%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2020 - Q3 Snapshot
2020-11-09T14:36:37-07:00
2020-11-09T14:36:37-07:00
2020-11-09T14:36:37-07:00
Adobe Illustrator 25.0 (Macintosh)
156
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAACcAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A7lmY692KuxV2KuxV2Kux
VCapq2n6VZS3t9MIbaEAyNQkjkeI2FSanDGJJoKTSJiljliSWNg8cihkYdCrCoIwKuxV2KuxV2Ku
xV2KuxV2KuxV2Kq3/Hn/AM9P+NcHVl0UcLF2KuxV2KuxV2KpJqXmH6lrkNhccbW0mhMkd5KCVkkB
p6KmqqrAb/Ed/DI3uzEbFsG/MHXJYGv0tl4XJs4o2vKnmVaZeS8fsgHlTpX3zOww5e9okaZNq0sO
s6BYQGeT648kSsI+KP67W7OK8ygUEHkCOu1MwcnOnIhtu5LI3F1xH1wXFLqSWACJVX6w7pT4pADQ
9CDuKZGk2tHly0hEV9NLLdQxvPatbso9RzczNBs5kAFGk6nt4Y8K8fRbquiyTaZaaRC15Hd19T7U
ZZlRGSaQkyEL6huPi+IkntiR0US3tSXRleVBdC9ma8eMCEiJAjWYKMg/er8LxBlbqGryGNJ4mb5Y
0uxV2KuxV2KuxVW/48/+en/GuDqy6KOFi7FXYq7FXYq7FUHq+nRalplzZSqpE8bopccgrMpCtTxU
74CLTE0Xno/KnW1tfSGqIP3IHpVcx+r6nIihB+EJ3p17ZARkORbjkieYZfY+UrawsTDbP6s8hU3c
t2GnWfghQK6lhsK1FOmS4WsztbD5UVHDym1m+FgIZbb1Io+UjPSJS/wKOVKf7WDhTxou40a7ntHt
JLiFoHm9Yq0DNX9/6/Fqy0IJ2O3TDSBJqPRZrZ0nsTbW8yB1MccBjidX4k8lV68gUFGr7UxpeLvR
EWmSq9rJNcmaW3eWV2INGMoYUUFjwVeXwjfb78NItH4WLsVdirsVdirsVVv+PP8A56f8a4OrLoo4
WLsVdirsVdiqWah5l0TTtRt9Pvbgw3V1xEAMchQl2KKDIFMalmFAGYYRElUt/wCVjeTfq8lwNQ5Q
xMFkdYZ2pyDMrbR/YIRvj+zt1yXAUWmFl5q8v32pT6baXqS3lspaVAG40WnIq5HBuPIcuJNO+RMT
zTaCT8wvJ8lrNdR3/qQW7KkrJDOxHPkVYKELMp4GjAcduuHgKLRk/mrQIZdPie6rJqqq9gsaSSeo
jlQr/ArcVJdd2oN8HCU2o2XnfytfWst1a36yQQ2pvpX4SLxt1d0LkMoOzRMOPX26YTAhFhafPflQ
fo//AE8U1RQ9i3py8WVnEYLNwpH8bBfjpvjwFbbsfPHle/eNbW8MnqzJbRN6Myq8siuyBXZArAiF
/iBpt1xMCFtRX8xPJzNAq6iGNyiPFximbaSvphqJ8LPT4VajHsMeAraO0LzRomvCc6XM8wtmCTF4
ZoaMSRT96iVI4mtOnfAYkc1BtNcCXYq7FXYqrf8AHn/z0/41wdWXRRwsXYqgdU1rT9LEBu2k5XLm
K3jhhmuJHcI0hASFJG2VCenbCBaCUp/5WL5Pqo+uv8Slx/o1ztGOJ9U/u9oj6i0kPwnsclwFbRMv
nXyxFqlxpUl8F1C1MQngKSVBmdI46HjxarTINjtXfBwGrWwxbVLjQfMnmHStQi1V5rRI+MWmNp93
KOqPJcVHAQkxXMXGSRKAEMDkwCAi2OrYaDfWqiPzPJcw2NpAsitpV00K6daJK8KXKxmPY1L1dhzo
NqZKz3ITrRj5PTzHKf0211HIJmt7RLWWOOJ9XVJnJuApT96E/dKSKdNzkTdcvwEirSaGGxkjnsf8
SkW0umWVvZTvp93DcGxScxwpHEohMwd5l/eo+/TjxrkvggJ7qEXl27s/Ll0mstYWukyrZQXUllNB
NJLbAGREdhD6YIgZWHErWq9RTIi99ksctfL3lCy066tYPMsixapa2du7pYXDchyjl4xU5D1JllQ+
nuwDVIyZkb5IoUmWlaN5RtLu0kv9YudRtbKEXNtCtjdQxtHe3EdxbFmiX05FMynjGB8T7UqtMiSe
5dmj5S8tWlwIdS1xgjG31l9Nt7W4tQ0JMlupWONy6SSSXCrRKNtThvseI9AtLtL8u6LawT2ia3dD
TbNLa612GTTLiOrWEaTL+9df3NY1QmPdvDrgMj3KGU6JrvljRrKR5NSLJql1qeoRc4JonAhdprlD
GVLgwgGvIAnsMgQSkEJiPPXlRigW/VjLw9IKkrF/UELKFAXc0u4jQeP+S1BwFNqI/MXyjxV3upoo
3jSZZZbS7ij9OWvpvzeJV4vxPE1+Km2HgK8QTrTdStdStEu7X1PQf7BlilgYjrUJMqNQ9jShyJFJ
RWBVb/jz/wCen/GuDqy6KOFi7FUu1fQNM1eSzbUIhPHZTGeOCRVeNnMbx/GrhqgepyHuAcIkQghj
rflVoDlGlu76R4rcWcLGVBwt04elFxWNVdY/T2WQMDU8uW1J+IUcKIvPy28vXetXGszNOb24uLa7
5BkAR7T7AT4K8W/bBJr7bYBkNUnhWWn5aaNay2UyXdzJLY7RvKtrIWURwwqp5QELxjtUUMnF+vxV
JOJyFAiop+U/lqJQLeS4hrZmwlf9xLI8bI8bP6k0UsiOySlT6bKKUFKCmHxCvCF9l+Vvl+y1Ce7t
p7qOO5njuZrINF6BeFi8W3p8wsbtyVQ1OnYYDkJXhU7T8pvLNt9Xb1J5JLVrZ7aQi2jZPqjs6CsM
MXLmXPMvVm8agHCchURTO/8AIWgahp1tp18slxZ211PeiJmA5SXDSuwYqFPFWnPGlOg694iZCaQD
flboLQwW7Xd6ba2aCWKESogE1vHFEswdEWQOYoFQ0bxpQ75LxCjhRreRNLNkLUXNzHwtbO0inRo1
kRdPlaaB1onHmHbfantg4ymkLP8Alnos9zDeveXx1KBoHjv2nDy/6MiLGGEitG3xxiUlkqW78fhx
8Qrwus/y20u2/SBbUL66fVLeS0vZ7lreWd45YxEf9IaH1tgoIXnxqOmJyFHChJPyf8ry20kEs94x
deMUiyRxekGYmT0ooo44R6gbiwMZHcUapJ8UrwouP8sPLkN0Lq2e4t5UnkuYPSdAIpJvR9TgChHF
lt+PE1FGYeFB4hTwqNp+VGgWoj9K7uw8IhWFh9WRVFuWZC0SQpFK1XNXlRm964TkKBGmQeXfL1no
Ni9naO8kckrzsZBGtGelQqQpFGi7dFUDISlaQE0wJVv+PP8A56f8a4OrLoo4WLsVdiq5lKgE/tCo
xWluKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kq3/Hn/z0/wCNcHVl0UcLF2KuxVS1aMyafPGL
g2he3dRdLSsVVI9QV/l64xSXnF15a1VpAsXn+S3W7WIxRr6r7JG0BMbPdM1GYljufiAPbLgf6LXX
mq2vlrUNPmhS88+TzfvoL8CYuoe3jLhk5evThLzHt8PQ43f8K15tWHlm5isQsvn64uGP1tIrn1WA
Mk8McaVrO3L0N3UAj4mrt3Sd/pUDzUIfLl+JbWcfmFM5WUlUJkMcrllKhlNyarWikA04+B5En/NX
4or/AApcxWTRt51uDNHI1s9w01ySZGnjZFlQXQo4WN4/g4VVq9RUi/Ja81NPK19a6W8Nx5+upGu5
YpLe8DtUJEsnqohEzbOkwJNduKnwo3Z+la816eU9bvI3tLXz1KTIpKGMSmVQ6wv8DG5J4r6YK9TR
mqSWriTXRa82ReTfK+s6F9c/SevXGuG5MZiNwHHpcOXLjyllHxch0p075CcgeQpIFMkyDJ2KuxV2
KuxVD3F9bW80MUzcDPy4MelVpsT9OUZNRCEhGRriRaIy9Kt/x5/89P8AjXB1ZdGOed/Mg8ueWbzV
QoeWJQluh6GVzxSvsCanJwjZpgTQfNV7qvmrXL+K4u7i6uZ7tysJq3EkHcRqKL8Pt0zIlOEAbI9P
No4iXq3kXW9Z8ua/YeXNU1A6jZamHW3Z684JVHJVqWY8WrSma/S6saiJkI8PC2xl0L1u+SKS3ZJl
LwvEVkUAklSCCAF36eGXBsLBJLzQA62x8r6yy2TRwwSC2k4FXdnDo3qbqrGrV6Vy65d4YbIU615b
v7OGX/Det3foD6nxFuxkiCyMDG/70D4Su46gEVw3IdQuyIdtAjWC3Xytq5i5CZQIXohlSJWqRIdx
yAIP8reG44pd60FEyeU7V7OFvLmrRmSYtbq0T0MqmU0IMvxfDb1A/lK+OHikeq0EadU0h3NufLmt
Fbi4e6lY28gT1eUinkfUHwtxJCj4aMPHI2e8KgbXW/KlzYKIvLerLCrXSQwGA8zJHGqTKieqx5Eb
AeIbuDkiZXzUVSI0/WtKtb1VTy3rVndNE6Rgx7MkEaGiH1fiPAACneowGz1ChOI/OxdOX6A1lN0F
GtADV+B6c+3qb+HFvpr4PMJtRuPP620cc0+gaukEkJm9T6sPg4qWKS1f4G2oAepw8HmFt11+YUVs
G9TQdY5+u1tDH9WUNKyo0haINIOa8UNO58MeDzC2m+g6/DrMM0sVrdWvouI2W7i9Ji3EE03b7JPF
h1BGRIpKV+ZL+9g1AJDO8aemp4qSBWpzne1NRkhlqMiBTCRULeLzRcW4uITO0LK7JJyoGEX2+NSK
09vfwOYUc2pkLBlXv7kiMjus1TTNfigE+oBjDG7RB2kRwJAeLKOLNvVfwyGcZiLmSQPO0ShIblW0
bzE9vxguyXg6LJ1Zf6jMzQ9pmHpnvH7lEmYerF+jfV5D0uXPnXbjxrWvyzoeMVxXtVtvRi/5haBJ
rvla5sokMsqtHOkCniZPScMYwexZage+WgkctiwIsPFLn8xDZtc2Vtpi262w9LT1kHF4iPhYyKf1
D6c1sexDKpTmST9Xm0E0q/lJoWr6750g1ib1GtrGQ3NzdtWjS0+BAelSadOwzcyEYQ4Yigzxje30
D5huYbfR7u4uGQQx2ztI0oZkoEP2wgLlfHjvmPEbtxeISWthcNDb2B0NWmu2tXiA1hBLcTLEhTkB
yH72PajAdN/tVyb9/wBjWrvdaTDqDzxtpMUzJcvaSj9JlHkRvQmSUUMnw269EpVt96YKKVrWnli5
eJdOXSGhuIyFaX9MqZLSO5cMQAQOQKxjr9oNvSmNnrf2I5qUl9oFpaRXFs+lpp7zvH6ajVOJdVJk
DeotVHCSEtx360r0xop4gq8dLkllhlfSDc87VLhok1UKlZDMyfEGHFhWhpux+Km2P46K1ZnTJE06
UHRXnlYQRRKNXVWgDK1UEhDVThXkdv4p+P2KEHpsek6lp9pHTSpLmP1rC3kYar8VBMwWiGtHWT9p
eVK9Dxwmwf7EDcK0h8tz2lw8s2kzWMY9VZHj1YSKlxOVlZuKLQ8gwQAdgT0rjv8AilJCs9vos0Mk
pXR/gRbm7nB1ggw3UZW5kWlftFBwBG33YN/P7FdK3lueYkNpDS38Usc5RdWd5I0RLiAIh4py4rGX
r16DfbHf8Uu1s+/L7/BYcx6R6X6YS0g+v/V/rXpcCisvA3PUbj/KHffK531ZBNNe0e/vL4SwIGTg
FqWA3BPic57tHRZcuTiiNqYyFqFpp3mW0R44QBHIrI0bGN1o5UtRX5AE8F3G+2YsNBqY7AfckcQW
ateeZRG9vfS8kvn5ugEZ5uhWh+EdemU6mGeG0/4/dv8AJZTl16ovRvLYTjcXy1bqkB6D/W/pmx0P
ZderJ8v1oEWT0H1Knb1P+Nc3XVt6KOSYqSeT/Kurvcz6ppNpeTxxErLNCjMD/rEV7ZGUyKotmOIN
261tLW0gWC1hSCBPsxRKEUfILQZJrWa7J6ek3UnqmDhbO3rB0iK0Q/EJJAUSn8zCgxjzSXkM1xKW
ktpdSu5YrEsxEvmOy/fEgBo5l4dBIoWjfzeG2X/jk1otL6/sLuZzfXVzGIEjLTeYLRY1KPFyqpWo
kEZDO/etP2hgq/7E8iut7q+bU0SGe+X1JuEdv+nrQAAxssAWEry/fAkhetVrjW37E9V/6C89+q0x
s9dJFuVWEa9b8PUp6IH92Dy4fveR/a643Hy+TGirR6T51e5lV7XW0Zgkv/Hai9P4uLlFIhAAV4uG
29GJ6HGx5fJNKF9onnSI3Tw2esx2Q+tSOkOqwmWRpHaVXQIjU3jC8eDH4/Y1QR5KbRun6N5utY2a
DT9TSOQxRC0bWIOEcTwFHeNfSovpM/StSwDe2AkfgJWny95suLizt7iz1ZrO3aAvJLrMBSSih3My
LExfhIgXbc1qKY8Q/AQhB5Z87zWscCWmq2heS3LSS61HOYEEzCQxfByDLF4Hoe9CCeIfgLRRh8u+
a+c8psNQldZhPaxy6vEyKyAjlEPSAjLiRq9aEbbYOIfgJZz5atrm10GxgukljuI4VEsc8wuJVbur
zKFDkeIGVy5pCZYFdiqxoYnkSVlBkjqEY9uVK0+7IHHEkEjcKvyaq3/Hn/z0/wCNcHVl0UcLFM9G
+xef8YTleTo3YuqWZY0tXUUFzA0E8SywuhjlikAdHU7EFSKEEdQcQkpTN5P8qTFjJo9mWkfnIwgj
Uu3IOeZAHKrKCQevfJcR72NKknlfy1IGEmk2Th68w1vEa14g1qv+Qv3DwwcRTTcflvy/HdteLp1s
LpmWT1jEhYMi8VKkj4aAnp4nxx4iqZYFdirsVdirsVdirsVdirsVdirsVdiqt/x5/wDPT/jXB1Zd
EPLJHFG8sjBI4wWd2NAFAqSSfDCxee3X/ORHlnS7q5t7Kyn1KNlMRuFZYk7iq8gWYfQMsOnJWOYR
tkHk7z9oHmuFzp7tHdRAGa0mAWRQe4oSGX3GRlAx5oBB5Mh1J7tLKVrNFku1hY20TnirScSUVj2B
brkQyLBbjXPzeRpFg8v2s60j9KRnij3MJ9Tmn1t+kxWlGPwg+xyyo97Cyv0/V/zbd0F9odlEpuoE
kaORWpbNz9Zx/pH2lolPn9k4kR71sqDa1+c40tJBoFidRM7q8PNOAhCIUav1rqWLDr26DDUL5os0
ibjVvzYWGU2+i2byrByjV2RQbj6wFKClyap6FWDHjU9h9nABHvSbQ41384hEvLy5aPKUqxWWIKH9
RdqG5/33z77nidt1w1DvWyiLzVPzZgiT0NHsbyVo5efBhGqyLKyRfbuBVWQCT6abEbgCPeu6yPWf
zcf6yzaDZxKLhBaI0iMxgIkLFytzTkCIwSOlSQrdMaj3rZWSa3+cCW1k6+X7OS4dGN/GJI1CMJiF
CE3PeEV77/dhqHetlXuNb/NAWrSRaHAsws4SsblG5XzXCRyJ+7uT+69Is6k9O57YKj3rZcmr/mot
3p/r6RZizmmgjvzGeUkSOsPrOAJzsHkkAoGoFqRTdmo967s3ytk7FXYq7FXYqrf8ef8Az0/41wdW
XRgX5y3Vzb+QL4wMV9V4opSB/ut3AYfT0y3EPU1y5F5BoOkQ3WlfWLnQ0eeJB9RHN4zdsVJ3Bah4
qCxp16ZrdXqTDJwxy7E+rYHg/HJpAR/lWa/tPzO0Thpw0ppgkUlvHUh42jIdj27fhvvmZpSDiNT8
Tc7/AI/Hdsyh9T6Gv1ma3dbduMxiIic9A9DxJ698lFvLA7rUdae3WOLzNp0c0CcL0m4i+GRXJJPw
fDRNiMvHD3MN1eTWruOzHreZLCOeS5WaGR5Ylja1pz4K5UA8g6nvt3wUL5Lus0vX54LqJ9S8z6XN
a2/wXircwgiQ+pQNsN+lBUdPnjICtgUA+ala6rrSJAk3mbTWlEjGQNNH8UdY1SlUVjvyFR1qN8J4
e4p3V7vW72tylt5h09GklZrXncR09IyMoANPtAuo+dBgAj3KbVYPMFwZXKa9psscl05h5XEdDC0s
PpopA3IHNDTufHEgdxXdB22t35JlfzTpbQmCgK3UJpIIWHMnjTZ15de2EiPcUboi41m6h1AyzeZt
Oj09ZlZUe4hRuBdiEJK91U9+xwACuW6SoDUNbSO2uT5k042kE3p3chuI+JZVQvGXKleWzGmxFcPp
7kbsts9e0a7uPqkN/ay3oBZrWKeOSQKO/EHlSntlJBZphgVLdQ16zsZ/QmSRn4hqoFIofmRmBqe0
IYZcMgb/AB5oMqQ3+LdN/wB9zf8AAr/zVlH8s4u6X2frRxhBX/mfnNBJZc19Pl6qSAcWBpToT4Zi
ajta5ROO9ru+vJBknem6rbX8XKM8ZB9uI9R/UZttLrIZhtz7mQNpn/x5/wDPT/jXMrqz6Jdq+lWW
rabc6bep6lrdIY5VBoaHuD2IO4yQNMXiupfkL54a6K6VdR39lbjlA8spieNK/wArbCgH7Jy0ZIDp
z+1gMJPJmf5eflfPoN5+mNauhfav6YigClmSFOIBozULNT4emwyBIAqIoJjGmda5HPJpV1HbuY52
tnETrGsxDFTQiJyFc/5J2OQjzZl4/dC5WK7kNjfxyXMhSAN5bs+ZKv8AYALqZeUchUb1oGPjl4/G
7Xaz6nqtrDPBc6fdLo9kheF5NGtZ3EcSzAV9XiNuCsCWY/Zr1JxsfgpVJNOvpLa6mSxupIPVlc08
uWLNI0gHovEvL94EqTzP2sb/ABaKauYtQZLv0be9MMimBY10C0D2qxmK5o0kUifZX4Qpp8XuAcfx
zSibS0u5JoZILO5NpzaOIDy9aKqkSeusqMG+wwQAMDQmh69En8WqFlkuZoY1FvdwiZTLYRQaHZSF
xCytzUchWplRivbid++P45qUTcaPOVexFnfJG5lgaWLy/arGI5VPH7DK1E9cfEN6q3TfG/xa+SEl
tdYv9OuY0sLuRGEAiT9D2vD05WEcxhuVLO7NGzEtQEeIx2H9qlExWmpvBAH0m6+qXEkfORtCtPWE
icllaaAg0E3Jfj5bU9zjf4tV2m2etWOrJfwLqcV+/o211cJoFtGsiOS9Twk+EIKI7Kew60xJFftU
PSdG07zDbXM8up6wuo28iqIIFtUt/TI6ksrMWr75USOgZJP5q/46Y/4xr+s5y3a/998A1y5o2x1T
ybAAJLC4akscnxejLULHQglgNuZJ49G7+GUQy4Bziefl3frbYygOi0a35cj08QppvqziCeL1JEjB
LySgxuWXeqJXcAeHTB4+IRrh3o/fsvHGuSFZW1DW3n0eM20XwkHiqKlFAb4VqACe1Tk8OOeXLeL0
/oYS3OzMuMv6N48x6vKnOm3Lh1p886ijVXvTZ0U8sYpno32Lz/jCcrydG7F1SzLGlc3Oi8jUU+EV
rQYErcKHYq7FXYq7FXYq7FXYq7FXYq7FUNcabY3EnqTwrI9Kcj4DMfJpcczchZRSl+hNK/5Zk/HI
fkMP80LQQd/5bt55oBAqwQryM7L1PTiB+OYmo7LjOUeEcMd7+xBimttawWsIhgQIg7DufE5ssWGO
OPDEUGSL/wCPP/np/wAa5Pqy6KOFimejfYvP+MJyvJ0bsXVLMsaVLVozJp88YuDaF7d1F0tKxVUj
1BX+XrjFJea3Ogag/qND+YT28TiEFV9VwpETRfCz3TMOZ5Mak/EAewy8f1Wv4oiz8tahYSqLvz5N
N6d1DcuszOpMcDyJJEf9I+y7Gh7VXocF3/Ctea228rahb2c8M3nqed7KSX63NK06lPW9NEVuN0pH
FomG5/bbjxajBvyUDzVo/Lc/oGY+drh2uef1ecyzBf3Twu3wC4CEqsMitQD+89gMb8krpvLckt1J
Na+dZ44rhpBHCZ5pBV5GkRFP1kbCKRE+GjfCCrLU1F+S/FKP8I6k0cfp/mTdVkYorlpDydiBt/pA
2AI+nJ3/AEUV5o+fQLs6mWl8+ypaS3DXf1PlJGfRmZJRCsouFIUIgCkDYE0G+R6fStebJPLctpoe
hrbajrw1WSLnK9/MzF2RpOIrykmNFZgooaZGUSTsGQ2DIYLm3nBMMiyBaVKkEfEocdPFWByshKpi
rsVdirsVdirsVVv+PP8A56f8a4OrLoo4WKpa69oenm6iv9RtbSV4TwjnmjiY18A7AnITiTVNuM81
CGaGaNZYXWSJxVXQhlI9iNsm1N38UMtq8UwLQyQlZFXlUqQQQOPxVp4b4gpLzS71HyVaRXUcvl3V
glq6+pSJgSQxVCKygry5lgDQkb0y8Sl3hhQR2o6loMnKWbynrU7AFOK2rnYyytWgk/nBavgy+OAG
XeFNNjWNCmj1bn5a1gSXDwjUYFgLuxZ2KuqrITQEFjQDahpuMbO24WgqPfeW7fTPUfQdTWz0wXRV
miYAKeSzMGMgBDBTSpxuV8+aaC4XmhJCsqeWtWH1GXnbIkD8mYJQPHSTcUgCip8P5qkWe9aQNlN5
XPpqfK+s2iQOZla5heNOYKgAlpaEkkBR3/XIyl3hAAav9R8uCWNpvKGuzSSRKilLd2biEX4SPWrV
RQE0+nEGXeEGu5Wurny1as8J8t6u3rxNEESBj6gBaZggMlS1YR94wCUu8JICPs/M1vYzGK28va3w
5ei7Nbuy/ujHCjLycgqVIPL+UHIkX1CU20zzQ19efVn0nUbMEnjNcwcI6CMOSzAkL14/PImKU6WS
NiArBiQGFCD8J6H5ZFV2KuxV2KuxVW/48/8Anp/xrg6sujFPzF8x3Hl7yje6jbf71ALFbtSoV5G4
hv8AY9cnCNmmBNC3z3o2kR61Ff6pqt7MSh4l0V55fVcFhJIAHb0xTf8AWMr1mrlilGEACT3mhXcP
No582Qfk95qvtL82QaOszTaZqEhhMRrxDmvCRVPQk9cy8kbjfVnjO9PffM8CTaFfQyojI1pIGSYy
LGRwP2zF+84+PHfwzGjzbi8PuIdCuNRuoHk0d7Uv8ds660rpIonljoV4868mY708O2ZIuuv2NZ3K
rcvoen3aJeRaPDNBbQskyHWHjVY7lSFoprUChG32tiaYBZ7/ALFOzUS6Bp8l4bNNIaygnhF9cP8A
pdmUKW+0K7uWB4cFK7GvbHc/gLyaZ9GWxu42GkQ3LqLeSWFNVNOXJJSjOHoBFAafCfiUkjHfz+xK
JSDTIGtbuxfS1vBdSrziXVCXkaUcjSSqV4wk0ZStVFNsd1pBxzaLZvbKE0HkGka4gVdZLk+p6L+i
DUFiF40PfxGHc9/2I5LwdAghjt5ho8MCWsk1sgOtna4dolcgHdXV6bnkKnpjv5/Yuyqf8O3E0lry
0WUyXZhso2XVwTOA5pKRxHwzTqAaUILd8G/n9ikqDT6NZ3doZE0QXUcrXcvFdaYqxlDSSR1FOkFd
/DwO538/sVG6LH5PivGj1n6lNpwE8c8lodRpbyxW0cbRLzo5DKkh5GvahrSoN9Eh6J5Ki8lRyXMX
l5y88BZbnmJlYCSRmpSQKtOQIBUdqZVK+rJONQ16zsZ/QmSRn4hqoFIofmRmt1PaEMMuGQN/jzQZ
Uhv8W6b/AL7m/wCBX/mrKP5Zxd0vs/WjjCCv/M/OaCSy5r6fL1UkA4sDSnQnwzE1Ha1yicd7Xd9e
SDJO9M1W2v4uUZ4yj7cR6j+ozbaXWQzDbn3MgbTP/jz/AOen/GuZXVn0Y1578tt5j8r3mlxsFuJA
Ht2JoPUjPJQfY0pk4So2wIsU+eNNdfK99NFrel3EeoQktbuHeJua0ojUKq0Z7nf6cjrdPPMAISAj
1BAPx97RVc2W/lN5L1fU/NK+Zb62a1sLeR7iOq8BJM9eKxqR9lSa1y41CAgN6FM4RN2XuesQmfTb
iFUMjS27oI1YIWLKRxDMCFJ8TlIbi8sn8t+cYpoLm20rVzcR8Fd01u2RmRI4qRuxiq6BlYU8an9r
LuIfgNZtGponnKN5bb6pq7KU9Jb39NQGRlErAMKxBgeMxbcfsqMFjy+TJbL5a84uIoiddVOclZI9
ZgV1CIqRmQmM8vU9Pl8P2Sxw8Q8vkinLonnZr1bhrLU4vVkieT09WtwyCGHZHbgfUVpJGFKdvA4L
CVkei+d3hjjii1g2sKuY3l1ZI7iVipI5sYwQOUlAGTbjXfDY8vktLpdG89fpOHhaax9WDMnrfpyA
IFkdv3kkRhapQP8ACBXYAY3GunyRvarHZeeE0ZrY6ZqzTHi3qvrVt6wr6isPVCUoqsG6b7d1wWL/
AGLvSB/RvnOS8uFFlrLKkCpaltcg9OQhQokiJh/vWVWcmpoT2rhseXyXdXtdB87m3kBXVJA6RNby
S6rDIUJkYuDTZmj5faBFRTw3BISEx0fy5rt7eL+mLfU7a3kLtcrNqkV1E6mUyei0axgtGeAXjt8D
EeOAyHRQ9AAAAAFANgBlaWM63cwW2tiSe2S7T0CvpSFgKsGAb4SDsd/865zfakhHPZF+n9bEmiiY
Nf8AKqQokmm+pKqKrTmGEfGFpz4V4nif2f2v2txmPHUYQN4/YPx+vq2DJDuWrrvllNKlj/RqNdSG
dYl9NP3ayOChaVuTEov2aU8PfAM+IQI4d9/xa+JCuSXCFr3W5ptHDxQNI0kbMojESsa8aKXFB0Hj
4Y4MU8mW8W2/PlTUdzszTjL+jePMerypzpty4dafPOpo1V7029FPLGKP0u3t5kuvViSTjCxXmoan
yrlc+jbi6oDLGpCeYvU/Qt56fpcvqslPX5+l9g15+n8fHx47+GMeaS8PuIPLN3ctbomjSLChm4ka
0pWMwRCIt8SgD4QGAqaU2rWmTuO/7GugV8l9o11d2SXUGkoksZL7aohjmvgJShCsPhljJ4cagHww
UfxStRvpEulMJLjSJbi/u3KvTWAklxRHfmUVHWnqbUovQmpGHe/7FvZVuzpd3LDMJNLni9NXvLSJ
dVUzJGskUwQNT4lMrCM1Wtd8A2/ATzUJLTQ573VI5LTTIjLMsMl2raoSou2WaJ6VkXn8D9VA5cf2
eps/ikVuvFxozUuY5dFluZlhjsp3GtAuZJGaT1Qo25SRMVoNvljR8/sW14fRhqcdva2ulG+Cy3F7
L/uU9NJZoRxZeTVAMgoy8fs0oOuDek9WrlNMlu5UE+iypJHbW1rBKmqoROQzqxKKGUsrvuG8OmI+
P2KVWaPy8k0d1fQaPLqYKhhD+lqM0NwEcJX4VbjwUMerddsd/P7Frv5taHrEej6jNqNjcaRaXsyt
HdxrHqkjcURZrsD1BIpdCq+n8XCnTqcSLHX7EB615ZvdYvbJrnUXtJEd2Fu1oJVHFHZTz9WhrsOg
pWvamUyAZo+402xuJPUnhWR6U5HwGYuTS45m5CyilL9CaV/yzJ+OQ/IYf5oWgg7/AMt2880AgVYI
l5GZl6npxA/HMTUdlxnKPCOGO9/YgxTW2tYLWEQwIEQdh3Pic2WLDHHHhiKDJF/8ef8Az0/41yfV
l0UcLFM9G+xef8YTleTo3YuqWZY0qGtfWv0ZcfVYmmuTbsIYo5BC7OVIAWRgQh8GPTGKS84uND85
hfS9HWvQjgcvcR6zE0rlePFVHp19Q+mDWlPiYd8tseXyY02dJ85gW7JZavcRmMclk1mBaGKMshdG
iHxO70PgVBxsfgKoLov5ghCr2uruGicba1AGVqFx8RQqeXP0/s/DxrXphuP4CN1e00HzdzkElhq8
IjhLQOdbiaryKgaAcU2Vd+JP8tR1wEj8BQsfQ/OCSvM1vrMjLJJLb2p1iJld2kChS3p8URI19ReX
f4euGx5fJaQeoeXfOE7egtjrsz6dKGtZ/wBNQI0iyh6yCR4aVQDjseVGwiQ8vkggo2603z3c8JLe
11dIZQ5lT9LQxOKQyenw5RqyEvLQ1H7K7bVyII/AZFCXFh55nVRBYa/zkR+S/pmGHh+8VzRmhpyD
MyLX9gbVFDhBj5fJibRcvl/zossc8VnqjTxSRqaaxCizopPxXIWMepQKK034tQdMeIfgMindh+Xy
vpweTVNX069u+EtyIr1WljYJT0fWWP41ToK19siZ79FplOk6aunWKWi3FxdBCx9e7kM0x5MWoztu
eNaD2yBNpReBXYq7FXYqrf8AHn/z0/41wdWXRRwsUz0b7F5/xhOV5Ojdi6pZljSubnReR2p8IrXb
AlbhQ7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqrf8AHn/z0/41wdWXRRwsUtP5keRtEuLu01PW
IILkxmP0hykIY9m9NX4/TgljkaoNkJAXavpmraZqtqt3p1zHdW7bCSJgwr4GnQ+xyRFNaI1OCSey
lgjma2klgZEuE+1GWUgOPdeuAJLAbjyJ5okMjQ+driCJxGCqrM4UxxGJuLPdMw5F+RqT8VD2GW8Y
7mFHvVLDyL5htGQz+c7u5VLqG5YSeoKxxCQvCT6/2ZA2/b4ehxMx3LR70Mfy88yNYR2g893onEss
huAZObrKI1RD/pFaIYmpv+0fpeMdyOE96Ml8gam9qqDzdqMUirIRNHPN8TvBEilg8z1VXjkk4gj7
dKjjuOPyTwqMX5feaVnglHna7ZoHZ2jIlKSNyDAOpuTsKcSo24+BqSeMdy0e9UT8vtcawMUfm6+M
5V1W8ElyzENLHIjMpuSnJUR0qoUEN0qKkcY7l4W7j8vfM8sUiJ5xvomc2hV1ElV+rQtFIB+//wB3
M3Nvcb1648Y7l4T3of8A5Vr5s9D0x51vVk4qBOBcFiQ5arBrpl3B4/CB0H+VyPiDuRwnvVH/AC88
3foy1sV843nOK5lnnvf3oleN0QJFT1mqFZCftU+Lp4vGL5J4T3o/QfJfmHSdYtbqXzLd6jYRRFLi
1umkYvJwYc6s7inN6gU2AAq3XIymCOSQKZhkEuxV2KoS81K3s5oI5zxWfkBJ2BWnX51zGz6qGKUR
L+K90EosEEAg1B6HMgFKt/x5/wDPT/jXHqy6MN/NLXLvRfJV9dWZKXMnCCOQbFPVbiWHuBWmWYxZ
YSNC3iejaF5buNPtri6S4muLpVZyZAAGZ5IyRRQftRHqTmBqdXnjOQiYgR8vIH9LQAm3kLUU0D8x
LLT9MeY2GohIrqGZgQTKpZDsFHwGn45m4JzyYuKdXfRnA709+1a2iuLCe2mLCKaBo5DGOTcXUg8Q
A1TQ7bYImjbdIPN2ttJ+pXFomj6+Y45JYg4tUDNQRMZE5caqxtlCmg65kcZu9mvhU1vdCvrOK7h0
bzBLDeRHiY7WM0W2hkhWpU0q6v8AD4mmPER3LSoP0VJqDxnSPMSehIreu1qPSPGRvsNv8NZST7Y8
ZrotboTTj5eeG0mt9M8wvHcKVgcW8ZBSXkpY8TQqKb9qEeOEzPkoATH61og1LmNI1t7uC5F+0IgQ
spkcjmVDcuB+rE/T47ZHiNdE0mVhqcOgSXFnDpWtXKRHkZFtEdJArrAoRlKk/wA/+r92Rl6u5PJW
m/Mi0hZVm0TWI3aOWYI1qFbhDEsjGhfp+8C/62xpkeDzC23J+YPAGT/Dusm2C8jP9WRV/u/Vr8Ug
+HjsWO1dseDzC2ryed1jkVToup8XQNE3oKObty4xpVwC1EJ64OHzSoxfmAZU5p5c1riqO8ga0AZS
lRw4893amy+Bw8HmEWyPTb369Yw3f1ea19ZeX1e5T05k3pR1qaH6ciQlI9ZgvLvXobO2k4STKqoG
fgtST1JOc52lxHOIxPMDqxok0Fa38q3UsqRnUgheG2loSpJNzIEPECQ8lj5bt3PzrmNHTzJ+voPt
+PRmMR70Tc+RKSxwyamWndC4hMYZwNwdhK1OJWjMaL4E5OeiNgGW/wCPP59GRweaSaRr01iwhmrJ
bVpTqV/1fb2waLtGWL0y3h9zQJUzX1U/Rvrb8OXPoa04V6dc6XjFcXSrbuiR+b/LkPmPy9d6TK3p
mdQYpSK8JFPJGp8xvl0ZUbYkW8HudP8APnl/09Nk0ATCD93DOkE0yvRmYFXRqblie3XKsmix5JGR
lIX5j9Xk08Mh0Zh+W/kTXLrzDF5o1+zXT1tUpaWgDI7vQqrshZioVT39tsthAY4cEST72cY1uXq+
v1/Q93/d/wC8slfV5+nTga8/T+Pj48d/DIx5theHmLymHjkKaUur2zrHMETWGCSKCLX01egdeCDk
COJpmTv8Pg1gD4tI2iWMN68P6DS3aWKMErrf+9MBB+L7VFBLU47HavTHc9/2LyR13Boks7XUr6Wt
9KIUmmpqwCsZlVTGpBX+8jYioO/XauRF/imRQaW9hZRWyctHtpHt5KPTVzzqkxcry5AIUmo3Ja/E
1KUXJXff9jGqUbw6Nb2MVzLFpE0U4i9XkuqhY0aJxbuo5BvT9RW348qEVFcRfn9inkr3mpWFqxuI
E0p9QgZ55g36YKBroi3vJl5MFKH4R47Gg6YAPxsp+1fK/k+W5hvUOkut3KsbBRqys8U/qROFpQeo
37xVLUA26bY7/ilNLbhtFtbd2DaRCUjEM4ZdW9LjCrW0igr+8JDzFR24nvxx38/sU8lG4j0NGaOI
aZYPp08rSRXCas5YxNLJb1PxHiV9RmIbfw6Yd/xSo95/J801uL4afF6jEagVTVA8tqqi4JhArQmA
xfb3rX2wUUkh7Boh01tJtX0wU0+SMSW3wutUf4g1JAG+Ktd8oPNkl+taDeX14J4XjVOAWjlgagnw
BzS6/s+ebJxRIqvx0YyjaX/4S1L/AH5D/wAE3/NOYf8AI2Xvj9v6mPAUJfaJeWbwxtxkeckRrHUm
q08QPHMXUaDJiIBomXKkGKe6N5djtuM90A9x1VOqp/U5uND2YIeqe8vuZiLIf+PP/np/xrm26tnR
RwsUz0b7F5/xhOV5Ojdi6pZljSt1C2jurR7Z2IjnhaJypHIBgVNOtDv3xCSxkeQ4gXK65rC8hGqU
u/7tYwBSOq7cuPxeOT4/IMaWt5BDTmU+Ytc3QJ6YvSE2j9OtAn2j9qv82+PH5BaTjRdFOli5H6Qv
L8XEhl/02US+nX9mP4V4r7ZEm0plgV2KuxVTFvAJ2uBGondQjyhRzKqSVUt1oCxoMVVMVWNDE7o7
orPGSY2IBKkih4ntUbYqvxV2KuxV2KtFELhyoLqCFbuAev6sHCLvqreFVb/jz/56f8a4OrLoo4WK
Z6N9i8/4wnK8nRuxdUsyxpXOoULTqRU4ElbhQ7FXYq7FXYq7FXYq7FXYq7FXYq7FVN7m3SeOBpVW
eUM0cRIDsEpyIXqQKiuKqmKuxVW/48/+en/GuDqy6Me85+ZI/Lnlu81ZlDvCoEEZ6NK54oDTtU7+
2TjGzTAmnzs+seZPMU0uoalrUkAaVYYiWkCerJUqipHsigDrTJ5soxmhHiNX8B72njJ6sz/Kb8wt
bg8wJ5a1m4e5t52aGB5W5vFMtaLzO5VqUp45KcQY8QZwkTsXtesQ282m3ENyzJbSW7pM6EhlRkIY
qRU1A6ZRHm2l5VeeUfy6e4ljk1fUYTJFBLKsQijjKrb+nGeKW9B+6lNaDucyRx9zVsr2PlD8u9Oj
W4h1K/eOK8trscirj1ojMI1P7no1Xr36dMB4z0TQWL+Xf5dy26aCNR1BSl5IwB4B/WkCRMpYwU4/
uxjxS5o4RyaXyb+W145j+v35l1V24J8K8WafnsBDxXiwYCvRWb6H1j4J2U7j8vvy6t7t5n1DUVmW
4mRuHorGssQDyBUSBY1C7U4gU7dBRBkUUEWvkX8tibnTYLq8ieK1e3ulVuVRazLcSOecbguWTenw
06DBc+aaHJzflv8Al1PJZ6fFPeRTalBFLC0fAc444gqk1iKqx9NmLABiWapoaY8Utz3LQdB5b8gS
TzQ/pO/mudWVonlPBX5y3aS81KwrxImjFB9gbkDcnCRLu5LspDyf5BihuGGs6l6LItxPGBEAI5w6
ClLccQReOKD+b2FH1dy7J/5B0zylokxtdGvLm4fUIVdVuAlOFvJIuxSOPfk7dchkEjzTGmb5UyYV
+YH5naV5ViNtFxvNZdax2gPwx16NMR0H+T1P45ZDGZMZSp4zonnbzv8A4kl8y28DarfycbM84pZY
lNy37qJViK8SxUhFB3365fKMaprBldsyk/ND834qep5XVK+pTlY3or6H971k/wB10+Lw75XwQ72f
r7neUvzq806x5l07S7m1sUt7uZYpGjjmDgH+UtKwr9GGWIAWxjMkvb/+PP8A56f8a5jdW/oxD8zP
L91rvk2+sbQFrpeM0EY6u0TBuA92Fae+WY5UWBFinjPljzdpWk6LFp1201tdQTM0wWOtRzqVNSKV
6HNX2h2bly5jOIBBHe0A0mXkfTpfM/5nfpuxjddLsnSeWZ1oOUcYVV8Ks4rTwzYaXFLDgjCX1ftZ
wG9ve9SlhjtJJbgxrCkJaUzMEiCgGvNiKKtOpwhuLzW+vrxrgpC3lZoYxOs8xkV2jENBBE3N0+Lg
g5bU+E7rtlwPvYU3JrF8I1QzeVY7eSKOZRJIWUyLCWbZHPL05WrypTga1rj81RUmpapHW6E3llr8
g1nErBUkRfikcsytxWStaVbB5bpUZLm/txLcG48p1Vg9q8krxrGFZlIYivRiu/jX2w370LbjV9Qm
gmBn8qpMJ7o1lkZkJAT94xRiVJTl6nKh+ziPipVI9Sv/AN5PDfeU2uLozCNxI/xpLzChmDEsWdPj
p4MO1cfmq39Paut3Fdz6l5REMYK6fOJ5BIIw4VgGLU2jLCi7VpjXTdbUWvb21aFje+UoGgjYKzuy
UulYsVRjx/do1DseVeuN3/OVue9vhJxa68ptGkaLeR1k/u46epxoT9ii8R2rv2q371plPlS3t7my
ae5Gk3FyjNGkukisIhYiRFNSxDNy5EdN8hInzSAyPIJeH/mb+UF5DNca5oPqXcEhaW7s2LSTITuz
oTVpF8R9oe/bIx5ehapw6hiWg/mF5isLGHTbPT7G5+rXVpfQP9SQTLJYsGjJaARlq9HdquQT8W+T
liBNpjlIFAJ7dfm3+YtzMpk0yAWqRGFbBbSVYKc2aPkA3JxDzIjRmKAfs9cgMEO9n48+5j/5d6bq
MfnjRXktZkRbpCzNGwAHuSMsyEcJaoA2+pv+PP8A56f8a5hdXI6KOFik2p+TfKuqXBuL/Sra4uD9
qVoxyPzIoT9OSEiFTKxsLGwt1trK3jtrdPsxRKEUfQoGRJVU1O1W7sZbYlCs8LRHmqyqOQK/FG2z
D/JPXEJLC4Py8v44ysmp2krs4kdzpVoC1aGQEb/bbmfbmcs42ICJ8v8A5dabYQrHqottXMAeOzZ7
SOL04ZAA0bKC6yfZ2ZhUDbpglO+S0nc/ljy7Nby276bbCKdXWQJEqEiSvP4kCsCancHI8RS6Tyv5
ZlXjLpNnIpBBD28TVq3I1qprVt/njxFabXyz5bXlx0qzHMsXpbxCpb7Vfh3rTfHiKrY/K3liLj6e
kWScPscbeIU+10ou322+848RRS1/KXlV0VH0axZEJKK1tCQCxqSAV2qceI960uk8q+V5QFk0eycA
kgNbREAsasd17nrjxFNKh8vaAZmmOmWhmYktIYI+RLUrU8a78R92PEVRFlp2n2MfpWVtFaxmlUhR
Y12FBsoHQbYCVRGKuxVj1v5H0S080/4jso/q13JE8VzFGAI5C5B58f2W+HenX55LjNUit7ZDkUux
VW/48/8Anp/xrg6suijhYuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kq3/Hn/AM9P
+NcHVl0f/9k=
uuid:c30d398d-a8f9-9149-8893-718651e50286
xmp.did:9d191829-fa31-4d7f-9f07-724998f37423
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a146be8e-63bb-e641-b24f-1ea521fa0e74
xmp.did:6ae23099-f331-4fee-9c0d-f61a654c31e4
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:361d14ca-51a3-49d3-ae1f-a9c7cdd51cb8
2019-10-09T15:35:38-06:00
Adobe Illustrator CC 23.1 (Macintosh)
/
saved
xmp.iid:9d191829-fa31-4d7f-9f07-724998f37423
2020-11-09T14:36:35-07:00
Adobe Illustrator 25.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
8.500000
13.999431
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Neris-Light
Neris
Light
Open Type
Version 1.000;PS 001.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
Neris-Light.otf
Neris-SemiBold
Neris
SemiBold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
Neris-SemiBold.otf
Neris-Black
Neris
Black
Open Type
Version 1.000;PS 001.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
Neris-Black.otf
DKLemonYellowSun
DK Lemon Yellow Sun
Regular
Open Type
Version 1.001
False
DK Lemon Yellow Sun.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
C=25 M=5 Y=5 K=0 1
CMYK
PROCESS
24.609375
4.687500
5.468750
0.000000
C=85 M=43 Y=18 K=1 1
CMYK
PROCESS
85.156250
43.359375
17.578125
0.781250
C=100 M=76 Y=34 K=21 1
CMYK
PROCESS
100.000000
75.781250
34.375000
20.703125
C=59 M=0 Y=100 K=0 1
CMYK
PROCESS
59.375000
0.000000
100.000000
0.000000
C=76 M=49 Y=17 K=1 1
CMYK
PROCESS
76.171900
48.828100
16.796900
0.781300
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
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 612.0 1007.96]/Type/Page>>
endobj
13 0 obj
<>stream
HWMIׯ}rfFfd摝]-Ƴp@1a>EdUewHpA#ԫʏo=oW_?KR5l!Wa?57ֺ1yV5ղ.?DL[^ךUbY>ۆ%ˇkLepFx%77ӵKݪqaX/uSx% k?R'~^?ˁ;P=NȯxZV
s@`!Wm B 3RCj.t!j
&l)D9QV|[Gx*'wSbxXǧIbI|'1l$N!ONµQDa뉑76o^MOQV2hc$?S4oLT!pZ.ױ~~07(ek]Dq>u[N+p'wlg,^F8B #"7cE\WՐPD\2%.q7D0$R5[Dpդb(ȍ!ĩ}KO9D4D1Ά:[3pZIjX`;dC E
ɓjm?y~nRL+KW-4F[KƿV2w뙃BJa""4tFY ,,ܕTg"iGHBre$o)wswEßv&[AKPULZ2;Ab܁k19!^&EvuD>
zNݦNZ:orю
HB{H16r֣^t9:
5wLe:V
w;I`xpl93[2尠'$2Ql^%?}nBpZ DͱoYY L!fC2mXBP$#,\7LUSf(U/AYe$j4HLSLs6+D,LF+G5HtUa2BsDxUD2*(8Q'ƀO
8R60+fJ*?6'q87`r=-8
aЊ/
Fhh uAVs,+)⪹gX~~tHGfmx#S@qTmePQEGHU,2B꒛PԩkN(u&%Qܙpx0PHMGUL'{}z@VS,2S6y~YWɅ`?iG#5~v:r5GE 6ߜ^P,ج
6Z%Z &Z=Xy;m;{J2BF2уO!VWH^ Ru
3[Xo;ٴ;=-cA}tCtJ؈Rd?bQo,%!(Xi:%sϒm( .dWˏ=cϿF0= :J/߭Qb[z"y 3xtsBhD%~Z7*JשPnxѪ3ACQ@#O9 9lN2EË_0/
z9=aeAΜxSB1ެ/OxOm|ӌ <[ J@/ɚYX}$;D?JVg0n<Jxfa~9ʗǙ^YLL RC8(m3ȕ\XGNSO%ZD /ď#Z!rPٳl nP%g"e*2L"|$_+9D'MtŸ+~DW)Id6O"-HBp.c[b|
aЁY @hB*j3{q8щIg3vPY$niC-G
K}4+"hЦ0'dŋy*
6#yhU2:0[o_['9e9R|HתD-I0akB59eY^fZG2=Abt>'n!8Қ
4-\GM5sa_]x<^jOͮ-.dv|2&,?6X%5[DлNf+5:ڕTc*wNV
|QԌԓ0K
)&2 %~c_҉*˲v"cŬ9{6C"뾹%F+(=r]hB74c"r;9[Qq2R˛!`ySS?!փG^!7J(>N^ʞ[9PLA(w2ˌO}ybew8HѤ*ѵqbBۇX f$}vm#V8sW9cYa
65r8o0ꪂh6B0OPYY~86\BA_D.7OTR17Z)?z/~߾Fz߽{5jޫwy]W?~?>j!CinG=T H