%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
INCH-Inside-Circumference-Instruction-Sheet-for-tape-sizes-6in-and-over
2019-11-08T09:38:13-07:00
2019-11-08T09:38:13-07:00
2019-11-08T09:38:13-06:00
Adobe Illustrator 24.0 (Windows)
196
256
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADEAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A7xc3Pkry35Kttb1u2tYL
OC1gLuYEd3d0UKiKFLO7saKo3JxVhF5+ZckU8qjyTotjx4tFY6xrOnadqRRwGQyWZim9JihDcXkB
xVPNA/Mj8tNRt5E1LTotE1a3lt4LrSru2R5Q93/vO8TQrIk0Mv7EqHjShNKjFWe/oDQv+rba/wDI
mP8A5pxV36A0L/q22v8AyJj/AOacVd+gNC/6ttr/AMiY/wDmnFXfoDQv+rba/wDImP8A5pxV36A0
L/q22v8AyJj/AOacVd+gNC/6ttr/AMiY/wDmnFXfoDQv+rba/wDImP8A5pxV36A0L/q22v8AyJj/
AOacVd+gNC/6ttr/AMiY/wDmnFXfoDQv+rba/wDImP8A5pxV36A0L/q22v8AyJj/AOacVd+gNC/6
ttr/AMiY/wDmnFXfoDQv+rba/wDImP8A5pxV36A0L/q22v8AyJj/AOacVd+gNC/6ttr/AMiY/wDm
nFXfoDQv+rba/wDImP8A5pxV36A0L/q22v8AyJj/AOacVd+gNC/6ttr/AMiY/wDmnFXfoDQv+rba
/wDImP8A5pxV36A0L/q22v8AyJj/AOacVd+gNC/6ttr/AMiY/wDmnFUj/Qei/wCN/T/R9tw/RnLh
6MdK/WKVpTFXkn/OQGu+Y9K0nyNNokH1qe0sb3UooSvNY7i1t7ZI7r0+jvbR3EsqeBHLopxV5drf
mWw1nzfJr3nHS2u7i+06ytZbSLVV09nkWCM+q3pL/u5WLelx+HlTtirXmXzHBD5u8rX2iR3HlaJr
SOwt9PtNcgINjFLVUE7JytA8gJZpq8j8XicVe53Xmn84b383r/RtIEEXlnS202TUVuFgVY4LmASX
IWZv3jspDcSisA1OVFxVMdP8xeftX/Iy080RakuneZIbO41C8drNJRL9XWY/V/RYoI+RVfi6inTf
FWE3n5sfmppF3oEsjyazpUNrp+p+bLiDTQnpRamyUtlKcqNDHyfl+1Wm2Kr5fzA/PJj511eyaCTy
zodxqtrZTvBBzY2zD6n6Kp+8lZ+S1JTgVJoa0xVln5I+bPOPm+2Oo6rr3q/UpCt/pTab9W2kRhFx
ncRHqvI8UPhXFXreKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVIv+m6/wC3X/2MYqkvmDyb
P5j8paFNpt5+jPMWjrb32ialx5iOdYQjJIooWhmRiki9we9MVYZ5nTzhr2o+X7jzL5H1Vtc8s3i3
umyaHe6e+m3M4ZRylkuis0UR4V4lQwHU98VZDoH5dXmteabnzr59sLBtTltxZabokapcw2lqGElZ
5nQevcFh9qnFR9nrir0nFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUi/6b
r/t1/wDYxiqO0D/jhab/AMwsP/JtcVR+KuxV2Ksc/MU+YU8l6tP5duLi31u2t3msTaRRTyySopKx
elNFOrBzsQFr4EYqwObW/wA07e116K2l1O81G10/WeCz6fGsUdzb3SR6Q9nKlpEl09xbFpJFBkXl
+zH9gqsTXzl/zkKtnqlrFZ6nca4ZI4tMV7BEgRIFE88jO1hBbP6novDz+sjkXHCEHicVZNYebPzS
vLPzXd20GqqUs9QuNKtb3TBbvbzrcsNOhtgYENwXtvikDGSjAb7kYqkugebPz4e809NdivokQ6eJ
ooNNI+ti7aRpZDKLKeOD6sskSTxuY68GKOvdVA6Z5y/Ph7LSnvP0yJJZwNe56T6BtlrL6S25j028
Z0kRVaVhBJxbiOScjxVZd5/178zbXVtWj0KXVUuIpp00yxtdNW4sXs10V54rg3TWk3779JD0+Hre
C8CDVlUDp/mf82F06SXV21eHVLN7b6vZW2lLPDd2sd3S+kmlS0b98IVkVFQxcwEdEJcDFWM3vnz/
AJyPW71iO30zUDYG5ludIu/0YDKLQwMIbcx+h15zxOeY5Aoyk9RiqN1vXv8AnIOzmvrK1k1Ge9gC
PAY7aKeJ4xpzXD8ZxosUDsbkCOnNWr+74L/e4qjR5s/PI6tam0t764sJNTuYdSS4sDH6Fj+lbaK3
kh5WVuSfqrvUc5f3ZaQsCtEVT7y3r/5gTa35TjvrnWHt7u3mfzJHc6abaKDUAtt/oyOmmt+4Vnl4
MZVDbn124gFVj2nebPz6a6SPUra+g0qS2tJJb6HTle6jZl0oX1IfQccoknupIhwbk/NeL+mFCrKN
L1P8zL3zDd6e01/F5dMN5+j9ZktI4rx2S0097dpIZbKOKNjJLPxqvxNzUovpjFWE6H5k/wCcjtSt
ItOePULG+1OW3aw1S/sbaGOBIba5jvRcmO1lEaNdxwvGJIQzIaKwBD4qyjRPMf5mN5i09NQbVJbW
TWL+1urJbFokFoLjjaTNO+lpCsEcK1IFzyflyWQkGPFXsWKuxV2KuxVIv+m6/wC3X/2MYqjtA/44
Wm/8wsP/ACbXFUfirsVdirsVdirsVdirsVdirsVdirsVdiqyeeC3gkuLiRYYIVMksshCoiKKszMd
gANyTiqUT+d/JduoafX9NiVgrKz3cCghohOpFX7wusg/ySG6YqtvPPfkeyYJeeYtMtmIVgs15bxm
jIsimjOOqSow9mB7jFWrjz75GtlD3HmLTIUYVVpL23UEB3j2JcftxOvzUjscVTm1ura7torq1lS4
tbhFlgniYPG8bjkroy1DKwNQRiqpirsVdirsVdiqRf8ATdf9uv8A7GMVR2gf8cLTf+YWH/k2uKo/
FUFfanFYw3VzdPDb2dnGZ57iaTgqRKpZpGPEhQOLd+2KtX+qRafZSX188FvZwgNJPJKQgBIA34dy
cVbv9Ui0+AXF9JBbQtJHCskspUGSZxHGgqu7O7BQO5xV15qK2SxNdGKFZpY7eItI1GllbjGg+Dqz
GgxVu61KO0e3S6eCB7uUW9qskvEySlGcRpVd24xsae2KtXGqQ211a2lxLbxXV8zpZwPNR5mjQyOI
1K1biiljToMVSvVfPGg6TrVnompXcNrqeoGJbKBzL+9aeQxRqriLgWZ1IpyriqbtelbtLRvSFzLG
8scPqHkY4yqu1OHQGRR9OKrRqCm+Nhyh+uLEJzb+qefpMxQPTh05LTFXLqKtfSWCtCb2KJJ5Lf1T
zWKVnRHK8Pss0TAH2xVqHUo57y4soZIJLu0CG6gSarxeqC0fNQtV5AVFe2Kut9SS5uLq2gaGSeyd
YruNZDWN3jWVVb4OpR1b5HFUNOdN8wadqOmuLe/sn9XT9RhSYsASvGWFii1VgGod6j54qwm3/Jb8
qNQSeW30cTKCbK4dNR1D/j1/0doWIkGyenxI9sVbk/Jv8pPM1NW/Q8GpLKkdut5FqF4yslmgtUVW
STieCwhKjrTepxVC3n5YfkrJ5Ti1SXS7e48uWFt6kN1De3s0a28UksxYNEzMwV7iUt1679NlWbeW
r3RIfK1s+i+mmgafE9tAzyTUjismaB1JnT1KRmIrVvDwxVMp9Tjt9Pk1GeSCKwiiM8ly8pEaxBeR
csVpx471xV1/qSafaSXl88FtaRUMs8spVFBIUFmKUG5xVu91KOxiSW8eC3ieSOBHll4gyzOI40BK
/ad2CgeOKq0csrTGN0VQqhiQxPU7bFV8DiqtiqRf9N1/26/+xjFUdoH/ABwtN/5hYf8Ak2uKou4V
2hYITy2IANCaGvGvavTFUDqUdrNpV5bCBpFnhkRomiduZZCKMCu9ffFWNecfPflnRbRLPzLc22mw
XzSJbpe/u1ljhkYNxDijUX0iR/lYqlv/ACuf8tNWkgsP09pszzXMAihEquWdJ4Wjop78uVPcDFWW
XF5d3MaerYtzhkimiJickMvok0qNv7yRfkMVbubq4nkhkksWZrRzNBWJz8foTJtVdj8QFR44qtvr
u6kuIphYNI9o7PbsYnJqyzxmhptVQnT+bFVF5LWfWIL+XTka7jX6slw0BaQfvUfiHK8vgAdwPniq
t+k5ZLmG5FqxuEikjVfTetGa39UA0r8Lcgf9XFUjXVpf8afX/qpEj6NWQ8H+wkjSISaV48jQfPFK
ePf+jfXN2tqfXZEgZvTcMQjTmIE8a/ESlP8AWxQstb9kv5rj6mUuLqWOCZhG4akdStTxqaRsWAxV
fY3/AKc0kiWpV72VXm4xuCXVIInrRd+Px/8AA4qhrDVZLaC5uI7Sn1ste7I4DVjTk1QNx03xVEw6
n9UimjhtzxDS3FBG4/v5bh1YgD9tlXfvXFVOz1D9HrJZwWfpW0UzrEqxsi8pZWcKFC0FQwP04q1b
SWp0u30uXT1ksSqW5t3gJjPAR81KFePw/vNqfs4qox3jw6T+j7ey4QG1enCNlBJRfUNAtP7yRuXv
iqtcTC90iXTJbH1YJLcxtC0TMpQrKqVUrSh9JKfPFURqNxNeQy2k1k0lu/XlE7A8ZWpUFafZRT9O
KrZbme/gjiu7FuIlikKtE7AGKWFwaFe1WP8AscVTUSpLdKlGHprzUlWU1NQa1A/t+jFURiqRf9N1
/wBuv/sYxVHaB/xwtN/5hYf+Ta4qj8Vdir5a/wCc4f8Apiv+3n/2KYoL508kf8ppoH/bStP+T6YV
fphgS7FXYqlelv8AWpLlpLee2NpfSiP1kCCWicfUTduUbBzQ7dMVRsVnFHIsiliV9WlaU/fOJG7e
I2xVj/6Mf/GHo+lP9S/Qv1YXXH93X16cPU6epx3pTFWQPZROzsS1ZGjc0p1iYMvb23xVLdXuzp97
YGOyu7wXd4vqvbRiRYeaC3DyfEpVBzDE77BsVTJLKJGRgWrG0jitOsrFm7e+2KoDU7ZbLRW9CGe6
a2tTawwxBXkZX4JWh41I4gn2riq7ToI77ToLySKe1e9tLb1LacBJYgoMgR1+Li6mQhhU4qi5LCGR
iWLVaZLg0I+1GFAHTp8AxVLPLOofpey+syWF7pzW91KyQ30XoSN6ilwwWrVXjPx/1gfDFUzXT4VV
VDNRI5IhuOkpBbt1+HbFUtsNSY+ZbzTBp97HFb28SpqMsQFrKYwGKxycqs1LgD7I3Vv5cVTvFXYq
oRoDcO61jofjWv2jSgJG4p8t/wBWKq+KpF/03X/br/7GMVR2gf8AHC03/mFh/wCTa4qj8Vdirxj/
AJyN/JfzT+Zf+Hv0FdWNt+ifrn1n69JNHy+s+hw4elFNWnotWtO2KvKPLv8Azh/+ZWm+YNM1GfU9
GaCyu4LiVY57suUikV2C1tlFaDbfFD65+rR+L/8AIx/+asUu+rR+L/8AIx/+asVd9Wj8X/5GP/zV
iry3V/zR86WXmW50i2/LzVby1tpZkOqrNciB4oixWSIrbyB+cQBC1+0eG9K4qhbz83vPEFtZSR/l
prE091bNNJCst3+6mW5eD0WZbZgP3cfqhjSqkeNcVetpBEyhgZKMARV5Ad/EE1GKt/Vo/F/+Rj/8
1Yq76tH4v/yMf/mrFXfVo/F/+Rj/APNWKu+rR+L/APIx/wDmrFXfVo/F/wDkY/8AzVirvq0fi/8A
yMf/AJqxV31aPxf/AJGP/wA1Yq76tH4v/wAjH/5qxV31aPxf/kY//NWKu+rR+L/8jH/5qxV31aPx
f/kY/wDzViraW8aPzHItQirMzbH5k4qqYqkX/Tdf9uv/ALGMVR2gf8cLTf8AmFh/5NriqPxV2Kux
V2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVIv+m6/wC3X/2MYqjtA/44Wm/8
wsP/ACbXFUfirsVdirsVdirBJPIvnyO/1i403z1cW0Gou8llbz2cd4LMvOkoEZnkaqqvqxhaAcXH
8i4qhofIP5mfU5LO6/MOWaGaG4jldNOhhmMs4m4yLMkvOMI8qELGVoEAUr1xVAeZPKn5l6fpM2qN
+Y0tvZaLHJelY9KgkcxwRykqxacet+6YCkhNWUN9rfFWKDzpbanq/mGw078zr2LUdVrqGn2zaW8C
W9nFazzm3ha7aKJB9X4P63KLlxDc6sTiql5O88aufK03mPUPzKu4tJmuby0i+v6HA0wunspLkOBb
y3bBITIJVQ0WicAAhFVKvbfmHE2s28t7+aksltYONT9NNBlt4bi0jeaO4i5LX1U4/ByoaFQVq4JC
hL73zh5zXypZtffmTJJe6kLyO4bTdKtQqRRuYkeOW5OlyxmsUg9Xp9thRYXkClEah5r8xzWeh6nP
+Y9/axaneNb6Ro0Wgxx3V1LYzpbShys23NiGYSuoNfsD7IUI1/zBuf8AD9/NF+abzPZXFu0+pJ5d
CiOGIrbXSBJFSOUGa5hkYpVkGwBDYq7SNW17zN5ivLfyh+Zcs+s/oyOZBcaYwsp2hQ2srIsjtDDW
5QSMUg5Dlt6iggKstk/L/wDNC+t9Emv/AD9JBqWny+veraWgSCeq2x9Bljkt1kRZreQ8mSrLIVoB
sVW5fy//ADannt5JfzNlVbd1k4QaRaRBiEMbcqOQ3IMxo4KhqHj8IxVl3lTSfMum2UsfmDXjr927
gx3H1SGyVECKvERxFqlmBYkt3oAAMVTvFXYq7FXYq7FUi/6br/t1/wDYxiqO0D/jhab/AMwsP/Jt
cVR+KuxV2KuxV2KuxV2KuxV2KqUtrazSwyywpJLbMZLeR1DNG7I0ZZCRVSUdlqOxIxVLNR85+T9M
uZLXUtd0+xuYeJmgubqCKROY5LyV3Ujku4riqn/jryR9bFn/AIh0z62Syi2+uW/qEoSrjhz5fCUY
HwocVTPTtT03UrVbvTruG9tWLKtxbyLLGWQlWAdCy1VhQ4qicVdirsVdirsVdirsVdirsVdiqRf9
N1/26/8AsYxVHaB/xwtN/wCYWH/k2uKo/FXYq7FXYq7FXYq7FXYq7FXYqw7X/wAovy91/U7vU9V0
xp72/KNdyrdXcIkMcP1dOSRSonwxVTp0LfzNVVC235G/lbbSTzQaJxubinqXf1q7NwGEnq80nMxl
Ry/V0YMR8JNNsVZV5d8u6N5c0a20bRrYWmmWgYW9uGd+PNzI3xSFmNWYnc4qmOKuxV2KuxV2KuxV
2KuxV2KuxVIv+m6/7df/AGMYqjtA/wCOFpv/ADCw/wDJtcVR+KsO80+TfNup+YrbVtG82z6JbwRx
xy6YIBcQStG8hLsrSRgF0nZDt2VvtIpCqlaeUPzDt9Oa1PnmSWbjCkNy+nWzMixW0kTn4mJdpJmS
Us7H7PHoxxVSk8l/mO1xG6ef5kjWFFlX9G2hZrhVCvKCTxVWof3fGgrWpO+KpjF5W81RapLdJ5ru
Pqc9y881i1tC6iIoVWGJ5ObRhSQSR14jYfEWVSrSvJ/5r2+pWbX3n4XWmWgiM8C6XapJdcZWZ1kc
l2jBj4pyViT12O5VRNn5Q/MNNRsLm+88veW1qrfWbNdOt4FmkMJiV+UbhgA7eoUPJSew2oqhLHyX
+aNsPSl89men1mT621hByMk4PpoYSWX04Xo4o9f2BxXFUTN5L8+vJIB53lW3mt7mKSL6jFyEsrTG
CWORZFdPREqDiPtcOorQKos+WvP31OCMeciLqN2eaf8ARtrxk/0dI1Qx1+FBOrStRuRDcAwoDiqF
/wAKfmcGhK+fAVTaZX0m1JcenEuxV04tzSR67j46U+EYq1/g78xA3Mee5WlWMRpI+nW3T6x6rs0a
FImZogIq8NtyOpxVUufKPn5pZZbXzvLFJIjRp6mn20qqPrJlQ8AUTksJMVeI5faPQDFW4/JnnGO0
S2XzlcMouFuJJJLaNpGUMzGIPyDqhPHap6EfZPEKo3RdA86Wd/FPqfmo6paoQJLQ2FvAHUQBCecZ
5BzMvq1G1Cy8fslVWTYq7FXYq7FXYq7FXYq7FUi/6br/ALdf/YxiqO0D/jhab/zCw/8AJtcVR+Kv
LfzJtNOtNem1l4/NENzJbW9pJeeXxCIytLpY4+T/ABluc/2enP0qYqk2nWGnWMdi8GmefI2itYoI
WPH1BEohdRIyPy2e65mMnjySReNF44VVp5rwQ3XoWXnd7rRkslgtbmeaOK8KEh6zwJP6jfG3rUqr
cVoaYq7yj5T8w3dqbSKXXvL8U9hPFHPc3883p3M0rgTG3+rWv70rAWLeoqrVaDlISVWU6d+V+oWt
xE0/nLXru3hh9NI3u2DtKxmLSyOPhcfv/gXhtxWpNMCq7/lfCwZR5o8xpGX5Kq6nLVRWU8A5Bcj9
9+0xPwrv8OKr9O/LGzsJITDr+umCCH0I7U6g6whfX9avBFQcgP3YPZNvA4qhrX8qniupJ5vN3mOd
edu1vCdRkVEW2RVo3XmZSrGSuzV6VFcVUD+TdsbX0T5w81NJtxuW1WRpVI/aWqFVPaoXpiqJ1b8n
/LuqanqmpXV5fG51fn9ZIeCicooYV9KsJKcEt1pv860XiqiJvyv0lr8XVvqep2UcCwJp1la3CxW1
kkCxoVtYwh9MSpFxk3PIM3tRVRH5WRKnpL5q8xrCCxWJdRKgBglFUqgYKvp/CAduTDpsFVtp+U1j
aX015D5j8wB7gQesn6RcI8lusCes4CjnJIlsFkZiahmHSlFUTZ/lwbQP6fmjzBJzWRB69+ZuKy+m
H480PxUjPBjUpyYqQaUVQUf5O6QhWQ69r0l4okH12TUGaassYi58itPURBRZAOQ8aUxVFat+WNtq
a3EU/mLXUtroETW0d8fTKsYSVAZGIBFvTr0d/wCbFWn/ACusDM80Wva5bySxCKZ4L9ozIVgEHqSE
LV5OK8uTVPLcYqqXv5a2l99fW713Wp4b+WSV7d7wmGNJW5GGOPhwEamnEEEgCld2qqvn/LqGXS59
OTzDrsEc88c6zxahIJ4lij9JYY5SGYRkbsNyzbk1xVBTflNaS+lXzR5lRokROa6rMGbggQktSv7w
jk/GgLfRirOsVdiqRf8ATdf9uv8A7GMVR2gf8cLTf+YWH/k2uKo/FWLeYdS/MGz1lH0bSrfVdGAg
SS2LrBclpGcTSrPJMECwqEPD0SWrs2KpddeavzLe2T6l5Ttk1JZYWn02fU4WkFrJEWeQsgon71Wh
B+LccqEVxVLtS/Mn8wNPS3ik8mW8ur3Qt6aMms2vrxmdrkEsSnxALahqqnGnM8qI1FU3k81fmCbZ
7uy8oxX0TRtJbJFqluDKPUZYikhXgRKnCTegVSd2ailVDWXmn80bi21BZ/K9rZXkZePT1e/glDyJ
6PFWWN+siPLLTkvEKFNa8sVW3nnX8xf0bcyaf5Stri/s7xba5hGrWxRYkVXmmZiE4DqEVqPSjMo+
ziqKtvNX5h3MrInlARwi8eBbqW9jRTBHNFGZvTZVkoUeQqRXl6dRs64qoP5y/MKOOykfytbK1yjK
IW1O2Uyzm1SaMQv8QoZucVKN051p1VROoebPP9nDdznyhCbe3MpSV9Wt4g0ccJcOxeMKgeSkYqdt
2agG6qmvnLz5HA9xqHk+PTbZChaW61a0VQjXHpHkUV1DLFSUitP2Q3LFXDXPzSn0jTblNCs7LV5b
mYaho1zOknG1DERvHdRS8dgV5t6bdfsDpiq6Lzh57mQiPyjEboJ6jWZ1a2MqD6w0I5hEdR8CM+zE
cgUrUVxVE2fmHz5Pf26SeV4k06YRl7xNRhcRh5VDMAEq9IXL0AHxKVBIIbFUrm86/mZJLHFY+S4J
LmJUfUbR9XtecZkjQqhKglfjeSjFTyEZ2+IEKoi480fmjBc33DySl3bJetBp5j1O3jke0Qf70uJB
Qep1RPtdmpTkyqC0Pzt+ZGqKl1H5csnsZZYDayQ6jbTC4tZDJ68ySRSyKPq/7pTseRrTr8KqJ/xp
+YUks9pB5PRr+JIXkhOowqIjKIa7uqesi+pJ8afCTGyfaxVq580/mpBwP+D7eSMTziRzqMEdYVjr
bKoYmjyysIy1TSlePxCirbebvzHntQLXyrax6xFKfrWkyapBI629YzFKZIwOHqj1VFVNCtdxiqFv
vzE/MSzktYZfIEplksJb28KagjRQSJJIiW3rCExyySUioqEt8Zop47qst8p6xrWr6Sl9q2jtosso
jeG0kl9WT05IY5CZBwjaNld2Qowr8NTStMVTnFUi/wCm6/7df/YxiqO0D/jhab/zCw/8m1xVH4q8
z/Mj8t9Z8w64dT0zT9EuH+qJbGXVWvhIwpcrJGwtmVRHSZOJX4t3rUUGKsXtPyd8ztrt0To2hWFr
amJ7a6Bu5frYkulu5EZxMJecMkfwu6DrSjDdSqYaz+T2v6rcaTNd6doX+4yeG2ieKfVEnh0q2uTN
HFC5k4tJxoAHUKu9DQjiFQWn/lF50k8tPp93o/lqzlmoVjhm1R/TDQx2p5l5JQXjtvUQCrITx7A1
Kt2H5Ga1BbX8lzp3l+5vrt4kEZk1FLZooIZwkkqIygztM0LOVUKRzNORqQqaXf5TeYp/OR1VrXQZ
9KmuVluI5vr4uBHLFxumT05FRpGLyKnqcgteS8SzAlWO+Xfyz/MPTtVtL+HyzoVrLfST3V3JLNdy
GzvYVuEglKrdPyjlEtfhaRhzIPABeKqbat+SWryRPpulWGg22kgvZ2ryy6rJNBp5kklHwev6cs3q
Xcz/ABUUfZ+IN8IVC+XvyO8y2MlnZahZeXp9IjNuL2YPqX1uRF+rm44em1vGrPJaiQFgd9j8Ipiq
vdfkx5meZjDaaCbW7naTVraR78i7Dtay85JDykV45Yp2RYyifEKghnGFWr38sPONvc6LZ2Xl3y7d
WaTRTXVy81+ogkis7ZJJf71Gq0luyRcI3ovDkF+IlVDWH5CaxZXU9xBp3l+KdrSazhuUm1ZpPTls
prUo4kldBXlEOaBSF5kb0BCo1PyS1aPRpLJbDQZLmG2gsbWaSTVFWa2USvMlyIpo6/vHjpSvLjya
nwKiqFvfyO16SwiEOjeU3vatHP6g1VYTCwYkbTO5q5UgVHEjkCeVAqmt1+UWr2l/AdA0zQbe1tgk
dvNLJqHqxrHaemrpCzTQc/rE05PINyQjkS9ThVMvKX5I+VLPQY7TW9Fso78SvLN+jLi/FuS0kUil
fWmMgobaL4SxFVqKciMCpu/5Nflo8krtoiETXEF1JF61x6RltEeKH916nphFjlZfTC8CNiDtiqhB
+Sn5fwXjzx2k31eTTxpclk9xLJE0CypKh5uzT8k9JVSknELtTFUev5Ufl8qwgaPGfq4gETGSYsBa
lTEvIvUhTGpIPXiK1oMVQcH5K/l1FeXt8dNeS+1C4ku7q5e4n5NNI8j8wqusalfWYLxUbYqzjFXY
qkX/AE3X/br/AOxjFUdoH/HC03/mFh/5NriqPxV5n+YPn7zToWu3en6I1hNLHZ2t6Ib9bnikJne3
mYehH8TGSWCg9Q7V+GtKqseX81fPVzNVL3SLaGaFv3P1HU3ntnlW5a0klJX0whWJPVYeoAKuBwIO
FUJH+el1Fp0wvPMWnpqVlGi20g07URaXNzxmEyXbJDM6rGnpy/uQtWGzcCQAqbW/5r61bLYTeYNY
0tPU+uyJb6Za3qtctB6sEUJa5WVAhmt52b95Gx4pTYkMVQV1+b3mRvLdrqf+INCtnN9FBNdxWOqN
aUeF51irLH6j+oojNUA+0wqCtWVRlz+a3nGzk+o3lzo0Or2ouob23+p6kyT3Nsk0jfUmDcTHGqxB
zIy7k/ZDJVVZZfnBr6X08Wpalo6Wdnbvd3t6tnqAjoLlbFYoQTzLLcEB6gj41ZSRUYqgrP8ANz8w
prvTI9Rm0bSw8tqLnlbai6z/AFlpV9KHish5PGYpY6svRiaqrUVRKfnRqlzcuItb0T6tZ3Z+vGK2
1RKW6XIiSNbieAwM8pkRHOwXdgSDVFVQ/mb+YUF1ci+utDjj04LPdxxWmpOXtvQFxPQqXRZo0DKE
aTqr12XZVZpP5s6zc6bd+vr+nxtHbs5mfT75bmCe7bhZgxrG0bRpIGV249vD43VSmH88PNaa1ewX
es6JFZ2sCtb3BsNUa3nkuLf6yp5Rqzr6I41VuPwtT4m+IKptD+b3m240u8urK60i7urTWnsLm1jt
9QaSO2eQJbkIF5F2WC4YsocE8QN6qFW5Pza80aVo8N/qWraDPDcs1nphjttT9W6u7a6jScFvTjQc
oC3E8FT1CN+AOBVtr+anmy3tjLf65oMr2yzz6kYrTUmigR0mlgjDrGvMxfV+L0+IfErLyHIlVG9/
Nj8ybG4vLS5t9PbVYbUrZwwwXLWkt1+mV05mJDvMwWGsiqh5EVJHYKoeH86/N1zph1oS2VjZWOnx
T6lPd2k4sRNeygWtVge4vFb05FoFUqxVtwrK6qqw/O/zhdXd22mro01mhiSzgk9eO6kczWsUxaso
hHA3XHhz5livFWAJxVEyfnB5pOmRXY1HQ7WRoGM8dzYasQksMYnmZWh9RXVY0lPENVfgq1W44q2/
5jfmTz1hLK/0HVNQ02OzV7G2tNRVEe8nijidmlKBuSyuSFmJoooteVVUq1388/Pcd/bT6PaWR064
toZ4Y72C4iZknh5FpCHKo8c1tMD+94KjKWNFZ1Veo/l7qvnTV7CbUfMSWEVrOR+jYbOOWOZQjOkp
n9SSVfiKgoBQgfaAb4QFR/8A03X/AG6/+xjFUdoH/HC03/mFh/5NriqPxViPmT80/KflrWpdK1t7
i0MNot814IJJYPTeX0eIMQkcuGIqOHQ1xVDaj+c/5e6fp5v7jUH9H14LcIsEplJuoknif0+PMI0U
nIMwFaECpFMVW2n5n/lbZ3V5BZXKwzyPLd34t7C6HORZxaSyyGOCjP6qBCTudu1MVVP+Vx+QGure
1ivZpZbiOOcBbS6HCCVDIsz841+Cn2qVK1qQBUhVD2/53eQbgSNDcXDxw3ItJZBbyBFf0xJIeRHx
CLkFcLVgabUIJVTFvzV8ipE8r6hIixym3cNaXYYSrAbho+Bi5cliFSKbH4ftbYqo2P5ueSL3VW0y
K4uFuK2yws9pcKkjXhQRKp4VU/vkrzC05V6A0VUf+V0/l2zXEcV9cTTWyNJLClhflqKORArAATTe
lem52BxVGL+a3kI2lxefpJha2t09hNK1tdKouYoZLh4xWIcqRQs1VqPepFVUBD+dv5cywXVwuoSf
V7SBLySb6tccDauUUTKQn80tOBo+x+HFV95+dP5eWepS2FzqDxtE8cJmFvO8ZmlUOsYKIzV4sprx
470rXbFXXf5t/lxJSGa7a4jDTNOrWlwREbFFnkMiPGG5REqKKpYPtSqtRVa/50/lz9T+uW2oPdl4
0eKGK3nWWRXMoQASpGBvbyfaIpT3FVVWb84/y/iSzpfSyS39v9btbdbW59RofVeHk3KNQn7yJ1o5
BNNu2Kq0X5seRzY/W572S142z3ksE1vOJUijaJGLIqPX4riOnGvIGq1G+KoW4/Ov8uYGblqMhjhn
a1u5Ra3PGCZYXn9OWsYIfjGV4AFuXw0qDRVT1H84Py8jFst3NJJHPfTWtsWtnYGXTwks0wBFQsLS
LvTly+yDSuKtw/nl+Wks8kA1OUTRyQw+n9Uuy7S3IcwoqLEzFnVKgU7gfa2xVF2/5t+R5mdTdTRl
ZxbITbTurs8gjjKtEki/vGPwgkNSpoADiqnqP5xeQ7KC5l+tz3LWoPqxQWtwxqtx9VIDMiR19b4a
cvfpirIvL/mXRfMFrJdaTO08ETiKR2ilho7RpMBSVUP2JVP4dQcVTPFUi/6br/t1/wDYxiqO0D/j
hab/AMwsP/JtcVR+KsM82eQNV17Xl1ODzVqej2qWElounWErxRG4fmEuH4uA3FZDsFDEhTzHHFVl
r+WUi2VjHd+addmvbUxvPdRX0kQmkSOJGDITJ+7Yw8uDM1C77nkTiqFl/Jy0khhjPmzzMJIGDpcH
U2eXl+8BIeRH4VSYoeHGoA774qmsP5eWsX6LJ1vWJZdJd2huJLxmmlWSRZWiuJOPOaPkg+FzSm3Q
CiqFtfyq0yzDiy1vWrUSrIsoivnUMZY54+XGhCspujIpUD41VjUg1VdJ+V6PeS3f+KfMYdyGiiGp
SCGIiX1fhjACsP2CH5Djt74qoaZ+U0dnpslpN5m1y8kuoJoNQuJrsM05njVDIeSMQ8fpr6RqSoHG
pUsCqiU/LC1i0d9Kt/MWvwQlYo4Zo9QcSwrCJQoibiQoIn32/ZT+UYq3aflnb2/qqPMOtyQSmVjb
NdosQMySJIeCRIDyaYyfFX4wD2xVuD8sNLjgnSTVNTuJ7lLRJ7yeeN53FkrorM/p7vIkrK7n4qU4
lSAcVSvRfyJ8k6U1Ue6u6JGiC7aGXgYVt0SRD6QKuFs14sPs8m48aiir0ONWSNUZzIygAyNTkxA6
niFWp9hiq7FVO3tre2gS3tokhgiAWKKNQiKo6BVFABiqpirsVdirsVdirsVdirsVSL/puv8At1/9
jGKo7QP+OFpv/MLD/wAm1xVH4q8x/MHyV5n1HzQmq6IkqLMNNt726tbo2l0trFLdm6ELiRPiCzRl
ajc13I2CrF/K/wCX35tw6jZtqE8sIuUNvrlzLd+uJYhZpFzf05kd5OTyiNmVuLcWI2qxVE+Y/In5
nfUfK7aXPqk19pjzXV8kuqJOhldv3SPIzWTScULDZdlbiCepVRfln8u/PFmOeqX2qXEt+9/EU/SN
LextjEYbZZIOb+uGLF0CuPTr15VOKoGXyR+bFtoUlpp5uVctDCtoNRPpraRWol4xBpQqu94Xjlr8
Pp8QooMVZD5Y/LnzRd2dw/mjzBrdrcSPMIbe01GRFWNqRoxdZJmMg9L1RxIUc+JDUIAVNbP8pbGz
e4a28x+YYxcyNM0a6i6xpJJMLiRkjChFMklS22/Jh3xVFH8uB6FzCPM/mBfrAKI4vyXhUywyARMU
O6i34cm5NxZ6ksxOKoZfyi0WK6tbm01jWbJ7UqVW2vWiVwGRpFkCr8SzGMeoOh7UxVSu/wApRNr1
3rEfmrXYnv5JWubcXY9NI5EkCR2vFUaH0TL+7NW4iopU8gqjLv8ALOK5hlhPmTXYlmvYtQaSK8CS
c4edIufpn9yfUX4P8hd9sVS66/KCSXUBdx+bteVIQBZ28l7JKsPKVnmYOSJC7ROYkblVV68htiqI
v/yls77zBb61c+ZNed7a4NzHYm8Q2m9z9a9IxGI/uuXFeNfsqo/ZBxVXt/yr023hnt4Nb1qO1uLe
eBrZb0iNXuTV7hVC/wB6NuP7I68asxZVuw/LMWcU0Z81eYrkTwiBmuNQLspEyzGVCEXjIeHCo24E
gDfFVG2/Ki3trBbKHzR5iWNRMTIL+krS3CuskzyCMMz1k5ivwhgCB1qqoaz+U91eRyLYecde043F
1FcXBju32jTn6scAT0vTMvqVLHkKgHiaUxVXg/KbT7eSJ7fzDr8PGdLi5Cag6/WnjCgfWGC8nBCk
NQgtX4iaJxVZrbQ+hbxQ83l9JFT1JDyduIpyZu7HucVVMVdirsVSL/puv+3X/wBjGKo7QP8Ajhab
/wAwsP8AybXFUfirBPOv5iaj5Z1uO2Nrps+nyJbl5bvVbXTZovWkdWbhcE+ovGNmX7NeLAV7KpJa
fm5r50zVH1O10jTdRsTEsdumqWl7J6hcieBoI5oi0ixwyyKPUUt9kCqmqrp/zp1eL6lFFoNlf3F8
qrALTWbSQGd90RlQSOivG8ThqED1ACe5VVp/zT852tvc3s/l2wFi9wsWmTXOrRaek0awlpyj3MY9
UIyM6uqgNGa0qpqqpP8AnLrnxoui6XE0UN2080uvWaxrc2qFvRTksZlB5RhnFFQtRiKHFVCf88ta
tUufrnlm2t5oOKx2/wCmbWSSWT6obiRUWKNzxR2jj9T7J5g1/ZxVFXX51yw3cnCw0ltM/wBJFvfy
eYLGMSNH631X4AH4C59AU5sOJLA/Z3VQsP56anKyL+gbBDN6zWjvrtokVysTekvoSvGsbs8waMCo
6chVdwq1N+dur2sup2k+maU13Y3UsNq7a1ZW0d3Gs6KqReu6n1FikbmSaBk7FggVR8v5uaqDbq2m
6baiVw8jzazabW8Ms6XTKHMPIxi3FeJIBbfZdyqU/wDK6/MV5EJLK30S2Nmgl1uGbU7eZ7VDPbqa
8ZoK8Ip2BYV/eALQN8JVTiX80NasLDlOmiardLNMtxLBq1rYQwRGbjY+qJpLhg9zEGcUJ3FMCpbp
3563lxqWqw3FjottY2kzRWd5Pr9nD6gPD06qRI1HVmk5rtxBABI3VRV1+cPmBEjmt9E0l4SbgyLN
5hsIysEQhaO5LqJF4SLN0FSu1aVFVUPefndrlvcQKug6bNb3JCpcpr9kYlpbpO7u6q5CfvVWpUCl
GJo64qnbfmBruqeaLOx8qRaZqmjyQxy3l0l7azTRssoW6URxXPI+mkse4UgMfdcVXXnmr83Usrk2
3kaGS8iCfVh+lLcpKX5qxIIj4emQrFeRqDxBrviqJj80fmcVtWfyQis9jLcXSDVLY+ndq7CK1VuP
xF40DcqcQXA5fCTiqy88zfms6vHY+S4IpeC8bi51OFoxLvzHpxqHaOo+FqqxBrxB+HFW081fmlyY
yeRIhGsBlHDWLdnaUUAgCmFVqW/aLBeO9a/DiqzU/OH5mWRjkh8jfXIZDIrLFqUHOMrIyRFvgJIl
HA/CtEqeRoMVZBomreZ7u/uINV0EaZaRoWt7sXcVx6jetIgQoiqyExIkncfFx6jFVv8A03X/AG6/
+xjFUdoH/HC03/mFh/5NriqPxVhPmPXfy0TzfHouv2VrNrM1vbGK4uLSO45LPdfV4IefF3FJpAaM
Aq8q13xVKZvPP5DTzLNP+jpLieD9Jo8mnOZHiKyN6wrByJCiSv7Q3r1xVDr+YP5Apb291BHYNEZY
be3ePS5AA85McaqfQAG1r9yD/JxVUX8xfyUbTY9Vt7SGeBXXU2kj0x6xNLKlrLdszRKodNvUYNz4
jbltiqp/in8krQ6UkGnWgi1RZ47J4dKYIInCrOT+4UrG7MqNtQk77A0VU7vz/wDkg2or9Ys7eWeW
JZxdHS3clZUjYj+5MvLh6XIce6/ytxVVX8w/kQqupsdPKWTGI8dJdljZLhoyoK25G00zHb+Yt0Nc
VXnzP+S1pFpa/o+zitH4T6M6aYSokEtwQIY0hMkciSQSt9gbmoNTiqw+Z/yLu7D62LPT7i0mn9Es
dLajSzR+s324BX925Zj8x9rbFVz+dPyQlBgeC0daFJI20qYhEuJnib1AbeiI8zOrFqDkTXriqB0n
zb+Ql7bXQt9HtIRdy/VL62OjOTNIkjyLG/pW7pNV7cuoBb4gP2qDFU90y+/KPXy8+nadZaj6Ri5z
x6Y0oAkJhibn6BHH/Q+PKtFVVqQOOKpOvnz8g7rSpb9obF9MEbl5X0uQo0UUiK3w+gTQSzD4SK1q
QKb4qiT54/Jj6vHqdta21wdRkYs8enMsrcbiG3nllEkUbfun9Nn5fFRagGgxVAaj+Yf/ADj/AKZE
ZZrazV45EheAaTIkyNIxgoyPAjLxFoeQO/FB/kgqojRfNP5I6FLPeaVDFaXsiXeqsFtJ/WCempun
hLoQkfGHcRsIyVam4bFU7sfzn/LW/wDW+qax6otovXnYW10FSM20l3yZjEAP3EDt9FPtbYq1c/nP
+XcEFzP+kXkisz/pjpb3HGJRci0dmZo1X4JW3APKm4BGKtt+c35bLDayvq/Bb2GS5tVa2ulkeGH1
ebiMxc6D6vJSo3ptWoqq1afnJ5AutXj0qO+kW5nvX0y2LwTKst3EYg8S/DUFWnUVYAdT03xVCy/n
p+X0bCJri4+ti3+sy2n1eQSxhnjjjRwQFDSNMvCh4kfFXiQSq9AxVIv+m6/7df8A2MYqjtA/44Wm
/wDMLD/ybXFUfirFfMPlfzbfatJf6R5rm0iM26ww2f1WK5hSTkfUlKuVDkrTjX7LCtStUKqVX3kj
8xLq7u4X85JNod4kymyuNMtZTGXRlQfGGWVeb86NQDiFoQTRVF3nkTX2s7600vzLJpMN4UdVtbS3
j9KQGMyyIU4Nym4vz36sCOh5KrZvK35ltc2ixedilrH6rXjnTrQyy1iijiRV48V4ukkpavVuPHiN
lVPTfKf5ox6xHc6h569bTYZICdPi020T1441T1vUlK84/WcPsn2Qdj4Kr4PK35nNbg3XnVUuCkfJ
ItNt2jVxOZJPiPBmDQn0duJFOfXFUPpnkHzppDFNO81AW0s1qXhayiVUhhEjXVBV/UlupHBeR/iH
8xoBirUHkHz7CXVPO3G2W1S2tbSPS7aOCJlhMbyekriN+ch58StB9npirJvK2h6lo1nLZ3eopfW4
kLWUcdrDZrbxU2hVIKIUXttXxJ7Kp1irsVcQGBBFQdiD0piqyGGGCFIYUWKGJQkcaAKqqooFUDYA
DoMVX4q7FVF7Gye7jvHt42vIVaOK5KKZER6FlVyOQDUFQMVXxQQRNI0UaxtM3qSlVALvQLyanU8V
AqfDFV+KuxV2KuxV2KpF/wBN1/26/wDsYxVHaB/xwtN/5hYf+Ta4qj8Vee+efLnlTUfMhub/AMy6
h5c1NbKKNrizmjsl+rrO5ULeSwsULyOQ8cco50Usp4qQqmeha15M0C0ltD5qOoLLP9YSTUL1bqVE
ugXjVJD8XoBUYqzE0AarbHFU1Xzr5SaFZTq9rGjFwPVlWJh6YDPyWTiyhVIJJHQjxGKtz+c/KcCX
Dz6taw/VXkjnWSVVdXhQySLwJDEhFLbDpv0xVZJ568mxW5uJdZs441BLh5lV1AUM3JCQ68VIY1Gw
3O2Kr185+UDDFMdasUjmhW4iL3ESEwvTi9GYHieQxVa/nfyhG90s+sWtv9SYLcvPKsKKWEZFHk4q
39/H9kn7S/zDFVV/N3lVJBHJrFlHIziJY3uIkYuzFVUBmBJYqQPHtiqmnnbyczlP03Yq4n+qAPcR
pynqy+mnJhybkjL8PdWHUHFVl1578mWszwTa3ZieOOWeWJZkd0ig5eo7qhYqqlCKnvt12xVM7HVd
Mvw5sbqK59OnqCJ1cpyFQGANVqPHFUVirsVdirsVdirsVdirsVdirsVdiqRf9N1/26/+xjFUdoH/
ABwtN/5hYf8Ak2uKo/FWK+a9U/LmPU7XTPM8tkt9OqzW8d2oFUjcspLsOIQOh+0eNfniqjNH+UUS
+lJFoO0ACwBLRmMEReAKkagsyqXeMKB1JUdaYqrgfldeSQ2pXRJ5dQjb6vbMLVnnjlRC/GM/E4aP
hy26Ur2xVaJvytuStry0WY3PJEib6q3rUT4woP8AeUT7VK++KqdrdflNfGAQNocr3rSPbxkWoeZv
TRZGRGAZqwhKkDdOP7NMVaF1+Ul1cSWwbQ7iWKBUnAFq4SGcgIjtQqokLDipPxdgcVUZpPyc8wJL
HI2h6ghCwtKDbODzKcUSYdTySPZWqPh9sVae7/KDUb+GaUaVLewHnH6scasjIyKpdXUcXUzrw5Co
D1GzYVRMh/KZr0JINCa8XjP8QtC4Jd0R6ncEvI4U+JanfArU8n5SB5ZZjoJkZJUlY/Uy7JJJxmU9
yHlNGHduu+Koux1ryBpyXN1ZXthb/WmSS59KRA7uqejGDGDzrxh4qgHY7Vriqv8A468qCO1ll1BI
Ib0Tm2mnWSGNhasVmJeRUVeJH7RFeoqMVRD+bPLCMFbVrSpLKKTRmrIgkZBQ/aEZ5cevHfpirh5s
8rGR4xrFj6kSGSWP6zFyVAASzDlUAchucVUJPPXkuMVfXbALt8X1mIr8SGQbhqf3al/9X4um+Koo
+Z/LQFTq1mBzEVTcRf3hf0wn2vtc/hp47YqoW3nTyncwmaHVrVkEcUprIqt6dx/ctxajUk6Jtudh
irv8aeUBCJn1uxjjK86yXEUZA5cPiDspWj/Ca9Dt1xVyedPKEl01qmtWTXCDk0YuI6gBuFftdOdV
+YI6g4qqP5t8qoAW1mxANaVuYd+JcNT4uxif/gT4HFVj+c/KCKWk1uwiCir+pcwoV+z9oMwK/wB4
vXxHjiqvpvmTy9qk72+mana300aLLIltNHMVSQVRjwLbMCCMVQf/AE3X/br/AOxjFUdoH/HC03/m
Fh/5NriqPxVg/nz8qtL82yvdNdyWN/KIYZbpUjmJtYfUZrdRIPhWRpAz068VxVLH/JyaQwGTWYna
JIka4OnWwuH9GeKYD11KuEPpyVT7JL17UJtUQPyu1CS/jvLm/wBPa4tLhJ7G4Gk2fNAsgag+EFGW
JEhVgxIC8uuwVQNh+Sl1ZzxuNchkWC4eW2L6ZAZYoZJo5ngjlLllBCyJyG/FgDUKBjaoqx/KzWLe
5ilOq6eGtmHpTro1l6rKY2Rt+IKNtEKhjURjx2VUbL8mZ7aO9hGsQGG7c8QumW4kjh9ZpUhEpZpC
sQIWM1rHSqcTjaqelfk1qOnhlTXLP0gIhDGmi2arGdnuW+Jn5meZFkBepSlF2xVdN+SEJ1Wa+t9Y
eGKf0mltDAHRpIp45OdfUDfFDCsTUPTv2LarrT8oL2GMctRs/UtnjNqy6dblnEaozevI4eR/Un9S
Qh2eheu5AIbVZa/k/q0cDTjV7KDVbiMLcyrpVtNEshhpI0KuU4c7n9+3AKGP7INTjapne/lb617a
XVteWlq1pBFb0/R8cvqem4kLuJJGjLszSHlwqOWxrUs2rU/5a6vdQNDea5BcqYzAGbSrQH0nEAkT
4aD4xAd1Apy2+yuNq3N+WuqLYXMOn6xa2l1IyPbXTaTZzek6xJEzsGo0rssf2mavStQKY2qDf8o7
5rw3S6zaozmUzU0m05Seo7cVZyeXBYxCjRj4X9OpHxEY2q5Pyn1T4RNrVnIkclw0CDRbFBGksRig
ROPT0AftfaYVUmhxtVSX8sNc9Pjb6/bQH05AFGj2ZhE0nqt64hqE9T1HjYk1rwp+02Nqqxflfdxy
Wso1eD1LaCOEhdNtVjYw8PSf01og9Mx1RRspO3ajaoG8/KnX7ywKDW7GyvH5cpYtHs5ONbhZlXlS
JmVVUoenKtTvjasg0L8vtNsWum1KOy1Q3LpIOWn2sHAxyNIgHprvxZ+Qrvyq3fAqbjyl5VAIGjWI
BBUj6tDuGd5GH2e7yux92J7nFVzeVvLDBg2kWTB/tg28RrsBv8O/QYqqWPl/QdPMZsNNtbQxKFiM
EEcfFQvEBeCig47fLFUD/wBN1/26/wDsYxVHaB/xwtN/5hYf+Ta4qj8VYp5l8m65q2u22p2Hme90
iCCNEbToAGgkdXLF3BYV5KeNPp64qhLnyZ57flJB52lhuUjeK0kNlE6IH9D4pIfUEcrAxSfEw/3Z
tTjuqqXXlLztfWNxbz+bJbZrqKVHNtbxhondl9N4pVMTj01WnQcianwwq3B5Q85s0H6Q83y3KQxK
jLBaJalpFMB9QmOTephf4TUfGR0FCFS+X8vvO8VvqDWfnS5kvLhLQWDXCOUt5LVRyNBLRxMwq4ZT
XoeWKpj/AIa8/RzW5XzX9YhZx9fSS0hjqnCQMYjGOSksybBloBsa1qVUNO8l+e7axgtLjztNc/Vo
2WO4+pRCYv6aJG7uzyepwYOxDg8uW/2QcCr7nyj5+uCgPnV0iRWFI9PgRmYogR2ZXG6urNQAKeVC
NsVV5/LPnuRfg84tFIGHFl0+2ICfWGkYFSSCxgKQ17U5UqaYq3ZeV/OcUwmufNslxJWH1KWcSIVj
Ceooj5si+oVY1AqOXXYYq3b+WvOsM0bnzY0kfKB7mN7KE+o0YIm4ksfTWbb4V+zTbqcVWp5Y88BU
Enm95nQKvNrGBa0kLOSImjFWWijagp03NVV3+HfPpTifN4DFYwXTTYBRlSVZGUM7fbd42ANePCm/
I0VcPLXngTcx5vcISxeP6hbkE+orLQsTxogKGnWtdjiqkvlXz4ZV9bzm8luIlRoxp9tG7SCYyNKZ
EI3MZEdAKAb0JxVtvLn5hm7tyvm5VtYuTTL9QgZpi04dUIP2QkIMfINUk8j03VX23lrz0lzNJc+c
GnienoRLp9vH6VIDGdwTzrI3qfED0A6YqmHl3SPM9jc3cusa6NYinEQgi+qJbeiUQB+JR2qHarHk
K9q7YqnmKuxV2KuxVIv+m6/7df8A2MYqjtA/44Wm/wDMLD/ybXFUfirDvMXlTQb/AMw/pE67c6Xr
UNvyEdvdiEeioajyw7Fo+tdx064VWt+W8U9oY38za4/qKKTrejkFMKxMEYo3wvx5kb/Ea4FWX/5f
abc6fJpsXmDUIUtz6ph+so0SFmiaMSxBVrEGtvs1H2n332Kuuvy5tvqRhm81a7BJKY41u01D0peQ
QRKqHjTc/FxpuxwKjE8hQQevIvmDWl9arSs18WofVjlLAsp40EPDbYIzDviqg3kKK8tv3HmvXQrC
eMzwX6kkSGdSK+mygxG4IUgVHBKn4cVVfLv5f2ejXlrcw63ql8bFJIUhvLiOZP3qRCQuBGp5sYuZ
NftMx74qyn1oTMYPUX1gocxVHIKSQG49aVHXFWprm2haNZpUjaU8Yg7BSzdaLXqcVWi9szSk8Z5S
GFfjXeVa1jG/2hxO3XFWm1CwXnyuYh6bcJKuo4tVRxO+xq6/eMVV8VU4rm3mRHilSRJRyjZGDBgO
6kdcVctxbtO0CyoZ0AZ4gw5hT0JXqAcVVMVdirsVdirsVdirsVdiqRf9N1/26/8AsYxVHaB/xwtN
/wCYWH/k2uKo/FWP6v5B8o6xqZ1TUdPWbUCkcRuBJKjFIX9SNfgdRQPviqCtPyn8gWhX6tphj4fZ
AuLkgANKwWhlPw8rhzTpv7LRVqL8pfy9h/utIWM8Y0YrNcAusUBtk5kSVekLFatXx674q5fyx8ir
fSyvaGS6nkNzwaeYUI9EVVFdRRWt4yDSoI642qD0/wDL38qb1riCxtILtraRY7pY7qeUxyQiNQjk
StxI+rpVT4b4VV5Pyl/LeOSS5k0sIZX5SFrm5CMziRN1MvH4vrDilN6+woFWan+TXkHUJBJLZSxy
c7yUslxMavqK8Lk0dnHxClKD4abUxVEzflT+X8sU6T6WJI5yGnEk9wwbi8sm/KQ7criQkdN/YYqq
x/lx5GeSS7j05Xe6kjunnE0zc3SH0EcN6nT0jTbbv13xVTg/KnyFb3aXdvphhnjaJ0ZLi5ArAjxJ
8Ak4n93KynbcGhxVTj/Kj8ubS1kjTSI4bYs80w9aYKWdCsjuTJvVDuTiqqfyw8kNqMGpR2BjuIpp
rqsc0oSSS5XjKzry4ty2b5gHFULH+VH5Y6f6v+4yOH65HHauZbm4JaONPTSNS8pp8PUL16mpxVE/
8q78jWqwtPbASxv6qzvPJGzNHKt0S3B41IDwqxFKUXpQY2rdv+V3kSHg0GmlePAqRcXJqI4zGlf3
m4CN3+fUDG1TDRvKvl/y/cT3NgptzdlY2V5WKbsWCqGO5Lux3qd6DbbFU5eSNCodgpc8UBIFWoTQ
V6mgxVcSACSaAbknFVkNxBOvKGRZVGxZGDDcBhuPYg4qvxV2KuxVIv8Apuv+3X/2MYqjtA/44Wm/
8wsP/JtcVR+KuxVB6zo2l61ps2marbrd6fccRPbSV4OFYOAwBFRVRUdD32xV5R53/Ii2uXkfytou
iMJIEjZNWn1VSZBOZWIktZxwXvQLV26kBRVVKNU/IjzJe+nKmleWre7guku4Zkn1YkSpIqeoavUk
W0SAJXjzqT44qhPNH5NfmHfW89jZ6N5cWO5lknnu4JLyFo1lWSAR29XpyWGaSokjKDn8O/RVU/5U
l50tYOf6D8rXYs42aztoJtZSQzxWxt7b4pboR8VovKvatPiAOKqFj+Q/nDS5Us9O0Lyu8ECSmK8u
bjWD19RoEAW4LB0kmf1GCAFDsa/CFUTH+R/nO3l9ey0XynHdWqI1isk2sNberMI1uQwMztxVLZBG
AoFDSlK1VVE/ILXBqDaidI8sesplMFr6urNADMzJLIaycuc0HFW6qrfEATiqyx/IrzjYQNBZab5Z
ht2hetul3rqUmeJVJEom9Ti7g8/8n3JxVETfkLrFxKj3Ol6A/pGKBGF1rBY2cUwnWFvVklrwepAH
WgGw6KoSP8gfMyHUo/0N5VNtqcSzTRfWNc/3u9OWJ25etyETid68SO21VBxVRt/+cdPM/wCmbua8
g0GbTNQhjW9t459UhLTROeLKEYOoaM/HSX4mHQCuKo2D8j/OC3908uk+VWtL5YHvE9fWmLz2srCJ
grSkKBC5HX7W9MVWj8hfMsmjmCXSfLC3Ez3Nxd2iXGt/VnuZvSZJVl9dZV+O3jLDwBA+0TiqtB+T
XngzE3WkeU3huEMd5S41xnYXM0E12OTzGodo3KV6Hj2LYqgtX/JTztHZajd2nl7yxeahIJJo4Pre
tFppZ2InHKS5iVWkijioeQ+Ku4G+Kqf/AEL55iAaaHQfLPqwW0drpaXN5rI9OF+RmimWCRVNPUah
q5J3LYq9Y8pflf5P8uXUeqadpaWGrtGwuDb3F08PKVI1lCpI/EqfQTqnavXFWX4q7FXYqkX/AE3X
/br/AOxjFWKDXPPQfTF0PUvLKaCtpa+qt/LcG95BV9YD0mEQ+GvH364qiLnXfzEMduLbVfKiy1jF
08klyVpQ+qY1WQe3EE+NcVVhr3ngXqV1Pyw9kJf3lJbhZTD6j1p8TKH9Lh4jlXtTFWV/p/Qv+rla
/wDI6P8A5qxV36f0L/q5Wv8AyOj/AOasVd+n9C/6uVr/AMjo/wDmrFUv8w3Oj6vod9pkPmBdMlvI
WiTULO5jjuIWYUDxtXZhirCrv8vNLudUlum/MvXo7SeOVZLSLV1jpJJcCdXiZOIQIOUYUL9igqAN
1UNYfldo1vbejL+ZevM6/WI4Hh1aOIR28rt6cahhLQxxlF5AgEqCFUUUKpjP5B8szymSTz7rhAku
ZYkGtACNrmJYh6bAc19EITF8WxZq1DEYqltv+VukizuILn80vMksksqtFcR62Injjj5KiCvMEsrD
1GI+JhUBemKpiPImiiNox+Y/mAK0tzMT+mIS3+lIqcAxjJCQ8OUQH2WJO+KobX/y60rVY9QdPzJ1
u3vLtnmt2GqRfV4JyP3RW3iWAcI3AYIGXfoQaEKub8tNAMdyo/MrzHG10EEjx61GrKyMDzQ+mSGI
HE/5O2Kq1h+Xnl+xure5j/MbzFK0CKrR3GuLPHKyyc+ciSKy8j9kgUXj26kqpfa/lXpFrqUlzB+Z
/mAWzRFVtTq6EGdkZHmkNAHJBUj4QeQryNaBVCr+T+mgmT/lavmFLme4eW9mi1ZYzJEaiONaEkNG
oReTFh9qijkOKrJtF8oaHperWOpN5/1rUHsWlY2t7q0UltP6wIpPCqIrhOXwUpx+gYqzX9P6F/1c
rX/kdH/zVirv0/oX/Vytf+R0f/NWKu/T+hf9XK1/5HR/81Yq79P6F/1crX/kdH/zVirv0/oX/Vyt
f+R0f/NWKu/T+hf9XK1/5HR/81Yqkf6c0X/G/qfpC24fozjz9aOlfrFaVrir/9k=
uuid:0db67b9c-6d35-4b67-9c15-5d49b03a1538
xmp.did:2373733e-8cc1-f34d-9566-cbfe9fb65144
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3234e68f-755c-47df-b123-7130f84d4780
xmp.did:1f31aaf9-9da4-744d-ae3d-58233b44e01f
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:b49abd25-0750-2841-a517-bc698b7fd96c
2019-03-05T14:26:56-07:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:2373733e-8cc1-f34d-9566-cbfe9fb65144
2019-11-08T09:38:10-07:00
Adobe Illustrator 24.0 (Windows)
/
Print
Adobe Illustrator
False
False
1
8.500000
11.000000
Inches
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-BoldIt.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
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
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
10 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWr}Ẉ\03ʃW&^V֩DB$l`Ҋ Jpj+{!LgF\wWRJ,d'd<}>P]Gg')6B
_Je)<ԋOoVS
B¿t{mpep^]fڋ_oO7ol .~}W/"+-ފ?ey!9U5ȥF:űeK'.XeP?@B\f/ZC-Ztw_UT(wUzȔkQ'qb>R1v
qV;TDq}S/rg袻NL\Q
k e+mZϣ~qӲ}̃w.'LR&e
fLw!DvtXf7kSM,8|YA.&Y̋Ԯ˗SCfd`ŘUlpXs!ضMUfkH~$ҡCqyA^Xl?7m[^pspޱL/2)Q,!LnFg% D,̿IY:KgMo!~ÀU{%mSsVE3l|IO؊SF9
,_
43
ŀE*Aʱ2M܋[簘o{'X33۷,Wj1#ܤ ϨIs>*m
ͷo$L'}B@H93R~4$aN23wF\}ua#bƥ$u#[ᑛЍcM
레ZM(@HI'&!VTr+~P̜4`?j819-Ye\Y{8@}ľ#E@_e2M@ odxntDQ"unQpc<9պoucnh_b(O
H Vzb{L5Hh!R\l~ fG~⟎UC-Cy۵ZONu>gѡL+EŗE&a%QW窂qn`=T/t%P>i&78z)$!ϧ