X1TFEpFRxZg1QG1Quqeb/yMu7W6V/LVzeXs7XF4YJLhY43mdyZ
azpdOg5NaAjhWu3BTypir1v8sNQ8p3uh3EnliylsbFJ0jlimZZCXW1gCkMstwu0PpqRyqGBDANXC
rMaYq3hVd+x9OBWsVdiqWeZ77U7Dy7qV7pVv9b1K3tpZLK14NJ6kyoSicEKs1W7Ag4qwNvzM/MLT
5ZbLUfI13dXNsqGS8svUNvKzwPPSNUjudwVWMhZHAYn4unIKpH81vzBNhb3w8gXiK45yWfK4e4Kl
bkceP1VBGwe2QmtfhddqsMKo8fmH5v1Pyzfy6T5dey81W01kkWj36TMPRvGQCdzxtj6YPrKWBovp
knwxVATfmt+YHpTxp5AvorgQq8E1Z54ucts86BlFvE7FGVUdRT4iRyG1QrUP5qfmBJqQtD5CvHiu
LoQW85FzDHCnCIFp3a3eo5u1WVeIA+EvTljarrT8xfN9/cahp2q+Qrs2Z0+S6BKytDJW0WX6lJ6s
CiR3ctE3EHfbid8KtWv5l+fZYLhJfJ11HcQIs63QhujDKh1BIDFHE8ccxYWrmSpodqmMLtjaq6/m
H51nsrO/Xyxc2Ikglll02a1u7iV5Y7ho/S9WNE+r/ulEvJ4WLV4orMPibVC3f5qef4ALhPIN5Pak
OiwxNcGdpF9Ah6NapwjInbjyXk3E1C8WGNqjdZ8/+ddLu70x+WrjVIorh4YLK3trpHES09Ob62q3
EU3qircURQlKM3LiGbVR1j8x/P0EPCz8nTfWkWUyuRdXEPJGuo0Efp28bPyaCJx0qsm/EfHjaqC/
mj59OkXTN5Kuk1O3jiVGMd60DzS28sp4xrbeowSWNYyAePJhWRV+LFVLV/zE8yXaR295+X+o3VvH
Ibj9014oE1pSa3V1FqvLlKq1oWj8C++BWa+Q/Mer6/oaXmsaXNo+ou0jPYTQzRmOIzSJCC0qqHfh
HVqex4qGGFWSDFV2FXYqtcEqQDQ9jiqjPYWt1aSWl5Cl1bSjjLDMokjZfBkaoIxVVaf0zupIxpXf
Wyfsr95xpCxppTuKCmNK0Lp+4BxpW3kWeN4mV6OCpKMVYAimzKVYH3BxpKH0nSLHSbFbGxR0gVpJ
KSSSTOXmkaWR3llZ5HZncklmOBUTHGVJJNa4VVBgVumKrv2PpxVrFXYq1irsKuxV2KuxV2KtMO+B
Vv04q6nvirqe+Kup74q6nvirqe+Kup74q7FW8VbGKtsDxNOvbFVsSuFoxqcKr8CrDX1F8KGv4YVW
hEZyCNvbFDTwhakNsMKrTEoAYmgPSu5+7FURGBwFOlMilsiuKrcKqcSyCvM1ruMVVRgVd+z9OKrc
VaxVJvOWnW2p+VNX065vE0+3u7SaGW+lAKQq6FTIwZkFF67sMVYtD5LeDytc6fZ+aI7WW4v4TJf2
qfVYvWighsGteFrPblOUsGyRyJRqJQgEFVj0X5N+c4Netha+b763srf17lr+NSpZrm5WZ7YRm4f7
fHlIQqxn4fgJLYKSn3kXyXeaPbXNnF5zk1ZLiw42IVndoYpiwguVWW4uU+HiRGY1RTQ15bUKG/In
5f6lo17d3TebZtYsZYrq2ksAHMCXUt00ksvxz3BMiNyRuRL1rVu2KqPkD8u9d0DVo5ZfO0+tafpy
taPpBV1ijYxIEQj6xKqFE4MFK96ilcVQOreR9ai8wsrfmbcWFzqPrix0maRqn6xJJT0ozdRs/prJ
xTiNmUHoOOBUXZflN5ktdTivv8aX0pT6oJRIJi8iWxLurSG55MJHdzxfkqhiOJ+EhpXaT+VvnGwv
7G6n8/aheW9mYjLbTLKUlEVyJ2Dk3BrzT92eVdvbbCqYxeV9S1bzV/inTPOk8+hyXEEsek27erZl
LeIxSxB45uJ5v8TfDSvUE0IVQ195I80X/m27vI/OE1jAt7a30ekQPNJWzjRVMciGaNY1mkikHwpx
O/LmdkCt6f5F8xWOlatolx54up9Q1iCIabcyBvrFsLVVSeWESTyO/MsvMqy0J8ThVLn/ACq8+HUY
3Xz1ei0FmYZH5XQkE6xpGsixm5MR58Wdi24JPH9koKVSb8t/MMr25g/Mm8iee9lKJHJM6SeiSTaR
CW7lP7n0peVSzEfbrxxVNvMn5dapqOnaHp1n5suNM1fTrKa3bUv3st3c82t2mmDG4SQfFCK/EwHK
nhhVX1zyPqGs+Zp9U07zVNp88Nvb2d1aWvOglif1g0yxzR15RTMFRl258h2wKxfUvyt/MqC9tI7b
zpq2oRXRihuZ1d4EtI4hGHm/3tVmdwrUHpyVqeVDR8KphqH5M+ZNSS7e886XUl3efW43Yx3Hopb3
npf6PHEbw8I0MRNFb4qgNVVoWlRmifltrVh5m0641PznLqptLmfUbfSp1kH7sxG3IiVrmSiR+sNy
jUqAvHkeQVAw/lR5u1K1k+ueZrvS7O6n1K4k0aMyEqb8v6aSSQXSxskfwyGMKVLFwSQ2Kq9p+TWt
WdxFdW3mqWO5jlndpBDcKXilht4UjYx3aPSP6orBQ3CtBw4DjjSo8eTfND+X9AtrLzbLfXWj3db6
/LyoL1EuwZY5WilduUaI8XFy6ncMAd1Kt+XPIPm3Stfi1XUfOV3qlrFbi3bTGjkSCRljWISsJJ5/
iJTmxHVq9KkYaVI4fyd84BZGPn7UJb2VDH9a4XCuqcZeKjjd0Kq85f4q0IFCN6iltGv+TfmtpbC4
/wAfaiLu0kcvchXLvDIYneDeegT1YmbodiqkEIMFKm2j/lx5htdJ1/TdU81XOrxazp62EJuI5G+r
MIHheZRJPLyMhk5MAVrTcnriqceSvK+seX7K8t9T1uXXHubp7iGSZXT0I2VVECB5JzwXjUb036YV
ZFTFXYqur8P04qtxVrCqXeY7DTdQ0DUbHU5fQ065tpY7yfmI/TiZCHfm3wrxXep28cCvLx5T/JzW
xcXs3moXZuo5LW8kkvLSIyA3738jMgjj485Y3IKgKUqV2+LAqFtfyu/JOOa64+aRPc6hGtqWl1Cx
lkElwARJFyQkTTKrb/tBmpscaVZJ5D/Ja2treNvODLFcT2ksM0d9ZVLWSziItNHFUKSZBzZuoCKR
QLjSWaeUdY/LXy1oyaLp/mSzltIS863EtzbKhN1LK1FkhEMFeSP8CCqgdOmFDHfJHlH8o9D81w6l
o/mcXOqRqtnDbPeWixymeJOHGOGOETM6MpqteTbmrYFTXztp3kLWzJe33mybTLS8K6VevYXkEVvJ
JaJPKIbiUpJx4LcSEozhSSOQJ44VYo/5dflJfXN2485CRry6aTUzPdWaztJG0sQERVYRGPrM4fdH
VmVKDpgSrWP5aflXb209vb+dB9Qu0hhVhd6eZuXp3dvx9bgVdZIrl0UFOQ4/C1BQKGbeVo/J/kPQ
YNNk8x236Kuna60eS+uLaNjBIqM3CQGNZl9RmfmB0YDtUlWE+afIv5MXN76upeaJkn1LUXRIra7t
2/0qSWWV4ykUT8VV7kgl/s/CCd9wlZe+RPyNeSSUea4o45fUjWC3vNPdI1urgMQiiJysayMAtfhT
7Qo3xYq9E82XXkjWfLjadqmuW1rYajGk8F3HeQxOVhlR0nhkYkHhIq/FuK4UPM9X8g/kTLd3FlP5
oeB7q69Ro7e5thHHJJ6v7v1EhKhE4MKO37vYfDz+IJRmoflh+TMltaI3mJ0TU0uI7a4hubSUzBJZ
Lm5m9QwyAcfSKSTVFFQIW7FQmWkeSfyq0DzBZ+YU81gXNt6mowrPfWKxPHdRi2aVuMcbujAU5lvi
bqSScVRfnGz/AC085a7p4vvNNrEYbSeK3t7a4tg831yQRBo535j4WgZSse56N8NVZVX8t6v+U3ka
xu4rPzDbTLcj69cz+rDO/CNIoFH+ioAF3X04wO54CmwKsU80/lb5D1SfUtZ0jzNDNf3d5M1813qF
p9UtnnWSSeiLbzfvERCVQlWAXlzBSuBUZe/l/wDkxpOoS22oeajBqDlLZkuL2zEkKR27okMgMQCx
+nSqyijlV5cujNJZV5UuPy58l6TFZ6d5gju7TVb9YLZ3miuS936UUAiVrZAB8KJyqNq79RihiNt+
W35b63a3L6j5qRrq9N3qV1Dpuo2zW6JJcCaWRGaPmyIsCIzN8Pw1opxpKI0TyB+T5u7XXLHzO7nT
Y4pVLXVnFH6Vjdikskfox/AZ4wrS0HP7XIs3IqE+/Mqb8tvM/l+bSdQ80WNk1o8k6mOa1ndZI4ZY
m5W7c2fisjGi0cEVVlIwql3ljyt+U3l3zLHr1v5xSfULO2+q+nc6jZcBDHGtuOccSw/YVVXfvQnf
AqM1/wAs+QPOnmj9JXHmJBNBGNJSwhe2SZblHu1Kv6yPIefKTjFxCyBKkSL0VZJ+Xeh+UdF8u/UP
K17HqFgk7tNdxywzs8zULerJAFUsq8V3FQtMIVlBGKtUxVv9n6cVW4q1hVKPN9zpVr5V1e41eF7j
S47SY30ERo7w+mfUVTyjoStafEPmMCvFxe/kaZ5Zh5U1Oaa7Mrtces0sk8qQB5FRvrrSSsUuhUrV
W5c6lVLAbJQesecvybW7Lah5Zv7uBJop1mkvJZZGjuLf6xFcJBJc8i0zt+8HTcNI3M8cVTGfzb+U
UP1Nl0LUmdLqC8txeXrxqxgvDbLdESXjtI8bF+KspfitCFjFQqr6LF+QnmnStU1KPQplj0eyS+uI
Z5nSZoLVJYV9NUumqUWGhqQPiUk1OKoPTvO35SR6/Mx8uahaS8rbU7SX6ywjlN21vcrJcI1yltF+
+aNv3jlPgBYiirihUt/Pn5QNNJoc3lvUEuNO1Ce/e2SQSpFNZK6tMJPrQHGKC3H7ofCNlRWxSmV9
on5O2Gpz2kvlS/luNMurXSVo00ierdmSe3SPlc8eLsiknbeVeXVqKGO2Oq/kHLqItIPK941nZxWl
xBeRTyyiNpTyoyC55AxyXSoePI8yagca4pTG288/lBqmh2mnXOjavd6dFb31vYm5dOYt7QLqElsp
S6WTjEsUSxluwUcj8RxQ3/yBFfMGi6O/ly6h/T/1LUtNliuLhf396zKv1hFnXj6TBQOJcDkaUG5U
pdZa5+TLeWGtI/KF/Gl1bXF59SN03CQIGluKTG69XgH0nclAfhHw/FuqiZfNH5PpfWun6h5bvLWf
QZ7qx0R7S8YcI7ST1WlDC5t3jJc8vUfYGvx0UkKrrjW/yYe31Br/AMvai31SKSOaGG9knR7WG/WK
ONKXiqY/VdJFA/dAj4GYrirV755/KS/vLph5duLizs7lrCe4a6MHOXUlvWkIUzCFoyedHkkXh6jE
cabqu8neYPyk13XtEsNO0K6ju3+r2qWctxS1tDaLNeCSELJ6lw3rFlLMvz48uLqoaw1f8k9VubqO
PyncyXmk2c2oaeJbmWWKWG0txcIs8kc8yq/2kCuH4Acdj8AVTG61v8r7jSv0xY6Lf3UkV9PpYNxq
V7G4ukshKvoSJPPU3At44FYUYigO2xULJPN/5P8A6OuLabyvqMelJFauUidhKWmF3cqgWO4HFPq8
80tRJujMrAUClSqar52/J+6WHzJL5c1GaQ3i3kTyzNEqzRtbyTvHEtyyqf8ATlcrwCSMNz+1iqGl
/MP8pYNIish5fu2vbO4OqWNt9d5xi4sxJbW7G8a4YNSG0QLGOaU4qivtiqPtb38otG81f4ROiX08
/wC40E6g80krSy3XrWrGWMSr6fGOoWTiH4sfTUJSqqXp5m/JewfVm1LRHikurZoLoQ3l3cXbQyXQ
dorszNAsdw7j1CqSu9FfkQFoyqlb+cvyAs7OZovLWpwwakWeehdeRkgnj2Ju+jLLPF8OwNa0HE4q
s/xB+TMSt+g/LNyLxpri/ZfrskLLJpsEs6zxzW9xcbMxZI2jPEmpB+EYUMi1HWvyZ8reapzNpdy1
9Kw1t9RhnL2zSRQyTRyD1Lpft/WWRPg9N3fj1GyVZv8AlZqXk+/0W/fytZ3VlZ2981rcJemRpGmt
4YowVaSSZuCxKiKKigWlBiFZg01JeBG2wr88NKqFfDArX7P04qsOKuwql3mKQRaBqUp0/wDSoitp
n/RgUObnihb0QpD19SnGnE/I4FYbB+Zvml9Fn1GbyRqMM8MkUa2P715XEtq83JQsBPETKsJoDx5c
m40IxtVK+/M/zha6Ha36+RNQuL2e4MMlhE0jGKP0I5llZvq/Lf1eBHCgZWFdt21XWn5i+dW8zWGl
3Xku7SxvgFlvojK6WzLNLFI0kjwxoyn01dPsngeXcDAqV6Z+ZHnu/wDMFrDP5FuLYSTwRR6q8FyV
t7O5ltxcxO0sMDchRmZhRKqvwsF5FVH2/wCaXm2a++rN5F1CCEAk3souPRB+sel0jtZJSCnx/ChP
tx+PG1VPL35jedL66tbPUPJ89mXp9cvXNzFBHxt2mdv3tso+0vpqA5+LqwHEs2qQR/mt5v8Aqltf
6P5Flij1KSC5uAlveSpOtwf3lx68NshBjjhCHlGxbmrLVE+Mqmtj+Zvn0JO175OuQWvp4bdfSvE4
W0ZhEbv6NvelyRMxLKApCNxq1FKqprX5n+eLK4tWtPI19d272MdzcQIsxlE84hPpCRYWjX0vUdWG
7kruqAVZtUXqn5h+ctO1y/0//B9ze2sEzLa3sH1go8It1lVyUt5Vb4yVfia9kV2BwWqzQPzF86Xl
tarqPlC6trqSS1hnl4XKIpuIZZJJfTeHZYniUEeoftjkytVcbVZ5f/MvzneG1h1LyXewSvA73EyJ
cogljhmk4cZoEVTI8Kqo9VgPUX4iwIw2qHT83vMslhLdW/km+umjt5ZeEBuXBuIb9rJraptFYOFQ
ykMoYDqvfG1Qt9+dvmS2F3PH5Iu7jTrUXB/ScUsslq31VmSQ+rHayBV5xOAT/kluIJKtqraz+ann
uDWEh0vyVe3enwLcm7k9C5JlMTyrCIJfTSMB1iSTkA4Ieg3G7at2H5ofmGYmnvvI92EuJYza28aX
KvFC7NGyzN6MnKRTGX+wq8Kb1Kgi0phd+fvMVwl5BaaA6ahbaJHqwjZ3lZLm4UelZSwBIpfU5LJU
bGig/tUWQKHaf+ZfmqbTb+5l8k6hFLZWK3Vvbj1uVxK0vpmBOdvGeSj4m2J68Qy0ZhaqD/mx5uTT
bO6PkPUWnuvrQltEF0XgNuitGJf9DA/fFqKVqvvXkqhVDTfzW/MG5htxL5Cuo7q6mWNY5DeRLCks
jqjTObNkCxqqmRg1fiBC/aCNqpab+b3n+a1kNx+Xeoia1gEk7EXMImeqR0gja2c1LuWKlvhQE1bp
irLvLHnPUtXu7i11HQbrSHS3hmgkmScxymQuJFDvDCqlKKQrUcht1UhgCFTlba3See4jhRJ7lg1x
KqhWkZVCKXIFWIVQor2ySF1lYQRJ6VvEkEPJnKxqEXlIxdzQACrMxY+5riqJg0zTrf6t6FrDH9Si
MFpwjVfRiIUGOOg+BT6a7DbYeGRSiTuPpH68VQsn+9P0j+GFUXgV2KqOKuwq7FWsVdgVrFXYq7FW
sVawq7FVRTUYFbxV2KrZYo5Y3ilVZIpAVdGAKspFCCD1BxVRsNPsNOtI7PT7aKzs4q+lbW6LFGvI
ljxRAFFSScVRGKuxV2Koa6+0vywhCvF9lf8AVGBKoMVXYqtkcIvI/QMVQTMWJJ6nJIVIo2ZgafD3
JH9cSqLyKXYFabp9I/XhVDSH/SPpH8MKEXgS6uKqWKtYVSzzPop1zy7qWjCb6t+kbaW29fj6nD1U
K8uFU5Ur0qMCsAk/JS7eeLj5ga3sqxm50+1hntYT6V+98ogWC6j9JU9UxxhufAbj4qENKjLTyB5n
0zStVW/89XUiTJZMl7MJUFolgweZ+TXLf36KRKeQHdq4qlVh+UesnzC+qr54mu722his7iKlyWCj
05uEki3v1hfU/vCokUVeoAT4cCr9K/KfW4rJTovniddOuVtpAYRO8biC0+rqY3ju14pLXm3DsECl
eAONKjh+WmpzwW2m23m2Qabp2jSaDfabFGTFJNJbOnryp65CuBPG4UitAPi3rhVVg8m61pV3qkt/
53lEOtJd2el28vOIW015wMH1fnckM8AiPAIqnc0piqXXv5Uay+s2rx+ebyJoxeS2lpM088ymUPF6
sLyXXMehHcRr0IqAT9s1aVq0/JzzNaWMsUHnnUI7t5J5VnQ3IjVp2jYkwm7KsQVlNWNSZORNVBxp
Ubb/AJZec08tXukN58vnvbqaGSLVSk3qwxwqVaNf9Jr8exJDD3rXGlU7j8o/Nk00NwfPF4LqGOW3
WcLdKxieGGJK8LxfjV4PWZujyH4l4jiRSoe5/JLzA7rJB51vI5gwmM8iXEsn1k2YtGnDG7U8zuwr
XgKKvFa1aVbbflL5mtddguZPzCuxfzxP6sQWVZLtIi1C6vdPVYTc0oihVqKUY8saVEeYvy38wC5s
r+386XlleppsWmPDbgJNqNzbwTcH5S3MYaVuTuFZttzzH2gqk1r+TX5i6pbwXupeedQ0y7DvLDZA
S3DWpbmihJjeSnl6UhU0c7GhZqVxVmtt5M82RaFfaNP5nlk9WeK6tNaPq/XEIuTLNCwEoX0/SREX
iwHxN8NKDGlSKT8qPM17oGnxQ+fbyS+gW6MWuhHeV4b14JAsbpcKwVfq+3xtUN2FMVRfmLyFr0vl
u2tZvOl5Yz6fHeSTaujTRVE9ws4eX/SBVYIVeJebkAHltTCArHbH8rtQvQ10PzJa/wBSvbiA2eoI
G9RPStrh2ggaG8VhyiuzLxjYALvx4nFU9uPy3823WmfoaP8AMS8j1G2vJL+4mhVxMLe6ULDAy/WT
KI1aJyhL0O+22BUfqX5ZazdRaSLbzTd2tzpUt4Y71vXluDDd3Mc6xGQ3AZ/TSH0/3vqKV/Z2FFUj
h/KXzrGlsh/MTVZZYZ/VmlYTN6sa8eMfB7h1UAhq7HlX4gaZKlQej/k1MiwQ6V52f0Yki1C3hjM7
kGaCWFrhPTvFAS5dnYuBy7I67nAqc61+Xmpava6LFD57lgm04z2kVwhd3e9C3CMY/wDSQfViR2Uh
y8gVPtA8yQqprXke8Gq6VcN56k0+7sNMs7K+DySJJcmKYql2wW6hXnJLKUHqrIpY0Ibpiqj5e/Kf
WIYdWlfznLqmneYNMmtWT05ZImluoI4lvuUl1OJH4Rg7U2NFIWgwqy7yT5Y1jy9Y3lvqeuS649zd
NcQSTK6ehGyqogQPLOeC8agVpv0xCp1J/vT9I/hkkIumRS6mKqWKtUxVLvMVtp1zoGpW2p3H1TTr
i2mivLousXpxOhV35v8ACvFTWrbeOKvLx+W/5MSXQu5/MFvdfW/Tiije500RMySRTARpHEi1b4Vo
Okb8FAXiAEoH/lX35Jy+vFL5vLmCAQB5b+zBijkZLgyRSNGOXqGb4nqRSQr7BpWtT/Ln8ntN19rL
UfM11ZahC5lkinkto4lN5bsv712thGwaK3NfUY8j9uvP4mlTzXvKH5Zat5VsrGTzE50vRNJl5PZX
FtNJNp1tJG0krqsUxZY5bQAtEo+Kq+2FDGL7yv8AkBfRT2r+ZZYEa6nlcxzJEkbSG3UICYOCxQrK
scVdgryCpoeIVkOk/lN+WOrRTQaVrsmppFPBdzLBdWd1wkR7h4jIBFICGaeQ/HXlT2ONLarcf847
+TJrOG1e/wBSCw2zWnqCS35tG1y92eRMFK+pJ2A2w0tp15k/K+38ytpL61qc7y6bYy2c09vHHFJN
NOsYecMwl9P+7J4qN60JK1VmlQvlP8lfLPljWbLVrC+1GW4sTN6aXEsTIwniEJD8YkYhVReIrtTG
ltCyf84/+WLkSpcalf8AoNPczwJC0MTr9bt4oJBI/pt6hHocg1ATX4+ZqSKVkOsflZ5b1bSNI0u6
kuvQ0Wzl0+0dZF5tFNAsBMvJGVmUxpIu2zqDSm2GlY9b/wDOO3keF53N3qUpuIY7d/UmiNI4zHUK
RECvqLFwen7LMNuwpU6i/KPQI9An0X69fvbz3t1qDTPJEZVlvLaS1kCn0uIXhMzAcftb79MaVQ1j
8ndF1W30Symv7tLHQtOl0224el9YZZFjRZDMyNxKrFSioOVaH4aqzSq3kz8p9I8pSXcdhe3F3p+o
W5t761vkt5WfjQQ0ljjifiiGReDcgeXam5pUktv+ccfIdvJYMJ7547GnKB2tvSuKTGb/AElVgX1a
mimv7KqO2NKhZP8AnHnyzHJcIdU1A21zEkRUfVlmIErTSerKIf3nJ+BBK8xxpyK7BAW0Td/847+S
75UEl9qKAQW0NUe15cbW3FulHa3ZxyRfjANCd6bCjSpvp35PaLpXl/XNJ029uDJrcCQyXd2sUrxt
G0jxzD0VtmeRHmLBnYmoXei0wUq3zT+TXlfXoNOtJrm+toLCxi0y3jtZY0H1eF0deZaN2Y/ux3p7
V3w0qVaH+Q+nJJq02p3U8I1CeXjbWs8UytA9m9orTSSWsLNKv1iZqgftDmZCK4KSiF/5x98nx2/1
eO/1JI1ktJwUkt1flYiQRDmsAc/3xrvXYBSAAMaRaYXf5TWY0HQvLthdSx6bpeptqkl0zRJcq/GZ
4/SSOAQHjPMp4lAoUdG6Yqg9O/5x+8lae9i9vc3wexlhmDs1sTLJBcNcI8v7jdqvw5LRuACggVq0
qO8sfkz5b8uaxpuqWN7fPLpazpbxSNbBHFypV/W9KCJ5SP2SzEigHQAY0qeeTfJGmeUrW+t7C5ub
ldRvHvp2unRyJZAqtx4JGAPgHauEKnEv+9P0j+GFUVgV2KqeKtYqhtT02y1PT7nTr6P1rO7jaG4i
qy8kcUYclKsKjwOKsUvPyd/Li8vPrd1o4lmM73R5T3PAzSPzd/T9XhVj123AA6AY0q2b8mfy3mtf
qsmks1vw9P0vrV4F40jHabqRCgJ6niPDGlRd/wDlf5Dv9WTV7vSUl1OOVZ1uzLMHLosaJyIcclRY
E4qfhG9B8TVaVbZ/lX5DslZbbTPTV7KbTGX17kj6pcO0ksVGkP2mcnl9r3xpUt/5UX+VQkMg0IKx
AHw3N2oFFC1UCUAGg6jfv1xpU/8AK/kfyx5WhaDQbRrKByzPCJ55ELOEBYrI7qWpGtD1G9Opqqnt
MVdTFVtMKr4jvTAqpirsVdirsVdirsVQ119pflhCFWI1RSOwoRiUqlT4fdgV3Id9vniq4Yq4/tfL
+uKt4q4sB8/DFWqnwxVxqetBiqFZg09R0qMKEXgS7FVPFXYq7FWqYq6mKtYq7CrsVapirsCtYq4j
FWhscVVxuK4q6mKupirqYq6mKupiqGuh8S/LCFURUbg0+WFC8Sy9mP68aVetzIPtCo+7BSq0ciP9
k0b+U4pX12au1Bv+OBXMwpVjxX8cVUWuQNkX6ThpVhuJT3p8saQsaR22LEjCrk+2vzGKo7Ipdiqz
FWsVdirsVdirVMVdirVMVdirsKsa8+f4t/Rlr/hn1/rP1n/S/qv1P1vQ9GWnH69+5p63p8v2uNaY
FY9qV1+c7aDpr2tnANdg1SmpRRG3S3n09OVCrSyTNxk+HkRwcdlFN1Uul1r/AJyAR7maDQbKflBE
La3mMESCUSsJG+C9lYEoV+EuykCoZTVCFTLTNV/PD9L2xvtJsDptxJALlI+H+jRfWZUlo5uubt9X
CScwp3ooj+0Qqozah+fNhPdLb6ZZ6vBcT301s8zQRtbxB+NlAeE1vzDKnIk1NGFWqCMUoa61j/nI
O61XTIYtCtbHTBdRtqV1FJamQ24uGDKFluJtmgoTxXly6HtihAXvnz879KtrVdQ0fTo9a1a9kh0/
THkgfkirbrGsYS8R6fFK7vWTiaV4IQQqmt/rH59XdnrSW+g2+nsjRNokkM9p9adPrK+osnrS3VuG
+r1qSNj0r2VWW/mX8+LdkgvPLlpJVrmGCdAjmVo7R5Ld5TFdcYfUnjCklePxU+DbkpVodV/Pi7WJ
LvQbCyX65YepJFJFI/1RgXvqBrh1qrKqDvQnjU0YKE78iah+Zd3d3C+b9HtNOtVjrbyQcAxeq/CQ
l1eV25VrxpQdeRCm1ZrirsVdxU9QKjFW8VaKqeorTxxVsADpirsVaKIeqg/RirQijBqF3xVdirsV
W4q1irsVaxV2KuxV1MVapirsVapirsVeQat/zj79e1DUr2LXzbvqWoPqDj6lHJw9V7osqcpKcwl2
AkpBdGXktPhCNKmOofklp99DYM8mnwXdhZm0RrfTVjt2b63Hcq7QmZjRkjkjkXn8YkfdakY0qAg/
IF4k1JI/M9xG2p2B06aQW0LMyelbxD1WcszrW2LEAqd/hZfj5ilQ83/OM9nFrcWpaXrogiiuFuFt
buwgu1PGNEKsOUURBYOQPT4pUBFWhLNJtuD/AJxwMUUsZ16ErLIrKi6fRYwI7qOqcrh3Mq/Xeccr
uzKyg77ANLaLX/nHyJ9Stri91mO6s7bUJb82h0+JTPHPdQ3L291IJC1wtICtZK/aHZeONIbi/ID0
IoYbfWoEhj063sJEfTYnLvbzGdpOZlDpHOzMJolYeoCeTHajSbV7n8h4rnVI9QfVo4GiuI7qK2tr
GNII2T6iOEKvJK0KcdPKr6bBgHC8iqsrtItbrn5EXGpavcakPMbO80rzhb6yhuQ8kscEb/WI0aCC
ZAbWN0T0lAYfFzG2NK9M0XT5NO0aw0+WVJ5LO3it3mjiS3R2iQIWWGP4Iw1KhF2XoMKo3FXYq7FX
Yq7FXYq7FXYq7FXYq7FXiv8A0NH5T/6tF/8A8kf+a82X8mT7w4X56PcWv+ho/Kf/AFaL/wD5I/8A
NeP8mT7wv56PcXf9DReU/wDq0X//ACR/5rx/kyfeF/PR7i7/AKGi8p/9Wi//AOSP/NeP8mT7wv56
PcXf9DReU/8Aq0X/APyR/wCa8f5Mn3hfz0e4u/6Gi8p/9Wi//wCSP/NeP8mT7wv56PcXf9DReVP+
rRf/APJH/mvH+TJ94X89HuLX/Q0XlP8A6tF//wAkf+a8f5Mn3hfz0e4u/wChovKn/Vov/wDkj/zX
j/Jk+8L+ej3F3/Q0PlT/AKtF/wD8kf8AmvH+TJ94X89HuLv+hofKn/Vov/8Akj/zXj/Jk+8L+ej3
F3/Q0PlT/q0X/wDyR/5rx/kyfeF/PR7i1/0NB5U/6tF//wAkf+a8P8mT7wv56PcXf9DQeVP+rTf/
APJH/mvB/Jk+8L+ej3FUH/OUnlOn/HIv/wDkj/zXj/Jk+8L+ej3F3/Q0vlP/AKtF/wD8kf8AmvH+
TJ94X89HuLv+hpfKf/Vov/8Akj/zXj/Jk+8L+ej3F3/Q0vlP/q0X/wDyR/5rx/kyfeF/PR7i7/oa
Xyn/ANWi/wD+SP8AzXj/ACZPvC/no9xd/wBDS+U/+rRf/wDJH/mvH+TJ94X89HuLv+hpfKf/AFaL
/wD5I/8ANeP8mT7wv56PcXf9DS+U/wDq0X//ACR/5rx/kyfeF/PR7i7/AKGl8p/9Wi//AOSP/NeP
8mT7wv56PcXf9DSeU/8Aq0X/APyR/wCa8f5Mn3hfz0e4u/6Gk8p/9Wi//wCSP/NeP8mT7wv56PcX
f9DSeU/+rRf/APJH/mvH+TJ94X89HuLv+hpfKf8A1aL/AP5I/wDNeP8AJk+8L+ej3F3/AENL5T/6
tF//AMkf+a8f5Mn3hfz0e4u/6Gl8p/8AVov/APkj/wA14/yZPvC/no9xd/0NL5T/AOrRf/8AJH/m
vH+TJ94X89HuLv8AoaXyn/1aL/8A5I/814/yZPvC/no9xTP/AKGI8tf4a/T36MvPq/1z6h6X7rnz
9L1eX26UptkP5PlxcNjlbP8ANx4eKjzfK2b51DsVVbM2wu4DdAm29RfXA68OQ5Up7YJXWyRV7voj
8xX8l/4FvDGbE2LWv+4wQmKgn5H0PqioeQ2pz9q89802n4/EHO73/a7TNw8HSujy7RLn8p4/Kdm+
q2cs3mRLmFLuMPcLG9st4JJZKoQqlrasNB/rD4sz5jNxmj6a8u79bhxOPhF/V+39Sc6k/wCQZ03U
ItPjmW/t4JTp1xMbylzLJFVA6jkEaJzRdgrEfEab5VH8xYvl8GyXg0a/Srz6H+T0lrc6lby+lo8G
r28C3hj1Fw8D2fJokU8OVJwzyDkrhAeLboGAnmujz4fLvSY4qvpfn3KGoj8k7rTfqljPFZTJJePB
cSpfswWSN0hErpG5bjL6bqKUCLv8ZZWMfHBs78u5EvBIofpY558H5ciBB5RYM/1pxKXF0HNv6Ufo
8BNVPtc/VqalqFaIeIvweLfr7vJqzeH/AA/pYbmS476U8hSeRm8naGhl02Py+mn3D+Z0uUT1WvQE
ThK5dW+IyO0YKnZRx/Z46TOJ8Z58V+n3O1w8PAOVVukX5TXWlxeVLkeXItKfWJNSkj1A6uVV49PZ
f3coLMpZUpuo6muW6sHj9V1XTvYacjh9NXfXuVfJr+Uh5s83t5VGljUfrkX6K+ulVi+p7i5+qFqr
9vpTbjTtgzcfBHjuq39/S1xcPFLhq2IecpfJ3/Kxz60lhHDLprRatPaxNJYpqj2kiF40jWQ8RMUN
VUkHfrXMnCJ+F157d9W05DHxOnLf3plqGqfkhNevd2sUcLC2tmsofQuBGl3LPO9wZk4MjrHyjqpV
l9P4UG1MhGGcCj+BsyMsN2p29h+SN3ryxvqMbWk7sXcxXVu7H9wqgH/RraDk6zv9ngFYCibBUyzi
PL7vP3k9FAwk8/vUjD+SNwZ5YWjhQJYSiIm/T01fUHF2g5uzSSR2jxq3GoahZADXDecfb3d232/t
Y1h+7v7/ANTG/wAxrvyPLcRQ+UxH9UhmcB0ikjLRfVLRF5NKqO376OY/FvWp7736cZB9f43P7GrO
Yfw/jkw0UqK9O9MyWh9J+ZofJKeR7+eO/sZvLM9o40mxWO1VopVgIt/QZAty0/rcTJ6leprQA10m
Iz8QbHivfn/ZTtZ8HAd/S8t8p2n5bf4Oml1y5VdUnllhHPf0nMZ9CTjHyuOCNRiUXjuwYOQqjPyn
Lx+nl+Pg4mMY+Dfmml/efkaumavDZ23K4YEaUyi8Lc47cyRyM0hr8U7NEy1UU4mm3LK4jPYv48mZ
OGjX6Vdrj8h4726S3jj+ppbVhuXXUXmklcSxtGkb1iUhSjh2+yem+6CtRXn8E3hv+1bPcfkr6Ws3
SyWxvjayw6PbRW1+IhL9TjiVyZaq370OULoCD8TkncIGfYb1e/LvUnDuflz7kt8r+VPKcHljVrrz
R6H1mMiO2vYrlrmKJ5gEh+KweaPZ+TOjguVAKqQGyzLlmZgQ+79bDHjjwky/HyTe9g/IhW0Z7cwm
3e9kXU7n/ciU+qqsjlGg9X6wJFBhVZFHBmZjT4SoridRvfdty5/d3syMO3v81fST+Q9hqOlXtw8D
wrbs1xC63lyHd3CIZImWRA6JG/qKQBVgUBWhEZfmCCP1Jj4IIP63jchUyOV+ySePyrmzDglbih2K
uxVlv/lJ/wDt/f8AYnmP/lv839Lf/kv879D3n/oWb8u/9/aj/wAj4/8Aqlmq/lLJ5Of+Sh5u/wCh
Zvy7/wB/aj/yPj/6pY/ylk8l/JQ83f8AQs35d/7+1H/kfH/1Swfylk8l/JQ83f8AQs35d/7+1H/k
fH/1Sx/lLJ5L+Sh5u/6Fm/Lv/f2o/wDI+P8A6pY/ylk8l/JQ83f9Czfl3/v7Uf8AkfH/ANUsf5Sy
eS/koebv+hZvy7/39qP/ACPj/wCqWP8AKWTyX8lDzd/0LN+Xf+/tR/5Hx/8AVLH+Usnkv5KHm7/o
Wb8u/wDf2o/8j4/+qWP8pZPJfyUPN3/Qs35d/wC/tR/5Hx/9Usf5SyeS/koebv8AoWb8u/8Af2o/
8j4/+qWP8pZPJfyUPN3/AELN+Xf+/tR/5Hx/9Usf5SyeS/koebv+hZvy7/39qP8AyPj/AOqWP8pZ
PJfyUPN3/Qs35d/7/wBR/wCR8f8A1Sx/lLJ5L+Sh5u/6Fm/Lv/f+o/8AI+P/AKpY/wApZPJfyUPN
3/Qs35d/7+1H/kfH/wBUsP8AKWTyX8lDzd/0LN+Xf+/tR/5Hx/8AVLH+Usnkv5KHm7/oWb8u/wDf
2o/8j4/+qWP8pZPJfyUPN3/Qs35d/wC/tR/5Hx/9Usf5SyeS/koebv8AoWb8u/8Af2o/8j4/+qWP
8pZPJfyUPN3/AELN+Xf+/tR/5Hx/9Usf5SyeS/koebv+hZvy7/39qP8AyPj/AOqWP8pZPJfyUPN3
/Qs35d/7+1H/AJHx/wDVLH+Usnkv5KHm7/oWb8u/9/aj/wAj4/8Aqlj/AClk8l/JQ83f9Czfl3/v
7Uf+R8f/AFSx/lLJ5L+Sh5u/6Fm/Lv8A39qP/I+P/qlj/KWTyX8lDzd/0LN+Xf8Av7Uf+R8f/VLH
+Usnkv5KHm7/AKFm/Lv/AH9qP/I+P/qlj/KWTyX8lDzd/wBCzfl3/v7Uf+R8f/VLH+Usnkv5KHm7
/oWb8u/9/aj/AMj4/wDqlj/KWTyX8lDzd/0LN+Xf+/tR/wCR8f8A1Sx/lLJ5L+Sh5ph/yoHyP+gP
0H6t99T+t/XuXrJ6nq+n6VK+nTjx9sh+eycXFtdUy/Kw4eHo/wD/2Q==
uuid:24763e13-6cd5-774f-8fa8-4013de35e05c
xmp.did:c876dd60-88b7-4e71-b5f3-39f56eeb76be
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ebe7b6c9-6819-46c4-a70c-9bc39be4c483
xmp.did:ebe7b6c9-6819-46c4-a70c-9bc39be4c483
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ebe7b6c9-6819-46c4-a70c-9bc39be4c483
2019-06-05T14:05:56-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:c876dd60-88b7-4e71-b5f3-39f56eeb76be
2019-06-05T14:28:40-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
True
1
21.000156
29.700008
Centimeters
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Cond.otf
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-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.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
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
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
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
HWˎWqz?n)[0aĒ.eP-Y5ӽ;+ 0GdZ^[^~j9}>%䞷Жuߝ/[wyOn?{{䶞;ߥ|/*sJa }k!Qwm[*T6__?i7WR_{as-%vSib܊=!6-L g$&(ɠ$>v
jeRY" u)t(i6(.Y+k):*BrdOLJ)xIs$yGl!,h~\kU:GC }b,ch>8ٜ0*m4z2`|I Aj]"Њ6k<Vg/QJ.PP(aH
~hu1I` r:չo)Ԡ)MÒF.O/v;-iG1%Pxc<9L}:qy_zr7|xݟNCԙbx]-Y]{afzG1Ru:0x? EXI@Œl.DJJIMфxRKZba_ͤif2Ȟ#ER+lZT y5~b+%X6:KV8>FGY"?0]M2|aUJMNlrJh2!y
Ҭ5BUfdp9rv"[QG1dxl}n`58tڮaԧY4rP8$(u6'Md+E߱V0pp|ccTPlMY; 9c'F&f