%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2019 Lydian Syrah tech
2021-05-10T11:42:44-07:00
2021-05-10T11:42:44-07:00
2021-05-10T11:42:44-07:00
Adobe Illustrator 25.2 (Macintosh)
196
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADEAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A7l5O8neV73yvpl1daZBN
cTQK0srLux8T74VTj/AXk3/q0W//AAOBXf4C8m/9Wi3/AOBxV3+AvJv/AFaLf/gcVd/gLyb/ANWi
3/4HFXf4C8m/9Wi3/wCBxVD6j5U/LzTbSS91GysbKzioZbm4KxRLU0HJ3KqPvxVDnRfysVLGRk0w
JqZ46a5ljpck70gPL94f9WuKuuND/K62guri5j0yC3sX9K9mkljRIJCAeErMwCNRgaNiquPK35dG
O0lFnYGK/YJYuGXjOzI0gWI1+MlEZvh7AnFUPLo35Vw2aXsqaXHZSNKiXLyxLEzW4czKHLcSYxC5
cV+Hi1ehxVuz0T8rb63t7myj0y6t7uU29pNDLHIkswVnMcbKxDuERm4jegJxVFN5P8grzLWFkBHI
kEleI4yycQkbb7M3qLQdTUeOKtp5N8hPdS2iafZtdQKkk1utDIiSlhGzIDyUOY24k9aHwxVL7bTf
ykulvmtW0mddLUvqbRTwuLZV5cjOVc+mBwavKnQ+GKq2naH+V2p3FxbabHpl7cWjFLuG2kjleJge
JWRUZihBFN8VVz5U/LxfRrZWI+sytb29Sv7yZA5aJN/idRE9VG/wnwOKr4PJvkK4edINPs5ntpPR
uVjoxjk4q/BwD8LcHVqHehB74qq/4C8m/wDVot/+BxV3+AvJv/Vot/8AgcVd/gLyb/1aLf8A4HFX
f4C8m/8AVot/+BxV3+AvJv8A1aLf/gcVd/gLyb/1aLf/AIHFWLforTeX6M+rR/o//E3pfVeI9Ph+
j+lPxwqynyF/yhukf8w64FT/ABV2KuxV2KuxVKfNWrppGiz6idOuNVkt6Nb2NpA9xM8taJxWNZGW
h3LU+Eb4q8jm8uX6aNqEVvp95fS+YNHntLBlsrq2S31a4v7i6mJSaOOS1hWS5jZHdVUrH1rTCqc3
PlbU7HU/MGq2Gnhxo+tWuqWOnGB44L/jo0VtIIhDHKeXqysyuqMBIu/cgKrzaNqnl7y15HF/azTy
2GuSX+pxafBPe/Vlure/kKKlukkhjie5WIELTpiqVecPJ15eN56ubK0vZrSTRzd6HZ+jKFN9qsci
XpijKhzMRax1SnJTI2w54qiNVg1C58423mux0e/j0VNRtZXg+qTJcTvZ6dqfr3ZtmRZk5evFCvNQ
XYD/ACaqpRH5X87i0u9L1/TJXt/N95pmp3j2M1xc+hcJq9s12sjCKH6tS0kUKFqAIWbnirOvJuke
ZtP83eZpddBuYDY6bb2WqIN7uO3e8JZlUDjMqyqsir1PxCgYAKsSsvKV3e2vl62jsr2PRrfU20Rh
JbzW0tzoEUX1yE3sUio8YS5txBydVLKT/vzcqs0iz826Hrut6zJpVzPK0muw+V47e1l+Ka91VpP9
NYBj6b8IpIZDSPhzPWhIVS0zyz5/0h9D8sm2CS6frcOp2eq8bnVLJIrjT7yO5M0lLE8vrQZytU4+
qoFe6r0H8utP1yzuPNf6Z4tdXGtNMlxHBJawzRmwtEEkMckk54VQrX1G+IH5YqzDFXYq7FXYq7FX
YqwL/paf+DT/AN2/Cqa+VtTs9L/Luy1K+do7OzsvXuZFR5CscYLM3CMO5oBXYYFVdN8++W9Wuhaa
VqVlPeFpIzYzTm3vA8VTIrWsiespUCpqvTfpiqgv5j+VG5/7m9IUI3Hk+oIisTEk9UZkAdfTmRuS
1G+Kqt3598vWmnpqM+q6WtlKkskE4vlYSrAnqS+lxQmTgnxEJU4qhI/zR8qPcm1/Slgt0rCNoHnk
Rw5mNuV4tCp+GVaP/L1agIOKo+586aNbPbRzahpwlvVgks4lvA8ksd1IIoJI0WMsySOaBwOPvtiq
pb+bNNuo5ZLS9067WCD61KLa8EzCDf8Ae8Y42bieBANN6Yqp3HnTSbcRGa8sVExKr/pLGnGnLnSI
8AvMci1AK74qrjzRp5jlkF7ppjgCGZ/rq8UEi80LHh8PJfiFeoxVuLzNYzeoYbzTpPRSSSXheq3B
IaeozUTYJyHInpXfFUOfOuiif0P0jppmIDKgvQS3IVULRPiJBBoN9x44qh0/MPy+8Lzrf2RhjjEx
k9eQKyFDJVCYaOVRCWC1K0+KmKo5PNFk9xDbx3NjLNOGMSR3XOoSMSsx4xmgEbK1T2I8RirovNWm
zRtJFfabJGhjV3S+VlBm/ugSE25/s+PbFWrjzZpdtK8Vxf6ZDLGzRyRyXyKyugBZSCgIKhhUYqvm
8zWMIBmvNOjBQygveqv7tTRn3T7IIoTiqncebdMt+BnvdOiWRnRZGvAE5RgF15mPiGAYbE4quuPN
Wm21w1vcX+mw3CKGeGS+RXVSocEqUBA4mvyxVSm856PDKIpdQ01X5NGR9dFFZPtByEolDt8VN6Dq
cVVE816ZJM8CX+mPNE3CSJb5CytzEfFlCVB5kL89sVQkfn/Qn1GTTfr1kl7E7RPDLO8REiNxZKvE
o5V2piqpH550SR5FXUNP/cgGVzdEIoYIUJcx8KP6y8DX4q7V3xVUtvOehTu/HU9NMUQDSypeKyha
Oag8VU0EL1+LbifDFU8gnhnhSeCRZYZVDxyoQysrCoZWGxBxVgv/AEtP/Bp/7t+FUZo8unRflXG+
pwvcaaNNcX0MdS7QFGEoFCp+xXoa+GBWFJrv5UWmqx+cG8u3seoWiyfVbwGRpUFy7tKGgaYKrmS6
lP2TQb1HwjDSou88t/l1ousaWLfy891pzmzvIL2G+upWWZQyWztbu/GRYhAOJ5kjkaLu1VVASflf
Y6V5XsrnSby6spreZNKnciKUfpZ5EuRNFE8CAMSasF4py+HjUVVWy3/5W61FqGpHy/eyS23+5YPP
cNCjSqHmrGyXLiPe8kY7KnIsfA4q1NJ+Vuo61obL5ZnnuNDjs7XTL2WZ0NukHpy26bSs0qos5YE8
qsN9qNjSqmhH8tbIarf6J5buLZ9Pso1u1N36ckkU7ujQOBcOnECUvWRgtaH9gFVXWr+RP0FfSQ6D
fXOoQQC9mtZ5zEzm8n9H0/rSSKjFGSgdvipvUsWxVU07Xvyvv7R9Kh0G6bTJIIjcJKTJ8ESCeBFV
ZpXNBHvTYAVb4ORCrVjd/lxZSajaReXLlB9Xkjv4fXaQtDcSpCE4yTca8YgW3HClELYq3Ld/lNbr
bK+k3qxrPIsY9eQLG2mqih3X61sqKq8ajahqAa4qtbWvypiezhfRb7j66QQStN6lHkLxhpD9aZ6f
aBZ+n3Yqj9M1v8uYF/TWm6TdR3EksdsvGUAtJc2ikH/egpy9KibfHyrxBNTiqWzaz5B0S2FneeWr
6K1vrKxvbpbSS5ugJox6iW5YOoPoKUZmDUPIFh3xVfqWp/ldrQXUp/Ltzd3EpeaIzt6an1l5sz0m
aisTxI4nftTFV8+sfllqSaK66BNcRvZT2Om8ZRFNHHATbm3AE68ldZW+NXbqCexxVRHmH8uLDTfq
tzpWo8fVlvD6UqIfUlMasEaKe3d1U8VBZf2Kt8VCVUR5kP5VW/ma+s7vSbu31RIYTdX1u/op6Jiq
vCsycgI46MVT4etQaHFVPULr8ook1GwfQbiWOR7e8voY3VVZrmIzrJU3KBeI2YClDTam+Kqdz5q/
LmJbx7zy/djT0aCZvTl9YNIjJLCfRScopHq8lZTuoP7JHJVEeabv8sbNrXV9R8vXEh1Avfyyxsyy
7TUDlElAflIQ3GtFG5oaDFVser+Q7Gzijm0CWBXj4zKl1yEcYkZIgGmliJYmIE1AA/mPQqEZ5Qt/
y6vtVk8t21vfXt7ZQvLLd30jH4RI68DwkUBgZj8PAUHEncLil6VZ2dtZWsdrbJ6cEQ4xpUmg+ZJO
BWEf9LT/AMGn/u34VTHy8bwflraGxuYrO8FjW2uZ6ekkgBKmSoPwV+17YFSOGx/NCfTppbDzVp09
2KCS4AR4Aw41YqIn9P4E6Kabk0rhVFXulfmJcXmoXeheYbYrKVFtG7iSKMOkbglPQlC7VIFTyVuv
2eKqKbTPzFa30wabrVqY4lP12aUrN6/+kBgVIgB/uAV+0Nz3pyxVL7/SPzlmuIpdK8yacbJtpVeJ
OakD4ysiwSK37wcQOIoOpJxVN1tPPr+ZZpU1W1bRIpJA1ipQzKGt19JWP1eqn1Dz3b7JH2umBUPB
o35mtahbvWbZ7gRxUMY4qJY2BZqrAhIfeoO3t1wqth0T8zo5I2OtwuBPymDcCHi4Rr0Nrt8SOeCF
ftH4htxVUf0B+aQsfqv6ZgqYm/fCWkvqsG/ba0c0DcSKAfKg4lVHafpH5hwX9t6+rQSadCYfViNH
eRFULICzQepU9amQkneoB44qhdN8u/mDp+nXNra6hZxsZontDRKBfVL3BfjarvIvjyNf2tqlVfqP
lrz6+r/XdP1sQQR3Bljt5Hd42iaUlo3jKEbROwXfrTwHFVDny9+a0QYWuvwL8MvETUm5SMoWJmLW
9QFArxXv15bkqo9NE8/T3ulm+1iMWlstvJqC2pERlniAMgp6PIo7Vr+8AI24juFQ1hon5pIWe912
1km9aMhoo6IYF5FkaNoiteT/AGloSAPiGFWrvTvzZEVoIdTtHf6rDDeNGI0JuvXBknUSW7AIIagj
evZV64qhl0D805ryz1F9RsYpY4biKZJIoWnUOXMQSZbduP7HLqu3RqEsq3aeU/zFi1KeY6tbJayz
JNxjYiR2FC7TssCNJsiKqlvs7VC/DiqYNpf5mjSr1E1e1bUpY4BZSuqCOGROPrE0t/iDjl1Xc9OH
YKonRfzOMkkjazAzLazpakFUUXEpBjaRBbcWEdNia7dqmuFVa70L8wTeG7stbjiaQ2vr28gEkFIl
QTKiGL4PUJlNVIJ+Hp2VUNP0D8yVs70ahrcUt3cRJ6TRMFWOaORSGQ/VwFDRgq3wEd+PWqq3R9E/
NeC8gm1DW7OaJpOV7EFLgoFcAJ+6iAO8dePHcE98VTby/p/niC8ik1nUobm19FklgQIT6nMlXDLB
AelB2FNqE/EQqTf9LT/waf8Au34VTbynYwah+XtlYXFfQu7EwS8TQ8JFKNQ770OBUntfyU8pWtys
8E96gUoTF6kZRikiSjlWMsd4x327UO+G1a1H8mtBm02S0sLmS0kZPTjkeOGaNELBmX0uMYIPHpWl
aHtjao2z/Kny3aSrJHJPWOaO4iAECBHirx48IlO3LqST77tVtVO2/KHytBe3d36l1I15cC5khd4j
ErDnsqCMAAiUgn7R7nc1bVNPL3kXSdCmims5p2eISoPU9E1WbgWX4Y0oKxqfhp03rgVkeKuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVgX/AEtP/Bp/7t+FUy8tfpL/AJVzY/oz/e/6ov1f
7P2q/wCX8P34qhbnVvzMht4pWsdPipIwnMhAXizL6QUm5UKxqV71PYdMVULLX/zIupXuW063WyhU
KywGGdi/q0l+FLolmSNahQ69f2jRcVVNV8yecv07NY6HaxXcE0Ms1vJLwrGYokUrQOlHWdqMk3H2
OzcVVuk6p+aLTmG40+1mtopo1a7ZoS7pVvXUiKcBWQ8Qp4eNVPXFUHeat+cjXlyLOw05vqSxSRWo
dK3HrABkmrOWj9P4irCnIr4bYqmrX/5mNptxIdPt0v4rpPq8SCMrLbGMluQa56iQ0rzU03APTFVw
1f8AMJ5xDHptqQLAvNIWT93flqpGyC4Y8THRiK7Ho564FS+71X82lMMRsLOH1ZI1e5URBV5SDb95
dsd1+E0QnuKnYFUym1rzuNHsWGn20GrtWPUY5m/cJM8VYhCxkQSBpGC/Cx3+H/KCqnrmp/mZDc3w
0jSra4gib/QDJwrMOMf2ybqLgOTSfFxJ2+z3IVAHzD52GnalZSy2MOt2M8AjUTWxla2dPUlkljaR
UjPFXYE0+EV4mm5VUstT/M+W/ktL22tYEW1cwyQmEySy+i1JQjTycUWYIPs/tUIp8WKoufU/zMTR
opIdItZNVZ7hZISyBFVd7d/96BXmNmo1a9gMVQ1nqf5sSXt415pNtBbQRXRsUhaKQTyAD6sHZrgM
DWtRRR/lDFVyeYfzGitbb69pVlDfzXlvG1r60Sg2rIouHRmuN3WVuK0B6gUNa4qsN3+a7LLb/Uok
/fS+jej6uHESyfu6qZpFPJTseFaDcA4qoNrP5pWMcs1zZ28rN6jRWzLEzsI1chYY4Zg7sRRiNyab
Ba7KrP0/+Zc6w3VvbW6xtbwGWCQQR8b1gQ1uyvceorNzQ+mxqNqP1xVHCf8ANGZtWSWO3skdI/0V
OixOImE/GXnymbl+5+NSQK/yrxo6qItNV/MObTEuf0faPPI9t6UalApieR/XkLC5kWgi4FeJbxoa
8VVSq98wfm5bQtJ+itNDOEjtop3SFpJi5LCv1uRf7pdlBO/fFU3ml/MSfWJ1SKG10yCOYwMqxuZp
DERCC7Ss1Fkox/dr4bjcqt+Wbr8xvrVtDr1pbNaMs7XN4nGKVW+EwL6STTr+0wNGPT6WCpd/0tP/
AAaf+7fhVG6Jb6fcflfBDqUjQ2Dae31meMkPHGFJaRSAxDJ9oGmBWFaNZfk4NOu5rLWLu40uyCzy
3zBpI49zEAJTDzYj1wFBJop+HblhVF2MX5VQibhqd0ga0/RqOYl4zQlTdiSIRwcZaqhHQjbjx6Aq
rbjy7+VgvrRG1a/W5ijt72ARxNQqnMx8itsQS1G/dHeu3EV3VUmP5Ux6XZ6Jc397DYxXBlgkkgQe
rLJEbdUYpAS3NFLceNf5qfCuKpgtt+WsWnrFNeXtut/HbamkEkLGVY4P9GiYBIX3VnFRuV2+yoxV
LNL8oflbaWq3sV/rAiDMU5Cd2ItLhGEnCKFmUF/hQsAWDUG5GKrbSL8ohpw0aW8vY9OvLqD0Lq5h
VY7iWICSOjiHo31qlHA+yaUoaqrm0n8r9PNnqV7qep20F+8l3BPcKvp8hcxLxbhCTGzyQrxrRu9e
eKtXejflpYSXljdanqEaW9s9rdRtGRL6UTpDJcGf0wHRBGi0Wp9iQvFVs6R+UdzHFF+mr/6vJbx2
6XJBVGUtbLGGdoBzZyI6FqinKlAvwqp1q1x+XeriG71K8vFaSQJBI1u5LNaEw+rRYHCcvUrUhajc
UFcVS+Sz/Ky+iGkxajeTvYx3EbSxRAyR/XX9Ro94Kkt61RxU0UVfxxVKTp/5bQ2Mk0vmG4gSZ2hn
raSqUka4imdGMCD4uDIi/EQxPL49gFDIfMOkfl4+pXU17q17bXUk89yxigDAOqRRyrCxtZAeA4Ah
CWJ+1WmylD3mifldFqt39bvbiGW5T7LRxskouk+tlomWBnYskZ5An5ipXFVsNn+WoS40671Od4NT
uIpYIGs5oigs4lgAkZ4WFAZPtMFHYbIQFVObyr+U9zp6QHWbpLWW0k1OKSMLF/opkTlIrLbr9hoh
y/ap9rYCiqren8qZ3utc/SdxcC/9OXlFGDw+ErzVmhDCiRNyLsSBt+0oKqy38veTdH8xyi3u7uW+
t0uZII4rULDbR/UqN67FU9QhVovFga0U0pihD2C/lno8+p3d1q95bxX9obOdJreZeAeUhpKpG0IL
UWgZeVNnrsApREUf5VvpV9pY1S7iCSpJdj0RJIkkMMrRuQtvLEaxIzj4T9kD2xVfq3lb8tCbHypc
X2oyXFg8cCwQI3qD67L6qM8qQAIjM9GZGUEfC1cVZz5X8n2flszLZXEssM6Rib6xR5WkjHESNIAt
SV2NV+nAqQ/9LT/waf8Au34VTbynFZzfl7Yw3zBbOWy4XDFzEPTYEN8alSux6gjAqLtNO8kraTS2
ltpv1RRxuJI0gKUqrH1GAp1RDv4DwxVXfR/KqSw2kllYrKwBt7dooQxEaFRwQivwJUbdBiq680ry
zDEZr2zso4QnomSaOJVCEFeFWFOJ5EU98VQ/6C8k3Nobn9HabPaIu83o27xhYgf2qFaJv8sVVotB
8qzlXi06xlNui2yssMLenGoDLECB8KgNUL74qug0Dy01rCkGnWRtY+Rt1SGIxqJDyfgAtByIqadc
VWR+XPKjPGkel2DPYN+6VYISYHIRvhAX4CVVD93tirr3yr5YuLeCO4022ENmP9H4xrH6Shg7KjJx
KoxX41GzDZqjFW5PLflW9ka9k0uxupLkBmuWghkMimjAlyp5DoRvirv8P+Vo5Iof0bYpKVIgj9GE
NwRlchBxrRWVTt0NMVVU8u+X0hSFNMtFhj5enGIIwq8zVqALQcjucVU4vKnleFXWLR7GNZCDIqW0
KhiGDCtF3owr88VUZvL3kyDjDNpmnRfWpDwjeCBfVkAMjUBX4m4oWPyriqsuleV7xmvls7G5Ylud
0I4XPKihqvQ7/Atd+w8MVW2+leUtShW9t7OwvYZlVVuY44ZVdI1aNQHAYEKrMo8ASMVdHo/lSKZU
isbBJjK3BVihDerxDPQAV58VBPegxVSks/JUDyCSDTYpIIfqkoZYFKQPUei1R8KNyPwnbfFUTNov
lqCFpJrCzihQDm7xRKoVSxFSRSgLt958cVclj5ah9e8S3s4+KmG5uVSJaLGPTMbuB0UDjQ9OmKqc
vl3ypxjtptMsOMh4xQvBDRio5UVSu9AtfoxVT/w95LuLmaL9GabLc1L3CehA0lX5As441+Lk3XxO
Komby55emkmlm0u0kkuOP1h3giZpPTpw5kr8XHiKV6UxVFxXlnJIYYp43lXlWNWUsOB4tsD+y2x8
MVYR/wBLT/waf+7fhVHaKbIflbH9eDtY/oyT62Iqc/R9NvU4178a0wK830NPygi/SE1hLrAjvojp
t38P1iOMS+mxYxqkwTivE/EvHfoScKozUPL/AOU+nQXWmX+qarbWvrSPNdkH0vU/cN8DxwsFHxLx
4gL9odtlU6i0f8rbh/NDpqd3Ib1RNrULtMSgiuTQxRvHyr6sfABQfbc7qoBvLv5SmSyhGqX0QjEY
tk9JwvFZ5yrM7W32TI0nxFqbDenVVE/4S/LzUNDm1LStTlWx0wRSzXBg9VY4FCXBVE9JG3jC7rXi
e1Riq/TNP/La21SK8sbq8uZ4pJblEEKxqn1NDK9awQkhlqoNSX33+0cVQQ0P8p9Y0pbJtQ1C1KLc
TJHOrx3arCYzKQJIS+/FTQbmtO1Aqsm0j8trGAWmpX97MIrYQ303o+nDGY/Ul5vHMjy8kaY7Hnxp
xPQjFCteWP5bWVqLWbU7uDTLa9bULq7mhUIXmieNSsjxLRAYftKpPTfi1cUrY9G/Kww/X7PU7z6p
ewOba5t4IvTiX6zHDxVvqtUb1OKfvOo3PjirWmwflTDZXaWep38pvprZLq3jj5Ok2nsjBOMcHpo1
WHIj7W/A1rird7of5WWrXcNzd3y31tFPYyRoqLOYo3KSPEIogpA+t1+D7W+xbliqa2B/LybW47uK
a7uNRnmjtI4ZYqlTJC9sH9RowWUxmpb1Dx6bE8SqlFjaflRp9xFfyXmo2w0yJy3qwssLxzwei7yL
BBxoEUDsBRf2SKqq1vo35RarZabqNhq9w1vZ3UVraS26GvqoTIkbJ9XJ9MervUcB3xVSlH5R2ukW
VlJq92IxdLcWUc0IinmlWFLcRr61tH1VFUHY1+EN+ziqNg0T8tLmKaRdVvpf0ZE93czNCwPppWN3
3thWm5/diu/8pxVSs9O/L2C+1S2h1Kd7TUbGW3uKW1PRjiBuZpmmePhJXsODCvLY/FiqBvrT8nJN
FmmbVLy6sTAsjGGIkcIVdeav6CqjJzLcuQMZFRx3xVMbaw/LQ6cdKn1C9f1703EglgHJp5iIwSIb
cQqtYw2yjh349MVQev2n5Vahc6lW+v7i5aQJfmyVRJDIphTgzNErgsyKWLE0KnkRQDFWTQfl75R1
+/j8121zfcrvhIqc+MY9MKtPRlQlHDISW2cMWoRXFU48v+QtH0HUPr2nyzqxhFu0TekUMa7gbRhu
u+zfxqFSb/paf+DT/wB2/CqN0W4u7b8sLae0tFv7iOxqlm4Zll8UKors1R2CmuKsfl1zUobiW0l/
LtLmSJi8NzFCVgb996S7m3cqwhZmNK+A2OyqYeYdX0yDS7S/k8sW999bYpf2TQK7Jd/uo0jeQx8V
boo9RQWoqjegxVBS3139V1G2Pkhfq99I9m1vbxTWzvBSZi0s0UJ5KzKv2aAF9i3Uqq11KBqulJF5
E/eCOGcah6fNIGJZGjcBEZnUGShb7NQ1PipirdrqkqzxWp8hNBDqH1a2vgik2vpO7xkyIIFV/RSJ
ftoNiBUClVVYa3NDdlIPI+8QISZInWiyu8cy1NsBy9OJSQhKtUDlTfFVSzvTHrw0dvJiixae7tBq
UVsEgjtljVlLK0e6zABDxPFqdz8IVQlrrZvNPu55/IBheONCIJrdj6vqSeiy0FqXoI4kbZC1KVUA
VxVSn19rK0N5/gKKKARGadzG8ZVkaQgFfqfI0LV3FfiagOxZVYmvSpd2VhfeQUTTlq73pt+NtZxP
KJG2MDVK8Q7U41IrQYqjNa1C00iC/S38iLe2ds4FstpbGX6xzj3YRxW0lK8AtRy2pUjpiqm+v3Bg
lvz5AZp5QszIYWM0kksQeUP/AKMTzDxKtTseI3rxUqtWPmJzpl9qLeTFhv7L6tcWGjrbut2zMxR3
BNuDyj5bMiFR/NuaKrpri3uJuF55Itk06L65cyy3FvzU/V4/Uib44EWN5G6lq+3LeiqBvpZr7TbO
1s/IsUMbzxXtmjLPHbrcCNCJZooIIwQvKlJCK0G1QQqqLi1RJET/AJB6oYt6rKbchRycBmBa1X4/
3QNKA7L7HFVOK/aGOe+fyOZrjUba5jngjhuRGYbWT/R4Hikt6fveR34CpH2aUOKojUtfi06+vCvk
lTaWUAZ9RMYhQxzQF5UDPbqtFPwSVbjTcnYjFVK/15bS5iFr5IS9DWXqMkFuS9s8kLXLW8jRwS/3
jScaUB5EmjV2VXX0Vtd21j/zpscTW93JLAEiuVCfU5gkbcI4ISeaVdVk4p0pzO2Kqdvr13fSqsnk
D6u91PAbiWa3dwRJW4ld628dSsigVZvtHl2pirOfLd2LrSIZPqP6NbfnZenJGI2J5UAlityeu5CU
rWhPXAqZ4qwL/paf+DT/AN2/CqfeQv8AlDdI/wCYdcCp/irsVdirsVWyGQRsY1DyAEorHiC1NgTQ
0+7FXjnlv/nJOw1S8eO/8u3mn2yQvL6yyJO9Y4zO9YqRnisFHqCWJ+EKcVTOD/nIvyTNph1L6jqc
VsfX9MywwoXNtGJXC8pqbq68a0BJp44q1oH/ADkL5W1mSzgt9M1Fri/uGt7ZYo4nQj14oY3dzInp
8xcI1HAp71Quqi7z87dH0vzTq/l3WLCSC5014zBLbzRTLNDNLBCjESG3eN63akrQigbizEUxVL7f
/nIvysLe4kvdPu4ZLe1trwiJreSNkuLeGcos0kkCc0M/ChI5EfDVjxxVvzR/zkDpfl3X9S0a60O9
uJLP4bWa34stwzQQzRgcwgFTK6sAWI4ggNyoqqZ6F+ePlTWdYj0mC1vIrqW4e1WSb6skBkjkijbh
MZ+Mg5TjjwqW7AkqGVeiYq7FXYq7FXYq7FXYql2p+YtG0uv1649Ghp9l27V/ZU5i5dbihLhkd/i2
xwTkLAVNL1rS9VjaSwnE6JTkeLKRWtNmCntk8Opx5b4DdInilDmEbl7W7FWBf9LT/wAGn/u34VT7
yF/yhukf8w64FT/FXYqhdUhv5bGRLCf6tdbGOQKr/ZIJWj/D8Q+Gp6dcVYKms/mzYW1os+m21yjP
brNPeSwR3BEjSCZStu6xFxROHBd69CehVW0LzB+ZFxe30F/YWySfoxL20typjdbh2ZFiZfUZeJCE
kGUkNsSoIxVuXVvzVhZZ5NPtfSUssoYQxxhAVpIa3bMK9vi8ar0JVVNK8weeW8xwadrUFnbxLNOH
jtGWSV7crS2meL1ZZI1Zw1TTtuRT4lUKbz85riMu1la2UwlCLHEYZojHxdhIecquPiKqwqa0+Gla
hVFaxffmrFcSzaXp8M8YS3aK2kMAUyPEfWQuZkbgkg+fSnMVAVQWp33mq+h1W11jRrG/j9OM6dpU
6W9zW6Ep5I0PrsT+4ZXDEiu5PpgUZVEyat+aqTrZwWNjLMjGSaSVo2Yws0gUqiXERHxKKEr0/wAq
tFV2o+YPO5tLaGGK3tNZjmf9JWzGEIlrM0kdtKrSzUNSF3Ut8exXqAqhbnXPzda8ltbfSbVFgjjl
Ry9uZ5f3yqaxfWaBHTlvVTUGnYFVfc+ZPzWsdEfUL/R7KOaGPlLbxc5vi9Ur1jlYqPTKtWlFoeR/
lVZ/DKssMcq7rIoZSQRswr0PTAq/FXYq7FXYq8y/Mwul1IIoy3IqXILn9gdqFc5btHh8eXft9wdr
pr4AmH5UOzWl7yThT0hTf/L8QMzOxuc/839LVruUfj+hnub117sVYF/0tP8Awaf+7fhVPvIX/KG6
R/zDrgVP8VdiqS+aPKeneZLe1gvpZo47ScXEfolAS6ggVLo+2/amKse/5U15SHIRSXMIbgV9IwIV
aOQSKwYRcjutCrEqR1U4bVJIPK/5d6F+mfLlxdaisdxFDb3M00YkUoT6/GOaOEk8eQ5epsOQA3xV
BWXlz8rLyO+kGo6hacIfrN1bzqoEVvBE9qXVWgkj9ILMQeJKmngDiqI1PUvyp1qCTVtR1hwZI44p
9QitwIplhIjDcTDOo+N+PFviUg0ApXFUI2j/AJT6DqA0yLVNSudQswXks1Y3UqoxikDGOSNjIOcS
OOIY8mr+0MVTeTTPIer6X5ZhvtTuRBFFPBpEBh9F3jjhUSQ3AMTVdUTp8Ibsp2xVCQH8oVmWzbWZ
5Lp5F1aJJYmSYj0RxdKW6M37vuPj7V7YqoSaT+WlpZvdWWoanetpcttazxwJG0vL1IxCzmaFAyj6
qDy5cSorv8OKpj5gvvy8vLvUp72+1B724s/0dPIkZrIkDesY44ni9IurQM9eHFuZC8qgBVE6b+Xf
k7U4vQt5tRktY2+tpLKirDKLlZPhVnhCtx9Vwy/aB+1iqPufyi8tzl63N4geE25VWh4+mRGKFWiY
P/cr9utOg2oA2rMbC3ktrK3t5JPVeGNY2lC8eXEUrxqaVwKr4q7FXYq7FXmn5q3McdE3eQfEY0FW
40UFqfT/AEzne0oE5Cen7HY6aXpRn5SMDaX49QOwMQKgj4d5KCg9sv7HG8tv5v6WGt6fH9DP83bg
uxVgX/S0/wDBp/7t+FU+8hf8obpH/MOuBU/xV2KuxV2Kpfqej6ddwXBk060vZpFP7u5ReEjADiJG
KSGnwLvxPQbbYqwe38vebbXWLqe30m0MF8rWt9HKluYDCZjtAsbxfAYaBvVQux+1VVAwqtuPLvm2
XRrQw6DpS30TXbXlpLBaiG4Cj/RufES/FIx5Hiyb7mnQqoaS1/Mueaaa68qaPcTzWxd55Yrd3MzK
oNv/AL0KXj4KE5MR07gCqqb2Flr76hD+mvLWnR6bC8scckFvFJNEJqKHjpLL8JP2/g3G5ApiqSaT
5b/MG1huWn0TSGlkMaKi21oEkh4OkiShDESKcQPi+8VGKo5rLz/F+kJLfy1pZ+tPJJJbvSVZnjLr
bsC9wioCvBivEb8jsW2VVbPTPOMmrRrf+WdKayknMj3bxwPLErPHXZXWp9NpQDuehNdwVWf2tnaW
kIgtII7eBSSIolVEBYlmPFQBuTU4FVcVdirsVdirsVdir56/5yL/ADFl8vajFbpZLdBXUjm4AqYh
uBwJBHzzX6jRDJIm6ty8OSgnv/ON/nmXzLb6xFNbJbNapaunFyxf1DOG2IH2eC/fktHoxhMqN3X2
WjU5DKntGZziuxVgX/S0/wDBp/7t+FU+8hf8obpH/MOuBU3bUdPRirXMSspoyl1BBHUEVxVo6np1
DS7gB7EyKf44qhvr/wD2srP/AIH/AK/Yq76//wBrKz/4H/r9irv0oUNPrNnMP5vV9Kntx/e/fXFX
fpf/AIss/wDpK/694q79L/8AFln/ANJX/XvFXHVwBUyWdP8AmK/694qryXN7Ehklit0QdWadgBXb
qYsVUP0v/wAWWf8A0lf9e8Vd+l/+LLP/AKSv+veKu/S//Fln/wBJX/XvFXfpf/iyz/6Sv+veKu/S
/wDxZZ/9JX/XvFW11ZSw5SWgWvxEXNSB3oOAxVEfpPTf+WuH/kYv9cVXxX1lK4SK4jkc9FV1J29g
cVVsVdir4a/PbWF1Fo7xbr65bX15cXllcHkOVpdSyXFqKOFZeMEiChG3TItoNBl3/OKusW1r52ht
5pmT9JWVzaW0IDESTgx3ILU2HGG2loT4074hcnJ9b5JqdirAv+lp/wCDT/3b8Kp95C/5Q3SP+Ydc
Cptp/wDcP/xmn/5PPiqJxVgX5gfmqnk3UltrjSZby2FtHey3EL0ItxK0NwVQoQWidoAFLjl6nVeP
xKpZcf8AOQHle11OSwu9PvInEs0MR5WgJa2gEspkV50Mah+UfqH93ValwNwqi9B/PXyhrcMs1pb3
sSRSJF/pS29uztJJFEpjSSdXkHKda8Qad6EryVTjSPzK0bVNRsbCCzvFk1D1PQkZI2jAjDEs7RSS
cVqpFfHGlZbiqG1P/jm3f/GGT/iJxV2of3Cf8ZoP+TyYqicVQ2p6ha6bpt3qN23C1soZLi4fbaOJ
S7ncgbKuKvMtO/5yC0R9OS51XSbnT7l5HgezMturxyw+gkyyG7ez48J7n0+n7DMeIBoq0n/OQ+gP
bTMNIvkuoZmjMM3owIYlmVPUMkzx8P3Tc25qqxn4ZGTkjMqy3W/zJ8v6Nf3NjepcLPbpJJ8CBw6R
wrMSnFiTUPxFRWte2+Kqvlbzxaa/qV/py2stpc2ID8ZgaSxNI6LIjAcSp4Dv1qP2alVkuKoa7/v7
L/jMf+TMmKonFWGfm/ra6X5A1GNJ1t7zWPT0awcy+i6z6k4tRJGR8TNAkjT8V3IQ7jqFXxh+cr2y
3cNraoIrW3YRW8S9EjjTiiivYAUxUoXyB5mv/LdzY69YJ6l1pMsd2sQf0zJHGw9eLnRuPqwF4zsd
mxW36D2l3a3lpDeWcyXFpcxrNb3ETB45I5AGR0ZahlZTUEYqq4qwL/paf+DT/wB2/CqfeQv+UN0j
/mHXAqbaf/cP/wAZp/8Ak8+KtXOraVaXEdtdXsEFzKA0UMsqI7BpUgUqrEE1lmRB/lMo6kYqoweY
vL9xYSahBqdpNYQ8RNdxzxtChdFkXlIG4jkkqMKnowPcYqr3cOmX8UunXiQ3cUsYM1nMEkVo2NAW
jaoKkjuMVXJPYQslmkkUbpxjjtwyqRVSUUIP8lGoPAHwxVs3tmJmgM8frICzxc15AKFJJWtRQOp+
kYqut7m3uYVmt5UmhevGSNgymhoaEVHUYqpan/xzbv8A4wyf8ROKu1D+4T/jNB/yeTFUTirsVSzT
/NPljUpVh07V7K8legSO3uIpWNY/VFAjEmsfx/6u/TFUzxVQj1CwkuWtY7mJ7lCweBXUyAoEZgVB
r8IlQn/WHiMVV8VdiqGu/wC/sv8AjMf+TMmKonFXhf51alNqPn3TrCOXjp/lWxfUrxFlDLLe6kJL
a2jkg/ZaGGKWRXNT8fQVqVXyz+Zl4Z9VUVrux/VhQhfK1xwCe1cCX2V/zjP5um1v8vf0ReOGv/K8
50oVZPVezRFazlaJVTgvpN6Snfl6ZapNaKvWsVYF/wBLT/waf+7fhVPvIX/KG6R/zDrgVNtP/uH/
AOM0/wDyefFWL+b/AMrPL/mrVP0nqFzew3QtBYxtbSqgSLlI9UDI9H9SRJOXXlGlNuQZVQ0n8ovL
ekXd1dadc3cEl0/q7mCT05ROsyPE0kLuvBY44gnLgUReSs45YqqS/lR5dlaUtcXXGeR5JkrBRw4o
Ub918Q71PxHuThtVB/yb8rN6oWe6jSWBrcon1cAKxYsQTCTUlyetK70rjaozV/yw0DVLyzvJ7i7j
nso7eONo3j+L6sSVZuUbfE+wcinIKB0wKoaH+VOkaN5mi121vbqaVFf1IrhlYMxT00I9MRqoVWNR
xNTQ1FDVVlup/wDHNu/+MMn/ABE4q7UP7hP+M0H/ACeTFUTirsVeWp/zjl5CjtJbWG41CKOa5hu2
KTRAh7dZliVf3VAqrckDb9lfDFXN/wA46+Syt5x1DVVkvbg3M0vrwu3xLKrx/vIXUxv655qwPKi1
rTFW4v8AnHjyVHdxXX13Umlht0to29S3UgRWn1KN+SQK/NIwGU12cchuTVVPvyy/LhPI+nXNsdRO
pT3TIZJ/q0FqKRAqm0Q5kkGrFnNWq1AzOWVZniqGu/7+y/4zH/kzJiqJxV8m6rqFxdav5+1O8Aa/
n8xXtl9YChS1rpwS2tUoKD92ikV6neuKvA/Ocpk1Zq9q/jhQs0B6ED3OBL6R/wCcWdZkg/MDWtIW
FBDqmkQ30s5rz9WxuPRVR23S7Nf9UYq+oMVYF/0tP/Bp/wC7fhVPvIX/AChukf8AMOuBU20/+4f/
AIzT/wDJ58VROKuxV5p5mn/O6DzVqk3l62hutEiWNtMt7h7RYpW+qsGQ7x3ApcULcnFduJUVqq3a
at+eM2raal/otnZ6eL8DUJbQw3HKzIYGvq3UTJSq0ZFZjueI48JFXpWKuxVDan/xzbv/AIwyf8RO
Ku1D+4T/AIzQf8nkxVC+YZtfh0/1NDgiuL0MKwzdClD0rJCK8qdWxVik1/8AnAdUtZI9NtTpqegL
uAGKKVgzp6pRzNcCqjltQUHIAueLYVRcmt/mFJeXMmm6dY32kgz/AFSeOVOTelIqIlfX4szAPX7I
B2NKbqoZb/8ANsm2jfT7f03ml+tSr6KypEjco+Nbh0PMfB9npueJxVfLqP5lacI2mhs57d5bgzSX
MsSsqfvmh4FDboAqxpVSGO+77GiqtYX35myXsMtxZ2ptPTdZY0CKjsUUxyJILiZwOVeq9D0/axVQ
0rU/zZm1eBNS0m3ttMS4RZpozCHe3eN+bGP6zNQpJw6N0qfioFYKzG7/AL+y/wCMx/5MyYqicVfG
Oi301/8AlzZ6jOa3N/NfXNy/UtJLeSlmJ7nFXjHmo11iT5fxOFBa0I/F9OKXs/5F3E0X50eT0jcq
txHqUU4H7aCyeQKfbmgP0YFfZ+KsC/6Wn/g0/wDdvwqn3kL/AJQ3SP8AmHXAqbaf/cP/AMZp/wDk
8+KonFUs8w6/a6Fp/wBfuopZYAwRvRCErUE1PNkFNqdcVYpN+cWjJqlrZiwuvQuPQEl6fTeKI3Do
qc/QaZgP3n2jQMePHkG5A0qq/wCbGlW82pRXVnKz6c71No8c6NEkix8mlcwxK/xcmQMaDvy+ENKm
3lPztZeZHnFtbTQJGscsLy8CJIpUDA0UsVZSeLK344FZHiqG1P8A45t3/wAYZP8AiJxV2of3Cf8A
GaD/AJPJiqJxV2KsT038svLOn3Mk8CyESQtAYWEIQK8ZiYgLGp5MrGtT3OG1ULj8qvL1zGY7q5vL
lBOlzGsrxOEeOD6soWsew9MY2rcv5U+WpJfWaS59WrH1CYmajSNLSrxt+059+/2t8bVOPLHlLTPL
kdzFp7SmO5dHZJChC+nGsSqnBUooVBtgVOsVQ13/AH9l/wAZj/yZkxVE4q+J/Kh/5BRpHt9a/wCo
mTFXkPmn/jry/L+JwoLtD+39OKXsX5H/APk7PJPy1L/uny4FfamKsC/6Wn/g0/8Advwqn3kL/lDd
I/5h1wKjv0lp2m6XPfajdQ2VlDNMZrq4kWKJAZ2UcncqoqSBucVRL6lpyJK73UKpBCLmdjIoCQNy
Kyua/Ch9NqMdtj4Yq1Dqemz3c1lBdwy3lsqPcWySK0sayCqM6A8lDD7NRviqtPPBbwSXFxIsMEKm
SWWQhURFFWZmOwAG5JxVD2U2kXkY1exe3uI7mJQuoQFHEkKFitJVryQFmI3pucVREE8FxBHcW8iz
QTKJIpYyGR0YVVlYbEEbgjFWo7m3lkliilR5IGCTorAsjFQ4VwPskqwbfscVUtT/AOObd/8AGGT/
AIicVS/zidWHlu8OjgtqgCfUlBjUmX1F4AGUNGDX+YU8cVYwLj832t40a3gjkEaKzqIHYuWh5MzG
VVqFaX7KAbfZ+yHKoqz1D80nmBu9Nt4kht7g8FaJlmmElIAW9bkpMYrQALU7sOmKqTXP5szv6/1W
3tVWImO0AhYNIXjI9VjM5PFVcHgyghutQDiqvHqn5k/pCzW+0yGHTxcoLua14ys0LRIDVDKzrSZ2
rxVjQeHxFVTu9Q/NaRZVt9NtoV9V0jkHpmT0/WpHIA1wyA+kNwa7np+ziqI1+7/Mp7m9tNHs7eG3
AItdQb03b4kNGVXmX4kahPNKdt+uKoOO8/Nq3kdBYwXiERKJZzCvEmGQuwEUqcqS+mGB49+Ox+FV
F2F559n8xaeur2MNnpiPdcmhZJA7fvBAeRkLg+kK0CU33I+zirMcCvl+0/J7zZonkWz0Z3tru6tf
XLNbyMFIkmaRaGVY+zb5qsfbOGXePh+q3I/Kz6PG/Mn5QfmJLqcksek8oz0b6xbD9cuXjtPB/O+w
/qQdLk7luiflH+YCy0k0wJU9TPbkf8LIcB7TwD+L7D+pRpcnc9c/K/8ALjX9B/NLyVq9/JbiETX1
sYEdml5y6bcODTjxpSI1+LDp+0ceaZhG+Vrk00oCy+qszmhgX/S0/wDBp/7t+FU+8hf8obpH/MOu
BUTdaTbaxoF/pV0zrbX31q3maMgOEkkdTxJDCtD4YqwTUP8AnHfyZfWNzZyX+pJFdTQTyMj2vMPb
GYx8Ha3Yp/vS3Ijdj8TEszsyqca3+Uej6xerdXWq6ioS6jvlgja1CC4jtUtGYFrdnpJFGvNOXGvQ
CpxVA6R+Q/lDS3leC81GRprOewkMs0T1iubaO0cj90OLCOFSKbV6ggKAq7UfyD8i3twk4N3bSI0j
8o5I5GcywpE3qvPHM8o+AsVkZgzO/IMrEYqhLr/nHXyVdQiCS+1P0Vg+qxp6tueEXqichGMBZSZK
ksDUgla8aKFU50r8oPLemW2pW8FzdGPVbi2ubhmW0EgezNYwJUt0kbp8RdmatWryZiVU60/yvpHl
7RNQt9NjKJPGXlZuNSUgWFfshduMY+muKptqH9wn/GaD/k8mKoPzT5ksfLWg3OtXyO9ra+mJFjMa
sTLIsS/FM8Uajk4qWcADeuKsXh/PH8t5Xsh+knRb+WS1iZoJRS7i9HlbMoUvzH1lNwpXr8WKq0H5
1/llO1ssOs+o94zR2sa2t2XldY1kKIvpcmbjIvwgV5Hj9rbFUwsvzE0C603TdS9O6t7HU7drqGa4
gaLiqsE4uh+PkS23FWBHxV4kEqub8y/JitIpvZCYpWgelrdH40Yq1KRbgFT8Q298VVrP8wPKN7pz
6laXxnsYvT9SeOGdlX1pGiStI/50IPh1NARiqrpvnXy3qV+mn2lzI93IpZY3t7iLYcq1aSNFB/dt
sTXbFUzu/wC/sv8AjMf+TMmKonFWF6mD9XPyOefw5O6xvPfMN5HZp6sillaaKEBaV5TyrEp37Avv
mRigZGvIn5C2UpUlUmuWtl9VYD1/rVxHbR8GQAF1MnJmYgAcFqPHbxrlkNPKZI5UCfx8WJyAV5sj
0TVtKvvOnlOOzuEuZINQlaRojyULLpWoBfiHw1PpH/M5n9kYZwzXIVcT9hj+to1k4mGx6/re0Z0r
rGBf9LT/AMGn/u34VT7yF/yhukf8w64FTOJL+EOiRROhkkdWMjKaO5fcCNv5vHFVzTagilmhgVVF
WYzMAAOpJ9LFUP8Apf8A4ss/+kr/AK94q79L/wDFln/0lf8AXvFXfpf/AIss/wDpK/694q79Lg/7
ss/+kr/r3irv0v8A8WWf/SV/17xVSutR9e2lg9WzX1UZOX1mtOQpWnp4qiLy+sZYOMd3BzDxuA0q
gHg4elRXrx8MVQ15dWd7btbXken3Nu5UvDNOsiEqwZaq0ZGzAEe+KpX/AIf8lhYl/Qmg8YHeWBeM
FEeXj6jp+4+Fn4LyI60HhiqnD5X8iQR+nD5f8vxR/H8CJbqv7xeD7CD9pRQ+IxVER6T5UjtUs49J
0RLSNDFHbqYRGsbP6jIEEPEKX+Ijx3xVWNroBZmNhpBZySxLx1JJqSf3Xc4Vcmn6A9utimmaQ1vy
RktVaMpzRi6EIIaVV2LLtsTgVFWWh2dhL6tjo2n2ku37yALG3whgN1hB2Dt958cVRvp3ks0DSxxx
pC5eqSM5NUZKUKJ/N44qi8VeYalF5gs4fVjtHv6tKkf7wtwWRlYB24s+7fyq3FRvXqOPxQhljQ25
dOo+zl7rdpGRiXn3m863c2LrFZyiYOtxEnpsPjhkE0Scm+HcoobL8GGMJXLly+YopyTJGySaFoGk
tKn6RiktLuS6N6LZ+SEKiBQ3KIhU5NCJSVIo3w7qN7M+bIPp3jw1f9vPnX280Y8QIsjr+P1s/wDL
uh2Om+cvK8lrGVe41W4M8jGrSH9GajIpJB/Z9VlqRyIAqdhkuytRLJmqXSH/ABI/Rfcx1eMRht3/
AK3tmdG61gX/AEtP/Bp/7t+FU+8hf8obpH/MOuBW/MPmG40u4CqIhCIvVkklrRRVqknkoAAXNB2p
2plwZRCAibje995HQufpdLHJEkk80lg/MMXDBIJ7KV2+yqPyJ7bAPmvl25qo84RH+bL9beNFiPIn
5hYfzKgC8jd2HH+b1BTf/nph/lrV/wAwf6WX61/JYv532hVt/P7XLlLaWzndRyZY25kCtKkK575G
XbuqiLMIj4S/WkaHEeRP2Lf+ViKASbiyoKEnn2YVH7fcYf5c1f8AMH+ll+tH5LF3n5hpPzFRxVLi
yYVVaq9fiapUbP1NDTCe3NWP4B/pZfrX8li7z8wik8437orokDIwBVgGIIO4IIbKj7RagbGMPkf+
KZfyfj7z+Pg3/i7Uv99Q/wDAv/zVj/oiz90Pkf8Ail/k+Hefx8Hf4u1L/fUP/Av/AM1Y/wCiLP3Q
+R/4pf5Ph3n8fB3+LtS/31D/AMC//NWP+iLP3Q+R/wCKX+T4d5/Hwd/i7Uv99Q/8C/8AzVj/AKIs
/dD5H/il/k+Hefx8Hf4u1L/fUP8AwL/81Y/6Is/dD5H/AIpf5Ph3n8fB3+LtS/31D/wL/wDNWP8A
oiz90Pkf+KX+T4d5/Hwd/i7Uv99Q/wDAv/zVj/oiz90Pkf8Ail/k+Hefx8Hf4u1L/fUP/Av/AM1Y
/wCiLP3Q+R/4pf5Ph3n8fB3+LtS/31D/AMC//NWP+iLP3Q+R/wCKX+T4d5/HwT3y7f3moaJZ3l7G
sN3NHyniSvFXqQVFS3SnjnU6LUHNiEz1v7CQ6zNj4JUmOZTU+fLL/nIXylqnl+21GS0vLSSZaTQ0
icRyLs4Dh1LKG6NxBI7DpnMDsTLHkY/b+pz4aqI5hj2ofnd+X7vSTVZInU1CPBcEivuiOPxwHs7U
++vP9rb+Yx/gJf8A8rp/L6OcXC3Ul5Mq8A0cEgfj148pRHt9OE9m6iex+0/2pGrgBsyLyD+aXlzz
H+Yvk3RNLt7qORbu7uuU6xqipHpd2nFeMkh6ybDoBmdoOzsmLKZzI5Vt8PJx9RqYzjwi+b6SzcuE
wL/paf8Ag0/92/CqfeQv+UN0j/mHXAqXec41lvljavF7cK3ElTQs4NGUgj5jON9oTWoif6I+8u47
PH7s+/8AUwK707y1pSvxmNjcGJlVxJMzBHDbhVep6MRTvv1zXwy5snTiF9wcgxhHyQI0vQ7r1THe
wN6URaeWGKURqOTHk7rLxUDqFJ2A/lFMu8bJGridz1I/V+Pew4InqivLUPluHUiul3azyvAzemQ5
kCc0LfFULxHJfhZeQ8abZVq5ZTD1ihf4/F0yxCIOxY2jxIBNdLCumuUiWchgz8VZVCOZW4qyKwHI
eDU2DZsSCdhfH+PLvr7vJo9/JOtDvhBew2Uenxi0d/RbjGvrLNCQQXkDsJPTrvtyFOVcw9Tj4omX
F6ufPaj5dL+XRtxyo1WzMERERURQqKAFUCgAGwAAzUk3uXJbxS7FXYq7FVsksUShpXVFLKgZiAOT
sFUb92YgD3wgE8kErsCUPeajp9kYBeXUVsbqVbe2EzrH6kz14RpyI5O1NlG5ycMcpXQJrc+5iZAc
0RkGSjdo0sfoBeSzHhLUAgRkfHUckPxD4QRWhINKVycDRvuYln3lv/ji2/8As/8Ak42d12L/AIrD
4/7ouk1n96fx0R87TLExhVXlA+BWPEE+5oc2rivhfzH+Q/5yaJLeQWfl2e50iOaQ2bWskN05hZqp
8ETGUmnWqYqwqb8rvzRdyz+UdaBPWunXf/VPCrcH5UfmlI4SLyjrPJuhOn3Sj6WaMAYq9p/5x/8A
yQ/M7Q/zD03zPr2kGwsdOSb0vWnhDM1xC8JrGjSPRVkJ3A3p74FfW2KsC/6Wn/g0/wDdvwqn3kL/
AJQ3SP8AmHXAqX+cS41BCgBf0BxBNATyalTQ0+7OM9ov8Yj/AFB98ncdn/3Z9/6nlt5rGpX4Ea8w
skh9excLH6aRqJP71o6KQQftkbjvlOPBCG/yPf05X9zZKZKDSXT3nuJvTeGCzuDwhjPBii84/WUN
8TNGw6hvhJr/AJJtIlQHMyH6jXx92/2iFi/cnXlee1n1E+i7O0Fr6dGAUqhlLIW3ZiXG/ZR+yKEU
xNZGQhv1l+j9Hz723EQT8EXH5ZZGZlkRWbiQQ1zsUI41/f78RWnShyo6y+n+5/4lkMX43/Wi9L0W
Ozj+M/vQFQGOSYL6cZBReLyP07+O/wDMcpzagzPl7h+r8fBnCFJnmO2OxV2KrBNCZmhDqZkVXeME
cgrkhWI6gMUanyOHhNX0Ra/Alhf5xCM/l/fCUsI/rOn8ypKsF/SFvWjKQQfcZsuyP8YjXdL/AHJc
bV/3Z+H3hFa/+ZXlzQfMlp5f1ETx3l76HoyrGGgC3LSqHeTl8Co1uQ1fEEVAYrXg7OyZcZyRqhfv
2r9bKeojGXCWH+b9T03VvNYli1P/AEFrXS7XT3hKu8s15qUqv9S5yQLz9S3hkM6OeHpjZs2ekxyx
Yt473Im+gEB9Wx6EjhI34ujj5ZCUue2339Ps38k+vPzd0C0u3S4EiQxm6I4LHMZora5SyEiFZVMY
e4ZkTmnx8Gofs8sSHZM5Dbnt5USOKuW+3dyv3tktVEHfz/UiPJPnqbzLcaxNDAjWlrdy2tmg5pPI
LWONpTxkVFHxzoqh2U7kmlKCOt0IwiIvcgE92/Ll7jytlhzGZP45PafK0scug2skZqrc+xBqJGBB
B3BB2IOdX2NEjSwB8/8AdF1WsN5T+OiM1O5ktdNu7qMAyQQySoG6EopYVpTbbNm4z50T/nJXz0fy
bPnY2Ol/pUarJp/o+lcfV/SRImDcfX58qyn9untirLfNf5z+aNI0PyRf21rYvN5l8u6rrV8skcxV
Liw0ddQiWELKpEZlajBix49CDviqn5l/OvzVpf5nXXlW3tbFtPg8weXdHSWSOYzG31m2kmuGLCVV
9RWjHpnjQDqGxVPPIP5oa/5h80LpN7b2kdubeebnCkivyi1TUrJRVpHFPT0+Mnb7RbtQBV6firAv
+lp/4NP/AHb8Kp95C/5Q3SP+YdcCoDzd/wAdKL/jCv8AxNs4z2i/vx/UH3ydx2f9B9/6nkF9GbC9
jM91LeTS+pbgM1XYJIicAzGQnkrtso2rv14sMZ447ARGx+z4eX6OVgyFHc2hlWVLFvW1VJJjSaiu
juoYuXIZnVlLooJ3BavTY5ZYMtobcvxt0+z4o6c038kCP68sqSvJ69pykUshCEGOikI7n9rblTb8
MTtD6arlL9fk2YOfwTG085w3IdhZyosFsLm55SWygKRUsrvMgKJRg7UoDsaEMBjz0Jj/ABDc0Pq/
4nmejZHPfT7v1qcnnL6xp0ktrayRTholYPLZsY4pn+GWgnYUaGsiV+HbwByUdDUqkbG/SXTp9Pfs
eqDmsbD7v1sXstXhnSC61c6xrC2zXE36ViWOGxNvFFIebC3m+rIYyvKOQUcniyGhzOnhMbEPDhdD
h5yskd44t+o5cwQ0id7niPn0/Um488fo6OxhRLnUri9ubaJ4LmW1SeCO6Rnj/dQhpqlV+FZlBP7T
jfMc6DjMj6YiIPISo15nb/S/ANnj1XM37vx81Q3Hnxbu5sVi9K0nn9a0uA9u18luZGkuKLLLJC3A
yRxR/DQLud6Ax4dNwiV2QKI34brbkAd9yfNbyXX6rXWfnW/SO6uL3y5qLzxtRxa26NKsHrPFByje
VJ5eRV2qkXECp6bkZNFGwI5IV5na6BPSh05lMcx3JiUyg84w3UtrHZ2U831iWZFFYAWWBT6kkdZR
yRX4LzHw/EN9xlMtEYg8UgKA7+vftz57c2YzXyCE88WcPmDy5Lo8v1izE81s9w5hlJRILhJmAkSO
aPkfToDUgVrv0M9CTiyiYo0DW46iuRILHMOKNcmIG7ufM2qeV0gv/wBKXbzp5hkCrCfqFlHA62sc
sXqRoXL3a8iFDtRj0VQuw4Y4Y5CY8Ma4OvqJO5GxP8O3T5lx7MzHez9XuHT72Uy/lnoj3FvCqTx6
XBFDGkCXs44m3m9eFkqGlRo3+wyzLxFQtATXBHac+E3XESf4R1FHy+cW/wDLRvy9/wCPvWH8rNDT
XIdQto7eO0jjnil0yS3E8EwuZFlcyeq7biRAy8aUw/yrM4zE3xbeq6Ir3BH5WPFY5dyYaH5a07yv
qGrXNtJM0ev34unilnUoLmcn1PSjYRha9TRmZqewGUZs8s8Yg1+7jXLoO87/AKAGcMYgSf5xeteV
pVl0CzlQMFkVmUOrI1Gcn4kcKyn2IrnZdjCtNEf1v90XUaw/vD8PuV9e/wCOHqP/ADCzf8m2zZuM
+H4//WX2/wDAim/5NW2KvSvzF/5RL8p//AJ8xf8AiMpiqh57/wDJ+6h/4Gnkj/qBnxVlv5Of+TAT
/mCvP/Eg1zFXv2KsC/6Wn/g0/wDdvwqn3kL/AJQ3SP8AmHXAqA83f8dKL/jCv/E2zjPaL+/H9Qff
J3HZ/wBB9/6mFaj5bjuoRBDIIoeXNlf1ZCX2FeQlQ7KvEeA6Zq8WrMTZFn4fqcqWK9kJb+TUhlLm
dGiYn1IREaMrNyK/FI9OpoRv77ZbLXkjlv7/ANjAYERouhXFheiUzPJAIWQI4NfUdkZ25eq4349A
n0nqYajUCcare/1+Q+9ljxmJdbeUdNhedFM62sienHEl3dgqGqZKUmCryqPsqDtUkk7CWtmaO3F/
Vj8OijCB7veUUPL2mLM86iYTycQ8ouLjm3AELVvUqacjT55X+anVbV/Vj+pl4Y/BKr+h7T/flz/0
lXP/AFUyPjy/o/6WP6k8A8/mUJqPlLQNTgW31K3e9gVuYhuJ55U5UK14u5HRiMsx63JA3EiJ8gB+
hjLDGXPdXg0DTbeFYYPXihQUSNLm4VVHgAJKDIS1M5GzRP8AVj+pIxgf2lCzfln5IeJVW51GGROI
hdb29mEPp19J4kmlMXKIsSlUovYZtBrYg2ZDnv6I8uvSJN9eWzjHCe7/AGR/amg0HREBjjnu1Rar
CFuLgKFXZAR6gp9HTMOWWFnfqa9Efhe3X7PPpcInbb7S59E0pVSlxdM/7ZF1dBftUoKvXpvkZZYg
CiCevpFc/wCr3JET+D+1q70TS0idre5u5XAPBfXuQSfpmUfj/XJZJwH0yB/zB+r9awiSdxXxKT2W
gzBYlCyWMShyYo7u4I5E7AosnGh5MxKtUmnuMGTUjflI/wBWP6v0NssUB9JKY2qW7QfUbmIh2QtJ
bzu1wGAYqSsknLmtRXxAI5BSaZjzJB4gfiNvsHL+2iWIrkUZDDDDGsUKLHEgoqIAqgewG2VSkSbP
NkBTO/Lf/HFt/wDZ/wDJxs7zsX/FYfH/AHRdHrP70/joqa9/xw9R/wCYWb/k22bVxXw/H/6y+3/g
RTf8mrbFXpX5i/8AKJflP/4BPmL/AMRlMVUPPf8A5P3UP/A08kf9QM+Kst/Jz/yYCf8AMFef+JBr
mKvfsVYF/wBLT/waf+7fhVPvIX/KG6R/zDrgVj/5taD5s1TQ7z/DNv62qehGLOrQr+9SXn/u8hNh
v8W2aPWaGeXVwnV4xGjv/W+PVzcOcRxEX6r/AFPIrnyT/wA5FSazbFbMnTn06Brs+rpgI1EWpMrI
efNT9adt0ou/8uTx9lwEN4+riPX+Hi26/wA2uf3olqpXz2r7a/Wra15M/wCch7jTL6WC0L6otxD+
jwZdN4iFPSlJ4M/pVEyE1YctvCmDF2TjjIDh9NG9+u4775JlqpEc92Sflr5T/OCO3T/GFrxmBu6q
JLIL+8khaI8bZuNf7zMHtHscn+5h/N6+/vPubtPqx/Ge/wDGzO/8N61/yz/8PH/zVmp/kXVfzPtj
+tyvzmLv+93+G9a/5Z/+Hj/5qx/kXVfzPtj+tfzmLv8Avd/hvWv+Wf8A4eP/AJqx/kXVfzPtj+tf
zmLv+93+G9a/5Z/+Hj/5qx/kXVfzPtj+tfzmLv8Avd/hvWv+Wf8A4eP/AJqx/kXVfzPtj+tfzmLv
+93+G9a/5Z/+Hj/5qx/kXVfzPtj+tfzmLv8Avd/hvWv+Wf8A4eP/AJqx/kXVfzPtj+tfzmLv+93+
G9a/5Z/+Hj/5qx/kXVfzPtj+tfzmLv8Avd/hvWv+Wf8A4eP/AJqx/kXVfzPtj+tfzmLv+93+G9a/
5Z/+Hj/5qx/kXVfzPtj+tfzmLv8AvU5/KusTR8DCyGoKukiBlYGoIPL8DsehqMlHsfVA/R9sf1oO
sxHr97UXl7zCZHSWzAVQpSZZI+L1HxfDy5KQw6bilN+oBl2JqasR+2P6/wAdyjW4+/72XaJbTW2m
QwTrwlTlyWoNKuSNxUdDnWdl4J4tPGExUhf3l1WpmJZCRyRF5apdWs1tIxWOdGjcrSvF1KmlQfHM
9oYToX5M+T9F8o2XlOCFLzSLV55ZRqNtZ3ck0k78/WcvDw9WOiorcKcBxIJ4sqqcweR9JMkMeowW
mqafY2S2Ol21zY2vK1Ro3guhGyIiiO5gMaPGqKtFI+y3FVUDJ+X5uNYh1K8fTJ5RqTald3P6Jt/r
kywFv0bH9Yd5Ar2iOY/W4F2X7JjNSVUVpX5e6LpuuRa3bySrfR2Udg4RbeKF+Es8zztFDFGglllv
JHkK0Un9kb1VZPirAv8Apaf+DT/3b8Kp95C/5Q3SP+YdcCpzLaRSvyZpAaU+CWRB9ysBiqz9HW/8
83/I+b/mvFXfo+D+eb/kfN/zXiqWeYNW8t+XrRLzWr6SytZHaNJnmuCvJIpJ2B4s1P3cLnfwp1IG
KpZD548kTgm3vbydObRRyQxalIkskbhHjhZEZZXVjusZJpv0BxVS/wCVh/l4HdH1WeMxiRnaQX6K
PRtxdTDkyheUULBpFrVK0ajbYqtufzH/AC3toLiebWZBDazSW87q164DxPFE5HENyQPcxrzWqknY
7HFU3stb8t32qvpVpc3M17EsjSqv13gghme3fnL/AHSn1YXVQWq3E0qMVS/TPP8A5L1O5tbXTvMR
klvHWO1i49XeAXCRlpYqhmiNQHNTuOoIxVH3PmHR7aO2eXV563ss8FnCkQeaWW1EjTLHEkLSMVEL
dF37dRVVAWXn/wAoXmiXmuQeYJP0TYOsd1eSQ+kiu4Uqi+pAhdjzUUWu5p1xVW0zzj5e1O9FlZ6t
dPOXkiUvavFGXhQSuollt0jP7tg4+LddxUYqhrL8xPJd7NHFbeY3dppYYbcmIKkzXDSpEYHaALKj
NbyDmhKjiakYqjv8VeXjYvfrrkj2Ua3btcJGjpxsH9O5IKwmvB9tuv7NcVS67/MnyZZzzw3Gu3KP
ber9aYWkjJEYJFikWV1tiiMrug4sQTyWn2lqqirnzx5TtkDzeYWHJ5olRURnMlvcJazIEWEsWSaV
VIpXevTfFUJF+Z3kGW/isE80g3U1RGvFQpIkaLj6hh4BucbAKTX7xiqIsfPnla+0m11e11m6l0+9
eRLacWkg5iH+9k4m2DCKP9qUjgO7Yq4+ffKSLKZ9emtDBby3ciXcBtnFvCELyBJ4I2Zf3y8aD4v2
a0OKsl+qT/8ALbN90P8A1TxV31Sf/ltm+6H/AKp4quS2mVwxupXA6qwiofnRAfxxVXxVgX/S0/8A
Bp/7t+FVbyd5x8r2XlfTLW61OCG4hgVZYmbdT4HFU4/x75N/6u9v/wAFgV3+PfJv/V3t/wDgsVd/
j3yb/wBXe3/4LFUHqnmX8udVhih1K9s7uGCaO5ijlPJRLEeUb0PdTiqTQWv5O20McFtdx28MKIlv
FDeXUaw+mECvCqSKIpKRjlIlGbepNTUqo/oj8kfWeZpYHkkWRSXu7lgPXgFtMVDSEK0sSgSMN3ID
NVgDiq+8078kbyzvLOb6kLe/CrdJHLJESEuXu1CtGyMgE8rP8BG/sBirdjaflFp+r/pmx1H0NV3U
3hvbmZjG8y3EsfGd5U4yyLV/hqeTHYmuBVv6L/I4XsN8qWCXVvxNvKjupjdLg3SyIFICyLM7MJB8
W5FeJIwqrXsf5Rahb28Wo3VrdS2klxLa3ZkaK5iN07tII54fTkUfvT0bwPUA4qoy6X+R1xaPaXi2
N9E6LGGvZJLuWNFQRqsMs7SSRBVGwjYU69cCrLXRvyOtppJUNrIkzTPNaz3NxPau1yyvMzWszvAS
7Rod0/ZXwGKqaeXvyGjdmiSziVwVaKOedIjGztI0XpK4j9Jmclo+PBtqjYYVRqw/lBFZNp1tcWlp
pkkd5FLYWzmGJlvypn/u+LJ9ii8COI2HQUVU9RsPyZ1Isb64iuOfL1Q95dUk5rCpMo9T94f9Fiar
1oyhh8W+KtWmm/khZmM2wsY/SZJY/wB5IQJUaFxNQsf3pa1iLSfaYj4iamqqxNG/IpJ4Z1i08PBF
6CDk/Ax+iLfi6V4v+6UL8QOKt6dpf5KabZrZWE8NtaLI8qwR3l0EBlqJVp6n2JAaOn2WAAINBRVb
d6N+R96oF89vekI0ayXV1czyKjKF4q8sjuoCj4aH4e1MVZYPPvk0Cn6Xt/8Ag8Cu/wAe+Tf+rvb/
APBYq7/Hvk3/AKu9v/wWKu/x75N/6u9v/wAFirFv0tpvL9KfWY/0f/ib1PrVfg4fo+la/PCr/9k=
uuid:a946bfe5-1c62-5945-9b71-77d726ea8a02
xmp.did:9b104628-59df-40c1-b86d-5fbf1e5bef8a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e389797a-744e-ec4d-8aa9-a50d725f253a
xmp.did:528b7dc5-448b-49b6-ae4c-9a4455dc413d
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:528b7dc5-448b-49b6-ae4c-9a4455dc413d
2021-04-15T09:23:40-07:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:9b104628-59df-40c1-b86d-5fbf1e5bef8a
2021-05-10T11:42:40-07:00
Adobe Illustrator 25.2 (Macintosh)
/
Print
Adobe Illustrator
True
True
1
8.500000
11.000000
Inches
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
16.0d4e3
False
HelveticaNeue.ttc
HoeflerText-Regular
Hoefler Text
Regular
TrueType
14.0d1e2
False
Hoefler Text.ttc
KohinoorTelugu-Light
Kohinoor Telugu
Light
Open Type
14.0d1e3
False
KohinoorTelugu.ttc
KohinoorTelugu-Semibold
Kohinoor Telugu
Semibold
Open Type
14.0d1e3
False
KohinoorTelugu.ttc
Palatino-Bold
Palatino
Bold
TrueType
15.0d2e2
False
Palatino.ttc
PenumbraSansStd-Regular
Penumbra Sans Std
Regular
Open Type
OTF 1.018;PS 001.002;Core 1.0.31;makeotf.lib1.4.1585
False
PenumbraSansStd-Regular.otf
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
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWnF}"`%onsmEZ+j1HKUя]JV) ;3gf.%W4*M)?ArQB3
LˮmwiEĥO.<\)vߛ`.?o
K㬣}Uv̀gcYR%X˲g1Q5.[w7!R}(]I7uk7n?X,{6Y~3$ci8Ab