%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 65 0 R 66 0 R 67 0 R 68 0 R 69 0 R 70 0 R 118 0 R 119 0 R 120 0 R 121 0 R 122 0 R 123 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Spring0312modified
2020-03-20T11:50:57-07:00
2020-03-20T11:50:57-07:00
2020-03-20T11:48:34-07:00
Adobe Illustrator 24.0 (Macintosh)
256
172
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgArAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q+SPzt1nWLX8xNSit
r64giBBEcUrotST2UgZhY8GORkZRBPF3PWdnxBwxYJ/iTzF/1dLv/kfL/wA1Zb+VxfzI/IObwDud
/iTzF/1dLv8A5Hy/81Y/lcX8yPyC8A7kw0PWNSu70xX+t3dvB6Uj+r9YkFGVCVG7b79sx9RghGNx
hEmx0DCcQBsGWT2+nLHWPzLdkrI4J/SAPKIWzOHpXb/SSsVPaveo1UcmQnfFH/SdeID/AHFyar8v
sUdQWzja3a18w3jxzXEaMDqAr6bxklf8n41pyalK9DlmIyN8WOO0T/B1v9XQKCe77FGae1W/srWL
XL12lSeSdfr5A5I0ixxer9hT8A+f0jJxEuGUjjjsY16PdZrn1+Cd6uvsRlNGMjxx+Y76T0WsxLIb
0hSs6lpGXpUjYGlePffKLy1ZxR34/wCDu5fjqjfuWSJYRQPJ/iK7ldg7JGL8gorMogr/ADGnIt9F
aZMSmZV4URy/g5/zv0Utnu+xbNFZjTbidfMt2lzFCZIIjf8AMysLaWQUC9P3qhae1OpGInPjA8KJ
BO/o5eoD7t/2BIO/L7EihtvOctuk6638MixtGh1Ec29SlBwEnIca/FyoB8q5myyacGvD7/4O74fL
vZkx7vsVJLHznGyK+vIPU2B/SakBqE8TSQ9l+WRGbTnljP8AyrP6l4o932LZLfzVG0i/4kjb07cX
PJdRYhgafAvxfbG/w+3yqRkwGv3R3lX0fb7vNbj3fY+jf+ce7m5ufy2tprmV55mubjlLIxdjR6Cr
NU9MzNNCMTMAUOL/AHsXne1hWb4PScynWOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KvPt
V/OTQ9P8zaloDwEzacnqGd5FjSTiELhOQ39PmwanTjvhpWN+bvOH5dJ5vNhd+WotRuZ5/TOpuyiG
Rfq1pcho5CCrsVvhRVPYfzDKDpoE33+ZciOqyRFA7JNP50/LGP0mHku3eCaATpcCWMJUOFkSpA5O
o/ZTk3sBVgPysPP5n9bL87m/nNa953/KzS9QurSPybBdLa3clm04dUUlG4JL9lqRyMHCnqeJ4hsf
ysPP5n9a/nc385F655l/LLSHvlm8n28pso7aQLFIjNK11CJlRFp9rqApoxpXiMfysPP5n9a/nc38
5Bnzz+VLG0SHyjayyzWs11cqJF4wGBpB6TkISHkWMOnILVTU0x/Kw8/mf1r+dzfzkxuNS8nQaHqW
sN5GsJrXTLpbWX6tdpOZOVot7zhKxcH/AHUq033OP5WHn8z+tfzub+c67178srVbUyeUbUm4t0nC
JIru7PNcQ8bZFUtOq/U3dnUCilT32fysPP5n9a/nc385KH/MT8pvVMUPkpZz6giWWMBoquGaN2cK
aRMiF+YqOIYipWmP5WHn8z+tfzub+crw+d/ysl8ty68vk6BrdZ5YIYEb97IYjQUDIg5PuVUEmmP5
WHn8z+tfzub+cq2fmz8t5pYnn8lW9nYPdWVpJczyKjxNfXU9qGljZF4iJ7OUv8XQDxx/Kw8/mf1r
+dzfzkZqGs/l3Z3d3B/g22kSOS7isZA5H1prMgP6Y9PetduBbH8rDz+Z/Wv57N/OQUXmv8vfqL3M
/kWGIiIzIoYuvEQLOPUb0h6ZKuBuOuP5WHn8z+tfz2b+cojzv+Wi6TNqL+RA6w3Elv6duPVZlRZw
JFBRGKtLasleNBWpOzAP5WHn8z+tfzub+cn2kfm/pOladbx6Z5cjtNNuJIViMd2ixJLdyPGpcmPi
iL6RMr1+HfY5ZjxRhy6tGTLKZuRss+8iedrbzdYXl9bwiCK1u5bRQJPULCI05khVUcuwBb55NgyX
FXYq7FXYq7FXYq7FXYqxbzp54/wzLax/Uvrf1lXavq+nx4ED+R615Zn6PReMDvVeTqu0u0/yxj6e
LivrX6Cxr/ldX/am/wCnn/r1mZ/I39P7P2us/wBEn+1/7L/jrv8AldX/AGpv+nn/AK9Y/wAjf0/s
/av+iT/a/wDZf8dd/wArq/7U3/Tz/wBesf5G/p/Z+1f9En+1/wCy/wCOu/5XV/2pv+nn/r1j/I39
P7P2r/ok/wBr/wBl/wAdTnyp+ZP6f1ddO/R31bkjP6vrep9kdOPpp+vMfVdneFDi4r+H7XN0HbH5
jJwcPDt33+hmuax3bsVeLDzT+aEwtzd6a+6O08Z0ad2R6MaJXZuRAHXvmplqNTvUDz28/s2d1+W0
3eP9Mp6v5v8AzZtbVn0/TXv5lK/V4xo1xGAQVB5FulB0p4ZLT59RI+uJgPgf0JjptLe8h/pkgH5g
/wDOQJAA8q7faUfoybxrUb+O+Z3xPy/Y2flNH/O/2Tb/AJgf85ByCknlQuCKENpkx2FfE++N+Z+X
7F/KaP8Anf7Jx/MD/nIM9fKhPTrpk37IoO/YHG/M/L9i/lNH/O/2S3/Hv/OQHw/86l9n7P8AuLm2
oKbb+GGz3n5fsX8po/53+yVB+Yn/ADkOF4jyswXb4Rps1NhQd/DB8T8v2L+U0f8AO/2SrZef/wA+
2u7dLryw8dsCI3kTTJiY4yQDxFTsOtMjkMhE8JN+79iDpNJW0v8AZMgPmv8AMz6zbxixl+qyxt60
v6HuPgKsFROPcemzGua/8xquEngN9OW+3u72v8tpu8f6Z115m/MqNZlgsXkPpyTIP0NcVeVUXgCt
BQszMta9uu+CGp1Rq4Ebju5dTy6KNNpu8f6YNt5q/M5y0cljLJG6qwpo1wVJJPJWLdwTWtKHfD+Y
1VfQfs/Uv5bTd4/0wYw35h/85Ckj/nVmIQkp/uMm2r1pv3zZb95+X7G38po/53+yaP5g/wDOQhUq
fKpKsKFf0ZNQilPHH4n5fsX8po/53+ycPzC/5yEUUHlUgUpQaZNSm+3X/KOPxPy/Yv5TR/zv9k7/
AJWD/wA5CcCn+FTwIoV/Rk1CDXtX3OPxPy/Yv5TR/wA7/ZM5/KXzN+Zuq6xfQebNGOmWSwmaGT6p
JbB5y6g1ZjRjxwxJvq4etw4IRBxmzffb1LLXWOxV2KuxV2KuxV2KuxVhf5mWMV7b6XbG7vLOea74
xSafPZQStxRnKt9cIDp8PJlTegyUZEcixlAHmLYlpmhpNqsoa+1ea1u4pxc2b3mlF4XQKEkRreXm
lQhoqN1YVA3pLxZd5Y+FDuCEsNNgGprPaazq93bTTwXqwR3uhzwlJieCqZyZPS+EVVTxPL4a7nHx
Jd5XwodwUW0rSbm5urvTvMupyyjlH9Wg1HSZgsU83rxzhJJBEnJZOEZYH92OnKlHxJd5XwodwZav
nHRdJjt9Kn0hrzUbZYreZZrrRhdvIFAYyq1zD+83jZxxH94vHrj4ku8r4UO4Mu8t3VnqNimoxaZ+
jmcsqxubZ5KDYnnayTx9a9HyJnI8ykQiOQCb5Fm7FWK63+WXlPWdUutVvI7lL69ijguZbe8ubfmk
JBjBWKRF+Gnh4+OKqFv+U/k6Ce3mVL1mtiGjV7+8ZOSv6lWT1eLFn3YkfF3rirdt+U/k62vUvYUv
EnRzIpF/ecRV1cpw9Xj6fwAcKcabU64q3Z/lX5Us7iC4t31FZLco0XLU75wDG/qKCHmYFeQ3U7Hu
MVZfirsVdiqE1fSbHV9MudMv0MlndoY54wzISp91IOKsYX8pfJyfYW9RRUogv7uiExNBWMep8BEc
jAccVUh+TfkVfSIivg8LOUk/SN8XIk48kZjNVk+BfhO23uaqqsH5SeTILOGziS+W3t2doE/SN9RQ
/Cqf326D0wVU1AO43JxVP9A8u6doVs1tYNOYXKEi4nluCCkaxihlZyPhQV8TviqZ4q7FXYq7FXYq
7FXYq7FXYq7FXYq7FUq80aRpGq6LcQapp8ep28StOlpLEs9ZI1JUpGyuC/htgJoMoxsgPMdK/wAB
2psWg8q3lreWyCSG6g0UqElk9NJisaoyVehBboBSm/Wkagdxdiey5j+PH/pwqx2/k+mk3UXlW4g1
N5LcXs6aOF5FUSclgEVdmCqpOwO/xcKg+P5FiezTv64bf0hvvX7W0/5V01bdvy7nuIo44HllfTIW
VhDBRKrSjNHHyUCnttXI/mPIs/5M2/vIfNXvb78udQlP17yHdzRTswEjaSxYkRwsaoF5CvFV9+Hh
h8fyK/yXKvrx3/WHm9J0bS9I0zTorTSLKLT7AVeO1giECKXPJv3YC8SSd9svBdYRRRuKHYq7FXVF
ad8VcSB1xV1R93XFXYq7FXYq7FXYq4EEVG4OKuqPH2xV2KuxV2KuxV2KuxVi3nrzJrehw2b6Xapc
tOziUPHJJQKBSnpstOvfM7Q6eGUnjNU6ztPV5cIicceK/In7mI/8rO88/wDVqg/6R7j/AKqZsf5N
wfzj8x+p0/8ALGr/ANTH+ll+t3/KzvPP/Vqg/wCke4/6qY/ybg/nH5j9S/yxq/8AUx/pZfrd/wAr
O88/9WqD/pHuP+qmP8m4P5x+Y/Uv8sav/Ux/pZfrd/ys7zz/ANWqH/pHuP8Aqpj/ACbg/nH5j9S/
yxq/9TH+ll+tNvKvnrzXqmvWtjf6fFBaTep6kqwzIRxjZh8Tuy/aUdsx9VocUMZlGVkeY73L0PaW
py5RGcAIm+h7ve9BzUPQMT876p5vspbQaBbNcI6ubgiL1aEEcfl3zP0WLDIHxDXxdV2jm1EDHwY8
XO9mM/4l/Nj/AKtz7df9GOZ35bSfzvtdb+c7Q/mfY7/Ev5s/9W1/+kY4/ltJ/O+1fznaH8z7Hf4l
/Nn/AKtr/wDSMcfy2k/nfav5ztD+Z9jv8S/mz/1bX/6Rjj+W0n877V/OdofzPsTryjrPn271hYda
s2gsSjkuYTGOQHw/FmNq8OnjC4G5e9zdBqNXPJWWNRruZxmrd07FXib/AJg63qhSXU7D0pRGqND+
j9UIVlkjmBX05Qpo6L8Q3+HwzTZNbqQfTCMv84D9Luj2fh/nfaEvj816ok0gGmh1jgW3hma11hjx
Z+RWrSFq8raEs3dix33rL87qKHoHzHl/S9/y81/k/D/OPzCPb8wNZbTJLD6k8lrKS0iS2GpF2oWY
/E0rMVJVe46/RkRrdTe8I/6b3efv+S/yfi/nfaEj1f8ANv8AMdNTuFtvLC31sGf0bhrO/TkJAvI0
5g7FBSvSm3bM/DmlKAMuGMu78Fsj2ZgI3l9oUD+c35pG8F7/AIMi+tD/AHaLS+B2HHeklDttlvie
Y/HxT/Jmn/n/AGhE/wDK+Pzg/wCpSj/6Q73/AJrweJ5j8fFf5Mwfz/tDv+V8fnB/1KUf/SHe/wDN
ePieY/HxX+TMH8/7QiLD87/zUubyK3vfLKW1rKeM062d9VFI6ji9fuyvLmMYkxIMu78FEuzcAH1/
aEQvnK/S15jS5RInpssa2WqcnKokfxfvuPwrGgJPWnucwfzmp4q4I1321/ydi/nfaFlv5x1e3Wxn
tdKMclp6McMBtdWpGsULRAkGTi1Igq+569K4fzmosjgFd9jy8/ev8n4f532hLL783vzPXU7yWDyq
snqOEWcWl6OSREiM05U78tx1p4CmfjykxBJAP482wdmYP5/2hRtPzh/NG0R1tvJyRc41jd1tb/kQ
taEt6leXxbt1Pc7DJ+J5j8fFP8maf+f9oVLH85/zTsYFgtPJkUUaKFAFnfE8QSQCxck0LHrj4nmP
x8V/kzB/P+0Ij/lfH5wf9SlH/wBId7/zXg8TzH4+K/yZg/n/AGh3/K+Pzg/6lKP/AKQ73/mvHxPM
fj4r/JmD+f8AaGcflR+Y3njzTrF5aeYdFXS7aC39WGVYLiEs/NV41mZgdj2wxnZqwXD1ukx4ogwl
Zvyen5a6xI/O8WnTeVr+LUUMlo6ororXCEsZF9OjWoacfHT7AriryBF/L03tpNpl7am5YJPYSfp7
VJBKtu5WZGrE4SPitDueVCafDuVRGq3/AOXNn5kT07mztZ0lma5MmrapAhaRjIlwFWMxSrJJK4Mh
2qdmJ2Cq7y9b+SJ7+08nwxxyahKsd7bWE17qr8fqkjOvoXEttEDEhiY79TUdAKqp3on5WXOhCG40
jQbWC5ty6wQfp7UxCqSCTk7AQEM59Tf4duoO26qI0r8odNubjnrGjR6VHEP3X6L1i/kL1ijhKNSO
zKpxhXodyK9zgV6XBCkEEcMdeEShE5EsaKKCpNSfpxViP5n+V7vzBpFoltawXrWdyLiS3nubuzqq
o3xJNaEsGRuLAMjA06VpirBvL3lPV4NTTVbjSrRbDUEdbz0NT1GeNVlSIQSmORKySNsPsigNeh2K
Ev038sLhL2we50my+p38NpGLzT9R1aKSSK1iAchKqwAh5NGnJiTx3O5ClMtd/LDzXq1y2o/ozSLm
e7VDPMNQ1KF6uw5vFKDJx4ra2pX4Oz+2KsktdH/NDQ9KtrHy3aaNGgX1Llb+81G8PruwMvCaT95x
Irx5dDTxooVlflifzfPayP5ms7KzuSVMMVjNJOOJX4vUaSOKjBv5aj3xVOcVdirFdb/LLynrOqXW
q3kdyl9exRwXMtveXNvzSEgxgrFIi/DTw8fHFVC3/KfydBPbzKl6zWxDRq9/eMnJX9SrJ6vFiz7s
SPi71xVu2/KfydbXqXsKXiTo5kUi/vOIq6uU4erx9P4AOFONNqdcVXaf+VvlWwu7e7tm1AS2rI0I
k1K+lWsb+ooKyTMrLyG6nY+GKsuxV2KuxVJvOWl3uq+V9R0+xjhlvLiIrbx3Mk0URcEMvKS3KSr0
6oQcVeWD8svONu9rqFrotlHfWk4k9CPW9SKvFEV4RJ6g4IrgsHWnGir41BVFap+W3nK5upWi0rSw
ryykXMWqalbXB53TTeq8oWcl2jjiUkiteX7JoFWpvy181anHbXmoaFpMerW0say8b++MUsUSzOGj
4cTGS904+IH6dsVT7y1+XMksNxB5l0+OK3Is3hit9RvroNNbFhyb1mVRxVIqUXryrWuKprof5T+T
dDubOfTYruEaeKWdv9dujAnxySH916nB6tM32wcCswxV2KuxV2KuIB64q87uX8wB2sj5WvJ4TLJW
6SazHASEqGhDuAnCgdB0r1+L4hT4sr+l2EdJhMb8WI+Ev1LpLzzbd6IYLvyvdS3CI7x+rcWjM4Mi
p6MhJClmDM9eIAAFKt0HiT/msjpMHEB4or3H58vgvtdV872KRxWnlea7IjZhc3t5CZlb0/UETOq7
jkWWvjgOWf8ANTHSafrl/wBie9F/4s8+s9U8nyoiUDLJdQBnqpYlSrOopxpue4xOSf8ANX8pp/8A
VR/pSyfRr6+vrBLi90+XTLgkhrWZ4pGFOhDRM60P0H2y6JJG4pwc2OMZVGQkO8X+lG5JqS/XJHGn
vCsMswuQ0DmB4kkRXjb41MxVSQaDv8sBFhMZUQebALby15ijuoo/0j5hVkt/icXWltGvFlpH8TGT
4hTcruOp7ZSMJ/nF2R7Qgf8AJY/t/Wp29heMUgi1DWlGlqjxGW90xVeQQiEwN6bvIpG/I8erHq3R
8DzLE9oA3+7h6vf333qDeXdbMiSwnzLNdS2wlMQvrNVgdECIrMJXjMjEBhxJFR2BOD8v5ln/ACnt
Xh4/kyG0/LzUHSG6fzNrdtdOOcytNbmQFo40KMUR4zx9PtX6euHwPMr/AClGq8LHXuPn5+aO81ee
I/LN1Y2ctrLfG4Wsk/JUNA3GoULR3/yRTHJm4CBzZaDss6mMpCQjXT8ch80svvzt8k2GpXen3gvY
bi0d4yPqzyczGzq5URc2Xj6RNJApKkMAQQcyxjLp+IKVh+e/kO9kjijGoJLNcm0gR7GcF5CQEIop
AD1qvKh8QMTiKiYeh5WydUVp3xVxIHXFXVH3dcVdirsVdirsVdirgQRUbg4q6o8fbFXYq7FXYq7F
XYq7FWGfmhcatZaPHqVpqH6Ns7Ms1/cmQxqFcqiFuIJpyP0Zm6LJiiT4gt1vaOLPMDwTR67vMIvP
V7NOkEXnKCSWSgRUu3apYVVahftMPsr1PbNh+Y0n837HVfk+0P5/2qDfmNMlybaXzlFDMASRNPNE
BxAJHJ0VeVHHw1rj+Y0n837F/J9ofz/tR2q+a9e0qSJL/wAytEJnjiilWS4kiZ5eQQerHGydUIbf
4TsaHH8xpP5v2L+T7Q/n/anGhJ581+ya+0XX11CzWRoTcQXfNOaU5AMNjSuP5jSfzfsX8n2h/P8A
tZN5X0P8wrbXbafV71ptPTn68ZnLg1jYL8Pf4iMo1ObTyxkQHq9zlaLTayOUHJK4b3v5M9zUu9YH
+aEeo3CWNrBoqavb1eVudvJOYpFHFWVkoUbi7Cvhmw0WHFMHxDXxp1Paep1GIx8KPFd3sT9zFPrf
moytL/hC29U7M40tgxqB1IFewzN/J6X+f/sg6v8AlLXf6n/sJKv6T85fWBc/4Ug+sKSRN+jH5gkA
V5Ur0GP5PS/z/wDZBf5S13+p/wCwkpaRd+a9Gllm0jyhb6fNMoWaS10t4WcL0DMgBb6cfyel/n/7
IJ/lLXf6n/sJJp/jP80f+rM//SFP/XH8npf5/wDsgv8AKWu/1P8A2Ek18r6z5u1bW4Ite0gRWsKv
LFPJaSJwkA+Eq8lQp+WYus0unjC4G5e8F2HZvaGslkMZxMIEb7SDPs1juXYq8Pb8w/MeqM0mqaYI
5FhQRRCx1PiWEizcapIFUiSJfi7j22zU5NZnFcMAd+8fPm7o9n4f532hDWvmu99ZQ2nusYtEiWd7
HV3YcmVnTedmryt4mZq7mu5qchLW6kDaEbs/xDltv96/ydh/nfaHeYPzG81Wuhiz0vSjqqTzH6xB
JZamrcPtE85JC1Cyiorlul1eeciMkYwFd4P6WUezsJ5y+0JHL+b/AOactzHcSeUQ0kUjSx1tr8AM
3GpoHFfsClenbM/xPMfj4s/5Mwfz/tC2/wDzZ/Mu/k53XktHbrtbagm5XjU8JV3oAK+2PieY/HxX
+TNP/P8AtCYf8r4/OD/qUo/+kO9/5rweJ5j8fFf5Mwfz/tDv+V8fnB/1KUf/AEh3v/NePieY/HxX
+TMH8/7QidO/O7807q9ht77yylraStwnuVs78lFPVhxev3ZXmzSjAmNSl0H4KJdm4APr+0Kll5y1
V1iWTTGgakbE/U9VozIkUe5Exr+7jHVd6EHuThZNZqByhE/H9v45+TWezsP877Q1ZecNYgurFo9L
+rx2fpJGPqmrN6aR2hjU8fV4vSgjPj16jDLW5wNoAn3jv9/duv8AJ+H+d9oTS4/MLV5riSV7BXZ5
Imjm/RN8TVBRW3fbhyJq1f1DKhrtVX0R/wBMv8n4v532hIb782vzB0+/uTpnlSK4jvVSS6kNlfgM
5QBkKs/H4emwp+ObDBnlKNyqJ/Hm2R7NwEby+0IW3/Oj81beeSeHydGssqRxSN9VvzVYeXCtZDuO
Z36nvl3ieY/HxT/JmD+f9oRH/K+Pzg/6lKP/AKQ73/mvB4nmPx8V/kzB/P8AtDv+V8fnB/1KUf8A
0h3v/NePieY/HxX+TMH8/wC0M4/Kj8xvPHmnWLy08w6Kul20Fv6sMqwXEJZ+arxrMzA7HthjOzVg
uHrdJjxRBhKzfk9Py11iX6+NQbSLhdOjMt44VYkEiwn4nAZvUdJQvFST9g4q8zuNU8yXfoyXGlat
DC28rmXR2NpPbuZF+zFIebL8R5Eqop25HChV1vV/N0N615FpGpyaZZNKzT2N1pLBomVV4yo0bFZI
qcqBqcf22+ziqrd3XnxvqkUOkXutWsqwwzXJvdM4BZJJRM7KLbg3pqiVovRgB+1yVUpJPzL/AEFz
tLDXY7szygwSXOiRP6SwPInEx286ANLxjA4gjYliK1Upz+X9753fU5odfsdYW34OFutRm0t4Q6OA
BGtlFbynmu4LLTrgVn2KsE/Nuy8uXemaYvmDU4tKsVvVIuZ/rSxmQRsyqZbaa2EZ+GqmRuPIDvsV
WFeXLLyA+srPY+bbK6nvVuYp7dPrxguWCrTgsl5IGkiUJUgkkE7Co4lWPrp35NrW5h82WlnSOBJY
pBqkFyYrRGiCMou7eRfh4+mCu/X4qjFU98waf+W2qLPqk/mK2e4vnlMepRx6hMqxqkT0iaK4HxIl
iDUN1HT9nFUy8u+b9BsNEe38ueeNIa2tbd9SuBcW17ezLCvJp2YS3pn6FSE+0tDsa7Ksn8t/mp5S
ufTsL7zLZXeryXjaeghtp7FXuQVT0Y4p2lZmDOtSHIqcCs6xV2KvBPzRvtJtvPOqm5uNNhf0YSVn
1bVtOnYrEj0aO2BicgKCvpgk7A/ERhVK4dS8vWflhtOur3SxCxkudBuJtT1Se2a5NuYpk9RSrQrD
yZF+LluSKGuKpx5a8oajrOmXsdhDpmt6eLlrYM2p6kYoIzE7Bo2cTEyNb3u/E0q3X4QAqnk/5aeY
tKubU+X9NsmsLa3lgFjLqepgKnokRxp8axHm9FdmT7PbFU00P8n9Elsml1yx+o6lK0YnTS9SvvSe
K3jeKFTJW3f7Mh5AAb0wK9EghSCCOGOvCJQiciWNFFBUmpP04qvxVCavpNjq+mXOmX6GSzu0Mc8Y
ZkJU+6kHFWML+Uvk5PsLeooqUQX93RCYmgrGPU+AiORgOOKqQ/JvyKvpERXweFnKSfpG+LkSceSM
xmqyfAvwnbb3NVVWD8pPJkFnDZxJfLb27O0CfpG+oofhVP77dB6YKqagHcbk4qyDQfL+n6HZmzsD
MYSyt+/mluGqsaRCjSs7U4xjavWp6nFUyxV2KuxV2KuxVTmuraAAzypEG+zzYLWnhXJCJPIMZSA5
lgk+ja+ZysHmXS1sS7sbeS0STkkrEusn75eXJaBqnfrUHKvAzX+xzo6vR8O8Tf8AX/Y4aP5kbTp7
SbzXp7tOGkZ/qkYAuDKjrIFEoWgVDtT7R5EnsPy+auvyZHW6PiBENv6/T5d66403zfM6kedre3X0
yjLDBABz9MDmAzGlJBWnhgOnzd5+SY67SD+AH/O8/wBTX6O86M/N/O9oGWgi9O2iVQOJryVpH5fF
x6nx8cTps3efkn89o+kP9mynQbi5W0jt9R1S21LUKms1ugh5DqP3fqS7jxH3ZcMcwPV9zg5c2KUv
3ew7rtNcDFTuTGsDySKHWMF+Jp+yK/tbDFUthuNPeOG7h05vVCLJCgijWZRMFDUBIp8LLzofbtir
U2p2H1K1vTYSzR3gUqqRI8qgio5R8uZoGNQoNN8bTwlF240wQoqRxQh/i9CiKQ0vxEFRtyJbfxwc
QXhPcqoliGeFFiDU4vGoWtKDYgezD78bXhNWoXUmiae63F09taPIeKSymOMsetAzUqcTIDmWePDO
f0gy9wtHYWt2KrHt4HYs8aMxBUsVBND1HyxVTWxsUjESW8Sx1ZhGEUCrtyY0p3bc++KqkcUMSkRo
sak1IUAAk7dsVX1H3dcVdirsVdirsVdirqjx9sVdirsVdirsVdirsVdirB/zX06G40uyuZvrjJBM
UMen2b38v71ftGKNlYKOG5FeuZuj1fgkmrt1vaPZ/wCZAHFw15X+kPNIdM0aa8+pxtrQnYH0RJol
xEsjLyLKryyIlQqct2FR0zP/AJY/o/b+x1P+hv8A2z/Y/wDHnQ6RYvqL2E0GvW8qSLEJX0WSSJi1
AWWSGaVeCk0ZiaY/yx/R+39i/wChv/bP9j/x5ffaHYWWqQWE6a3xuJFjS8XR3aAeo7IjMwn5KGZO
jLyFRUDH+WP6P2/sX/Q3/tn+x/48ybSPyoi1TTYL+LUp7eOcFlhurF4JloSKPE8oZTt3wfyz/Q+3
9i/6G/8AbP8AY/8AHmQeWvyw/Qmt22qfpP6x9X5/ufQ4cucbJ9r1GpTlXplOp7T8WBhw1fn+xytF
2J4GUZOO6vp5V3s6zVO+SvXdW0G0gNpq9ykEd5G6cGZlLIRxehXcfa6g5bDTzyA8ItqyayGEgykI
npfkwSPy/wDk/GysmoygooQUv7tdlIIGzigFOg2yP8kz/mlyj7UA/wAeP/Sx/UrrpP5Rqtuovm42
rK8Km8uiAUiEIFC9COC0p8+xOH+Ssn80sT7TR3/eQ38o999ygPLn5LiR5TcI0roIy5uJ6hVT0xSh
FCBTfxAOD+SZ/wA0sv8ARTtXiR+xw8u/k2Ch+uvyQlgwvbsMSUVN2D8vsxgdcf5Jn/NK/wCikf6p
D5R/Um2uad5S85vY2Vtq3+kWnLiEJldojx5ism/L4B8VfvyOo0EwAZAgBt7K9oIYpSGMxmZdPd7u
m/JT1H8mvL17qV1frqer2ct2AJktLwxAgBQFqFLkDgKcmPHotAABKM6FOLP1Ek9UJD+RHlmF3ePW
ddV5QBK41BwXYNy5sQu7bn7z3NcPilhwBip/MfzDqpWXVdIMDhfTZBY6myrwkWZWURyKP7yNTUb7
eGaXLq9RH6Yxl8a/S749nYf532hDWfm6/KOZNKkWaO3MMRa01Z+S+pUIJDKTU/VYnZ+5P+tkZ6zU
gioRI9/u8/M/JH8nYf532hS8wfmZ5ztdOTT9L0Q6pa3DyG6WSz1JWAUqygvJIWPM1rQ9vfMjS6nL
O/EEYcut/pZR7NwnnL7QlV3+b35oXkTw3Xk5Jo5JDKVa1vgQxXiaMHDfZ269My/E8x+Piz/kzT/z
/tCpc/nJ+aN1PFPP5MieSEkoTZ31DVSvxLzo2zGnLpj4nmPx8V/kzT/z/tCK/wCV8fnB/wBSlH/0
h3v/ADXg8TzH4+K/yZg/n/aHf8r4/OD/AKlKP/pDvf8AmvHxPMfj4r/JmD+f9oROm/nj+as99DDe
eWY7a2dqSz/Ur5uA8aB8rzZjGJMaMu78FEuzcAH1/aETB+Zfmi3cXUemyGcKGANnqrKXkRy4KtMQ
RyC9vfMX83nv6Y/P3efvYfydh/nfaF5/MnzHBG4h0r1JOM07pJp18yyzujqVerkEHiqhh2NKAVGR
jq9QTvGNX39Nt+fv28lHZ2H+d9oWr501OeI2V1paizSaSaMjT9UarAGOJyRLy/utgK/DtT2jLW6k
CxCN7fxD49Ufyfh/nfaFLUPzf/MDS4IIdG0AXsZaQvzstQDLUhhu8jE15HvmTp9RklfGIx/HvZx7
NwnnL7Qgf+V8fnB/1KUf/SHe/wDNeZPieY/HxZfyZg/n/aHf8r4/OD/qUo/+kO9/5rx8TzH4+K/y
Zg/n/aHf8r4/OD/qUo/+kO9/5rx8TzH4+K/yZg/n/aGcflR+Y3njzTrF5aeYdFXS7aC39WGVYLiE
s/NV41mZgdj2wxnZqwXD1ukx4ogwlZvyen5a6xLfMD+YEsDJoS2r3iEsY7zmI3RUY8A0ZqjM/Ecq
GgrscVYlYeaPzJkktLm403SW0yWIvdNBc3TPFweQGQVgqyPxQD4PFviUYVWv5i/M2OWycW+i3Vle
TGGOeOS6i2aVwrKHVg3pxqGPxfH8RWgGKqi3v53m4DJYeXZrNlPE/WbuNiSqlWqI5RxrXYD6RgVG
azcfm2kofSLTRXgVoi8M8lyZGT4vWCuPTUMfg4VFBuDXriqf+X5fMctiX8wW9ra3xkbjDZSyTxiP
bjV5EiJbrX4aYqmWKsE/NXSrS7srKU3Vnbah6voWo1Cc28DCTdwCqsxccRxHfptWuZWm1c8V8PVw
dZ2fj1Fcd7PNLfRb2e/ihjl0F7e5SYW88OrPNSSDmW5AwxA/ZCsqmq0ZqkAgZP8AKuXycP8AkHT/
ANL5rbbRb6O8li1C78vJGwj+qKNSmifk8pA5h4WrziVilOpHfs/yrl8l/kHT/wBL5q+qeXNQtrt7
i3udDbSYrmSGVJr+WOTiEj4qJjGE5LK7K59M7UovL4cf5Vy+S/yDp/6XzT7StH/LaPSLeXzHrlhZ
ak/9/Hb6jG0A5u4i4vKkTfGkZ6qNwQK0x/lXL5L/ACDp/wCl82Z+TfLHkyOVdb8u336Qio0S3EU8
c8JqByAaMUJHzynPr8mWPDKqcnS9l4sE+KF2zDMJ2LsVeCfmjfaTbeedVNzcabC/owkrPq2radOx
WJHo0dsDE5AUFfTBJ2B+IjCqVw6l5es/LDaddXuliFjJc6DcTanqk9s1ybcxTJ6ilWhWHkyL8XLc
kUNcVTjy15Q1HWdMvY7CHTNb08XLWwZtT1IxQRmJ2DRs4mJka3vd+JpVuvwgBVPJ/wAtPMWlXNqf
L+m2TWFtbywCxl1PUwFT0SI40+NYjzeiuzJ9ntiqaaH+T+iS2TS65Y/UdSlaMTppepX3pPFbxvFC
pkrbv9mQ8gAN6YFeiQQpBBHDHXhEoRORLGiigqTUn6cVX4qhNX0mx1fTLnTL9DJZ3aGOeMMyEqfd
SDirGF/KXycn2FvUUVKIL+7ohMTQVjHqfARHIwHHFVIfk35FX0iIr4PCzlJP0jfFyJOPJGYzVZPg
X4Ttt7mqqrB+UnkyCzhs4kvlt7dnaBP0jfUUPwqn99ug9MFVNQDuNycVT/QPLunaFbNbWDTmFyhI
uJ5bggpGsYoZWcj4UFfE74qmeKuxV2KuxV2KoTVLm3gs3Nx6noyAxu0SNIyhlPxcVDHb5Y0kGiwB
dPijuAz+YfMas0UyRr9UcqqGKnLmluwH2gy7/a7VGUDCf5xdgdfCv7qH2/rUIU0K7gfS7fzLrvqw
NExPoSoySRPIpf1JIFoZHJLHlShU9Cpx8A1zKjtAcXF4cOvf+vp0aax0yRyP015kae/ie5gtkilB
iEbROSKx8Kg8YyrMQanalTj+X8ykdpAV+7ht5c+a7WdHSx0D/EY13X2MxBhSR/q06iVgFR0miUoE
+LZ075Vlx8Iuy5mhzfmMgxiGMCu7u+KMj/N/yfommaNHrl7dRyX0DSC5uIvVbjG0icpDAihqtERV
E/l5U5CuXgBnGw6vtHF4OeUDW3ddcr625vz/APyuW8a3OpzcYwTJcfVLrgrA0KEGP1OX+xplvhSc
LjDJZf0f5y8sw3Wk6ldWlrdj1rLUbX1LaYFaqGCyqrca/sstG9xkCKZA2xyy8ra0dRtrweZ9cdOJ
b0pPqDRSKhcCJQEoSftVpuAOVcUrLfyXdSSWmsWnmvzBaQPMFk0+5kgkVfUkUPG6uhcVcUHxEpWg
oBTBYTwlUl8itfzSX0fmzXdLZppXS2NxGojKske0ciSIU5WxZdiCGbxwGQURPcitR/LyW906DS5P
N+sxTxRyR/WYriGG5cSzLMGYxRJVlEJRTTZeVOpqbWjzTbyn5Vv9C9f615g1DW/WACJfGErEFZiP
T9ONGqQwDVJrTFDIcVdiry/zzotx/ie61KO/8yqwtlkS10ZYZYSjNFC0axTJIrvVeZ6U365ES9XC
5H5f914ljnVdUu0u3M+tQWSHzpb28rxA/WLO1js6miyOzelyQOw5y0A3365aY+Yca2VWv5bXtosa
xeb9bEaxvFKhltyJDIrIJGb0efNeQ4sGr8I71JgldZ/lzqNubkHzlrtwJijJ6s1uxiZQBVaQgbgD
Yinfrviq+f8ALu9e4M0Pm7XYA3NnhFxE6F3VlDD1InZAqvsqELsDTlU4qnnlnRbzR9N+qXmqXGrz
ly7Xl1xDmoApRdgPhr8ycVTbFULqt/8Ao/Tbi99GS4+roX9CIVdqdgMjOVC27T4vEmIWBfUsZuvz
IFvM8X+F/ME5UKQ8NhyRuSB/hbmOnKhr32ycRYtqyDhkY86PTkyDQtYGr6et6tndWKszKIL6L0Jv
hNOXAkkA9vHEikJhUePtgV2KuxV2KuxV2KuxVjHn698pR6bFZ+ZrL6/Y3TkpAYxIOcdDy3K0I5bE
Zk6fSzy3w9HD1etx6cAzvdjR82flQQQdDiIKJG1bKAkpESUUkncKSaDMr+Ss3k4P8vaf+l8lb/HP
5aetFP8AooetAgigl+qQ8kQcaKrVqB8C/cMf5KzeS/y9p/6XyW6f50/LDTb177T9IWzvZFaOS6gt
IY5WV2DsrOpDEMygmp7Y/wAlZfJf5e0/9L5I+4/NPybcwPBcQTzQSDjJE8KMrA9iC2A9k5TzpnD2
hwRNxMgR5I/QPP8A5a1G9ttJ06KWJ3DLChjVI1EaF6bMabL4ZVl7OyYocRqg24e2cWfJwgyMpd/z
ZVmE7JI/MfnHSPL0kCX4lJuAzR+kobZaA1qV8cytPpJ5r4a2cLV9oY9PXHe7zb1Pyj9YSrBqiMGd
lC3NwoHqVJAAnFNz9PeuS/kGfl823/RpGqv/AGEVT65+Uws5LQQamIJOPJfrFx+xMbhTUz/78bl8
9+u+H+Qp+XzR/oyjxcV7/wBSPdX3LHl/J2S7W6lsLySVa8eTPQAuZCKCXxY/QadMj/IM/L5pHtoB
GhI/6UKaj8n1VQLbU6qyMrfWLjkDGXK0b1qjeRumH+QZ+XzSfbUd/wDsI/jozryh5u8s3UkOi6SL
oenH+7+sFpKJGoWnN3kboMGXs+eGFmqaMXbGPVZKH1HflX3MuzEc52KvBrj8y/Neo+lLf6JSYssL
Q/U9SCoiTRy+oDHIBXnGDUeA7ZrZarMCaESK7/s5u7/k7D/O+0Kdj5u1Pikk+lspESWwraau8gRn
iLmrSncPCjHerUJPXevJrNQPpgDz6j9aP5Ow/wA77QrL+Yfmt7P9HS6YDYTqZJw9nqcj8hIfg5M5
YhgFOx7nJHWZqPpF33j9fvX+T8P84/MIi9/MLX7tPQuNMW5jlkMkobTtQXixKxkq3MMQY2b5Up0p
kBrdRv6I/P8Aav8AJ+H+d9oY/P8AnJ+ab6gL0eUV+sRqY0lW2v1qnINQgSAEEqOozYjJtzH4+Lb/
ACZg/n/aER/yvj84P+pSj/6Q73/mvHxPMfj4r/JmD+f9od/yvj84P+pSj/6Q73/mvHxPMfj4r/Jm
D+f9oROn/nf+aVzdpBfeWltbWQMJJ1sr4svwkinGQHc0GV5s0oxJjwyl3fgol2bgA2n9oVrzzhqd
tbM9pprXDxvD6cS2WrIzhRHCzPyl4/DHEvjWniTmDi1upkQJQjHnvY+HVrHZ2H+d9oUYvOms2dxb
vbaO/p2HBLXjZ6qBxhiSCM8Glof3bFTXwqdxkxq85H0xB9/v80/ydh/nfaEDqX5u/mZHq19Ja+V1
nWRwiXQsr1eccRIjPAtTvy3708BTMxZiYgyIEq3H4LMdmYK+v7QoR/nD+Z0ctxInkuINdrwuP9Dv
qMKsTUc+/M1/sGWeJ5j8fFP8maf+f9oVrb86/wA17VQsHk6NFColPql8aiMcVrWTc8dq9cHieY/H
xX+TMH8/7Qrf8r4/OD/qUo/+kO9/5rx8TzH4+K/yZg/n/aHf8r4/OD/qUo/+kO9/5rx8TzH4+K/y
Zg/n/aGcflR+Y3njzTrF5aeYdFXS7aC39WGVYLiEs/NV41mZgdj2wxnZqwXD1ukx4ogwlZvyen5a
6xj/AJ40SPVNBnClY7yBedpcNbm89NuSlqQArz5KOPUeOW4s04fSaac2nx5frAlTzCbytrNvOrte
Q3EUZh+sRR+XLxKxSNwdkblJykFOQVSadCDVcu/O5v5xcf8Ak3T/AMyKy78l6/a6pFGmrpLFMJUW
L/Dc06q0aISWeJ46NXlxqQrb0qcfzub+cV/k3T/zIprqHlaO/iibTJ3sWeNHJOhz0H71a1ScGQF4
1Zae/Lb4QX87m/nFf5N0/wDMis8rafp1jbT3HmaGTVkPCO3S08vajbOHXlyY0EhZXC1B4qvh1GP5
3N/OK/ybp/5kWaeV4/Jl1fGfSNJuLS5tlLCa5sLyypzHGim6jiDEhu2QnqskhUpEhsx6LDCXFGIB
DLMx3KYZ+aumG48tPdWysNSt5IhbSx2R1B6NKvOP0AybSAcS3IU61GXYs84fSaaM2mx5a44iVPNJ
bW+g+t/WlnRra6hSFIPLdxJzSaOdlBCyy+ovwryaMjiy8f2st/O5v5xaP5N0/wDMip21tcX19ZWC
S3dtNNNEZ5H8r3MaBQFZo/UmZViDBW5Mwaldj0x/O5v5xX+TdP8AzIsvf8qPNRS2K6tpKyRoVuR+
i2KSMZCwYf6RVaR0WgPvj+ezfziv8m6f+ZFVH5T68UAfVtPV2QiQppgAVzK7Bo+UzUHpsq8W5fZ6
74/ns384r/Jun/mRRVr+XvnDT5kuNL1jTLW5SORDN+jGLMx5BP8Aj4AUUK8tjWm1K5Xk1OSYqRsN
uLR4sZuMQCnnl/SPzAtdR9XXPMNpqVjRgbeCw+qvWlFPP1pdt6kU+nKHJZRirFdb/LLynrOqXWq3
kdyl9exRwXMtveXNvzSEgxgrFIi/DTw8fHFVC3/KfydBPbzKl6zWxDRq9/eMnJX9SrJ6vFiz7sSP
i71xVu2/KfydbXqXsKXiTo5kUi/vOIq6uU4erx9P4AOFONNqdcVXaf8Alb5VsLu3u7ZtQEtqyNCJ
NSvpVrG/qKCskzKy8hup2PhirLsVdirsVQ2qWTX+nXNktxLaNcRtGLm3bhLGWFOaN2YdjirF5/IO
qyPEU836xFHEsoESvbkEuWMbEtESfS5DjXrQVrvVVTg/LnU4pObec9dmPND+8ltvsJyrH8MCj4+e
7D4ulCMVXv8Al7qhgmij8463H6k3qxuJLctGlCPSUtC3wfFXffpv4qp15a0G80a3mhudZvdZ9Vw6
S35iZ4wFC8VMSR7Gld++KpxirsVdirsVdiqF1PTLDVLKSxv4VuLSUqZIX+y3Bg61/wBkoxV53a+T
fJBmtEE1xDc27zW9oZNVnd2R2LfGGdyGlkPEVFR7MFGR8SPe2eBOr4T8kHq3lryLfWtxrEcEiXvq
P60lvrMkZJiRWa4MgkZGfkVj50JoRyIFQB4se9n+VyXXCbR9v+X35XXGowajMGtNThZLqFBqUw4q
ZJVRx6cvpkSFX6V22OHxI97H8vkq+E/L8d6bXv5S+QNX02G2ubaa7sxB6UDteXMp9JnWYcZGlZqc
kVga/rOSBayCDunflryjpHl2OdNPa4drkqZ3uria4JKAhePqswQAHogA9sUJ1iqW+YvLuleYdMbT
dUR5LVpIpqRySQuJIZBJGyvGysCrqDscVYjD+XGjTf6TcW+omd450WF9SvAhV+YoSrLx5glqsKrV
R2AUqot+VmhyRRRPZ6kguJ2N2F1e6PFY2KrIZTJ6jVBLBa7j7XxBcVTb/lV3lOeNnktrq2knSNZl
hvrpSTFAbdGd0kUvJ6TUdjUsdySRXArKrK0gsrOCzt1K29tGkMKkliEjUKoqxJOw6nFVbFXYq7FU
h1zzdHpFzNA2mahfNFAtxSxgM7OGkEfFFBBJHLkfbIiVy4XI/LnwfFsc6rql9l+Y9vd6pHp6+Xte
hMsiRrcz6bNHAObcebSN9lF6sT0GW8HmHG4mXEgdcgl1R93XFXYq7FXYq7FXYq6o+/pirgQemKux
V2KuxV2KuxV2KpJ5n83ab5cjt3vo5pBcllT0VViCgBNeTJ45labSSzE8Nbd7ha3Xw04BkCb7v7WB
T+ZvyknnNxP5ZEszEszvaWzVJJJ6ydyTXL/5Dn/R+39TTH2woUJZa/H9JtfNH5TJEYl8tUjMfolf
qltQxlxJwP7zpzHKnjj/ACHP+j9v6lPthvfFl/G3850nmf8AKaRldvLdJFVESVbW2VwsQ4x0dZAw
4gCm/YeAxPYcz/N+39Sj2wr+LL/b/nJ1D+bnlSGFIYrO8SKNQkaLHCAqqKAAer2GTHY+QdY/b+px
T7R4SbIn9n60x0P8ydC1nVINNtYLpJ5+XBpUjCDghc1KyMei+GVZ+zsmOBkSKH47m/S9s4s2QQiJ
We+vf3sszAds85/OCwR4tOvZEvZUR2g9Ows5L1x6lG5usZHFFCmpzYaLWjCDtdup7S7NOpMfVw8N
9GBQaJDPe3FjFHqv1uCNpkhfTJI/WRApYxtJIidZAKMwOZ38sD+b9rq/9Dh/n/Z+1ZbaVazX7WLx
azBMLkWwZ9GumjNaD1RJEZE9PfqTX2wfywP5v2p/0OH+f9n7VGaxtoLyS2nttajEauwn/RMrIxjn
aDggSRnZmK8lAX7HxdMP8sD+b9q/6HD/AD/s/azKw/KKe9sbe8TUTElzEkyxT2zxSqJFDBZI2YMj
CvxKdwcH8sD+b9q/6HD/AD/s/ayHyj+XE+gayuoPfLcKqOnpiMqfiHWpY5javtEZYcNU5vZ/Y50+
Tj4r27v2s5zVu8diqBv9F0+/kEl0jyEKqBRJIqgLKkwICsKHnGpr12p0xVBp5P0JCCIpWZYfq6s0
8zME5RufiZyaloEYnqT16mqqLOh2Dac+nt6j2srcpFeR3ZtwxBdiWoSPHFW7vRdPvInhuozNHJIZ
SrEghivE0YUb7O3Xpiq680fTb2aKa5t1kmhblHJuG+RKkclPdTscVRmKuxVCavby3OmXMEUayyyR
ssaO7RqWpt8afEtD3G+KsctPLWqRKkUlvGYYrhkiH1+9Yi1WRODVYn4zGCWTpyC703woRtnZeYLi
3SDWbeA/UljmtJbeaSQvcRg8eYkCn4D3L/Edz4AJaGhX1YJxDb/XgYmnmdpCgZCWYqFZWYhpDTl9
qnxHfChUl03VobiK7sLa0F26u95JLLNVpZFoUUgH4FIFK+FAFxSncPrCGP1ypm4j1SgIUtT4uIJJ
pXpgVfirsVdirsVSbzV5fOt6VJbwtBBfrQ2l3cQLdJE3IFj6TFeXJRTqMsx5ZQ+k01ZcEMn1gS97
zu08j+aHuoJPrulzwev6TQNo6QiWONayvGxnb4jT93uB16r8WW/nMv8AOPzaP5PwfzI/IL28qanH
OLxbq0Ngbh4pbWXRU9VWPKRV5LMvCNVZY6uCSV6nlyx/OZf5x+af5Owf6nH5Ktr+W3mdtNIu9X0y
CeAyI1yNLhXmqo6rJIjswU8yr7GhUdq0D+cy/wA4/NR2dgP+Tj8kRaflj5njtJor3V9Hkle1aC3u
E0dEdbk04XDVnKMR/Lw4nwx/OZf5x+a/yfg/mR+Svof5d+cNL1qK8/TWnSW8d20xppcaTfVWIH1a
N43jCnhyBkPI79Nt4z1OSQoyJDLHo8MDxRjEH3PRsocli/n+01aTTbe805YZDp831i6iuLq7skMK
xsGb1bQlvh2NGRgRUUxVhugDzLJLY3lxbWjWHrT2rXVvrGqXBheYL6dTIC0vqO9AKBV+Ej9mhQpQ
2Xm+PV7a2v4LIiQW1JrTU9WiBKycJJOAYKFcuaCrcjwDE1qFXQWX5lzSXFjJBpMs0jxuFi1LV7YG
b01N2GmUycgjoEVF6L16UxSidc8nfmI10/6Pt7WWwR19CE6zrME3BAnGsscqjkTJPyPDcBKg0xVn
XkvTdU07QYrbVEWO+DuZVS8utQWnKi0uLz98fhA2PTAqeYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXY
q7FXYq7FXYq7FXYq7FWKz/ln5WmvPrbrdiXn6g4Xt0gDci+3CQU+I7eHbKfy8bt2Ee08wjw+n/Sx
/Utj/K7yhHaNarDc+g8bQun1u53V5FkY/wB59olAC3Wm3TH8vFJ7UzE3Yv8Aqx93coXX5R+SrpeM
0FyyFVV0+t3PFuCCMFl50J4qAT3wfl4sodr548iP9KP1Iq0/LPylbFSkFw5SRJkaS6uXKyRnkrKW
kJU18MI08WE+080uo/0o/UifL/kbQ9B1C61Cya5e5uuQdrm4lnoHKswX1GbqyAkmp98MMQibDXqN
dkyxEZVQ7gB9zIMtcND6kLhtOuhbh2uDE/orGUVy/E8QrSAoCT0LCmA8mUQCQCaDzyz1DzstmbO5
8uatP6sv1j6y95ZmSKrAGKFqx8EWpCk/Hx/4LKRln/NdidFg6Zo/KSKa+87v9VuF8u3aTzyenexJ
eQwxxoyQkyhR6gZkYOi7DbfruHxJ/wA1H5XBZ/e7dNjvzcuo+drvV0ubjQdTgtGnQehHeWqiNVKb
8A24YBuX7z5U5bIyT/monpMAG2UXXcf1Ix/Nf5gfX7aFPKDG1lelxObuIGNfrDR1pQ8v3QV/px8S
f81mNJpuEnxd/wCqe6/v2Zrl7q3Yq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqkGteddJ0fVI9NuobuSeSL1ucFvJMgT4up
QHf4D0xVSi8/aM7xI1tqETTkiHnY3VGAbjy2Q0BP81MVWT/mFolvNdx3FtqEK2bMs0rWc/p8VYJz
VgpqpZgB39qb4qu1P8wNG02eaO7tr9EhZVaf6nP6Z5GlVbjuBQ/wrtiqKvvNtlZ3KW5s7+ZnKAND
aSuoLu6CpoKUMZr7U8cVU2866Z9QF7Da388Zf0+CWc4f7LNXi6pUUQ9PbxGKqc3nvSYogxtb95TC
s7W6Wc7SKr9A9F4q1Pi4lq0xVuDz1o89zbwRW9+frEhhWU2VyiLICgAcuila+pWpFNjU4qvtfOVj
dSXiRWOof6EG5s1pKA5UMQsdRuWCGnboOpGKptpt8t/ZR3awy26y1pFcIY5RRivxIenSuKonFXYq
7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUo82fof9AXX6Y9X9H/B6voep
6lea8OPo/HXnSlMVYLpn+BfXh9H/ABF6nNPS5/pLjw5fuunw+n14198VRD/8qz9bWeX1/nWT9J8f
r3Hl9eX1ePD4eX1jjXhvTp3xVX1D/lXv1HSPrP6Q+qcJPqPH6/T+7j58uO/L7P8As6/tVxVzf8q+
9XWfT+v+h9WuP0n6X136r6XF/V/4qrx5cfb7OKoeH/lWfPSeH1+n1+X6j6n13j9Y/c8ufqf7r4+n
1+HjX/KxVOov8F/4ojp9Z/THO3p6v1qnP6tJ6XP1Nq+l9rl+1x5fFTFWYYq7FXYq7FXYq7FXYq7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq//Z
uuid:1e34f7d5-28e3-b343-9fc2-6791e453fb23
xmp.did:bf8f8f5d-9a02-4f7c-a09d-bfd40e53dc32
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:eeb661c0-5d9f-d749-a32a-37371a3a5c4b
xmp.did:8db7c678-e89e-4e81-a1cf-f41771f63aff
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:75e8fab9-fe50-469e-a106-500cb7e4b43f
2019-08-14T16:12:53-07:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:bf8f8f5d-9a02-4f7c-a09d-bfd40e53dc32
2020-03-20T11:48:34-07:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
8.500000
11.000000
Inches
Roboto-Thin
Roboto
Thin
TrueType
Version 1.00000; 2011
False
Roboto-Thin.ttf
Roboto-LightItalic
Roboto
Light Italic
Open Type
Version 1.00000; 2011
False
Roboto-LightItalic.ttf
Roboto-Regular
Roboto
Regular
TrueType
Version 1.100141; 2013
False
Roboto-Regular.ttf
Roboto-Bold
Roboto
Bold
TrueType
Version 1.100141; 2013
False
Roboto-Bold.ttf
Roboto-BoldItalic
Roboto
Bold Italic
Open Type
Version 1.00000; 2011
False
Roboto-BoldItalic.ttf
RobotoCondensed-Regular
Roboto Condensed
Regular
TrueType
Version 1.100141; 2013
False
RobotoCondensed-Regular.ttf
SignPainter-HouseScriptSemibold
SignPainter
HouseScript Semibold
Open Type
14.0d1e1
False
SignPainter.ttc
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
18 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 128 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
125 0 obj
<>stream
HWr+ hվFRp PPG6iHqL?eV
J:*K=Y'/9zvlf˗y9%r
Ξ57gJLC8a{3{sp6\̓5ergx;V0[~}`cD6~g<&|.!ޣ*ǡ>^^ӷ6OLl
0s2bOMZ>+ל_[@^\@9'ǡXonfl~z_y{0/rzpVz;7~Eep<;}6brbnڷ(A6 -tuޘՉYZj/V线Fz~(
1*aeó3{fsqxPVt /88̜\0s{\y8ߎ#ʬTP@b)|rupHɨQ(8LL2G'$oof/.ArO:&+MpCf 2>AygiN |\ً?f.(Fռ
ϟofWf՞o?-s;CO,9:SMOyM^ 谧j9Z/_/QwZj2'=;5W5sQFlP|to\s,hX$Qȼ~C]PxP"6b*
)*|fzu7@\(y\H}-@ ~Cf+0"sM2mdumRe]N>7MmAR