%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Cartaz-ContoscomObra1sem19
2019-01-08T11:05:58Z
2019-01-08T11:05:58Z
2019-01-08T11:05:58+01:00
Adobe Illustrator CC 23.0 (Windows)
244
256
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAD0AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYqk/m//lHbv/nn/wAnVzB7S/uJfD7w5vZ/99H4/cXm2cq9M7FXYq7FXYqkl1/vTJ/rHNVl+oux
x/SFLK2bsVdirsVdirsVdirsVdirsVdirsVTvyZNLH5msPTcrzk4PQ0qpBqDmx7KkRqIV3uD2nEH
BK+56q1/dDWks0MUkBUtIqhvUjHGqlmrx+Jugp03ztjml43AKI+0PHjFHwuLcH7CmOZTjOxV2Kux
V2KuxV2KuxV2KuxVJ/N//KO3f/PP/k6uYPaX9xL4feHN7P8A76Px+4vNs5V6Z2KuxV2KuxVJLr/e
mT/WOarL9Rdjj+kIzTbe0W1uNQvEM0UDJFFBUqJJZAxAZl34qqEmntl+CERE5JiwKAHeT+qmnNOR
kIRNE2b7gP7U38x3dlqGn2zWrRAo6R2lpbluXB0+MPEfssrgKCPtVzO1+SGXHHhrYgRiPdvY7wdv
Nw9FjnjmeK+Rsn37UfMfJKD5d1wXDW/1GYzLxLIFJIDglTt48TmD+RzcXDwm3M/OYeHi4hS4+XtT
+o290IHJupmhii4nkSAKH/ZEkD5YfyOTgjKj6jVfj8bI/OY+MxsekWpPomro1yrWkoNoOVz8J+AE
cqk/LfIHSZRxXE+nn5MxqsZr1D1cvNRgsL24ilmggeSKAcpnVSQopXc/IVyuGGcgTEEgc2c8sIkA
kAnkrDQ9XaOCRbSUpchmgYKTzCKWNP8AYiuWDSZSAeE1Ll5sDqsVkcQ9PN11omrWkTy3NpLFFGwR
3ZSAGYVGDJpMsATKJAC49VjmajIEphYW+k2dvE98VN1eQmWH1kZ4YwJOK8hGQxLhG37bbZlYYYsc
QZ/VIWLBIG/lvvRcbLPJOREPpiaNHc7efdsm1voei6ibL6r6fpyySS3hiEtP3Cpzig5L6lG9QH4u
nbM6Gjw5eHhqiSZVf8NWI2L3vq4c9VlxcXFdgAC663RlvW1dEm1vTLiXULh7PTZYLaGisPTZRyUA
MaEtTkTsK5gavTyOQmEDGI8vx8nO0ueIgBKYMj5pbe6dfWMix3kLQO681VxQkHbMPNgnjNTFFysW
aGQXE2j/ACh/yk2nf8Zh+o5ldmf4xD3uN2j/AHE/c9FFlOPMX1kW7/WfrH99w/dfVfSp9qlOfLbx
zrfCl4/FR4uLnW3DX3/a8x4o8Hhv08PLrxX9zJM2rrHYq7FXYq7FXYq7FXYq7FXYqk/m/wD5R27/
AOef/J1cwe0v7iXw+8Ob2f8A30fj9xebZyr0zsVdirsVdiqSXX+9Mn+sc1WX6i7HH9IRenXtrHBP
Z3qO1pcFHLRU5pJHXiyhtjsxBGXYM0REwnfDKuXMEdWrNikSJQ+od/Igoqwv9D0+8tpoY7ifgzev
M/GN+LxlKRorOAQW5VLdRl2HNhxTiQJHvPLpWws+/m05cOXJEgmI7hz63udvdyRs/m2NnHD1iOVs
rytxDvFDI8z1CmgZpJOnTbMifaQJ2v8Ah36kAmR+ZLTDs8gb1/F7rIAHyAWWvmWzjmikdJkZVuUL
x8eSGeT1EkSpHxKdiDkcevgCCQf4uXTiNghOTRSIIFfw8+tCiCuufMunXFtfRyQSl5kWODcUpGgS
NmAKhGB5E8Qa147DDk7QxzjMEHcUPgKHu68u+uSIaGcZRII2Nn4mz7/j3XzS2K/086OtncLN60Ly
yRLGVEbtIqqDIT8Xw8ew6eGYsc2PwuCV2CSK5G65+5ypYZ+LxRqiAN+Yq+Sc3XnK2Z2e2SYP++lh
L8P3UkkbIqrTqqmRiCfYU2zPydqxJuIl1I5bEgjbyFn7HBx9myqpEdAee4BB+ZoJbd+YFuLGS1Ik
NbW1toqkUHoEM5O/duntmJl1vFAx3+mMR8Ny5WPR8MxLb6pS+fJRivdLuLOC31FJlktQUhng4sWj
Zi/Blcj7LMaEHK45scoCOS7jyI7udG2yWLJGRlCqlzB7+/ZXj1uxBNp6UkWmi3kt4+PF5ayOrtI1
eCksUAp2GWR1cPpojHwkd53N307mo6Wf1WDPiB7hsKrqiX81QPdWjmOUW8Fy08kdQzUESQxEE/tI
sdfnlx7SiZRNHhEr+wRHxAHzahoCIyFizGvtJPwNpXq9/a3K2kNosogtY2QesQXZmkdyxI8QwzD1
WaM+ERuojrz5kuXp8Uo8RlVyPT3AK/lD/lJtO/4zD9Ryzsz/ABiHva+0f7ifueqLDGPMxlV1LG1K
yIZAWB5oVpHWoFBXpTO1ER+Yu/4e/wAx0eQMj4Ff0u7yPVNczXEeW/p7Wv8Alum/4M5x/wCby/zj
83q/ymL+aPk79Pa1/wAt03/BnH83l/nH5r+UxfzR8nfp7Wv+W6b/AIM4/m8v84/NfymL+aPkm/lX
VtTuNbhinupZYyr1RmJBopI2OZvZ+oySzAGRI3cPX6fHHESIgHZnedG6B2KuxV2KuxVJPOkqxeWb
yRqkD06067yoM1/asxHTyJ8vvDn9mR4s8R7/ALi8t/Slv/K/3D+ucd+aj5vWfl5eTv0pb/yv9w/r
j+aj5r+Xl5O/Slv/ACv9w/rj+aj5r+Xl5O/Slv8Ayv8AcP64/mo+a/l5eTv0pb/yv9w/rj+aj5r+
Xl5Jxbfl9rOo28d/BNbLDcqJY1dnDANuKgIRX6czIdiZs0RkiY1Lfr+pw59sYsRMCJXHbp+tV/5V
d5g/5aLT/g5P+qeS/wBDufvh8z/xLH+XsPdL7P1u/wCVXeYP+Wi0/wCDk/6p4/6Hc/fD5n/iV/l7
D3S+z9bv+VXeYP8AlotP+Dk/6p4/6Hc/fD5n/iV/l7D3S+z9bv8AlV3mD/lotP8Ag5P+qeP+h3P3
w+Z/4lf5ew90vs/W7/lV3mD/AJaLT/g5P+qeP+h3P3w+Z/4lf5ew90vs/W7/AJVd5g/5aLT/AIOT
/qnj/odz98Pmf+JX+XsPdL7P1rJfyy16KJ5GntSqKWIDyVoBX/feCXs/nAJuHzP6kx7cwk1Uvs/W
x39F3H8yfef6Zq/ysvJ2X5iPmj7LyhrV7B61siOnIoPjAJIHI9adBmTi7KzZBca+bj5O0sUDUrRq
/l5rxcKz26k8urttx+Smv0fTvl47Dz3zj8/2NJ7Zw90vl+1Tm8h6xCkrvLBxhR3ahk6ISDv6dP2d
q/1pGXYuWIJJjt7+nwTHtbESBUt/d+tJ/wBF3H8yfef6Zg/lZeTm/mI+bK/JPlC9e9ttWeaNbaBy
eC8i5ZRSlCAKb+ObrsnsuZnHKSOEH4uo7T7SgIHGAeIj4M0XR5hrgvg4S3VmkEYbkWkeMRkkcRx6
fzH6M6EaU+Nx/wAPP4kV3fpLojqR4XB/F+i77/0Jtma4bx7OHezdirsVTvyb/wAd+D/Vk/4gcz+z
P78fH7nB7S/uT8PvejZ1LzTsVdirsVdirH/P3/KJX/8Azy/5PJmr7a/xWfw/3Qdl2R/jMfj/ALkv
IOLBQ1DxJIDdiRSor9OcHXV7W1621y1SsTkKSGopNCOoOSGOR6FiZx72mt7hSQ0TgqASCpFAw5A/
SN8TjkOhUTiera2t0xCrC5J2ACkmop7e+IxyPQqcke8LXikjNHRkNaUYEbjem/zwGJHNIkDye1eV
f+Uc03/mHT9Wehdm/wCLw/qh4XtD+/n/AFimmZrhuxV2KuxV2KuxVp1V1KMKqwIYeIOAixSQa3Yc
G8pvbySLqqGOIiEc44nlUAkKqho+Z67EDt1zQiWlMSRkFDbkL+63dVqRIDgNnfma++lc2GhwTl21
IRywgzF2ihWnFmBoxjFaGFvhB7HtlvhYYy+uiN+Q7/d/ROzDxc0h9Fg7cz+vzG6tbadpV9I6W2qL
PIjK7oiW5NY1CqaBN1UHj4dsnjw4shIjOyPKPT4cunc15M2TGLlCh75dfj+1EJ5VjRgyXboVBHwx
wgGvWoCUJPicuHZ4HKR+Uf1NR15POI+Z/W4eVYwdryQbAbJEBsAo6J4DH+Th/OPyH6k/nz/NHzP6
02srOO0hMaszlmaSSRqVZ3NWJoAPuGZmLEICg4eXIZm1fLWt2KsP/wCVe/8AL/8A8kf+b80f8jf0
/s/a7r+V/wCj9v7Hf8q9/wCX/wD5I/8AN+P8jf0/s/av8r/0ft/Y7/lXv/L/AP8AJH/m/H+Rv6f2
ftX+V/6P2/sRujeT/wBG6hHd/W/V4Bhw9PjXkCOvJvHMjS9m+FMS4r+H7WjU9o+LAx4a+P7GR5tH
WOxV2KuxV2Ksf8/f8olf/wDPL/k8mavtr/FZ/D/dB2XZH+Mx+P8AuS8+8vwyvArR6dc3jrKXjeGb
gnwlKjhxapBoa/0zltFAmO0JSN9DQ6dK/Hwek1kgDvOMduovv63+PirC/wBX9IJEl8nFxBIRcEDn
I4NDt1dTQE/jTLPGy1Q4+dfV3n9I/GzDwsV2eDlf09w/R+OaKkjnubeUWul3yukapVLoyRqOhJ+H
bkqnb3+WXSiZxPDjyXX8+x+KaoyEZDinDn/NooO3fUbmCG8FpezW6bPIs7UaWoMjp8NasFHyzHgc
k4ifDMx/rdepHvb5iESY8UBL+r06AofXV1NbYG8tbmEPO0iy3DmRW5D4QCw+1xABIO9BtlesGQR9
cZC5XZN/g1z76Z6Q4+L0yiduQFfgfc9D02W7i8n6c9rNDBN6UNJLluMfb4SaH7X2fHfbOp08pR0k
DExiaH1cvweTzWeMTqpiQJFnlz/A5qY1TXmZnXUdHMUcTEkO9OdDQsORooKEV5eJ9sj+Zz3fHhoD
vPP58tu9l+Xw1XBlu/L9X6HXWsaikyOupWEMVQzB3DK0ciRhHUL8XHmWoSy4MmqyAg8eMD39CBR7
6u+oTj00CCOCZP6QTY99V0Ky11vzJKkjvNpMXF2jVWlYkMKheRR3G5K7bH2wY9XqJAknCN65/qJ8
vNOTS4AQAMp68v1geapdXuvsK2Woac0bzc4iWrIYi4ZEU/YJZWVen071yeTNnP0Tx1fxq9h3b7D9
O7HHiwj64ZLr4X1Pf5/oXWl35yuYGZDpazqQHgJlYqdwwcxs4BDL7/RTDjy6ucdvC4u7f7aJRkx6
WB38Su/b7LCf231j6vF9Z4fWOC+t6deHOnxceW9K9K5s8fFwjiri61yvydbPh4jw/T0vmqZNiwWO
+sjHGy2+kiJt2paXFOPMFKfux+wT9Oc/lrFLglHCCOfpl7x07vtd1hmMseOEspB5eofHme/7HXGs
6f6npOmnP6m8by211KQSWaUMTGQAfUbjVh1pgOWJBP7qh3iV73fMWeZ5cmQxkED97Z7iK25cjQ5D
nzQP+KrvSNSu7eLRluZ7Fkt7q40zT7iYlmijlcBoFoaNMh4kA0DGm1c2GDRaiFEDCNumx633dXEz
arBPYnL8dx+nos0b83J9YvzaWFjNMOAZ5Vs7pliZjOvGZV5SLxaFQ3w07AkkZlSwasc/D+Z/Hd9r
jiemPLxPs/Hf9iMT80hJcRLBY3lxCk00dyYtNvucixOqVtkZFdzGWKy/D8JU7fZ5TGHUXG/Drfi3
6dK/awM8FSrjvavf1v8ARSKuvze8oW1olxImpfFQyRfo29Dxjh6jM/KJVAVPiPxfZ3FRmUNPLy+Y
cbxB5/Isq07VdO1K2iubKdZYpo1mQbq/B68SyMA69DswGVGJHNmCi8CuxV2KsZ/MSWWLy27xuyN6
sY5KSD1PcZp+3JEaewa3Dtexog59+4pZ+V0880Go+rI0lGipzYtTZvHMP2dnKUZ2b5fpcvt6ABhQ
rn+hnOdI8+7FXYq7FXYqx/z9/wAolf8A/PL/AJPJmr7a/wAVn8P90HZdkf4zH4/7kvMbABbT1Alu
WMvp+pLKyOnLiQwRWXYUNWpnHYfov0863O45dL+16zL9Verl0Gx5+X2Ji6CxtTbGDTLhZW9Jrj1h
Kx5sQsisrjivwV8RXelcyiPDjw1ile13fx57Db9big+JLivIK3qq+HLfn+p1pZ3IjQINMDw+pG0j
XCoxI+AM1HWtCvJThxYpVt4W1j6h7u/4hcmWN7+JvR+k+/u+BU2tL3jcqfqDrG6s59cGnFWeifvP
sMZvip8PKnhkDinUv7vY/wA747b8jxb9LZDJHb69/wCj8N9ue3vpB67KHmRRb20BRQG+qPzRiRyB
+03RSB88o1krPKI/qn9vc36WNDnI/wBYfsZbr+o3Vh+X+jTWxQOzQKecccop6bt9mRWFaqN86PJk
MdFjIr+HoD0Pe8rqCRqZ0a3LzZ/P3nI6p9RigjeKW4MZdNOjkBtlt/XnmYrHx48pOHImg+ImtCMx
4ZDKBIq+EnlDz/o91ktZyyB+o/M/r9zJPJet3PmnTdWgvQtravp12YGNtHA8fpycI5wFhWRfhPNf
hqK9K5l9nxEsxxzEJREeXDGuncOjHJnnXEJS99lK7GOfUkspdK846Ub53hn+qDVLcpcuxE0qNbNp
yzRnkoVQ3Jgo3FSc6Q6PDG7xj/S/bzcEavKf4z/pnLfhCYYvM1rDYwwrOiz6h9VmrfP6cE6vNpDP
HGlRxFWEZCMSKVJGkxV/dj4R7vj5KdTks+s/Pv8AgnkWrebvL7/Wr3zDpD2UI9O45XcD1n9dIGNw
IdOilKRyScW4sD6hqxVTxUxw49+GNE+Xx72JyTP1GwPP4dyZt+YfmOPRDqLah5VeD6x9SGoLf3It
TcyLyRARA9fT5Lyo/wAQqxMdKYfCF1Uvkx4zV7fNmflzVb2+guFv5NPe7t5njYabcNcIFVig9QOk
bRvzR1Kb0I6+FM4gcrbAXkd1d6VdWVu80gK0SGAxksxmaExcUWMszOVY7U9/ly/aJl+anw73X2CP
6Q7/ALHBGlx3sRf3n9CzSVmlHrXAmVgQ8UM0U8DJVSvxCZ5ORI8Dt4VOYOpHAKqr+P6BTsokyN3f
2I7zhqK2XmbWlvodMWL6xFJHcR22jz3zIkUbIbj63eW7hVkfjHWEvWlG3UHv8cbiKv7f1PEyNH+x
qHzp+Wkwn1C78q6PcW1otuUuYH0h7tnnkVWdrVpa26LPJRi0xoTU7VYHw58gT9qDKPOh9iMvPMf5
bOJ7G38n6bLchYjPbzPpECRW9I09S4cSsY/TEzAKgYim/EMMiIT58R+1JMeVfcpSebvyyge6aPyv
pCpbwAoJrvQ0eQOsURjjjFw9C0EjgnZXVAAW5Ch8Ofef9kgyj3fcnPljWfIlzr+myaX5Y06xnuml
js9Rjl0f11WGFR+7W2mllYUJjIjqVFK7E0hOM6Nk/ayiY3sPuek5jNrsVdiqA1vRbXWLE2VyzpEW
V+UZAaq9PtBh+GYur0kc8OCV15OTpdVLBPjjV+ah5f8ALNhoSTraSSuJypf1SppxrSnFV8cr0XZ8
NMCIEni7/wCwNms109QRxAbdybZnOE7FXYq7FXYqx/z9/wAolf8A/PL/AJPJmr7a/wAVn8P90HZd
kf4zH4/7kvNNOlK2RreW8ADOEjlhErnkg5GvB6AgBRv19q5x+CVQ+qMefMWeXuPueqzRuX0yPLka
HP3r/TiSD0Evrb0/WjmMfp8ghJ4N8ThmZV7rvVd8lQEeETjXEDy+HXfbu6jdjZJsxldEc/j9vf0O
y6W9kkrdy38C3Ei09KKEDZDyXkFVVB5fT+GSllJ9ZnHiPQR7vhSI4gPSImh1J/baqmrTRrdXMWo2
4uJnAeH6rs6xBTGy/uyoryYEbdO4O0xqSOKQnHiPTg7uX8Nd9/pYHTg8MTCXCOvF38/4r7kDqcod
JG+tQ3DSTszrHF6ZqNg4PFfgYdB+GY2olYPqErl0FfHlycjBGq9JFR6m/hz5sm83f+S50X/jJB/y
ZkzotR/iWP4fcXk9R/jM/eXmtvZsIb5GkLSOFeK4ZPiVnJU8CGHQKOn01G2a+M7lAUKuj+Pi5WlJ
McmOJ4ROt6veXp7xdVYH8J38mX+VbPUdLGsi5hubSVdIuTFxhmWXYoAY0i4y1H+QQfAjNv2ThnDU
HiFbHn7x3ut1XCAQKoHp+hDQatI97d3lt5iuLnUrmFHitYdP8wPaufSDPBH/AKYnxqyDj9niXKnc
8V6rh25be+P6nX3vz+wq1l5d0i3X6095qWqXk9tFHFWy15rmtrPHP6SypdiOJY3fgoqPTk+0x4uM
BmT3D/S/qURA/BX6tol+Z7S8FxfTzTRxW9/6Wn+YxW3uLkTSLya8ZxRSfh47AMG6omMZDl+mP6lI
/G/61MaSLK/jjimuLdrf/jhn6h5keNYJX9SVXjF16jS7qG+ypG1TQqp4rH37x/UtV+Czb8q9EXR9
AntI5/Vi+sFxD9WvrUQF40Ywqt/LLKUQEBTRfccq5RnlZ/s/QzgKDz+/V9CtkivLeIalZAzLbrKi
KZGB/eNISEjD8yzsxotTuaVzkdSJx1h3+o1ZHeB+Pv5vQ6GjpI7EcI5XfInr+PsRmivb6pAWvZy+
qW8Rmjtra4hVecgcOHWaS3WiPGFCEEqHidjVmpsZ9l+JIxlKjXIC/j3/AA27raBrzGIkI9fxy96a
+a9c1208yausVzdQGKNEsmitXlpG6xPxDjR7tQsjpKvNp3UN+yaUHQwiDEfj/fOjkTf4/UkF7rHn
yCK6Wee+upRdCK50yO1idpWKIzBymiyByqiiyU4SUqOPEB5iMfL8f5zEkj8fsdo2seftQnitbvVt
YtLNWLXUVvZSyzQKlu0qQPONJTjKHEYP2+Q5BgGormUYDoPn/wAeUEnqfx8Fl9rGpTRz3NpPfHTy
0s891JaSOv1hyWmgR5NC5oAeMfOUleB4BW6IiI61+P8AOUyPS/x8GVeTrnzPruu2+qyz3S2lpLcR
3tjqEXp+mvFki+rO+l2fJufISKsgYDjyY/ZyrIIxFfj72cSSfx+p6TmM2OxV2KuxV2KuxV2KuxV2
KuxVj/n7/lEr/wD55f8AJ5M1fbX+Kz+H+6DsuyP8Zj8f9yXnugag9pbgB5ArTNyWK1inIUoFb45P
5gacf65yuizmEeZ59ICXTvPf3PS6vCJy5Dl1kR17h96nqd3BPJbymWSO4iQcC1rHCgZCdqIzE/EO
vjXbfaOoyxkQbIkB/NA5e4llgxmIIoUf6RPP3hVXUNEjvPrkc03quD6ga0tim6stFSvAdq7ZMZ8I
nxgyv+pHu7uTA4cpjwkCv60vv5oW3v4YZOMNxwhnb968ltE7qSULMAeQA2JXiain05TDOInY7Hnc
QT0/Ar9rdPCZDcbjl6j5/gt6xf2VzbokEjSOsrsOUEUPFWPQGM712NKbdsOqzQnECJvc/wAIH3fg
I02GcSSRWw/iJ+/8Fny2mm3PknTBqFjPqMKJE629sGMnLiVDURkNAGPfOpxiH5SBlGUwANo8/wBD
y+fGZ6mYEox3O8tghz5W8niTgNBvCSnqVBmp1I41MtOXw1p8sB02C68KfK+v6+bUMcqvjhz7/wBi
aajPp91JIJLG9lkntjau0aMRHFc8CwMZPFW+IFiVr8PtmWdVETEuGZlQ6cro8r+fuYjSkj6oD491
sHu/yj8l3Gmx2DxapbpDF6sbW8FlazSGOBF9NmhgjMsjRswo9TUvuMzP5VkDfDLlfL40N+fl5Hua
PyAquKPOufwvly8/MInTPyN8rQ28N3pN9q+i3jqK3MMsUF0FMfpFHIi+Ecey033G+ZOPWynEEjn0
IaMmnEJEA/EJ3/yrM/WWuP8AFnmPkXlkCfXx6amUBeIT0+PGPj8APT3x8b+jH5I4N+ZZbYWr2tpH
bvcS3boDyuZypkckkktwVE7/ALKgZUTbNXwKxq80yLUDJcaj5VtLm4VjGhnNtK7R1A5cnQ0BHb2z
XiWQ2TiF3/OG/m7AcEaEcpqu6XyWT6Np49T/AJ1OykkdAFHC3o4ADcGbh8NCi9dulMeOcARHFz7i
N/exEYSq8m19x235/jdiPmPU/IEd9qttrsJtZrudY9Xtm1W5gicPGsZkeKORIivpSQ8qDuK/Eu2X
jz6qhWLr3x5Wd/s+1olh0+95OncfLb7Vth5f/wCceJ4fq9tJYmK8VWXne3ChjKrwAI8kopIVjdeK
nlTtvmwM8wcMCHzV7XQvyG/eTpeWfGP0DLcS6jMq1uEUw8neYKzOlrWla7HxOAyy/gKOBM9O1X8p
NIaK3sdditIYZg0Ua6ncC1DsvrrsZvQKuJ+VPst78PhgY5DzH2JuI6smsPOXlPUL82FjrFpc3lIy
sMUyOWEqGROFDR6xqW+Gu2+VnHICyGQkCnGQZOxV2KuxV2KuxV2KuxV2KuxVj/n7/lEr/wD55f8A
J5M1fbX+Kz+H+6DsuyP8Zj8f9yXn+hpftpb/AFazupkWZmkngnMcYUIA6stKV4sanwOcvoxM4jwx
mfVzEqHLf7Pvek1RgMg4pRG3Iizz/X9zep3aRXMcOs2V48iIhEc9ySeNTUiqbV7eGHUZQJAZozvb
nL9n9iMGMmJOKUK35R/atbSo4LKN59Guub0ImEwoQz1WihP5AR+OROmEYAyxy99+fu7kjOZTIjkj
7q8vf3oe8j0+zPpXWlzQyyAyR1n/AGSWAp8HQMKff3yrLHHj2ljkCd/q9/k24zOe8Zggf0f2qN/Z
rBYwP9Smt3LFXnkcMjmgYBV4rQ8WHfK82LhgDwyie8nn17meLJxTI4gfIDl9r0E+a7Dyz5M0i9vY
ppo51jt40twhcuYnkA/ePGu/pkDfckDvnc9nH/B8fuHefu+fueM7Q/v5+8pZH+dOiSrzj0bVmXqD
6NuKiqjYGcH9sdvfsc209PwfVIA7d55+4EbVv3fEOphrBLlGVfAfeet7d/wKLXzlpPmqz1bRI7O6
t2k0+4aR7r0YoylPSdeaTMRQvudh3rSlaY9JDl7iPvA/Hm3xmJEjqPMfoJYboPkHWdSsBqGpXP6H
S2htbu11dbmeVXIPrXMjelqctvTknINxC0K02XjmTLKAaG/49zEQJ3/H3ptqX5V2s8U9vaeYY9Oj
miWF0ik1Aj0rqV/RRo21H0+MrniBwAc86CrDjEZ+8fd+pJx+f3/rWr5GudRjR9L88Ij3KiP1bKa/
YTXFsnpSP8Opnk3pBA4qSCimv2gz4tc4/d+peAnr9/60Zpn5Z6jYziKz8wi3kjWJ7u3Rr9mlAnkY
Syt9fV6zL8JIoCV/lHHBLMDzH3fqSIV1Zzoz6g1tIL++tb+dJWQy2ULQIvEBWRkea6PMOGr8Q8Kb
VNEq6MxfVAL5mgdHkju7aVEuFtGaKsnGd2VRG3Bmo1XFR2G52zR/yhluqj+Pi5c8UY8xIfj3KVx5
sWLUF03lEL53KRQNTk4Efql1AkrxCg9R/DIy7Rygco/b+tOPCDZo0OuzDr/WLi9846vpT2F5dIt5
Dbk293rCQJGYY3DTrbxXFvFudgpUOD+8UL8Z6YRqIP6nX3uR+tbF5N1K8u1sdTs9M1G7gkVbn1te
1aSZrSGb1kY27rLxlQyRtyLEfFT4Q1MfEAFix/mheE/glMZ/KWsqjG60yxigeSERxtr+rBRLSOFG
YmFVlZ+CoBxU9qnmcj4g7z/pQmj+CoWXlnUJltdPnjtJ9CulCww23mDVnmWOF1dZIS54yCEmhA49
FNR9gEzHPr/VC8PTp7ymPlPQ/MmnavDPqa2UspU2k1x+ltQvJkUxK5ijiuk4MzGGOSpIIBbrWpjk
lEjb7gsQfwWd5Q2OxV2KuxV2KuxV2KuxV2KuxVj/AJ+/5RK//wCeX/J5M1fbX+Kz+H+6DsuyP8Zj
8f8Acl51oNwfSFqLWxk9R2YTXkhQgqleJo60WnTahOcpop7cPDjNnnI10942em1cN+LimKHKI8/c
uvpQWFbbTi0bCYmOQ0ZRt6J+MVHx9t9uuHNL+jj232P+x5+a4o+eTfbcfbyRFxa3LwStJbadAHkE
IpKA0bBQtQA5HwhhXbtXqTW2eORibjjFmufL7en486oTiCKOQ7Xy5/Z1/HlruySWKKWJdMiijVgU
WWR2Kll2kYn7Q8QQfixy4hIAjwgB5ny5+f61x5CCQfEJ9w+zy/UgddjTjFKEtIy23p2kjNxFP21Y
k/SOnQ9qY2siNjUB/VP3g/jo5Gkkdx6j/WCY/mMk7/lv5bEd0LNBd25nnqQwjFtMTwK78hsfo8M6
nHmOPRwkBxGhQeanAS1UweVl51D571/U3lSK6jM0c0NnaXWnhQLYxTiWXd/UM4mVUrVwhUDl3rh5
8sIESII9PFR8+8eXzdzo+yo5MMzxUB0848uo7+7ryZH5Fvtc1vWdWS61uC51NtGvI1Qx/V4rcPLb
qXaQxn4fgq3wHetD3O30GYmdeHwR2rcb/aftee1eKMY+mV7/AI/ak9lodpaWiie98rm+v95br63o
y24iXnFJJGqaW5jSRQwXsrUqWJZM6Ays/wAX2/8AFOmEaHT7P1IxtFjt4jLZaz5XebUowWF3eWE1
w1ZnZPTa400u7VjiT95tVX+H1CHSPF3iW3v/AFsiPMfj4IXVND8vW+q/WF1Py3DPcrMsNoz2t1Zl
XDyKwkOlNGsiypLtSp+FBTYMYyNcpfj/ADllEeX4+CNj0G2uI7m5ttV0KbTL2aS8VZ7uzadLg3AK
yMy6dMxjMbRchJsqseW9GA4vI38f1sq7q/HwelflFBp8Xl6X6hdWF3bvKGL6asUcQfgoYNGkFvIp
2FDK0jstG5b0zGzk3vfxbIAVsxy50vU7zX9Rjht6LphuJdPNvKI7dZ54GELcCA3rKp+1XiGdv5Vz
j/EEZiuvN2M+OUbn3bJ8fL8FpcXFxBqU3r3W0wcjeUTG49QKnBea1oNuPEbqamtc8h5+VMceKJ2q
vx+CxnzvqOmr52uIr3RtEvo7eQTLHcQ6abmZhacys8818JY+QQBWe1oKLWqip7nGDw7E/b+r9LrJ
fVyH2fr/AEMe1DWbW6EVpLa+WrbkovZ4fqNiUjR0iiT1pTqR9IPHPFR46GooG4hmywRr+d8z+pBI
8vx8U0tvPHl64eS2utN0GNLe3NjbQxw6bdm4lETSB4qaggS3YxR0ib9ohPUrvkTiPeft/UkTB7vs
/WlsGu6DeeXtR5WWhx3sPFdPE2nabaIZPrCypFS4vov3MnxFFdQxVWkqWouS4SCOfzP6kEiun4+K
c+QfMWlDzwmnaVpOm22ivcyw2N3Z2sU0nNYpnHK5jvZQhYep8SxN8JFeIYZDLA8Nkm/x5MoHfbl+
PN7VmE3OxV2KuxV2KuxV2KuxV2KuxVj/AJ+/5RK//wCeX/J5M1fbX+Kz+H+6DsuyP8Zj8f8Acl5h
pmkJeR+rJLJDGHKllgklGwBO67VAPTON0+mGQWSQL/mkvWZ9QYGgAT7wEQNE0tklZNSLenTf6tMA
AGAcuQDx48hlo0mMg1Pl/Rl8b9zUdVkBFw5/0h8KUrrSLKCFpDfjnT4InhkRy4RW40PT7Y3OQyaa
ERfH8OEjpf6WePUTka4fjYQBs7wGQGCSsJKzDg3wEGhDbbEHxzG8Ke+x257cnI8SO2435KZRwoYq
QrfZYjY9tvuyFGrZ2HsGk6XYar5OsbG/i9a1khhZ4qstTGyyLupU7MoOegaGAlpoRPIxeG1kzDUy
kOYkUtT8oPy6ReI0gUowqZ7lj8fGu5kJ/Z+jenU1vOjxVVNku19VKXEckr+z5cv1rp/y88uaVpOq
PoVkba/msJ7WJlluZNnQEAJ6oJ5NGleJDNSlct0+nx45XEU42q1mXP8AWbPuH6Hl8Xl/XNLgkvlf
WdQOoRAzQRaTqMlxBcyW9DP/AKVfJSXnKGLxsRzB2UKCuz4wdth8R+p11Efg/rX6zDqqafZSxaXr
hFhLE+nRHT9Uk9IiIM+36WkYKxQRqG2ToOpfGNXzHzH/ABKysd/2/rR+naY19e2x1PStdjtNMknj
VYrbU4pZDGx9N47ibUZ3RZF4bonI8ePqBdsiZVyI3936mQF9/wBv63oFr+X+gTaZKsUmrWcOoqkz
W/6RvYpInKbkgTf3hLVk58uTda5Qcpvp8gz4AnOgeXLDQobmGyed0uZjcP8AWZ5LhgzKq0Dylmp8
Pck+JyuUzLmyApAy+UAblrqC8eC4d0kdlDcXZFKAOvOjLwNKfT1App/5KH877HNOrNVSufLTcSou
yEoAiCMAKBX3wHskH+L7EjV10YB511bzpH5h1W4sNPvbuHT4pIdOtjDI6SNPanm8ATS7iNvipT1L
g/EnE0WTieixxjQs/j5/odZOUgTX4+xfYeZNZlgiBs/N6QQRxxy6e2l6YkbcIgaIWgj+BiOJpTfp
xGAwH9H5lIJ8/sWLq+u2VxJaaefNsFskFFEulWVyplMTN66vxD82aE8w2xkeuwNcPCDueH5lbN9U
ztb+XU7m2e/1LzNYi7jeK30240uHifXHxmcQ2k8fGMSKo9WgWm5arZEiuQj8/wBqb97KdP8ALF3a
XlrP+nL2S2s09KLTVSzhtSnAIOaQ28bE7BtmAB+yFX4cqMwRy+9lw+afZWydirsVdirsVdirsVdi
rsVdirH/AD9/yiV//wA8v+TyZq+2v8Vn8P8AdB2XZH+Mx+P+5LzXR76OC3MTXd9bEyq3+iEFK7AV
HJPipX8M5HS5hGNcWSO/8PL7xvzep1OIylfDCW38X9h2RUHGGSUxT6mkUrmpROJdCmzNRqchJx8d
vfLYekmjlAJ7uYr9dfBql6gLGOwO/kb/AFKd8lnIpH1u+aVyrXLXMZCkVArxDOSQqk7n9nI5hA/x
ZLPPiH7T0+5liMh/DCulH9g/BXRX0Yt5g2o6gstwvPdOSSEVLcgZK+JDeOGOYcJ9eS5eWx+37USx
HiHohQ+z7PsQN/JClstrHcXLBJOfoTrwQclqWC8moa/fmPmkBHhBlz5H+1yMQJlxER5cw9R0q8uL
PyfYTwWr3kqwwgQR7MQxAJGx6A1zstNllj0kJRiZHhGweS1GKM9VKMpcIs7rv8VniD+htTFaGhtu
xNOzHJfyl/teX/S/tY/yf/tmP/TfsXjzJIbf1Dpl1HKR8MUqFeTGOR+KU5Fj+6p0ruMP588N8Ewe
4jyJ2+X2hH5EcVccSO8HzA3+f2Kcvmz06s2l3ywxoZLiZ4SioFQsQOXUilPD3yMu0q38PJQFk8NV
t+PJlHs+/wCOFk0BabWF4Ly1S4EMsAetIp09OQUJG69q0qMzsOXxIiVGPkRRcLNj4JcNg+7cIjLW
t2KuxVjVv5t1FmYXOgXsYBPExo0lVAJJ3WPetKD3zUQ7TyfxYZj3C/0B2s+zofw5YH37fpKKuPMd
zFMRHpk9xAhYPJEGZqpK0ZAULxOy1pyrv075dPXyB2hKQ8vI13fpaoaKJG84g+fuvv8A0L5tfuEk
uI49Mu3MUPqxMYyEkYJz4cgGodwvfevhkp62QJAxzNCxtz2uv0e+2EdHEgEzjuaO/Ler/T7lF/No
iQNNpOop2YiAFeVaUBLD7R+ztvlZ7T4Rvjyf6X9vybB2dZ2yY/8ATfj4pxaXIuYBKIpIQSy8Jl4P
8LFa8T2NKj2zPxZOON0R79nByQ4TVg+5Wyxg7FXYq7FXYq7FXYq7FXYq7FXYq7FWP+fv+USv/wDn
l/yeTNX21/is/h/ug7Lsj/GY/H/cl57ogKac0xsrm7WOb1FaKf0o0aMKOQADEuPUG/yzldIKx8XD
KVSvaVAVX27/AHPS6redcUY2K3jZN39myYG414XTq4v4jGQJYjdhXIMRfjRqGhb4id6DbrmVx5+I
34grmOPyv793G4MPCK4DfI8HnX3bIe+u9SuBNb+lfoUBVY3uTKqhUrIjCi7FTsfoocrzZckrjWT/
AE19Nwfx82zFjhGpXD/S112P4+xfYpdG4CWem3glgVpbel0UKQlVWQI3Fanm2/HxpTvhwiXFUITs
bj18hsDW3f3e6kZTGrnOFHY+nrvXXu70t1n6z6bi4tbiJ1uHrJPIZAK1ITdftAdSDvTpmJq+KjxR
kDxHmb+Hv7+/ucrTcNjhlEjh6Cvj7mdnWl0nyZo8zTSQet6EKyRxLMalS3Eh2VRz4cAf5iANznX6
QSOmxiMuE0N6v8W8pqyBqJkx4hZ2ukLF5nvJIZBb31xcTn1VSJYLMSL6byJzoZkWnJQu56jenxUu
/L6gRP7yz/Vj5/j4NB1WHn4f+yP4/tUo9f1i+S/ijn1FJ9NtzJKY7O3kDywhHMaLFNJymkVxxQkA
9elMxoY8+Q8PiGJHXhAFg+/r8q3GzaNRhiQTi2Nn6j5ivx87taPN+prdJbuutH1pjSf9CT8I09VU
CsVRl47MeR347+FcwaPUf6rHn3R+TWdTg/1M/M/NXPnT6tYGa9m1S3e2Ja5abRbwJwh3cu8MM0YV
1QnkrGlfoyY0megPEBO380X+q2J1GGz6CB7ya/san87XTQmWG21pUnSKeMjRrh3hWWRomjdCi1aI
srsBUlRVeWSlpcxJAyRHdy8/2fJjHPiFEwJ7+fl+1M0892InjgOmay/NYilx+ir0Rt6jlGrWOqGP
jyYOBsQV5ZkjEa5j5hxzMXyT6yv4LyMyQrMqjjUTwywN8aLIKLMqE7OK+Bqp+IECBFJBYedb0heF
b3VzQn9tTUs4fenYUp8s0AyY/wCfl+Y77/Hk5x1n9CH+l8qbOuaRIXP1zVgrcAV5qo/dnqK0Pxd6
HfDLLj/nZd66jp+N0DV/0IfL8fBI9Qn852er39npiXJtbKWGK0a6XUikqNDGvINbWtxGyl3k5Mp+
EqtV6tm0x9lwiB+8ycv5w8xy2RPtAyJ9EPl5rreT8yY7i9n1Ixw6dYIi3fCbUGaTnHI7yWhFszOB
6qLxEdVZT14is/5Ph0yZLP8ASHn+v7Aw/Oy6wx7eX47vtLWheafPmoWrXLaNLYLp0qUtr46oJp7Z
U4sWIsD6kjS0PwKTxqCm1TadFGPCBORrzBv37/j7Gsaoy4iYR3+z3bKlh5z8/wAmpnSbLQCjl/TW
/wBQOqPbMViJ5eq+n2wjQFaEn7TUC7HmLcWlhjjvKUveRf3tWTPKZ+kD3X+pmGh+a/0gVtrzTryw
1ESSQzRNa3bW4aMt8SXTQRxNG6pyV9uoHUgYyhXVAkn2VsnYq7FXYq7FXYq7FXYq7FXYqx/z9/yi
V/8A88v+TyZq+2v8Vn8P90HZdkf4zH4/7kvPvLzEWrFbfTZiZCpN6/GQVUdiygptt75y2hPp5Yjv
/Ed/vG36XpNYPVzyDb+EbfdzVmM8ZgeS109laRkRHkJ+GWQlakvVVQt2IPEgnxyw2KJjj59/eduu
wH3c2Ao2BLJy7u4e7mfv5NPam2Ut6OlyKrxl63HqMeZA6rIDxq1TTt1wHHwb1iO4/ivn8eXf5JGT
i65Bsf4a/RzQE2l3Mkk06yWkA9RYzHHcJT4mCVUcmPGu5+/pmNLTyJMgYR3raQ93fy/HJyI54gAV
I7fzT7+5DXum3FrDHJJNDIstKCKZJSDTowQmlMpzYJQAJMTfdIH7m3FnjMkAEV3gj72X+a7m/tvy
z06eyq0kSxu0ax+qXCwuQoQEE1fjtXfp3zu+zxemh5RB+TxPaBrPP+sXnUsheTTobe+IuraQPqQe
1tGnEshkMbtyTgjxXBZiq0Y1YqeVCcvJ2jggASa+Dgz0+WNXE+oX8+T0/wArXkmoWF+lp6ZvVt7l
YJ7YPAG5yMITxkCHnwVCz/Z5V4mmVYdRCc9uXNvOMiF35PPr/wAmecbjSJn1Gx1KK7jskGpCW5At
bv0oiXW9nOtMZEYqRzWNSqn7OwzbjJEHYj8d3pcPhJG4P4+LJvL93+bGn6XY6bLB6t5BCI7my9Kz
uLiGJHKQztJJqsdRcIp3PKjowpSmVTGMkn9f/EsgZfj+1VN/+Zr3Nzb/AF66iaKMmSUWOlLFHExC
Cbk98X5AozB3Tiy8qRkgDGofi/1MrkjfL3mX8zLm8s47uxtL20RUbVLiySAU9WNXjELNqDctnDFy
nEivHoOUZwhW34+xQZfj+1mHl/Xf0zbS3AsLmwWKVoeF0YOZaM8X+GGWbjRhSj0PtTKZRrqzBt5y
fLMN/wAJnJiZy3p8JmhZ3KhSRwdKtxWnI9B0OafTae4A8XP+hxVuWXgylZA5IiTy3NZRC+4krOvx
PzZyByLANuwA5SmlNu3hjqtCYYzLiBEfKu4MaqVEbobzf5X1y985XLQW9zNa3FzHI106ywW8INl6
KrDJbapp7SuzBo/jj29QioH2uhxzAj+O/wBxapxJP4/Wtby1rkGvP5gfS9SaG8skj1RYJJUvDNBJ
8KxcNWZhyDD9p1Xht9snHjFVY5/j+FPCbv8AH3pdBovmKPQJo/MdhdRH1nWSW6upJFmla3mgVk/3
Nq7STq6RtEG4ncDr8MjIXsfx/pWIBrf8famd75fup9bngTQ57vR44I5ry1nvnmuoJlVfQjYfpaRe
sayMRGOSinxNkRPbnv7v+Osq3/H60X+XVz+ZCa81tqFlMnlmXlMtxdUmkDNCgCpNJqN7J6fqIzCh
f7XYH4BmEK2+r8eQWHFe/L8eb1DMVtdirsVdirsVdirsVdirsVdirH/P3/KJX/8Azy/5PJmr7a/x
Wfw/3Qdl2R/jMfj/ALkvLbB9RCL9UthLxcnmIBKSaA8SSrVA41pnF4Tkr0Rvf+bf49z12UQv1Gtu
+kWmp648oY2wlNPQ4G3FDVi/AhVHImh2P8MvGozE/TfT6fjTScGIDnXX6vhbf1zzKJfU+rsrs/qf
7yoBzA4cqcKbdMPi6i7rr/NHPl3I8PBVX0/nH396Bu7q9EH1C4iSMI/qECJEepXb4lUEihrmNlyT
4eCQAo3yALkY8cb4wSdq5koLMduZx5tv7qy8geXJbaUQubyy9RiaViQNJMgH7RaNGAH4jO6wZ/C0
uM9KF/IvB9oEDPO/5xed+W9Ot59Xubm7uEsUvZTeyrEXmjWaSNGl4epuFeYSSKR2NKHtq9TmhlmL
9PT+1GlHiS5E8IvnW18vtZzpejW0emarBpzwXFvfaNcVubhhNbtPEfR5t6QlDIvEfCORFKUrXNn2
ZHw84if5t/bvX4v5t+riDiJG3q5fDz3/ABs881PTdDsYobm61DRrzR7mZjG1vFa+qYngDoZjb6PL
JbOzydOLEc1VOJTkeqjInob/AB/SdKQB+P2JtFF+V8nlsQeaNeVIJZVdYobP1I0KSTXMUcFw9hBJ
6foyhQkaooPJVA5Fcj6+L0j8fNJ4a9SYvbfk46WunXWtmWTSmkcCPS4Y3MkomYUWOy4MtOREYUqe
I2psYXk51z8/2sqjy7k/svyv8iaz8ek60lw9lKRcC1t9H4rKVKgTRwWcYEsdWMbMOSEkjIHNMcx9
/wCtRjieX6GdeWvLGneX7Wa3suJE8glkcQWtuSwRU3FpDbIfs1qVJ360oBROZlzbIxp5ve3twI1t
ZAxijX1QUVWPohlMpACXDnhy5ArH1qNmAbNJptSIjgqiBd9PwHYYNQYRIH4+5Fyed9J1JJrHmPrU
rh4OSegx4kFouIMgf0hIByDlWPIigGZWqyxOI9br79mo4CRxDkPx5c/xbH/zF0+xufN+qXiXOnRP
CUiuhcPp4lZYoormSkNzp0jz+kkYYgSyNuvQfCN5ikREDf7f1uvnEE/2fqXX8iy3tEutBvVkuLd4
I7q90iQepdwnnB8GnBlikjRQzH946ooQ/FUI5dft/Wp94+z9TH9Kt9Mn0nV4frWjz3WoNcXF1bnU
NO5cbQSSF1SPSSrKg+PlE1GKkjiOQyyV2Oe3kf8AimA5dPs/Umsl3EWaV7zSUuWFtb3WrxXumuxj
lkWeynn/ANxKxFEW2XisjrsBsCUJhXv92/x/iZfL3/gMq8k28Unm5Lqe40lHje4hghsrqxld5I4l
DxIsWn20knoh2YssoKcyp/aGVZD6ev2/rbI83qeYrY7FXYq7FXYq7FXYq7FXYq7FWP8An7/lEr//
AJ5f8nkzV9tf4rP4f7oOy7I/xmPx/wByXmun3Vvb6dza5vYZllJRYKCLcLU8qj46Cn3ZyGDJGOO+
KYN9OXT7Xqc2OUp1UCK68/7FU3M8VJ3utQjlBMksxUj97QhGry22ah33rkzkkPUZZAed+fTqx4Af
TwwI7vLr0TCPVEa1LtqOryutRAeKtFyZmERPJ2/l6eI26ZlR1AMb48x7u7y6+Xz5ONLARKuDEO/v
8+n4HNAG30W5mMk1xqDyfbctCruYxEG2+P8AZFTU7cRmMYYZmycl+69q9/T/AHIcjjyxFAQr31vf
u/BS25isVto3gMxkZjy9RAEK9ipBPeozEyRgIgx4r8+TlQlMyINU9Bv9Ks9T8gada3UMM8ZjjpHc
mcRnlGyGv1ch/sufbOozamGHRY5SMR9NcXFV1/R3eRzY4T1UxO6s8q/Tsoaf5R0drhJrK0tgbcVS
V3v+ay1Y7c2Hw0I792ynT58Oo2xmBER3ZOf2eXW1BhhFer/YHY8+/dWKppxu/MGnR29zLZWdJyk9
xdOYVCSyRwIXZRy4HjstTT3zZ4BkM/3fBe3My8r/AB7mOU4wKnx9ekR38/PlaBb81vQNq93Z3Mdp
emOO3vRYXnoGSZ0jjYykcSkjcytNyvEitd9hHBqevh8u889v2/Z5uJKen6cfP9f7Pt8lz/mmILN7
rVtLvtOhtgRdRXWn3cbSspcH6u5VoWBorDk9ePI9BsRh1Fx+g99H8eX2+SOPBUvrB6WPx5/Yjofz
P0a0hZNeW6sbtBCWX9H3wUi4jMicB6TueIVg9QKMCMtw4cpj6+Hi/onb7WvNPHxeji4fPn9iIuvz
T8l2yCSS5uDGQr81srth6TtwSUUi+ON22RkqG6rUAkWDBItXGGR6dqEV/ai5iimhRiQq3MUkElB3
McoVxX3FcrIpmCw99I8j3ME3qXk0kAJt5w61UmoVkIaLcfH+OaKJ01WJy2Pnz+TmnRZgQK8+Y/X5
LLny35JEj3hvJ4bmGPg10qIZRCauFBaFjwJqdtq5KtLEG5GuZ+XPl3IGkzGogc/MJR5k8sLrmpX1
7B5tnspJpgbCSJNQElmwiMbLEIruGA8jASaw9OQ7qRtcfa2ACufTl7/6PkWqfZubur4+7z8wirLy
35uso7yL/HjG8iCK90+lQNKvMNFEJHkLvKPUqw+L2+zlstdhsivpq+fU01jSZaB/nXXLoEZD5U89
3cf6Rt/OUAuriNPRvRo9sWEZCHiOTB+BIc0J/a9ssx58coggXE+Za54pxJiT6gnH6A83SXdo115g
guLKKZ5Lq1bTo/3qesJYVVzIfTaJV4cqGvWnKhDxR7vtRR72RejD6om9NfWAKiSg5cWoSK9aHiPu
yu2S/FXYq7FXYq7FXYq7FXYq7FXYqx/z9/yiV/8A88v+TyZq+2v8Vn8P90HZdkf4zH4/7kvPNLgu
JtEljXT5rqEyMzSpOURWAShMe61A5bkb19s5TTwlLCRwGQvnxUOnT5/PyemzyjHKDxiJrlXv6/L5
ebWo68HMVssVytrECstrPcM9fhIQA8VKha9Mc+suo1LhHMGXy6DkuHSVcrjxHqI/P5rbfXLO3sHg
gS8jl39HjdERgkGjMqou6sailK4IauEYGMRMHp69vu6JnpZSmCeAjr6d/vVv8S2ckKpPBdsTGiTB
LtlRyEEch48T9tR0yz8/AipCfIX6+e1Hauoa/wAlIGwY89vR52OvRKZLxX06K0pIGidn3kJi+Lwj
p8Le9cwZZQcYjvse/b5OaMdTMttx3b/N6rpAmPlrRRGyhCiCZWp8Sek1AKg78uJ+j6M7LEAdJjB3
2H3PGaz/ABifvK25ks0mgRrqL13ZPTjma3SQLI4CmIcDX4vs+JGAUAANnHM8d1IC/wAeaJ1F/q+m
ajKzPKEt5mIKRMQCvQB/SjYClfjaniaZl6MfvGGQ7cnhsHme2tNBRr+Py7C97Eq29xZ6dpb3TLCk
aLcSLLqMFuGSdqIoRh+7J4qtM3/BZ24vmf1ODxUOn2frabU4Bevph0ry4J723ghs7+G00uedlkJ/
fPb/AF9LNWeYpIOLHYrVXps11uX2/qtJ+H4+KK07XdNluLC81Sz0MJBai9WC3stISJ4y3CON3n1K
sbW5ZgmyHlUVIB5AxPIX9v6kg99fZ+tq01uD1dPX6j5alW79O5e7utO0tJhzYxwypHDqfF2aXnyo
1VYnlwFMTHn9XzP6lB5cvx8Xq/5bawuq6Gbi2WGPS1KJp8NvFaxRRxiNSyBbS6vVBDHdWKkHbjmJ
mjR8/wAeQbYGwtk/MjS43eMxhpI1LuiOWIHP096LSpeqqvVirBalTSm+5kdueyGtPzQ0e91a406O
BZLuzfjVZBJSsauxPFSUoH41PwnoDWoAPMWD33Xw5pEttixrzJe+bG8xa/Cw1uOxSVHsDZJcGKWM
RxB0jC6ffpyrGSKsEbk1aGrZmRjAxF8J77/tDWZEHax+Pcx+C7/MXZRJr66mvp21vfXCXnoOjESr
M8KaVKqKvPi1ZObMo5qVqBYY47v0/Z/xTDily3/HwZvB5Z/NiCf1JddF98UkiH63Fa8WdTGFZBpl
xG6qnEr8KgPViprQUmePu/HzZ8Mu/wDHyRFhoX5oWeuJqD6hDe2aC5T9GXF64RxLwaKRnSxHxclY
FQvFBTh+0rAygRVfj5rUrT/SbrzzPLayalp+n2lu7y/XYY7mWWWKPghg9NhEElbnyEleA6ca94SE
OhLIWn+VsnYq7FXYq7FXYq7FXYq7FXYqx/z9/wAolf8A/PL/AJPJmr7a/wAVn8P90HZdkf4zH4/7
kvL9O0me9hLx3VvAvPgUmmWNtgDy4ncjftnG4NNLILEojfrKnrM2oEDRjI+4WqWnl97lgq31lGCW
HKScKPh+iu/bJYtEZn64D3yY5NWIj6Zn3Ral0J41Wt3bl3dlVQ53VSArg03V6mnywS0ZH8Ub9/2+
4pjqgf4Zfjp8Fkej81LfXbUAeMtP2+HhXty+WAaW/wCKHz86/b7mR1Nfwy+XlaCuIfRmeLmknA05
xnkh91PcZjzjwki79zdCXEL5PVLWf0fKuis8Jkg4p9YlUlTDGsDsZeQK8acQDv3p1zudOP8ABIf1
Q8Nr58Oon/WLFdc1O2EU2orI0l2twz2ksXF2IjkCxsFTgrgqoCk9VpXNKROWpJB9I/U6/IInEZ/x
A7V7+78bMvtr57u2vpdLeNLtIHFqki1Ku/7wTERq7lZA6Pxpv4VrTo9J9VH8b/2s+e45fg/bswDy
95i8x2As7aVL7TbW3iiH6MFpdTyyBWRiZ5I9EpzaEPyKMa04/C1XG4lCJ8/x/WahI/j+xDeZtd88
Xk8UWiXGqSsLdY7u4ihKvGsySyQymmjrOoYRRvIse5Y8FG1SYRiOdfj/ADkSMun4+xGx6n51eO2G
pzapGl3YIk9xFaXUkkEsaDkRAmkzATPJI49QOvwHdSyDBUelc/x/Ekk/j+xA6vr/AJh0yyN7ZS3N
m17L6dpbrHcm2tfSijQuq3OjOi8ZElLLGI+SnYFuhjEE0fx/slJP4/sZ/wDlrda5caTffpaKYGO+
mS0uLmIW8s8AC8JGiFvZlT2PKMGtcx8wF7M4XTzay1PUE4qSqOjl1cLR/ioKFvDbYZDJpMcjxdap
1+HW5oivO+SvplrFZzT3KSPJPclXnlfjyZlFAzFVG4Gw9tugysYuHqS5Z1ByGyAD5bJj5t8vedIf
Nuo6tYwG30qa8suTRXdxaLdLKkcEssjwajAQ8XFUUGMA9hUmudCceEA8/wAeTKUTf4/WlOq6V5yi
tJrvy5F9VS+mnXVHXUnRortZVigjlYasyfWJQsasVcnlQE0LKZRlG6P3f8dQQen4+1G22gfmfdaT
fTJJdy3M4VtPuzezxq6yTxUkQW+rzxcfq5kbjxWhpRmGRMoA/j/iU1L8f2oW78heb20+K0urK6ln
1FrZhPE8zRWcsskTzGZ11P1pZOVujyuY+HMclbb4pDLG77vx3KYnl+PvZJ5S8tebh5ms9X1g3RS0
MtosDPO0KqiNH66mXVrliJeC8ucLVNDxrWTK8k48ND8f7FMYm7/H3vTsxW12KuxV2KuxV2KuxV2K
uxV2Ksf8/f8AKJX/APzy/wCTyZq+2v8AFZ/D/dB2XZH+Mx+P+5LzjR3uI7QmObj+8qsL2v1hTx4E
sCVYVG239c5LSmQjsevLh4u56jUiJluOnPi4e9HSapcSziOe6hdwlBGLFakEUKNxVWC8T28PpzJl
qJGVSkL/AOF/Zyvk4408QLET/pz8+fe4CYyNHJqEcMCrRGktCOScACXRVbjStN/Y+BxF3RmAPOHS
uor8c+5dqsQJPlLrfQ3+Pmp2mo3wtXddRgekjs6PbmQr8BHIsYiAG4KKV65HFnnw2Jx5n+G+n9Xr
QZZMMOKuCXL+dXX+t5lLNQnkNpDbiWKSKFmoIo6cSe3qU5OPCpzDzzPAI2CB3D9PVy8MBxGVEE95
/R0eseXYIbjytYQzIJIpLZFdG3BBGdx2cL08P6oeL7Q/v5/1ii5ND0aR1eSwt3Za0JiQ9SCe3iAc
yvCh3BxuM1V7LE8v6OjzvHbBDdRNDcBGZVdH6gqCBXwPUdsnGIjya+EXfekt9+V3kjULGCxvrGW7
tLYAW0M93eSCMKioBHymPEcECmnUdepy4ZpA2EGAIpC3P5N/lzc2wt5NJIjBDfBcXKMSI/S+JllB
b938Jr2wjUTHVTjiWv8AlTP5bfWmuv0QTcNcLeGQ3N2f38ZJV95abcjt09sfzE+9HhRZTpek2umQ
vDbPcSI7cybq6uLtqkU2e5klYD2BplcpWzApGZFL5vsNVgj1N2kuI+UjcPqIRRIIwWbmrVDcqHkQ
Voem32swfzI6D4uyHZWS6lX4+KL1TTdduNQFzA8TWkEQmtI0p6vqAI3pSCRR8TNtyWoWnjXK/wCU
9Pw7yHF37n7i1wxRhtfeK2rpW9H+ly8jvyTDz95ejvPPOryppb6hOJYLiJEgeUs0NtEjRVbSb6Ei
T1gfjmKghefEDboMU6iN/wAf6YOpnGzy/Hya8u+Utb12/wBSSPRhp1vPdNPf3F/b26l45CZDBELz
RYmdJZlEld+FBVQacmeQRA3v8eUljHi/H7Ex1b8rPNd+1xYXVpY3VhMk7WMxlth9RmlMjKsX+48S
eiW4l0BO5rUmpMY54jff9f2sjAn8fsVk/LDzZBp01skFlcwryjtrW4fTWBMjES3ErHRjzLGOGShP
I0+JiQAXxo3/AG/8Ujwz+P7EZ5K/LrW9A8wabevp1vBGkZhvZba4tDGSiScJjEum2zlz6pTksgan
2qivKOTMJAi/x82UIEH8fqep5itrsVdirsVdirsVdirsVdirsVY/5+/5RK//AOeX/J5M1fbX+Kz+
H+6DsuyP8Zj8f9yWA+X7eeTTZpPrV5FAjsHitAvSiqSxZ0Jr6lAAD+OcxooSOMnimB3R+HmO/wDF
vR6uYGQDhgT/AEvj5Hu/FIu40nUobmW99TU/0isJkSdkCkUWhDyc68QPh5f1y+emyRkZ3l8Thu6+
83y6W0w1GOURCsfBfK/uFfFCXFj5ojWVbqa6RHDC/wCbVXilCaAOfU4oeVKbD23yieHUgHiMv6Xw
+Pqob+7yboZdOa4RH+j8fhtvt7/NBy3lpDpQgs766Er1EtvxCxFCSCGIYH3pQjMeWWEcVQnKzzHS
vx726OOUslyjGu/r+Pkgp5bU2kSQtMGFDLC5DJyAoWUjj18KbeJzHnKPCAL93T3t8Iy4iTXv6vSx
p9nfeStLhuo7iWMLAQloA0lSONTUH4Ryqc68YYZNHjEhIj0/Tz/seWOaWPVzMTEHf6uSjFatGqmN
9cjht0I9AjdgjFlVOJCj+7p03UgZXHGRy8cCI5fq+XxBDOU75+DZPP8AX8/mEHqitBbzaismr2sZ
KXV7KEESpArOzRjcMpQSMWJJXvlWXHL6oeMDIgmh0s+kdb38w24skfpl4JABAs9aHqPStvemWl+a
9Htka3E17cyvOIkFy0byswKRfuwGFV5MPpPvmy0+YwBHDmlv/EN+nLy6/NwM+DjIN4ht/Cduv2/s
R0XnXRJLRLvkywMWVnYxgJ6RAmLnnsISaSH9mhrmVHUkgHgnvX8Pe4x01EjihtfXuRbeYLXncxxw
TzS2jBZookDuOSs6niprRgm1fEeOM9Tw36Z7eXv5fJY6a69Ud/P3frRa6hZGJJTPGqSMI1LMorIW
KcOv2uQK08dsyRZcc7KsVxBMZBFIshiYxyhWDcXABKtToaEbY0hBvr2jIUEl5Ehd2jUO3E8kYo1Q
egDKRU7V+YzFOtwirkBZr5bfe5I0mU8oluTXNJjEZa6QrKyLG6VdSZOXE8lqKHgd+mGWsxCvUN6+
3l9yI6XIb9J2v7P7WPaj5e/L3Ufr8t1dK0WqGt/GmpXEUExMfpHlFHOke6LQ/DvQHqBSwdo4wAeO
G3nFgdDlJrgl8ihbT8ofysktZo7XS45beUsshW6uJBy4GJqN6p4ngeJocyYawz3jK/dTTPT8O0hS
qfyc/LtklRtMdhMoSYm6u+Tr+62ZhKCam3jJr4ZL8xPvY+HFNtL8jeWdKuFuNOt5baVXL/u7m5Cs
TU0kX1OLr8R+FgR7bDInJI82XCE+ytLsVdirsVdirsVdirsVdirsVdirH/P3/KJX/wDzy/5PJmr7
a/xWfw/3Qdl2R/jMfj/uS8qtdJ1C6gM8EXOIP6Zbko+KgNNyPHOJx6bJOPFEbXT189RCBonfmr3G
h6zDG7zRsvAEyIWHIKBUkivTLZ6TNEEkcmuGqxSOxS71JKEcjQ7EVOYnEXJoLcCXYq9H1eXVovy9
019JZlvQsXBUk9LkDGwKlgy7d/1AnbPS+xj+4htfoD5z23fiy3MfX0Yrda7rsWvQaVFPesv1f61c
yzXMoRTGyD0j6TGX98x4hgpK1rxehB2+XNGOwjEn3dP1unwYZS3Mp11s9evwZNovryQ6rLdSXF3Y
SWlz6VneTCfnGrfCSrmaP40ofs9D8Q7ZDNkiQAABLyr9DbpYSEzZJjvzJ8u9hGgan+WmnaJPfyaX
b6zqEUMN3FDfy6DPcBuCtJHB9VpPyQVdvUiBZgzGhZmxkJk1dD/OcuPD7z8GVaE/5beeFe6tPJ8N
0lrNDyuGi0wnk7cySYrh2KqSS6t9rcUY1GVS44fxfeyHDLp9yZ6jZabEAlp+XRvZWW1lcelpMcat
CpjiRnknFXt4qqvEMB0DUORBPWX3pIA/h+5q/wBN8vnUnjuvy7+tktJIt8lrpcqEDihkYvMrhmAW
i0LFaeBCoJr6vvUgXyZJoMKRNqPDRl0cPeSNVfQ/0uoWt23oFt5Dt8fxbb5XI8t7Zj3IRdJ1ZRQW
WkqHLGYCN96niO259IsDX9WacabL/Nw+ex/HK3ZnUYv52Xy3H4505tI1SpVLTTPTAh9IMshVTGWr
SOnEU5txIp74TpcvSOKtu/pfTl1NKNTj/nZL37uvn8BbFr3U7rS7ma0ufLK3awFFkms9KnnWSsal
mjaNCrAPKB0rs+21cjj7Oy1vHB8t+R+HP7Gc9djvaWb5+Y+PJUj8/Xtlp9zdnRZ7GyhiNweWmXsP
xt6vwsvEfFySMMTt8Va03GXj02ojtHwh7r57/s+1xp5sEtych99eX7fsTa287Xbyj19PvIIo2j9a
umakxZJYzKvpcIX+JdlfkPhao7jLRjz2L4Kvffp5NRlho1x3W3v80S3ny0WFHbR9ZDus7eiNNuWY
GD9liqsgMv8Auv4qHxGZXheY+bjcSY2nmbTbu7+qxQ3yy8uHKbT76GOtCf72WFI6fD15U6eIwGBH
d8wkSTXIJdirsVdirsVdirsVdirsVdirH/P3/KJX/wDzy/5PJmr7a/xWfw/3Qdl2R/jMfj/uS8vs
1eW0EUaW4kSbmkjsBKxp9jruuw+k5xmIExoCN38fd7nrchAlZMuXw96bXLGOxHK20yQQKpok5Zwp
Zjx4tIe+9F/jvn5DUPpxGv6X2c/u/S4UBc/qyb/0f2fj4IF9OkWx9AixJZxItys6GShKqFFH2Hxd
CPE9sxjgIhX7vnd8Qvp5uQMwM79fdXDt18kXbQhYeC2mmN9T2leWcF5SFJO/qANXtxy/HChXDi9H
O5c/t+5pnLe+LJ6u6PL7PvS3UbN7e35MLb97M5BglEjrx24UVjRfCuYefEYxs8O8jyN/D3OVhyCR
/i2HUV+Cy3zFqEtj+X2jSpM0Cu8McroCzcGievGgO/ge2dfhymGlx0asAfY8J2wazSP9P3vIba81
W415tSs9VdZE4RzRev6ivCVoPURfi5h22av0HcmqWqlCNVLfryN+8/jzdfn1HGdh6dvxs9G8hXln
fa1q7esNQkbTpfVt4pWbkjsj0KJyCmTn8JUV60rlvZ2TJLKTKwDZ377H3NuKUbofft8vxaT6TcxT
W9rA2gahbaLeJFAumS6tr1xwtp1nSBvTiilg9OVUHw8jxHbcZ0sh5i/dFMR5faUZpZ0yHUxa3raj
p55Q2Ny8d/5hkuigRktkSM2dmgQSgN6pJHxEHZ8jK62r5R/WkfjmnUcn5a/V3s7t9chF/IjPHeSa
4huTMxhhqxaknqp0QmpVfjHwHjD189v9inbz+1dd6h+XmlWyy6hqfmCH60nIXcza6jyRxymSgZVU
ADpsAeJ/yqlAmeQj/sUkgd/2sr8lvok2kLc6PdXt5bTCJvrN/JdySPWFGRx9b3o0bKSUABPvXKsl
3uyjVbMKHn/zUkbQgetcFT6MjIiq7hCwFaKu7AD6a9AcvGOHV0f53Ny6+5Fr5411rlrcXMfqCaNK
tA1FV1UlWbiF5lqhen2l8RURxA8g2/nZg0T+P7UKkPnC08/+Z9S0bTbe8lnktojcCSCV1jSGMCGW
P67AY6rR1Ji5Uqfi+FS+kwAJ/HydpvZpF6p5j/MZdXW40+0/0GOW2t73S5f0a7wySRIz/vPr8Lc2
adVWMkb8WDFTRhGEK3/T+pJlL8f2svv7bzP9YE8Wr2dpYQzLNJG9kzMbZV+ON5WuQAT19QKKbbda
0gx7mRtv1dSE9+iaxZtI06fVYXg5G3QLGHhcLOjSM3NWB+GhcbEUGO3cluNNd+u6Ylxqdoskccza
jZR25BugOKrJDzmLwrGxFft/apXocdqOyN03yDJ2KuxV2KuxV2KuxV2KuxV2Ksf8/f8AKJX/APzy
/wCTyZq+2v8AFZ/D/dB2XZH+Mx+P+5LzvQp2NubdruO3hMgZwbT6yw6EsfgO3wDavjnKaOZ4eHiE
Rf8AM4v0eT02rh6uLhJNfzuH9PmmlsbiUG4TU4JJpQxVFsDJV5SpMY5RU3PTt9+ZuMyPqE4kn/a7
3NbfT+Pi4k+EekwkAP6dbC9/qSy+sReyvPPqcEkyAABYZYyYY1ChgPTQbAU38OuYebD4hMpTiT/V
I2HX6R+OrlYsvAKEJAe8Hc/EpGyspowKnwOx33zWkEc3YA2twK9U/wAM23mLyVpdhcyvDGqRS84/
tVCMtP8Ah877SYRk02MXWwfP+1cQnmmD/OKRp+SGlRxyRrq996chqwZwxGwFFY7gbeOXfkY2D3eQ
dX+SH84pt5e/LyDy39cubK5l1G4kt54kt7rgVdpXEvFj8NRUBd+2WYdNGE+Id1fc2YtMIGwWAah5
K89RafDJpHk7R1u3iWO5s5LW1SKJ2g4O8J+uzLKeU8in1l48QKKf29uMkL3kfx8GRjKtgE4bQ9Zv
IvV1f8rdMvNQWCjzx3NnCkrxxrwRUPqlATI6buacfAjIcQHKZSQTziiLXTb5vq5f8qbNUihW1Qy3
dhI6W/q+mUIZWrxi+Olf8kHfASP5/wB6QP6LI/LXlPy4bL6rP5Pi0pYfRkEVyLS5jaUB2rG0ckzE
xmVxydVPxbVGVzySv6rZCI7mS6fpOl6chTT7OG0RgissEaxgiJBHGDxArwRQq+AFMqMiebIAB4jq
lzDprW4jDx20zlCltxZlBqfhDCnxeFKfx1naU/Bx8MBsf139vcw7F7LjrJkGQjwi/f8Ajqy3ylf6
Va2lvzDvJKvKMz05UFPtBRwQ9KDM3S5qwxAvk4+bDHHmmLialW348kh/MixsW8yalLcy6MJIxHPC
k72MlyHeOOFS9r+ir67bcKSTIRQrSgFBssJPCOf2/rAbZjfp+Pgk02iaKt/p0lpq2hmz04SLbarN
qWjyJ9Yc0jZ1Gl8nlWJUNDtsAGBHIz4jR2O/kf1saGxsfZ+pFjTtOvtSvk1fXfLxiMNxbMtpf6fE
1vDcrK0sQk/RSsWaQSO3xhl3PjyjZAFCXyP607E7kfj4INfJPlmXULeOS/0Oa1E0QR59U05rh626
pblFi0wRsoReSRycg1OwLBpeJKuR+R/WjgHl9n6k+8jWVhfee7XU7q70nUNWiMsgurK9sDK/OB45
GWCGxtrmVK04tJJsvEqWFS1eUkQrevj+tnAC72t7LmG3OxV2KuxV2KuxV2KuxV2KuxVj/n7/AJRK
/wD+eX/J5M1fbX+Kz+H+6DsuyP8AGY/H/cl57oa3q2Mk0V1f28KMzsbROSAIvxNX1I96uo+Wctox
MQJEskR/RG23+cO8PS6owMwDGBP9Ln9x805Kam0QFpeazVOcRIVeAaFuJHFZFCgAUNTsfHM8jJXo
lm2seW23f83BvHfqjh33+fwQl3ba+Zj+jru/muICI/TmIjkRd+i82JqR1Hy8K0Zcee/3cshkNt9i
Pt/Hybsc8NeuMBE924P2JGdK1u8kWX6vJK9wA6MBXmvQFadu34Zrvy2bIb4SeJ2H5jFAVYFKN/pW
o6e6pe27wM45KHFKitP4ZXm02TEamDFnh1EMguBt6LcXmjWvkbSzq9tNd2sqwxiG3DM/MqSp+FkN
Ph8c63jwjRw8UXCh93vDyOWeSOqmcZAlZ50P91stbVPLpL3B0a9aKJGjeYgCMRqzBuQaYUoxb7Qq
D8svEtERxE8h/Ny7c/6Nc7cL87qL4BGXO/4fnzvk1cnQtSjubaNbjT75bJ57e7uELi3WDgqyBA/7
zgwR6Emvj1GXYtPpsstvVXDt647dOYH81I1+Yen6efQfjqxG7v5o7a3vV8xumkTRCN5v8OagY2t7
gxrGvqGQfbQRxqVBatT48dh/J+HlwdK+rpVfo/HWv87l58XW/p63f6Vg1XVdFspja66dSv7FIdNS
4l0C8Sa1Mz8S5VZY4zyaN/TUx7uUFeJqZYtBhjKJEaoUPV051+1jk1eWQIMuZs7de9mWg6r5h1K1
k1GDXYGsEWN5HvtFvLIBViHqPG01xb1VmBfl8QWtMsnEDavtaokn+xVFx5qtIPrN95n0X05gZbZn
s3iieKqkFWN70o/GtW6ofEM1E8gfx8FF96faOdVaOZ7+9tL0GRlhazgeAJwYo6OXnuebKwIJHHcd
MrlXRkLSWD8uNBhNRJcM3UszRk/8QyJAPMOJHRQHIlVXyBoq3HriScSHvyT7vsdMqliBZjSwDDPN
kOpnzBrl/axXlrMvp27LY6VqbzXkEUAlUpd2tzboziQFV4vGP2X5fBmwx1QH6R+pnK9/1FjmnWmp
wRhza+a7qxsfRMWnXljeMj+jCXk5xLqMccyyy/Fx4bNRf7v4csJH9H8fBiB7/wAfFZ5fg1K1b6rd
aDqN5FfyK97cSaXqMhdoGN1AweXUAIkVpEqnEcirA1oMZ0eo+Y/UmN3/AG/rZLp3k6+1i8nuY7q6
0m7u4pLi2aW11i2a3k5tHWhvvq6N6VwyiNW2+0oHxBazkAHf8v1MuH8bsq8teQJNM1U6vqWr3Oo6
iDJ6fGW6it+EvZ4JLi5DlQAoJNOKrtyXllU8tigNmQj1ZflLN2KuxV2KuxV2KuxV2KuxV2Ksf8/f
8olf/wDPL/k8mavtr/FZ/D/dB2XZH+Mx+P8AuS8x0tLKSNY54BJK8vFJGuVgQAgVDqQTT/K2zjtO
IEURZv8AncI+P63q85mDYO1fzb+X6k1uLTShFP8AV4wh9OUbahGw5oFbdeClvl0PjmbPFio8IrY/
5Qcx8N/0uJDJkscR6j/Jn9e36GnsNISF5IrcSGLlG3K/i6oKhyqrWh47UaldsThxAWBdbf3g6deX
6fJRlyk0TV/0D8uf6PNDw2Wm3HqJbW9JFKvGDex7q44hFBVaty65VHFjlYiN/wCuPly522yy5I1x
Hb+ofnz5UhdctYLeSJUpzVFVilxHcqaChNUoU3HSmUazHGJAHd/OEvu5e5u0uQyBJ7/5pj9/Nlnm
K2uJ/wAutKEE7QSRNbzArwBf0lL+nVwaB6cdmX/WpUHe6zKIaDGCAeKo73t6TuK67ebzGSMDqp8f
0gn76/HXu3YTpzvquoNNeW5MlxHxaaeMP6gCswSQeqrcXVzVqV+jI6DQ5tQLlL087vmRt0o/Hya9
ZCGCd4ZyBJ5cqH9b3jb4Mn8sQXN1calJdhg76XcROhH1d19Qp+06hF5IqkN8Q7nwy3sYy/MEyril
C9uv00aoNes0wj6hIys1v+P1cmB2WjeUbrTZrSODUfrMccIe2a88ri2kmFt61vGbkLznj4RgqSjD
bkV2OdqZSB6f7J1AAP4iy2x1X8vtGnh0+Ly9Z6jd3Nybe0ug2iNNIYVWZ/VaJolQRBgsfL4iQOVC
QTSYzO9/e2AgHl9yPttY/KuSeAw+XNJGmu8YbUUOjSRx3fAPFGRDNIeSs5jLGlGIpVCXUGOTvN/F
QYnp9yGvvOH5d6e+mT6f5Zsr2G5Mxjkhk0wSwtbwwM6RRmU/EINuCkEFVWnxA4Rjmbs/epkBVBmf
kW/8sXNnfwaBpkWkJY3b297YxJax8bhEXmWW0eRK/s1J34+FCacoltZtlCujz2f81IrRWikhvecz
CVSdQqwDyoiqP3FFXmwX6TlsfZ4UR40+f4+Dp4+1mSdEaaBHLn5Hy5r5PzVjknktFiukm4/vohfA
yp8JXktIqod99qYZ+z17eNL8d3c1/wCi+Udzpx+j/c7pvquo+drfVtStNPjnaC1uI1tZrpdSIkSR
FNQ9ra3EbJzlkBIPw8U5CnxZro9nxr+8nf8AWHn7u/7A9Odab+iHy93v7kBpXnj8zjfyT3Hl5ooZ
IYWkimi1No0k+KRxFwtpG3Vgp+D4SDTmeKnLjpYRkZcUjfSxXwceWeUogcIFfNMofzH88MzNJ5Vd
FjM0kkAj1MsYltw8AST6iFZpJdqU5L0KAgnLDhj3/d+tr4z3ff8AqVdQ/MDzm9jO+n6CkNxHEkoS
eLVppaSEJVbcWEHqcXccgsvJVqSO2AYo3ufu/Wpmfxf6kf5R89eY9Vv4bHWPLVxpJeEF7gpdvGJy
vMJV7WONVKA/EZfhb4DuRUZMQAsG/wAe9MZEncM2yhm7FXYq7FXYq7FXYq7FXYq7FWP+fv8AlEr/
AP55f8nkzV9tf4rP4f7oOy7I/wAZj8f9yXmmm2xawluPTspRGXqlxLwm3Vd1XmnID9n3rnIafHcD
KoGr5mj94+D1WefrEbmLrkLH3H4q+rWTPAZ0i06FACxFtOGYkbEBWkY/dt9J3s1OK48QGMD+jL9r
Xp8tGich/rR/YgodOe5KxK1tCyw+sXaUKGFQOJLMVD/5O2Y8MBnsOEbXz/G/k3yzCO54jvXL8bea
baray3Fu4+q6XZyKBIwgmVZASSOFDIVqCDUdsztTjM4/Tiiee0t/dzcPTzEZfVkl03G3v5JLKP8A
cZCfTg3dh6qt+/2r8Lpy6eB4/TmvkP3Y2jz5/wAXxH7HOif3h3ly+Hw/tZzrmk6vqv5bWFnpMKz3
bC2Yo3p/YUguVMpUBgPs0INe+dfjxHJpsQ4eIbXysCjuL69PcS8fqhE58gkeHn38/Okg8v8Akjzb
ozKs1gt8LYFYeD26QzVFA0iyMZEIpX4T18e/Q4MGKMQOL7D+34upy5slnhjt72QaDpGuaV+lNTut
PaNZraaQWtvKJ7gyUT4VVDFyZuJK0kr0Fa75q8PY+DT5/ExSkbBHq5bkHnz287vnbmz1+bNiEcgA
rlXPYfL8cnn6WuqWdvbeg+pPa6VGgX/RNYj4yEmCUWrTXlf3UErikbAUQsfhA5bywe7f3fqcEfjm
ndtYXFvLpyrrl4Ire2jmil+pa1Da3kU28cbcLsmS4jQHiKBmLIKMV4isnnt936k1+N0Np/lmSCP1
m83XgfVVt7wXotNbjikaRiVj9dbuNSrRScTGW9QfaqtMkZ/0eXu/UgRPf9/6182k8DDeT61cQ2iX
V1exTtZeY4GS3mX61JSQXUYX93ReICr9rq9Rg4ulf7n9S1+N2Z/lbaXdtoTi6ubq5aZ/rET3iXyy
+nLVkLteTTqzsPif0uIBO4rlOcgn+z9DOAoPL5fLMc0nqNBNC/8Ad+osjR8lp0JjIrx5bcum9Ou+
6/OVd9O7c17vffyeIx6MgREf4u+qB5dQelX8Ep1ewuLUh7e0lkj4zTSTyXNzEqFgBxX4SvJq/u05
LTehXc5hZe09zERlLetv0V3Vu7PB2OeEGcoR5HlHl0vbrf8Aaz3zHoPmxPNmv6tCskWmTzQepdw3
TwiOCG2jDNKINU0njwNW5OGYqewA5Y8JR4QOv48i9DKJv8frCD0vzV+bE1rDeIGSzSFDdSPHYzW0
SSyyL6yOLxppUhjAHqtJvxJZT8Rwyhj/ABf6kiUvx/am7+Zfzfs4pVudPjacxpcAyWUHpqZCA9uj
xap8bhm4RKVBc9/GPBjPX8fJbl+P7UT+lPzmGpuEsoWtrlg8ayWcBS3jEhjI5rqkbMeAWXcVNSPh
pxwcOOvx+pbnf4/WmnlfX/PV3q3oa1pvpWTvIomht4lSIxmQcZJhqFzyJ4KPgiO5oadoThADY/j5
Mok3v+PtZplLN2KuxV2KuxV2KuxV2KuxV2Ksf8/f8olf/wDPL/k8mavtr/FZ/D/dB2XZH+Mx+P8A
uS8403UtUsNMEtjdFGEzj0BFy/vEUM3MqRuFpTtnJafPkx47hLqdq7wOr1GfBjyZKnHoN77iejT6
RZyj6y+qQqszkhjFMoqQWOwSmzfD8NafLE6WB9RyR38pfq+GyjUSHpEDt5j9fx3UIdJi+M3d2trG
G4xOySMsgqAWUqCCKGvXplUNMN+KXCOmx3bJag/wx4viNlsGkiUSH1+KoXCN6UpDBV5KfhU05VFP
xwQ03Fe/f0P6uqZ6iq2+0fjZBFKJzqCOXGlD9/SmY/Dtbfe9PavKv/KOab/zDp+rPQuzf8Xh/VDw
vaH9/P8ArFNMzXDQmsWrXek3tqocmeCSMLGwjduSkcVdgwUnpWm2GJoq8s07yVLpHlu1tE8gJrt4
saxTrqU2mRNGpjTkkUsYl5r6hYsWo1akbcFGUcly+qvm08NDlaObSb2202kX5VadNxVEFsbqxd2V
IiihmeI8ipcpuT8NT/k4OIE/WftSRt9Kt+jLy6kWC7/K+xjtluOTS/WbAjjHIjrKFROTEmaZuB8N
/t4LA/jP2pryTvQ/K/lLUYp7qfyZHpf1lYA8F/b2R9RYl/dfuoZLhV9MbUYKRkJTkP4r+aREHoyT
TtH0nTI2j02yt7KN+PNLaJIgeChFqEC/ZUAD2yoyJ5sgAHzvpFpcfomSVAXjNx9Ye4laNxSRCJFl
YxjjSRPg5vxUHqKcjDUERuW5A6Abnf8AHLo6bs7hzYhECPHXOZND0kftogi/mhNadDduyBY4GlEh
hmUemEVh6al2AcvQFfiIYmgHLkMcOYQFz5ji/FcrPT4+ZcbPpeKfDE92xHy3NEDY38O+mdedLWxv
PNWrQLLosLxzW6z/AKQm04TqsscckjpDPYPVuMXL97NIOIJADBeGdjJERz+39bvZCz0/HwQ1p+T+
t3NoLqBtGuJr2b6xf3ISyuIpaFlaO3DaWViDBU+I86NyIXryJ1AHf9v60eF+PwEfD+U2pNLKl1o2
lSx28arYSepaAUaH0mjkB0l+RSVpJ+fGjOV+Gmwj447z+P8AOT4fkPx8EFZ/lR5shsY0l0vTJTFz
jSAzWRUkzMVkZH0h0+HnyHEggbU3K5I543zP4/zkcBrkPx8GQ+Xfy+1rTvOFlqEtpYpZWa3PqXMT
WgeV7h3KSiKPToSkoj4pKUkTkOO54lTXPKDGvx97IQo/j9T0rMZtdirsVdirsVdirsVdirsVdirH
/P3/ACiV/wD88v8Ak8mavtr/ABWfw/3Qdl2R/jMfj/uS8x0+9t4bb0pbu6jUuztBCBwLBQEapYb9
a/Cds47DljGNGUhvyHLy6/oeszYiZWIxO3M/b0ReoXml3NskK6jeSAyoeNxGpWNfi5EBWNKc6gL9
3TL8+XFOIAnM7jmBt9vn0acOPJGV8EBt0PP7PLqumv8AQpgIri91O4txSikxjpwB+FmYfZQ0+jDL
NgltKWWUfh5foH3MY4sw3jHHGXx8/wBP6UC2u6pEv1e2vrgWiE+kpcgheIQDb/JFMxjrMg9MZy4e
n3OQNJjPqlGPEgPVl9L0uR9INz4V25UpWnjTMbiNV0cjhF31e1eVf+Uc03/mHT9Wehdm/wCLw/qh
4XtD+/n/AFimmZrhuxV2KuxV2KuxV2KoBNI0a1jfjBHBEQA4B4pQCgBFacQNgOgzFnpsW5I+1nCU
thFLb6byS0f1e6nt5AQU4CUu9GFCPhJbeuYc5aKJ3Mb99uXDTagjaMq91JPqegfl5q813Nc2t7dv
fEvdRwtqYjkZovRY+nEyxgtFsaDegr0GZse1Yfw8R90JH/etUuzp/wAVD3yj+tAQ/lv+VawSwp5c
vBDLX1AyagTvGYiVqxYHgSPhyY7VJ3qf+kP6mJ7Pra4f6cfrXy/lp+VE8PpXOkXDIWDF5/0kjFlR
FrzYqdxEtd96b5Mdqech/mSH3xYnQH+if86J/SnejeWPI2nrb2+lSNAts5lgt47+5ADs3JiYzNvX
p8Q+z8P2dsRrYTP1RJ+CDpZxG8TXxZVk2t2KuxV2KuxV2KuxV2KuxV2KuxVj/n7/AJRK/wD+eX/J
5M1fbX+Kz+H+6DsuyP8AGY/H/cl48CDUA1p1zgzEjm9qCG8CuxVrFXYq9t8q/wDKOab/AMw6fqz0
Ts3/ABeH9UPCdof38/6xTTM1w3Yq7FXEgCp6YqlN95q8v2R4zXsbSdPSi/evXwonKn05g5u0sGPY
yF9w3+5zMXZ+bJyia89vvQo8w6xebaXo8xQ9Li8YQJ8+JqzD5ZT+ey5P7rGffL0/tbvyeKH95kHu
j6l40vzLd73+qC1Q/agsE4/8lZOTfhhGm1E/rycI7oD9J3R+YwQ+iHF5yP6BsqxeUdDDCSeFr2Ud
Zbp3mJ+YclfwycezMN3IcZ/pEn72Eu0c3IHhH9EUmdvZ2lsONvBHCPCNVUfgBmZDFCH0gD3OJPJK
X1ElVyxg7FVFryzWUQtPGJWPFYy6hi3WgFa1yXAaukcQ5WqSRRyLwkQOp6qwBH3HISiCKO7KMiNw
oLp1qn9wpt6dBCSi18eA+A/SMqGCI+n0+7b7OTYc0jz39+/282qz09H1TX1OHq0XnThz8ONfowXL
lfXn8L932J25105fGkVl7S7FXYq7FXYq7FXYq7FXYqknnW1uLryzewW0TTTN6fGNAWY8ZUJoB7DN
d2tjlPTSjEWdvvDn9l5Iw1ETI0N/uLy3TZotM5JPHLBM6FJBxmBHKWbkwC3EO/B12pQ99615mesq
EIyJuMa5S2/2Uf1fp6Y6YSkZRqib6b7D+jLrfn+gwl8w2rhf9JuSkbER29JgnA/CRzN27Cq9t8rl
ron+KW3T1VXv8QnkiOjkOkd+u3P/AJVhy+YbGW0+qTtKkFRWFBcyIyg8qFWvVXc9dsI10DDhlfD3
eoj/AKaqdHMS4o1ff6R/07Si+Gknk9pJLyLfDC0IRAvsxmmbMDN4XOBPu4aH+6kXNxeJykB77v8A
3oQWY7c9m8t31lD5d04TXEUZFulQ7qtNvc56BoM0I6eFyA9I6vEa7FOWedAn1HorXHmry5b/AN5q
MBp1COJD9ycssn2lp485x+d/c1w7Pzy5Ql933pbJ+YGlO5i063udRm7LDGQP+G+L/hcw5dt4iaxi
Uz5D8fc5Uex8gF5DGA8y0Lrz3qP9zbW+kwHo8x9WWnsBUfeoxGTW5eUY4h57n8fBfD0eLmZZD5bD
8fFevkz61RtZ1K51E94eXpQ/8Ap/UckOyuP++nKflyHyQe0+D+6hGHnzPzTiw0XSdPAFnaRwkbc1
Uc/pY/EfvzPw6TFi+iIH473BzarJk+uRKNzIaGG/mpPpkXl6BdSktYrSa59ORr24hto6GCXYNOyK
xPTiN6VPbMTWYDkiAO+3I0+QRJJ7nnf5LaS1r+ZOpzyXVrdyyadKS9tf2lyUD3EBEbxRTvNXii/G
0VB05b0zLEYgbDdo8SZsEnhu68+97XcfXTdp6YY244swHEAkc6ryLcupQ9O1O5ywVXm1S4uLy/t/
YtFzq3riM2UfpFm/fCeoCBmCkqUB5MOJp0+18VQOUaFc2dnubt7y/mKh7B7ccyJDLJFslDRl9NpK
t02NO++wqmIHW0CRPR5Tqmm/mOfOU+ujy6F063nW4jj+s2xd1gI6uZlp6ipUfu/hqK8t8z4ZxwcF
+XzcWWnHHxlk8n5ieYPVSODy0kvKPkSNVsARIXIVKczWq8TUdK098o/LHz+RbvGj+CmnlTzbq+t3
ksN5ov6NhjjLrMby3uCzcgAvpxEuNjUkinbfK8uHgH7GUMglyT7/AHf/AM9v+ZOYf8X+d/vXJ/h+
H++ROXNTsVdirsVdirsVdirsVdirsVWTQQTpwmjWVP5XUMPuORnCMhRFsozMTYNJXceUPLNwSZNO
iFf99gx/8QK5hT7L08ucB8NvucuHaOojymfv+9AS/l15XcnjDJH7LIx/4lyzGl2Fpj0I+LkR7a1A
6g/BR/5Vn5c/nuP+DX/mnK/9D+n/AKXz/Y2fy5n/AKPy/a7/AJVn5c/nuP8Ag1/5px/0P6f+l8/2
L/Lmf+j8v2q8X5d+V0NWgkk9mkf/AI1K5ZHsLTDoT8S1y7Z1B6gfBH23lPy3bkGPToSR0Lr6n/E+
WZWPs3Tx5Qj9/wB7jT7Qzy5zP3fcmkUMUSBIkWNB0VQFH3DMyMREUBTiykZGybXZJi7FXYq7FVk0
EE6cJo1lT+VwGHh0OKrYbW1g/uYUi2p8ChdvDYYqq4q7FXYq7FXYq7FVD039blTb1eVfb0uP68q4
Tfx/Q2WK+H6X/9k=
uuid:073ec0da-edab-4b9f-9848-4798430c5cb8
xmp.did:3a568bec-eb3e-694f-8f6c-73ab54234b17
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f053e19b-5dab-40fb-85c9-3f33c8c5dfb5
xmp.did:5f270d37-2730-9046-b5ae-3c853548f65c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9B784BE6BCB5E4118DF8BBA0A1FFB8B3
2015-02-16T09:19:25Z
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:3a568bec-eb3e-694f-8f6c-73ab54234b17
2019-01-08T11:05:47Z
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
C:\Users\nath1435\Desktop\Contos Com Obra\A Mimi no fundo do mar.jpg
0
0
EmbedByReference
C:\Users\nath1435\Desktop\Contos Com Obra\Bernardino.jpg
0
0
EmbedByReference
C:\Users\nath1435\Desktop\Contos Com Obra\A Galinha Medrosa.jpg
0
0
EmbedByReference
C:\Users\nath1435\Desktop\Contos Com Obra\Hoje sou uma Índia.jpg
0
0
EmbedByReference
C:\Users\nath1435\Desktop\Exposições Documental Temática\bibli(U)NESCO.jpg
EmbedByReference
C:\Users\nath1435\Desktop\Exposições Documental Temática\logoCNU-final.JPG
C:\Users\nath1435\Desktop\Contos Com Obra\A Mimi no fundo do mar.jpg
0
0
C:\Users\nath1435\Desktop\Contos Com Obra\Bernardino.jpg
0
0
C:\Users\nath1435\Desktop\Contos Com Obra\A Galinha Medrosa.jpg
0
0
C:\Users\nath1435\Desktop\Contos Com Obra\Hoje sou uma Índia.jpg
0
0
C:\Users\nath1435\Desktop\Exposições Documental Temática\bibli(U)NESCO.jpg
C:\Users\nath1435\Desktop\Exposições Documental Temática\logoCNU-final.JPG
Print
False
True
1
89.999951
139.999861
Centimeters
MonradGrotesk-LightIt
Monrad Grotesk
Light Italic
TrueType
Version 1.065;PS Version 2.0;hotconv 1.0.78;makeotf.lib2.5.61930
False
Monrad Grotesk-LightIt.ttf
FrutigerNextLT-Bold
FrutigerNextLT
Bold
Type 1
001.000
False
FrutigerNextLT-Bold_0.PFB; FrutigerNextLT-Bold_0.pfm
FrutigerCondensedBold
Frutiger Condensed
Bold
TrueType
001.000
False
frutiger_cond_obliq_0.ttf
FrutigerNextLT-Regular
FrutigerNextLT
Regular
Type 1
001.000
False
FrutigerNextLT-Regular_0.PFB; FrutigerNextLT-Regular_0.pfm
FrutigerNextLT-RegularItalic
FrutigerNextLT
Regular Italic
Type 1
001.000
False
FrutigerNextLT-RegularItalic_0.PFB; FrutigerNextLT-RegularItalic_0.pfm
FrutigerNextLT-Medium
FrutigerNextLT
Medium
Type 1
001.000
False
FrutigerNextLT-Medium_0.PFB; FrutigerNextLT-Medium_0.pfm
FrutigerCondensed
Frutiger Condensed
Regular
TrueType
001.000
False
frutiger_cond_0.ttf
Cyan
Magenta
Yellow
Black
PANTONE 295 CVC
PANTONE 284 CVC
Grupo de amostras padrão
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 284 CVC
SPOT
100.000000
LAB
67.058998
-9
-32
PANTONE 295 CVC
SPOT
100.000000
LAB
22.353001
0
-36
PANTONE 284 C
SPOT
100.000000
LAB
67.450996
-9
-36
C=51 M=18 Y=0 K=0
CMYK
PROCESS
50.781300
18.359400
0.000000
0.000000
C=0 M=56 Y=99 K=0
PROCESS
100.000000
CMYK
0.000000
55.706108
98.666358
0.000000
C=2 M=40 Y=70 K=0
PROCESS
100.000000
CMYK
1.922637
39.853513
69.887841
0.000000
Grays
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
Brights
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<>/XObject<>>>/TrimBox[0.0 0.0 2551.18 3968.5]/Type/Page>>
endobj
6 0 obj
<>stream
HK-7Wiw\ 1AĀ1
qAJ{'@WOۮZO?}MǯᕎtxvZGmҙlS7oa6amS#T8=NJ:9f2=?v7/)Y+,|~\w]|~z{>{%}Z}q-Ď?"?k?GV9 reˮ^zegwy:>i*̿\Y&^*z1m=6փK4;v|g7N6LN&yg
&heS&|-Jb(6Ά?V-s.7c峪[۲"B)49SaZ#8'eJ