%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ACEP-ALE handout for farmers
2018-04-13T14:56:40-04:00
2018-04-13T14:56:40-04:00
2018-04-13T14:56:40-04:00
Adobe Illustrator CC 22.0 (Windows)
256
160
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAoAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FUs1SymnvbWdE5p
bRyuVop5PyjKKOR2J4nftlOSBJB7r/Q1TiSQe79iWT6XrjWq28gWZxP9Y5k1X44pOaUJB2kpTsKj
wyk451Xnf2FqMJ1XmvuLDXCl0kBf05wCpdhzX0IlCd+srCjYZQnvXX9H60mM96/H9qo9vrEtnbwQ
IYZLZ3ldpCAHZGrGo4k1Dcu/hhMZkADoyIkQAOine6frMsUxjDenK9w4hLAMha3kROJrSjM4qOx3
wThMg/H7ixnCR5ef3Ij6jcNp+oR28DwRzqBb2zkVDUoxADEKG8K5LgPCaFWy4TRpDyaHfRXsBhct
FGFrKKAoxdmpGpOyDbkPA5E4ZCQpBxGxTUul3M1s0aWjxyCFhcM7qwll24lfiNTUE8jTwxOMkcun
zQYEjk79F3KXVwVt3MPqVMahF9SAEfAr8ge32TQbY+GbO39i8Bs7L7jSnkAltrNoCLe4SNWcFgzN
Hw/aIWo50FdsMsd7gVsf0ftSYdw6FbPp2oG3lSKCRb7hMJ7vmOMvKNwqr8Vd2KkVA40+8GEq2G++
/egwNbc900022vYZ7n6y3qAlBFLXdlUUqw7N45djiQTbbAEE2j8tbHYqo30aSWU8byekjxurSnbi
Cp+Lt065GY9JtBjxbDqw6wuND9WcW/meEz27TRXDFwpRlPpurVcdJFNPwzHjpyNxJoGAjqmEOo6b
eW8T23mKF0WAVlEtAeRNHqJFrWvE8qkex3yw4pd7MwPese40lbK5W68xwSQvGodmmUhfTozEVkPZ
Tg8E0QSjwzVEoWUaRqLukfmWF4nke3hgM1T66yFOHEyDky/ZpTfrkJ6cn+LZjLCT1c1/pc2qraQe
ZLc3sMUlzcKs1HFqNjL9vjxR6VpRR4YTglfNTil3txzaW80so80RLJHIInJmCsOADMvxv3ry2FPo
x/Lyu+Ir4Rv6kZp/m7yVZWMzDWLUW8TmSaYuFjUShZVqSeIAjlQk+G575dCHCKboRoUmNn5t8sXs
ImttVtZI2JAPrIpqOooxBybJ0fm3yxJatdR6pbPbpP8AVTKsikGcED0xQ7t8Q2GKq8ev6DJQR6la
uWNF4zRmp22FG/y1+8Yqsg8zeXJ1VodUtHVm4KRNHu3IoAN96spA8cVUv8YeVfRgm/S1oYrkgQuJ
kIaqlgdj04itfDFU0gnguIhLBIssTVCyIwZTQ0NCNtiKYqvxV2KuxV2KuxVCaql61mxsj/pSMrRi
tA1GFVPsVrkMgNbc2E7rbmkz6drxokk00io/BXSUoWjVo+LNxZfiKl65jnHPvP4pp4JohLfXhbXI
eQtI1rKtuFJDCUluFSXardPi2yQjOj7mVTo+5ZLZ6+2qRM0jG2jYcnRyAygpvwDKtevIEEdadsBj
Pi8kGM+LyWyQar6C0ju2u1IM7CcCKRx/KA4KofYCncHcYmMq6371IlXW/ejrwawdRSS2AFrGvBlL
U5NJ+3TwQ8fxyyfHxbcmcuK9uSXTW+qlIBGl2rBh9aLSlwzBWBKhJo248qdCB7ZUYy25+f4trIlt
z/HxRdpba1a20snP15ZeVIpHYlGq3Agszg1qOVCBQbCuTjGYHeziJAIZ49fS3a3dZXlELRLPG9QW
DBg9eUbVKfDXY1yBE6ryYkTqk609ZFs4lk5cwPi58uXXvyeU/exzIhy/H7W6HJEZNk7FXYqp3KO9
tKiKjOyMqrKKoSRQBwP2fHIzFggMoGiCXlWu2fmXT5ZIL/TfLJivrqSHTyUk5oJnlkiklQxqtevM
16g0qTTGJHLrSyHXerY3ea/pGnySm003ylbx3w4vcmO5WtWDQViMHFnX1izb71A60BmwXal518j6
beoq6J5fk05nR7e7gt5uJt7gzLG3NYOCksI+RrxAqa1ZRilGN5ps7XWFS/PlqWevq3AaCeMJdJfu
kjI3ovUw2ioOv2yDsrLyUINtWtNLuYZprfyc1nPYwei6RSozC4LEsvGDeNxNRQGr1+Ek4qm+n2sX
mXULyxtdJ8r3d/aRLM0wjMzMoueCpIrxxspYQGtFIU0oemKp7d+TPMsmlyRw6H5ajvriUGYNHNLb
hUSGJHKlU50jjI4EAfCviSFKFk0y70oQS+ZtC8uppyu0bR2yNLLweULyjEkcf2+UfPkaD9YsXS0a
vojZPM35L6fK3FNPieB5LpnjtgoWWNgWctwADFm5cid+tdsKrG138lLWGkdpp7QlGuAI7NSH+Jy5
C8PibnB8W3Wh98VWxa3+SENnc+jFp7WxWssK23NXCuxp6fEjeVXqCBVg1e+Koi5u/wAlorQGe107
6r6piX/Q+SGaHixpSM1ZOanl7174qjbf8x/y102EW1tfQWtWL/U4o2V/jneFpDGq1p6kbVb6e4qF
VJ/zc/LuH67y1mFvqCc7ngGbiK0psO/avUb9ASFWYYqgr7V7KxljjuWKGUEqewAIBJP+yyueURO7
CWQR5rYte0mWYQJcAymo4FWUjiCWrUClAD1wDNEmrQMsSatq31/TLh2RJCGWuzKwqFUtUbdwCR3N
MY5olRliXQa/o88qRQ3Ku8jFEADbsOoqRTEZoE0CoyxPItDzFoxFRcbU5fYfoRyr9n+Xf5b4PHh3
r40e9q28xaTcBPTlJkcKRDwYv8S8h8Khq7bmnTGOeJQM0S0vmLTCYgzPH60STIWQ/ZclQDSvdfl7
4+PFRmitk806Ii8vXJFV/YdftmlasFHifoOA6iHepzx71Q+YdJCsRMSVBJT03DbNxpQqN+W1MPjx
70+LFX0/UYb5HeJHVUIX4wBWoDbUJ7HJwyCXJlCfEismydirsVdirsVdirsVYf8AmBqsNkdPji1I
aXez3Co9wLM3jmIRzSKDShVQ8XImvam3KuQBjxV/FX2M6lwX/Df2sLTzTcr67/4+tHtbaISPG2lE
ur8ZW9YSK8YEQMbg7DZStR1NjWjLvznY6bbSWuoed7L6xakx3kosKOUkVPRRnrxU8kernbcjYiqq
qWm+Y7qNI4JfPunSQtNaxJJFpfBma4JLpxDcVeVmNDvQ9R8LclLZ8z6fc6ZaEfmBbLDdgrp8q2IA
kEM/J1YEfEGRChFBUciMUIWXzRc2oSL/AB/bRanNAstlGukIHS3lo0aLCpBf7S/SD9muyrPPIXmW
11qG+9LWo9clilDvPDA0EUSuDGIlBLVo8Dk/EeuBKp581O2sNLV/raWF9IeFrdNa/W+AZ0RjwNPh
5OhffpkCY8QB+rev0swJcJI+na/0MHb8wLNpLqB/PNnbtE6Ik02memryTbqI3c8Xp6bA/CaEgnsM
sa2QaX550XSIriPzF5it9SmkuHktpILN4FhtnRJEjZV9TlT1B8VaksB1xSmcf5ieQ5LT6wl7GVWQ
25j9N+azII2MZXjsw9ZPvwKp3X5n/l9DZ/Wmv0lirUKkUjkljQ0HHfrvhVSH5q/ls0rQ/pKIzrtL
EYn5AqGYqapQsq8mKgk8d+hwKm2h+YPKWqXlzY6O8M0tuPXuRFHxVWlkblyPEDmXTkw69D3GKp9i
rFvzG1iTRNAOrQiw9aCRFJ1HkIjGfidQyKxU0WtTsKVO2AxB5hBiC8+ufzbNrf0sJ/LcqsEFmOd3
HcPG7qSxjMICgQymT7Zr4b1wDHEdECIHRDD819aW/uDpA8rywJ8dtKGv1f0ZZvRR2ZIGU/GCrUO3
em4xGOI5BRADohX/ADe16G5ikim8oWlrFzZHaW/Ac+mG5Ru1vHyXihX4Ruw41qpGIxxHRRADoi7/
APMXXtLsIGMXlhYHs0nDSNqD1ZWbmSRCW4BEY7/F08RgGGIFUgY4jakPe/mj5mS2uBCfKMc0LoCp
a/kFAGCLxEKMzjgyUA6hl2ZSuHw49yeCPcnV9+Y1bi3eG78uRWMSNbSCZbp5FvII1kaKoVY40irI
zcjstCadcfDj3I4B3KT/AJlRxQWVxdt5e+qRiL9LSFL5SjiSQy+ghgJfjCkjKGofhr0Pwjwo9wXg
j3Mu/wCVgflYHnt2vLZDBzEivBItfTCySceSfFx9Rakdz44+FHuC8Ee5PJb2KXTtNuNJdorXUCJY
2gRFd4mtnmSiyo1C3Beq1w1Q2DLkNkP9duw7hptUARQ3IQ2xrWu39yNwKZX43kWvxfIrra7vJUBe
bU4m4F2DQ21BxFeNTCNzjHNfQrHLfQtrcXpiDfWNRVyhkCtFbAAc+ADH0dm/apTpj4u3Ip8TyLT3
twjEGfVTQlSRb2xFQQO0Xvic3kfkg5fIrXvbxfTpLqh5btWG1HEAGtaRHutP44nN5FfF8ijdHubi
S8uY5Jp5IlhgkRblI43Uu0oO0aJsQi9csjKxbZE2E2ySUh85Xmo2mlxSWEkscxmCs0Fr9cbiUckG
Oq0FQN/o74q84m8zedTqDQC71AxJ+wvll6hVc/alaX03UITX09ynwr+8wq6x1zzJHcGYT3cwuWju
r+ybQqOhZpaM6c4ypkSELUpXepNfsKE50OHztq91qkljqjacRHE0ct7oywFpZI3UFgZF9R4uEe/b
tVSKKU9g8t+eI5G5eYbdo2hUL/oMdI5xFCjMicv7t5EkkK8tiwFcCoWPyl+Y31ZVl82W73DFDK/6
Nj4fu2BARRKKCi9Ceu+4NAVRn6D/ADBZkdNfs7UmWZp40sVlDRs5MQDF4yCoPevf7XXAqbXdj5gO
h2tpZahGmqRCBZ7+aISK/plfVYxAjd6Hao+Y64qkw8s+e/r/AKreZoTaGJYzALCIOHWYt6ivyK1M
TFD8Hh88VX2fl3zxbokc2v216oeINJJYokhhQn1AxViHaRKK2yjw49MKt+X/AC752sb4Satr8Op2
bSPJLCtmsDEMpCqDyk+yeO4IFBTiOuBWU+hDWvprXrWgrX/M4q70IaEemtDUnYb13OKrlRFNVUAk
UJApsKkfrxVvFWMfmNYapfeW3t9NgurmZpFMkFlLBDK8fFqryuQ0VCaD4gfGm2KsJn0HzqdGKWVl
q8N04hZg2p2kTLWXiY0ZUkVBGrVbj1AAoaKMKFDUNF88z31zcwWfmS3W6ZpBbx6pp6xRxxXE0oij
jKOE5/BuPiAKDlTnRSvbRPPU9tb3E1prlvPbyLH9Vg1KxbkJ4pGaRmkQKywNMECOvxcOhrRlCjae
W/Oktm8lxZa7aPcN6d3CNUtpqrFHRZfs+rwfcEKVk5eH2sVW/oPz5xMsWneYEeWWSdy2q2z/AL2R
RGh9Nt/SWnMISCO61xVFyeX/ADpBNbxiLXp3lbhzXUrf04xJzUsQ0XEBF3LVEhrsSQuKpVL5c8+z
2P7u28yxm14NHz1S0Vv9ERk2VIeUzSPSQKxCt4rVlxSzbQ/y7vFu4tSvNa1mCaC9nnOnvepPbyA3
BZQf3YYxOgoqHcKaHcVwKy/UABd6WBsBct/1DTYqxS//ADb0qyv9QsW0LX55dNcpK9vpk8qSESem
DCyikgb7QK/s74qklv8AmTpV+L65t9L81xJAv1h0XT5U5CegX0l6yfa2oO2UnDvzLUcXmVsn5q+X
4vRnls/NSrcvFCkB0+4JJnEjq4UAlgBAahancbdcfC35lPhb8y1bfmNoWpyTRxaV5mhdF5Reppcy
BwpSMcWOxNHD7kfDgOC+qDivq9D8r+YrXzFodtrFrBcW0FyZAsF3H6U6mKRomDpVuJ5Ie+XtqtD/
AMdy7/5hbb/k5PiqLmj9WF4uTJzUrzQ0ZailVPYjtgkLFJiaNsPb8tWMt4w8za2I715Xkg+sR8AJ
mZii/uuQVTIeO/4YjYUpNm1W58hXd5bvFd+ZNU9RriO6SWCRIuDRTvMioCr0FHCMOhA6DsUNS+Qb
50ii/wAT6s0Kk+oHlRmYUfjxcKtGDOGq3L7I6YVW6t+XdxqLyFvNOs26SSGQxxTQ8BVi3EK8TLxB
6Cnt02wKiE8kXjELc+YtTniSaORE9RUqkUSoqOQPiqy8ydgT1Fd8VULX8vJrea3mHmbWZHt3ic85
4yJPTcPKrr6dCs1PjoK+BA2xVUi8h3SKok8zavMyGUpI80fJTKFG1Ix9gLRa1pU9yaqtW/kG5gvH
u18zau0khVpA0sJVykhdeQMXSnwlRQU6AVaqq7/AcoMRj8xatEyQvC7JMlZGdg3qvyRquvxU+Zwq
nHl7RZNH082j6hc6kxkeT6xeMjSfGa8R6axrxHbb51wKmeKuxV2KuxV2Kpdr3l/S9dshZalG8luG
5gRySRMG4sleUbK3RzT336jFXmtz5e/LzStRfT18v69OdPf11khkvZIOcTesvBzOBV5Ja7ePxUUG
hVCNp/5brZME8s+ZIQ0Eic4ra+9REmmWV+PxVD+qVYLSopsBx2VWzaZ+W+lFrNvKvmS7C8nlIhvp
lMkbgjjxkoWL/GgjHFSOS8aE4qjp9E/L5LT0P8Na+63LQ19KO99RZI5ZET41kBUsyFnkr8SkFmpS
iqBuP+VczSyu3lbzMsNy5ha7MV9COUzvHROcqyxBqnl8KgigapIBVZpB5y0nRbeHTrbRtYaBPXW3
UW0kjFbdh6hrI3ML8Q48uvz2xV1v+aemXEtqkOi60Y7oxcZ2sZEiX12KRcncqPiYDp0qOVN6BWaY
qgdR/wB7NL/5im/6hpsVfPvmm5/Lf/FWspd3WtJereXjXCRaczxepG7MyxyV4uGNQlDv3oTiikss
5/y1vGRLeTzHJI7iMqNJkojMaLzb7C1379jitKzQeQElnilHmSJrfl6hfSXCVRSxXnXh9NadN6b4
rSpZ2Hki7aRY4/MiFRzjMmmcRJHyCF1JbYBzSjUb9qnHfFaZT5a/LHyj5g0S31e31e7tIrn1ALe8
iihnQxyNGQ8fJuO6fditPXNNgjg1CSCNuccVjZoj7bhWnAO2KUwuSVt5SJBEQjESt9ldvtGtNhgk
ditE7DmwtL2xheS2j8y24ETFI0knMZ/cyj1w1XH2a0qOvj1zFGGfSWzj+FIbWiLafSl5OnmWAc+c
bO0gjJkU7uv7xedPUHWo3yQwSHVIxEdUMt9ocEF3qB80QLHA0j3MwkrxRVJIqXLMEETEdQePehwD
TyG/EgYT3pl6tr9Uhth5ijaWS4EccwlBLP6a/uqh68qnkBXv06ZPwZVXEy8OVVaUW3mXyq9wwPmq
G7axiZ50DO5jVrdmLmjN+zJy39lHWmAYJdTaBiPUomyutIjluLWLzTEJLJzDcxNIqFJG+ABuTirD
jt8vngjp5D+JEcRH8SMtrXTtRX9H2usQ3N1bc57kRP6jBbotwJAkNN1O/X+KdOaq+9PgmqtGDQ9Y
DsDqkhQq9HJblyYEDYELQbH9WPgz/nL4Uu9OLSGSGBY5H9RwTVzWpqSR9osfxy+IoN0RQUp9UsIJ
DFNOqSClVNa775JKz9N6V/y0p+P9MVt36b0r/lpT8f6Yrbv03pX/AC0p+P8ATFbd+m9K/wCWlPx/
pitr4dV06aRYop1eRvsqK1OKorFXmXm380L7RNcu7GLUNHCRSGNYrs3aulLczfGYY5AKmNuTH4VG
/UcSVSyy/NXzdqcAWwuvL4upZGht9tScNL6rxRIFaGJm5vCysw3Xb4TXFVKT84dfudNs77T9S8uq
WEpu0nN+qgSLGbOitEkoLc+TCnRhxrT4lUQn5u661rp85u/L6jU/TmhLPfgJasH5ytyhBBDBSOfD
brTriqkn51Xwt9OSTUNCN3czLZzkfpHh9Z9SRXVAYA32UFOVPiHGvxVVVMLb8xvNmo6jc6JpdxoU
2sqQLNHN6FlKvMZgaxqlUSEA8JDTcmlQuKp+9x+cIljK2WhekEHrD17onmxU1UmMbL8QoetAajlx
UKrPL+aht1CQaOs/oxcnL3BHr+mgl+GgonqcyvxVpTriqf6j/vZpf/MU3/UNNirxvzR5Pnk1jXLy
Lyhq9+wu/Uhe3vrNFuRO8rSyRq8fwiMovwliaMO4IwWjZ3l/W9W8nXsdnZ+TdXtv0nIn15rm+04+
lDHw4yrtxbeeQceQ+x90ZZYx5mmJnGPMsl8ufmbr2o6vDZ6vod1olnKrH9ISXljcIpRSaMkKFhyP
ELXrv4ZD8xDvCPGh3sy/Tuj/APV5P/JL/qnj+Yh3o8aHe79O6P8A9Xk/8kv+qeP5iHevjQ70TYpG
mqzpGaxrZ2gQ9aqHnplzamLojoyOoZGBVlYVBB2IIOAi9ikGtw82vvJHmY63dXkGheWbmzuHnbhN
E6TN8SCBpJBE3JuCty7fZp0wiggm1t15D1eaKOP/AAz5c/c1aBVEkcaPIlJnHBFertI/fYb/AGsK
tjyJ5gDTOuieXBBcSN6+mtAWieP0xGGaQRqxk4lwSQQV2oOyqKHlXzPDYvFa6L5djmHpXCqEcI06
zqzA0jGyxcuLUqWA6VqqqjL5M8x+tLJb6D5ahVyiPGI3/exFJIpObLGpB4ekANxt17BV1n5Q8xBr
4Xnlzy45vpDPOyo7o7GWMkSF05yHiJG+IfyjoKYqq6V5Z84aLqsTabpWhQ281yfr2oQCZbj6q9xG
7xpGwov7sNSklOQB49iq9CwK7FXkv5zTRwqsjyW0YFxFRru5mtEqYXACyQBn5E/s9xX5YoefWc/k
2fSJDfX8MN96k/1a3i1G/WJpfTjISWWThJ8PAbcaKv7OFVs1jMlimp3kVja6VdSBmvDrOoqtRWiR
gxrxTrtXiaVpiqN8nRaHrrX1oLqASPBEZYdMv7xzHwb4WQv6dNuB5L1PyrihIrmTRY5pLJrixK2M
ruiy6xqH1kSJJ6au8Ua0DluICg03qNqDFL0v8mkQRpIog+O4JDW13c3qMvoqVbncgOtVNaDam/fA
r2LFLFdZi8/ve3KadaaRc2EnIRretMpKekPhbgj15uOJ22XfelCqxubzJ57tVbTxN5Ssb+3UlLc3
MxEYDOkC8KREBvSdajdabKd6IIPJJBHNtNc88+YrGAaI/lXVKpP+kIBPLcw8HVBaH4Ryo3x+p9wr
x+IoTmv5rFYy2n6D6hlQN+9uSI4gGLsD6YLsH4lR8P0dcCpZLq/m/TWtheL5UtbsqjaqzXUkR5q6
xu0YZFZqQFft0psKkHZBB5JII5svTzR5PLqyavp5eT4lYXEFWqeFRRt9xTFCYafqWn6lard6fcxX
lq7OqXEDrJGWjYo4DKSDxZSD74qrsyqpZiFVRVmOwAHc4k0oFsd1PzR5ca8tIoNZ003tvK0v1WW7
jjJARoWG3Mghph+ziDfJJFc0RpupTanZpfaaLK8s5qtHcW9/JJG1TU8WSErg4WNKOoaK14/1i+06
2kaNaeo17cCiip7RDxyrJhhLeTCWGMzuLSSVPKEJcS/omMx/3nLVZBxrsOVU2+nIDS4zvTE6WA2p
2mR+UNVZU0waTfO9eCW+qySseNa0CITtTD+Ux933o/LY+5NP8JW3/Votf+k25/6pY/lMfd96/lod
ycafa3iXc09xHFErQwwxRxSNLtE0hqSyR/78y8Cm9GzR+rC8XJk5qV5oaMtRSqnsR2xkLFJiaNvK
pLjyhBqdxZL521a0vJb27t3so2CEXNxOEL7wmoiYfCxPHjhAoKTZVLXU/LGmwOf8a6rfQXsUUEAP
xPEyPG7SgRxR8S4mjXZR8JNN60LFQ8s6roGv32m3Fh5v8wSxXUixxW0zRxRSN6Ej0akSyAFErWu5
p1PLFLKx+Xlz9d+uHzRrLTGMxNWaEAgg0NBEKFSajjQeINBgVUvvImoXV006+a9Zt+UryiKKWFUA
f/dYX0qcV7d8VWweQLmO5jll80a1cQIBW0lniMbENyBYiIPX/ZYqsf8ALgPdfWj5i1cTG3ntmYTx
kMs9KOytGyloyo4GnzqMVTHy/wCVJ9JuhcTa3qOqsIniVL6RHUCR1eoCIm44UBNTTFWQYq8u/Ndr
lZOcH1vks0XMWT26PxMTCrG5+AoK1NN/orih55pcep31w8L6vqenqEPpXM9xptwgIYK3qJArULE8
R8XXlTouFU6PnS85pbtoDTMlPTb65p5q1ACVHqg7cvAfjihBeYZdRS+ZrK81R0ugsjxWVxpkaW1N
njX11qxFOTfEcVSk3HmAxeosmsGSOSjQveaKOcZPxVIB+zvSprv16YpeiflVHODE8813NM87Bxey
W8zrxj4ij2wCEMoDePy6YFeofpLTv+WqH/kYv9cUu/SWnf8ALVD/AMjF/riqQ6t5T/LbWLr61qul
6Ve3JHH154oHelWanJhX7Tk/PAIgckmRPMq+h6F5E0GSWXRLPTtNknVUme1WGIuqV4hitK0rhQm/
6S07/lqh/wCRi/1xVI9Z8sfl5rd0t3rFhpuoXCqVV7lYpaAkEmjVFTxG/Wm3TAIgckmRPMoEfl3+
UIp/uA0U8aAVgtz0JPce+FFsg0qPy1pFhFp+l/VLKxh5ejawGOONObF24qtAKsxOKoltQ0xlKtcw
MrCjKXQgg9jviRag0xmTyF+VErStLoukStNI00zSRQOWkdmcseVf2nanhWg2wAUKCTKzZTvSLfyt
o1ithpK2dhZIzMttb+nHGGc8mIVaDc4UIttQ0xlKtcwMrCjKXQgg9jviRag0xy88kflXe3Elzd6L
o09xKQZJpILdnPHYbkVwAACgkys2VfR/Kv5daLei+0fT9N0+7ClPWtliiPFgAa8KV6fr8ThQnv6S
07/lqh/5GL/XFWxqOnkgC6hJOwAkX+uKqszSJC7RJ6kiqSkdQvJgNlqelcEiQNkxAJ32YffeYfPd
tFO8XlP63LG8pi4XMEfIeo6wt8T/AMgBbcfa7Cpwjkp5txeZPOYnMX+Dy8SyOsF5DeWxiKUJSQA/
HQgKDt9rxFCShUstf83l1F15RMUiRO0k8d1bspljiYqqD7VHb4QT05b9xgVQt/Ofna4kh4+TLqBK
/wCk+rcW44g+oAB8Y7otSob5UIYlVfTvM/nebUUhvPKUtvZSzrEtwt3buYoiiFppF5Akc2YcV+Lb
pvgVePMnnQWVrI3laQ3T8vrUC3UFFoVUcGJAoeRbfeg2DYqp2Xmvzlc27JL5Unsr5obmWJJp4HjD
RKDCjvEzpWRm405DpXx4qu03zD59m1S1tr3y2Le0llmW5uluI2WKJJHET7kFiyhaqB3r0wqy/ArA
vP3lXUtcn9GCGJ7cyRNN9Yt1uUeILxkVUYhQxBoGNaeBxQwmD8pvMqzfvINJNqQ6yQrpSgyLIEBD
H1qf7rWux+yPkFWtL/KbzLZXMV19X0lZ4yh5w6Usbj4gZBzEtfiHIDp1rvirIz+W2lEuf0BAGkHG
RlgRSy8udGIAJHLemKFkX5YaHFPHPF5atI5ov7uRbaIMvyIHbtilPPKvlZNHvYls9NSxtubPIsMa
xryYGrELTfFVa0tL6COVX095TIAKspoKbjan81MUIlG1BCxGnzMxNVL70NGAFAo2HLFKlaxXkKFT
pjsWYMWAI+zTpUH/ACvvxVQu7HUZ3RlspUCoqU4k/ZFK9BihQ/ROp/8ALLL/AMCcVp36J1P/AJZZ
f+BOK079E6n/AMssv/AnFaSfzR5W17UNPSG1sPWlSQvwmeeBf7t1+1Dud2Gx2p70xWmKT/lt5uXS
o7G30SGOW4CzXU0F1dwCO5VZORVgGb06uFVaEdeQwpUP+VV+bg//ABx0aJWIhDapqvJVZOLsexZq
/QO+KomH8svNCg250aMW7zUknGoaiZjCSlSCasDxQfDzpX4q1xVAxflZ52liKXuixytJEVnLavqz
rIxTgVKsDxVgT/MRgVPdJ/LLUpYAms6a8JiIe3Ftd3srK77SfvJCrAUVQKf2YVRp/KbTTGI2tNQZ
ByBreXpLBwQeR9Wp+1tgVu5/KiwnnaYWt/DzlM0sUNzcxxu7Ek1QPxFWPL4ab18WqqnWg+UZNIVI
LS1uRDzVmMzyzGooK8pWc9Bih6NiyY1N+XPlOa9mvHt5vXuJWnmK3NwqtIziQngsgX7QrSlPuGKo
/wAu+VtD8u20lto9uba3lYMYubsi0AUBFYkIoA6LtiqaNNErBWdVY0opIB3NBgsIt0ckcih42Doe
jKQR94xBtIK7CrsVaZlVSzEKqipJ2AAxVvFVvqxVA5rViVUVG7CtQPcUwWEWuwpaDKSQCCVNGA7G
ld8Vczoi8nYKviTQb7Ykq1HLHKvONw6HoykEbe4wA2gG12FLsVY7560qzvtElNw9/E6gRxzaWSLp
fVdAeA3Xqqk8h2+gx4ASD1DITIBHQsDtbgGK5ZJPOEyXEkRmM8ToRxVhIVUoPh4QKp3o3IEdzk2C
pBFOuqCyhufNFpZ3s3MSVX901zL63Ir6T8RW5C0r8KpuKggqrnv7e0tbXWZtW83Jb29wFlgmgI9U
wH1KSq0QX05f7vkpFfGnxBSgotQlSwsZbP8AxlFCsyoYEtljYIkgd3ljkiLEkP8AHyFW34k7YoV7
grBbraT3fnO59ImJ7lYi8hlUQSxSKFTift1r9n7SsKVxVddRyXV8kZu/N0KQtNCl9EqqZEnkoULG
MMiAw8w1QwBG9Ngq0l9FOpjS483z29xGVlZrSsX+kwAVYRrG7/bL1i/arvTgMVS1bDSBpd5Daf4u
aa7E8sbXNo8jpIQnFVLpx48oFA6hq/ESuKpnqV9ci0mvLe/81sskk0qvDB6qJFG5BVIl+NvhYBTX
/K8cVX2c7vqZtHvfOMaSSfVYLho2aM1WnrNSJuAVu7eFCOxVTLW9E0TytJp2oa35t1a2tFlMcc08
yC3aZvVYidxGF/eLK6jn8IoOPEjdSpeXtE0/WLsX+g+eNT1C3iEMEsFvd2k8Uf1UoqhzGDUOEbnu
S3KtR3VTlfI9+0Rjute1m5jKJE8RmhWrxvE4mUjpX0mUhiahjWp3wKof4A1KCJgvmvzEfSb1S4uL
dzIKk8FDxsab06V964qza2hMFtFCZHmMSKhlkNXfiKcmPcnqcVVMVcSACSaAbknFUrHmvyuZfRGs
WJlrT0xcw8q+FOVcVW61oC6nJFJ6xheJWCkCtWNChO4+yd8oy4ePq1ZMXEhR5ZmhHp29yyxPJV1U
laIWkL9z1Rwuw6iuQ/Lkcj+N2HgkciiL/RZZbuS7/SElvARyZAaKpC7tUnahRG+j3yc8JMrtlLES
btJln0o2FtpsXmGzuJ/rBcs1wlSpRl4KqyBj8RG1euR8CXCBfVj4R4QL6pg/la5aIxm/duSyLI78
ixLlt6cwu4YBqj9namA6c1zU4DXNcPLV4HnI1B2jldWSFw/AKtfhbi6sRvtQjpj+XO+6+Cd9111o
Ci0XldiD0ZZpzKahR6pJIJLggUNDvkjgsc+pScO3NKrZNEmkFpH5ktpbtpPhiinUvyJPFQolLbFs
iNOe9AwnvTIeWLlWqt8f7znuHqAAgFKONwI6b12OP5c96+Ce93+F7n044zfFkVlJDhyKgJUj4xuT
GetRvj+XPevgnvTS1gttLsn9SRI4lZ5JZWpGg5GtTU0FBQZfCHCKboRoKVr5k8u3c4gtNVs7idjR
YoriJ3J9lVicmyTHFWNefvqS6G7alrM+iaaxWKa6tSscwkeRPRZJWDcSHHQKeVaZEg2DezIEURW7
BZNQ8oJBAi/mLrUstWKNHJ6jS1kEdKLblaK0yLXtsSe+TYqlhqXkHU0uxbeddVjt6wzS2bzMDDJd
yw3cLgtGZF3i48S3FVLCgXFVUax5FsrdZF896oIvWuJgPUeVzzjmZ4yogZtvilUUr8O22KrraXyS
rm8tfOepRS28arcRiX1HcHUGneqtE5Z2lf0W4/ZT4dt6qoI6z5JaWC9uvPOs2ktm8imK6Ppkem5S
RZAYKKKp9qo278TihEWmreQ7lFnsPOep3DwrcTssEvqMoFsJpmYemRusBkBG1W22bFVa8vvKsUsK
jz3qVu10rzJIZKxsJY6DmfTHExpauy7jjuW91UGmu+RnFzK/n69YRTRK0qu4QTsTIvEqpJDowj41
6CnfFUysrry/rOrW1rp3nrU5byUrHDb2zgA+naUZnWSJlNTA0jH+ZqU33Upwfy3veccy+btbNzA0
rQSySwSAeqSaMphoQu3h0p0JqFSb809Kul8r6DpBkudRnW4VJbtobm5rwgcGeZbRZpR8VFB4n7W5
742gsL07yVp9sJ59agluYFi5Qw2MV/DMz/CxAW5t05fC3bvt9rbAZgdUWEXLov5aCMG3sdZupGZA
Iktr+I0eQR8i1xZwIAvLk3xV474PEj3heKPeyLSPy/8AJnp2esWLywOjR3MInneOZODBvigkhikD
imymm+PHHvXij3vVckydiryL85PMN/PeL5dtZmgtURJLziP72SVgEjJB3CghiP6DFBeVDTQSV5Pz
5qgUoN+Q5V+1XjTvTCinr35Ka9qji60K9kM0VurSWrMxLR+mypJF8Q3UeopFOn04Eh6pil4n+cvm
67k8wJ5fjkaPT7MRPeRqSPVdwJKNTqqoRQeP0YoLHtQh01tFQWscpn9N/rMzB1icrVYzyYKD9qtT
36YpZ9+SvmbUru2udD1FmlNoiz2UrfEfRLFGXlXcK1OP09qYoD0/FLxH82fM8uo6rd6RDfelBYOk
AswHHqyOAzyluh4H93Q+NRWpxQWF6To7XTXN1FPEf0TE01xE5ZW9ONQOSmnxfvW4gVB6Up1BV7L+
U3ma61OwutMvHRrjTSnpcWZj6MlQg5OWZuPDqfEDAlnuKvEvzKvtd8wa9c2NuQmmaczxxROaKzwK
DNIyjlzPI8V26dtzihhM2j3VrqP1G5ulFwBzjBSULxArX94sbp7bD9WFXun5Z61fahob219N9ZuL
FxGtz1MkTCsZZu7ihU/IYEpz5i0rV9Rt4otN1Q6YySRvKyxLKXVJUcr8RFOSIyf7L2yJBsG9mQIo
it2N/wCFvzMeGknmmyEyD93ImmIAWMVCxUyGn72jEb1ptxqOMmKMTy355RW/52K3LsiBiLBFHqJX
4gC7gLWhC023332KqLeVPPrWxgPmiAco+JZdOjBVyKM6cpGI6niN6Db3xVqXyz+YaGSS28yW0jyd
Yp7JQo+wBwZWPGnFm+wakgdsVX3nlXzy8VxHaeaEiMsjPHLJYxPIitIJAobkB8PxLup+Hb/KxVls
NuiRIrhGkUfG4ULViPiag6V3wKu9GGoPBaqKKaDYUIoPoOKqctvaL+/NurvEGKkIC++5C7V3xVJl
8z2V2VHl+2/S0rhWMsREdvGGAI9WdgQDQ/ZUM3+TiqqNK1+7+LUNWNup/wCPbTkWNR7GaUSyN814
Yqsl8l6NM6NOsl0ApDC7nuLgk7UP7yQgU32AxVx8l6AWicWFqjpUO0UTR8gSOnBxTp3rlc8UZc2E
scZc2z5O0biaW0XLlVTSWnHwp6vX3/DIflcfcw/Lw7ly+U9KjkMsEMcciENbvSRijjcMayUah7Ux
GngDYCRggDdJ3l7a7FXlX5tWFzY3q60U9bTZlWO4UIXZZQCq/Z4BQVoOTMd+gxViEfmLjp0uiNaW
4iDxxmAxqAJ35t6bMQN/gCk7APv9kYqzn8otOupWn1t7f6tZtEba0RkKufiUyUJZuSr6agEUqa7D
FXpeKvCvzp8uXln5lGv+j69hfCMOxDcVliQJwcqQRyVQRuK7+GKCwuedAlxCknE158lLBfg3Wicd
qmlPiNO22FXqf5G+Xb+CK8168Dot2iwWnOtXRTyd996VAC/TgUPVsUvAfzZ8s3Gl+bZNWKn9G37r
OsqitJBT1I+3xVHIexxQWP8AlrzZP5a1W51GxPqy3EbxBfsgK7hqsGVqkceg+/Cr1z8pNFnSPUvM
NxbG1/TDqbWB93SFORrWi7OW223pgS9CxV4P+aWk6tonmNrwrJNoV7cfWgqsyKZHH72J3ShUtRqe
x+eKCx3VfMlv6YsNFjddPmCzPDMWeSOeRSHjjl+FyicuIr16+GFbey/lR5dv9J8umbUUMV5fMJDC
SxKRLX0wwapDfExPz8cCWa4qxnzprmo6WbMWbhPW9X1CVDfY4U61/mOY2pzGAFOPqMpgBTGf8beY
v+Whf+Raf0zD/Oz8nF/Nz8kr1T8yfPdrdRxWVgb6BgvqXCvbxhCeVfhccjx4rWnY7VpTLYaokbkD
4NkNSSNyB8EKfzT/ADDSQK+iSshWNucUlm3xMBzUhzGfgPfocl+Y/pD5Fl4/9IfIun/NP8w0uAkO
jSTQ8FZpfUtUKsalkKtSpAA3UkEn54RqP6Q+SfH/AKQ+SdweevMskEcjyCJ3UM0ZSMlSRUqaDtlE
tZMHo0nVyvosufPnmeJFaORZWLAcAkYJFDWhIww1kjzpMdVI9yUD81PzBZHKaJOGVCyq72S8m5KO
KkO3VSTU06e4y38x/SHyLZ4/9IfIpd5f84+YtIt3i07y22nIFWjMbRnkJYCjMjSuabmrY/mP6Ufk
V8f+kPkWQeUvzC896rqtraatp/6MinaMMwkhmNWYBl+FKAiv+e9Jxz3IAEH4M45rIFg/BnmtXmvW
M0S2NndanHIrF3iktY+DBlAUiRF6gk1/2xluShLPWPNM19HBPo19bW7vxNy01kwVOhdlUV28BX2r
irIE9aO7SJpmlR43Y8wgoUZAKcVX+bFUTirsVdiqHv5bdLZkmEbmUGOOGUqFlcj4Y/i2PI7Yq8l0
+G/+txI/5a2kl6lxD+lYYdShb0BLGGW4+rupXhVpAFO+21exV7CqqihEAVVACqBQADoAMCt4qxDz
br3mS21dNLsfLcevabPZtNMrXEUTeoslOBSXlyTjTfj1IxVhsv6XtWNyn5U8xEC9JNTtvSAUIdke
qCnJuqgDjt1xV6N5T1bWNT0+WbU9OXT2jmaO24SxypPCFUrMvpl1VWJIA5E7VNK8QqneKsS89arr
SJZWGh6PaeYWuLlYtUs55Y6wW9AWmMbkcuPIVHuPHFXmXl0+bn1K11CH8r7CTTGCl5or6Gcl2Ko5
jLSPEPTYsfsnpSoOFXtuh6gdQ0izvGaJpZolM4gcSRrKBSVFYE14OCv0YFRuKpV5mmuF0i5hs7WD
UNQljP1XTrllEcxUivIN+ytanbFWD2Goana6zpQf8vrLQ4rm4iil1KSey5RmQy1WNY1Rmk/drSh/
a6bYVem4FdiqFvdOsrwxm6tYbkR8uAmRX48qVpyDU6YDEHmgxB5sGm8waXHr0mlf4GuTGjFP0j9T
T6sxEzxfAwQk8vT5DbuOla4PDj3BjwR7grxa55f9GGa48oXECzRrIo+oLISzJC5RVjRnJHrnsPsN
Spx8OPcF4I9ylc+YtCh9Bk8lXc0c0sMTNHp6HgZo/UDMAp+Ffss3QHHw49wXgj3L4fMHl+W6FuPJ
t18VvJdI/wCj1IIjTn6ey/DI+6qrUqemPhx7gvBHuQlx5p0yDWINPbyFdtFPIq/XVslaJI3ZF5uF
QsOLPRlpXYkVXfHw49wXgj3BUg8z6FcyQCLyVcpHPcR26PPYCIj1JIYi5Vkqqr65JJ7KSK4+HHuC
8Ee5Bn8wfJ6u4byTqg4VBA0WRjUAn9mNloQNqt79N8fDj3BeCPcEbd+bfKdqt+zeT76QafcraSen
pXL1Gbn+8i+H4ox6e7dqjHw49wXgj3BD2Pnny5czD0vJOpQgTCOKVtKKk7x8HA4fCrczuxFKb70G
IhEdEiAHRcn5q6A6RkeUtaEjU9ZTpUvFKglgG40Yjj0996UakmSMsvzE8vXd3Z2q+V9ZikvJYoUa
bSpESMzMVBlcjiirTkxJ2XfFWcxWlrC3OKGONqU5IoU08KgYqq4q7FUt8yaqNJ0K+1IzQQfVYi4m
uiwgU9AZCgLBa9aYq8V8x+dNN81W9ha+a5vK8unrMl3BJBq14kkYUmsgVYYyzUFAOW5+4lWk/K7y
h5t1G5l8sWdnd6KsyWU2sxapdG7hjEMbScIXSaLmvqyAK2x2J71VZbqWr3P5eTNo9j+hrLSLkXF3
pz6nfXK3E1wf31yzqsUgVebn7J6dBir0i2uXuNPiuYwjPNEsiAMeBLLyHxFQ3Hfrx+jArwL8yNch
v9X+p+bLLyxJqVnF9Ul9XUryN4Y54WdzxWEceVdqEkGm5oSCqW6npnkeLWL2ZG0C4NxO1xdpeapf
qsc6+tF6RiSJ0KNuTzP2magoAMVZl+TN7dWNxL5d0WPQWsoZfX1K3s726e5gHpiL+7lt13DIuzMd
6ktU1xV6d5s1yPQ9BuNTkuLa1WExj171mWAepIqfEUBbfltTvgV45qmjeWLlZ/OHm+30a0fWUZ9J
vE1a/wDq1y89sILglTGiIGt1qvFeVRTwOFUv8o+TfJeqaHrJt9M0O4s9PsrgFrDVb+4CGQiZRPJI
isiBravwA9SR3xVMvKvmHSPKkrQeWJtAaXUyW1mt9dyLFeIZm9ONvQclQiO9ZGUn4qUXiMVes+eP
Mp8u+X5NSWeyt5FdER9RkeG3JY7qXjWRgSoNPh9/bAryb8wvNWialLolxqs3l65vlt4ZYkOpXVsE
W5mFxz9REBaELBbsCVJY8vhGFUl1/wApfl9fX811Y2+ky6R6IvrPUZ9T1Ayta2/KG5uPQVHjdoZY
iOJrX9rucVZnpf5tRI2gaNo1/wCXGh9C2t7iJr6f1Ef1fQ9K3CxMsnGMKRVqn5UJVes3F9aW8kcc
8qxvLy9MMaA8BVt+m2QlMDmxMgOa39I6fWn1mKvw7c1/b3Xv+12wcce8LxjvUbXXdHuq+jdxtQ0o
x4Gu46NTwyMc0DyLGOWJ5FHZa2OxV2KuxV2KqJvbNWKtPGGUkEF1qCNiOuR4x3o4g19fsR1uYvD7
a9/px4496OId6nc6vpVrM8N1eQ28qIJXWV1SiNzo3xEbfun+45JkhE83eVnujarq1oZwCSnrJ+zx
rvWn+7FxVUi8y+XpVdo9StisbMjn1UADIGZup7BGP0HwOKqcvm7ytF/eavZj4Gl/v4z8CAFm2PYM
Diqs3mLy+rMranaKyyNCymeMESpTkh+L7QruOuKq1hqmm6gJWsLqK6WB/SmaF1cLJxD8SVJFeLg4
qh/MkV1NoN9FaC4N08LLB9UeOOfmfsmN5gY1YHuwIxV4bq+v6p5duLW28wXPmDT2u3WVPrl/oaqs
cZ4OoSjc1PPeiFmp8O9ThVO7n81fKelyQWUF/Jat5ejT17WC70+I384EKzQyxvxHOMh+bH0+h4k1
2VU7nV9X83zy6l5em1yWKdDLc2mm3+lvHYyKjRi3ImV/770UkKhm3btvir1XVLHUb7yu1tFc3Vjq
DQRsJrV4VuVkj4uUDukkNXK8GPClCcCvNtOg/MC2uFvpdN8yXpiliY2d1c6ORKGcO393w+FfTC1Z
waHpXdSqNeHzcdQdotA1i3GoyXUstzFc6Z+6e7X0U9QsOdLX+8jID05ft9MVSmw0v8yHv4o2TzXa
i6k9Oa5kutCMcIJ3kPCNmKryLEIN6bA/ZCr2cQoYRFJ+9UAKxehLU7ttTArzrzPe+c9aUWMOg61p
Ih9Ui8sbnTCknFSVVhP6x4vwAHwA1NDt1KsfsbH8xLJQsdh5slUzR3Dete6F8XpKf3R4naORm+Ja
dq9zRVnPlG51mRk0fVvL13bwW9qjnWL+WzmM8gKnjIsDMfUqzE7cag77gkKnnmLRZ9Y076nDqNzp
b81f61Z+l6vw/s/vklWh/wBWuKse/wCVdai0tyzebdWWOWNYYIovqqiJFVFBHKFwWPFqmlPi2ApX
FVEflxr4jKL511VOJVYnRLQMsaluSmsRU8lYDZQKitMKtw/lfOjW5k81atOLedZ+Mn1Nlf02V0V1
+r8aK6kjiAdz7EC1TrzYYkS1mm0qbU4lf02EBJaMSvGhYxr8TALV9v5ffKcmMSIBFjdEsUZCzzHR
ib+b/K4tmmPlTX2WM1ijXT5maRkT9hQ1N+HGpoCd+hrj+Xh3Nfgx7kd/iXy9ZX0FvH5f1sSpGssc
0VpOyBGZl3kVqA1Bqp39qYRgiOSRiiEa/wCY8Sw2k40HWHhuLia3l42U3OIRIXWRkKglHpxDDavi
KE2tjpPzKtUlliGh6y0iRCaOljNwYNGrheZAVW+Knzr3DUVVH/MexRnVtF1r4ACSNPmINRXYjY/w
74qvm8/26O8S6NqzSrFDKB9TkCH1+FE9T7PNOfxj9mh9qqspxVinmTzxZ+Vpo4bnTNTv0unmMb6Z
aSXgRkWOQpII/iVpDMeG1DxO9esY9WMeqQ3X5y6JLzt5PLfmZXRlKEaTOPiqOBVvsj4unLaophlG
0kWyHX/LFnrSSB4bSLzAsaw2+p3VqlyRAsnI8VYrWoZtgw4sa+GCMuh5oB6Fhur+WbKxuItIl13R
La6vZB9VtZdKt3rLHEOdEDbNxNdz09ukhIHkyMSOaT6R5V0KLXrCZvNOj3M/pXUl1CNLhh9Zbn93
z+FuLIhURqrf7rP2uhwoTafypp1tIjf4i0CIH042Q6baMPi4q9SrinPcb/Dv07YqutfJWjQTmFfM
OiPD67XksT2FiXZp2LSfvOVKt6dOVK0A8N1Xo3luDy3HpST+XI7VNMvGNzG9kEEMrSbtJ+72Jam5
wJROrySR6VeyRsUkSCVkcdQwQkEYq820/wAy67canFb6tZItnPJFAt3FqlvKESVDJI7rRjx+GlNq
kd67GlUj5i81JLIj6REbv1o0aQavbAFCyLNyqOQdTyQD+YDFVo8z+aV1GKLTrO3udPuZ2NrLb6tb
Fp7NSRHOgqu8qheAAb7QqRvRVGp5o1xNZVdQMem+Xo5mFzq9xqcABg9KQrIi8vhAkSMEt1Ei7DfF
WYLLojU468xqARS7jOx5Affwb7jgVSi1DyzMkLxeZFkS4DNbsl7EwkVBVihB+IKNzTFV6XXl+RVZ
PMPNX+wy3kZDV8KHfrira3GgsaL5gLGhNBeRnYCpP0DFXPcaDGoaTzAUVhyBa8jAK+O/bbFVxfRQ
zqddYNHxEg+tx1XlTjXwryFMVQ8eq+VZPW9PzPG/1fj6/G+hPp8+PHnQ/Dy5rSviPHFVVbry+8kM
a+YeUlwSLdBeRkyEMyEIK/FR0Zdu4IxVd6uieqYf083qgcjH9bj5BRQVp1p8Q+/FV6rpTmNU1qRj
M3CEC6Ql2oGoviaOp28RiqHuZbP6nLPp+ryXMsPB+KXCSihcL8QFdu2KrvO2pG00yOCIXr3NzNCq
Jpw/0jgJ41kcGhAVA4L/AOTX3yPGAQOpZCBIJ6BgFrNHJeQEX/nP1pIl9KZrUVIul5rG5MBVPT6f
Edju3RWybFERasFkM3LzcfUjYxs0Bq0V4C429PZrYXFEFeVV77Yodbag8EU0Yu/OE4oriSWDk3xu
joq0RQdoyp3DAGjbtiqCKTrDa/WL/wA43FzDc3Ihv0hCsqyW0Ubn0mQ/uw390r8mBJNeQxSi7KSQ
QWt4LjzfGZIngmBij9QSxTPOWaP0gpP7wxhgvFlA2qSSoQN9FZG8tZprvzrBPpFuyQpbwSyRUt3e
N3JWN0kecJ+0T26UNFKY+WNCvfMcOqomp+aNBullR5WvvTCy+pbLGhj9WIh1Th8aj9uu9KYqq/nD
5bsJdM0++1G4BstKCC7mu725s4zC5EUsrvaAu03Ix8Kgg1bY5X/ExHN5F5ZuvyiW9a2836hZ2llI
gvLWTT9W1m49K4QLGoDuaKWjuGJ+exYfZmye7aF5v/LNZLLylo2txyXdsRFYxepLO6sOZVfWk5g1
CMFDNuBQZGUbQRaJ80+TIfNFgRHJDp2poGje7FsksiSsYyzAvQ7xpx36hh4ZCAN2Nu/3sxkuNHn9
ySJ+U+qVRp73S52p6br+ioliWE/WCyJG7ytRjMmzP0By62KGk/Lkw6jFa6hq+m/Xb1w9gDplurtH
Gp+sQKOnEt6UgoR8QJIPZtVWb8odTmv4bl9Q0sxIvCWD9ERcHFN2CrKqBid6kN7AY2r0bTdM07TL
KKx062is7KEEQ20CLHGgJLEKigAbknbAqnrf/HFv/wDmGm/5NnFXnM/5N38iqRdaIJI1pCv6Ct/S
jLNIXMa+pzHMS/EC53FQRVqlVaL8qddj1OfU0vtETUZrmO6F8NEQziRCWL8/XB5ljXkenhirtP8A
ykvbNo3STQoysnNo4dEhjj24lSAJKhgy1696e+KoNPyY1OSe3mv38t3ZiMSyBtAjq8KU5R8mnanw
/CpptT3OBWrX8k9RggaA3WgMi8JYqaBbpW5Vj+8kUS8dkd1XiBSo68fiVV2/J3UPqot0l8v8VdjG
r6FGY41bgf3aCYcGLJyehox3AU7gqpXf5LalNAiGfy/NNGx4Sy6FGOMVSscQSOdFKxxsUHIHb33C
qMm/KKea7dpToc9lNdGW5gl0WEs8DSK3AMJARLxDAyb1O/EHFUBd/krql7dQS3Nx5fWK2QJBFFoa
hQAacGVrhlZeG3SntTYqptc/ljqvpN9Wn0ZZRH9WRZdKRwbWORHggZ2lZuKemK7VJCntuqpN+U9+
7XySXOjzW92HZY5dGgYrJ6YiiDnn8aRoKAbN/leCrX/Kq9bkitRNfaQ09us7x3P6HiaSC6ZS9tPb
l5G4mK4YysGry6d64qoR/k9qENneQwyeX0luKBKaFEIyh3dZFWZeXJkjbwqtd+gVTTyn+V8WnXE0
mt2+i30ZKyW8dppcdoEnPH1JTVpalvTT6RX2AVOLnyl5X0ayu7vSdJtLC5ljjilmt4Uid0V1orMo
BalO+Kqvnf68mki4ttZGirDJEXnMPrciZo6LQENuAVoOvLfI0bG+zIEURW7CW833/oxyn8wrGEzc
WRZdMCikqo6qav8AaVZAW/l35fZJybFdJ5g1DVaXOm+freCyvrmaLTmGnt8dbZeC1Z/j9P10kZl4
CvhviqHh84XckPqp+YEAmb0Y5IzptCZvRQ8Y0dtvUr6lK1+IYoX6R50m+sWwufzAstQjkuI6Wttp
zRSyBLiNJUUtJIygmVUbrx+LfaiqWZxaF52D2qy+Y42t4ZIWuEWzVZJFifk6iQyNxEijidiffxCo
KPy5+ZyQMn+L7ZpRGixudMXiHV25MVM7OwMfEfb6itcVVdJ8uef7XXUvb/zSl9p7SO0+nrZpCvBo
kUCNucjAiSIN16M/ehxVR/NLRPMeuaI2laB6Qvp+DerLMbcxJFMkrPG4jnq5MaqKrkD9XwY/xPPv
KPk38+dMupri8XT7/wCsIUaLV7w3EMYbgzFYbW3gUvu6V5fzD7NOU2b1DVL2a11y39AL9XVZS7CE
twonx1IKVCUqfirvmLkySExXL3ONOZExSc2FJri5vEflFKwSLiaoyoAC/gSTtXwAy6A3JbYjclG5
YzYxf6VpGp+cYg9tHcyWds0l7LIPU4M5Ato15E+m325Php2PcYqycYq7FUHrf/HGv/8AmGl/4gcV
QGq6aX8xabrN1JCul6TaXzSmdyPSuZTAI7hVYemOECXCGQkMquQPhd8VQCR6EttOTohunTUFvEsF
Ntc0vWu3i+swRmUxwkSxvOzDgftO3731AFUVqGrzaBp+mLqN490YEX9KXxs5pHuAqrB+6W0QxpcT
XU0RSIAlxzEaGnwqsStvzttY9Sj0660PVb761dTrp+q6ZaCSzubISyNHc2yGY3VzHFbovrSQQsvI
jhUSRc1VfTfzisrjUGtm06+uxqUa33luKxs5JZZ7BrGwnV5viIj9S4v3iWV+EIKMrupUkqo2y/Mh
J7+FuNu+iajr40bSdTSQejLC2k/XFmSUM8cpe9R7ZeBHxfD9sEYqvsfzV0HVvMNvpOhNFqkDX6WN
xqNtc2s8NJNOub4SRi3lmkorWoib1UQcieJbicVTrzSmszLY2WmatDo7X04he6KxtdUT/SGFosyy
wySNDBIhR4zRWMtf3fB1WHv+aekzeY59J8s6xJr2vvLBJL5auEitXgtk4tdJaetFYiS5VCecM91y
jIckVjMZVZ55h1O30rRbzU7gSNBYxm5lSJlV2WH4yql3iXfjSjMAe+EMJyERZ6PB7H80tFj0yWS2
8+anaX0fowQC8097uWRI1dp5ODzTWx9WSVeJJV0SMLuWZ2zDnxk7wFfL9H4t1o1Ua+o37vwP7HsH
nnzBb6XbwQ3dzcaZbXEgH6VgiaXg6q7oBwJNRJGnJWRg6njxK82SrTxBJ5HyJr8be7v99+s1IxgC
RMQf4q/H3b/MgqtvMeqXuspeH1bSyuLXSFlseaOkc0+oXCeqsokVWjkEPpho1b1Q6H7Iy8Y4cG2+
89+8CI/t8t2uGolMiW4BEdvfI733Gun1WGxLd2MOoWOuatHokEfpyaLdzXkz+jdtG4kT17p4Hv4o
y0ctJF4cnMe/D4TQkQYR4v52w5e4XwnmNt9r6swSLjOXD/N3PP3muLoe7euidJIknk9WRJEWgA9S
d7stSanNLiQs8sb/AGo3bcoRsOgxM4qZ/VX2dD3+blYDcB+u/t6ju8mQsqsKMAR4HfplTapSWVnL
wMkEb8HEickU8XX7LCo2Ydjiq9YYVACoqgdAABTt/DFXCCACgjUCtacR12H8MVWx2lrGKRwogqWo
qgDkzBidh1LCvzxVVxV2KuxVSmt0lKsSyuleLqaGh6jImNoItb9Xm/5apfui/wCaMeE9/wByK81G
XT5ZJ4Xa5kZE5c1qEYgjs0YQjcZEwJI3QY780EPKtnbnlplzc6WSSSltIDESepMMwmir4kLXLAKZ
ANfoXXnJSXX5vRIofSgt45T/ALPiwFfZflilMdN0yz062FvaIVTkXdmJd3dvtPI7Es7HuScVRWKu
xVBa3/xxr/8A5hpv+IHFVHVU0PVdPl0+9uVNrPQSrFcvAzBWDcfUheN+JpRhWjCqmoJGKpd5kS9u
Y7N9H1LT4ZLFmmAvIWu5DIF4J6TrdWnBuLOpLMeQah2rVVgcnmr8zJHmu7PR0tdRlQLJcy2mnMzw
wyuYICw1dWIUTN9roSzCnLZV1p5x/OORLwS2MKMkXqWpa1s0LOHU8NtXkFShI3p4124lVOdY87ed
ZBp66bo88Dhq6hIf0fLG6EcaKGvo3jIJDdG8N8KrfLupfmNqV4st9q9vpdtaSwJdWd1YwB7hVoZ2
hlhvZ1UP0XrSvtTAr0H9I6f/AMtUX/Br/XFUn802ses6U1la6na20hdXJnUXELca05oklvMCrUkj
eKaN0kVWDUBVlUo0/wAp+Wo5pLmaw0UHUtOg0vUxBbpaS/VkgeOWL4JLlWiYiJFiBXii7yScUGKs
m1LUIzp9wLK6i+t+m31cCaNCXp8I5OsqrU9yjfLJwriF8vx7mE74TXP8e9CRXEwEks2pEsGXjbpL
aspAh4NRjDGd3YvuftKOikpkzKPIAfb3+/8AH2sBGXMk/Z3e74/s2amaZ0S3GtSRokfH67FJZGaR
ywYtIkkHprQJxHAU+I1XYMETjzoe7evvtTCXKz79r/3NKkVxIlsSdQW4nAnAhmngjRubVirJDCGX
iFCig2BPLkwBwGUb7uX43P48k8Mq+f42H480PEt2FVZNdf8AdSRFZPVsi0salmkEoFqqpX1ONE6h
EoykvWRnD+aPt/4r8WeezEQn1J6d3/E/ihy3UIr64k8phdSlA1JifUjkmt5pP7/4atbpDGfgp9lB
71O+RzcPEeHl8f02WWDi4BxfV8P0UH//2Q==
uuid:cd2fe1c9-8084-4605-b017-7800302baac3
xmp.did:8209851c-2a67-e747-8075-cf8ecb7e0289
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1732ddc9-571a-7d4f-b060-52d289d961cb
xmp.did:1732ddc9-571a-7d4f-b060-52d289d961cb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a5993e61-93e7-5d42-a69b-7a75cf45a063
2018-03-21T11:53:23-04:00
Adobe Illustrator CC 22.0 (Windows)
/
saved
xmp.iid:8209851c-2a67-e747-8075-cf8ecb7e0289
2018-04-13T14:56:38-04:00
Adobe Illustrator CC 22.0 (Windows)
/
Print
False
True
1
8.500000
11.000000
Inches
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.TTF
CenturyGothic-Bold
Century Gothic
Bold
Open Type
Version 2.35
False
GOTHICB.TTF
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
Wingdings3
Wingdings 3
Regular
Open Type
Version 1.55
False
WINGDNG3.TTF
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
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
17 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 31 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
23 0 obj
<>stream
HWr}g<$UrJ%J$3;IHh |}N $EfcHbfЗݧ{v_^x$ҷ`'vZX\ͤ˛)ɅI-y2zv掽mm5ܰ|y&U~GޑtzpS6=hVlmU=+ز*WljcM1eSM}Ǯڎ=xW?tjǭ2кXȨ)me:3%WaGkHBwJ..mesm?lĪŻb47}҉ZS>b14Brei%id]9{J2hzi[X+wQ
&zv`5'jddJp!4ri