%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Birmingham City Schools Calendar with Holidays 2022-2023 3
2023-01-13T19:59:43-08:00
2023-01-13T19:59:43-08:00
2023-01-13T19:59:43-07:00
Adobe Illustrator 26.0 (Windows)
256
180
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAtAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8Aln5Q/lD5I8zeSLXVtWtZ
Zb2WWZHdJpEBCSFV+FTTplkpG3V6TSY54wSN2af9C9flj/yxT/8ASTL/AFyPGXI/IYu77S7/AKF6
/LH/AJYp/wDpJl/rjxlfyGLu+0u/6F6/LH/lin/6SZf648ZX8hi7vtLv+hevyx/5Yp/+kmX+uPGV
/IYu77S7/oXr8sf+WKf/AKSZf648ZX8hi7vtLv8AoXr8sf8Alin/AOkmX+uPGV/IYu77S7/oXr8s
f+WKf/pJl/rjxlfyGLu+0u/6F6/LH/lin/6SZf648ZX8hi7vtLv+hevyx/5Yp/8ApJl/rjxlfyGL
u+0u/wChevyx/wCWKf8A6SZf648ZX8hi7vtLv+hevyx/5Yp/+kmX+uPGV/IYu77S7/oXr8sf+WKf
/pJl/rjxlfyGLu+0u/6F6/LH/lin/wCkmX+uPGV/IYu77S7/AKF6/LH/AJYp/wDpJl/rjxlfyGLu
+0u/6F6/LH/lin/6SZf648ZX8hi7vtLv+hevyx/5Yp/+kmX+uPGV/IYu77S7/oXr8sf+WKf/AKSZ
f648ZX8hi7vtLv8AoXr8sf8Alin/AOkmX+uPGV/IYu77S7/oXr8sf+WKf/pJl/rjxlfyGLu+0u/6
F6/LH/lin/6SZf648ZX8hi7vtLv+hevyx/5Yp/8ApJl/rjxlfyGLu+0u/wChevyx/wCWKf8A6SZf
648ZX8hi7vtLv+hevyx/5Yp/+kmX+uPGV/IYu77S7/oXr8sf+WKf/pJl/rjxlfyGLu+0u/6F6/LH
/lin/wCkmX+uPGV/IYu77S7/AKF6/LH/AJYp/wDpJl/rjxlfyGLu+0u/6F6/LH/lin/6SZf648ZX
8hi7vtLv+hevyx/5Yp/+kmX+uPGV/IYu77S7/oXr8sf+WKf/AKSZf648ZX8hi7vtLv8AoXr8sf8A
lin/AOkmX+uPGV/IYu77Swv83vyh8keWfJF1q2k2ssV7FLCiO80jgB5ArfCxp0yUZG3H1ekxwxkg
bs0/5x6/8ljZf8Z7n/k6cjPm5Gg/uh8fvek5FzHYq7FXYq7FXYq7FXYq7FXYq7FUo1DXntdatNKS
3Ekl6D6UjOVUMFkchqI9PhiOKLWReYJ5dam0dLZPrkEfrSEvKIwvwUpIYeBJ9ToDXY4ru8v1/wDK
i9u7TVtdtvMOtWFzFc3N4T9aRoRcRsUluorW1t7Y+p6StHGwcGlKhtwytlR1T8ltG1u7n82vJfGT
WUSO2i9WLlELuAWgeZZ7YvL9sEl25U+FqrUYrZZZ+XHko+QEm0CxV746hI181zK4VIwiRwhGZIVF
Tx2rUnv44ruyy216aXWJdMa2VXt3RJ3EjED1YXmQrWNeW0dDuKYraZ3c/wBXtZrjjy9GNpONaV4g
mld8Uliev351/wAna3DIJLOxK3Fjez28ji4VUJjm9Ieg/UVAIFfDfFG7Aj+VmutbeXdT0nzdrsOk
qkEYtHvGZ1guIlht2jVooRA0fOrF0lNf2aCmK2VK8/Jyy/SN/wCX7zW9a1DUPMNoQtxe3JvIYreK
eOehke1KCQPFQVYH4zQV3Ctlbbf847aO+oItrcXcMWjtFEvry28nqMs/100cWwan70DcDep3YuSr
ZerS+ZrmLy82uy2QSzWL1zG0jiXh2+D0u4364rum1ldSziUSxrG8ThCFYuDVFcGpVP5/DFQgte14
6SID9XM4nYJsxBBaSOIbBWqKy1PtipLz38yvIFt5o846RLcXl/pWsyWdxZ2dxpczoqx0aR2eYWze
ntVd2HKoA71V3S3TPyM1Jb4SXXnDzJcanbRxx3t4dXljWccJ/T9M+i8qembhio5kCp8ScV3Q9h+V
S3lhca3ZeZvNcIjmWa7MuqOJ52s1K8qNahmYr8IYnooA2GK2Ub5l/IzStS1iPUdQuL2Se8+p2sFL
hZ5Fks7Z40lnnktpZHqo5OzNudieLFSrZTfyD5Pt/wAu7q/02053kl7ZxXkjuyIix6fGtvQGOFBz
flXcfTtipKr/AM5C/wDksb3/AIz23/J0ZKHNxNf/AHR+H3u/5x6/8ljZf8Z7n/k6cZ810H90Pj97
0nIuY7FXYq7FXYq7FXYq7FXYq7FXYqlGrahoEGraXp2oRo9/q7Sw2CtF6nI28TTyVah4gIp69/ni
tOiby1Lq9zpCQW51C0hhuZ4fSUUinaRUINKHeFq06bV6jFFBD2OoeUr2z1G8iggFtpU9xbX0jwqO
EloSJtqVIWmK0Gze+V/0TYaqtrE1nqTWq2jCBat9dZEhJWlQKyCvgMVoKd7H5fg806VYSiOO4vbS
9a3shADHL6L2xeRnAorRBqKD15HwxWgs0KDT/wDFmvrDMJXtTaAWf1b0ktC8BJ9OalJPVVqtx+z9
O6mmSkBgVYVB2IPQjFWOXc/luby9q2oLCtta2K3sU90Lcc0NmXjmeNQPi4NG1KdaYooJfq8eknQf
L11bSlIru800LdQ2Yle4jmdfhlX4fSSYH43P2QfHFNBvUJfL0P5haVpT3SwXM1lOU0YWitFcczzE
zTcaK0QtnAHv77qKCton6GuPMnmW09VLt9Pktg9ibMRi0EluGCI9KzepvJWnenSmK0GOWWreW2/K
S41eLVS0aLNbnzC9hynjle4MIk+rtWvps4H2qbe2KaD0XS5bCfT7e5sFVbO5jSeHinpgpIoZTxoK
VB74qoa7faLY2sVzq4j9Bp4baNpEDgSXMqwxjcGgLuKnsNzitIa8n8s2msadpE9rCL3VFnezQQqQ
wtlVpKtSgoHGKKC62fy1dape6XBbwPeacsLXkfoqAguAzR7laGoQnbFaCXanc+Wrjydq+rRotnaW
9vfCS9S3Uyw/VPVillRAKsUaJmWn2tqYrQU/M0OjeloE0UosUu9TtREYbT1TcK6u3oOABwSRR8TM
PhpimgpXEmgQfmTY6a9yEuZ9MleDRltQYXPrBvrJmAoHQRMgU+OKKCUf85C/+Sxvf+M9t/ydGShz
cTX/AN0fh96B/Jd3j/JV3Rijot+yspoQQXIIIxlzRov7kfF4xp2uamujXCC+e7t7jSpmv7WKe6mX
mkw4NeLIVWNuyGI+HickQ4EMh4ed+k9T9vd8HoTfmH+YSWd/PaalBb2dlqFppNrbm2SRh9YUH1Gd
jUhFSlO9eu2RoOYc096I2IHzpJNZ/Mnzre6FfWGsXUF9aXlteRGMQCAh7KdAJOUbBqv4bAYaapZ5
mJBo7S+xPfIn5n+fJRpT3Dw6jbajaamtppqQcHSXTIfVjCupLOZDRKH9e+JiGeDUzNXvYP2MX1z8
w/NHmCOx0+fW4b4SfUb4+jbegLS7a44GBvstJ6Qbc1ofxw01HUSntY/hPuN8kz1v87PzAsI2slu7
f67pdzdw3V0beNFuhbzIi7OwAJ5GqxjlTfAIsp6yYFbWL+NJhefml+YlxrU6WeowWlpJeyWcMLWq
SmMfV/XDciVLFegr9OCg2yz5DKgRV1y8rTXzD5s1bWPJHkjUNYuJLLRNVuOPma8tC8VFQlIwzR/E
iSEEtTviBumeUyhAnYHmxzztqNnD5Z0l/K+rX9xa217qv1DUrxnMsYgtQxW1lBjZotiqO1SDXwwj
m1ZpAQHATzlv8OieaN578/x6h5a8vpfpqR8wQadcWmo+mjGK3RH/AEgrmrepIvp7sxrsT32FNkc0
wYx58Vb/AHvcci7Bi/mjULuDzL5atINcOmLdzTCXThafWfryxhGKepwb0eAr8XIbEnemyq+21hJP
zBu9KTWfU9GwWaTQWgoY2Mi0uFn9NeSlWC8eZ3J8NlUr03zBMfK/my8m8y/WP0feXkMOomzKSaeI
4kKQywCFPVaFm5MeB5VxVDal5hul/L/RtRh83pBPNII5deFh60d0yxSh1+rhP3Y5py5ALTj4bFSm
+q6vLD+YOjaamui2juIZGl0E2vqG5/dzMsi3IT90V9ImhffjSm+KFvl7zB9b876/po11L6K3SIwa
QbZopbRkLJOTPxRZVZ2HjT9arLcVYFpHmGZ/JOu6hN5r+tm3nlig1kWPpG1IjjVEeAx/veMjcmIT
fltSmyqjrPmua18j+W78+a4rO4u3tzLrL2DvHeosTNMPq/AmH1AvOvw0p2G2Kp3f63DD+YOm6U+v
i2a4tWdfL/oqWuHIlZZRMYywCpDISA4+yPH4lUL5f8yRXPmnzVanzD9ft7ERGLTBamKWw9P1EuP3
vpqLgNIvw05U403ruqlVt5kupfysl1O385x3V4s6RnzKtkrKhe7RREbRIvtem4i3StTXbsqznQZp
J9C06aW5+uyy2sLyXnp+j6zNGpMvpELw5n4uNBTpiqVef9Yi0ny690+snQWMsaR6j9X+tKrE14NF
wk2dQRXbem/YqrNb1OeDzt5csU1j6nFeC79XSGt+YvfSgZhwn9NvTaI/Gw9QVFPpVQ+h679Z8/69
pf8AiAXi2kcRTQTbek9oeKl3M/BPUD+opHxHriqV6Z5hun/L/VNQk84C7kgm9OPX1070zb7RAI1p
wPM8m3PHcN2pspVdd81iy8s+VLx/NUdjJfvZSSak9i0sOoRlEeVPTC1t/XDVBqvEV8NlCaT65bJ+
YdvpL+YPRd7IFPLfoKDNITI/1gTshYqI42BVWoCor1oVWP8A/OQv/ksb3/jPbf8AJ0ZKHNw9f/dH
4felv5Pa/ZeX/wAlBrN6rta2L3MkiRAM7fviAFBIFST3OMubHSTEcFnpbI/L35laBfaDfarqdmdD
0+09L1Z5zHJbSiZeSelLDySVh0ZF+JTQEVwU3QzxIJPpCFsfzn8j3XmSTSTcwR2ciwSWOpM59O4l
m248Sg9MoRQlj92PCUDVQMqtPI/zA8gT3l9ZLq1o0+mpJJeKxAVFU/vDyYcWoftcScaLYM0CSLGy
T3n5o+Tbp9JtrBoNS07WJ57K5uQ/orbKsfOQyK6hqMp3+z41xph+YgarcHZb+X9v+VlvFqWq+Wbs
XQtECXtzPLPK9vbx1eNFE/xLEvElSBvTqaYm0YBj3MS1pH5naNqcsd3e6Fdafockc89jr11EhtmS
MH1Gdl5ejzC/Dy+10640sdQDvREe/p+xEy/mp5Xku9EGktFqNpq95LayXiv6Qt5Iow7M6unL7Ld6
bY0y/MRNVvZRafmd+XE2nXM66xbNYW7rb3FVbiDLUKOJXdW4ncDjjRT4+OrsUhdY/NfyBp3lxdWg
1C2ulaGc6ZaoSrSyQIf3IHBmiqaLVl74gFjPUwjHiseSXaJ5g/K668x2muPdxweZZNMjkWxaV3S1
ha3E0kcQAEQcR/a4/FSu3XGixjPGZA36qZr5f8zaF5is5L3RbxL21ikMLyxhgBIEVyvxAfsuuCm+
GSMhcTaRebtSvrPzX5bih1WxsYbuR4ja3cRknuD6kPMWzBfgbgShJanxdK0IWaOs9I8zR+eL7VLi
6tX0CW2EVnaLEguVkpFVnlEasVqknw8z1H0KoG08v+cz5b17T9QutOnvr55m0yVIFESiVBT6yhi4
SHnufgNe+KrNa8r+bp/KOmaZYXtidXtZVkurq7tYngK+nICI4li4AqzrQhF2HuRiqP1HQNZuPOul
6vDJZrpVpEy3UcsCSXbOUlC+lMU5xgNIpNH3oRTc1VWeX9B8yWPmnWr+9uLF9JvmDWUFvbrFcqQe
s0qqpfav2i30YqyfFWE6b5X84ReTtX0u8uNNl1O6mZ9PaO2jW1SMpGAJ4/R4u3qI7E+n3GKrdW8o
+bZfLGg6fp13paanpzI17cT2UZt2pEyt6EIVhH8bfs8du4xVObvRtak85WeqwzWq6TFbmK6haFWu
nkHqcCk3Hkqr6nTl4+OKptFpemQvcPDaQxvd1+tMkaKZakk+oQPiryPXFVg0bRxYfo8WNuLCoP1Q
RJ6NVIYfu6cdmUHpiqMxVj3njTPNWo6TFB5avLaxvhOryy3cazRtEEeq8WSXfmVPQdOvYqr9T0/z
TL5p0u9sbu1j0S3VxqFrNEHmcsrisLhapvw/bpt0xVrSNI8w2/mbV7+9vIH0q6KDTrSKKNZFAVQx
mlEaOx5KeNWbY+2KpTYeXPPieSbzTL7UbCbXpZVa2uo7eNbZYx6VVeP0uLH4H/3X3HSmKrtZ8t+d
p9I8u22m6jp8N9p3onV557RHjmKIokMEfA+nyYMQF4/MYqy/6vb+t6/pJ61APV4jlQVA+LrtyOKv
Ov8AnIX/AMlje/8AGe2/5OjJQ5uHr/7o/D70u/JzSptX/JUaZBdtYy3bXUa3SosnCsp6o/wup6Mp
6jGXNjo43gAG3NbZ/kZew2t3OdXgg1WS7tL+0S1tFisY57IvwLW4bi3Pma0oB4HHiSNJQO+9g8tt
vJuf8jtSvYdYfUNchkvtZS2EssVjHCkbwTiViqRsgIIHGvU9SceJTpCbs7muncVOb8gpbu3Om3mu
V0ixS6XRUjtlWaNr2QSM1w/L96EZaU7/AOT0x4kHR2KJ23r4ohfyU1O61NdZ1TXIpNVlmMt2YrRB
AVW2+rRKkRbhsN2qKHpTxbZDSm+Ine+7ypNPy+/KiTy1p2t6fqGoC+s9YjW3NtEjxxpEqPGzDm8p
DyCT4gNh27USbZYNPwAgm7S5/wAo/Nr6A/l0+bnTRLe3kg063itljZhIQQLpgx5qnQcfnt0xtj+W
nw8PFtXd96B07/nH94ljW61hTGbiaeeOCBx8M9v6DIjySyNtXZmrjxIjo65nrf2V3rdM/wCcfHtr
YxzavG0yT2rQypA9DBauXPMPKx5yVH2SFWneuyZIho6FX3fYq3H5FalHe6peabrsUMusG/hu0ltB
Ii2l8wbjHWT4ZFIpyFNj2pu8SnRmyQed9O9DWv8Azj5ew6lHcya6kscKlY2aBzIQ1t9X4ket6aql
PhotadTjxLHRkSu/xVd70/yb5cHlvyxp+iCUTmyi9Np1T0w7VLFuNWpUnxwEuVihwREe5MLrTNNu
57e4urSGee1Ja1mljV3iYkEmNmBKmqjp4DA2InFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXY
q7FXYq82/wCchf8AyWN7/wAZ7b/k6MlDm4ev/uj8Pvd/zj1/5LGy/wCM9z/ydOM+a6D+6Hx+96Tk
XMeGT/8AOQmuwXb6Y2jRNqsPO0mjHqBBqIu2iSIVJ+EwrU715fLJ8LrjrjdVvy+Npbpvn3z8V062
ttQrY3ia0Z2uZDLOzWiu5IlKckEa8fRCt9rZtqY0iOadgDkeL7GS/lr+YPme70qXR9WCPdRaEdWs
NTWR5JnQM0X7/wBQbyc99vxwENunzyIqXPhtKPL35ledF/wXcarDcCwez1e5uZzNDIdSFpavKvwJ
V4zGyADlStcNDdqhqJ3C+RB7t9lLW/zc80ajaWFo5gsbi7l07Ube40q4duNrcTGNra5PaXpyXp7Y
0k6mRA6fSdu4lQh/NLzN/he90mxlX661rql5Pqeo3biZIY5GiRLRwFJmXqi4gIlqJcJA51Lmfuaj
/P3zZZ2tpa2em2+oRw2sUTXUzTNJJPBbJLcM8h4qzU5VUb17nu8KPzshsBf9lp7q355a8ug/prS9
Lt3srnULi2095zIXa2tYld5miQ82qWI5LslPi7YOFtlqzw8QG1/gvWNA1RdW0PT9UUKBfW0VxRCW
UeqgcgFgpIFe4B9siXMhLiiD3o/Fklep66ljewWrrGDcvFDA0juvKab1CqfBHJTaE7sQO2KLYx5+
02w83wnyTfXEVrfzJHqCwRSeoxijdgGdJbaSJ0LIRRh1FetMV3YVN+RmlzpqjyeZvMMcVtHNZ36R
6lKi/VXiEht2V7N/WjVJKgLUGuK7o3TPy+sn0W+1r/FOt6vpOqWT2cZu9RuLmKksSWfrvbfVR60g
4Ej1EK/ETx6MFd0l1H/nG/yyv6O0j6/cR3c6zlWJSYScLeOJiT9T4xqgFRzbevGp4oFVsvX9K1KK
zurby5+7M9nBCjgSOzrH6b+m5rFGh5ega0bbFbTm6nFvazTkchCjSceleIJpikse1TUrXWdA161l
MQsYI7qx1aWKWUPDSH99xrbmrLG9RRT9OKN3m2n/AJRaLaeXTNo3mzzDDol0xjtls9XnMPOaV4wU
jhtKuGlkHxGvKgqaVqrur3X5V2VnrGg2N75w8xnV+Zl0pTq87+o1vHxlC/6I6IvptRwCtVO+K7o4
flLHceVL7yPPrOpahK72t3cXuo3k126KpIjSH17cwojGN/7v4g29dlorukFp+RPleD6j5hs9Qul0
3QGMpExDsws7p7mXf6kkjDnUAou+5BJZiytl7bpOpx6jaC5j4+m3BkZCWVkkjWVGBZUbdZB1XFQh
9Y16LTKtMEWFTCrSyM4HO5kMUa0jjlO7DcmgGK2wn8yfKum+atf8t2OpX/6M1W3kmm0uO0mIncgJ
M7xStbOYnj+rbSKQRuP2sV3SXT/yZul1EQp5v8wtLp0UUc8Y1SeNTztjCCsht6Vp8Q4MePTFd0vg
/K/TNS0u81vTfO3mUWkcvqX95Hqk/qM1orAneyEruiELyo2ygdsV3TDzX+Sug6p5g/TWo3VzHPqU
cGn2MImefjJHaPCjSNLazSyNwBcvM1aghm4sysrZTr8vPJunfl7fXWlQXJurrVI7WVo5G+JYrbhZ
81KQRo3xSLUFq/QMVtv/AJyF/wDJY3v/ABntv+ToyUObia/+6Pw+93/OPX/ksbL/AIz3P/J04z5r
oP7ofH73pORcxJrjyx5Qhll1O40yyjljm+vy3jxRhlmjBb12cjZl3PLG2Bxx50O9iMPmX8kLzTHu
1WxNlo7+rxezdGja9PHlHE0Su/rU34Ka7eAw0WgZMJF7beXf+tVj88/kzptvaXsM1nBHdW72cLRW
knNbWKTi8UqLFzij9Q9JAAeuNFfGxCj+hHWXmH8rD5gsPL1m1n+lNOMsOmRRwH04mljrNHDME9IF
kPxKr79OuO7ITx8QjtY5IW7m/JvQNYHl+e10+0v7ueGdrcWpZBMzH6v6jqjRxmtSgZhTr3x3QTii
eGgCfL5IS51j8ibp7jT7mPTHGj/WLiRHtSI1KtxnMbmMJKSzbqhap7bYd2JlhOxrby+aW6tqH5IX
OjT6hZy2umXNyxs4r+3sXN3C8UQ5cIDEZFCxGhbhSneuO7GUsNWNunLf7mXaF5K8i3fkrSNLitYd
W0OCJZbCW4USFvUPqNLUgFWdmJalPCnbBZtuhhgYAVcWVQQQ28McEEaxQRKEiiQBUVFFFVVGwAGw
AwN4C/FUBqMelrPBJds0cs7rbwMrypyejMq/AQK05bnFFKZt9J/SC2hll+vGIzKnrz8vSVgpavPp
yYYrTVtHo91Jdx29zJK9pL6F4q3Mx4S+mr8H+PrwdTitKKTeXW0iPVFu3Glyqjx3BuJ1jKyEBDu4
6kjFaRM1vpkNxbwyyzrNcs0duPXuDyKqZGFQ9B8KE7+GK0oWkWnjzDcwpcmW5tre3kNq0kjvH6jT
qJDzJqHAKjwofHdWk2kjSSNo5ByRwVZT3BFCMUpdb22jz/WVt5pJfQkaK6EdxM1JQoZlaj7txYVx
RSDvW0ddGh1GO9ktrGWS2dLl5bjiUmnQAcS1R6nLiDTatcVp2oWcSa5pMS3jxJL9Y527zTmSbjGC
PTNTTh1O428cVpbZraSeZtRsjqLyGKG3KWAluFliI5GR2ct8auJI6eG+K0hYYlfy9q0h1QyzQvdx
pcgXKJb0rwSWEu7N6II5nv1wrSe6EIDpNpNBKJ0nhjl+srypLyRaSDmSwBFKAnYbYEtar+iYkW51
CUW6NJDAshlaINJJKEhSqstSZHAX3OKKUpoNHivra1lmlW8uRIbVDPPyYRAGTiefYMK4rS+ODS5L
qa2juJWubcIZ4xczlkElSnL49q0NMVpBXw0ldA1C9hu5La3t4rkyXTy3HCJoA6yOys24jZDXbtit
LdZhgRNMlgv3t0uLyFebzzt6qSBv3aGr0Z+x2+YxWlsiWUfm+1tHvjVrR5E06V5nd5BKrJKrsStF
Eb1WvgabYrTGP+chf/JY3v8Axntv+ToyUObia/8Auj8Pvd/zj1/5LGy/4z3P/J04z5roP7ofH73p
ORcxQ1BJ5LC5S3SKWd4nWKKevpM5UhVkoCeBP2vbFB5PGYPyn8+zWF1PqH6Ok11bu11CC89WRhK1
mxEdrwESRwwLGx4hR1p2+zKw4I08yN64rB+XTyde/lZ+Yc9sUI0ySHVL251TXbMTSw+o9zKHW09d
Y2kMCcFYgEVavgrY2EHT5Krbckn9XJOF8g+ebrzmup38emw6XEGSwjs5ZIvqRli9OW5hi9EK9x/K
0labeAo3s2+FMzs1XTy+zmhr/wDLLzyPMttILyHXdBtZorpU1W4ZJpZ0AAe4MMAMqxb+mjMR95GN
hicE+Ib8UfP9gQlt+VHnuzaK3t30yS20Eai2hTT8nM8mpEDlcRsjqPRUct6/EANxuG2I08xyr08V
fHvREP5f/mHb+Tb7R3tNLu5tUmaTV5ZLq7+tXTuARN9YURhCkij4OJUrt48mwkYcnBW2/Pc7/F6P
5L0W90PyppWkXsyT3VjbpDLLEOKEqKUXZahRtUip6nAXKxQMYgHoE6wNjsVSrXZo459KD3Ntb1vU
2ulDGSqMgSCpHGUu60PzxVDvcTf40jgW6tPSNixksyv+mV9QUdWA/u/EE9e2Ktadfq/6dMeo2khg
lk+KILW3ZVK0uAOrKU3r4Yqld3fyJ+XyTpqelxSkUhvXC/o/4ZTxAHGnwqv8vUYVTfVb2dNY0ZYL
6zhjuTJzgmHKWdAFP+jsO45b4FUrK7kbznf25vrORFt0pYxgfXE4hDWQ0qU/ekjf9oYqyDFWL6Vq
E00HmQxanp8pimna3kgA/wBH+EqPrQA3ZWTc71phVD6rqky+SYro6tpkLu9EvpFH1JgrsUVFYPuF
QU67jFUy1fUmh8w6NDFqFlAkxk9e1uP7+ZHWifVyP+LKV8cCrtOnjk80aoBfWspRURbOIJ9Yj4oh
f1mA59XBFSRv2piqXaXqMs/lnWLiTVdOnYSzCO9iUfVkDRoUW4BoGb4qv7HCqf6E3LRNPPrQ3Fba
Gs9sAsD/ALsfFEBsEPVQO2BUL5su1tdHaU3ttYP6kfpz3gBh5K3Kh5A70U0OKqeqXDJ5o0SFby0i
9T6xztJgPrMq+kT/AKOaE7FeT79Biq3TLt3816tB9espo0SHjaQ0+txsq/F61BuPjHGpPXtiqAtr
66k8n38k+q6bIyM0YvUQCzUEIGWZGqKszNy7b/RhVU1DWZINF8v3B1TToZrmS1aSec0huEZR6v1Y
0HxOG+A0HXAqNlmjPnCGM31qpS1AFiQhuizlzyBI5hCqHoe3TfFWJf8AOQv/AJLG9/4z23/J0ZKH
Nw9f/dH4fe7/AJx6/wDJY2X/ABnuf+TpxnzXQf3Q+P3vSci5jsVdirsVdirsVdirsVdirsVdirHP
OEt4s+kJAulNGbuN3/Sp3Do68Wtdx++ALcTQ70xVUE+oDzqYmXTfq31UcGLEanwJJ2XesPqL7b+O
KqemWPmGFddeex0uKa5aVrBrZGX1zWQRm8qfiJXhWh7tiqH1DSfMNz5Qjsm0zR59SErcrGeJpNPE
fqPxIQkEN6ZUn3riqO1Wx1l9a0iWztNOmtLYOt1cXMbfWIlZo6i1IPwcgm49l8MVbstO1FPNd/fS
2WnxWMkYSC8iiIv5DwhB9WWu61RhSnRUxVPMVYzp+k6zBpuuhtO0qG6u2uDZQQQlIpy3MxtefF8f
MsOf+y8cVQ+o6L5hufJ0Nh+jNFm1MSP6lnPA0mnKpMnErESDUhl5b92xVHatpWqT6/pNzbWOlzWd
sCLq6uoma7i3Uj6qw2Toe/WmKpvFpmmw3kt7DaQx3k/99cpGqyvso+JwOTbIvU9h4YqpwaFolvZP
YwafbQ2UpDSWscMaxMQAAWQDidkXt2GKom2tra1t47e2iSC3iUJFDGoREUbBVVaAAe2KpP5vtNau
9LWDSbSwvZzKC8OqKz2/FUYq1F35CQJ9FcVVNQt9afzDps1va2M2mwiT6zcThvrUXNGB+rsOQ+I8
AwIFRXfFVllpt9D5nvbz6pYQ2E8YAuYouN7LJSP+9lBoyjiwpx/l3xVLbTSfMq6DqdlPpujKzzod
Ns4oW+rNCPTq1zETQuCrFeJ7Lireq6Frc2j6FbW+l6JcT2hi+vQ3ULfVoOKAObJAG4UYfDXoMVTO
TTLlvNUeoCysDaLbhDetGf0gJQZBxWSlPTCN89zirD/+chf/ACWN7/xntv8Ak6MlDm4ev/uj8Pvd
/wA49f8AksbL/jPc/wDJ04z5roP7ofH73pORcx2KuxV2KuxV2KuxV2KuxV2KuxVCX+j6XqDwPfWs
dy1q/qW5kUNwcEHktfliq79G2H1/9IfV0+vcBF9YoOfBSSFr4fEcVROKuxV2KuxV2KuxV2KuxV2K
uxV2KuxV2KuxV2KuxV2KvNv+chf/ACWN7/xntv8Ak6MlDm4ev/uj8Pvd/wA49f8AksbL/jPc/wDJ
04z5roP7ofH73pORcx2KuxV2KuxV2KuxV2KuxV2KuxVLbzXrW11WDS2jkku7lDJAqcAGC8iwHJ13
UJU4otivnXSNL89LJ5fa91CyutLcyzwafLZLLHLLARDJIXMki8Fm5pwZfpxW2Laj+XNifLl1NP5y
842unQuzXt3NqcQVTDKOf979hYyhUcaKO9aYra67/LS21HRpoL/Xtc1PSNZutOuNJeeZbx4/SDOK
PLPMo9dpCxdEjCgLSnGpVtB6J+RHk7RfM2nfU59V+t6dNbapbWrGxDUtHk+28YjHCSSc1G3titvW
7XzDa3N/JYpFIs8MghnBMZEbtEZVDcXY7ovYYraYXE6QW8s7glIkZ2A60UVNK4pSoearA2Nzf+nI
LOzeSO6nZoVWNojRw1ZP2cUW8rn/ACX8mSLHrGnaj5h0+z1aYXizadeQhZLy9uFniu0I9RY2pxiV
lUDhT9oklW0dc/l3p0euWOmv5v8ANqX7w+pb6fLq8bySJHA0EsyMzeqGcuzuQ1A1OIVQqhW0Lffk
rp/mW1sbDX9T1nUrvRTcRXl0WhLSNdMJkRXvJLxgkcZVeHqOGFOdTvitozyT5A8seUdXv/P9rd6j
PbXcFwJDN9WWEQzTrKWIUq7kNGPiO7ddyalW3q1pdi5Eh9N4mibgyyca1Kq4Pwsw6OMVBQupa5ba
fMkU0cjGRoY0ZeFDJcOUjT4mU1Zl+WK2kfnS20fzPpN35M1RbmA6xDxMUEtqlyYweRaPm8g29Pc8
T+IxW2BaV+SWm2UGpabp3mLzdFDH6aGBL6JIom4B/sx+mkpcPyYf5XTlvitoa6/KPyLr/k/SCmq6
1feW9FFy8N161ndyMkiojqsjK/7tGiJ4BeO7AilKK2nXlf8ALDy/5P8AOcXmFJ9Tkv8AUHu4ra1l
+qhH+tFZWVuBDMVEdSzHc7netVbeit5gt01BdPlgljumRJeBMRpHJIIlc8XO3M0xW2Ff85C/+Sxv
f+M9t/ydGShzcTX/AN0fh97v+cev/JY2X/Ge5/5OnGfNdB/dD4/e9JyLmOxV2KuxV2KuxV2KuxV2
KuxV2KpPqVlpsuu6fJNJGl4yTLEpkZJnVBU+lxYfZ5/FTscUUh7HT7VvMOqL66Nwitv3UU831lCw
kqZzy+ywA4b9jitITT/q0/l3ULmTUref03u/9Jjnna1jUszxrMvqCvFGX1N998Vpu7S2g0rQ5P0j
DAJ5bUPK1zMsUqMlWW3qx3b9jpt4YVpFyR2yeZorP66qK9qzNaG5n+tO5esbD4/7tVSX6flgWl2j
WulHV9SeC5S4ninRzEkrO8X7r0f3wJ3YskgHKu34K0nckaSRtHIOSOCrKe4IoRilKoNP8utYzSwS
K1gWla4dLlzDyViJi5D8ahlPOvfriilzW2iRWdu5ldbSUwpbETzcCXIEIWj03YrxxWlOay08a5aw
G5KzyW08i27XE3rusbxDmnx14J6lG92GK0p6fbRNqurRPdh44JIeMMVzP6sQaFSfX+Mbt1X/ACe/
YK0lKrbXPkW4uDqdpM5jmjW8M08lgreoUjV0DrVU+FWG2+FaZZZwW8UNYKlJaOWLtJyqoAPJiSdg
MCUJq9vohaCTUiqGSaKK3LOycpuZMIUKRVwxqvcYopqTTdGF/Csjt9faN2g5XEvqmNCokK1flxBk
WtPHFaXraaWLprZZ3F2VEzwi6l9QpXgHK+pyp8NK4rSR3ENpF5Nvbm01GCNVjufQvmuJVs0/eOqm
TixWi9H261wrSN1mG2trrS1W8Fu010Edbi5nDSxsjKUh+I/vC7JgWmxYWQ81IvqxNItn6noPJK9z
8MwKuSzMDEGGw/m3+StMU/5yF/8AJY3v/Ge2/wCToyUObia/+6Pw+93/ADj1/wCSxsv+M9z/AMnT
jPmug/uh8fvek5FzHYq7FXYq7FXYq7FXYq7FXYq7FUi1i4kTzJoiIdNKlphKLtgt6oaMhTZ77lmF
HFPs4qvsLyZ/NGpW5fTmgWOIp6Elb/koHJbhN/hXn8Jr36YqgbCUx+V9RmD6OskjSsphAWxYuoCf
WCHapkBHI16Ede5VbeNcz6B5dDfoV7h5bN5klHqWlUQNI1hVlPJKEwnfbAqJu5Lj/G9mgXS/QFt9
uWn6TDN61RDv/d/CO382Kr9Ak561rVRp3ISRgNZcfrJUGQD63RmPIEELWn7WKp9irF9Ldo/LWq8/
0SgWW44CEj6mTIAx+s1dqF3c89+hwq3Pd6hH5b0SSE6OLlmtlkV3K2VQnxCzYE7gr+6G+334FRN5
LKPOOnqP0Z6f1eRazGmpAPyZhb7/AN2xiXkKdie2Kr9Mv5G1nWo5JdO+qwmKSN7Z/wDSeXFklN4l
aLx9NVU13APSmKpZA09v5GdoRokVw7EqqAJpZMs9Ryo+5dWrWu7HFWT6ezNYWzP6XJokLegaxVKi
vpn+T+X2xVKvN0s8VlaPB+jxIt5AQdTp6Yo1eUNWT98Oqb4q1eSTDzdYKp03h6Dq3rH/AHIhXDsw
g3+wzRoW/wBU+Gyq7TbqeXW9WMr6eVt0iiSSBy1yihpGC3Sk/CAGBXf+bFUrsby7XyNM3LQxIrtE
qwNTSzFJNxCN8VAXjfcV+0enbFUfqdw0x0N3bTGeWWORmuSJO6VazJKksS3FG8Sp9sVVfrEp85iE
Pp5gFg3MV/3JCUSoVWlf7jixJ2+0RirEf+chf/JY3v8Axntv+ToyUObh6/8Auj8Pvd/zj1/5LGy/
4z3P/J04z5roP7ofH73pORcx2KuxV2KuxV2KuxV2KuxV2KuxVIdWsNQn8zaTcQ2FtPZwCQ3F7MSJ
oag8RDRurGlar9OKrNM0/UY/Nmp3k2mWkFpKoEGoxsTcy/DEKSCp2+A+H2VxVry7oKLodxYanpNn
ZpcTM0tpaisUihUCu+5q1EAPyGKphP5a0CextbCawhksrIq1pbsgKRsgKqVXoKAnFUU2nWLXy37Q
IbxU9JZyKsEBJoD/ALI/fiqy00jTLO7ury1to4rq9Km7nUUeTgWK8j34mRqfPFUXirFbWy1o+WdW
gm0WzgvZpJDBZIR6NwGRPjlowoWbkD8XQDCq3UNL1mLy9o9rYaPYT3FtJG01k37q3gpG1TFRjupa
neu+Kshl0nTZdRi1KS3R7+BeMNwR8aijCgPykb78CrYNF0mC5urqG1jjuL0Uu5VFGkG5+I/7I4qo
xeWPL0OltpMOnQRaaziRrRECxlwwfkVFATyUNXxxVH29vBbW8VvAgighRY4o1FFVFFFUDwAGKpP5
st9SntrRbHTbbVGS5WSSK7ICIEVisi1P21fjTb+uKuu9OvJPNtnepY2rWsEPF7+QE3CkiUcIiG23
Zeq9C2Kqek2urxa1rck2m2tva3JR7e7ib99cuvJP3wqeiBadMVS6y0fWofJDWbaLp6agZY2XSo2Y
WvFZkNWPI0ZUXkKE7gfLCqL1DRbqeHy7H+iLGdbN4frSTDktqqBDW2Un7SMg49aUGBU6Oj6WdTXV
TaxnUVT0luyoMgQ/shvDFWBf85C/+Sxvf+M9t/ydGShzcPX/AN0fh97v+cev/JY2X/Ge5/5OnGfN
dB/dD4/ehvzr17znpV1oQ8tXmp2puPrC3C6bpSaoHYPBxEpkPCL4DJxr1+LcUGRcxgMf5ifmjqUz
fU73XLW1vdTAgjby+vr28d/vawF5njiMUQVuchatSKfDirIvJF3+cHnC21C6svMl1ottbRQ2CR6x
otvHKbtFjae4j4zEtyq/UKBVRTY0VV/8TfmJ5M822Vn5n1LVPNViLCS4u00nR4BC1zPcOsKeqpV/
gVaBRTsWOKozXPzml1HSLWDQtF8x6dqWoXNssFw2keqY4/rhSTksjpH8cUD99ga9cVSbQvM/5vz6
Bp/mG61K6m046jOJLKPRYY765s7aMyvyjedlgVzBKooSxJXj1piqD8g/mt500t5bvzl/iPXIL1H+
p2kegw2otniRZ5C7RkEhklVU+MjY1ptir1Xyl+YEXmTWdV0pND1XTJdIIWe41CCOKB2LsoELLLIX
rwJ6Up36YqyvFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq82/wCchf8A
yWN7/wAZ7b/k6MlDm4ev/uj8Pvd/zj1/5LGy/wCM9z/ydOM+a6D+6Hx+9Z+bmmearvXvKdzoMWpu
lk97LeNpl7b2a8REjIky3CsJBKUKD+WpPWmRcx5xpeg/nAq6ha3dv5rkSa1u7mBpdZtC0dw1ldBF
DRr6gEskqCNQihJFruFxVqTQfzmvbedBD5ognv7u/nncazZw+nCtuPq0KCNJxSTjwV14jnviqN0u
3/N/TLs+Y5dH167a4lOoPo1zryvFF6dw8CWYj9OIFWSVZTUUogrWpAVZX5481fmZqth+hdP8lara
RXn1M3Gq2Wp2trcQrKsc0qRtu6sj1hZthsaHFWOR+U/zPvvNuoQfWPNGkaINScRXo1m3ZHgczs86
RNbNxQCNVRC/7S/62KoJtD/NJtPuLeW284sPqFutpJHrNmHEvG2+wUMZaQcJOZap3Y7HFKN1I/ml
e6DoUFnoPmZYdM0u5Fy/6Zjgu7u5uG+qKLhykzO6b3CNuFFDTFDMbH8n9braz3HnzzLHwMEr2H1y
J41MUgk9Iv6QLr+wT+1322xVX/5U/qBeweXzz5jkezuRPMfrrp9YjAiBgkEZQcSYmPwj9o9djir0
fFUFPrOnQXa2ckp+tPyKQqjuzcQGagVTXiHUnwqMUWsGt2Mxmit3dp4hR1EEz8GNePNQoPUdKjFb
eSaZ5f8AzFawmD/mnLJ5f9BoheRaasszXEsjmYtdOC0YRnCJxkrx2HAqDitu1DyJ5na9025b8x9R
trLhZw2/w36/XLiJWqCPXVWM/X4SaitQ2xVTbI/yy0jWPLFzqFn5h803XmC9vYraa2s50u3e3jgQ
xSyIJjLJwkkIqfEbkk4otndrrWm3U7wQSlpo3MUilHXjIF58G5KAG4fFQ70xW0XNLHDE8sh4xxqX
dtzQKKk7YpS+LzHo8tqt3FM0lq7cVuFilaMtz9OgcLSvP4fntii2O/mCv+IPLS6XpfmO58s31/LC
1hqtvDOZGKMJOEYVoDJ6iilA248cVtiGleX/AMybO5uNCufPz39k2nTRQ+pZzJf/AFhreOC3d+Km
cKhRpmkWcMzH/ZYraTS/lr52u7ARWX5n6m09sZI9SnT9IkxSrAicPhnNCrgs3IDahpy5F1NvY7PX
9Lh0e2uJr1riARxKdRMUixysaIHDcSv7xjtv1OKLTW3uIriISxElCWX4lZTVWKsCrAEUIxSo6lqm
n6Zbi4vphBAWCeowNORrQbA+GKqUuu6bFLHFK8kcs1fSjaGYM9KV4gpU05Dpii2E6zY+a9Q823lx
pHnh9Kh+rRQPosWlNctEi+oyTn13kCys8pq4jVWVVUqeIOK2xvUPK3nvVNKkkm/Mu4MUF1NPLqVp
Zz2aRW5tgpQi1kjX4G+OjtsNwVb4sU2ifKnlXzDonmTS9c1Dz7e6noSj0orOdb1or03FtHDAT6sk
qFzIvqLxrUnbck4ot6hJr2lxSiGWR45WRpVjaGUMY46c3AKV4ryFT2ritsG/5yF/8lje/wDGe2/5
OjJQ5uJr/wC6Pw+93/OPX/ksbL/jPc/8nTjPmug/uh8fvYt/zkpLYJf+VjeS6fDHS9+PUrq+tkp/
o4K0svicHqVLCpA6gEZFzHls935Y0jXdR057rSp3sbnVLa31Ca91aaW3tI4L0QI4hDsZR9Ym5Mo2
ooHxb4qoWktl5f8AMulapBb+Xv8AEthf/omzQya1OqPY2lvDHCsao6mQGQ1PKgZhyNQWxVnN5feS
fM3nK4vPzUu9MNneaUJPLU9kdVtXm06K6kmMslXCRk+iTxoGIHcCpVQ3mPRv+cfr6xuNI8v3cl9r
dz+jLspfTazLAbeWVVjZ3VX6x3hdF/nYdqjFU/uPyn/MDUdJ/RV75f8AL0Nqbh04peagyi3vpfVv
5PgaIh/9HhWMDopI6Yqn3lf8iNGutKguPN9gttrKRyW0dtpl9f8A1aG3EBtIgokmesnoV5N3LGtc
VZp5K/LHyb5Lr/h+yNsTD9W5NI8h9P1XmpVid+UvXrQDwxVlWKuxV2KpPdeVtPudbg1ppJkv7USC
2dWXjH6yJHJRWVl+JYlrXFFKOm+TdM0zVNS1Wxkmgv8AV2jbUZx6ZMph5emSGQqOPqN0AxWm7/yd
peoaPc6NevJPpd40j3Vq4iKu00pmcn93XeRi3XFVePy7bxQ2MMdxMkWmU+ooBCBFxiaAU/d9o3Zd
8VpeugxLqL6kLiX69JCls9xxg5+jGzOqV9LYcpCf8xitIPRfLFvp+pahdoJI2ub03bszo4ndrdYz
KwCgpTky8RQbYrSd3MC3FtLbsSqzI0bMtKgMKVFQRXfFJYve+QdJTyfceXLeKS40sI7xaY7RhHk9
U3ABkZOQrNvXlihGXGhz2q6JbWPrTW9jOqIeUC/VYVtpYhKOSVeit6fHc/FXtXFVAeVox51OtiFx
dtp/1VtZBt+ZX1g31cx8Pbly4+1cVV7fSb2RNZWZZoRczuAC9u31pPq8cQlPGP8Ad8gnDj/k174q
gLry9dXfkm20+6s5XIjtFk0SOW3RI/RkjPBZVRQRDw5D4vi4074qym0thbQ+kJGl+J3Lvx5EyOXP
2Qo6t4YpCA8y+WdM8x6b+jdTDtaGRJXRG4ljGarU0rs2+3hihD6l5O0zUtT07VL6SWa/0hpG064P
pBojLx9SnFADy9NevhitI1dH43ct4t5OLmaOOGSSkO6RM7ItPTpsZW+/FaSzTvJOl6Npd/Y6OHt4
L55rie2QRKks8y0ck+ntzoAaYq1qOiXf1LSBFFJdvZ3NsyQO1uBbKB6TzKWjo5hjdio79t6Yq1qX
lprvzFY3UgnmEdpdQPqPqQoYRMYx6YiCfH6g5VPH4eIxWmN/85C/+Sxvf+M9t/ydGShzcTX/AN0f
h97v+cev/JY2X/Ge5/5OnGfNdB/dD4/e9FmtbaZkeaFJGjqY2dQxWvXiT06ZFzFj2Fi7FntomY1q
xRSTyDA707h2+8+OKubT7BnV2toi6uZFYotQ5IYsDTqWUGvtirZsrI8K28Z9NeEfwL8KUK8RtsKE
imKrV07T0f1EtYleijmI1BovHiK07emtPkPDFURirsVdirsVdirsVSu8shL5j0y6NmZfq9vdqL71
OIhMhh/d+n+2ZePX9nj74qpaZDInmXWJDpjWyzLbH9J+tzW54IyhREf7v0ht71xVAtpiyeRbmxl0
VmW5S49fRnuXdnE8ztIPrBBar8y300xVX1MXT2WgyDSHuHS6tXkt1uGja05LxaViP71YVdqqftfq
VRTiceaI3/RnOI2hT9L+ovwfHyMPpH4viKg1Htiqj5chkiv9b5aSdN+sXpuGufW9ZbtiiwiYA0MZ
9OBAVpT574qnhrQ03PYHbFWISWs13+X91ZXHlkj10eKXy+10FMscz/vP9Ij6Fg7Oe9cVTPVDLOdE
nl0ZruVLiOenqKGspXjMTSt2fhHNIDT6MVcdOQ+dU1D9GfGuntD+l/WYABplb6v6FOJJ48ufalMV
Q1jbSfU/Mtq+hNbxSz3LIhnDDUPWj+KRSN4vUPw0PTFUt1LSify9j01vLL3SykiXQxdkOgaRpOX1
lRWtaHt1phVm0bMyKzLwYgFkJBoT2qMCpV5qtmutCuYFsTqXPhWzEzW5cCRTtKoJHGnL36YqpazD
I2vaHMulm8EMk3+niYp9U9SIoWMYFJA4PHfp1xVu0jnXzZqEraY8UcttDGNU+sF0lEJLJH9XOyFW
nf4h174qoWsM0nl/V4ZdD+rtK1yWsPXBN2Z15yMJVFV9R3ZRXcU7dAqo3STny1olfLr3EkMlm50v
6wvqWjRAMriVjSQwso6kV7+GKou905ZfNmn3v6MErQQyAap6xQwghgU9ICj8uQpU7VJ7bqsS/wCc
hf8AyWN7/wAZ7b/k6MlDm4ev/uj8Pvd/zj1/5LGy/wCM9z/ydOM+a6D+6Hx+96TkXMWvJGlObheR
IXkQKkAsaV9gTiqjFqOnzNEsN1DI0y84QkisXXiH5LQ7ji6nbsRiqrJPBHJHHJIqSTErCjMAXYKW
IUHqQqk7dsVWSXtlGZxJcRobZBLc8nUenGeRDvU/CvwNufA4que5t4zEHlRTO3CHkwHNipbitftH
ipNB2GKqmKuxV2KuxV2Ksc1MA+ctJP6Pu5SiOfr8RYW0fKOUUmFOLHsN9uQ+lVrSGiXzJrk66TdW
0riP1L6Qfubj0QVUQjrXffbfxPZVJNEsraL8urm0Oh6jFbtLx/RczPJdn1ZEJZCyggKW5DbanbCq
N1mwgvdP8sL+ibwqj27pbo7Rm1CiMgXDcXPwUAIqOhxVHSqv+PY5P0bdM/1NY/0oKfVlAaRvT6fa
PLffwwK15StFh1HXJFsLqzEt259W5YFZj60zF4l4qwWrVFexFDhVkcjlI2cKWKgkKOpoOmBWCWdp
Gfy6e1Gh6hCiSwhdMZgLpis0TBweNKV+Jqr2NfHChF61p8bReVkfTL6Y28luAkDittxaE1uGCkEI
UHKhHQ/QpR6afAfPkl0bO6Eq2YZb/wBRxaks3pmL0xRGfiA1TUjtTfAqtZeTdKs4NXhiknKa16hu
+T1oZefL0xSi/wB4e3hirUnkvSJfL8egyvPJYxu0nJ5C0rF3ZyGcitKufoxVPVVVUKoAUCgA2AAx
Vj3n+KOfyzcW8mnXOppOQhtrIlZ+7ckZQxX7NK++KrdZMcvmDQJJtLu7iSL1JI7mEkRWzyBYyJ6U
BHFj37dMVWabYIvnzVb1bG5jZoVje+kci3kqkFFij4gE/BQsGNCp8cVSjTraKTyV5gtzoeoQRvPM
WspKfWLn1FRy8HwbKS3Ffh2phVrWNJgfyXoNq+jajKsToVsIXQXEFYZBWV1Wnw1ptTr47YoZXceX
NPn1631yQy/XbaMRRBZCsdAJB8SrTl/ft9rbAlhX/OQv/ksb3/jPbf8AJ0ZKHNw9f/dH4fe7/nHr
/wAljZf8Z7n/AJOnGfNdB/dD4/eyrzb5D8qeboEg8wWX1xI0eKOkssRVJHjkcVidOr28Z38Mi5jF
JP8AnHn8sn0WbShZTIsvGl2sx+sIAUZgrMCpDvHzIZSKsaUFAFUwl/I/8rZGhY6GqNb8vQaK4uoi
vOnKhjlXrTFWx+SH5XrFLENFokyRxyf6Td1KxQNbIK+rXaF2T6fHFVOz/Ij8qbOEw2+hBI2IYj6z
dsah45OrTE/bgQ/RiqvJ+S/5aSCYPo1frDSPMfrN1UmUTK+/q7VF1LsP5vlirX/KmPy9S/8A0ha6
e9pfGW0me4jmlZmFjLHLFGRK0ihCYEDcQCR3rvirN8VdirsVdiqV3mgRXWuWerteXUclkpVLSOXj
bPyV1rLHT4j8fj2GKppirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVebf8AOQv/AJLG
9/4z23/J0ZKHNw9f/dH4feofkBf2EP5aWUc1zFE4nuCUd1U7ynsTjPmuhP7ofH73o36W0r/ltg/5
Gp/XIuXYd+ltK/5bYP8Akan9cVsO/S2lf8tsH/I1P64rYd+ltK/5bYP+Rqf1xWw79LaV/wAtsH/I
1P64rYd+ltK/5bYP+Rqf1xWw79LaV/y2wf8AI1P64rYd+ltK/wCW2D/kan9cVsO/S2lf8tsH/I1P
64rYd+ltK/5bYP8Akan9cVsO/S2lf8tsH/I1P64rYd+ltK/5bYP+Rqf1xWw79LaV/wAtsH/I1P64
rYd+ltK/5bYP+Rqf1xWw79LaV/y2wf8AI1P64rYd+ltK/wCW2D/kan9cVsO/S2lf8tsH/I1P64rY
d+ltK/5bYP8Akan9cVsO/S2lf8tsH/I1P64rYd+ltK/5bYP+Rqf1xWw79LaV/wAtsH/I1P64rYd+
ltK/5bYP+Rqf1xWw79LaV/y2wf8AI1P64rYd+ltK/wCW2D/kan9cVsO/S2lf8tsH/I1P64rYd+lt
K/5bYP8Akan9cVsO/S2lf8tsH/I1P64rYd+ltK/5bYP+Rqf1xWw79LaV/wAtsH/I1P64rYd+ltK/
5bYP+Rqf1xWw85/P+/sJvy0vY4bmKVzPbkIjqx2lHYHJQ5uJrj+6Pw+9iX/WKP8An+mMl6nF/wAE
/HE7/rFH/P8ATGPqX/BPxxO/6xR/z/TGPqX/AAT8cTv+sUf8/wBMY+pf8E/HE7/rFH/P9MY+pf8A
BPxxO/6xR/z/AExj6l/wT8cTv+sUf8/0xj6l/wAE/HE7/rFH/P8ATGPqX/BPxxO/6xR/z/TGPqX/
AAT8cTv+sUf8/wBMY+pf8E/HE7/rFH/P9MY+pf8ABPxxO/6xR/z/AExj6l/wT8cTv+sUf8/0xj6l
/wAE/HE7/rFH/P8ATGPqX/BPxxO/6xR/z/TGPqX/AAT8cTv+sUf8/wBMY+pf8E/HE7/rFH/P9MY+
pf8ABPxxO/6xR/z/AExj6l/wT8cTv+sUf8/0xj6l/wAE/HE7/rFH/P8ATGPqX/BPxxO/6xR/z/TG
PqX/AAT8cTv+sUf8/wBMY+pf8E/HE7/rFH/P9MY+pf8ABPxxO/6xR/z/AExj6l/wT8cTv+sUf8/0
xj6l/wAE/HE7/rFH/P8ATGPqX/BPxxO/6xR/z/TGPqX/AAT8cTv+sUf8/wBMY+pf8E/HE7/rFH/P
9MY+pf8ABPxxO/6xR/z/AExj6l/wT8cTv+sUf8/0xj6l/wAE/HE7/rFH/P8ATGPqX/BPxxP/2Q==
uuid:e3cf54ed-a901-406a-866b-f47a1069f064
xmp.did:e6f655d2-bdb9-704c-aca4-e7795cc5b05a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:02f2dd01-8a81-f742-a380-218df2fa0468
xmp.did:02f2dd01-8a81-f742-a380-218df2fa0468
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:b190c100-946c-6a49-b7c4-8df2d618473b
2022-12-22T14:12:06-08:00
Adobe Illustrator 26.0 (Windows)
/
saved
xmp.iid:e6f655d2-bdb9-704c-aca4-e7795cc5b05a
2023-01-13T19:59:41-08:00
Adobe Illustrator 26.0 (Windows)
/
Print
Adobe Illustrator
False
False
1
841.889832
595.275574
Points
AcuminVariableConcept
Acumin Variable Concept
Default
Open Type
Version 1.020;hotconv 1.0.108;makeotfexe 2.5.65593
False
AcuminVariableConcept.otf
MyriadVariableConcept-Italic
Myriad Variable Concept
Light Condensed Italic
Open Type
Version 1.025;hotconv 1.0.108;makeotfexe 2.5.65593
False
MyriadVariableConcept-Italic.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
ArialRoundedMTBold
Arial Rounded MT Bold
Regular
Open Type
Version 1.51
False
ARLRDBD.TTF
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
Week day color
PROCESS
100.000000
CMYK
89.513999
59.502554
0.122072
0.000000
Holiday color
PROCESS
100.000000
CMYK
0.000000
89.782554
59.673452
0.000000
R=169 G=120 B=30
PROCESS
100.000000
CMYK
30.133516
50.530249
100.000000
11.172655
R=229 G=184 B=82
PROCESS
100.000000
CMYK
10.537880
27.048141
80.099183
0.000000
R=167 G=139 B=58
PROCESS
100.000000
CMYK
33.728540
39.572746
92.748910
7.571527
R=183 G=140 B=44
PROCESS
100.000000
CMYK
27.469289
42.246127
100.000000
5.331502
R=242 G=220 B=132
PROCESS
100.000000
CMYK
5.642786
9.536888
58.403903
0.000000
R=151 G=103 B=15
PROCESS
100.000000
CMYK
33.783472
55.986875
100.000000
18.878461
R=238 G=235 B=214
PROCESS
100.000000
CMYK
6.158541
4.113832
16.476691
0.000000
R=80 G=100 B=104
PROCESS
100.000000
CMYK
70.428014
49.582663
49.134049
20.978102
Grays
0
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
0
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 16.03
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
12 0 obj
<>stream
HWK&9݇qN?; $BhG };,dFk,+4ROG;mﶷ~n}6'?noyھd歎]5c>onǿmNÿ?|~zÇ//?>j-ٶWa?Kw>شFJgyn}~kuԗFΨOݻFuʖ{u6my//GReid&OF}|i:~ʥ~&x"-=n?n%,NZKWgZ
DI**:v%8.p3GOz4x`a֤b67CjAwܧ,WVvO,&K͞,:Tfx@mi/KvbQ{-~sXkջHבxYi{@DdǪ)M>3džt_fuk#ðIٜ<.ȣ*u6
jB^jCWe}8S]4~5XD9ԂZ1: _3