%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 58 0 R 104 0 R 149 0 R 194 0 R 226 0 R 261 0 R 315 0 R 369 0 R 429 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Web
Adobe Illustrator CC 23.0 (Macintosh)
2019-05-02T13:47:37-04:00
2020-12-18T08:38:23-05:00
2020-12-18T08:38:23-05:00
176
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAACwAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AiWbR07sVdirsVdirsVdi
rsVdirsVdirsVdirsVdirsVdirsVdirsVdirL/yk/wDJi6L/AMZJP+TL5Xm+ktuD6wxDLGppmVRV
jQDcn5b4CWcMcpmoiygZdXgQEKpdgaAVFNq13FfwwAkuzw9lkmpnhZXa+SvME+mHUnWG2g4GVI7i
T05DHTkCdmRaj+Zh70zTZu3cOPN4W8jdbDYH7/k2z7FnRIOw70mmgmglaGeNopUNHjcEMKiu4Obf
FljkjxRNgunyY5QNSFFkFj5PNxbWdzJd/V4LwqEmeJin2J2loVJLel6C8uI/a+8maRBdL5Lkjvor
FrtTczusESqFZGnktUnjjDh+JDySiMN0/a9sHGvh70vj8mQSizaK9kkiu9TGmC4W3rCo5Kvq8/U7
8qqvcdxjx/cnw/vWy+SZ/wB+tvcGZ472OxRjHwib1QpWT1S3HflWi8vh+KvGhLxo8NDaz5UuNOS/
lil+t21lPHGLmJeUbQzoXimLozqoYUFKnc0rhjO0ShSLtfJPrjTT9ZlT9Ien1t+vqRPL+4/efvuP
p8W+zQkeOAz5shj5KX+EK26zC4lStzcWxWWAxlfq6O4rV92b06FVqF7npU8aOBfF5LMj6erXfox3
0Ek/1uWMLbqY7T61xVw7MwX7EjcAFavWmDjXw0I3l2KHVdUsLq79IaZG7tKFQ82R1TiA0iLuX/mP
tXDxbAo4dyO5G2vklJhYtJemKO7QyPI0ShABam6PpM0irIE48JCSoVsBmyGNLpPLlyJ9ZhiLzNo5
b1OEbfEiS+mzkHdFA+LcZLi5ebHh5+SayeQZhqFxZpdFPQtBcxyXEYgE0zkiKCEGQ8zIQeJrvQ7b
ZHxNmXh70oyeTFVbAi/QG+tjNWROKRyejHKkTOHYDl6wFWpT7RHGhx40eGui8kCS7ubb9IRxmCS4
iSSVOKO0FxFbqCeRC+o0woTsO5puHjT4aF1LyrJZaW9+JXmVJXiZlRREAszwgM5k5eoTHy4KhopB
J3widmkGFC1LWvLV1pemaZfyMWi1KL1FPEBVJVWCghmJ+Fx1A/DDGVkhEoUAU2/KT/yYui/8ZJP+
TL5HN9JZYPrDEMsakBq8kqwBQp9NyA7b08Qv00r9GRPN3PZUARIg+rb9qD0az+t6pbQEEo0imUgB
qRg1c0PgtThkegdxqdQMcTXLf7vwHsWn65BNdGa5SKxDIZNUlHxC49NJCfhCUFeZdid9uO+cTq+x
M8ISN+JX094uv1cvi1aTtHHknGIHCZc+4/oYh5gvLK4FssCiX0IYoFvI+RjcIGru3Fj2ALDoM2vY
pnGUok8yTXUJ7c0UYaaE69fLiBuNd3PdF2jeU/Q0/wBVIfrIhnF16puzEZaqYmmMZVwKFhxiHYEk
1235t5YcOzUzeUt/q6oYfrr8vW+sfWPqvqjgE4H0qel9rl8VenbH1L6VhXyibG0VXdb0Tu12zLJ6
ZikLhFBBJ/dBEOy1PI9aY+pfTSG0w6HHaaol8qT3Pp8dOkJmVefxVdeHHfpQOKeOE3sgVvaYCXyM
XtgkMityU3BmMhiB9Fkp+7PqGP1lV3I+KjFV+zUx9SfSpy3PlMNNElrGytdWhSdTc7Q8D9cEYZ/s
eoo4c158W8ehorcV9q/k36tafWEBb6wn1qn1j1uH1kl+h9L0vq1B8P7zn7YDxKOFt/8AArC5KGdP
UtVW0VgzNHctzkLOwIDBCqRVAoQxbiD0fUvpS8roQ1u3+MNpbiIzAer8J4ASBqgP9up+Gvtkt6Rt
fkirY+VFs9PjuQrzR3LtqUyfWPUkhQsVSMHjGA4AFdmBIrTfAbSOHZXD+RltrhQjvK16JLZ29YMt
mWiPpmjcSwVpAdt6V5dAw9SfS6Z/Iv1y2MCSC1L27XCyepyCG4kM6VU78YSigihNK7NXH1I9K2I+
Sq3oWqq0KNaG4EzMjmKQyIPRZA0glMahm+AgE07Y+pfSxrLGt2KuxVl/5Sf+TF0X/jJJ/wAmXyvN
9JbcH1hiGWNS1445AQ6hgdtxgIbMeWUDcTRVYJVgtltkj/c+qJJVVihYAUoSOu9Dv/tRMS2nOZfU
SmtreW4kubqO8aKcpRImEYDJxPIH1FdSd+J2rTxGUZfUKrmsZzxmMofUDd93mlt3PFNO724KQOQ3
p04jlShbiMdNgjAcmep1ubMKyS4uvlfw2RUHl/Wrmz+uW1nJPb7EtEPUIBLipVasBWJt6frGZHEH
FESrJ5T8xtDJL9QlX02CGJwEmJboEhYiR/8AYqceMJ4Cvi8m+Z5oUlt9PkuA/H4ICssi82dF5xxl
nT44nX4gNxTHjC+HJfbeRvN1zHLJDpVwRC7xyoV4yK6KGZTG1HrQ7bb9sByR71GOXcop5T8xtJbx
vYSQPdStBALikFZUUOVrKUAPFhSvXth4wvAVVfI/nBwSui3hA5En0XpRNmNadBXBxx718OXc0/kv
zXHNHFNpdxAZZRBHJMnpRGRm4qvqvxj+Iii/Fv2x4x3r4cu5uDyV5quPWMOmTN6FfV2ApRHkBFT8
QZY24kbN0FSRjxjvUY5dy1/JvmiOdYLjTZrWR/s/WgLcHZ2+1MUXcRNTfth4wvhy7lVPInnBrv6p
+ibhbgsyqrrwDFGVW4MxCvTmDVT036b4PEj3r4cu5ZJ5J82R3psm0u4NwFDcVXktChkADrVC1Afh
rWvw/a2x4x3r4crqlqeT/MrgBbBzJWjQgp6qfGY6yRV9RBzBFWUDDxheAqj+RvNiTRQtp0glmcRo
vJK8mdo05fF8IdkbgzUDUPGuDxAvhy7mk8jecXdUTR7puTKocRMUBZigq/2R8SkEk7d8fEj3r4cu
5L9S0fUtMaNL+BraSUMyxSUDgKxQ8kryX4lP2gMkCDyQYkc0HhYsv/KT/wAmLov/ABkk/wCTL5Xm
+ktuD6wxDLGp2KuxV1T/AA+W4O33ZHh3tkJGqdkmKLt9W1W2iMNvezwxMvFo45XVSu5oQCBT4j95
wUEiRRH+JvMZMrHVLovMyvK5mkLsyfZJYnltg4R3J4z3qdtr2uW0nq2+oXET1ryWVxX4mbfff4pG
PzJ8cJiFEiv/AMS+YPWeZdRuElfgWaORkqY1CIfhI3VVABwcIXjPepSa3rMr85L+5d/UE/JppCfV
VeAkqT9sKOPLrTDwheIo2bzr5tmtYraTVrlooa8P3hDfEwf4nHxt8Q2qdu2R4I9yfEl3oSfzBrtw
kCT6jcyrbOJLcPK7cHX7LLU7Fa7Hth4QgyPe5df11ZBIuo3QkACh/WkrQCgFa9KYeELxHvXXfmLX
rsg3Oo3EpU1XlK5ofiFevhIw+RwCICmRPVqTzDr0nAyajcuYvU9NmlckeqKSUJNfiHXHhC8R71y+
ZvMazGddUuxMzB2cTyAlgKAn4uw2x4R3Lxnva/xFr/JWGo3KsjO6ssrqQ0hJcggjqWJ+k+OPCF4j
3tSeYtfk5+pqV1IXCK5aaRiVjLMgqTWil2IHvjwheI96rH5r8zxpxj1W7QbbrNIDsS3UGvVzjwDu
Txy70De397fTm4vZ5Lmc7GSVi7U8KnCBTEknmoYUMv8Ayk/8mLov/GST/ky+V5vpLbg+sJ953/KK
y8r2ttP+kZLv6w7R8fTWLjxFa1q9co/MnuRqMfhgHmxD9A2f88n3r/zTj+YPc4vjO/QNn/PJ96/8
04/mD3L4zv0DZ/zyfev/ADTj+YPcvjO/QNn/ADyfev8AzTj+YPcvjO/QNn/PJ96/804/mD3L4zv0
DZ/zyfev/NOP5g9y+M2uhWNfiaUjwDKP+NTj+YPcvjIvQNH8j3+ovaahrI09BGWWWSeGhcMBwJZV
AO5PXJjJPuc7Bpcs9+CVe5nkX5IeXZollh1S4kicBkkT0mVgehBAoRkPzB7mZ04C7/lReh/9XG6+
6P8Apj+YPcjwA7/lReh/9XG6+6P+mP5g9y+AHf8AKi9D/wCrjdfdH/TH8we5fADv+VF6H/1cbr7o
/wCmP5g9y+AHf8qL0P8A6uN190f9MfzB7l8AO/5UXof/AFcbr7o/6Y/mD3L4Ad/yovQ/+rjdfdH/
AEx/MHuXwA7/AJUXof8A1cbr7o/6Y/mD3L4Ad/yovQ/+rjdfdH/TH8we5fADv+VF6H/1cbr7o/6Y
/mD3L4Ad/wAqL0P/AKuN190f9MfzB7l8AJx5R/KTSdF8x2WqQX08stszMsbhOJqjLvQA/tZGeYkU
zx4QJWjfzt/45em/8Z3/AOIZQ1dofSHm+l3HlwWrw6pazNKSSlzbtRwKrTZm4fzfs4XXwMK9QRQP
klpl5R36wK0qs6mM8hyZojv+1xop6ePzWX7vzUpf8IG5lEcWoqhAEUdYeQk+Ktag/D9kAdeu+KD4
d9VZV8lRyQRvFqL8lHr1Eav8SvugrTqYyK12riy/d+bp4vKccsirbajxjnThy4A+jRDIslR9v4X4
0p71xQRDuKF1UeXzZI1hBdw3vqUmWYqYgnE040+KpIrufHFjPhra7YT5gk1G91Cx0DTgTdai6RqA
acmlf00WvYFuuZOCI3kejvOw9JA3lnyjy/WqzfljaS+bIPK+l61HeX0CTNr12YmjtbMwby0cmsgS
hBNBv4b0v8XayHo/zJEOIih0803/ACu8622hfmBH5Y0vVZNV8rX7ejDPLEYaXDJUSRxsWZA0nwUr
uDU9MpyjiF1u4Grh4keIipB7j5qvbSy0eS4ur59PiRl/0iMMxqei0X4jy9j1zFdSGJXHmVFS4ktv
MxlltS8gC2juAkrLCFZWdA9JZPh6+Htimmv8TFUmYeaS9zbqwuE+qqHA5UT90wEdf5irAd+mK0vk
1+5S0NxJ5vUQFlJlOnlQvBhzFVFQCQV+L5VruVaQknmK9iicp5tjmTnG7slnJyC+mGXitZNm+GtW
AG9amtVNI661edJpETzYkNwpkYsbVpIw8IfmOFKU9NWP26GlQNsUKQ1/ULxntYfNMTznnW2hsmMy
8WAC8gyfEOg6VqNj3VpkCaJ5sFusZ19eVGDSG2q1HRd/7zYq4Yj2NO2KLWr5e82Rep6XmNmDRPGi
S2yMFcqqpJy5ciV49zv161qrbk0bzp9YhaXXo3gheFyq2yxs4FFnVjVhQqWK7fap4YrYZNihXsP9
64/mf1Yso82I/nb/AMcvTf8AjO//ABDA4naH0hhuh3OrR+XH+paxaWccDyzSWcpUTuyBGUqrB+Ve
O3TC4mMy4NiAm88nmq/tAsnmLTVtiwBCyKorGSBQ8N+Xpcuu/wCGLaTOQ+qK28v/ADKhcRearGVJ
ZWQnlHQc+TcuXF+Ioo79TT3xRKU/54as77X5krbeZrILbBG4TiKMEheY40VuXFh3+eKxlI8pDZTs
rjzHcIbSLzFp3KWR41Sq1YzF+RU+mGBPqmlBTfx2xREzO3EEn1jzN5ot9RvLWe+WWRaWszokZV1i
LhafDt/eN0p74tU8swSCXnms3N9o+v6X5ktEEjafLG/FhVeUUnNQ1OzVpmVgIIMXe9hZomEsJ5nc
fLdPdT/5yNmm866X5ittDjiSwtpbS6hM3J50nKswEvpjiEZPg+E9/HHwqFW7L8tUTG1PyhNdfmP+
c/8AiqLTv0fp1m8d1chDyCtDGEiDScVDSSOoPTpXwwS9Maa8xGPFw3uXv+sJqD6bcLpyxNfcf9HE
4rHyr+1mPGr3dbCr35MduX/NOJh9Vg0V46VYFrkENxBbitFBq1aVYdd/HLBwebeBh68X2LHh/MsX
jTxW+jh2Qr6paVa9fTWQcGdgnX4XHU4+jzUeDX8TTx/mfHNJxttFuUR5Ht5XedZAHLMFoIwo4niK
+A7nH0ea/uT/ADvsas1/NkXshul0P6rJzCtF9Z9RDwIR6EUZS4FQTX3xPB5pl4FbcV/BaP8Ala1L
qF7bRi5jrZ3KiYIZORVvWUsW+JKn4QetK9cfR5rWDb6vsVTF+aEV4vBdGuLST0TKG9eNkYAGUooB
5fETxq3YdMfR5o/c1/FfwVUufzNF1EXstKa0lMXqKJphJFVR6tfh4t8VaEfdjUPNFYa5ytTaX80z
L8NvpSxiAqavKSbj0wOQ2FI/V3AO/HY74+jzTWH+ky5a0HIUPcDcV/DKnFbxVXsP964/mf1Yso80
h/NXQNX1nT7GLTLZrl4pWaRVKigK0B+IjA0azHKYFB5t/wAq487f9WuT/g4v+asLr/yuTud/yrjz
t/1a5P8Ag4v+asV/K5O53/KuPO3/AFa5P+Di/wCasV/K5O53/KuPO3/Vrk/4OL/mrFfyuTud/wAq
487f9WuT/g4v+asV/K5O53/KuPO3/Vrk/wCDi/5qxX8rk7lsn5a+cpI2STSWdGFGRmiIIPYjljaY
6bKDYG6n5Y/5x+s59Wdtc0aaKzEZZUE5VWkDr8PwPyoV5dDlnjSdrp9VqeUuXwev6L5TstDsEsNJ
sI7K0TcRRACrUA5Ma1ZiAKsxrkDK+bOZlI2Ud9Qu/wDfZ+8YGPCXfULv/fZ+8Yrwl31C7/32fvGK
8Jd9Qu/99n7xivCXfULv/fZ+8Yrwl31C7/32fvGK8Jd9Qu/99n7xivCXfULv/fZ+8Yrwl31C7/32
fvGK8Jd9Qu/99n7xivCXfULv/fZ+8YrwlWtLS5S5RmQhQdzt4YpANprgbHYq7FXYq7FXYq7FXYq7
FXYq7FXYq7FXEgCpNB038TsMVY5rnnfRtFuZ7XUZ1hlCq1uI6yu3JT9pFHwEEftbEEU74uPk1EYG
i15a88+X9XSC1jvlfUeCiSN1aIu4A5FAwANT2GK4tRCW17skxchZNNDBE80zrFFGCzyOQqqB1JJ2
AxUlh17+anlCK9hjj1AvEjMLgpC7KRxIFG4/zb/DlowyaDnjfNkeia5aavbS3lpJHJaCQpBKjAll
Cru69UPIn4TvSh75CUabYyB3THIsnYq7FXm35wQeRp7rQIfM3mC+0G6ke4XSJdN5rcNKRGHZJUhn
MRSq/F8PXrSuKsDudb/Jy5u7bVF/MXzEbuW7ht2v45bmOQ+jE/pwbW0Y9J3ZmKqpDMx2p9lVfb+Y
Pyk1E6nLa+f/ADPYpfm6uZLOOS6SC2Zmke4kQQ25WMGVnehf7Ww8MVbOu/lTBqmoWMnnjzLZX1xe
yx6kltLdIrPYLJBzaSOKWnqQ2q/HG4Zgqn4TyxVbpusflFfvNbWf5heaXmS6f17sPdq5nuoUgi9S
X6oPhiEH7ovsrE/zYqhpdQ/JX0iJPzF80QCO5F20kj3iP68olaIFZLPlyWjMlVrsNztiqJj8w/lG
upW+s2HnjzDqV6GlT1QbuR5onjEkdis5hgRAs13A6rI1A1FfqcVSm4X8q0k12C8/M7X7qNHFbYG8
CxAMEka65J6NzxnkMhKKh37tQ4qm9/c/lZa2mnxXv5gebrOzmtf9DtkuLpkktkmkto5GWC3k2k9B
uIelU3YCpxV6Hpv52fltNZxvb6pPParyhjumtrl2keKISEcPT9ZmKVNeG5BpvSqrVx+e/wCW0IZ/
0hLJEtxDZ+qtvMFM8srROlGVW/cBOclRsvTkdsVTXyR+Zflnzk1zHpJnSa1AeSK4iMZaJyVWVGBd
CrMrL9rkCDUDFWS3sFtPaSxXMQmgZT6kTCoIG/Q/LbFEgCN3gk2s6LcXhu7gSTXKF50kYUEskgMn
GT2RqRinzwuiM4k2UHZajbPNHHa6WGuYwxtTGXeQuBVS3GnLj8TVHt4YsYy7g918u3dxqehWF/8A
WW5XECPIAqUD0o4FRXZqjA7rETKINsS/Ne9litLTTXE17FcercXEMRCMI7cBuTFVPwDkSa+Htl+E
dWvUXVPLnu/LksoVrSWOOgUSRsqtxjFFYruCX/b99weuZFScTZmP5W3OkTa+bKGCQRuvq+jKQ6F4
vjSQj+eNiVXbpv1GVZQatv059VPZcxXOdirsVSLzEnnc6hpb+XZNPFisjDWYtQE3N4i8ZBtzENpA
okALHjuKg9lWDSXX55R2hSLW/KszWyR/XLiRp1kWW2SIXAPFPTVJZeXMFQUDbGpHBVuw1H/nIOfV
nsZG8rwhIYJBPILh1lVwxlltoYpzM6xMUjJl9MMd12xVMLA/nqiXSXj+VpdR9MDT1/01CQkkQaSU
qCSjIX+FUFH470NAqhpI/wA7EurkDUPLMeoqivb2kAnQTIYblOcySK8q8rl4CvGWlEYV3xVFT6j+
cdxDDe6VH5bWFhLJcXd01wYTAk0ghEcsEkhJaEJIxK8V5Eb0xVDRXf59T6nMRB5ba0/RwmsL5DcP
a/XGuEVoZJPU+sMvoK78lhVa8RXriqpB/wAr0g9K51LUPLUdqnrPIytciN2mdRbRVaJaIg25BuTE
jr3VRU6fngJkuEbyvGiQFJg4vjWTgGL86KQnqfCF7L8RLE8VVWWJ/Pn9KIt7L5WewARplt0vxKtZ
F5oebtX91y4NQVbqoGKrYrn885LeM/WfKIuJJHSNF/SDo4Wn2W5KeScW5Lx+kYqy3yvceYJdNZfM
L6e2swysl3HpbSPBHUB40PrUk5+k6k1A61pQ4qm+Kvn/AM/+VG8va0yR0Njd8pbQjqq13jI/yK/d
hdHqcPBLyLGoxI0irGCZCQEC9ST0pTFxw+k/Lmh2+h6Nb6bAzukIJLSEE8nJZugApU4HoMWMQiAG
DfnToUcmnQa7G0n1m3ZbWRQf3Yhfma0p15kCte+ZGCW9NOphtbxzMpw3sf5O+UntLVvMFyf3t4hj
tIx+zFyqzn3Yrt7fPMXPO9nM0+OvU9LzHcp2KuxV57+bHlaHX59EWXyWPNqwPODOdRGnfURJ6YLj
4laTnx/Z3HH3xV5/F5G1uCLTLq6/K2Klrya6t11dpnMg2t2DBriUtFzYKeTCrFjw2YKq2p/lpbzX
unxWv5UfXLCFra1+t3WsCOlhFDTkbf1k4Op4jjxNd69sVRaeRLmSwkik/KaD97SSS3fXAqrVJLYJ
FxMoV0to4l24r8RoRQ1VQt95CuJrS4mb8q2lm1Iy6lfwjXAES8t3u1hTlX12aVJVY8PgHIUoU3Vd
q/5Y2sMUtlpH5UtqFjEsEtpNPr8sIZ2jHNVikl5qIXNOLFQwBOxoCq6LyBqejXbWekflXC0F3DNp
11qUevMjSWxhMTBllE8kKTVr8Ls1B8XxUBVQdv8AlDcC+hvbb8sLaxlto6SQvrTcLh5vRLMJIpOU
ZijWWPdSCTWlKYqozflJdT2cFxB+VtuLmQxxXEU+rUdbaSESTrG8ckXEBi8AEiMzMeb1HLFXpukf
kx5Hi0V7G70uMQ3chnu7OF7iCJmoyReon1m4rJHE3BmEhDNyegrsqi5PyX/LGTUJNRk0ON72YUmm
aWcl6FGUuDJRiphQqTuKbYqn/ljynoHlfTP0ZoVr9UsuZk9L1JJSXKhSS8rSOdlA3OKptirE/PHk
P/FEtpJ9e+p/VVdael6vLmQf50pTji4uo03iVvVLfJX5e23lqW5lkuEv5Z/T9J2gEbRcORPElpPt
ch4dMV0+lGO97Zdi5S2SOORDHIodG2ZGAII9wcVeb6z+S8GoardXsGprZxXEhkW2S2BVK9gRKv6s
yI56HJxZaazds68v6T+iNFtNM9X1/qsYj9Xjw5UNa8atT78plKzbkQjQpMMiydirsVdirsVdirsV
dirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqX6xr+j6NHHLqdyLZJWKxswY1IFSPhBxYT
yRhzKV/8rH8k/wDV0T/gJf8AmnFq/NY+9ZcJpvmEJqFjrt5b25UIn1SRo0rGXBbiy7n496jsvYUK
2RyxkLBUn8to9rDbv5j1MmKFYGmE5SRuKuvMlFUc/wB59ogk0BNTviy4wov5SRooY/8AFOsIYV4+
qlz8b/uhF8fJGU9OX2a8t8K8YUh5JhVaL5r1wHiylvrjsSGrv8asK79aYrxhkmkx2un2otzezXRr
Uy3LvK9eIB+Jqmm1cC8YSybQoJbq9n/T2ool6wYwJOQkVGVqQ/DWMHjQ07E+OK8YQTeUIzFPGvmj
V0WaT1ARdOWRQ5cRqzAsF3C9a0FMK8YRN55eW6nml/xHqcQljjT045giq0aheahEWhelWptU1wLx
hZP5YWbTIrE+ZtVV4oxF9aScJM1H5hmZEUlv2a9x1rivGGp/LAmtzEfM+qo1QfWjnCvtK0tDRKft
8dh9kAdMV4wtbynGWVh5o1hSoUUW5+GiqAdmRvtU3Jr+qhXjCaaNp9tpks0h1W8vfWREK3crSqrI
XJdARRS3OjU22GBeMJr9etP9+D7jivGEr161stRgHLVbrTfTVgJrSYwkc+O7VBViKbcgaVxRxhJY
dCs4YYkPm3UnCUPJ7kHn+6jT4jx5UPEP16sfHCviR71B/K9nyRG86auGr6ip9bUVUBm7IGK8Se/Y
eGK+JHvRtvpmmR30F2vmi+dIz631droPFIpkMnxBgxKfs7H7O1cUeLHvZEdb0hftXcQqAd2HQioP
3YF8WPeqjULNgGWUEHcEVoRiy4wvS7t3YKrgseg3xUSDB/zXsP0hHo9oX9MS3ElXpypSMt0qPDFx
NbHi4R5sKXQ7W9n/AEaUW3nUuLtBElbdQCYnWQBWalArcm+PlUV6guH4YJpP/JX6aj0GzSxW2ktQ
8wmaUuGqHehXjUEV4/57hbcHFwiqT2VvNAdRFHZMgA5szSgluIrQAGg5179MW48fkoF/OvE0j0/l
tQ1mpXgK7f6/4Ysf3nkm9r9a+rp9a4evvz9OvHrtSu/TFtF1uq4peD3ty9rdXenW+pFpjPCARc+n
ROLliAmpJsGbcbeND1xbl89891eGP9IG3nnkSSNWunDcJAyCSg1j4hxAJ/a36Hrih0GtTSXDRi9m
oqFJnS6mm/etFVR8OqFi/qN/L/k8tixU0pWmsXk0n1eO9NwYDKGit7gcpFlLOxUjUy1QrUX4T8QG
+wxWle3vmu3Pr6oa+rHGSl2Y5BLMJFKtw1B+QLoGVA3w78QN8UIqF7rVrprHTGlvZ3ge5kZ53lk9
NitZIBLdyBVkqoU8djir1by3a39ro9vBeytLIo/dhwBJHGd0icqSGaNfhLd6fTi1lM8UMf8ANbwA
W6TenxdZQBJam7BpwJoFKldgT4U69MWjNX4FpJ/uLkkaSS2hMaCKNozpkilSAtA372pWkZou9O/T
Fq27v9i0tpYfW5IJxZRyRlxOPqJ9GkTkEoxJRSUKjjQn4etcVoXvXyQdwbBTxuEjqtUkX9EulSHD
FnPNTQDwI/qsDXX/AHKa6Mnlz4ory3t5vUl9OOUWfoQ/ugRyPIsp35UbFthwdfuZbbfVET6vbemq
Q/D6UdKLTalB06YuSK5BG2P+9cfzP6sWcObGfzePGz0qYXCW7w3JdGf1N2VQRT01Y4GnXchv1ecH
VZy87rf2KPcKqyFIJVpwRo1KUh+AhXpVaYXX8Z7x+Pg9F/L6GNPK9uqzpIA8vxqHAPxn+ZVP4Yud
ph6GScF/nX/hv6Yt9O4L/Ov/AA39MVp3Bf51/wCG/pitO4L/ADr/AMN/TFaYm3lgXEEYi82XZRXL
rLW0kJqRQFjAdgR/A1xZWt/wtMZI3fzfdsWpw+GzXlQE/s24rsK/j13xW1RNABUR/wCK55Jgfgk/
0TmDwZRTjAOhXl/sadK4qsXyxEE+LzTcO0wQI5+qLVQpPEBIFUhwanatO/fFbXzeXxBbSyS+a7iF
Rwb6y/1NeAUChNYAvataYquXyrc3Bee0813ojd6p6ItCiqp+wCLc7Dp7964raOby/qBdmXzBdgEs
ePGAj4lAH+6a/Cdx+NcULY/LN2rM8nmC+lkZUUFjEqjjIrluEcKLyYLxO3QnFbVtf0mO9SGR57WO
KDl6rXMIlHBwAeJagT54tOSF9Qk6+XIIpCsd1pSyB2WUm2HIPJGeKgchx8ad/DFq8IDrH5Ln8tpI
Yq3elAFArx/VAVZyzGo+MH7VaU98U+F5x+So3leJAvx6V66EGRjacW4Bt6Uei/AwH2cU+F/V+SnF
5di9SKRrzSmjUgS8LQLyHApSvM9uX+fRQMXnH5J9p9jods7fo9bWJ5Ryb0FCllBIr8I6A4t0YxHK
k0slUXUfxg7nYV8Pli2w5sV/OA2a22jteB2tRdMZljpyKhdwKlevzwNGuqo3ytg0ei6LYWUWt3Bu
JtPumaOKFoI+SBiSpJM1DyVWWtNuuxphcIY4xHEbo/jvZP5IbWh5fsvqCW7Wpab1TMXVweb048eQ
68f89wt+Di4RXJPpm80g0hjsmA4fE7SrX4R6mwDft1479MW48fkpc/ONT+6sAOJ4/HN9vagJp069
sUfvPJF6YddO+pi2X4R8NvzJ57V3Y9Pb8cWUOLrSPxZvC7i78lXU7pKHg9SZjK3LRHQsjMhlkaUL
O7fvS3xitO2LbuqXMnka3ka8mUTvKAkVuh0PlFHKi+kekZoF2UVb4euK7odj5KqZp5eMcbv6sEg0
Fm5HgePBFJqzHrvTifbFO6tqE/l6a5EBguLVCPSCJJoSq8jCSJwARWtGZFPjWoUg4oFrZZPKR1T9
w8s6upFqtquiy09AFlRD/e0BA26fNcV3Zjpml+ZYTEtq2rWllM5kmqdKB5ThavxhilDbksTUfRix
JDMdL0m4sZpXk1G5vI5EVViuCrBWDMzMCFB+LnSnSgGLElMsUJH5mshcLC7W73EcKys6r6HH9kgN
6wbrTt9OLTljbGLjRbSS6ZLS1kpdMHUodOJTi/xqoA/Z5fzU6VxccwF7D/comPS7eRY2e0mW1eRJ
g5OnMrMFqWaoIPLrse+9BTFkIDu/3KCu7GGK5JkspriSViUDyWDKeTVWtUPHkOO5+W+LExo8vuV4
tEjks444Lad7hCpjU/o5igPxggovMKSD0PevyUjHtsPuT/yzpBs55ZGt7i3KBo19Y2/BwxUlgId6
1X9rx+5bsUK/AZRY/wC9cfzP6sXJhzYr+c8cL6Zpwll9ICd6HiWr8HtgaNePSHmVxqEtxaR2k2ps
9vEoWOMxmgVeg8aCmF1xlYq3p/5fJCvle2CS815y0biR+2exxdhpgOBkfFP5vwxb3cU/m/DFXcU/
m/DFXcU/m/DFWPw+RPLsJTgbgrGKLG1zcMn2i26l6dW/zoMU2sl/L/y9InH175SWDFlvbsV41oCP
Up0YjpsOmK8SjJ+WnlZ1ZVe9i5EH93e3agU+zRfU47UqNsU8S9Py78tqSwmvubABmF7dryIThyIW
QDkRuTTrvijiVH8geW3QozXRVgwNbq5JAcoWCsZOS1MY+yR1I6Maq8S+LyNoUbxv698/pABFkvrx
12bmCVaUhvi8cVtMNF0LTtHtntrJ5PSkf1CJXeU8uCpsXJNKIPp374oJtH8U/m/DFUt13y/Y6zAs
NxIUC1oypGzUalaM6uV6fske+LXkxiQ3SYfl5pvohWumaQA0f0YQtSCGqgShG4O/cA4tX5Yd6Kj8
j6QkEkIlJWTephtyQaMAf7rty2p4Yshp41/Yu03yRotnI8kpF4WUKvrxRfCAKbcUXttiscER5ppb
aNo9rN61vbQwyitJEjCt8XXcDvi2CERyCL4p/N+GLNXsgv1qOjVNT29sWUObEfzoBOn6UAASblgA
xAB+EdSaUGBx9fyHvYlcaVpyrLMmn0mJnZIWeKquyfEjDlx4xfa23UFffC4hgO5PPJdprE3li0ax
vxaIDIGQxLJU+o29W6f5/StuCMjAUaZJLaa40MiR6jHHIzK0cggB4qBRloWo3I0P3+1FvMZd6gNN
8y+orHWFKD7SfVk3+Ej+bxocUcM+/wCxE2Fpq8M7veXwuYjz4xiJUpUrx3X+UA/fiyiJA7lMMWbA
ZdJ/NI3UzrfIYRUxILmJFYlh2Ni7KOPbkfxxZ2G30r80RdiWO8URrxjMTXkTKyL1Yg6fXk2+4p27
bYrYbl0T8xzfBf0gZbFmXm5vEikC/Dy4rFZLTv8AtEnx8VbCyHRPzNiVpH1AzO/IPA11EVoY6KVZ
bOFh8XYEePU7K2EUmi+f066pJJW4jJDTwAegteQqLOu9enXb7XfFbCI8p6P5ytNTE+t35uLY2YiM
Am9VRcBx8dDFHuUXqKDrtigkMtxYuxVIPNt5HbwwrI8aCVZVHrXEtupNFFP3X2tieo2xac0qSKW4
0705BHcWgIlNwxN/cuanlShA5Ny+Gv6umLSSPL5lTEtisv1pp7UwoVWR01O6Zg3KlAxG/wAKfCK+
9cUWOe3+mKo8oEpeS4s/UQEFjqN2QH4njV96UVenLfxFcU37vmUN69ottGttNZRQuBKDNf3XIuQS
fhIQ0Jr+vrTFjYravmWV+XtMubNpnmjRFlVCjR3E0wYkVaqykqKbUIxcnFAhkNj/AL1x/M/qxb4c
2MfnA8EdlpUssjRmO4Z4+MSzAsqg/ErsgpgaddVD3sAPmmU1BvZyf2gbZD2oSaz71Ao1eo2O2Fwf
G8/s/az78vltR5XtxFI7pzlozIFP2z2Dt+vFzNNXAySkX8zf8CP64t7qRfzN/wACP64q6kX8zf8A
Aj+uKupF/M3/AAI/riqQDz55G5Ora5ao8Q5SJJIiMvxcaMGYEGvbrinhbfz35FQ0bX7OvIJQTRE8
iQOz++K8K+Tzr5Mju1s5NatlumpSEyIHq1OIpy6nkKDrivC7/Gvkz0llXWrZ42LKrJIj1KrzI+Fj
vx/h4jFeFVPmrysF5HVIAvqCGpZR+8PRN2+0fDFab0rzP5b1ab0dOvluZPS9cKineMtx5AmgI5Yq
QmtIv5m/4Ef1xQ6kX8zf8CP64qgdS1XRbAxDULkQesSIjIuxK0J3rQde+LCU4jmVBfMPlZk5/pCA
Kx48mKKCQCe5GKPEh3tf4i8rtGr/AF6IpIQAaCh5FqV36VVt8UeLDvcuv+Vv3swvoAVAaST4RUdB
vXf2xXxId7h5j8rM0iC/iJiJVxQdQrMab7/CD0xXxYd6aI1vIiukhdHAZWUAgg7ggg4tmyIshH9a
joSTU9QPD54s4c2M/mwob9AKehvgDU0G9O+Bo1v8PvSOaLRFuLqRI6Tn1P3nJweUyj6yzy8AJA6P
8K/s+3L4S0kRs/j3qvka21aTQLCW0vVgt0eT1rd4g4f949fiqrCtR0xXTiXCKKevp/mHigTVlDKa
uxt0PLYClKig2J+nFt4Zd/2NjT9f4AHVhzCkV9CPduNAT9O+2K8Mu9EQ22rLFAst6kjo4M0ghCmR
aCq/aIHfoPDw3WQEu9HYs3jd1fzSSteJYSPGRJLLKt3rQWb4lXisYhcJRmBr8Qbt7LaqT3yR3ks/
6MuQ0RMEbrd6y4Jj5BS8aW+9TTrWtTRiRiqFn1RmkZodEluaSCORbi81Yr6lVVCfWgCiPl+zy39q
UxWk80ry9qD2/wBZFhAxnXk0UutXrijgj445ImWoip41HsdlBKKHl+9ikkQQwer6qSwFtavaOYw2
5jO6qOQqoJB+gUUWr6fo+r6NMLvT7DT/AK0YjaiaXVLpozD6gEbGN4nBY8BXetdq77K3bItJ1LX7
14HlgsFtquLqS2umuCpAbiqfuox/KTXx6YsSAneKEm8xC7ZrWO3+sgOWEhtXt0I+zQn1+pr04nFq
y3tV/YkTXGpC2Ige+ljV0KO09gKksRIpPENtQjY7nFps1tf2IqLT9WdlJOpRxmqALJZ0VV+yQFAF
T6nUEnbqdsWQjLz+xTdtbjKp9X1VpZuRZg1lxADcuNVXjv0PL5DbbFHq/pfYjNM07VWmZJ5r+3jX
4hLK1nIHNWUrQI7b8qj+G2LOEZdb+xP7SGSC2ihklad0UK0z05MR3NABi3AUEZY/71x/M/qxZw5s
W/OOSKPT9MkdpEZLhmjeIgMGC1BqcDTrjsPe8yOtymoN/fkHr++O/wCOF13ieZenfl99W/wvbenz
4c5acqV+2fDFz9NXAyP937/hi3u/d+/4Yq7937/hirv3fv8AhirDLN/IZlheDQJorgpVAdOkUqOb
9W4cftcm69698WW6GuR+WHpAz+XpOHMAP+ibjdizftiH+au1d698V3ULw/lZSY3HlebZv3kn6HnH
UbkOIv2Rv1+WKd+9UX/lVxI/51yV6RJxl/RM71j9Cqjn6Lf7r+GhNcV3V2b8vAkq/wCHZjE3L1lG
mSgP8UNR6fphpOTemaBTXjX9k0UbtWn/ACrYXFubXy3Ks/Eeiw0iZOALkV5tCoShqa1xXdP/ACnJ
oD2Ex0iwl0639akkEkJtyX9KOjcD/kcV+inbFBTr937/AIYoSvW5vLcZg/S6RtXmYDNH6gHEAvvx
YLtSuLXkMP4kAjfl96ZCrZCOoLnjGAGqUBc0+HeoFcWv915IqPzF5StYeMV3DFEoDcIwAAGXkDxU
dwMWQywHVUHmrywXdF1CNmjNGAYHty2p1HuO+3XFPjQ73DzV5ZMfqC/jKA0LV74r40O9NEeB0V0J
ZGAZWFKEHcHFs2RFlw+tR0rWp/VizhzY9+Z19BYSaFdXCB4I7p/WVl5/AycWPGoqQDUe+Bp1chHh
J72PSaxpOni41T1LOZLoMEVCkkzhSfT5pXltRRv41PSgLRxxj6tt0D5dh1aXQ7J7OO6aMCWv1e4W
FORkkG6FTuOQNfli14xLhFX808FnrtuVWKO/mCyA8mvIySFVGBPMH7TVUj59cW3hkO/5omxOuWk4
U2d1coieh6k9zEwYIWYTEDfk3Lj8qYso8QPI/NOLC5vJxJ9ZtDalSAgLq/IFQSfh8Dti2xJPMUis
WTxj9AealiKo0vpXDKUmimcKa8uIDLqcR+EkghUoSa02ri22F1xpXna5cqsN7F6jR82kuZgFKrRz
8OrMQpdt/h2Hv1VsL5tK89OqCP61FJ6POizuxjR09Pga6rQuVU8TxG++xrRWw0ul+ZLeRJ4re+aK
KX4YzcPKCkknPiKamFZnDqpA5nkD2pithy6P5uhWFhFdSRICkqpLQkxRlYgrS6lMq/DKR8PcfSVb
DI3jhuo4UbQtTuYh6cZrqEQjZQ/2uIu25dz8WxHfFiynyz+jY9PSO0T6rJMXuZrFpVkkiklPOVTx
ZgKM+9Nt8WJTfFCWa3JMiQ+m06B2ZXaD6v3Xv66uT7cR88WvIfxskDfpiONImXUhIasFaaxVjxDN
UGvI0Kio9++1Vp9Xn9i2zfU5I3WGO9eJ+Yi9KXT2UqWajqQoO1RSh28cURvpf2Kirqxuowv1945U
ZFDTWXVOSVNOtOp+0fn3U+q+v2I6zsNRkv29Zr+CJZBKGZ7YwtxY1Tig5cXAH7P3d1nGJvr9jIsW
9Xsf964/mf1Ysoc1nmzyhZeZbeCC7mlhW3cupi41JIpvyBwMs2AZBRYx/wAqU0D/AJbrr/kn/wA0
4uN/J8e8sn0PylZaPp0dhBNJJHGWIZ+PL4iW7AeOLkY8AiKTD9FQ/wA7fhjbPww79FQ/zt+GNr4Y
d+iof52/DG18MO/RUP8AO34Y2vhhJ7j8ufJtxI0k+lWskjfadoIyxFCtK8a0oTting81Kf8ALDyP
cEGbSLV6O0u8Me7yAB2O25agrXFeHzX/APKtfJXp+mdItGTgsZDQRElFIYAkrU7qDivB5rh+XHk0
RmMaTa+mSzMhgiIJenIkFd603xXg81sX5aeSYZBLHpFosq0KyCCLkCuwoeNdhivB5rR+WHkYCg0a
zpQCn1eKlBWn7PvivD5oqx8jeWtPuBc2NjDazgMokijRDR+Ib7IHX01+7FeBMv0VD/O34Y2jwwhr
zyxpN8EF5ClyIySglRXoT1pUHFjLBE80OfI/lovzNjDWlCPTTjQ16rSnc42x/LQ7lyeS/LqEMtlA
CAVB9KOtCKU+z4GmNp/Lw7l0Pk/QYZkmhtIo5YySjpGikE9aEDDajTxHRG/oqH+dvwwWz8MO/RUP
87fhja+GF8OnRRSLIGYlexpikQARWLNSu7mK1tpLiWvCMVIHU+AA8SdhhAtBNC3m+rfmBq0by3Kt
6FskEk8UCFObKiFwekp3pT4l96CmTFOD+YMpVyC/yJ+Z8+pXyadqgBaeVorW5QLxLKB8B4szA1qP
iHvXf4bMmKhYbceezRWfmh5rudA1y2kXzVH5bs/qyveNdWL3sDDlIqUdZAImZjvWLeijmD8LY7lM
Sb8ylW4sY7b837W6guIwvA6NG91I0khVHVogkSMeSovKPjUb9cVW3/n/AFR4I7lPzXtLCKOzjuri
6Gi+rG8ayLas6xsTQm5ilqNvtCmyHFW9L/Ma2nvLa00z81re+W5WD1oG0qWSdnSHjOY3d6QiUQtK
qtXj8XUEEKoZvzVvLrTVuI/zKFq0AFvc29voPrXT3EjTy24jiYzAGaGL4Ku1UG/xHlirX/Kwbm60
K5ubj8zpJLiwMd76tlpKwSvCOfCP6s7jj8S/H6oKt03GKoiz/MXXXaH1/wAxYUnDgLI2hs0LRT/E
gkSOXkGKxFlbain4gDviq+X8x9WnF/b235o2EN1YcBcFtDml9M0WMBjxjUNLLuq0JNaLXriqf/lt
5vtdR80QAecbrXHvbaQHRZ7FrM29wwWWSZy7/ZCw8VRQwUseJo2KvW8VdiqyWaGJeUrrGpNAWIUV
+nFBIHNT/SFh/wAtMX/Br/XFHHHvXrdWzTLCsyGZ09VIww5GOoHMDrxqRviyXRSxTRJLE6yRSKHj
kQhlZWFQQRsQRiq7FVqSxOzqjqzRNwkUEEqxUNRqdDxYH5HFV2KuxVJfOUU0vlu8SFishVeJG1Dy
G9e3HrX2yUObTnBMDTyXWYlOg3nJl5vZzMFCUJWjMzBQNgxUH7Z+E9BTCObroDcMc8vWd5N5l08W
UyhnuHT1lTqSrHh0QpX1GoDXqvxUzMnybMZ3e0+efPJ8tXFhC2gahrUN2HZ5LC3eYQtHJGBzPH0x
VGkfdxThv8NWXAdmkFn+dnlO7vltbTy9rMjr1mWwVY0kdlQR82df3jRyepRa/u6n2xVuH85NLiA/
S/lXV9Mcj1LTnaK4dJboQxIGBWk0jcZOC1Bp8LPTFVe0/NHy9bylrfylrlq04nl9RdL9Ms0aNLIH
owZGdYlZfUC8uS070VWSfnHYJcBpvKPmBAYY5i7aeWnALlAhhVmkDry58evEk9iMVpRk/OXSk1CW
1byprCl24afK1lx+szgs3AcqEcpIzwcclYjrXjVTS6T84UfThJ/grXmu7kyW81pLYmFPVjSOqO8/
pnhIbhViJT49wF7YoAbg/N2wvre7g07ypq121rKEazNm8JIkiM9CsqIBKRX4PlVhXZpJBVNN/Nae
6idk8maxb6o8jx+jLZzRowiVGYtP6VRT1KDknxEHjUb4oTHRPzKuNU8xLosnljV9OIWBpbu7tyIV
+sW5n48o/VWsbD03qQAx69sVZtiqX6wqstmrAMrXUYIO4INcIasvT3vLdIvbTWfP2pHS7yWP9EXG
oW+saDPOzKoiWWKK7tlYgPC8gXkgFYnIH2SpyiemnHJGYJ4DzF+X4/HLe5Z4hopQlCHHwjhmIi+Y
2JrnXX+IefOW6loWt3Or2Or6fVX0/TA1mxKFHua/3DozKeMkTMpbanWu2XOkhyHuU7PTfMMRs7Oa
K/WRI7KGNoZ40tI7aKKJLtXCSKfUJkko1C2ylD8OLJTktfOojt4r1JuKNHbc7aaR+QtoXVZn9OaC
R/rUs25LJw4KX2xVH6Fpnmm3v7SW8ZvqjFGvI/UHqGYafDF6srVf1U9SN147HlR/iHRSy7FXYq06
I6MjqGRgVZTuCDsQRirDr/8ALi0mmm+rz8LW4DCS2cEp8SFD9kqTVTTqPE1OTEh1cX8sAbCr5Q/L
nSfLs73nNru/c1+sS0LKOIWgagJoP60rU4Z5CW2GIRVfOH5Z+T/OE8M+v2klzJBDJbwlLieEKkpB
faJ0BJ48TX9klehOVtqEf8n/AMv2vbi9GnyJc3UbwzSJdXKFkkjMTq3GQcgYyEo1QFAAAAGKoQ/k
X+XBEoeyuXM0fpMzX14SFHEpx/e/DwKVXjSny2xVEyfk1+X0iyCSwmdpppZ5na8u+TtOVLgn1fs/
AtF6DiKZOOQx5NuPNKHJbcfkz5BuXJuLW5mUyCVke+vCpdRQNT1diB0p4ZLxpNg1eQf2BePye8gc
leSwlmdQE5yXVyxKDlRCTJ9kFyafLwGPjSR+ayd7Vz+T3kS5Lme2uXL8a/6bdgfAFC/CsoFaxq1S
K1FcRmko1Ux/YFS0/KH8vrK8N7ZaY1tdMSWkjubkVqrKagyEftH6d8BzSKnVZCKJU7f8nPINvxaK
znWVW5ev9cui59qmXp4jv3w+NJJ1eQ9fsDLrGzgsbG3srcEQWsSQwhmLtwjUKtWapJoOpysm3Hkb
Nq+BCheWcd3GiO7pwcOrIQCCAQNyD44sZR4kii/L3ytDqLanFZxx6k7O73qRwrOWlBEjGQJzJcMe
RrvXJcZqlPERRlKveyGGJYoUiWpWNQoJ60UUyKQKFL8UrY4oolKxoqKWZiFAA5OxZjt3ZiSffFWl
ghROCIqIWMhVRxHJm5ltu5Y1PicVX4q8i1z/AJyA/Retahpn6B9b6jczW3rfW+PP0ZCnLj6LUrxr
SuZMdPYu3FlqaJFIH/oZL/v3f+nz/rxh/LebH835O/6GS/793/p8/wCvGP5bzX835O/6GS/793/p
8/68Y/lvNfzfk7/oZL/v3f8Ap8/68Y/lvNfzfk7/AKGS/wC/d/6fP+vGP5bzX835O/6GS/793/p8
/wCvGP5bzX835O/6GS/793/p8/68Y/lvNfzfk7/oZL/v3f8Ap8/68Y/lvNfzfk7/AKGS/wC/d/6f
P+vGP5bzX835O/6GS/793/p8/wCvGP5bzX835O/6GS/793/p8/68Y/lvNfzfk7/oZL/v3f8Ap8/6
8Y/lvNfzfk7/AKGS/wC/d/6fP+vGP5bzX835O/6GS/793/p8/wCvGP5bzX835O/6GS/793/p8/68
Y/lvNfzfk7/oZL/v3f8Ap8/68Y/lvNfzfk7/AKGS/wC/d/6fP+vGP5bzX835O/6GS/793/p8/wCv
GP5bzX835O/6GS/793/p8/68Y/lvNfzfk7/oZL/v3f8Ap8/68Y/lvNfzfknHlH88v8Q+YrLRv0J9
V+uMy+v9a9TjxRn+z6KV+z45GeChds4ajiNU8X88f8pr5g/7aV3/AMn3zJh9IcPJ9R96c6H5q0yx
0mxtHvbmNrd2kaE2VpdRq0jBXKmYg0MROx70+iMoElnGYARCeZvLQcOb+5YR84Yon0uweMRSz8pG
4szJyKb04ddq0ODhP4KeMfgBZc+ctMliu4Prs/C9k/fv+i9PKGMwxKXWHmPTk5Iw+GTpQ1riIH8E
qcg/ACs/nLQpbB4ZL25FwyRQ+odM0+ZfSjLEUVjGwYc9jz2+gY8Bv9pXxBX7A2PN/lqK6IS4meAR
1jn/AEZYFjIzRVDwuWjIVbdeLChrjwH8FeMfgBZJ5u0U21tbDU7x4bakMXLTLHmLenpMDJ6nJv3R
PwnZjufDHgPd9q8Y7/sCqPO+jOqme8nZ45EkURaZYQsPQcyQlZkPLlVVBqp2rjwH8FfEH4AVLvz/
AKVLrkWoC/1CSMetJIklvZ8i1xGY3VhQxuOCopqlNq9hgGM1STlF3uth876BDCYkuJyk0D/Wo/0d
p6qZW5MvFeEi/akIJoKrTwx4D+LXxB+AG/8AG3lxdMmAnumvZGuWWJ7LT3gHNpnhorxNwq0i8+Pi
fbHgN/2r4gr+xT1Dzn5b9Erp810jtJIJhLYabLFLC4D/ABRelEGPqRR/brx+0K9MIgev6UHIOn3B
C/4o0Sf0hdXTelGRL6Y0qwLeo7MHHMFCFCAUp3O1OC4eE/go4x+AES3mvy+/p3EmoTBpR6d3aw6b
ZRHiViqOR9RZE5R0+Opp/wAMOA/gp4x3/YrWnnXy3bxOVubqOQ8fhFlp8iMIt0BRok+Mu7EvWtOv
I74DApGQfilKDzV5QT61Se/H1uEmZTZ6ckRuVXikixLGyx7SSVKfENhyOHgl+LRxx/FIl/Pflu6E
s95cXZvXHxSGw02WNy4ActG0S1b7W5O4NOlQR4Z/Fp8QH+wJHqvnmeDVbxtAkC2FzGYiZrOzikYO
Vd+Swxqlea7N16b7DJjHtuwlk32Qb+fvMbGBq2qvb/3Ui2VoGGxX7XpV3DGvjh8MI8UrIfO+sxBq
RWRJUqtbK2AWvCvFVjCf7qGxFPauPAF8Quj88a/Hy4m1o4hDg2dqQ31evplh6fxMKn4jv26Y+GF8
Qpx+Wl/cah+aWlXlwEE000jP6UaRJX0XGyRhVH3fjkcoqBZYjcwmfmr8pfzBvvM+sXtrpXqWt1e3
M0En1i2XlHJKzK1GkBFQe4yMM0QBuyngmZE0lX/KmPzK/wCrP/082v8A1VyXjR72P5efc7/lTH5l
f9Wf/p5tf+quPjR71/Lz7nf8qY/Mr/qz/wDTza/9VcfGj3r+Xn3O/wCVMfmV/wBWf/p5tf8Aqrj4
0e9fy8+53/KmPzK/6s//AE82v/VXHxo96/l59zv+VMfmV/1Z/wDp5tf+quPjR71/Lz7nf8qY/Mr/
AKs//Tza/wDVXHxo96/l59zv+VMfmV/1Z/8Ap5tf+quPjR71/Lz7nf8AKmPzK/6s/wD082v/AFVx
8aPev5efc7/lTH5lf9Wf/p5tf+quPjR71/Lz7nf8qY/Mr/qz/wDTza/9VcfGj3r+Xn3O/wCVMfmV
/wBWf/p5tf8Aqrj40e9fy8+53/KmPzK/6s//AE82v/VXHxo96/l59zv+VMfmV/1Z/wDp5tf+quPj
R71/Lz7nf8qY/Mr/AKs//Tza/wDVXHxo96/l59zv+VMfmV/1Z/8Ap5tf+quPjR71/Lz7nf8AKmPz
K/6s/wD082v/AFVx8aPev5efc7/lTH5lf9Wf/p5tf+quPjR71/Lz7nf8qY/Mr/qz/wDTza/9VcfG
j3r+Xn3O/wCVMfmV/wBWf/p5tf8Aqrj40e9fy8+5kn5d/ld560jzppmpajpnoWVu7tNL69u/EGNl
HwpIzHc9hkMmWJiQC2YsMhIEh77mG5zsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir
sVdirsVf/9k=
proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:6b50bb4b-5184-4728-9e40-e787ee289259
uuid:0ed35212-487f-eb4f-957f-5963d7f04b71
uuid:08e2cfed-129e-c94e-96a6-19f04700d237
xmp.did:762b47ad-bc7b-4688-a580-3ddf2aeb3345
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:a26edd1a-dfde-4e8e-b5d8-58b1248a2dfa
2018-11-30T16:17:19-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:6b50bb4b-5184-4728-9e40-e787ee289259
2019-05-02T13:47:38-04:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Users/lindie/Desktop/Novak Education/Branding Elements/NE Horizontal@4x.png
0
0
/Users/lindie/Desktop/Novak Education/Branding Elements/NE Horizontal@4x.png
0
0
Web
Adobe Illustrator
1
True
False
13.416667
19.138889
Inches
Lato-Regular
Lato
Regular
Open Type
Version 1.104; Western+Polish opensource
False
Lato-Regular.ttf
Lato-Italic
Lato
Italic
Open Type
Version 1.104; Western+Polish opensource
False
Lato-Italic.ttf
Lato-Bold
Lato
Bold
Open Type
Version 1.104; Western+Polish opensource
False
Lato-Bold.ttf
Cyan
Magenta
Yellow
Black
R=249 G=44 B=28
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
R=249 G=44 B=28
SPOT
100.000000
RGB
249
44
28
R=166 G=103 B=77
PROCESS
100.000000
RGB
165
103
77
R=73 G=199 B=201
PROCESS
100.000000
RGB
73
198
200
R=232 G=232 B=232
PROCESS
100.000000
RGB
232
232
232
R=235 G=226 B=207
PROCESS
100.000000
RGB
235
226
207
R=237 G=237 B=237
PROCESS
100.000000
RGB
237
237
237
R=145 G=145 B=145
PROCESS
100.000000
RGB
144
144
144
R=155 G=207 B=199
PROCESS
100.000000
RGB
154
207
198
R=232 G=186 B=139
PROCESS
100.000000
RGB
232
186
138
R=222 G=222 B=222
PROCESS
100.000000
RGB
221
221
221
R=219 G=219 B=219
PROCESS
100.000000
RGB
219
219
219
R=255 G=228 B=224
PROCESS
100.000000
RGB
255
228
223
R=255 G=201 B=148
PROCESS
100.000000
RGB
255
200
147
R=247 G=190 B=134
PROCESS
100.000000
RGB
246
189
133
R=67 G=181 B=184
PROCESS
100.000000
RGB
66
181
184
R=255 G=244 B=99
PROCESS
100.000000
RGB
255
244
98
R=94 G=71 B=61
PROCESS
100.000000
RGB
93
70
61
R=140 G=140 B=140
PROCESS
100.000000
RGB
140
140
140
R=143 G=112 B=83
PROCESS
100.000000
RGB
142
112
82
R=204 G=200 B=148
PROCESS
100.000000
RGB
204
200
147
R=173 G=116 B=61
PROCESS
100.000000
RGB
172
116
61
R=204 G=204 B=204
PROCESS
100.000000
RGB
204
204
204
R=209 G=209 B=209
PROCESS
100.000000
RGB
209
209
209
R=199 G=132 B=130
PROCESS
100.000000
RGB
198
131
130
R=143 G=95 B=94
PROCESS
100.000000
RGB
142
94
93
R=191 G=128 B=68
PROCESS
100.000000
RGB
191
128
68
R=255 G=99 B=64
PROCESS
100.000000
RGB
255
98
63
R=181 G=181 B=181
PROCESS
100.000000
RGB
181
181
181
R=199 G=73 B=44
PROCESS
100.000000
RGB
198
73
43
R=227 G=88 B=57
PROCESS
100.000000
RGB
226
87
56
R=255 G=179 B=82
PROCESS
100.000000
RGB
255
179
82
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
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 440 0 R/TrimBox[0.0 0.0 966.0 1378.0]/Type/Page>>
endobj
418 0 obj
[419 0 R 420 0 R]
endobj
431 0 obj
<>stream
HlWK,
)U/1~``ɋ y#0J2 Ƿo~hob.W}e9߬=8/;5p_8ˍ_Þ~Y<3ωu{ݯi]l^_(A̽Ԯ1:uiL[U#O)wJt