%PDF-1.6
%
1 0 obj
<<
/Metadata 2 0 R
/OCProperties <<
/D <<
/ON [3 0 R]
/Order [3 0 R]
/RBGroups []
>>
/OCGs [3 0 R]
>>
/Pages 4 0 R
/Type /Catalog
/OpenAction 5 0 R
>>
endobj
6 0 obj
<<
/CreationDate (D:20221028163811-04'00')
/Creator (Adobe Illustrator 27.0 \(Macintosh\))
/ModDate (D:20221028163811-04'00')
/Producer (Adobe PDF library 16.07)
/Title (STC Data One-Pager)
>>
endobj
2 0 obj
<<
/Length 71494
/Subtype /XML
/Type /Metadata
>>
stream
application/pdf
STC Data One-Pager
2022-10-28T16:38:11-04:00
2022-10-28T16:38:11-04:00
2022-10-28T16:38:11-04:00
Adobe Illustrator 27.0 (Macintosh)
212
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADUAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8Aht5/vXP/AMZG/wCJHOxj
yednzKlkmLsVdirsVdirsVdirsVdirsVdiqL0zR9W1Wc2+mWc97MBUx28bSMB4kKDQZCeSMRcjTK
MDLkLR915K822sD3E2kXQgi/vZVjZ1T/AFynLj9OQjqMZNAhmcEx0SXLmp2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxVVvP965/+Mjf8SORjyZT5lSyTF2KuxV2KuxV2KuxV2KuxV2Kpr5a0VNW1MQzyNDZQ
RtcX06LyZIYxVuC93YkIg7sRlWbJwxsc+jZix8Rro9btLK3tLeS21HT47ewiUPa2Cyv9ViBUMRcQ
kRyTXUQBMomryB+Giih5ftHtWOAijxZD8/n0ielPQaLs+WbYCo/j7fessbfy2JAlulvHOssrRy2w
a2mTncevIqyxvyoPTWJe/EgAjc5rsXb+WR9UCY7ct/LlXxc7N2IMYu6PntzYj5p0RdUsbzUoYma6
sGYfpEIsaahFEFEzlVoomjJ5njXklSSSvJul0uvicgx77jr0Pdu6fV9mzGHxdvgd67zXxYBm5dK7
FXYq7FXYq7FXYq7FXYq7FXYq7FVW8/3rn/4yN/xI5GPJlPmVLJMXYq7FXYq7FXYq7FXYq7FXYqzb
8taD9IkBGPqWAlWQKUMRu0Px82RePqiPlyNKZhavp8fu/tcvSdfh97ONb0+91u9ks7WdVaNpJneS
Rk9QicoVjdGnViByUcweNVIanXlNDp71WTLkFgGh8v1U9FqM1aeMIHc7n5oWz1GHy5f3K3CrGkYQ
XVzbpQSXALMIkSRfiCqyluLca0FSGNc7UYcWMCQ2MjsP0+TDFPUak0fVwDmf28/v7lLQdXXUtM1d
wPTgkvpXtYCfiEbWU6zsy8f2o1PqGoFfwpyR4c+Mdaj/AL7uvpTk4gTpshPIcQ69DDvrre1d7yDO
weMdirsVdirsVdirsVdirsVdirsVdiqref71z/8AGRv+JHIx5Mp8ypZJi7FXYq7FXYq7FXYq7FXY
q7FU78n6u2m63HUO1teD6rdJG3FykhFGQmgDxyBZEJ/aUZRnhxR927dgnwy97ObZLuV4Lq7d55Jq
zXF7csOUqtxHxAMf50j3Zea9KCjZphOOPHxyr4bc+75B3YxnLk4IA+XXl3/bf3UhtY8sa9d3yNqk
9np9iwpbqk0U1Y6igVYtmdwTXpU+AGYGTW4uLiAlKfTl+gk86Idtp9Lm4DAUI3vsftsAVVg9Nweb
XmrWLTQtBTQrWIW96sLWwgqTIiygC4uJwQOEk6/AsZ3VC3LemZnZulnkyeNkDre1NVjxY/AxG+/9
X6z1LzXOjeadirsVdirsVdirsVdirsVdirsVdiqref71z/8AGRv+JHIx5Mp8ypZJi7FXYq7FXYq7
FXYq7FXYq7FXYqnUHnTzTBbC2h1GRIRXko41cE1IkNKuCezVGY50mIneIbxqsg5Fs+dfM/FhFfG2
LAqz20cVu5U9RzhVGofnkY6LDE2IhnPW5pCjIpISWJZjUnck9ScyXFdhV2KuxV2KuxV2KuxV2Kux
V2KuxV2Kqt5/vXP/AMZG/wCJHIx5Mp8yyn8vb7y7byaouuWkFzHHaNd2XrhKm5tviSKr9VlqQyjr
tmNqozNcJrevgW/TyiL4h0ZpfWXke702/trf9DxXFzEU8suskEbmMwozm5etEl9RaKZSGryA2zDj
LICCeL+lz+zy9zlSjjIIHD5NlPy7+qeYI1XTZJxLNHYxj0F9T0tOQUilJBjX6wGZWXZmFO+N5bj9
Xnz/AJ36lrH6uX4Ch5Itvy4l8oWUWumyS9uCI3nJhFxHI12/B35HlwChedf2PbJag5hkPDdfs/Hx
Y4Bj4BxVf7UTrFx+X/6Z/R+lw6YblLKSaxd0s/qTXnxCNZZid/hJ+CQ8K8cjjGXhuXFV787plM47
oAXXlSwR/lz9R19FXTnuWlm+qxD0QGkXT0Z0glYho4xc8zGV2NOI643muP1V/wAe6/DmoGOpcvwE
/fRfydZrm5S70tTM1nK8JaHjEllKjXCxgE/36VqFHxb5R4mo2FS6/by+TYYYfL+xjjTeSYdV1U26
6RPp15c6XcWTNHAfTivHC3iIHCsixhT8JAKDsMyKyGIvisCXf05fjq1XCz9Nen7ea69g8hUiCLpX
6N+s2X1Z0aH6ybk3tLxZqHn9XEHKnL4OPGmMTl/pXR91Vt8b+KyGP+jVj791PV7b8uP8S6DJphsv
0bcPqcl9FIYeMbBCsaSb04eopMPLsRTDjObglxXfpr8feiYx8caqt0j85waMNT8uG0h01BJxW60u
3ktvTTi6L++vIGKuktCQ8jclFa5dpzLhlfF79/uPc15xHijVe79rLL/TPy+ktNaE93pEN9qtuI9L
t4xbK1nLDFJNw9S35Qhi7IpkqOY2ry2zFjPLcaEqid+e/wA9/g3yhj3+mz7tnNL5CurzXLWwg0xZ
LRLYWLyR6bHGzOKyGKSYqsg2+LkajtjWUCJPFvd/Un92SQANvckf5YxeQp/L13H5jNnHei4e1geb
0vU43qxxLJV96QFWYN2rWoy7WHKJjguqv5fradMMZieKrtMdU1DyTB9fawtdHYLbaq9uGitpP31v
dhLXjUftxElV/aG+QhHIasy5x7+o3Zylj3oR5Hu6cki/MOLyQulXZ0L0PrY1SIH0zD/c/U/i9H0z
Uxc+v+Vl2lOTiHFy4f0/e1agQo8Pf+hlq2fk5tOmYR6LBqBtoBb2AbTJDCysVdvrDv6UwkA5Vc8x
37Zi8WS/4qvn6vu6fc5PDCv4fsY/ZWegXPl2OztRoyw3OkenHNcPbLe/pfkHkDSSH1IxRG4kkJSg
BqcvlKQnZ4tpedcP4+LTGMTGhw/T8eJkV/H+WBt4ooF0p5kmhEqr9XQEJeQxyyerUEhUD/B0dTyG
wzHic178X29xbiMX9H7O9huvnRrT8ytOaKPT20d5Y0ZFFlJbeg8zIxkFuWj2Q1q/xDYntmZi4jhP
Pi+N/a42ThGUVVfBk+ln8trm/tpL9NOjmI1FSirax2vCO7VIDINvj9Jfg8RU5jT8YA1f8PffLdvj
4ZO9de7vY7qsHlaP8zrFbkWQ0E8ioia1+rdZfR9Y2hZePPjy5/Fx67ZkQM/BNXxfG/taZiHijlwp
hpeneW5NJ8wR+YptGt9c1Eehpq2xtvTia3t2mDxtByii5uyKTVeVCK8tsrnOfFHg4uEc7vv82cYR
o8XDxFZrXlTRpx5kOnz6Mou2sm0Wl5ZIVRP96OIMg9OvfpXDjzyHDfFtd7H4InhieKuHeq5PLCKG
nhmzde7FVW8/3rn/AOMjf8SORjyZT5lSyTF2Kp35b0Cz1ZmFzfx2AWe3iV5VlZW9YsCq+lHKefw7
VAXxOUZspjyF827FjEuZrknUH5WatNY2d4L60RL4r6EbOeXxRGcAkDip9NTsxHxCnhWo62IJFHb+
xtGkNA3zQ9v5E9a/aJbnlb22pQaXeMB8fqO6RSyR1FCnqMeHelOQWoBJ1NDlzjbEaezz5GlS3/LT
UrueSK0vLeUEIbVj6iCUyxRSRrVlCo0n1lEQORyatOmA6sAbg/i/1JGlJ5FbB+WmrXGr3Ok297Zy
3dtHHLtLRHS4r6BRyOJ9UtEF95Fr+1QnVxERIg0fwf0/JA0pJIBH4/H2tL5EFrf6QNQvYpLDVFml
SW1Ys3pwxCbup4l1cDcbGtR4v5mxKhvHvX8vRFnYo0flRqFvNZrqN4kMd7G7p6UUszoyBhwkCKVQ
tIvFanf5gjIfnQQaHJmNGQRZQDflzqSymE3duJiUit4z6gM08rTJHFHVB/ePbMEc/Aajfwn+bHcf
xX62B0x72rT8vL67gvLi31Gxlt7FpBPIstfhjBfkAQDvFHLIF68UPegJlqgCAQd/x+ofFRpib3Gy
YRflLq1zPKtvdQJGkskYMpkA4xzyW9fU4BCeURJUfFTemVnXRA3H4q2f5MnkUT5Z/LGw1ryzY331
mePUdUNxDZKF/wBHFxCXKLI/CgDrER9uvKm1K0jm1hhMihQr3pxaYSgD1KJtfyw8v3cVhcW97dSW
V7fXVoLniAgjtvV4yFuHAc/R7tXfocjLWTFggWAD86ZDSwNc+aE1b8uNFtlnjttQma8TUIdJihlQ
KrXF0Fkhk5Af3XpF9x9ogEbNk4auR5jar+X6WM9NEdetISP8sbmWzlZL6MXkHqyyQskqloIoreQ8
UKB/UH1n7DCrbcckdYL5bf2/qY/lNue/9jrH8qNXvOax39oskchSRHZ1oPWlgDbqP27dqr9oDtXb
GWtiOh/FH9Kx0hPUIew8i2975TXWY7/jdOJWFu0bhKwLcSPHzAILGO35DsK75KWpIycNbf2frRHT
gw4r3/tRs/5Wy2drYi9vgmoakxS3gVGKRkBiPXkI4rX0ZQN+wrxHIrAayyaGw/G32MzpKAs7lAaD
+X15qltqsrTCJtOEyhArsS9s8XqhgFNPgl+BftO2w6HJ5NUIkef6WvHp+K/JGab+Uut6hIYoLu3M
qy+lIp9QBAZpbdZGJUUUywEU+0PCu2Rnrox5g/ij+llHRk9Vmq/lhe2kiSW99DPZzTNHA5DiVkWG
SYt6XHlusDcV6tVaVrsw1gPMb/j9az0pHI7MZ8w6Yml67qGmozOllcSwK7CjERuVqRtvtmTinxRB
7w4+SPDIjuS/LGDsVdiqref71z/8ZG/4kcjHkynzKlkmLsVcCR0wKuEkg40Yjh9jc7b12xpbLXJv
E9a/T44rbuTUpU0qDSvcdMVtqp8cVbLMQASaKKKK9AcVtv1ZenNu3c/s9Pu7Y0myvt7u6t50uIJW
jnjIMcikhlIFAQe1O2AxBFFRIg2FKpGFCq93dOkSPK7JArJCpJoisxZgvhVnJPzwcITxFYJZQoUO
wUbgVNK4aWy4SyheIdgo6LU0xpbK6C5uIJ454ZGjmidZI5FJBV0NVYHxBwEAilEiFvqScufI868u
VTWvWtcNIstK7rurEdtjTrt/HGlt3JqUqaeGK236klQeRqKU3PbYfdjS2WlkdfssV3B2NNx0P0Y0
oLld13ViO2xp12/jjS22JJBSjEcTVdzsfEfdjS2VuFXYq7FXYq+zP8KeV/8Aqz2P/SND/wA05xPB
HuD1f5rL/Ol8y7/Cnlf/AKs9j/0jQ/8ANOHgj3L+ay/zpfMu/wAKeV/+rPY/9I0P/NOPBHuX81l/
nS+Zd/hTyv8A9Wex/wCkaH/mnHgj3L+ay/zpfMu/wp5X/wCrPY/9I0P/ADTjwR7l/NZf50vmXf4U
8r/9Wex/6Rof+aceCPcv5rL/ADpfMu/wp5X/AOrPY/8ASND/AM048Ee5fzWX+dL5l3+FPK//AFZ7
H/pGh/5px4I9y/msv86XzLv8KeV/+rPY/wDSND/zTjwR7l/NZf50vmXf4U8r/wDVnsf+kaH/AJpx
4I9y/msv86XzLv8ACnlf/qz2P/SND/zTjwR7l/NZf50vmXf4U8r/APVnsf8ApGh/5px4I9y/msv8
6XzLv8KeV/8Aqz2P/SND/wA048Ee5fzWX+dL5l3+FPK//Vnsf+kaH/mnHgj3L+ay/wA6XzLv8KeV
/wDqz2P/AEjQ/wDNOPBHuX81l/nS+Zd/hTyv/wBWex/6Rof+aceCPcv5rL/Ol8y7/Cnlf/qz2P8A
0jQ/8048Ee5fzWX+dL5l3+FPK/8A1Z7H/pGh/wCaceCPcv5rL/Ol8y7/AAp5X/6s9j/0jQ/8048E
e5fzWX+dL5l3+FPK/wD1Z7H/AKRof+aceCPcv5rL/Ol8y7/Cnlf/AKs9j/0jQ/8ANOPBHuX81l/n
S+Zd/hTyv/1Z7H/pGh/5px4I9y/msv8AOl8y7/Cnlf8A6s9j/wBI0P8AzTjwR7l/NZf50vmXf4U8
r/8AVnsf+kaH/mnHgj3L+ay/zpfMu/wp5X/6s9j/ANI0P/NOPBHuX81l/nS+Zd/hTyv/ANWex/6R
of8AmnHgj3L+ay/zpfMu/wAK+V6U/Q9lTw+rRf8ANOPBHuR+Zy/zpfMppkmlIvOM3m+HTIpPKsNv
caj66rJFdGkfpSKyFyQVP7t2SQgGpVSB1xVhS+Y/zxhv4bdvLlvcW91cW8kt0ZEAtYJIoZJ4uCyK
ZDEzSRhq7kV3FKqVeXzf+bdn5kj05/Ki3ukz6hPDHqaSKCLX15PRZ1Unh+4UfEwp0/aNMVUtH89f
nDesjz+R0t7ZrR5w0lwI5DNwJjjMb/ElX2IYVxVM4df/ADWkl1CJvL9ui/o76zply0igfXDaxv8A
V5UErHa5Lp1Ap32qVUJovmf83pfK2pPqnlhIdctLO1/R5WaMi6uJRSd/TB4p6X2inLelB1GKoW38
4fneY4ZZ/JcC1RxJEt1GW9QMAtaP8NeJFRUDly6DdVEav5l/ON7CKXTPLcEV0s+mGaF5FfnDPEXv
lDF04mKQCM/D0NRXsq1c+bvzkj02K8i8oQy3MqRhtO9dA0cnrXCyM0nqU4+lHCwFOrH6FUbd+ZPz
UVxHD5ZiYw3t1G0iXCFJ7aCANA45kFPrEjGh340oRviqWW/nH87pbuFX8mQQ24SeSZmuEqxRXEMQ
/eHg0jhPi3oD9yqIj80fnG+kvqA8rwpefW4k/RTyoWFsbVjI6yc1BpPxNDvQlfcKql75o/Ni0eQQ
eWFvkkvbhFf1Y0ENqkcZhYKH5S1YvU1FabU5ABVbH5r/ADgns+S+VLeC4lF2iCWcfunhtRJAzqG+
JZrgmMUYU470qMVatvMf5vs+oWlz5ejihQTSWmqo8cjlPrgRVW25rV0tWZ1DOORAHWuKqFrrf513
fmWOF9IisNDiljhe6lWFmmjWZRJOUWZ2j5REnipNKdcVRWr+ZPzktNRmi0/ytaahZtJItpN9aWI8
FuZ1QyhiOBaARNtX6C3FFVWHzB+bL3E0cnl+3hT07OeGQuHAMr2wuoDSQVaJHno37RX5clUPpnmb
84X8t6i175Yij1uxhsmsR68ZW9d3H1qqghYuKA7cuvTtiqhb+a/zsSzlM3lCCS7N4qRg3MYjFs7S
/GOLV+BVj677+9FVXSeavzra8lRPKVukFvDE1fXjb15zLF6iI3qURRH6m5B7eG6rcvm385H0qCWP
yhFHftcN6kX1iMgwxOhCmrngZU5/FU022riqqvnD83W1vT7ceTYl0uYWZv7xrlaxeukZuAorU+i7
sPs9vpxVlfk+98y3ukNceYbIaffvcTcLQMr8IQ5EYLKSGNO+1etMUJ5irsVdiqReb/L1/rdjBDY6
i+mXNvJJNHcRjkeZtZoYqioFElmWT/Y+O4VYrp35defoob2K/wDPFzdJcwT20QWIoY/WhKJKG9Qs
Hjko9QfbbFNqaflv5/ij1aCLznILLUIrlbe1aAN6EtzdeszCQsXNYi0fUca8hituuPy4/MV7l5U8
9TiJJ3e2tjbhVWIoUWMsrhtgzDluf2vtYrbX/KtPPtzpN7Zap50nu5p2b0Z1jMQVHt7mBkZI3VSt
bhJKeKfLiraI0vyB5/tIdZNz5zmvLq/SKOwkeNlW2SKXmwCh6cpELIzihFajoMVtDr+Xf5orb3f/
ADv831qaogf6qvBFPEn4WdgGJU7joDtitplpX5f+YbfzUNY1DzJPfWUN3c3Vpp3Fo1jS4DUjJV9w
rPXpTboBtitpYv5XedLGLVYdC84zafDf6j9dgjMXrGGE1HoiSZ5G+zxFe/EYravB5C/MgDT47nzv
LJFb3pnveEHB5rUrCBbK3IlaenJ8Z5H4q+NVbc35efmC9mo/x1cx6jwVJLwQKVYxzXEgPo8lQcln
RW7/AAdcVtdL5K/NBYYYYvOXMrA8ckzwcW9U3KzK9FJ5cox6Zqw4/s7EjFbQNv8Alj+ZR5ve+fZ5
7gIFt5VhKqrCeObmYhIIztFxAIP2juRtitovTvy//MeGC9iu/PU0zXNv6VvMsHxW8v1lJfUQM5Df
uU9OjeNRTeqtrNX8j/mq1oYdL85H1ZXsQ08qCMxLBC63boAk3MzSsJAhIA+zWgxVU/5V9+YSeX9N
06HztOl9bTzTahftEXe4WaRXCCr/AAiMBlUdN+m2K2i9U8l+e73y/faevmv07651P67bXot6elag
ApbBef7Mih613+z9k4qluh/lp54srTXLPUfNb6lFq9hcQrI6shS9uU9P1uFWoEUbcX3r0FKlW0MP
yz/NVmDT+f5JGSRpIQLdlChlK8PhkFRRjud/Dj1xW041ryV591LU4Z4vNP6PsRdQXt1a2sci+qY4
YEkhDNISkJktywVT/uxuVe6q1vIHnNNS025tPNk8drYajLM9rIJJRLpzmEpaSFpPiZFgK+o1T8RP
2qkqqHl/8vvzD0qC0t5fObXNva3Fg4ja32NtacxPb/b5fvwUqSdqdOmK2hIvyw/MRLB7J/PEksCJ
braK1tT02tp4ZVavqFt1h49ffu1Vbek6XbXFrplpbXMxuLmCGOOa4NayOiBWf4izfERXc4oROKux
V2KsZ/MAeZTo9v8A4dvrex1L63EVe7kEcLqAxMbbMzAkA8VoTTwqMUhikms/mcNR02KTWtDhtZ/q
sV46SIXD+lHJdGNGDVbaQqOVKFPfFUP6/wCb8N7Dq1zr2i/VrfSb5720DN9WE0czmO4CqDIyIgjD
Ny2oRSpxVDarrX5hT2Mz6d5i0r9IMlnb3cy3K/VLf1QLWYJGkMjCYXoaknqUAZQRtiqMg1b82otQ
S3XUNIGmR2EK299dzRMLq7W04SyKY3MrJ9b61VP14qs0nXfzNurjT438waFLfQzuNWtI3X02t3kj
jj9MhSfUSS3uEZef6xxVabXfza1B9Xu9J1PRY7Rrxf0DDcSQOJNPAkkafnC8u5j9Mjl25EqNsVcl
z+b9zoll+ivMGiXnmG3N6NYBkV4AjzR+lwSNVp6HB0Jfpv1OKoC2vvzuvLi4lbW9Ht5oblE023aW
AwTxiGceoRCzyMJ2liYKxBHGtPFVOrLWvP8AdwLe6f5i0S7sZlAeZpUdI5jZJGqI0aoGBvElbfqK
U2quKoKyvfzxVtZD6roFyIoYzbXIcGCO4aRYzGVHGRCUjLfHtybqf2VUw/SH5n3nmC8srfWtFFm0
sc1ikDq1x9XW6+JSjK+8kMMi96Mrb/yqpXb3v5q2rOs/mjQ5bK5i9F7mWZfVS8exSGD0uKqirJeD
lx499huRiqo+q/mbBqmlreeZtBhaWO3j1GITAOB9bMc0kMTDiWIlSMV6sANqtVVC3GofnPqGi2D2
HmXQUF8BK98h4kIYTKEQNG4FVhkapGw5eGyqaW+u/mfPYzzx6z5fZkiNuH5ssf1wXUgbizLuPRjK
r1HIHqVOKrrjXPzKNloGnwa75eXzBci4kv1Zy/qokQmiMCCnwgcubU6cT44qh7HzL+ZFoIG1nXNC
d7h7xUELJ6HwpDFZ7hvVPK7uAJKKQqkVIOKqFlqH5tHy+qnzJ5fN9ZXhjupnm5AxenDNCkkiigkI
EnMUFVO3jirU3mz8zUsrJV13y6L25neSIPKB6tpS2WJeVOHqM85B2G7KVFNsVVPMPmz8wbC4l0yD
XtEfWZw0dppysn1gXEl7xhiVGovxWwABkI+MmvYhVTsNU/OfUfKlhqC6to8dxPzvZH9REJsz9XaJ
eXpyxqyt6yuaMv2QT3xVROq/nBbzW4u/MmhpdalKE0W2MiBZ44IZvrDfBHu/JkOx4gqB/rKvTfJ5
8yny/bN5kmtZ9VYcpJrKphZW3UrUDx6jrihOcVdirsVYh+ZUuhiy0i21fS5tWhv9Q+oxW8BPJXub
S4ieSgoSBC0g9q12pXFIePaFo/keVrSO9/LnWvrEGnyPLT6y0YKxeoUiDFeXJz8HxbMT4YpTTR7/
AEnRLy9ltvIWrRadp+kW/wBRhiaeU3MOpM001tPHuj8HumoDy4ld6dlCimmeRItKvr3/AABqKXqw
afZ39laSyu49SOO7RdyGVomtUDMVBLEcvtVxSi9L8reRNY1XR9F1DyDqdvbSxtHZ3zy3H1ZIeEk8
TuxaNg9GPbZieuKENaXXlbUPML391+X2sQ3NhNPqFrcotwiVtZpLyP8AdjarzSmqio5VFKLilC2M
flaewu9Tn8g6zZ3EbW1lFbzeuUW0uI3t6qIgspCW8O9VY+oQAaUxV6zp/wCUfkSwu7u8t7FvrN9Z
Npt3K00rGS2eNI2UktsSsY+Ib9cUWhLb8kPy7t9Qi1BLGVrmJxKGa4mIMi1Icjl1BZiPmcVtbH+S
HkG3+r/ULeax+r3sGoUik9QPJbV9NHFwJhw33AoffFbRVn+T3kKy07UdPtbKSK31T0/rZFxMWPou
kkfFixK8WjUin8Titq+m/lX5J0280u9tbJxdaPGYbCVppmKx+pJIFarUejzMRy6fRitoDTfyR/L6
ws7K2S0mmNhP9ahnlnkMhm4xLycqVU/7zoeNOII2G5xW1+mfkp+XemtytNPdKEMoM8rAESpOCKt/
PEh/2Pzqra/TfyZ/L3TYruKz05o0vU9O4HrSmo+rTWndtqw3Lr+PXfFbUB+Rf5ZiBoBpTCF7hLto
/XmI9WMuQ1C5/wB+tt0+7FbVrb8l/wAurbUZdQh01luZoJLUn15yohmheB0VS9ADHIw/HrittQ/k
v+XkVj9SXTmMHJ2blPMxYySxzNUlj1eBPup0xW19n+Tf5e2mkDSItOY6f9bF+0LzTNyuBG8XMsW5
fYkIpXFbQel/kV+XunxxRLazTx2t015YrLLvA7GEhUaMIzKv1WOnqFj1qTU4raYf8qk8iHzB/iBr
B21UXf19ZzPNQT+r61QgcJT1CWpSmK2h4fyV/LyK3EC6e/D6p9RLGeYsYfrC3IHLlWolUEEfLpit
t3n5Lfl1eaVp2lXGmM9lpYmFpH68wIFygjlqwfkeQA79d+uK2y3SNKstI0q00uxT07OxhS3t0JJI
SNQq1J67DFCLxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2K
uxV2KuxV2KsX/MPydqHmvRodPsdZm0OWOWSVru3Xk7K9pPb+mfiX4S04Zu9BtQ0YKsZtvyx/MF7q
zGrefrm+01YJ7XU7NLYQG5jnM9XDrKfTcJMqqQDx4ih2GKbah/LD8xY7zS7wfmBcC4tYYoNTb6or
C8EN5PcgsrSlU/d3Ai6HZd6g0Cqi35W/mj9Qt4Y/zLvEvIriWSS6a1Vw8LrGI4zGZAKxsjnlXfl0
FMVtUh/K/wDMZdWg1OT8wJjPEljDIos1IeG1FZkIMvH9/J8ZbjXsajFbT38tfI3mHylaTWmq+ZZ/
MMJjiS2+sK4aIoXLcS8s2xDqoApQL9yrNMUOxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KoW/s57lrUxXctp9XnWaQRBD6yKGBhfmrfA3KppQ7bHFWMectCv9Q1EzJ5lGk2h065tH
sTQIfrSPEblv3iVZJGh4H9mhFfjxSw7V/I1/BrthD/ysL9E3UVnb28dqHZZZntbURtIVacU5cS/G
ndj1qcVZCfInn9J4BbecHjs4bD6n6bQszGYWP1ZZqmQ7i4/0ipqxOxNBiqnoH5f+f9MThN5ve65a
lbXrs8TktbRNI1zb0aQgfWOa1I6U+VFbWW35ffmRFo0tpJ56uJL/APfm3vTCvwtKbcoGUk8gixTK
K/78r2xVpfy7/MkWsEP+P7nmnxzzfVkLM4UDYlvs1X7Pue++K2pj8svPc+k6ta6j5zlub29hhhs7
4Qem0Po3X1ipRXCtyHw/I03A3VtMrPyP54h8xvfy+cbiXSlmV4NNMQ/uQzVikctufTYLyp1HLrit
pVpn5a/mNpOhJYWfnWSeSL9JOpni3kku4nFuXmYzSD0pmDnr39sVtdB+W35kQ6Vb2cXnmSKUXc11
cyrb1LCeQSFFYvy2+LrtVq0xW1W8/Lz8wbzy7daZd+cpbi5uNPe0NysZtybhrz1/V/dH4A0A9Bhv
QdPAqqLflr+ZEUsn1DzzJbWsk886wG3L8DPM8poxk+KnIbN3HgSMVtGXf5eedZdV07VIfN00V1a6
K2l3IaMvHLdMN7rgHVQS1CaCvwjfFbU9M/L78xbJdPR/O804t2El68kJYzEztK+zOQAysFA6ALQb
MwxW0Haflf8AmVCuppN5+uJxfQRC3Z4WLQXUUsD+qn7ygBWBloAPtmtcVtN/8DedJJR9b80NdQx3
Om3FujQsnEWSsJw3CRQ/rswJrsCK9d8VtL9I/LDztplvcKPO11dTSWzQQNMkhEbvcRTO45Sufiji
ZK9RyJBxW0Pon5YfmHpwuLObzcbzTZLW3itlZJEeKeJkUyrRm/uliDp8XxH4W2qWVtG335ffmHd6
1eXLedHXSri9WeLTBb7R2yzeqIQ4cNyFF+IdaU6HFbQ+tflp+Yt5rWo6lp/nibThdygwQpDyCQI8
rxQmrUovq0qANutTitqkv5b+f285fp1PObpZfXFnawEFAbcMnKH7fD4o0C14/s16scVtl/k/Q9V0
bSGtdU1I6reyXE1xLdleFfVctQLVgo9hsO2KE8xV2KuxV2KuxVjPmfyJ5N16+F5rcAluZIorMFpn
jDIk/wBYjTiGUE+op9+oxSlOpfkb+WeouzXOlEgoiIiTTKiCNFjUqobjy4otSdzTfFbZpZpa21lH
BFLygtUEPqO/NgIhxPN2JJYU+InfxxQrPLEjIruqtK3CNSQCzBS1Fr1PFSfkMVXYqpS3dpDKkUs0
ccsn93GzBWbcL8IJqd2AxVd60PJV5rycsFWoqSv2qfLviq4soIBIBY0UHuaV2+gYq5WVlDKQysKq
w3BBxVqSSOKN5ZXCRoCzuxAVVAqSSegGKtNNCsYlZ1EZpRyRxPI0Xf3rtirQuLcymESoZQATHyHK
jcqGnXfg33HwxVc00SxtKzqsaBi7kgKoX7VT2pTfFV2KuxVa8kaFQ7BS54oCQKtStB4mgxVzyRoV
DsFLnigJAq1K0HiaDFXRyxSqWidXUMyFlII5IxVht3VgQffFVgu7UqXE0ZUJ6hYMKBN/jrX7Ox3x
VVBBAINQdwRirsVdirsVdirsVdiqFv8ATbe+a1aZpFNpOtzF6Ujx1dAygPwK81oxqrbHviqR+ZvI
lhr1zLdyXM1vdtCkUTofhRoobyGN6Lwc0/SLsaOPsr03qqkGm/kxY2d000mv6rdxyGEzW80wKP6E
yTUO1eLcCrb/AGTSuwxTahL+RWkzIEl1/WCnpzJIq3AUSNPM0rSOONGchyrEj4sVtFWX5N2NtNHK
+varO0V1b3sJecVSS2SdBx2oOYuSXNPiO/c4raGH5H2v6FudLPmXWCtzcQ3D3XrJ6w9ETD01bhsj
evuo8B71VtGa1+Tuj6vLpr3Oo3ZGnWhsAW9KRpImEiku0iMeQSZgjfs9RvitoXUvyL8v3msT6umq
6jbXdxPcXLCOSP0w907PIoUp9g8uJWu464rarcfknolzbLbT6vqjQoLYoonXaS1t3g9QVU7yeqzv
/lE9icVtC6f+Q+lWLyNH5i1o/Asdv/pQHoqqGOiUWg+FiBQbYraNsvyesbWBoP0td3ERthCPX4yF
plvfrizSK1Yn40WLh6f2BQk12VtQf8lLLjflNd1ATXlzDdR8jGYYfQZ3WFIEWOP0SzKxQU3RaUpi
tu1X8jdCv9Rlv49V1Cylkkkl4wSIFrLNcTsCCh5DlduN+224rVW1fVvyb03UYdVgfWtShg1e+W/n
SKSMcfinZ4UJQ0ic3JqvsPeqtut/ydsYtF1TSn17VZYtUSGOSUzgPGIZvWrEQuxboSa9T3JxW0Jb
fkXpcNgLQ+YtacMwa4k+tUaQKzEKTxJFOZoe3Xritom9/Jqxu74XTa/qoVbeKBIDMrxq0Nq1qsyq
ykCT4uZb+Yt44ranb/kpp8On2tk3mDV5ktnuJQ8s4ZjJcRGL1Ps7OgPwsPfxxW1G2/IrSraykt7f
X9Xhlkmin+sxXAjdTG8sjKoRQgWRpqsKdVU9sVtRufyC0uaSJ08w6tAsVqtl6UcqLG0QjKMpUJ9l
iSxXpu3jitvStMsjY2MVp6z3CwgrHJIFDcKngp4BR8C0WtN6b74oROKuxV2KuxV2KuxVC39nPcta
mK7ltPq86zSCIIfWRQwML81b4G5VNKHbY4qxvzV5Gv8AW9btdQt9cutOtY444r2whJEdwiSkkNRl
pyhmmT5lW/YxSkp/Lz8xBbzOnnWQanNZLZveG2WhaO8luFl4KygERTemKfiMVtUh/L3z6DKLjzxd
XADq9m3pCMpSC4hYMEb4/imSTfaqdO+K2si/Lz8xxbtbzefbiQNKjC4W2VJPTVJVKbPSpMiHb+X5
UVtCzflj+Ys15Ney+e52ufrCTWTegBHAqQzx8RCHVDyNx8XiF+5W0RZ/lx56WK5S984y3JvI7uK4
YRMlfWsxbW7ALIKNA/xf5XU/FuFbXv8Al9+YP+G5dPi86zRao16txFqCQhVS1jhKC2EXIqoaU82I
2pQU2xW1d/Ifn5tYmvF873CWc7Xf+h/V1YRrNz9DgSwAMPPw3+gYraF0LyH+ZOl+YdPuLnza+q6K
k802o2snKB2DJWNUAWUMPVYllLKKdMVtDQflX59Gl6tDP52lfUNXkgM14sDLxghSaNokHq1XkJU3
Ug/BvWuK2jp/y483x+c5db0rzbPZ6XM9gJdKaMSqYLNeMkKljxQSfaqijqfHFbWSflv54Pmg6vF5
ylSyW8nng05rcOqQXEySmJWZ/wBkKVrToabCoKtoOb8sfzOl0lrM/mFc+vMwFxcehRhGC20ZWRWU
kPSvt8qK2joPIH5hwalNPH52lWzdbr0LU2/P03uCxQku55ekXqK/qFMVtbfflx52vrG4trrzjO4l
jVFVYyij/QXtXrxcEhpJfVIPUgd98VtSl/L38y5rVrC585tc2s6ajHcTPCEf07q3jhtYwi7H0mEj
Fy1d6jc7K2uj/L/80Ej1Af49laS4iWKzc2q/uiJAxYguw5FF4cgPE9Titsy8p6ZrumaMllreorqt
5G7kXwRo3dGPIeoCzAsCSPhoKUAAxQnGKuxV2KuxV2KuxV2KuxV2KuxVidz5Yuh5DTQdT1tomjaJ
J9XVmjcwpdK4XlK7nk8QERLMRU9KfDiljL6RrVrpH6Pv/wAxQupXF6Llb1Siv9SRDamJI/UNP9Jl
DO4NAaDamKof/DHm29lGoj8ykltHR5LNoeMacrmGRIW/dyhGUV5qCN+O3fFVZfKnmq+NkIvzFFzY
fuZ5ITHHzljLC6B5rIGoyDkp/lH8pOKqejaT5j0e5uX1D8w7W+XWIriISTFI2jlkWOCK4t1WT0y8
cjQLxpT4ttz8Sq7SNM8zxWcF2/5lR39peXNpLaXE0UUYMHpzs8VAw+KVKNueqHbFV+kab5ogmpdf
mJDcCDULdpopY0SsVpLKl3b/ABOCfVchWboCpAAoKKqL6R5iVo7C6/M6KO4vHWaARiJZWhjilaUr
WTo3qLJtsKU6BcVWr5a88w2elyar+YcUU9qptLloxyVtQk9WFBXlHz4vcpVZF6qKgDoqtHl/zjC6
aXcfmTEl5d2CFJGZDPJN9cMrTRRFl4p9WMcYKnfc7d1W7HRvPMvmu3uW/MO2fTLEWbPZxsshuY41
5XPqJ8Aj5/V5N+bmnImmKtWGia3d2VyYvzG+uyWCzR3V2FBa0mj9NpZkQMQ5VIylG2AkY1r1VRWh
W2v6l5YntLP8xI7/AFBb5ZxqoiRCtubVZBD6YZfhHITVqQQKHbliqA/RPmiwjNtc/mnEt7q0TQ6W
zpEU9SN1ncx83bf0XRetaGvfFVe68k65eaYuny/mETq0mrW2oR3CybssChTAsXq0o7ASBR8Ibtiq
7X/Lvm2TQ9LtLnz9Ej6Obq617UeKrLL6E8d1FSCM7ejHC9d9vAjFUVB5e85pPpl3J+Y0ckFtJH9e
QRQiO5WKd5Zl3duBaORF70Ap0OKus/LGvWE2tQan+YQngv7O4tI1k4QzW906RhLgMJdmiRegp9qv
viqH0fRNd8veXb/S9Q/MKKVjaQR6fcyhI1tF09kW8rJz5HkJFUktyXkPAYql1r5R89WumXtvpv5i
xXT2lsllZRSMLeOGeIQSSu8o9csFt2O3E05CpxVMvL2neY9M1HQLW4892uqWNqbi61GB7hY5pLcR
qkITaUyRxvTkWdfxxV6ZDq2lTvHHDeQSyS/3SJKjFqAn4QDvsp+7FCKxV2KuxV2KuxVhX5yxySfl
vq4j06bVmX6vILC2Zkkk9K5jkFCiyNQFasFFeNaEdQpDzLVf8HaHp8zaf5I1aG+S2g0y1jcykTR3
kU989soq7vGGhMcnEV49CMUt60nka3EllN+XGuXdu1tayyqguKKYYVjjCkMB+7WXiWDfsk02xVU1
PR9CtLzUb9fIuq3mq28EkFpB6kzQG2hC6OkSMi1BktF9Uk8iKggkdFCNtNK8oaelnDaeSdTkln1W
SyirJOVjZZbWT13kIosTzcZA3T4WJPVcVYlpl35CaG/t4fy61SaCFrV79LeWeVlvbJWj9NlG6lRP
Tidz1YDFKfa3pnlnSvMFyk/kTULyHVEuhJcW5u3TlFqcjK0hfkIw4soZSw34vt8PVQhJdH8hmWS8
vfy+1SC5Wyt7i4b6xcpHGZGhiWCBnKBnV7gDjsaq222BKt5k0/ynNq0+lx/lzqd69pc6lcG49W4j
t3kEbM3F0DcvWkRFWnYrv+zhQh7G78kTXca3XkTUYdYsNL5fUpJpAxtzGuksY4iPUeqNuQnIBeQ3
xS7VtP0by9rN/Z6J+XmrzGKG9s2vjJdulwssnoBoyheqOs0rEgchRd6DFU30weXfJ0Gi+Y/Lfk3W
47vUDPbNpxMrtBFbSiOVrgfGf3ke6K7ceSg06nFCj9W8mXV9pd4v5f6wb+8f9DxSOZkiihazhsay
tJSiegwoxWtFLbGoxVAWVp5F1K70+xm/LjWDYmeQvPcNd8o2l4K8jVK/AyREkFq+2+4S1Zw+S9X1
/wAr6po3ki9nluJrNYr8zzzW9tbWM/1NC5jLxrIv1cMeR3WrN1rhVFQ23li98x3V/qv5dapFqeoQ
3c8t1amd0b6xppmuoX5mNfVd5niTioqad1xQoX9l5Pk8qwrB+XWqzwXVxezR2Uj3SyxXLRWtDyUP
xSZeIWgIqnhU4pV9Hh8h+YPMMo1byVqNprEVndazcWks8o5hGYOsEBaNpDJK78FoOv3KpZpOneSt
Rslt9b8g6wtkL+MtcubpyJL5y9w6RxoCbeBYl33an+Ud1Xrtn+TfkOztIrK1s3isohfAWwlYqf0j
CtvOeTVcfukCrxYePXfFFoe0/Ir8tLSCeC3010inUo6ieYUUusnw/Ft8Uab9fhGK2mOjflT5I0bX
bbXdOsmg1K0gjtYpRLIR6cUH1ZQwJIb92BWvUjl13xRbLsVdirsVdirsVYlD+Y2lS+ULzzOsDvaa
fO0F7DC8U7oI5hHJJWFnUqsber13XcbEHFNJdpH50+UtR07WL50urNNDeBNQiuIWWSM3DiIBv2ar
LyRgGNKVxWl2l/nb5B1NoltbmYma7tLBC0LAetfFxAOXSh9Ik7/D370VpBJ/zkB+X6W2myXstxaz
ajbC6MPou/pICwfmVHReB3A3G4xWlW8/PXyVYRaYdQF1BNqtmt9bxrF6gEbu8YDOp4qaxN1NKbk4
rS5vzy8k+hHcot7JazqjW8627UkLvcR8VVir1BsnrUU6YrSGg/5yB8h3HmObRovrRit7ae4n1AwO
sQa3oWjVSObHjXfjToO+K0rH88vKLaY+rRJO2mx3sdg1wUK/HJbvOTw+18JiKeBNDXj8WK0iNT/O
zyTplvYXF4buOLUbSC/tm9AkehdO6QMxB+H1DHt8xitJff8A/OQXkSy1qfSnNw728pjklSMheKoS
z/FxpSVfT+Kn832d8VpHax+dnk7S7q7hnF0U029NjqkwhfjA3pzyBwKEyKTauPh+eK063/PDyHPZ
m8Et0kP1Vr5C9tIvKBboWfIdt5/h3p0J6YrTZ/O/yKLFL4SXJs3EJM/oNxUztKEVqmob/RpNuu1O
tBitIW2/PnydP5iGiCC9Ek31QWNwIeUc73qK6IKGqkGRVNdq98VpWtvz08i3do1zatdSofrggPoM
Fkewt/rM6K26jjGV3O24xWlupfnv5EsLGG7ka6cXVu11axpD8UiiWaEICSFVy1s/wsR0332xWkVr
v5z+SdEvvqN/JcLc/uf3aRFjW4RJEXY7njKlaeO1aGitIP8A5X15Ba4ktInupb2O3muRaiAh2Fvb
G7kQciByEYpuaV2ritLNE/PryfqY0vnHcWz6pcy2cSFDIVnSWKONW4Aj94s4av7NKeFVaUG/5yF8
mPcSxWlte3CW6xPPL6PphPUuY7dl4seZZRMHFF+Id8VpNZvzq8hw3F5byXE6vY19cmBwtBMsFVJp
UFnBr0pitMu0TV7bWdItNVtVkS1volntxKvBzG4qjFd6cl3GKEbirsVdirsVdiqQ+abbXLby3dR+
Uba3XV2kh9CN1RIqNMgnZwaLtDyPj4VO2KsIk0n88odN062judClnW1Eeoy3QdzNMpfh6h4VccmQ
VFOpPU4pZCbHz39Q8uzuNNs7m0dZfMqqBwlSMhKRMUPAcJJJa9VYBa0JOKsSh0f86CukW+n32lXZ
02Evf30ziRJbmR7orCeCepwEEtuaFVA6iuKoy90/875pkSzl0CSCBYop42QtJE620ZKqeBVau7nd
dgVIWhpiqZalZ/m0l5qUlnLo9vpyO76dJKprGn1hW5N8NB/o/OpJ+3y7caKrbbTfzcby5KyXOhtr
5vS1reLExt5dPMIpyKrXm7hdwKfRTFUs0nyt+c9t5Y1+y1DVNPn1K4lgm0q4+yE9MwiVGKxKAjRR
sv2a1374qvOmfnwthdSyXWi/W2igjjhKgWyLGJDIQfS5UJZNmJGzUptiqNv9G/NueKdrWfSkmTUT
6DXFuoklshzQvKUMiEv8DBaA7bkfZxVKzo357z2Wrx6nqmlQiW3SSzuImCfVrlJomkowhqIzAsp+
Lkfi69Tiqvp9j+b/AKcl3e32hQxJEYovRFbUqUnkjqrL8IeZoA1G+xuPixVE2Gl/nWbaRLl9DikE
IMJEbFBOJFbZQmwKF+/2i3alFVTy5B+cvLV49Zk0kulnMulSWqARreAAW6yV+PipHJqr04+4CqEu
9H/O6PSr2JbrQ1mWWGWyuVVofTjAYzF/3fFd6K2xrH74q3qen/m9cwaXd6RPo8d3bWno6nbMedr9
aQyGRqKoNW5RsgJoh5eNSqp6joP5329xeXdle6ZqFLm7ltbaWKNT9V4qbOBaxp8SsrCrPty64q63
0D85eN5fJNpNpd3sNncMZoYxKLtUgW6SVokkUoVieMEM3wnqOyrV3o350ifnp2oaM95Enqy2Mq/u
UaWO2o3BEVufq287I7dz4bBVF67Yfm//AIpvl0OfSX0ZzFMILo8riNPq0cf7tSjBAZoZCnI0r9OK
oePy7+dFtoGl2lrLoRvC7/piWSBmZwSpMhY/DI8jBmclQa0rU1OKs28lWvmm20Th5mkgk1RppXK2
pJhjjZqpHHyVTxUfZrvTFCfYq7FXYq7FXYqxP81LjT7fyLqEmozT21kZLRJ7i0IEyLJdxJyXkCCB
y+JSNxUd8Uh475XtPy28w65aabpvmHXb+41CC5FtfzOoliaCeK5MaPIvOp9MMD86bn4VLen6h+XU
ukafajWvMc1peDVPrKuUrHzs1acSoBT4I34rwrvtQg1IVHGX8tNF1S9msdX1uJri8svM95a2zUhS
KZoSqvx+3H/piVoT1AqaYUMesb38uIPJOpO/mbzAZpbmFJnULC086QvHCEUiQAOqcviYlaivTYJT
jXdS/Luzgk8gya35ivLi512k7IVkkjIH1Vomklogtw3b7RHYruShDaBc/lYsUl1DrvmRvq1i/qW8
jUihhcfUlYhQiVjlmX02qKFR+yMCXpv/ACqXStQkW8OvX11p9xp/1JbdJIjbyRSWAsvWXitOTJ+8
BXbkT2NMKLVNQ/JzS7/QLLRrjW9W9Kya4KzrcKJJBcspdJaoVdaLSlO5PfFbUbL8m0h0yOzn8zat
NILD6hJKs3BCTcrcmVYzzCkleBBJqu2K2s/5Uhph8u3GiPrmptHd3cV5dXXqR+vIIYDbiFnKGqGO
nKtSafRitqsv5KaK/rhNX1OFJraxtQkUyIF/R6wrFIoCU5n6qhJ8elMVtZH+SWlxwxquu6qs8UDw
rcLOoYtJJM5kYceJbhP6fT7Kj3xW0Ppf5CaLptpPa2+vav6dzQz1uFBZ/VilZ6qi/E5hAY9/oGK2
ipPyYtJJtamfzHrDNrKskqtOpWNHkDsirwoVNKEHqPnitqcn5G6K1lq1gNZ1IWWr3CXM1v6kfBeP
rckVeAFH+skmvdVPbFbVLP8AJmztUMa67qMqyLerNLLLWZheWy26gOvFaQ8WkWqE82rXtitoTV/y
F0nU575pPMGsRWt9IztZpcfu0jYgmBeQJEYGwX5VrxGK2jp/yY0h/Nh8ywavqNpdPJYyT29vMI4Z
fqChFSQAVZXAFRXr08MVtSj/ACYt/wDEV1r0vmHU/rVzem79KCRYohGLiS4SChDsVX1aV5dRUU6Y
rad+R/y9t/KUt48OrahqS3iQJ6d9N6qxeiGFYxQcefKp98UMsxV2KuxV2Koa91Kwsjbi8uEgN3Mt
tbeowX1JnBKxrXqxCmgxVLda85eX9FuhbahcGKX92Xqp4okqXEiuzfZA4WUxO/7PuKqoWz/MHyBq
6+laaxZ3waWGD0kYSVlnqYV40O59Mt7UriqBh/M78qxP+61qwWdAwBXZhw+0B8P+X08TimlST8yf
y6VZUbUrcui3Lm34NzdbVnjnZE4/GF9FtxsQPDFaQ99+ZX5XPplxI99a39sYWjnt4oxOWi9CWf03
Tj9lord6B6A09xitL4/P35XWWkF7G+sDZWsc7RW1oqU/0GFZZEjRQFDJG60XbrTFVdPzF/LNjcTD
WLAfVo/XuJSVHFHZV5FiBWrkDxritKN15v8Ayri1DULqS5059V0qB0vXCRm4SJJKmIMV5GspFEB3
Y4qvtPzX8gSx3ix6kiNpwnNxbcG9VY7VWaRxEoLcFETUNP1iqtIqH8zPIc4dotat3VFldmBanG3j
9WUg034Rnkadt8VpDX35u/ltYpcvc6/aobSouEBZnRh+wVALc/8AI+1sdtjitL9Q/NLyTYahJYXV
/wCncwtAsoZHVV+tQNcREuwC/FHGTSta7UqRitIqT8xPJEf1jnrFuv1VWec1NAqTraswNKMBO4jq
O+KKU5vzM8hQwR3Eut20cEqq8crMQrB3eNaGlCWaFwB1+E+GK0ttvzQ/L65mt4YNdtZJLpxHbgMa
OzdKGlN/H5+BxTSKvfPvkyx1kaJeaxbW+rGSKIWUjhZC84BiWh/mDCmKEBZ/mp5Hv9QFhp2orfTc
YmZrdS6L691HZorN05erOtR2G+KaXD81fy8MCzjXbb0XcRq9WoWIVqD4d9nWvzHiMVpu1/NLyDd3
1vZ2mswXEl07wwyRktG0yGMGIOBxLn1loBitN/8AK0vy9FAddtalUkK8jUJKKxuwpVVYEUJ23HiM
Vpq2/NHyJcrqBh1aJ/0ZDJdXKAMXNvFGkjzIgHJ0AkG4G56YopGeVPPPlbzXbetoeoR3bLFFPPbq
R6sKzgsglTqrbHbFU+xV2KuxV2KtMiNx5KG4nktRWh8Rirz/AM9z+aG1ua00XyxBqgWztJv0jOqh
WZrqSCW2LSfCf9Elm2G6iQ+O6kJDolr5pR/Ub8s9O05pNSsyfTkgT00UuWuiI+XJoTKQCvWp7Yql
emeWvNUF5BaXX5baNNp87wm6kjSCMRc4rf1wilm2EwdgxJO3sMVR3lqTzZq3naO31T8vLPTtIgim
iv7qSJKlrxfiaGVl4stJJldYyeQY8qEgYqt8s6D5hGlz2b/l5p+kW/xxhXMdy0kcVldCFpAZeTs0
siR15k8WYE71Cqhp/lLzhLbwSyeUNMivBOqyW80MccKJegx3zgQyuknqwwws7lAVJdVHgqo/4W86
qzKPJWlBLwKt4EsrWkpAeRxKfrSlFW64Ro6hiY2aWnIYqmfmDTtcs7/UWtvy4029tdQa6lu71VVp
JBHdSCL1IlrI7yoiy1Xf4+lVIxVB2mn+cj5gS5X8tdLgj1J44Lu6IiUwpMXS4kk4nnKrRS1YUA2p
ucVTbzN5f1nTZo7nyt5KsrvS/qZY6W/pwSfWtQRo7rmiv6TUggiibfbl8JYVoqo6/ompjzPqNfy6
03UrFYGu5NXKoWuLswLK/CL45DWcUPw8m9z1VUrqLzVqXmKZZ/y9srnT1s1e5eZYk9a7FlC8KCWX
djCzvByApSu9RTFWrWLztefWnu/yz01LgWjC1eSWECRjqCTegwBfgCzNcdacveuKql1pnmEaLJp8
n5d2VzBAlgYIHlSflyjnnlU82qzW88zRci+5dn3U4qgbTS/M9vZ2V7F+VWlxahG8zGJXt+UQURpE
VJPWjPUV+yKDFUybTfNEVzoTyeQdNvLiDTFmub8lFlg1C1if0IEdjLIVrbQry5Hr1xVC6dF54sY3
uoPy40uO/Swt7iWWEQwGe7V7dzEtGdlMcgMg5V/uutSuKoW98qai4uND078vbWTy8F+u6PcXJWOS
C5/RsUiJIC3qyMbu3WOQuwrTixIxVG6TpvmiCOzY/l3Y2xtLq8ubdY5kjaOeK0SSGU+l8LfWJkWP
oADGDxHwUVQMml+bNQg1J7r8srG3nt7SGLT545o1ldogscQIVt444x/d8twAhJxVV8pw+b0ku7G9
/L6w0rVJNEu2a7ihDQ3EzfAlo0iVgHqOoJRpPs9NsVRuj2X5iaXHawaH5Q03RLmeXTIdWvrf0lR7
cRuLkhObH9wSFX7RoP2gdlWbeTtX88XkkkPmXR47D0ra3YXUUgKyXDpWdVTk5AVthv2712VZRih2
KuxV2KsV81+XPOGpXrz6L5hOlQG1WFLX0ea+us4kaUtyB+KMcPbt1OKUl1TyF+YU76W1h50ntls7
KO2v4nj5i6uAXaWctyDJzLKopuoGxxVD6v8Al7+ZWoX1xdQ+c3sQLmebT4ki9QQo/NEXf01NY5Kb
qeFPhr1xW0w1LyX5/u9G06xtfOEmnXlgpSbUEhEz3ZeKLm8yyEBWEolKBdgpUeOKoFfIv5pteSu/
nQpbG1W3jURcmMoso4muCPgCt9ZVnAFdjXr0VtEaP5B89WV7qd5c+bnu5ryxayty0BARx6hgmI50
DRGX9mnKh/m2VtQf8tvPTyXFfOUggvrYQ30Qt/tzjTo7Mzg+oOJaSMyEDx2oRXFbbP5def5VT6x5
4uC7WNxZ3TpCEMkkskzRTDg68WjScAcd6qN8Vt1t+W/naJ9Qjk82yXGl3gmePTXiZUWSW8FyytKj
iYpJHyiajAgMSOtMVtG6d+XOq2Fxazxa9cM4upJ75HaZozC11BcpDAGlZkCraLCebNyV3r2GK2k1
r+Wf5l2uuW2pR+dWkRrv1dRheJgJIvTjQlV5MvJjAvwUCgHbpRlbTS78l/mNd+aIdYXzg1jYH0Hu
NFgh524eKFFkVC55FHlDNv2xVKofyt/MgDURN58nIuQZLQRwlBFcm4SYykB/iBVGHHZRy6UXdW0d
oHkLz/Dq9lf655pkuV06+uJY4YnkKXNnJGiQxzLSJUZSrMw+MEnrtitqMn5efmjJpksH+PZY7t5o
5UnS3HwpFGy8N2P94zBmxW0Prf5YfmVqemWNp/jhkmhtri2vJ/q1DOLiZ3atH2/dFI/EcdvtHFbZ
B5c8oeddL8xjUb3zP+kdNmhVb3TpIONZlgii9ZHDEgloa/InuScVZrih2KuxV2KuxV2KuxV2KuxV
C38WpO1qbGeOAJOrXYljMnqQAMGRKMnFiSKNvTwOKsQ84v5pbVNTGha7a2V1b6baSWlhdELGJZL1
vUnlYg/A0cPpL1qT+z+0pYfHrP5v2murfXmt6Nd2aCNGsIJ440eCWYpHITIERXlkUxKwY/EQKUqc
VTu71X8yfV1WDSNd0O7a3jlnh9eVQ8KzXha3MwjWiotr8IJ6kHc7HFUrh80fmskdpNcazoQh1VGi
0ty5HqTzK4tmRPT5FWkXY9KeNCWVR1r5h/MrUfKukXOlaxol3esb9NU1FGUWjG2kAj9Mk8uQRWJo
hXuaClVXWWu/mlc6b9YOsaCoMLWouRJ8H6QhvlSYAMoHH6ssm1epX5lVVs3/ADmMMkK6ho817PDJ
OirLz4SC7KssdUr6SxEKpYHidjU7YquXR/zzj1fWEj1ewfSrye+fT5ZBWe3je3K2QUenxASXjyBr
3O9cVVotM/OyDXIZ11LT7jTJJo1vYrgHktt9bmdvRWNI1Egt5I0JPWnsMVQkmlfn8unWhj1HSpNQ
txcJJyMio4b0xCzUjozLwetR+0dq0IVRGr6d+fDQ3cWmappVZZ2S1nlQrJFbh3CuQI3QuUK1HYj7
1dnJpn55PpJs59Q0z6wbe7ha5j9QSF2t0S2kDhF4ssvNyadfbYKqwsvzpm0ue3u7rTluZF1FFnti
0bAPaBbBgSnwstzyZ6dqb7UKqHsYP+cgjqtsb250MaYsoNyqLL6hjAFVrTqT3A8fbFUTqtr+d8us
TLpl3pVvpTTy+i8gZpFgPL0vh4HcDjXf7XLtxGKpZFY/85C3GqetLe6ZZ2DXSLLCBykFtBPIxaL4
XQetEQvxfF0rxNcVRWl2f58f7lFvr3S1uJkEmnzKpa3jl9WNOHH+84eijsRT7TDfqAqpzwf85ARa
m62k+kzWjRWkrSXFfTExRVuoowgWQKsiEgsPsn+bYKpxc2H5tR+WtPh07UNN/TMUUX12S8SRw8g9
QyfvE2of3YFI+tTXFUBq6fnqszRaXJpUieveGK4lUhRbKIRaCRa8vVasvLiONeppSqqkdM/PaGO8
aHUtLmuLi2t2gaUPxjuQsAnVUC8RHyE3E9TXftxVT7SYfzOiu9IXVLjT7i1Wa6OsyRBkdoWiU2oi
Xj9pZiwbp8I74qy7FDsVdirsVdirGvM/5c+UvM1xPcaxaNNNcWyWUjpLJEfQjlMyp8DL+2xr44ra
W2v5Mfl3a6df6dHprGy1KOGG7heeZgy27B0pV6qeSLWnX76qbb0/8m/IGn6Xe6ZbWLraahHHFdL6
8tSsMglj4nl8NJBy+HvXFbRM35V+R5dS0jUXsD9Y0KGG20uk0oSOO3k9SOqBuLnluS1a98UWl6/k
d+XcdiLS2sZLdUW9SKVJpC6fpCJoZyvqF1rwb4aqaUGKbd/yo38t/qdvaNp0jRW8rTpW4nqXkZWY
uefxAmNdvbFbTTy5+WflLy5c2dxo1vLavYwPawqs8pQwySPMUkUsRIA8rEc602xRbKcVdirsVdir
sVdirsVdirsVdirsVdirsVdirsVdirsVdirsVQ95YQXfD1WmXhWnozzQdadfSdOXTvkZRBbIZDHl
XxAP3hDfoCx/37ef9Jt3/wBVcj4Y8/mWz8zLuj/pY/qd+gLH/ft5/wBJt3/1Vx8MefzK/mZd0f8A
Sx/U79AWP+/bz/pNu/8Aqrj4Y8/mV/My7o/6WP6nfoCx/wB+3n/Sbd/9VcfDHn8yv5mXdH/Sx/U7
9AWP+/bz/pNu/wDqrj4Y8/mV/My7o/6WP6nfoCx/37ef9Jt3/wBVcfDHn8yv5mXdH/Sx/U79AWP+
/bz/AKTbv/qrj4Y8/mV/My7o/wClj+p36Asf9+3n/Sbd/wDVXHwx5/Mr+Zl3R/0sf1O/QFj/AL9v
P+k27/6q4+GPP5lfzMu6P+lj+p36Asf9+3n/AEm3f/VXHwx5/Mr+Zl3R/wBLH9Tv0BY/79vP+k27
/wCquPhjz+ZX8zLuj/pY/qd+gLH/AH7ef9Jt3/1Vx8MefzK/mZd0f9LH9Tv0BY/79vP+k27/AOqu
Phjz+ZX8zLuj/pY/qd+gLH/ft5/0m3f/AFVx8MefzK/mZd0f9LH9Tv0BY/79vP8ApNu/+quPhjz+
ZX8zLuj/AKWP6nfoCx/37ef9Jt3/ANVcfDHn8yv5mXdH/Sx/U79AWP8Av28/6Tbv/qrj4Y8/mV/M
y7o/6WP6nfoCx/37ef8ASbd/9VcfDHn8yv5mXdH/AEsf1O/QFj/v28/6Tbv/AKq4+GPP5lfzMu6P
+lj+p36Asf8Aft5/0m3f/VXHwx5/Mr+Zl3R/0sf1O/QFj/v28/6Tbv8A6q4+GPP5lfzMu6P+lj+p
36Asf9+3n/Sbd/8AVXHwx5/Mr+Zl3R/0sf1O/QFj/v28/wCk27/6q4+GPP5lfzMu6P8ApY/qTHLH
HdirsVef/nTcWNt5b0+6vdel0CK11KK6FxBFNM85toZpzbBYXjpzWMmrnjt40xSHm+j3lzd3kkzf
nTJe2emenc6p6Nm8P+jSXKoFWTm0Qd2PADixBanEimKqNxe2l6baY/naovdLDO9yICIyVknAkEXq
iJmK3gQ9ahQOlKKpjf6zp1zqWi3bfmgLXUPL0kel6mXt5j61xayXDTu0aTCH07mOI85HVhREPIcq
FVBWAsNEtra20v8ANaB7i00K7je3ZZAk8ky3lza3UkgedovR+vI1OLN8A9gFUQ2qJb6WK/nWAxSS
0kkmtwx+tRXKTs6jmJQog4xUr1rRtyuKoa1/RB0ucXn5yJcaZNJGNSEcPpM9xNd/WSwf1WdDJFbP
GAuyj/JNCqm3kjXIdS8z6HG35tNqvpySxy6ULcWz3rxTzlanm6qr8lopBLKBxpUUVQFr62jxar5a
sPzNuv8AE1/qX1e2jvQyxwstz6Sq0twLuVm4QMAEccuSBvhIbFVezuZdL1TXbLX/AM3Jry4isLy1
S2jhFs8d1IJohIgEpLyQGJyETieXGjeKqhPb391Y6ro7/nAZZLmSKOS2Fo8k8Mcrtbej8M3qgGS6
jDMP5d9q4qiILy71yO1TSfzZmt7tbP6/fxG0Z1FtBZwJI8n7ysLGVZZH/eft/CBw3VXWWjahqgEa
/nA15d6c9xqE8v1dQiIIOMMgj9VQBCwldqsVbpQca4qgNS0uS+hu1svzZnfUZ0t7fVIo7clpEeOC
xjX0TLH6bGV2ZmqD8dTuC2Kr5JtWuvMPmDWNK/NaH1ZIr6a3sIla4tbeA3Dw2McstW4kNeIBxhJr
9nlQEqqmhSeYr26Erfm2sEyW72jQ+kstu11DZBrmSN5mh9QRcvUYmNeJ26jFULpEaWf6H1iL83hF
YWa+ittPaNVkieCS7ifnM/2nUEsRXfjWmKu0iO/fWbG9k/OSWW4jaJoreWzdDLHeCKVEETyGok+H
Yr7eOKr9PtdTv9NiufMn5p28gt7W+trqG39SaEz3trdxQ3Ak/wBGasUUvLhw24dRUUVReqrqdn5p
11rv81Ro15qymSytTAZkt7SS6ee0jDSPHxkW3ccgFUqG6kUJVRXlu41KKNLuX82G1O1sPq+sXtqb
T981hZcnuoiBIz8ZPVAYgEgjjQ8cVTPyf5B836he6Xrcv5lS+YdHtLwXTW625WOVoarw5CYlR8R7
EHY06Yqtn/JX8x5raxib8ybtprCaSSK6ktWeQozW7orlrj4+D2gb4idyfE1Vtlnk7yT5y0bX5dS1
nzdPrdnNYxW7abJEY41uY0hQ3CH1HA5CFiQFFS5PXqoZvirsVdirEfzOu7a18vwyXPl9fMkJu40k
09ofrDBWVwzxx8WBfjVd6D4uvYqQwuLVfJ0VxDptr+WfFdbjtFmVrGFI3+tGGYLORGy8YnYMWY7M
jdCMVS+G+8qSajBCPyl9PR7vT7u7lI06H1xPbzNGITEqcAWEII+KtWXwriqvq2q+X7WznvIfy1gu
DfJbyxWH6OL3Lz3cHretNxgaL0gztE/x8qq22+Ks38u+TfIesaLp+rXHlPTra9uLRI7iGSwjjeIi
L0ZICJI1filDGKjdem2KEwl/LX8v5vV+s+XtPummuJ7yWS5t453ae6cyTOXlDt8Tdq0AAA2AGKrR
+WH5cCJoR5X0oROVZ4xZwcSycgrEcOo9Rt/fFW4vyy/LmEkxeV9KjJVkYrZwAlWBDA0TeoOKo+58
peV7q7jvLjSbSW7imFzHcNChkWYcKSB6V5fuU3/yRiqAk/LXyDLLPNNoNnNPczS3M80sYkkaWdme
Ri78m3ZyQK0HamK2usPy68k2F1d3dtpEIub5zJcyycpSzNIku3qF+CiSNWVVoARsMVtUt/IHku2+
sG10W0tnuoGtZ5YIxFI0LJ6ZT1E4uBx22OK2us/IfkyykkltdFs4ZJoXt5WWFKvFIOLo224YbGvX
Fbdp/kPyXp0zT2OiWVvMzJI0qQoHLxOJEflSvJXAYHxxVTh/LzyLBHcRw6DYxpdp6VyqwIA8fqCX
g1BuvNQaew8Bitqlv5D8l20EUEGiWUUMJmaKNIECqbmP0p9gP92RgK3iMVUT+W/kE2otD5fsDbAs
fSNvHxq/DkenVvSWvyxW2rj8uPI09xa3J0a3iuLOaC4tprcG3dZLUEQnlCUJCA0Cn4fbFbcv5beQ
xafVToVo8JKMwkjDszRhgrO71ZiObbse+K2ir7yT5Q1DUm1S+0azutRccWupYUeQjhwoWYH9nb7v
AYq1Z+SPJ9k8z2mjWcDTwvbTenCihoJac4iAKcG4iq9MVTHTNJ0zSrRbPTbWKztFLMsECCNAWNWP
FQBucVRWKuxV2KuxV//Z
uuid:ef6f6de6-99f0-4447-8eb8-96db2dc3efc1
xmp.did:05f02bc6-f190-432b-8c02-3e647b8c1adc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7cc2813e-73eb-d545-8a20-bbacc5500cb8
xmp.did:46185d11-4247-412e-8e61-d7ebda9922a7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:46185d11-4247-412e-8e61-d7ebda9922a7
2022-10-28T16:37:22-04:00
Adobe Illustrator 27.0 (Macintosh)
/
saved
xmp.iid:05f02bc6-f190-432b-8c02-3e647b8c1adc
2022-10-28T16:38:08-04:00
Adobe Illustrator 27.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
8.500000
11.000000
Inches
Whitney-Bold
Whitney
Bold
Open Type
001.000
False
whitneybold.otf
Whitney-Book
Whitney Book
Regular
Open Type
001.000
False
whitneybook.otf
LeituraSans-Grot4
Leitura Sans
Grot 4
Open Type
Version 1.000;PS 001.000;Core 1.0.38
False
Leitura Sans Grot 4.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 16.07
endstream
endobj
3 0 obj
<<
/Intent [/View /Design]
/Name (Layer 1)
/Type /OCG
/Usage 7 0 R
>>
endobj
4 0 obj
<<
/Count 1
/Kids [8 0 R]
/Type /Pages
>>
endobj
5 0 obj
<<
/Type /Action
/S /JavaScript
/JS (this.print\({bUI:true,bSilent:false,bShrinkToFit:true}\);)
>>
endobj
7 0 obj
<<
/CreatorInfo <<
/Creator (Adobe Illustrator 27.0)
/Subtype /Artwork
>>
>>
endobj
8 0 obj
<<
/ArtBox [0.0 51.3367 612.0 791.769]
/BleedBox [0.0 0.0 612.0 792.0]
/Contents 9 0 R
/CropBox [0.0 0.0 612.0 792.0]
/LastModified (D:20221028163811-04'00')
/MediaBox [0.0 0.0 612.0 792.0]
/Parent 4 0 R
/Resources <<
/ExtGState <<
/GS0 10 0 R
>>
/Font <<
/T1_0 11 0 R
/T1_1 12 0 R
/T1_2 13 0 R
>>
/ProcSet [/PDF /Text]
/Properties <<
/MC0 3 0 R
>>
>>
/Thumb 14 0 R
/TrimBox [0.0 0.0 612.0 792.0]
/Type /Page
>>
endobj
9 0 obj
<<
/Length 11163
/Filter /FlateDecode
>>
stream
HWmoF.a?@p~)RiKkQ@V.2U߯gf"/w85ٙgf]x)^}?\Iy<>riE.L^x/6+s-WNfs\Mh4?s!l9x?