%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Days of the Week Printable-11
Adobe Illustrator 24.0 (Macintosh)
2021-02-01T19:08:40-07:00
2021-02-01T19:08:40-07:00
2021-02-01T19:08:40-07:00
192
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4qwfzT+Zkmia8+kQ6U
19IqowZZirEuvKnARv0HvmJl1PDLhq3eaLsYZ8XiGfCPd+0Izy9+Y+k6xZXc3pPbXVlH6k1q5BJH
T4GHX4jx3Ax/OR4DI/wtOr7IyYZRF8UZHYpjoXmYao06PbNbzRIsqx8uZdGFajZfb78q02v8QS9N
EC67/ucbU6PwqN2CijrUPocwhMnLj6Vd6eNaZhntyHh8QHquuG/tafANoW/8zrbXP1aO1aaYAF1r
ShIrTYNWmZGXtLhPCIky+50+p7QGOfABxEJtaTm4to5ihjMihih6ivbNhinxxEqq3NxT44iVVbDd
a/M+3s9Ul07TtPk1OW3JWdkbgAymjBaJITQ7E7ZvMHZJnATnIQB/HeHFy64RlwxHE235paY3lu71
e3tmkuLNo0lsXcIf3rcQwcB6jr2yufZU45BAnY9XI02eOXlshPK/5ry6/rdvpiaM0Qm5F51nMnpq
qk8ioiXatB1w6js0YoGXF9n7XKljoMt8w6zPpNmlxDZPelnCMiEjiCCeRIV/CnTNfhxiZomm3S6c
ZZUZcKQ6T+YM+o3sFtHpTBJZFjeVZS4QMacj+7HTr1zIyaQRF8TnZ+yxjiSZ8h3ftQum/m1pdydR
F5Ati1mpNsrzcjOw5fCPgXifhHj1zTx1YN3tTfm7ByR4eE8XFz2+n7VbS/zLF/oral+jjEVuTbej
63IGkYfly4DxpSmUZu0OCHFw9a5/sa8/Y/h5eDiv03y867020DzXJq920AsjEiKWaYPzAPYH4V6/
PHSdoHNKuGvO/wBjiarRDFG+K/x703vr36qEYpzVzQmtKfhk9frvy4ieGwS4mPHxLG1OMXotuNQd
jJXapFemVS7UiM4xV8bSMR4bQtzr4htZbkQc0jZUX4qcuVfY06ZVj7X44ykI+mJrnz+xxtbk8CHF
zQ1j5ra6nMf1MqiqzySB+XFVUmp+EfLL9J2gc2QQEefn+x1+n7SOSXDw/b+xiUf5zSSyLFFoheRy
FRFuCWZiaAACHcnOyPYQAsz+z9qjtK/4ft/Ymd9+adnp+v3Wl39kYIrWISNcerV2YxLIIxFwHxEt
x+175gx7NMoCUTdn9Lt4wsWnnlDzFfa/pp1CfTjp8DtS15S+o0ijq9OCcR4eOY2qwRxS4RLiPVEh
Se5jMXYq7FXmPmry151/x02v6HZrMEVBDK0kIFfS9Nqq7qe5zBy48nicUQ9NodZpvyvhZZV37Hvv
oG9P/L/zHCbi8vHSfUtUl/0to2UJHGX5sWrw5FnoaKNqZi6jSZZRoc5Hdc3auGVRjtCA28zy+7v7
2QW3lrWNM1ezuoJ2vo/7u4LUQpFsKfE7VAHQDwwQ0OXFljIHjHI+75uunrMeTHKJHD3e/wCScjT5
f0r6pjHocuVajrTw6/aygdnT/OcfD+7u+nd3e9wvFHBXVK9d0fVbq9keK2jkjYjhIpVXAAA3qVr9
Nct1ukyzmSIgh5zW6TLOZIiCE+0u2ntrCGGd/UmQHm1a9STSp8K0zaabHKGMRkbLtNNjlDGIyNlg
V35X856Hr97qHlpY7mDUCWdHMYZOTcyD6hToehBzpYavT5sUY5rBj7/0OJLBlxzMob2l9x+W/mIe
WNRLKtxrGoSxObZGRQqrIXYlmKpU17ZOfaeOWSIG0Ig7uRocBxkylzLLfIvkrT9CsLa6e09DWpLf
0r2T1GfdiGZacmj6qPs5q9Zq5ZJEXcL2c2UrZVmEwYt5D0LUtJhvVvovRMzqY15K1QoO/wAJbxzK
1WWMyKdn2lqYZTHhN0w/y3+V101prLa7p1btk/3Ffvx/ecZKn909PtcPt5pMelNHiG/R3Os7ajxY
/Cl6f4tum3ePfyRGheSfMtp5X+pz2nG7N68xi9SI0jMSKpqG49VPfMXU6PJLGABvfl3NWq7Rwzz8
Ql6eCuR52WReUNH17Tb5xcW4itZl/euWRjVa8acWPjh7O02bFM8QqJ9zrtfqMWSOxuQZNqVs1xal
EFXBDIPcZldp6U5sJjH6huHW4p8JS79E3JteXH/SedaVFeNPGuaT+SMvg3X73i7+nvb/ABhxeSnq
Wk3cmirbQx8pzIHdaqPHuSB4ZnQ0E46UQA9d2XV9qQlljUN90s07RdetnmpbgLNE8bkuh2KmlKN/
NTJ9nabNizCRFR68uTqtJpc+OfLY+79bAbP8vvPdpdw3UWmj1bd1lj5TQEckPIV/eeIz0mfaWmlE
xMtj5H9SY6TKDdfcmeuflv5k13zPqN7cxC3imgV4LgPGUa4SGNeBUMXClgwrTNbi1+PHjABvf7LL
0MJ1EXzZn+XyearXSV03X7MwtaAJa3HqRPzjGwRhG7GqePhmv1xxGfFjN3z5onV7MpzCYOxVRvL2
zsrdri7mS3gT7UsjBVH0nAZACyzx45TPDEWfJjsn5neRkco2pgkdSsM7D6CsZGU/msfe7Edjao/w
fbH9a3/laPkX/q5/8kLj/qng/NY+/wC9P8iar+Z9sf1u/wCVo+Rf+rn/AMkLj/qnj+ax9/3r/Imq
/mfbH9bv+Vo+Rf8Aq5/8kLj/AKp4/msff96/yJqv5n2x/W7/AJWj5F/6uf8AyQuP+qeP5rH3/ev8
iar+Z9sf1u/5Wj5F/wCrn/yQuP8Aqnj+ax9/3r/Imq/mfbH9bv8AlaPkX/q5/wDJC4/6p4/msff9
6/yJqv5n2x/W7/laPkX/AKuf/JC4/wCqeP5rH3/ev8iar+Z9sf1u/wCVo+Rf+rn/AMkLj/qnj+ax
9/3r/Imq/mfbH9bv+Vo+Rf8Aq5/8kLj/AKp4/msff96/yJqv5n2x/W7/AJWj5F/6uf8AyQuP+qeP
5rH3/ev8iar+Z9sf1u/5Wj5F/wCrn/yQuP8Aqnj+ax9/3r/Imq/mfbH9bv8AlaPkX/q5/wDJC4/6
p4/msff96/yJqv5n2x/W7/laPkX/AKuf/JC4/wCqeP5rH3/ev8iar+Z9sf1u/wCVo+Rf+rn/AMkL
j/qnj+ax9/3r/Imq/mfbH9bv+Vo+Rf8Aq5/8kLj/AKp4/msff96/yJqv5n2x/W7/AJWj5F/6uf8A
yQuP+qeP5rH3/ev8iar+Z9sf1u/5Wj5F/wCrn/yQuP8Aqnj+ax9/3r/Imq/mfbH9bv8AlaPkX/q5
/wDJC4/6p4/msff96/yJqv5n2x/W7/laPkX/AKuf/JC4/wCqeP5rH3/ev8iar+Z9sf1qlv8AmV5I
nkEaaogY9DJHLGv/AAToq/jhGpxnqxl2PqoizD7QfuLJIpYpo1lidZI3HJHQhlIPcEdcvBt1sokG
jzXYofPfnvzXdeYNalb1D+j7d2Syhr8PEGnOn8z9fwzT58pnLyfQezNDHT4ht6zz/V8GNZQ7JxIA
JJoBuScVYpqHncrIyWMKuq7CWWtD8lFNvpyYg1HJ3Kdj50v5bmOKa3iYSOqDhyUjkady2EwQMhTb
zJrsulpCIEV5ZuR+OtAFp2BHWuRjG2c5Ut8s65daoLj6wiIYeHExgivLl1qW/lxkKWErQuv+aLzT
782tvFGwVQWaQMSSwrtQrhjG2M5kFXs/MNxPoFzqBjQXFuSvEV4E7EGla/teOAx3SJ7Wl1j52uWu
UW8ijW3Y0Z4wwK177s1ckYMRk7068waxJp1gk8CpI8jhU5VK0IJrsRXpkIi2c5UEF5e8y3mo3UsN
xHGqpEZAUDDoQN6lv5slKNIhMlKj541Wu0MFO3wv/wA14eAMPFKpD55vgf31vE6+CFkP3kvjwJ8U
sl0nWbPU4i0BKyL/AHkTfaH9RkCKbIyBQXmTzA+liKOBVe4k+Ih6kBBt0BHU4YxtE50gdG83XV1q
EdtdRxLHL8KsgYEN26s3XphMWMcllMdf8xR6XxiRPUuXXkqnZQKkVP3dMEY2ylOlTRNdh1CxaaQr
HLCP9IXsABXkK9sBFLGVhI3883AuX4W6Nb1/dgkq/H3O43+WT4GHisuhkMkKSFShdQxQ9RUVplba
uxSz38qfNd1Ya1Fo80hbT75iqIdxHMd1K+HI7HMvSZSJcPQuh7c0McmI5APXH7Q9szaPFPlbNA+p
uxVCaukr6XdpCKyNE4UDqajthHNjLk8zRijq1ASpB4sKg08RlzjMi0zXtIa5iN5p8MDqRxuIV4qp
BqCV/jkDEtkZDqFTz1/vVa+HBv14wTlV/IY/d3p949vobBNOJKPNhrrtx7BP+IDJR5MMnNHaUpHk
/USejSGn0BMB5so/SWNZNqRk2pzzabFYyfEsDlo27hSKcfo7YKTxbUmHlA01C4Pb6tJX71wSZY+a
R5Jgy7XPKmnwWEt1bM0TwryKsaqw8N9wcrEm6UBSSeWZZI9btuB+2xRh4qQa5KXJrhza126a/wBa
mKfEOYiiHsvwj7zvjEUFkbLtY02TSb9I0cmipJG/v3/4YYg2shRZNqtkmuaLDeQD/SVTmgHf+dPv
G2QBotshxC2FRzSxBwjlRIvCQA0qta0P3ZY0Jp5Y0o3+oKzitvBR5PAn9lfpwSNM4RsvQcqch2Kp
t5T/AOUp0b/mOtv+Ty5Zi+se8OJrv7jJ/Ul9z6Tzdvm75h1XTp9N1K5sLgES20jRtXavE7EexG4z
RTjwmi+nYMwyQExyIQmRbULqt21pp1xcIKvGhKd9zsD9+EBEjQYMdas5o2+u6dFNM3+7oyYWJ8W4
jc5ZTRxDqEshikmlWKJS8jkKqjqScLBmnmnR57jToJIV5zWgoyr1ZSBWnyplcS3zjsxbS9YvdNd2
tiKSCjowqDToe24rlhFtUZEId2uby6LHlLcTNXbclj4AYo5szm05rDyjNbt/eiPlLTf4mYE/d0yu
7LcRUWM+W4lm1q2jdQyNz5KdwRwauTlyaoc29f0d9MvSgqbeSrQP7fyn3GMTazjRRPlJT9bu37La
yV+ZK4yTj5pHkmCZan5g1LUU9OdwsNa+lGOKkjx6k/fkREBlKZKM0mwmsLKfWLhTGUQraKdiXf4Q
3y3wE3syiKFpVY6be38jR2sfquo5MKqtBWnViMkTTAAlWvNA1azgM9xb8IlIDNyRqVNB9knAJBJi
Qn/ke/qs9ix+z+9iHsdmH6sjMNmI9GOawqrqt4qiiiaSgHT7RyY5NUubMvJ8KpoqOB8UruzH5Hj/
AMa5XPm34+Sd5Fm7FWRfl/ps9/5v01IlJFvMtzK3ZUhIep+ZAH05dp43MOv7VzDHp5k9RXz2fQ+b
l88Yp508g6R5hX61JL9Svo1p9cABBUdpFJWoHjWuY2fBGW52dr2d2pk0/pA4onp+p5jP+XE6SFY9
a051H7RklH/EY3H45qzwD+OL00e2ARvjn8h+tTP5dXRBB1fTCD1HqTf9UcFw/nx/HwZfyvH+Zk+Q
/wCKS6f8mdPmbk97pQPX4JbhP+IRLh44fz4/j4MT2pD/AFOfyH/FKll+UVtZOXttQ0tHO3P1bhjv
4FojiZQP8cfx8FHasB/k8nyH/FI3/lXd3/1eNN/5GTf9UcFw/nx/HwZfyvH+Zk+Q/wCKQF1+T1nd
P6k99pRc7llluEJ+fGJa4ROH8+P4+DE9qQP+Tn8h/wAUrWf5URWf+82oaVGenISTFqf6xhJxMofz
4/j4JHasB/k5/If8UryflxPIjJJq2lujCjK0kxBHuDDguH8+P2/qT/K0f5mT5D/ilKH8q44H9SG/
0iJ+nNDIpofcQY8UP58ft/Uj+VYf6nP5R/4pfP8Alm9wgSfU9KlQGoV3lYV8aGHG4fz4/b+pT2tH
+ZP5D/imovyxMSGOLUtJjQihVGlUEfIQ43D+fH7f1L/K0P8AU5/If8Ul7fknpjMWN7plT4T3QH3C
PDxx/nx/HwY/ynD/AFPJ8h/xSItfyhtLVg0F9pKuv2XMk7MPpaInEyh/Pj+PgkdqQH+Tn8h/xSve
flcbyAwXOqaZJESCV9W4G46biIHAJQ/nx/HwSe1oH+DJ8h/xSlYflNFYB/qmpaZH6lOZ9a4YmnTd
ojhMoH+OP4+CjtWA/wAnk+Q/4pEXH5aS3ELwzarpjxOKOpkn3H/InBcP58fx8FPa0f5mT5D/AIpC
2P5Q21jIZLXUdMjkIpy9a4Y09uURwmUD/HH8fBA7VgP8nk+Q/wCKQV7+R1td3L3D61ZRvIeThJpa
EnqfigbCJw/nx+39SD2nA/wZPlH/AIpMrD8rpbG0jtYdY04xx1oWlmJNSSa0hHc5Eygf44/b+pkO
1oj+DJ8h/wAUiP8AlXd3/wBXjTf+Rk3/AFRxuH8+P4+Cf5Xj/MyfIf8AFIix/LR55xHNrmnxqSBV
GkY/QHSIfjkoCBNccWvJ2yIixjmfl+svV/Kfk7SPLdqyWdZZ5gPXu3oXenQCmwXwA/HNthwxgNnl
dd2hk1ErlsByCfZc4DzPzRr8+pXrxI5FlCxWJB0am3M+Ne2crr9WcsyB9I/FvSaPSjHG/wCIpJmA
5rDtZ85alZanPawxQmOJuKlw5Y7A9mXBbMRTvy9r0OrWpYgJcx7TRD/iS+xwsSKQvmXzQNLKW9sq
y3bfEwepVF96EGpwWkRtb5X8yXeqzTxXMcaGNQ6tGGHelCCWxCyFL9c822mmyG3iT6xdD7Sg0Vf9
Y77+2NoEUiXz/qvOrQQFP5QHB+/kf1Y2y4U+0TzdY6jIsEim3um+yjGqt/qttv7HG2JipeaPMl7p
VxBFbRxuJELMZAx702oy4lMRap5a8zjVC8FwqxXa/EoWoVl9qk7jG0EUgNe84X9jqk1pbxRNHFxH
KQMSSVDHoy+ONpEUe3mG5HlZdW9NPrB24b8K+pw6Vr79cUVukH+PtY/3zb/8C/8AzXjbLhCKs/zA
l5KLy1Ur+08JII+StX9eNrwsts722vLdLi2cPE/Qj9RHY4WDGNd853NnqMlrZxxOkPwyPIGNX704
svTpgtkIo/yv5kl1YzRXKIk8VGUR1AKHY7Et0OIRIUgLnz7Gt8qQQcrNWpLI1ebDxUdvp/DG08Kb
655gh0/TUuoSssk9Pqw/ZaoryNOwGFACA8vebLnU70Wk1sqkqWMsZNBx8VNevzwWkxpk2FiynyVr
08N4mnTuWtptoan7D9QB7N4eObfsvVmMuA/SeXk6vtHTAx4xzDPs6J0TxjOGexdiry/zL/x3r3/j
J/AZFsHJC6fqFzYXSXNu1JE7HcEHqCPDFJClcTzXEzzzMXkkYs7HuTirIfI8hju72QblLdmH0EHC
GMmPqJLm5AZqyzPu57s56n6TgZM8XyPo31QRHmZ6b3HI1rT+X7NPow0w4iwOaOS2uXjrSSFyvIfz
IaVH3YGafecZzcfo2dustqrn5tvhLGKQW1xNbTpPCxSWMhkYeIwMlXUr1r6+lu2Xg0pDFRuAaAYq
GRuf+QfxjxkoP+RxOFj1STy7ZQXusW9rcDlDJz5AEj7KMw3HuMCSdkx81+XbXSxFNbO3pysVMTmp
BArUHwwlETar5N1FrSDUnY1hiiEvE9OYqB/wXTELIJTo9g+raskMjGkhaSZ+9BuT9JwJJpV0i5fR
9fUSmgikMM/hxJ4k/R1wqdwjfOOiCyu/rkApbXJJYDosnUj5HqMSiJY+880kccbuWSIERqTsoJqa
fTgZM88l6ObSxN5KtJ7oAqD1Efb/AILrhDCRZJhYo3RP+O1Yf8xMX/Exl+l/vY/1h97Tqf7uX9U/
c9azsnlHjl1byW1xLbyikkTFGHuDTOJnAxkYnmHroTEgCOqnkGby3zH/AMdy9/4ynItg5JvF5cfU
fLNlcWqj64hkBBIHNPUbYk9x2wovdb5h0ePStCs4NmmeUvPIO7ceg9h2xUGyv8gLXULqvT0aEfNh
iFklOvaPPpd8yUP1diWt5exXrSviO+KQbRQ8564LX0PUQtSnrlf3lKU61p+GNrwhAaVpV3ql4IYg
TU1llPRQepJwJJpOfPUKQ3FjEgpHHBwT5KaDCWMW9B0NNU8u3K7LcLOTbuf5gi7E+BripNFjMkck
UjRyKVkQlWU9QRsRgZMqnUp5AgBG7PX6DKxGFj1Y5p1/Np95HdwhTLHy4hwSvxKVNaEeOBkQqX2o
ajq1yrTs00p+GKNRsK9lUYqBSZ6jZPo+gpbS7XmoOHnUfsxx7hf+COFA3KX2Ogavfweva2/qRVK8
uSLuOv2iMCkqWoaTqGnMi3kPpGQEpurA067qTikFlMl8t/5GlZ/ilgCRuTueSOoB+lSMLCt2JWES
zX1vC32ZJURvkzAYGZetgACg2A6DJNTeKpl5atpLjXbJUFeEqysfBYzyP6sytFAyzRrvv5ONq5iO
KV933vVc695dIPMXlO21RvrETiC7Aoz0qrgdOX9c12t7Pjl9Q2k5+k1xxbHeLE5PJ2qIxX1bZqdx
KB+uhzRS0tGuOH+mDtB2hA9JfJLb38sYb2X1biG1aQ9XWYITX+bgVr9OQ/LD+fD/AEwZfyhDz+SL
tfJF5a26W9ubaOGMURBMu3fucP5b+nD/AEwR+fh5/JTv/IE1/EIrsW0qA1UGYAg+xBBx/Lf04f6Y
KNfDz+Snp/5cHTi7Wa20RkoHPr8iQP8AWJx/Lf04f6YJPaEPP5Im48k3lxEYp/qssZ6o8qEfjj+W
/pw/0wR+fh5/JLP+VS2XPn9Xtq1rT6yafdypg/LD+fD/AEwT/KEPP5JnbeSLu2iEVuLWKMdFSVAP
ww/lv6cP9MEfn4efyW3HkSa5Km5jspiuymR43pXwrXH8t/Th/pgv5+H9L5LoPJN5bx+nALSKOteC
SIoqfYY/lv6cP9MF/Pw/pfJTk8gPLN60kNi81QfUZoi1R03Irj+W/pw/0wX8/D+l8l1z5Eubm3Nt
OLV4DT92ZVA26Up0x/Lf04f6YL+fh5/JLf8AlUVh/vi3/wCkpv8AmvB+WH8+H+mCf5Rh5/JH2n5f
yWdfqsdnCT1ZZEBPzPXD+W/pw/0wR+fh/S+SnqH5b/pF0e8W3laMEIfrHGgP+qRj+W/pw/0wSO0I
efyV7TyNd2dutvbfVo4U+yomU9d+pNcfy39OH+mCPz8PP5Keofl7LqEax3gtpVQ1X9+FIPzUg4/l
v6cP9MFGvh5/JSX8teFhLYxpbJbTf3irOKk+PIkntg/LD+fD/TBP8oQ8/kl9r+Ti211FcJcBnhcO
qtcRcaqaitFBx/LD+fD/AEwT/KMPP5J//hHVP9+W/wDyOXD+X/pw/wBMGP5/H5/JVg8manLIFM1u
oPf1A34KDlmPR8ZoTh/pgxl2hADlL5My0Dy5a6RExQ+rcyCkkxFNv5VHYZ0Gk0UcI23kerqNVq5Z
T3BNszHESDUr955WjQ0hU0AH7VO5zje1O0JZZmMT6B9rm4sYAvqltxKIbeWYiojRnp/qiuakCy3M
OPnbVK7RQU/1X/5rzM/LxYcTX+NtV/31B/wL/wDNeP5ePmvEj9J81Xdy1z9ZijCQQPMPT5A1Sm25
brXK54AKpIKhZeb9RuL+CBooRHLKqGgbkAzU68v4ZKWAAWtp9rupvp1g1xGoeTkEQNWlT3NPllGO
HEaSSk2kebLu6vVguYowjKxBQMCCqlu5bwy7JgAFhAKDPnbVK7RQU/1X/wCa8n+Xijia/wAbar/v
qD/gX/5rx/Lx814mQ2WuI+ijUrsCMCoZU7kNQcQfHMeWP1cIZWkdx53vC/8Ao9vGidvU5MfwK5eN
MOpRxJhoHmW51G6+rTQop4F+aEgbHwNfHxyvLhERYUFAXvnHUYbyeGOKEpHIyKWDE0U03IYZOOnB
C2sj876gG/eQQsvgvJT95LYTpgvEn+j+YLPUgUUGK4Aq0LGu3ip75RkxGKQXa/rH6MtFdFDTyNxj
Vq023JNKdMcWPiKkpJZec7x7uJLmOJYGYK7KGBAO1d2PTLpacVsjiTDXfM4sJja28YkuFoXL14LU
VHShO2V4sPFuUko611u0n0ptQJ4rGp9ZO6sP2fp7ZCWMiVLaRW3nS7e4WN7VHV34oqEhqE0A3rU5
edOK5o4mXZiMk00i/f1BbyHkrfYJ7Hwzoex+0JcQxTNg8vJxs2PawnOdQ4rEs82dmtdFdGRxyVgQ
ynoQdjhVjeveXtJttLmuLeExyx8SpDuerAdGJ8cyMWWRlRYkMf0C1gu9Wgt7hecT8+S1IrRGI3BB
6jMjLIiNhAZVqOj6dY6TevaQ+m7xFWPJm2rX9onMWGQykLZUxLRRXV7Pt++T/iQzKyfSWIZV50P+
4lPeZf8AiLZi6f6kyYtotfr4YfsxzMfoibMrJyQEEDQg0r7ZNCPtbqye5iSWwh9N2CtxaYGhNNiZ
DkJRNc/uSyHzXZrb6LBDax8LaKQFlFTSoNCa+5zHwSuW/NJYrZ3X1WcS+jHOKUMcy8139sypRsMW
V+XNV0me6KR2i2l26kAp9lh1IHSnStMxcsJAc7DIFil+a31yfGV/+JHMqPIMWTDytYT6PFcRs0Vw
YFlLVqpYpyNQf4ZjeMRKmVMa06WSK/t5IzR1kWn39MyJiwWITPzdeevqpiBqluoQf6x3b+mV4I1F
JQuq6Q9hDaSMa/WI+T+z9SPuIyUMnESpCY31sNU0OHUo97q2X07kD9pU7/MDfK4nhlw9ClIFmlWJ
4lciNyC6A7Er0r8q5kUxT/yhpRnujeyD91AaR17yf825j550KZAM0zDZK1n/AL1wf8ZF/WMytF/f
Q/rR+9hP6SyfO/dexN0ZHZG2ZSQR7jPOZwMZGJ5h2QNtZBKWeZP+OJdf6o/4kMtw/UEFiPlcV121
/wBmf+SbZlZvpLEM8urdbi2lgb7MqMhPhUUrmDE0bZvN7i3u9OveDgxzwsGRvkdmHtmxBEg1qup6
zfaj6f1hhxjHwqooK9yffBDGI8kkploGlyixvdQlUrH9XlSGv7RKmrD27ZXlnuB5qAx8dcvQmyeY
mRgy6fZBlIKsIaEEd9myrwvMptNLvzLevosU5jjEs0rRuONYyiipBDFutcrjhHFSbSW81CwuLfim
npBcbfvo3YL13+Dpl0YkHnshV8sW8s2swMgqsRLyN2AAP68jmNRUIC93vJz/AMWP/wASOWR5IRc+
v6jNZJZcxHboixlUFCyqKfEd8gMQBtNorQNLfkdTuVK2lqDKtdubKKintXI5Z/wjmVAS2KC81G8Z
Yl9S4mLORUD3O5IGWEiIQiZ/LmswQvNLbcY4wWdg6GgHU0DE5EZYna00j/Jt6I7ySzfeO5XZT05L
/Va5DUR2vuSGPsKMR75exei6BEsWj2iqKcow5+b/ABH9ea/KbkWYTDK0q9gjPeQgdmDH5Ka5mdn4
zLPAD+cD8t2GQ1EsmzvXXpfqGlC4b1YiFl/aB6HNN2j2SMx44bT+wt+PNw7FKnsbhGKtwBHi6D9Z
zQS7Lzg1Q/00f1th1WMcyo3GmfWIXhmEbxSCjr6iCo+hsA7Ozg2AP9NH9a/msX84IWz8sWNlN61t
DGklKcvWDbH/AFnOSlodQdiB/po/rR+axfzgjvqk3in/ACMj/wCash/JmfuH+mj+tP5vF/OChdaN
FdpwuYoZVHTk8dR8jyqMlHs7UDkB/po/rX81i/nBCweUtLgfkltCW/y5Vf8AB3bJHRak9B/po/rR
+axfzgj309njaNhGY2BVl9SOhBFKfayH8m5+4f6aP60/m8X84JZ/gvR/+WZP+kg/9VMs/J6nuHzj
+tH5nF/ODv8ABej/APLMn/SQf+qmP5PU9w+cf1r+ZxfzgjIdBtobX6qkMX1epPptIjip/wBZjkD2
fqCbof6aP61/NYv5wQj+TdIdixtowT4TcR9wcDJ/ktT3D/TR/Wv5nF/OCNs9Fhs4/Tto4okPWkiV
PzJapyEuz9QeYH+mj+tP5rF/OCEm8oaVNI0j20fNjViJgoqfZXAyQ0WpHQf6aP60fmsX84Lrfyrp
tuwaO2h5A1BaRHIP+yZsTodSen+yj+tfzWL+cEZPpnrwPBKI2iccWX1EFR9DZAdnZwbof6aP60/m
sX84Iay8tWVjIZbWGOORhxLesGNP9k5yUtBqJcwP9NH9aPzWL+cEY1jI6lW9MqwowMke4P8Assh/
JufuH+mj+tP5vF/OCBtfK2nWswnggjWVfssZg1PkGc5ZLQ6kiiB/po/rR+axfzggZfIWnySM4kZO
RrxWaKg+VanJjSanuH+mj/xS/mcX84J1BprwQRwxlOEShFrJHWiig/ayk9m5ybof6aP60/msX84K
0WnXMrcV4f8ABqf1E5LH2TnkaofMfotI1OM8jacWGnJagsTylbYt2A8BnSdn9mx04s7zP42aMmXi
9yMzZtTCvMvmN2kliSYQWcNRJJy4hqbEs38uc7r9dKUjGJqI+157Xa2UpGMTUR9rHLTULC8DG0uY
rkJTn6Tq/GvSvEmnTNY6tp9U0yO5FrJdwpdEgCBpEEhLdBxJrviqtLNDEvKV1jUmgLEAV+nFUPPq
+lW4Qz3sEQkrwLyooanWlTvTFVL/ABF5f/6udp/yPj/5qxVVbV9JW3W5a9gW2c8UnMqBGYdg1aE7
Yqppr+hOwRNStWZjRVE0ZJPsOWKo5WVlDKQysKgjcEHFULDq+kzz+hBewSz7j0klRn26/CDXFVS7
v7GzVWu7iK3VjRWldUBPgORGKqTaxpC263LX1uLd2KJMZU4Fh1AatK4qp/4i8v8A/VztP+R8f/NW
Koq1vrK7QvaXEdwimjNE6uAfAlScVUrjWNItpPSub63hkH7EkqI33EjFW5dU0yKBZ5byCOBzxSVp
ECE0rQMTTpiqkmv6E7BE1K1ZmNFUTRkk+w5YqjlZWUMpDKwqCNwQcVU7m6tbWIy3MyQRAgGSRgi1
PTdiBiqy01HT7zl9UuobnhTn6UivSvSvEmmKqkdzbSSyQxyo8sVPVjVgWWvTkBuK4qsfUbGG4ED3
UUdzTmImkVXp48Sa4pDMPLOvTyTCxunL8h+5kO5qN+JPfN32drZE8Et+53XZ2tkTwS37mT5undPH
PM9m17oF/bru7xMyjxZPjH4rnFPFvN/y/wBYi03VpjO3G3lgkL/OIeoPpopGKlIL2+nu7+a+diJp
ZDKSD0JNRT5dsUsi89+YTqb2EKN+7S3jmkA6erMoYg0/lWmKEt8wae2n22lW77SSWv1iQdw0zsaU
9lUDFUJa6faTIjSalb27OaGORbgsu9NysTJ/w2KWSebNFbRvLWnWLyidjcSyGRRQbqKAfRihKNF8
parrFlNd2RjYQtwMTMVdjQH4duPfucVRnkvX7/S9ZgsXZjaXEohlt2rRWZuPIDsQeuKseWeaC6E8
LmOWN+cbjqGBqCMUp/5s8zJrlhpbH4bmESi6jHTmeADD2amKEHdyH/CmnR12N1cmnyWP/mrFUDa2
dvNGXkv4LZq09OVZy1PH93FItPpxSzQ2Vz5a8mXdxbXazPqDRelPECAqOOoJ3qRXFDDtMttNup2T
UL42SkVWX0mmBPg3EgjFKea/pkOm+VrGGG6jvEnupZhPF9neNVp/wuKEBovlLVdYspruyMbCFuBi
ZirsaA/Dtx79ziqM8l6/f6XrMFi7MbS4lEMtu1aKzNx5AdiD1xVMvzQ1Rpb+30xD8Fuvqygd5H6V
+S/rxUJR5be80vX30+d2s5LtGtJHGxjaVf3b/Q3E4qo2F9qXljzCzSgmWFil1ETtIh3O/v8AaU4q
pRJf+ZfMNCSZrySrnqET+iLir3TQ41gv7CKPZI5IkX/VDAfqy/Sn97H+sPvbtKf3sf6w+96RnXPX
PMZI2jdo3FGQlWHuNjnFyiQaLxcokGi8L8w6adN1q7s6USOQmL/jG3xJ/wAKcCshfy0B+XqX3D/S
hL9aJ7+k37uny40bFWP+XtNOpa1aWdKpJIDL/qL8T/8ACjFU+/M8/wDOwQACgW1QADw5vioY5by6
OsKi4tbiSbfk8dwkanfaimGQjb/KxSyHzXryazoOnTxwG3WKaWExFuf2EjIPKi9m8MUIXy750n0P
TLizgtlklmkMiTMxopKhd0A3+z44qq+SNEu9V1xL+UE21tJ680xGzSA8lUeJ5bn2xVK9BsYb7zBb
Wc4JhmlKyAbGlDiq3zBolxo2pyWc1So+KGXs8Z6N/X3xVdech5d0wEbGe6I+6EfwxVC2smlrGRd2
88sldmimSIUp0o0Uu/04pZjH5t0yXyhPaPp5aC2MNskMkvLmH5MG5qiUYemT060xQxTUj5faJG00
XUc5P72K4MbIBv8AZdaMe3VcVUityNKBaotnnPpV6F1T46fQVxSnHl3zpPoemXFnBbLJLNIZEmZj
RSVC7oBv9nxxQqeStHudS1pdSuKi0tH+sXE7DZnU8gB4mu59sVSy7udQ1fXri8tIZJ53lM0aRoZG
CqfgqoB2UUGKta3/AIgluRfavDNHPJRRNJD6NSo2pRUFQMVTTzjew6lYaNqgUC6uIZI7ph3eEqN/
pJOKp9+VVlD9Xvb0qDMXEKt3CgBiB8yR92Kl6Vo0bSataKoqRKrH5KeR/AZkaSJOWNd4b9JEnLGu
96HnWvWsf13y0buU3VoQszf3kZ2DHxB7HNTrezuM8UObqtb2fxnihzY3P5X1CRv31h6jLsCyq/3H
fNUdDmH8JdUdDmH8Jb/w9qnD0/qTenTjwoKU6Up4Y/ks380o/JZv5pUIPJ0tvObiDSkinaoaVIkV
yD1qwFcfyWb+aV/JZv5pQmqfl1Fqs63F/pbzTKoRX5Onwgk0+Bl8cfyWb+aV/JZv5pQX/Ko9J/6s
z/8AI2b/AKqY/ks380r+SzfzSiD+WNmbJbI6QxtkcyKnJ6h2ABPLly34jvj+SzfzSv5LN/NKnB+V
Omwyc00Ulh2dnkH/AALswx/JZv5pX8lm/mlOovLmpQxrFDYtHGgoqIoVQPYDH8lm/mlfyWb+aUND
5JME4nh0eOKcEkSpDGrgnr8QFcfyWb+aV/JZv5pVLvyhcXnH63pa3PCvD1Y0eletOVaY/ks380r+
SzfzShNR/L2PUY4Y7vSi0dvX0VQtGFDUrT02Xwx/JZv5pX8lm/mlA/8AKo9J/wCrM/8AyNm/6qY/
ks380r+SzfzSjbL8uoLK3mt4NJIguKGaN6yBuNeP94zdK4/ks380r+SzfzShX/KbS3cudFYE70Dy
KPuDgY/ks380r+SzfzSjLv8AL2O7s4bOfSa20H9zGtU4160KFTv3x/JZv5pX8lm/mlCQflTpsMnN
NFJYdnZ5B/wLswx/JZv5pX8lm/mlOD5WvvqrWosCtsymMxIAq8WFCAFpTr2x/JZv5pX8lm/mlA6V
+XqaTK8thpbwySLwduTueNa0+Nmpj+SzfzSv5LN/NKvqnkufVLcW9/p7zQqwcKSVowqKgqQe+P5L
N/NK/ks380pdc/lXZz2kNqdLkjigZmi4MwIL05VJJrXiOuP5LN/NK/ks380phoXkK50qBrWxtJEj
kcyMZGHUgDqx8BhjoMxP0shocxP0s20HQF0+s0zB7lhSo+yo8B/XN1otD4W53k7nRaHwtzvJOM2D
sHk/n/8AMO/e/m0rSJmt7a3Yxz3EZo8jjZgrDdVB226/LOm7N7MiIieQWTyDqNXrDfDHYB5VqnnO
Kxu2guJLiSagZyhr9rfcswzbkwjtTgWT1Qf/ACsKz/5e/wDhf+a8jxw7l3ak/MCFonEBuPW4sY/U
px5AVFaOTjxx7l3Quk+d9au9RgtpSojlbixUyA9O1XOCMgTyCTab+Y/MOo6ZaRywOWd5OB5sxFKE
9iPDJ5AAOQQCUHoPnDUL36ybx/TS3j9UvGXGw61BZsjAg8wFJKIsvO1td3cdrE1yHkJVWagXpXsx
P4YRKJNUu6M1XzCNMhWS4lmPM8VVCST95AyUhEdEAlC2/nO2ntbi4WS4VbYAujH4iGNBxoxHX3wA
xI5JsoX/AJWFZ/8AL3/wv/NeR44dy7o7TfNtrqEgiiuJUmIqI5CQT8qEj8clEwPRSSiNQ8wRaega
6unQt9lAzFj8gMlIRHMIspWv5gWJaha6UfzGlPwcnIccO5O6Lv8AzdBZRW8ryzyJcrzi4V+ztueT
L44ZGI6LZQY/MGyJAJuhXuafwfI8cO5d000/zHb39RbXbM46xlmVvuP8MnHhPJFlU1DWWsLV7mea
T01oKKxJJPQAVwyEQLpbKW2fni1urmO3V7hHlPFWcgLU9Bsx65ASgTyTuiL7zZa2VwtvLdSGQkBw
hJ4V7vvt+vJEwHRFlFX2tfUrRrqeeT01pTixJYnoF374SIgXS2VDSPOCXdwBZ3c8Vyo5qCWRhTrR
gabfPIgQltQ+SeKQ6vY/y58/Xeo3I0fVX9S4ZSbS5Ioz8RVkfxNBUH785/tTs2MB4kOXUO00erMj
wy5vRM0TsnzIzMzFmJLMaknqSc9CAeXY/rHlNNQvWuhcmJnADKU5j4QAKbr4ZXLHZtILCJ4/Smki
rX02K16VoaZjFkyK+8oiws5rs3Xq+kh+D0+Na7deR8cuOKhaLSC0upLW5juIwC8TBlDbio8aUyoG
ilHar5hvdThSKdI1VG5gxhga0p3ZvHJSmSgBdoxIsNVYdfq4H3sBjDkVKzy0K65af6x/4iccf1KU
78+H93ZDtWT9S5Zm6IikNgSNM1P3SIf8lVP8MqHIslukabHf3DxSXC2ypGZPUYAjYgU3K+OMY2pK
FVnhnDRP8cbVSRfFTsRkVR/mOeebV5jMCGUIoU9hxBp+NcnkO6A6xh8vzRolzNPb3H7T0VovooOQ
xAj1XdH+bo4ok06KFucUcPFGBqCBQA7eOSy9FCF0Xy7JqltNKk4jaNgqqy1BqK9QdvuwQhxKSgHW
606+K8vTubd/tKe48PY5DcFKd+bNUNzBYxDbnEtxIo8XHwj6N8syyukAJHLa3NqtvM44esvqwsPA
Gg/VXKyCEo3W7Xl6WpxbwXw5t/ky/wC7F++tMlMde9AQlxqd3cWkFrK9Yrevpjvv4/LoMiZEik0y
nyXphige/kFHm+CKv8gO5+k5fij1YyLO/Kcjx+aNJZDQm8gUn2aQKfwOV60Xhn/VP3NmnP7yPvD6
Hzhno3zLLE8UrxSDjJGxV1PYg0Iz0IEEWHlyKW4UPLtQFL+5HhK//EjmFLm2Bn/mQgaHd/6g/wCJ
DMrJ9LAMI0C0gu9Wt7edecTlua1IrRCeooe2Y0BZZlNvNej6bYW0D2kPpu7kMeTNUUr+0TlmSIA2
QCo+VrM3dvqcA2MkIVT/AJRrT8Rgxi7UpTaXE+nagkxT97bv8UbbexBysGilEa5rcuqzxu0fpRxA
hI68tz1NaDrTJTnxKArxWbweWbm5kHH61LGsde6oSa/ScIFRR1S6ysbi8eRIAGaONpWHiq0rT33y
AFpRHl82o1e2FyvKMuAK9A5+yT9OGFXupTbXdS0efVJobu1ZhD+7FxC1JKjrUH4TQ9MsnIE7oAY9
dfVPXb6p6nofserTn9PHbKjXRKM1ASLpumiTr6chUH+UyGmGXIKr6N5ik0u1mhjhEjyNyV2agBpT
dQN/vyUJ0EEIS3gvNW1Hju80zcpXpsorux9hkQDIpU9SnWe9kdP7pSEi/wBRBxX8Bgkd1ddale3c
UMU8nOOAcYV4qvEUAp8IHhiZErSZ6VdRy6HqFhMOXpp9Ygr2IIBp+GTifSQgpRaQia6hhPSR1T/g
iBkAN0vUo40jjWNAFRAFVR0AGwGZjBOfKEEk3mnSUjFWF3C5H+TG4dj9CqcxtbIDDO/5pbdOLyR9
76Fzhno3m/nz8t7q9vJdV0YK8sx5XNmSFJfu6E7b9wc3/Z3asYREMnIci6zVaIyPFH5MAfyn5oRy
p0i8JHXjBIw+8KRm7Gswn+OPzDrzp8n80/JIn/KfUnu2uW0rUiWcyNH6D8CSakf3dafTlfj4L+uP
+mCfByfzT8k5k8peYpEMcmjXjo2zI1tKQR7grln5vD/Pj8wjwMn80/JSh8javA4kh8v3EUg6Olm6
nf3CYBqsH86HzC+Bk/mn5NX3kXWb6NY7vRL2RFPJR6E60PTqoBxOqwHnOP8ApgvgZP5p+S2w8hav
YBxaaHexepTn+4nYmnT7QPjjHU4BynH/AEwXwcn80/JR1L8uNU1Buc+iXolpT1Ut5Vb6fhofpGCW
owH+OP8Apgow5P5p+SFtfynvYHDNo2oTkbgSwSkfcqKD9ORGfAP44/6YJ8HJ/NPyR+peQtd1C0Fr
LpF+kQIZfTt5ARx2FKoRkpanCRXHH/TBAw5P5p+SH0r8tdY0yZ5oNK1F3deB9SCQ0FQdqIvhgjqM
A/jj/pgpw5P5p+TaflneJKZV8vXfMmtTBcEVrXYEUGH8xg/nR/0wXwcn80/JbqH5ZajfSNLLol8k
zfakjglUn3I4kV+jBLUYD/HH/TBfByfzT8kND+Ud/HIHbSdSlA34PDJxPz4xqcAzYP58f9ME+Dk/
mn5IvVPy21fUfTM2kaghiHFDHBItF8KFCMMtRgP8cf8ATBAw5P5p+SCj/KG/VqtpWpyD+VoZKf8A
Cxqcj42D+fH/AEwT4WT+afkm1v5E1m2t3gt9DvIUcFWK28vI1FN2Kkn6csGqwD+OPzCPByfzT8kB
p35W6rYXS3Melak8iA8RJA5AJFK7RrkY58AN8cf9MEnDk/mn5JrceT/MVxBJBLo96Y5FKsPq8vQ/
7HJnV4T/ABx+YR4GT+afkk0H5T6nAJeGl6kWkRo6tBIaBhSoAjX8crGfB/Pj/pgnwcn80/JC2n5Q
+ZLe8huDZ3zrE6vw+pyivE1pXf8AVkRmwg/XH5j9a+Fk/mn5Mqg8oeaZpBGmk3YY9C8Lxr9LOFUf
flstbhAvjj80DT5D/CXp3kDyA2iMdR1Eq+oupWONTVYlPXfuxznu0u0vG9EPo+92uk0nB6pfUzfN
O5zyf8xPzPvoL+bR9Dk9EW5KXV6tC5cfaSOv2QvQnrX8d5oezomInPryDdCHUvOm8yeYmYs2qXZY
7kmeX/mrNr+Xx/zR8myg1/iLzB/1c7v/AJHyf81Y+Bj/AJo+S0Hf4i8wf9XO7/5Hyf8ANWPgY/5o
+S0Etu/zB1O1uHgfUb9nSlSsz03Fe7jK5RxA1wj5BBpR/wCVlah/y36h/wAjm/6qYKxfzR8giwiI
PP8AqMsMkx1S9jSIqG5zSV+KtKcWbwyQhiI+kfJOzv8AlYN1/wBXq7/5GT48OHuHyXZEW3nLU7k0
g1i5dqV4+vKDT5Eg5IYsR5CPyUU1deddStXCT6xdI5FQPWmO30E4JY8Q5gfJTTl86am1q10NYujA
poz+tNsfCla98fDxVdD5Lsof8rBuv+r1d/8AIyfBw4e4fJdleDzrqE5Cxa1clj0UzyqT9BIOEY8R
6R+S7In/ABF5g/6ud3/yPk/5qyXgY/5o+SaCFuvO2o2sgjn1i6RyK8fWmO30E5GWPEOYHyQaVLXz
fq12rNb6vdOFNG/fSih+RIwxxYzyiPkkANSecNVjnWB9YuRM+yp68tfp32+nE4sQNVH5IoKk3mjW
4Imll1W6SNd2Yzy/81YThxj+EfJNBSt/OWp3J4w6zcu1K8fXlB+4muRGLEeQj8kbIj/EXmD/AKud
3/yPk/5qyXgY/wCaPkmg7/EXmD/q53f/ACPk/wCasfAx/wA0fJaC+LzR5khkEkeq3auvQ+vJ/wA1
YnT4z/CPkvCHrH5a/mPPrU36I1Yg6iFLW9woCiYKKsrKNg4G+3Ufjo9foBjHHD6fuaZwrcPQ81TW
+U5ZJJZHlkYtI5LOx6kk1JztgK2ctbhV2KuxVhesGup3H+v/AAzCyfUWs81e20mymgSR9QjidhUx
njUfewyUYAjmoCtqGmJY6YSs3rCeVKMBQUCsR3PjhnDhikiggLHTri9Z1h41QciGNK/LIRgZcmIF
qMcktvMHQ8ZIzsfcZEGiqN12Uy3qyEU5RIaeFRX+OTymymSpbk/4cuR/xcP+NcI+gr0S+1tpLmdY
I6c3rSvTYV/hlcRZpAC+8sLqzcLOnHl9lhuDTwIwyiRzUik/8v6lJNBJFO1TAAwc9ePv8svxTsbs
4lIZnmvr5mUFpJm+FfbsPoGUH1FhzRnl269C/wDSbZZhwI/yhuP6ZPFKimJQupWk1reOkhLVPJJD
1YHvkZxIKCFS+1ee7toYX/3XvI38zdAfuwyyEikko7yxZFpXu2HwoOEfuT1P3ZPDHqmIZHmSzdir
sVTnyZNJD5t0Z4zRjeQIT7PIEb8GzH1YvFL+qUS5PpXOQcV8pyI8bsjji6EqynqCNiM7YG3LW4Vd
irsVYVq3/HSuf9c5hZPqLUeaItdAvLm3SdHjCPuAxauxp2U5KOIkWkRRuuxNBpNpbsQWQgEjpVVI
yeUVEBMuSSQtcqHMBcDj+8KVHw/5VO2UC+jFU063huL2KGZuKOaEjv7fThgLNKET5gAGpuBsAqAD
/YjJZfqTLmuh/wCUdnP/ABeP1LhH0H3r0Q+kXEVvqEU0zcY15cjQnqpHbI4zRtRzROt6vHelI4VI
iQ15N1J6ZLJk4lkbU7XnbaXcznY3FIYvcdXP3bYI7RJUckLZXklpOJ41VnAIHMEjfbsRkYyo2gFY
87tcGcAI5bmOOwBrXbBe9qyHVvSvtFS86OgDAjxJCsv35kT9UbZncMcjQySLGOrkKPpNMxwGDOra
3jt4EhjFEQUHv75mgUKbQqZJXYq7FU58mxSS+bdGWMcmF7A5HskgZj9AGY+rNYpf1SiXJ9K5yDiv
JPzF/LLUJNQm1jRIvXjuCZLqzT+8WQ7s6D9oN1oN6/hvdD2hEREJ7VyLdCfQvOX0XWEYo9hcK42K
tE4I+gjNsMsD1HzbLC39Ear/AMsU/wDyKf8Apj4se8LYd+iNV/5Yp/8AkU/9MfFj3hbDHr7yP5in
vJZktnCSMWAaOWv4Icx5AE3Y+bAhOrLQNWtrSKA2c7GNaEiJ+v3ZfGcQKsMwUJrXlbXL6OJYrSVS
jEnnHIBuPZTkMkoy6hEt1HSPJ2t2jTG4tJHWVOHFY5DsetaqMjjMRzIQApR+QNTSUPwufhNUpAwI
INRvvgEYfzgtB2qeS/MF3evPHayBGAoGjkB2AHZTjOibsfNSFRPJuuDSWszbSiVpPU5CKQr2FPsg
9sI4eGrC1sgP8AeZf+WZv+Al/wCaMhwjvHzRSLtfIGoK3K5t7iQD9hYnUfSaVyUYw6yCQAr6v5R1
27ECW9pJHFECAjRyAb06UU5LIYnkQpVdO8n3tvbBJ9OeaWpLOYGbr2BK4YGAG5CRSjqvkvUrgRm0
sHhdahh6LqCD/qrgnwHkQggNReUfMEejzWbW0ryOeSARyUG4NKlfbACOGrC9Ets/JnmhLuF302dU
R1Zm4k0ANT0yuNXzHzCAGVfojVf+WKf/AJFP/TMrxY94Z2HfojVf+WKf/kU/9MfFj3hbDv0Rqv8A
yxT/APIp/wCmPix7wthUg0DXLiURQafcySN0VYnJ/VglmgBZI+a2HrP5aflzc6PP+mNXULf8Sttb
AhvSDCjMxFRyI2oOg/DR9oa8ZBwQ+lpnO9g9GzUtbB/N/nuazuX07Syomj+Ge5IDcW7qgO1R3JzO
0+lBHFJ3Wh7NExxz5dA8/wBR/MbUbJys2q3Bm6mKNiT+FFGZfgwHQO0OmwR/hHyQcX5rXjtRtQvY
x/MzGn/Cs2PhY+5iMGD+aPknZ80eYRudSuKf8ZG/rh8CHcG38nh/mj5JG/5r3quyi+vXCkjkrbGn
cVcYPCx9zV4GD+aPkirr8xtTt7OC7bUbp47j+7VXJb3rUjpj4UO4MjpsIF8I+SD/AOVtX3/LZf8A
/BD/AJrx8OHcw8HB/MHyd/ytq+/5bL//AIIf814+HDuXwcH8wfJEXP5m6hBFDI2oXjeuvNVVjULU
jerDuMfCh3BkdPgH8I+SM03zxreoW/rw6hdKnIrR3INR8ifHCMMO4Mo6XCR9I+SAu/zR1C2uJIGv
712jJVijbVGxG7DB4UO5gcGAH6R8kRefmLqlrawXL6jdvHcCsYRyTSld6kY+FDuDI6bCBfCPkgv+
VtX3/LZf/wDBD/mvHw4dzDwcH8wfJMdP8/anf8hb6rcF13aNnYMB9+EYYdwZx02E8oj5IW+/M7Ur
O6e2kvr1njpyKNUbivdhgOKHciWnwA1wj5KKfmxes1Df3qD+Ytt+DHHwsfcjwcH80fJNbPztq15G
XttWnkA6gSMCPmDvh8GHcGY0uE8ox+S6885a5aWz3E2pXAjjFTSRqnsAN8fBh3BJ0mEC+EfJKofz
WvpJUj+vXqcyF5M2wr40Y4PCh3NYwYP5o+SY6h561awi9S41S4FfsoJGLN8hXCcMO4M5aXCOcR8l
9l501q8tluIdTuDG3jIQQR1B3xGGHcFGkwkXwj5ICL81ryO5I/SdyODUDv8AGh96HlUfMZE4sZ6N
Z0+A7cIeq+TfOY1gfVLsKl8q8kZdllUdwP5h3GYWo0/BuOTp9foPC9Ufp+5lWYjrHgdzNI5lnb4p
G5O3ux3zfgU9wBQoPMZJHlkaSQ8nclmPiTucqcNObGy8uXMkYW5mhlqKxzcaMfAMBTJABtiIlkXm
O8+q6VKVNHl/dJ826/8AC1yRLbkNBhEVnPLbTXCLWODj6h/1jQZCnGA2tNdIsl1ezFk0xie1YyRn
jyBSSlRSo6MPxwgW2QHEKQWsaWdNuhAZBKGQOGpx2JI6VPhgIphOPCUZo/lv9I2huPrHpUYpx4cu
lN68h44RG2UMdi0P5gtxbXkdsG5iGFE5UpXqen04CjIKNMj8oj/cR85G/hk48m7FyYlqJrqF0fGa
Q/8ADHIFx5c0w1c00bSV78JD+K4TyZz+kIaz0n6zp9xeessf1f8AYYbNtX7Vev0YAECFi1LSZ5Yd
StniPxeoq08QxoR9OIRE0VbzCa6zdf6w/wCIjE805PqRFt5Zu7nTo7yCRWZwT6JqDsSNj9GHhSMZ
ItAafezWN4kyEgqaOvitd1OAFhE0WQec7yiwWanr+9f5dF/jkpFuzHoxyWznitobh1pFPy9M/wCq
aHI00kbWnOpwtqWj2+poeUsCelcL7Kftfx+nCdw2SFi0qtNTurW3ngiaiXC8W9vce9NsFsBIhV0T
TjfahHER+6X45j/kjt9PTEBYRsvU/LMzw+YdNZDQm4jQ/J2CN+DY5hcD7mesiDhlf80vas0jxzwK
QiMMZPhCVLV7U65v3ubYM6+X7uSST1ZLFmJPEr6ide3Hf6Mhs43pPklTBQxCnkoOzdKjxyLWnPmG
9kkgsLZyeaQJJLXrzdR196D8ckS2ZDyCWwajeQW0ttFJxgmr6i8VNainUiuC2AkQKVtEvvqepQyk
0jJ4S/6rbH7uuIKYSoph5yH+5OI/8Ur/AMTbDJnm5pt5Q/45J/4yt+oZKLZi5JX5xtXS9juafu5U
41/yl/sORk15hvano3mNNPsZLd4i71LREdKns2IKwyUEmJlnmJ+1LK3QdSzH+uRauadeZ4fq8OnW
x6wwkN89gfxGSk25BVBJltbhrd7lUrDGwV322LdPfA11tabeU47V9T/fCsqqWgHbkOv006YYs8VW
hNf/AOOxdf6/8BgPNjPmUwtfNC2mlRWsMRNwikc2pxBJJqPHDxMxloUlmlWMt/fxxAEqTylbwUHc
nAAwjGyu1y7+tapPKDVA3BP9Vdvx64lZmyozajeT20dtLJyghp6acVFKCnUCuNoMiRSc+ULwCeWx
k3jnUsqnpyA3H0r+rDFtxHokl9CkN7cQp9iOV0WvgrEDAWqQosw8p2iRaWswH7y4JZj3opKgfhk4
uRiGzKvLiM3mDTQoqfrUJ+gOCfwGQzfQfcw1ZrFL+qfue2ZpHjXmvnbyRdC5nvbGE3Fnc1aeBBVk
Lfa+EdVPt0zZafUgjhlzeh0HaETEQmaI+15XdeSbf1CIpngNd0deVPbqpzL4XZeEDyLdn5OtoZhJ
cTGdVNRHx4A/Pdq4iKRhDd95UF3fSXLXRUSMCUCVIAAFAeXt4YmKyxWbtPkRURUUUVQAo9htkm1I
tQ8pxXV69wtx6SyEFowld+9DUdflkTFqlis2qar5bF+8LfWTGYYxFuvLlTv1XxwmKZY7R+l6cmn2
a2yuXoSWcilSfbfCAzjGhStdWsF1C0M6B426g/rGKSLSCbyVAz1humRP5WQMfvBXI8LScKYab5ds
LFxKoMsw6SPTb5AYQGccYCzWvL/6Tmjl9f0eC8aceVd6+K4kWs8fEv0/QILWwns5JDMs5q7U49qC
m7dMQFjjoUtsfLOnWc6zxtI0iGqlmG21OwGIiscYCG1Hyml3dyXC3JjMh5MpTlv7Gq4DFjLFZtTh
8lW6tWa5Zx4IoT9ZbHhQMKdWum2tpbtDap6XIULjdiadST1yVNoiBySrTfKkdpeR3L3Hq+nuqcOO
/Y15HpkRFrjio2nskaSI0biqMCGB7g5JtSGx8praXsdyLpmEbclQIAfkTU/qyIi1RxUbQmoeUr6e
9mnhli4Suz0csCORJpsGxMWMsRJZHo2nXENnBZqpmmQUIjBapJrsKV74eQ3bRURu9M8i+T7mznGq
ainpyqCLa3P2l5ChdvA02AzX6rUAjhi6LtLXxmOCHLqWcZguldirsVdirsVdirsVdirsVdirsVdi
rsVdirsVdirsVdirsVdirsVdirsVYN+bvmbXNF8uKnlqQf4mnljfT7do/VWSOKaMT81qvw8ZQNjW
pHuQq868j/mN+Yj+atMj8xagp0Iuqal8Frz+tPZlDEoiZ5PQF1urU5VpyUA4q//Z
proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:4fcb6ab1-a4b3-4c03-b7ca-8edd5d6c73b6
uuid:dbd22d94-5b8a-5f45-89d3-6d6d12e0bf2a
uuid:b3f9125c-bb21-9c41-bd40-d96ddac425bc
xmp.did:bce6d4cd-f447-4f11-9199-8092797c41c1
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:bce6d4cd-f447-4f11-9199-8092797c41c1
2021-01-28T15:02:24-07:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:4fcb6ab1-a4b3-4c03-b7ca-8edd5d6c73b6
2021-02-01T19:08:40-07:00
Adobe Illustrator 24.0 (Macintosh)
/
Web
Adobe Illustrator
1
False
False
8.500000
11.000000
Inches
WatermelonILTD-Regular
Watermelon ILTD
Regular
Open Type
Version 1.000
False
WatermelonILTD-Regular.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
RGB Red
RGB
PROCESS
255
0
0
RGB Yellow
RGB
PROCESS
255
255
0
RGB Green
RGB
PROCESS
0
255
0
RGB Cyan
RGB
PROCESS
0
255
255
RGB Blue
RGB
PROCESS
0
0
255
RGB Magenta
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
Grays
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
Web Color Group
1
R=63 G=169 B=245
RGB
PROCESS
63
169
245
R=122 G=201 B=67
RGB
PROCESS
122
201
67
R=255 G=147 B=30
RGB
PROCESS
255
147
30
R=255 G=29 B=37
RGB
PROCESS
255
29
37
R=255 G=123 B=172
RGB
PROCESS
255
123
172
R=189 G=204 B=212
RGB
PROCESS
189
204
212
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
9 0 obj
<>stream
HWˮ$GW|E>xf#3mY/ H|?DVWwƶJTeE#_{uX?{z]_FZkL?ufװSYnyaҿJ[N=mb/>.RV*VZWpeK/8->/oBVƺc+YU_~XbWvJrt)˷W )<*Q`t7.{Cß,oY2^Co46a}PrٖDh͒5?!}&)(qLɔM=dJ'ǼU%??+?sF(P
HuWK}0ׅyFI-o[V
R!DZF?\B@_R AmQڗg8keeEŨW2dBYjjƴ0h~6FcW[bMQlZaW57ūT֦F̶ѐ\LTѴ¿J״92˰NF"&Ce\fU_,=t1zA5j$Rkw`{FxN2Qa4%;~8`&buaVI*AhPJ'}eƢKGJ_4K3'Jx| Y'.