%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Artist Resume FINAL VERSION
2022-03-02T13:43:42-05:00
2022-03-02T13:43:42-05:00
2022-03-02T13:43:42-05:00
Adobe Illustrator 26.0 (Macintosh)
200
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADIAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9M5iM3Yq7FXy/wD85Z/8
pVon/MC3/J5stx8kF7D+Qv8A5KTy9/xjn/6iZchPmkM/yKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2K
uxV2KuxV2KuxV2Kqlv8A3y/T+rJw5qVPIKo3d3b2kDT3DhI179yfADxyvLljCPFLkyjEyNBiOo+b
b6ditr/o8PY7Fz8z2+jNHn7SnLaPpH2udDTRHPdjt/bW2oyrLqESXkqjirzqJWA60BcHbMLx8n84
/Nv4I9yL06+utNiSGxk+rwR14QIAIxU1NE+zuT4ZOGqyxO0ixOKJ6Mr0bzVFcssF4BFMdlkH2GPg
fA5t9L2iJ+mexcTLpq3DIM2biuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVUt/75fp/
Vk4c1KnkFeWfmf5mvI9H1S+snA/R8EjWtRyXko+2R3rmhyZRnziJ+i6dhGHBAnq8w8g6z+ZnmiM3
017BZaUrFBN9XVnkYdRGuwoOhY/jvl2sxabDtRMvewwyyT3vZU/NDzZ5m8pLpYsb/wBdr31/WM8U
RA9L0+PEKq0/vDWpOR7P0+PPxXGqrqfNOoyShVFPvLsvmXXPKtjqcerm2vbqIu4a3hkiDVIFFARq
bfzZj5xix5THhsDzLZDilEG2GyedfzI0rzrp2g6zJAYrq6t4zJHEvGWGWUIWRqA9Kj2OZ35TTzwy
nAHYHr1po8XIJiJfS/lbVWvLQwTNWe3oOR6sh6H6OmWdn6nxI0ecWOox8Jscij9Y1ew0fTLnU9Qd
orK0jaa4lWOSXhGgLMxWNXagAqds2IFuMkc35meTIdP0zUZbyVbLWZY4NMmNpd0mklFY1X91X4u1
cPAVtPZdUtIp4IHEvqXI5RAQzMKDc8iEIU+zUwUqB0Hzh5e166vrXSrh559Nla3vlaCeIRTIaNGz
Sog5DwBxMSFa1bzl5e0jV7DR7+4ki1HVC40+Bbe4k9UxgFwrRxunwgiu+IiSqP1DVdO076t9dnWD
65Olpa8q/HPJXggp3PE4gKi8Csal/MXylFNYQyXUyyanLJBp6mzu/wB9JESHEZ9LelOvTJcBW27v
8xfKVmbIXV1NE2o3LWNmjWd2GkuUcxmLj6VQ3Je/z6EY8JW0y0bzHoutG6XTboTSWMzW95CVeOWG
VTQrJHIEdem1Rv2wEUqumraa+qy6Stwp1KGBLqW235LDIzIj+G7IRjSoG683+X7XzDb+XZ55F1i6
Qy29sLeduca/acSLGY+I7nltjwmrVbp/nLy7qGvXugWlxJJq2ncDfWxt7hPSEi80LO8ax/Eu4+LH
hKph+ldO/Sv6J9df0iIPrf1bfl6Bf0+fhTntjSpdrHnbyzo2rWOlapeG0vdScRWQkimEcjmlFE3D
0gTWm7YRElU0j1C2kvpbJfU+sQqskgMUipxbZSJCoRq0PRvHwwUqIwKqW/8AfL9P6snDmpQWpzND
p1zKpoyRsVPvTbMbUS4ccj5M8YuQDxvztbyXPlPVbaMVkmt3jQf5T7D9ec5ozWWJ83ZZRcSmGk6Z
baXplrp1sOMFrGsSbUrxFKmncnc5VlyGcjI8yzjGhTyn/nIT/pQf9Hf/ADIzddifx/D9Lha3p8Wd
/lp/ygmjf8YP+N2zW9of38nJwfQFvnnQ4r46JqAUfWdM1SykRu/pyXEcbr+Kt9GHR5jHjj0lCX3F
GaF0e4h6B5TmZNZjQdJVdG+QXl/xrkuzZVmA77RqR6FX82Nf0iz8oazo9xcBNS1TSNTaxt+LEyC3
tXeU1AKrxU/tEe2dNEbuteb69bTr+Vf5TzNGVittU0h52IpwVlajNXoDXrkxzKHuF1vqdiB1AmYj
2CqK/ewyockvOvyX/wCUh/MX/wACK5/4k2TnyCAhfPWoWmofml+V15aSCW2km1T05R0YLHGtR7Ej
bDEUCqcfmz5V1XzVoV2umxobrSuNzpNx6jLIl5bn1G9NRG6vyAEYqwo1cEDSlknkDzXB5q8o6brk
ZAkuYgLqMU+C4T4ZUI7UcGntkZCilh/5nokfn78s441CImo3CqqigAESAAAZKHIoKj+dUZXXPy9E
HCOR/MVuVYrVeZK/Eygry99x88YcipRH5cXlhY+evP8AplzEF1aC5gvr/UwxCTwzRGSICI19MQq1
OprXrjLcBQlfnn9J+VPOGh/mLNAkNnLL+jPMDLKzsbO6asLSoUiVfQNBsxqQMIoilR/mb6xJ+fPl
c2ksaSNo92UkkQypTk37KvHXb/KxH0leqj5DMsX52fmI13LGzpBppllVTElBbKa8WZ6UH+Vgl9IV
DfmFDqnlzzJov5mGBYoLWf6nrfB2aRtOu24R+pGY0CGGo6OfiwxoilZr508p6V5ysZ9Jun/dXFos
tndxmrRTK/KKaNh4H7xt3yMTSpb+U2teYr+HUdP8yxMmu6EYdNvpm3FwY/UeO4U7VEkcimvfrhmB
0UM/ytKpb/3y/T+rJw5qUDqsRm026jUVZom4j3pUZjaiPFjkPJnjNSDyjXNV03SdJuNQ1JgtnbqG
kqOVakBVC9yWIAzmMOOU5CMeZdpOQiLKT+TPzC0TzWbiOySWC4tqM8E4UMUJoHUqWBHjmRqtDPDR
O4LXizCfJgv/ADkJ/wBKD/o7/wCZGbHsT+P4fpcfW9Pizv8ALT/lBNG/4wf8btmt7Q/v5OTg+gMl
ZEcUdQwBBoRXdTUH6CK5iAtqc+VImfWomHSJXZvkVK/rbM7s2N5ge62jUn0Mk1+PyxKLdNdgtbgM
xW1S6iWb4npGeAZWpy5hPeoHfOlF9HWoVvMvk69b9DTyRt6hEBsbmB0Unn6aoySoq7vsoPXtjwnm
trYdb8laf6/oCG04g/WOFs8ey0NGpGK/C3JR3U8h8O+GiVtDXFv+Wum3T20mn6dBcXToZESzT968
9eJJSMhy3Hc/KvUYjiRstt4/y1ukhlTTbKmmqEtfVsPTaBWk9HjEskSslH+FgvTauPqXZNrW78qw
201rbPZwwc5EuLVBGlXFBIrRCnxUIqKb1HjgopUtFHkrT7QT6Mmn2Frc8JC1ssNur+rUoWChN2oe
u/XE2qEXUPy58wyx30h02/ntpWt4ZrlIjLHKoBZE9YBwaODt2Ne+GpBVTX5vI8uoWaay8E16JFSx
Vy0jQzFgFkTjX0JOTACX4SP5sABVufy75JuNUbXJobeW8ngSCWd5S0c0QakfqxlvSlIbZWdSR2ON
lUVqaeUdQs4rDVF0+7s5CBDa3QhkiYx1A4xvVSV4HoNqe2ItUGln+XsOrBUs9Nj1KxijkWUQQh4Y
5WIjpKFonJl2HLHdVZ9F8ipLLevYaWst7yE1y0VuGm9Kobk5FX4U3qdsbKple6Po+oWIsL6yt7uw
oALWeJJIaKKL8DArsOm2C1W2ehaJZSJJZ6fbW0ka8I3hhjjKrSnFSoFBjZVFrBAkskyRqs0oUSyB
QGYLXjyPU0rtgVfiqpb/AN8v0/qycOalTyCvLPzH8mw6hYX2kzEx2l+vK3mArwZWDrt/kOBt3Gc/
lidNmEhy/GzsIEZIUebBPIHk6z8n2s8t3HPJqkw4Tzxo88ZRW29ERKzBTsSGHL6MOt1RzkAVw/L5
2uHEIc+bDvzUTzR5o1W3Ww0K/wD0fYK6wyvBIpkaQqXbiRUD4ABXM/s7w8MTxTjxS82jUcUzsDQZ
h+W+sX2n+WbbStZ0u/s7iy5Ikn1SeRJELFlp6aOQRWhqMwdfiE8hlCUSD5hvwTIjRB+TNrO8iu4v
ViWRVBK0mikhao/yZVRqe9M1s4GJo/eD9zkA2zzyppbWto1zKtJrinEHqEHT7+ub7s7T8EeI85fc
4GpyWaHRLPzDl8nRR2cvmX1fSVLkwiLl8axxiaSM8fiq3pDiBuWAGbWF9HFKBvLz8sVu7W9lvVin
tpQrSeq3wSRTG7pLzJqzTGv8zcu4w1Jdl+nJ+XWqzSWlrqU1y10ZrUo09wFkZnM0oRn4hixXcqfi
A74niC7KWpS/l3Fqiz38ckU0N1FHaStI3B5Y55I3MaCQsFjlWQyFlA2LCo3wjipdlfUNT8laHeX9
jdJdKsEFqbhKu8SW8JRYXT4qhRKVUhdyzcqULNgAJVL7LTfy9u7g2xt7m6vhfxfXyz8XS7U0CSoj
qGVWQBhGrLty3CswJMl2ZBF+WXkuOZZlsSWRgyKZZSoILtspanWVvvyPGVpD2n5R+Q7RClvYOilW
SnrzH4H4jju52CIEA7L0x8QrSKf8tfJsgm9WxMjXAAnkeWUu1Ch3blXcxrXHjK0hpPyl8hSGZn03
lJcNznkMstXYtyYn4qfE3ItQdWY9ScfEK0ipfy28nSFD9R9MxwfVVMckiH0uDR0JDVJ4SMKnffHj
KaU4fyx8nQxyJHayASqEYmeUmnNpDQlurPI7Mfc48ZRSqfy88r/V4LdYJUitS5gRZ5QELy+vsOVN
pNx8h2x4ymmQWttBa20Nrbp6cECLFEgqeKIOKjffYDIKq4q7FXYqqW/98v0/qycOalTyCqF7ZW97
btBcLyRuh7g+IPjleXFHJHhlyZwmYmww7UfKuoWzFoFNzD2KfbHzX+maHP2dkh9PqDnQ1ETz2SWX
9zJ6c37uShbg/wALUHU0OYJhIcw3ghXsrK7vVVrSJpkb7MiCqeH2vs5ZDT5JGgCiWSI5llGjeVFg
dZ74iSRd1hG6g/5R75t9L2bwninue5w8upvaLI82riIW+0vTb9VW+tYrpUNUEyK4UghqjkDT4lB+
jCCqBPk7ymYpojo9n6dxIZ5l9FPilIILnb7VD1w8RWnN5P8AKzSCX9FWyyLz4Osaqy+rXnxK0py5
GtMeIrSIk8u6DLNNPLp9vJLcAiZ3jVi3IEGtR3BNcHEVp0vl7Qppnnm0+3kmkIaR3iRixAIFajfY
48RWlOLyv5dhuo7qLTreO5hIMcyxqHBUcRuN+mHiK0mmRV2KuxV2KuxV2KuxV2KuxV2KuxVUt/75
fp/Vk4c1KnkFdirsVfL/APzln/ylWif8wLf8nmy3HyQXsP5C/wDkpPL3/GOf/qJlyE+aQlV15r/M
m1gjvGRWge8vQkDWz+r9Vs5ZAWdQASGiRSnGhJrvuKWCMUWUZqnmj8xBCfqmnss7yxJJGIifQd71
YRErMrB1a2JlMlCFO/Q0wCMVtavmTz5E+rwOrTT2kiRWtbZ1WRQR6rq6ROqn+XlyVq9RSuPCFtVP
mnz59aCfUJDyureONBCUVkaOQvHIXFYmLKvJqsvcOK0x4QtqU/mT8zHNbKy5xx2/rSBoGR3lZEWa
GMEbG2eTklf7wKV3O+PDFbKMufOvmBNaFq9lPBYNeW7290LeST1LAiWOYvRTwb1IQ+6qeLjbuRwh
bRPmXzB5tS9dNDtXlhk0ua5th6LFxdCCWSJZFkVR8TrGvwtWp4ld+SoA6qk2t+bfzCtriaTTbN7n
T2hASVrZi0bnf1aBQW2ikTjT7TKemSEQtrtO84/mGb+W0vNLcgW90LKQW7qs1y80AtebH4VRI7hg
261KN4YDELayDzl551LUDFBCdPjntAqiW1eT0L8W7ylCKVMfqQMKkmqnbqDjwgLbPPLV5fX2h2d/
fI0VzexLcvbOvBofVAcQkEKaxg8TXeuVy5pTPArsVdirsVdirsVdirsVVLf++X6f1ZOHNSp5BXYq
7FXy/wD85Z/8pVon/MC3/J5stx8kF7D+Qv8A5KTy9/xjn/6iZchPmkNLd+f45H9Xy+1ynxsjx6hN
B0cqicWlk+0KfFsF69MlUe9G6yPUfOt411Y2+imx1K39IiW6vbuS14vIAzc0dK/u6tRSSO4xoLat
czeeIorIQ6PJcyzPKL1vrksKQBAnEUa6b1Fqz/GGBPEfAAahoKvWfzrFHcLJoUlxJHbNNbumoyxr
JOC9IWBkkK/ZX4hXr8qtDvVSk1bzYbue3t/LU8jRRQSoW1SZUcTTGNh6gLD4UVm6HGh3ra6O888B
ZfV8tyco1Vl46rL8ZaR1otW24qEbc777DbGh3ru1Hd+eZpuJ8vy20aO/xNqM0vqIGopFJI+BI33r
jQ713Vbq785wmNYvLU09VJlkXVpAA3qMgVVLcjVE517BlHWtBQ71UvrnnWG2nuZ9AlKxDmsC6jLz
KUBIBEj8itafZ341HUDDQ713dHqvmye3gmtfLdy6zxq4Mmozw0LfzK7Bl2q1CK/DTqy40O9bWQ69
+aFrYxH/AAuksxuJjLbm9DkW4jrGBK7OeXMip702Udmo962Uyh8w+ehq1lFd6AkVhc8UmdJhI0Tu
Q27LWojQNy+ECvfoCKFc1tRi1/8AM2W+iD+WYLazDv6wa7SR2jCclKupWhYnjQoaEdwag1HvXdTu
PM/5kpdXMEPlQSxm5WO1ufrMSqkBCq0jqTycq1TQUr7Urjwx71tFaj5h/MC2E31byul7xBMHC8jj
Lso2BDA8ebdDU06nBQ71al8wfmHFdNEvluKeMtAqSLcogHNykzEnkeKL+8BoK/Z6kY1HvXdc+ufm
A1rzj8vxRzPbTuEadW9O4SOQwqd15rJIqL+zTlX5NDvVa+vfmE9/bJD5diWyoGu5JLheRrEG4INq
HltWh8PE41HvXdmGQSqW/wDfL9P6snDmpU8grsVdir5f/wCcs/8AlKtE/wCYFv8Ak82W4+SC9h/I
X/yUnl7/AIxz/wDUTLkJ80hitte+R54UNz5z1hpXQ2MzJJcxwCck2zSBCtR+8nVuRPcNWlaWG+5i
36n5f6jB6Z8367KnpxtLyaaksNxEjx8kMVG9RZVY0G7M1R2Dv3KmWtQ+VZb/AFyC/wBe1hP0m8i+
gJVkiVEqsyW8Kc3RCVUfvFHKgK1FSUWlAPr/AJNupNQW71/WGle8u5khhWdVeEo920SoVNFjhVlP
KlOB7Uq0QhRsL3yHcz/WLbzFrosbW6hIq8jw/FJyjQROrkR8rvh9j4eNdqKwO/cq67vvItrqtnNJ
5l165NjewyyRVke2eWBmcxSI8dCIfq7F1Xdf9biQKPcqKu7ryetzqenPruvTfo0TnUZknbjWS7Fu
0R50L+lJN2HHjUf5OIvyVZHceSJI7X1fM2vwM8Au4opJpg5gjdY2eTirblpFDb8qUFNjjv3BWkvP
I15q1tbQa/r8zzOs6ASXPpRm3WJFVldduTKGpSpOGj3Ktvda8pSvZaJdajq9tcR2Cwx6r+4llCnm
FEdzH6zJIwPxtG24orGqkBoqvv73yjNZ6Za6f5s1OK+vre4WzupRctJKigxyO3FY6ESxtIdhtyIG
woBfcqI/S/lVbWH1db1tLa/mEqXHq0C/VfVs+CgEuolNqzURdti1K40VUJfM35eRQXEEnmXV7hdQ
ZJGnYzOYVjSKUMoKbB/Tj2Vf2+n2qNHuVvVrf8r4o00+91jUIxpqTwTFFkoR6jfFJxiKkxusnHx+
LY1GIMl2Q1pdflRDqN5+jtY1a0kuYntEtbYXKiEI8SSmBhGWDE2Cxs3I/ZNOtS1JOyNQeS9E0mLW
01nWbq11G6uLOfVTIGkjmkSRHEyMI5QCw5qFQ0YA0Ax3OyrNI8w+RbeSLWD5h1y6isYx9cs7h53i
DSDb1FCgMV/yCa8e/dIPchDQQ/lkt9YtaajqULLdwy2F0qcv3sMbSOlHjZwnpqzMHWgpt2qTxLs9
oyhkqW/98v0/qycOalTyCuxV2Kvl/wD5yz/5SrRP+YFv+TzZbj5IL2H8hf8AyUnl7/jHP/1Ey5Cf
NIdeW/5nSXMa2s2iiPnJzVuTH40k4ofg/wB1ytTxK8q1bJelC6Ox/MG5sTFqM+k+uk9o1rLGgZma
Jqy+r6iuvOqoV4KKdsbCrQfzT9f1hNofF2kkZG5syL6jGEBxw+IQFVZjXfp7vpVXvE/MmVpooLjR
4R9d5QXPF+Q08TDkjoxcGT00YEigJPahOIpVDVG/MMQap6N1odmiwO9vPVh6ThYvSaYuHHESJNX4
enuMRSqVtf8A5hyXUNv+ktAlXTwF1f4mMpfcc3I2QspO3AfEp7GgNDzVGac/5kx3Ng1++kTWkjxn
UjDyWQxlAJWhrRdpaH4ifhr344DSodtO/NO3juuGsaXeSXbl7d7qEJ9XQKvBV9IJ6oWQsatjcV3Q
k93+Ztvq3GTUPLttAkcY+psWWR5JZ0XqT9rikvo9N+IYH4qGh5qmFld+fL7SHi5aTbanFerHIQec
AgDMLmIxgu4kVRzUEitRX9rAaVDXw/NC2tpktL/RhO6ulrJeD4xM8sYArEsShCpYgcGbfcnDsqL0
S7873Md7Dq8Wm2tx6MpsIEKrJAjKFilkBMw4SzBwKL9lRXeowGlQumWfmsWup3kculahrc0UkNpq
L+kYUcTGT0mEMcT+m0bggElqoSx3FCaV0dj+YAtruK4uNEto5g3D0gxh+sXDwyTNIJEJdw/rIOlQ
yEitaCwrcNn+YVta3cWkT6AIoG9OwgEcnCNWijPB+HGhErMep5AjDt5qibOXzs1pqOn6vf6RbXtz
BLJo0tmQGWVWerOk6yK6qSgJ4dPE4NlUbOP81lN1Hd3GhNGrKbV+MvKVRz3mpRQzKF3UdBWnYPpV
UKfmdJd3KJPosVpJcSLaegJPXFvyrEWLBkMnpghtqUFR7PpVneVpVLf++X6f1ZOHNSp5BXYq7FXy
/wD85Z/8pVon/MC3/J5stx8kF7D+Qv8A5KTy9/xjn/6iZchPmkMStLLRtIkupb3ydrMuoys10t1b
sJOUbqYYgHUwBGVIF+ErUbEnrltnvYorT7Hylpmk29ovk/WLqOxhlu4f3ctU5xI4jHqNE3OiIg5L
UUqe+DfvVZZ+T/ID2N3b23lvU9JutOjJtX/eM0gZ3ZjCJGZX4035LRa0HbGz3q2uh+TGmNjceRtU
e6eOd5p0VjE3rq7uTIWjVi/gV2JpTGz3q1qR8iy6Lqsmq+TtUtNPn9A3ay84TKYQwiC/vFo3xSV4
nfuanZ371TSbTfJNjq1zPZ+WNSuzHDHOb+AStHKl6pr6fJwTSo5im1fbYWe9KAuLTSo0t7ufypqZ
06K1EA0+1BkAFxzui55BHqkkhH2gB9wyXxQoanbeWLXUbW3n8raqdIiSaS6kkMgjt0iie5EyEFuZ
ZlC8S6/E21W2xs96si1Sz8u6XegQ+WtRnm12dZNRmhWY8Gt2EyiRoy3wq07MP2Kqd+QXIgnvSkmp
2+iTCW3ufKeqSKY7uYW6mVreV7gxD95Mf3ocmIbKp698lv3obbyx5Ht9QlW68taiq3clvpcMFXMb
8ku29SM81Y0j5hx2qPmBZ71RUsXly8jht7nyrrLizgMMZkElFhgLOsatGxBaP1eKA0qh6njs796o
SBvJWpWFrbat5Rv9PXUruGxSOfmgMglaNHTkyMUUSghuNSvjTHfvVVtrbyhcaZZ3mmeUb9/VieWy
DF1Qtw5Auwd9yONDQ/TTHfvVB29v5OFsLSPyXrUdnPDDCLZoyqxrbP8AWq1jdmUs6Dvuyr0rXHfv
VGW0HlK0urCC38m6rFFfiWJpJFkEEMIVUkeX42481Wi12NB05bu/eqHFp5See01pPKmp3MjmE2Rl
DiKGGOCK0K1UtVfRjDcmG/jSuO/eqI0WHyvaXqfV/JesW9zGEcS8ZAsSswcFCzrR14ioA8QMTfer
1vKWSpb/AN8v0/qycOalTyCuxV2Kvl//AJyz/wCUq0T/AJgW/wCTzZbj5IL2H8hf/JSeXv8AjHP/
ANRMuQnzSETN5S8/yTcl84yJHQgxi0gC8mijTl057SK0gAYdadMPEO5FLbnyh+YDySyW3m821YRB
boLVZFj47LIQ7Hm/Rjy69K0w8Q7lpEXXlfzy7zeh5seJCIBbKbWFivpOTLzP7RljPEnsdx7jiHct
KFz5P/MArYxWfnN7a3t47eO5RrOKV5PRiVJGErsXBlbkxrWhp4Hk8Q7kol/LPnT6jDCvmf1biOZJ
pJprSJg6oUJQqKDi3Aj25VBqBjxDuRSEg8nfmCjASedZZEMrSSMbSDmU4lVjFAEWp4MSF7Gg+I4e
Idy0rDyr5/8Aqt2jecHNzNJC1tMLOALFGhYyrwp8Rk5Dqdqe5wcQ7lUx5Q/MEQqG85NLKIHT95ZQ
cfWkkDCQhOHJY1VQqnr8VT8WzxDuWmWaTb39vp1vBqFyLy8jjVZroII/UYChbiNhXrtkSlF4FaKq
SCQCVNVJ7GlKj6DireKtMiMVLKCVNVJFaGlKj78VcqqqhVAVVFFUbAAdhireKuIBFD0xVpVVVCqA
FAoANgAMVbxV2Kqlv/fL9P6snDmpU8grsVdir5f/AOcs/wDlKtE/5gW/5PNluPkgvYfyF/8AJSeX
v+Mc/wD1Ey5CfNIQa69+aUeqarZrZm6Fml01hK0aRx3D2xMkaEjcCZJ7dOv2hJTptOoo3Q2v+cPP
1jLEbGKW4sFLyfWXtayypDBHLOvpBEPwNzVaceXTlUVwiIW0w8uebvNV5YeYm1CC4hvLNL2TRwbR
ljmhhlmWGQHhvJRF+A9QQwryoImI2W0ntvOn5lSX4he1kRXi/d87SQxljYRShndYuSj13b9n4aUo
1N5cMUWj7rzB+ZSi1axgkmmn06+uxaTW6kevbSxpBE0yrEp9VGdl2QsAPhXcYKilT8xecPPdhODp
0Ulzpsc0zw3bW/Ka4tobeGaSsQRKFZDKi0Ccqe3LERC2yvyjqPmC8vdVg1RmMOnTm3tpzCYhdI4E
yTiqr9lJBEeO3JWORkAkMmyCuxV2KuxV2KuxV2KuxV2KuxV2KuxVUt/75fp/Vk4c1KnkFdirsVfL
/wDzln/ylWif8wLf8nmy3HyQXsP5C/8AkpPL3/GOf/qJlyE+aQlr+adbjmijn8lpGrXv1O4uDbu6
pGgKy3VI0ctH6iNxp9paHvXJ8I70WlmmfmB5gn0lLy//AC/ezmPxmBbSSRmQvIgVF9NSJCYaUfj1
U9wCeEd62nd/5sa11y/sE8myTWsEjx6fcratS6aOCQlVYRsqVuYxGrN8NGDZER25raWXHnXW44bh
4/JkU0UMxijvVtJkilUC2+JYpY4pxT6w+5XieOxO+ERHetqNj578xXFg1xP5B+qSRx2zNE9s7M0k
zn1AihAfhQrSu9TQ0ph4B3raN1jzP5l0uyt5B5Kh1C4nk1SJktYH4x/UZ0t7Z35JXjcMS4/yNxXc
5EAHqqjH+ZGv2czrB5PeEiaSCa6itZxHGplVYC/poXdWVJWfj0+HxyXAO9bVoPzQ8/XOrDT4vKrp
zeKNJ5o7hIgsixj15G41RC0oIUrzpswUhuI4B3rb0Py3qGoaloVlqOoWn1G6vIhO1keXOFZPiSOT
kFPqKhAfYfFXKylMsCuxV2KuxV2KuxV2KuxV2KuxVUt/75fp/Vk4c1KnkFdirsVfL/8Azln/AMpV
on/MC3/J5stx8kF7D+Qv/kpPL3/GOf8A6iZchPmkJMklxFZyva/mNFa28cy3MpljRyISXMka+s3I
s4dNgKrse/xWH3IRk9jc3NqoPn6BdRS5iufrVY0ISCCRSjweoq0rMrsp8N+uC/JVfSL55dYluf8A
HNnfHToHWWzIiVEFwRHH6jBxUeqi0Y7n/Zbp9yqd9ZWCQWsn+Nfqf6OkkN4vrUaZUltjGjpzVgwS
1VTsS3Nqfb3fgqnb2MFr9c+s+e4bid4pdNVbqb0Ck6TEuWAnVvUVlkHyptQGrfkq+C3ia8+HzpZ3
AEivJGLp+a/vVZgAtwV+L0z1XYlu3Hi35Kmur3FhLeW92nmy0iIWJoFluFQMUneRaLFNEjLLT0nq
rVVdt64B7lYs/l219a2s1/MInUHDsqST0EyhkJ4gykHYqK7136gUWV+SKTrSJfLsOpW+p3PnO3uo
InkW3tpLoIoYPMHUcpRzAaQU5KdlFNqYDfcllknnHypHfGwfV7QXilVeD1kLKXcxqGAPw1deO/fb
vkOEptoedPJ5TmdbsUWrCr3ESfYT1GI5MNgnxV/l36Y8JW1VvNPlpCwfVbReLcGYzxhQ/Fn48i1O
XFGanWgrg4Stqb+cvKS2puhrNk9urrH6kc8cgMj7og4FiWbso3OHhK2tl86+UIYY5ZtasoklbhH6
k8aEtXiRxYg1B6+HfHhK2rx+afLMkvox6vZPLv8Au1uIi2yM52DV+xGzfIE9sHCVtTbzf5VUIzav
ZqkjLHFIZ4wju5IVEcnizHifhBrth4SttR+cfKcrcYtZspSFRmMdxG4VZSBGWKsQvPkONftdseEr
bUnnPylEwWTWLNWLRqoMyfEZt0K7/ECATUbbHwOPCVtNbe4guIUnt5EmgkAaOWNgyMp6FWFQRkVR
Fv8A3y/T+rJw5qVPIK7FXYq+X/8AnLP/AJSrRP8AmBb/AJPNluPkgvYfyF/8lJ5e/wCMc/8A1Ey5
CfNISu8k1+SS7RfystnXm6xyyXFkwl5s0bSMgToY0Wu9SDQe8/iheLbzDPq/qz/l7B6MNneiORry
FEZpCyRwNCpkjcyRr8Tsuwbtupb81XRxa3DFNZx/llZlJLZJLgpdWkUM0iNyWFV4Maho1ZeWwPfo
Wfiqy5j1W+t3vL78rbe4uRMjw2sk9i0gYMgMhkYFa/ESABtxO++PxVGXcN1I9zO/5cQ3MwQ3ILTW
ZaWeZIRKlWXqfrlwpYmh4H+cYPirktmsr+xhg/L2OP64sv1qSCaAQxM7jlyAVVZmEQYMwFBtUE0J
+KqNtaalNPBJL+XMEKsGSRXubaQxxxrKUCKQqIzykVIPRqnfo35q3NZag9xDdxfltYm5t5EeCV57
YOjPLykZP3Q40+2TWvsSOJfiq2FY52Qj8uIhchrq3ZZBEgWKBoGrzeIKyyySNxp14FhXH4qrSjXR
qEz2/wCXNms00okuL2S5taS85qSt8EZdnZKuC3077YNu9VmoQ3V1HHaXH5ZQ3VssqDi81kUUGkZk
AZf2Y5X99qdDXD8Vak0u8XT4I/8AlX1tNKbh7hkee3dY3BUlxyqVLCWUIFJ4UHyxvzVfbaZdQetH
b/l5ZW8P1pZYCr21DKlWE5QBa8WoQSVNa0BopZ+KpfqFvqck9zI35U2t39VnItvUnsiZirScZ0Yq
3HYDZlr8Q3+HH4qzm28k+ThOL9dAsoL2UFpJDbxeqDJGY3DMoNSUcq2++Q4imlaTyb5TkCCTR7N/
TlFwhaCMkTAECSpH2gG2OPEVpq08l+UbOP07TRrKCPgsXCOCNRwR2kUUA7O7N8zjxFaUtQ8heS9Q
ijjvNEs5RCGEDmFOcfIUJRwOSnYGoNa79ceIrSdW1tb2sCW9vGsUEQ4xxoKKB7AZFURb/wB8v0/q
ycOalTyCuxV2Kvl//nLP/lKtE/5gW/5PNluPkgvYfyF/8lJ5e/4xz/8AUTLkJ80hQufzp02G0W6G
kXrRsuxIVPj9MSqg5EFvUXkIyoIZhTvk/DRand/npoEEFrPHYXFzFdT29ukcLRNcKZojMzPb8vVX
gqkUK1YggYPDW24vzrsZHi4aNdyx3MKT2jwFZOYc2oAb7Pp/73p8TkCu1emPhraNb82LYAhNJupp
o9Qn06eGGkpjNsivJK7JyQIFapNaDua7Y+GtqP8AyuryxJPNBbKZjF6PGcyxR2zGSJpZf9IciJRB
w9NyTT1GVOpx8MrbJfJnmy380aQ2pW8DW6LM8HpuwZqpTc06V5ZGUaSCnuRV2KuxV2KuxV2KuxV2
KuxV2KuxV2KuxVUt/wC+X6f1ZOHNSp5BXYq7FXy//wA5Z/8AKVaJ/wAwLf8AJ5stx8kF7D+Qv/kp
PL3/ABjn/wComXIT5pCJtpPPUkVzL9d0V4ol9eEgtIqg8nHNwE4ohXgrU6VNajJbeaFkNj+ZF6tx
JcT6ZZB7XhZyWfKT/SG5fvWLr0BI4AdN999m4rustIvzYhAtZV0uVolqt1xcKyAKFG1P3tVr9kLj
6V3Rslr5zmje0N5Zx3Etz6nO2AVo7YxosqhWDFnWSTnU9RQH7WOypfrPlz8xGmrpupQLC81yyxcF
AihaZDBGAVo1IkNdhv8ALliJBaK7VLL8wLaaSe3vrWzsRGqshkijRp3iVTIrNB8NZC3wk77b70CD
Fd07t7XzidNvUa6iF3JJObR3KsRGQoh4usaqtaMfijbjUfapuNkpTqOn/mROjxWWpQWjwhXj5usj
lWTgBIRCOjBjy40PanY3FG6HtdN/MmC4lmuNetn0+sYSV+IV0ZolPEhPh29SncmgJb7QNx7l3Zno
ltf2ukWdvqFwbq/jiQXdwSDzlpVyKKm3Lp8I2ys80otZI2Z1VgzRni4BBKmgah8DRgcCrVubduPG
VDy5caMDXgaNT/VPXFV6srKGUhlYVVhuCD3GKt4q0roxYKwJQ0YA1oaA0P0EHFVqTROSEdWI3IUg
03I7e6kfRiro54JHZI5Fd0+2qsCRuV3A6bqR9GKr8Vdiqpb/AN8v0/qycOalTyCuxV2Kvl//AJyz
/wCUq0T/AJgW/wCTzZbj5IL2H8hf/JSeXv8AjHP/ANRMuQnzSEgu7TyEdPklu/Jmt1l4ie0hhnc8
p+KHjxlX4UWPlUUApX7YoLN+9DUUnka51KGRvL+t297DbLcSab6NC4uZorZZXUt61ULg9VAVW5Dk
tA796FSTSfKZu/Xk8qazJDaxw2yh+fKISerK3pornmQ5AarGnLbb7TZ71WS2nkWHVLDVR5T1eE6a
yGK6PrQiLmJJmd1MoVlDW68yxp8WO/elrU4fIenmHTm8oa3c29vDaC3mghupQ49MlYpGRy/GNNnG
9alaHoXfvVRSz/LW6tYL1/LWq6hbFplkvwjuAw9QS8xHIAqxgPUECjEbFzj6u9CvPZfl/rTW80Wg
a2UgtobuK6t42MbwRQ0jjSQSOpLLAq/uvirSjDrjZHUKhb3Q/wAtf0WIbjybr72cMZ9NBFM7yCJg
+1JzIHbj1NCRUVxs94VM7oeRrK6gguvK+r+pfSsYZo45pEMiOjBOfqK6luKuFI3pRa0Ax370oK60
fyPqIeaTyfr3pBra3lY+tCxjSOYRuiRzVIjMHE1ps46rjZ71V7jS/JFhaokvlDXJLKB1uEdFnnl9
W5jhi5MizNIxEfGvVgUbYMBVs96qd/pPkWTVBfHyprsOozN6cipHKEIkkEjciskiIDIFZnT4h41r
iCe8IUroeSGOqzQeWtbu5IFitrzR4kKyRl1luw6ek3qcmaAci0lPiXjXnRnfvVD6la/lwbb6vqnl
PV4Qka3VxeRG6jtljRmPH62XgPH91yCuFFaHY7g796s08taB5M1uzlvrfR7ywE8cELRXglgcwxBJ
IOK82UL8C7DwoRkDIhNIv/lVfkb6zcXA09le6DLKFnmVaMix0VVcBaLGtOODjKaR+geR/LGgXs17
pVn9XubhPTmk5u5KludPiLftb4DIlaT7Iq7FVS3/AL5fp/Vk4c1KnkFdirsVfL//ADln/wApVon/
ADAt/wAnmy3HyQXsP5C/+Sk8vf8AGOf/AKiZchPmkMij89+T5RGY9Wt3EppHxetfjaPt0AdCpJ6H
HgK2oxfmN5IlZFTWIKyI0kdSygoiu7EEgD7MTn6DjwFbVr3z15Rsq/WtUhio4iIJNeZbiq0A6k9P
HHgK2uXzv5SahXVbcoZEhWQPVGkkcRqqv9k1dgux648JW3W3nXyndW0t1b6rby28Nq1/LIr1C2qF
g0x/yAUO+PCVtafPPlEB66pCGjUMyEkPQlRslORPxrUAVFRXrjwFbWr5/wDJjW89yusWzW9u4SaU
PVQSzJ1HUco2HIbbHHgK25fP/kxmkVdXt2aJnjcBqkNGwQjYbnmwUU6nYVx4CtqsfnPyrLJapHqU
Mj3knpWgQlub+pJDRaA/7shdfoOPCVtOsirsVdirsVdirsVdirsVdirsVVLf++X6f1ZOHNSp5BXY
q7FXy/8A85Z/8pVon/MC3/J5stx8kF7D+Qv/AJKTy9/xjn/6iZchPmkJLa2v5Lh7t4bWWPivp3xj
+slJIBTaX02KvFMkSyMh+0Fqwyz1I2UIovyYeykstM059RtdOtXuvq8frFEDxzqqKrkAuwuZTTqp
IOx44+pdlW7uvyR16Oa6v7RjJdywNeRvHcKXms41WJJOGz8VYDrxPjjUguyu2k/laLe7nh0y4vmu
J47CS3lab963BrhAglb7LNKaH+dqeGPqXZDfUvyi0a/u9EttPuJplt30iVoJnl5wXYiia1RvV5Hl
6rHj1DI5+1So9RXZVvbz8tUktrpNOuYYysEljJbXItorQzrwDQqk8aWxZIgGoFqlf2a1NFVWx0D8
sJfLGpBdKn/RVsGk+pNM8qpwje+McASV0hozu1Kr8VK7gUB4rVLrC0/LY+ZFsn0fULXUJZyyztPO
hguJ/TnLg80aNg8iivWux6AZI3SFWG8/LVZ4dQWxvFltblbiGWS8BUSgyzl1d52QozSPKzV+Iszd
jgoq9YsLtLyxt7tFZEuYklVHpyAdQwDUJFRXKiGSvgV2KuxV2KuxV2KuxV2KuxVUt/75fp/Vk4c1
KnkFdirsVfL/APzln/ylWif8wLf8nmy3HyQXsP5C/wDkpPL3/GOf/qJlyE+aQgXF4LJzB+YUMcF1
CzRXEkMTmOEKQrszv8HFg/Jzx7r2BWfwQqRz39uZjN5/05ZbkNDp8gt7VYlaWdJUVgHCSv6XwKK1
NeQHWr8FUtGia2LSyeerLUbkPEbi5lt7ZmktAnIxRlCA3MPG1UrvTuTVPuVDXuv3cdstzH57tZUW
Tgsh0+JhxhZJJSWSN91iRitAAzdD4GvJCPsW1BdVW8m/MG0eD0zb/UXgtYQ08R4SSspZTy9WVCRT
w3owwH3JU/W1mfULcp550z6hLExkljjs5pJTDDL62wQLHHEAHLlyNiCFHV27lWJcXkUV1Kn5i6XH
p4aNouEdmFjEasSHk51bmvAnke3gaY/BVdhqZMckXnyxfUI45XlnW1tmMioVVysasamMxSrtUqDQ
4/BUDYzaokq2uo+ebOW5CtHBb/oxLVkkWGMP6kTV+yZSxDKApY1HZT8FZDpFtruqwfpHSPNqXdoy
PAhS1iCK6eoPs/ZBR2UfZrRRXvWJIHMKqP5b/MMRkxebUWdpxJIzWETIY+PEoilvg6Ajfbvy6kWO
5UPa+T/zBjhMU/nOSZEEfoEWkSPySEo5kkPIuHkPqU7UA3XbDxDuWkV/hz8wDGCfNarcF1LyJYwh
AgADLHGxbjy41qzMQSe22Cx3Kq3Hl/zvLZXVuvmYJJPB6UM62katHKWBaVaH+WqgV98bHclAweXf
zSjuwZvNVvcW0rsJWWySGSKPi3Dgp9aOQ8iOoX/WI+HG49yEddaH5+kt5Vt/M0UNwZJWgc2MTqEZ
IhGjKWqeDpIagivP/JxsdyU70W01W1svT1S/Go3Rct9YESwAKaUUIhPTxyJpUfgV2Kqlv/fL9P6s
nDmpU8grsVdir5f/AOcs/wDlKtE/5gW/5PNluPkgvYfyF/8AJSeXv+Mc/wD1Ey5CfNITq58vfl26
iG6sdLZWjeBY5EgP7tiHdFDdq0JA9vAYbkuyweVfy5gjHKw00JayiRTIsREMkYCKF5fY9MSAKooF
rt1xuSomDy/5FgECQ2GnRi3LLbqscI4NQW7BRTZqMIz86d8FlVRdM8lqsgW204KykygJCAVaTm3I
U6GSWp9298bKrP0L5HEr3htNPEieoJZysNRzKLJyb3MSA18BjZVSg8vfl7HqEj29hpaagwljk4Rw
CWlx8MqkAV/eFqMO9ffGyqlYeTvy5iEj2emaaUnnW4bikTJ6wKorKN1B5quw/a364SSqLttG8kQS
KLe009JJVdV4LCGZZ2JkG25DvKa+JOCyqn/h/wAhQRsDYaaiGMyOWjg3jlLKXYkbhzIwLHqWPjjZ
VMdPj0GwRbXT1tbVJiGSGD04w7cAAQq0qeCj6BgNqi4bu1n/ALiZJev2GDdDQ9D2O2NKq4FdirsV
dirsVdirsVdiqpb/AN8v0/qycOalTyCuxV2Kvl//AJyz/wCUq0T/AJgW/wCTzZbj5IL2H8hf/JSe
Xv8AjHP/ANRMuQnzSGKXvkj8s5NTtrG91e9tOc9xKILyNbYSCeVRKpeeKNvTdrait4N8JpxpZxFi
sb8uPyr0/Tb2VPMl3LHK7fXZVlW5b1XlS7X1ESNj6lbQoNuTV4mrcceKXclu08j/AJXalMtqnma9
leVbqOKrxwqEgk5yhP3SAUl9OZWXrwBU8cTKXcjZdeeTvydu30fQ11+eNmjIsGhn2nhvGmuIgZuP
EqrW68fi2KIvUirxSSiLnyt+U15aS6RP5qSS2LfVri3WS0QO0Cr6UR9OJayRfV1Y0+Jv2tjTHil3
LSqPy+/L6F5J7XWdRl/R4+std2/79YZLKeW4i53CxMOcZvqhHerKqtQ8a4OIqh/J/kz8p7bT10jT
deuJkuWta28k6iV3h1BblGAjVSjPIiRsUp8HE7EhsJMl2WXHlr8qVW2N55muLCHShb3D2k8yWsk0
VrKvpOxZEmeJ3IAZW+19khgcbkqaN5R/L5nk+q+YH+s6VYJE8MbW07pHab+pLDJHIJGoaAOp67b0
oOI9y0hofK/5a6bJY2I1S7DqIRHbNGsj3HpyFYxEwhYpzl080EBXwAHJcNyXZPvJWk+V9P1Yy6Xr
E0lwqm3vLWWKGEcgsccccirFFwkURL8OzMQ1ehpGRNKE3tfzJ8q3VwLW3mme6MMVwLYQS+qUnP7q
kfHkeYIbYdNzTBwFNoq+88eXbG6e1u5pYpo1Z2Bt5/spH6rGoTsgJ+jBwFbTLS9XstTimltGZkgm
kt5OashEkRo2zAH5eIwEUqMwK7FXYq7FXYqqW/8AfL9P6snDmpU8grsVdir5f/5yz/5SrRP+YFv+
TzZbj5IL2H8hf/JSeXv+Mc//AFEy5CfNIQl9qHmOeW2vL3yDFrE0kYZ9Qje1qkY4uUEUru7UYUBV
viADAdFydDvQstbrUrKB203yJEn6QQX0hluYlMTx8DCZoZkilX4+R6VBWppUkPxVXf8ASivb/ozy
FZtByuYLhvXtaxoLgwjiqqFPNP3rCo2+Hc0x+Kq8llccbRJfy/tX9ODiZFntisH75k9JWZA5+ACS
qrTftvQX5qotprpqMD3HkCyJWdSk0bwy8JTKvGfl6deI5ciSoK8dq7YfiqvZrrOmRfo2x8klrLVL
wtfs9/E0cYlJRpnDhmIRIU+FR0pxqcB96pTBc61osb6hf+StNsLW1jkPqxNBE7GCr2sUdC5q7xoq
7GjAUB5Didj1VfO1xLctZP8Alvbsl2/oNO81rLGySRifnKqqW4co+NHoNgB1NH4qjNJsNQtVmkh8
jrb3F5NJLPJNdRSv6iyPwJPxfBSKNgoenxU+aT5qqNc6xLYqbvyBCXtnhtLeOW6tDWEwsqujMvwq
pmeML9r4um5AHxVXh1LzRYafcz2XkSKO6V4Yre2hvLdTLGpYB3b014iMHYbnc/S0O9Wm0p4iY7Ty
TbLGJXtpOUsKh7SCRTFItB+1yLoG+yVp3qG/NVPThqc90J77yLb2018jNUTRSsvK1Aljnb0wilj+
5FDRtu1aPxVVtPMHnW2hhS18iC2NyhubkC/gVEkYAlW4oWZ96fZpt1xod6pjdeZ/NkDyIPK8kzfW
2trYpdR8ZIQszLOTw/dgiJdm7vSviOEd6bUbrzL59WbhB5TLRqxVpTeQEN+8VQUBKH7HI/FTem9N
8eEd6LWnzJ+YMptTF5VECTRI1x6l3E7wyNGHYFV4BlVqx7GtaGlMaHeq7SvM3ny4v4oL/wApG1tZ
H+O8F7E3CMylKmMLUlUo/XceDfDiYjvSy/IKqW/98v0/qycOalTyCuxV2Kvl/wD5yz/5SrRP+YFv
+TzZbj5IL2H8hf8AyUnl7/jHP/1Ey5CfNITSf8rvJM1n9TexcRfvKFZ51cGUIHPMPyqfSXevamHj
KKU4Pyn8iw2stqLB5IJyDKk088vLiXIDF3Ysv71hQ7Ux4ytKs35Y+T5eCm0KwKzM9ursEkJUIOe9
aKg40B3GxqMeMrSWp+R35bKd9OldaSL6b3d0yUlRY2+Ey8a8Yxv9PUCj4hTSb2/5c+Urdy8Vo6uV
nVm9aUki5aV5anl3M708O2PGVpA2P5R+SLS7tbtbWaS5s5pp7d3uJqK08nqn4QwU8DTjUbUHcVxM
yikwt/y98q2yuILV42kYM7iaXkaKyUqWOxSR1I8GPjjxlNIO7/KXyBdXFnPLpY52IdbYLJKqgSAK
wKqwDfCoXfttjxlabg/KjyLC8rLp7MJWZmjknnkQcuGyq7sAq+kvEDZe2PGVpYv5R+QViSP9HMyx
gKpaedm4qyuFLF6kVQVB671rVqviFFJv5Y8p6X5bhuoNOaYxXc7XDrNIXCkgKFQbUAVQK/aNNycE
pWkBOsirsVdirsVdirsVdirsVVLf++X6f1ZOHNSp5BXYq7FXy/8A85Z/8pVon/MC3/J5stx8kF7D
+Qv/AJKTy9/xjn/6iZchPmkIC282edpFIm9eJjqstqaWTNxs0W7MUm0f+7GhiH0/5QpPhCLRNr5n
/MFrWR7rTnhvg8DyWwhJSKCeGz9Rlen7z0ZJrjYGp9Oh71HCFTGLzLr0urW2nxxzHTbhJrc6w1nI
ji7UiVD6LdIzBsHKhS/3Y8IW0m0jzP5+c2H15ZRBd2dlcX1x9TKG0ecXP1gBePxlHhiXjSoD1Pjh
ICpp5b1vz/eazaDV7BbWwnRTcxxoa28y2ccjxsx5VSSSaqGvwlSpJwEClZzlaXYq7FXYq7FXYq7F
XYq7FXYq7FXYq7FXYqqW/wDfL9P6snDmpU8grsVdir5f/wCcs/8AlKtE/wCYFv8Ak82W4+SC9h/I
X/yUnl7/AIxz/wDUTLkJ80hj2pee/MUWptaQeR0kka4uIYw9tN8YSVY4ZDIIuAEvImtTxAqadrBE
d6LUn/MDzF6N5KPy/MKJKFtGltm+JOUIf1FCVDKLjt8J4tv8Jx4B3ravP581pYo3t/ID3DfvWnUW
roFRZf3aoXjXkzRRTdh8XAEDlg4B3raJvPNHmSHRrO7TyTCt9cRX8ktkbd5GjawQlUPBNvXdGEZr
U1Wi7mjwjvW1FfO/m23urt7fydHD9Rimljn+rTKZljlhgV4iqber6zuFPxcENeuzwjvW011b8xvN
9pcW8Vn5Xnv+TpJP6aTLS1NnDcGVCy8C/qvNEIy1apgEAtpbF+ann82guLnylLboJiJGMdw/7lpW
iiZUCcy37iVmHgY6faw8A71tWtvzN89z2yFvK0kFybOS4eN4pyFlSZkEbUFByQArRmrWu3QvAO9b
Zp5c1TzHeXd9Dq1jFax2ghWKeMyUmeWMSvxV1HFYw6odz8VemQkB0SE+yKuxV2KuxV2KuxV2KuxV
2KuxVUt/75fp/Vk4c1KnkFdirsVfL/8Azln/AMpVon/MC3/J5stx8kF7D+Qv/kpPL3/GOf8A6iZc
hPmkIeSFi84m86RxpczyUFx6ltvMwKpbEzR84+aEIyHxAO2T+CFO3Sxub7SIbfzvbTG2SIMsFwWa
dubycW4zGPdf7vavwnqOjfkqbaTJoVhFIp83QyXF6IY452uo3LJDHxHETSSguxepYbn4fDAb7lSi
4srW708wDztbW0KRhzJFOwYNA3qtITNcO3Fkbk9T7g0phvyVBWthYWdxeSt59KDTojFdtLIyyRy2
5BlYI7/EnOVA3HY1oasa4b8kIySwsiul2Fp5wt62dzLcX5a5/wB6Gupf3EYrI4+ELwCg+4AqMF+S
UFeWWmJcw8/PLm5WRISRJI1sRGrSOJHLyqCBMnxM9AAP2jXCD5IRWo6bpai0uW8429q0LIZJluZf
RdLRZWn5tJcSgM31qJ2q1RxFDvUAHyStn0eT0rA23n1LWSwR7mWKJ2mhlitpEeSgaZncJJZt6nxG
lXXZTxxvyVHO2mw6FfM/nO3lokcTXctyyiExN6zn4Z+QkNt6Q+Y5EHmwL15Kg7bS5bjTCbXzlBcq
Syx3JuZo2b6n6hn+JZz0Z1LmhAXtuDhvyVnQ80+Woov32tWRMS1lka4hX7Ibkx+Kg+w1fkfDK+Ep
tT/xv5NMQlXXbB42ZURkuYW5PIodFXix5MymqgdceEraq/mvywg5Nq1mFBozevHRftfaPL4f7tuv
hTHhK2pt5z8qJcTW82rWsEsBKus8iwgkEhuBk4hwrAqStaEUO+PCVtpfOnlV0keLVIJvSLBkib1X
JRzGwVE5O5DKRRQfxGPCVtsecvKRikl/TNmscKerO7TxqIkJpWUkj099vipjwlbTW2ura6gS4tZU
nt5RyjmiYOjA91ZagjIqqYqqW/8AfL9P6snDmpU8grsVdir5f/5yz/5SrRP+YFv+TzZbj5IL2H8h
f/JSeXv+Mc//AFEy5CfNIZQ/lHytJctcyaTaSTseTSPCjMTUtXcHuSceIrSlb+RvJ9qkSWmj2tqk
NPTEEaxfZ5EA+nxqA0jMAf2vi6748RWlq+Q/JggEB0WzeMBAecKMTwoVJYgkkFQa9ajHiK06XyH5
OlMXPSLb04YXto7dU4wCKReDKYVpGfh+EErUDYY8RWlabyb5TnMhm0ezkMwkWXnCjclmZWkU1G4d
o1LDvTHiK03b+T/Kttcm6t9Is4rkyCczJBGrmVaUeoFeQ4jfHiK0qDyz5cFu1sNMtfq715xeinE8
ijNUUpuYU/4EeAwcRWlJPJvlJHZ10ayDtJ67N9XiqZaAc/s/aoo3w8RWl8flTyxGAE0q0FA6j9yn
2ZXaRx06M7sx8STjxFaaPlHysbUWh0izNqsgmWAwRmMSAcQ4XjTlQ0rg4itLh5W8tqkaLplqEhEo
iURIAonULLTbb1FADeOPEVpRk8l+UZLP6lJo1m1pQr6Bgj4cSKU40pTfbww8RWmv8D+TeMSjQ7EL
C6SQqLeIBHiUpGVHHbgpovhjxFaVh5T8sBEjGk2nCNuUa+jHRT24im1O3hjxFaUNR8jeT9REgvNH
tZWlKs7mJQ/JCShDABgVLEincnxOIkVpWHlLyuAQulWqclKHjCi/CTUjYDvvjxFaQNz+W/kO4WcP
oVmhuqC5eGIQvIoZWKu8XBmVig5KTRu9ceMrSf29rbW0QhtokhiBJEcahVBJqdhkVVcVVLf++X6f
1ZOHNSp5BXYq7FXy/wD85Z/8pVon/MC3/J5stx8kF7D+Qv8A5KTy9/xjn/6iZchPmkM/yKuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kqlv8A3y/T+rJw5qX/2Q==
uuid:4e289477-0398-2849-966f-526e1122276b
xmp.did:710bcb00-4779-45f4-87be-e8eeaafb5104
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:706f7bc3-026f-404b-adff-836f1ed674b3
xmp.did:0de5ed44-151a-c24f-916b-479d6c556015
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:753727b2-3789-f444-bc50-3e671d8be7f1
2022-02-23T21:34:48-05:00
Adobe Illustrator 26.0 (Windows)
/
saved
xmp.iid:710bcb00-4779-45f4-87be-e8eeaafb5104
2022-03-02T13:43:37-05:00
Adobe Illustrator 26.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
8.500000
11.000000
Inches
Avenir-Book
Avenir
Book
TrueType
13.0d3e1
False
Avenir.ttc
Avenir-Medium
Avenir
Medium
TrueType
13.0d3e1
False
Avenir.ttc
Avenir-Heavy
Avenir
Heavy
TrueType
13.0d3e1
False
Avenir.ttc
Didot-Bold
Didot
Bold
TrueType
13.0d1e3
False
Didot.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
C=13 M=27 Y=87 K=0
PROCESS
100.000000
CMYK
13.000000
27.000001
87.000000
0.225834
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 16.03
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
HW]sJ}WVAQ4Llnblo*эH[M(4Ӛsn:dﮆ!{>d0aoEBbb`lvXX:&
Mq9i],hXwTH){ӎA,d@bvi<`r0- WanvjD2KkWk !?}ITctߋT`Y*+`Y
Fy VUҺNŀ0Ԣoa\(
gՁcla4'6>Ѣ'τ'Z"P(%ڲԱՠ٬/ေ,X<?Y3NCۗ+V{Cqnr(W^(PJtttXc#w"
ЬGd018!Lq $LA@
xSnX84 ?/^7
$CIGHs*XOS2B(jR`4yňd;'7E-?H$:#XQج]O2P*n$6$; Dq(!mYM&J(R`!:
K6R{"x<)\9CedVP-"0#q,4i