%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R 12 0 R 15 0 R 16 0 R 17 0 R 18 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
QuickFacts2016KF
2019-10-24T10:33:19-07:00
2019-10-24T10:33:19-07:00
2019-10-24T10:33:19-07:00
Adobe Illustrator CC 22.1 (Windows)
256
212
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgA1AEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8AI9B0HRpdG0UnRdOnabTp
9R1bVdRn1FFiSPUJrRSVtJht8MagJGTU1Pc5tpzlxHf7u5wMeMEDZE33lHWrK6urab8t7H1bRWkl
Au9QNUUuOSD67Vg3pMVoKsASNsAyX/H9iTj/AKP2rZ/K2qQQtI/5d6d8Cs8sYvb4ugTnyDKL6oYe
jISn2gEYkUBxE/6f2L4X9H7UXbaFo1hFqEvmbyJBbLZIjhLS6u5GKmaSCRiWv+PwSxFCAa17Zg6v
VZYyhHHKNzv6gegvoHIw6eBEjKJ27iioLX8rJZ7i2/wi63kE4tPqn1iZpWuS3H0gq6ixH2WPJqLt
1rmDLXawAS4sfCRxX6q4e/6fdtz3bo6bASRUrG1bc/muOnflVcXc2mWflwR6sIpHhhuW1BSrJafW
l9SIXvq0/ZNFrXp44Ya7W1GcuDwzKIuO/OfBsarzU6bBuBxcVdf6t+9GRflfYz31vaQaHps0shj+
swRpqDz26SDdpFTV2jXi23xSCtDT4vhzc+Me8/Z/xLg+CPx/axvQdQ/KSHzTdaR5n0C1OnJM0Ntr
Gnz6gkfwtQSPG91O3BuuxqO48LJDJw3E/d+pgOC6IZh518i/lvourzw2WjWxsYdGfVY5HOqXAmk5
SLGhuIbtIoEfgtHcGpNBuRlWPLMjn18v1NkscR0QOi+WPy91Ozt7hfLdqBLPoMDhbnUCAdUk9K6o
frX7DA+n+PLDKcweff3dEeHGrruZcn5T/lgur/o250CGJ2vJYY3F1qDAwpHC6D++/vH+sDrsN+ua
78/kEqJHNyfy0KuuiT/mj5I/LDyha2yad5UTUNSug8qwy318iCCDiZm+CVmYhW7bKKs2ynMuObLL
kfuafCgOarpfkn8p4Xex82+UxoWsr6UgtF1C5uU9C7uDb27mWObiCZKK9enX7OGOXKRdoljgOiIm
8rf846RQiY6XNJGYZrqsL6lMRBbTm2mkIjkYhUlUrU/Ppvk+LL3seGHcrDyT/wA4/m0N0ui3DRgR
kxhtTM1Zrh7RF9ESerzM8Lpx48qjpg48vevDHuK9fIn/ADj+zXijSX5WAuTeKZ78GP6kkclxUGb/
AHWs6Vp40G4NHxMvf+PkvBHu/HzRP/KqfyZuhqdtZaFN9b0+EvLIZdQ9FXMQkVRMZDCzhXVigaor
uMj42QVuyGOJ6Ml/5x9/8lDoH/R3/wBRs2U6r+8P46N2n+gPQ8x252KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2Kvm/yJ5MtbzyP5W8xT+ZodAJgudLSK5it5YbgvqFzKI2W5YRyFjQqhU7rUb9M/Pk4Zke
77nEwj0hPZ/JlvLNMt3+ZsFxLdQCGZZ0s3Z44C0nL4pOQdBcsfUHxAP16ZV43kG3hPmmOr6Lp+pz
slt5802ya59W3eK2gsS0jIHR0+KRm5RRyyISPj4swYnIRyV0tMt1JfKmhSm8g1rzxY6oL5JVeGYW
8BAFy93MV9CeJtppyzeFabDMXVYfFMJA8EoGxW/SuttuLJwggiwU2l/JrS5ZrqZ7n47yU3EvH60o
WYvzMsai6Ajev7S0PbpmNHRziIgT+kV9MOXKjtuPe2HURJJ4efmfwHL+TmnwM82n3EVleBHW3uY4
JWMTNb/Vg4R7hkPGMftDrko6SdjiySkAQaqO9S4+7vQc8aNRo/sr7ksn/JnzVcXVrd3HnZprqyiS
G2nk0y2eRUjDKAWZyWJDnkWqW/arQZt/Hj/N+1wuA967yX/zj55b0HV31bVbk65dhudsksKwwxvX
kXMSs4ZvCuw8OlHJqTIUNkRxAG038/flvrXmXVDfabr36JWS1htJ4jbLOHWCd7gGrMtPjZT/ALHw
JyGPKIjcWylEnkWLn8hNdjMZt/NUqqZ/WuY1jeESCOb14KGOT4ZIpC1HUA77Uyz8yO5icfm9BsfJ
00T2U13qDXV1bNG88pShmZIbZGLVZjVpLQPX3p75rp4blYPW/wAfJyRkoUgfP/5ct5ruba6i1I6f
cWttc2sTej6ykXgVJCy+pHUemGAFepDdqHMx5eHo0yjaTeZ/yal8x3dxqF9rCpql38E1xDbyLGsI
igVEiia5cIVmt/V5VJ+KnYEThn4dgNkGFqFn+RNtaWIto9YflHDPZW8votRLO4W6JhZPW4uRNeep
zO/w025HE6izy/GyBjrkm0f5T2yvdk6nOVvbiC4mCmZGX0NRmv8AjE6zcoeQn4fu+NCOf2mOR8by
/FUngQDfk5dx3l7d2mtpHLqlnd2upia1kmEkuoSO9xcRj6ygiYhkUKKqONaEk5Lx9uXJeBPLXyrq
Wnzatq99f2881zp5t5YrO1ktEkMSUSWYPcXXORUXgpFKLtvtSBmDQCQCo/8AOPv/AJKHQP8Ao7/6
jZsGq/vD+OjLT/QHoeY7c7FXYq7FXYq7FXYq7FXYqlHmXzXonly0W51S4EQlJWCIUMkhUVIRSR07
k7ffhAUlgOk/85C+V76+W3ltZIIncosiyRzOAAtGeFPjUEsR3pTem1ZnGQLpgJh6jbXMFzBHcW8i
ywSqHjkU1VlO4IOVs1TFXYq8n/JSzt7n8n9BeSzivZrY3k1pHMFIEwurhVKswbgSGK8gOhzL1P8A
eFxcP0hBaj5q0PS9N0jVoPJumPJfQXZgRJIY5ALZT66wt9X+ONoIAQ3w8hxFKbgRwgki2RkUui/M
PyB6ltbah5LtYHuoLu7uUSK1mCxtbrc9405tPG49QbUPduuS/L9xXjTHyj5u/L7V9Z8vafbeVLSz
uNasJ76CVYLciFkkeKSOoRSQ/wBVb4tiaLVevGM8BiCe5AyW9N1dtTXSrttLNuNSETmzN5zFuJQp
4et6fx8K/a470ygsw8cstO/PNPN8fmC41fTxYPG6z2itqj6YGcELIsEgFafCa8lH6zXx/Jt4Q9pr
cm0qhja5MdVO/pl+O3vxr+GWNTx3U9L/ADt1TV7a6vNUsrb6nNAkkWhSakluY45xJOZUdWWSTivA
L0IJDdBkONsoPUPKk/mGfRIJvMD2MmpOWMj6Z6otuNfhC+v+8qOjV75MGwwIed+c9G/Nm786vd6Z
qsEWjxxiJdNtZ71JGidwS0oRHiSTiuzDfsOtREy3ZACmS/lPY+drHQprTzZqFvqN1FIiwSxPcyTB
VjVGE7XQRuRK8thTcnvhibRIMg826lBpnly/1C4uvqdvax+rNc0kPFFYFv7pXk3G1VBOEtWSMpRI
jzeW6v8AmLoWpWFkuma/NWbn9XWG41CyY/WZyYULfULl3CR2s1GNDtSh5g4AnDjlEVJGa3eXGjkJ
qWvXdo1wsd1YL+k7ljKqTNKqScdLcxK1FRurcajx5FsS2983afbp9abzBeBLS3T9JP8ApG/4RNFI
YxxVdLb1PVmjdZH4iiryoK4ppONLtNSv7OfWRrd9Bo8KJ9auoNVuZmiRIVmleOG401OZGw/ygSaq
w44oRfle38t63Z6p5j8v+bdZ1mzRnEltc3EhtVkW0cekIpYo248blXI/mC91phjzUpr/AM4+/wDk
odA/6O/+o2bLNV/eH8dGOn+gPQ8x252KuxV2KuxV2KuxV2KuJABJNAOpwE0r56/5yTu72aa3ltWk
FnHZvCWAXiWkmVpOJ5c6mOPei/ZBqemS7O1MMs/TyBr7GOqxyhHfueVebZfIC3FxF5NSTnHdWf6N
uZPX9WSM2zC5qJDwA9dUIqoNSafDQDcREq9fKjbgSMb9HO31F+VF5cp5WtrS/cmYM3ouaFSh3oCP
8quc7PWQGXwz9VO0jiJhxDkzjMlg7FXlP5LRtL+SemxLCbhnhv1WBZDCZCbqccBKtCnLpyHTrmXq
T+8LiYfpCT3fku4DCKXyBd6lEirFAra/yhhj9CJDEnqSxt6VY+LclJ67caLkPHk2cAZbJ5Q8raRe
6bFZWUkMdhb331dEkdhS6jVZQS5dm+GFVXf4RQDbLYcUgTfUNUpiJApf5W0fSLG/0p7SGVZLfS2s
IWduQEIm577deUfX3w5YEA79UY8tkCuip558v+Z9TuNNuNI1Rrazs5GfUtNBKi6jK/Z5IKse3Bvh
OYpI4SKcgcwgZrTzXJDaSJ55hSOI25uYV062LXAj5iePgzlkM3JR8O6ce9docYrmyryYdqH5Y/nR
c3s1xp/m76hYyuXtrI3V0PRjO6x0VCo4jag2zJxZICIBju1TEidiyu00zzjFAYF85QackcUsT2kt
hA8sMpEwR1kaVeSr6kbVZDz4VqOTDMSMgA3Eb8mN6x+Xv5t6ncpd6N5ua1tWiRZHZ5rU3Eyiklz6
EClIxKfiAGZGCcADYvdqyAk7GmU+XtI8zabpsOnan5kEGqRFXu7lkSf6zQqeay3AVzVR6beHamxy
oyHEejOtgpL5e86XesaLdWnmX1YtOamtXwiWFb4b/uxBF+6bjuKk/DXapw45Cz1WQ2ZrrNlLfaVd
WcVxNaSTxsiXNqwSaMkbNGxBoRglMxFgcVdO9AFmrp5rNb/mbcWr6M1hqMFrcTRgazFqEQuYVUo7
Sg8+VD6rxlOLCiVoGNch+arfgPu3/U2HGDtat/yrXzNF+8Tzf5hlZPiWJrlQGI3Cnbv0yodpZD/k
U/lo/wA9f9Y/NXXY49LvdHl8vWE7Ms+qWt/G13EoCyo6gepWr1jpyG3Xtlp1PDuImSPDB6gID/Cn
nfRLyWc65qmpxpL6cEFzd3skcsfwlGf6paSsnJ/gf4vhWrVzJOeMuUfsahCurKNOsvMstjJf6nds
tnFpzpa26PNyl5xgc7qK4ggkSQLErb/EGdwQKbgSHckrf+cff/JQ6B/0d/8AUbNh1X94fx0Rp/oD
0PMdudirsVdirsVdirsVdiqX6vK/CO3jNGnbiflt/XNV2pklwxxx5zLlaaIsyPRBeYPJeh69pK6d
fxVWM84Z12kSTuwPv3B2ObDT4Y4oiMXHySMzZYNpP/OPPlex1E3UkwnjqpSIQLGUAFCAwZvtd6g5
lHNIiiWkYwHo11pdsmnrDbRiIWy/uQvYDt9P681faOmGXGT/ABR3Dl6fJwyroURp9wZ7RHbdujH3
G2WaHOcmISPNjmhwyIRGZbU8q/JG2tLz8m9Jsrn4oLhL2KZAxQlHu5lYclKsKg9jmXqf7wuLh+kJ
w/5U/l01uLc6YqxqgiThcXCMqKiR8UdZQyjjCteJ3pU75j028RT7SdD0bSLC3sLCP07W19T0VeWS
Vh6rF5CzyM7sWZiSWJyQJDEi0ZFDaxFTGACi+mu/Ra9OvjhMiUCICr6kf8w+8ZFkpCKz9b1wkfrn
/dtF59Kfa69MFdVtV9SP+YfeMKqUkVnK6vKkbun2GYKSKeBPTAYptLfNGm3+q6WLPTtQOnXBuLeR
rqNmVhHFMskijgVJ5qhUitDXfCoYFqP5P+Y7u1MY893y3Ek4mnkdruSNkJ5tEsX11REvM0VoyrBP
hqakmJjbISRmkflLqFvybUvPevXkiFVsfQuvqyRRx8fSLxn1lmkFKMzfC9d0w0gyZHoPk+TR797z
/E2r6gJAQ9tf3EM8J5SNJVV9FSlORA4EfDt0Ao0glkvqR/zD7xhQ7mn8w+/FXepH/MPvGKu9SP8A
mH3jFUJq8ifom9+If3Evf/IOGPNWK/8AOPv/AJKHQP8Ao7/6jZsnqv7w/joun+gPQ8x252KuxV2K
uxV2KuxVSu7mG1tZrqY8YYEaWRutFQFj+AxV83a954/MvzjcRap5cjngsEmjhgNpdQ2yVuHhEMTG
bd5CbiMMwp9rsK0ujpccqlKrHLa/7GuWWQ2H30zL8p/zG8xyanB5c8zq5u5II5VlmljlmAmAaFm9
P/fikdaHcGgG5OXHw8lhK+b2N3REZ3YKiglmJoABuSScobHzr5v/ADP8/eZLm5fymJ7bTLAq7tBN
bwuY5I5JomkMvIn1I7d24AV6DZjxORjwiQ3NNUpkHYWn35YfmP5hsfMb+TfNqPFqazLEVmaN5BJK
vOMB4gEeq+Hb5b1floYx6K4T3MhllI783tuQZvHvyp1k6L+ROm6oIxKbZbluDNxBrfyrud6dc2E8
Ynmomv7HBEzHHYFoWL8/beZ444ba1kkmBMKJdBi4WtSoA3pxPTLxocZNCY+z9bjnV5ALMD+Pgiv+
V03f/Vqj/wCRrf8ANOW/yWP5zX/KJ/m/a7/ldN3/ANWqP/ka3/NOP8lj+cv8on+b9rv+V03f/Vqj
/wCRrf8ANOP8lj+cv8on+b9rv+V03f8A1ao/+Rrf804/yWP5y/yif5v2ph5U/NyLW9aTTJLIRc5D
CZI3LFJePIBlKr1BGY2XRxESYyvh5uRj1UjICUa4uT0TMBzHYqhNYv5NP0i+v47druS0t5Z0tY/t
ytEhcRrsd2pQbYYizSCwVfOfnJtIh14WEf6Lk0767Je+tCLdLjlw+qm3I+sk0+P1PUp2phr1U2Vs
86tv+clvN0soSTRLO3QgkyyC6KigJpRA7b9BtmYdJHvcUZj3JhL/AM5CeYUl4LFpMq0c+okep8aq
WAFGgVvj4grt+0K03pH8sPP7P1svE/G/6kUfz61cQNKZNI2WXjGItULtJGfhVR6H2ZAQVZqd6iop
g/Ljz+xPH+N/1Kaf85Aaw8MTA6VHM3L1Ulh1QKtApFGSGTlXkR0/ZPtU/lh5/Yvifjf9SA07/nJD
zfcarb2h8uw3CSzLFS39cO4ZuP7vkOp7VXJHSxq7YDKb5PeNX/45N7/xgl/4gcwo829in/OPv/ko
dA/6O/8AqNmyeq/vD+Oi6f6A9DzHbnYq7FXYq7FXYq7FUNqdkt/pt3Yu3FbqGSBmpWgkUqTSo8cV
fJmt6L558q3D6Hp9nPEY5hcB4Z72JnFsscayD0p0iKfAjqxHMHvQZnYckKqX3ONkjK7DM/ym0HWb
nzNFr+rWzWNvbhIo4VkuJUjFuzUjX63JcS7vUkc6b1XY5ha/X48VW3afBKT3m8vdMubOa3kmPpzx
tG3EHlRwVNKjrvmvPaeAC+L7C5X5afc+UfMHlfzHoF5c6fHpY1O1n+rq6zSXUazLar6cb8bae3R6
pyQ8hUcm48a1zc6LV48kAQdun43cDUYZRkdmW/lX5Q8x+YPOdn5j1i2MM2mNA7yvLczOzQKyhpHu
Zp25MrU4g8f5V60OecSKHJcUT1fSOYjkPGvyzfTo/wAgLKXU1V9Piiu5LoOWVfTS9lZixQq1BSux
zYTNZr/HJwQLx/jvYvpOp/kvdXdla6bpVr9YuGYWarHfR0ZeYYcmKhG+F9iQT9OWQyRsUd/6o/4l
qnCdGxt/WP62V/oTyv8A9WeL/kddf9Vcy+PJ/OPyH6nE4Yfzfv8A1u/Qnlf/AKs8X/I66/6q48eT
+cfkP1Lww/m/f+t36E8r/wDVni/5HXX/AFVx48n84/IfqXhh/N+/9bv0J5X/AOrPF/yOuv8Aqrjx
5P5x+Q/UvDD+b9/60ZpUejaVdi7sNKgiuVBCyF5pCK7GnqOwB9xleQSmKlI18GeOUYGxEX8Uz1Dz
9fWVpJcmyNwIwWMVujySEAV+FAasfYZjS00QL3cmOokTWzIfLWuHWdNS7aFoGYKTG6lGHJQwDK26
sK0IPTMbLj4T73IxT4kxuBMbeUQsFmKMI2PQNTYn6cqDYwmTQ/MTwJeDXPTMbh5LdbGE+pIpk5Br
xuVFPNByBFOPucaNsrFKF/Z+Z72FYjqklvxdZOdvdxxseBrxJB+ye475eYeRaBPzDH760/Mm41Lh
pvmmN47RkE8bXlqsqMVk9T1ESF1PwSxMqsO3Va1MDHfZmJCt0FeR/mLNBatD5otoVeVI3uf0tCfU
YfDIY1EKp6izkKE3Vh8JA2CxMWQkEz07y9+YbW0X6W8z3L3UQABt7y2VDWIqxPGKLl8TkjlX7Knr
XJjH32wOQdKZRa/4pa5iH11DVhUGaNhSvgCSckYiuTES82Uav/xyb3/jBL/xA5THm2sU/wCcff8A
yUOgf9Hf/UbNk9V/eH8dF0/0B6HmO3OxV2KuxV2KuxV2KuxVSuLS0uVC3MMc6ruokUOAf9kDiq4Q
QiIRCNREoosYA4gDsB0yMoiQoi0gkclgsbMGohSv+qMoGjwg3wx+TPxZ95dcWVncqqXEEcyLuqyI
rAfIEHMkbcmsr4YIIIxFBGsUY6IgCqK+wxVfirx38q7uOz/IbT7qSnpwR3TuWHIBVvpSSQPAZm5j
WUn8cnDxi4UlGnfml5X1G4tbeynhllvai2H1aZQxXlUFmQKp/dtsxFcRmJ6oOCujIP0pJ/viH/gP
7cnxy72PBHud+lJP98Q/8B/bjxy714I9zv0pJ/viH/gP7ceOXevBHud+lJP98Q/8B/bjxy714I9z
v0pJ/viH/gP7ceOXevBHuQd9ruqwy2otNLt7uOSQLcsWEXpR93AIPP5VGA5Jd6Rjj3PStEkSTS7e
VIVgEi8jGooK+I+eY0ySd26IAGyLniWaGSJiQsilCR1owptgBo2kixTFW/LXy03pu1hG95CwaG+a
WYsrgyMJBEW4cqzv7b+FBje9pvakPc2Hli1uDbXWv2sFwvINDLLEjjioZqqzg7KQT7Zl/nPJxPyn
mxvUPI/5dtq02oXXmq3immErzwvNZhGiWOJZVIerBFESO1G+ZptlEsoJuvx8m+OMgUoSfk/5EFrM
X8yKjSTAvequnRyCdZo5PtrEo5erGKg9a0PReI4x3fd+plwy/F/rTny55L8o2V3cW+m+YILma8cM
lqv1PkgCs6xxiARyMqxj4Q5airtsMshqOHkPx8mqeAy5n8fNk0Xk6FJFc3LEKQSAoBNPepyZ1Zrk
wGlF8021f/jk3v8Axgl/4gcxY83KYp/zj7/5KHQP+jv/AKjZsnqv7w/joun+gPQ8x252KuxV2Kux
V2Kpb5l8w6b5c0O81vU2ZbGyQPKUUu5qwVVVR3ZmAyUYmRoIJoWx6y8/22qm1ks1MQuYIrmCxnWZ
bmSObmYzWMNGpb0HAUt236jExo0oLyTXfzN/LqbUdXWTzB50s5ruXi8dpdosdsYnHJbUeoyopKb9
du+XjSTItqOeIKfeSfzO8n6h5ks7PSdS8zahfP8AWhFaajNF9Vf6w4l/ekMWpFx4x0+yu29cjPTy
iLKY5YyNBl11+b/l/S9Ck1m6dr/TopI4mlso5OatLHHMnJLn0SQY50PIHv8APK4YzI0GcpCIsqnk
z86/Jvm68nstMW7jubeP1mS4iVKpyCkrxd+hYV+eU62f5aIlMbE1sywVlNRSXzdZflXp2sjX9Rt4
bK/nuYw2p3Ut5xM7rIFULCzKnwSvUmi7+IFIafOMseKPJnkgYmiy78v7byla6VHF5ctkt7aSOPi0
bvKkkcaBYmWSQs7LwIpXHx4+J4f8VWvAeHi6PNfJt7qVl/zjjZT6Zcw2d9V44Lu59L0IzLqrRl5T
MGjCAMalht1za5ADm3/GzgY/oYTq3mj8yNOsb27Hnny3emzCsttaCxkmnVuFTCptFDcfU3BIOzbb
ZdGECfpl9v62B4gPqDEv+V1fmR/1c4f+kGw/6oZb+Xh3fe1eLJ3/ACur8yP+rnD/ANINh/1Qx/Lw
7vvXxZI/R/zd853c0iaj5kh02NY3eOU6XZzhnVCVSiQVHJgFr0Fd8jLBEchfxZRyE8zXwfQ/5Wah
ceYvI2m6trOnwRX84cOyxKgkVHKLLxp8PMCvh3G2YGYcMiAXJgbFlln6N07/AJZYf+Ra/wBMrssq
d+jdO/5ZYf8AkWv9MbK0iAABQbAdBgSsmuIoVBkalTRR1JJ2AAHUnK55YxIBO55MowJ5POPI+s+V
4td4W/nG61qS5t/9Fs571btVhLCUPMgjX051Zymx+zQNuK5ZkBxxMpbALH1GhRLL7rRfKFzJNPNp
thNczh/Vllt4mZzIgR+bFSW5KoVvEbZhfyhg/nBt8DJ3PNtfmv8ASL60XXLbyTFY3iSCQzW86uZm
h4OKspTgT1Y7lTx47VORgyDNfB6qYTjwfVsmmhjzBqEtvPDF5Qn08yQHUmtYpZGYhoZZmhkQvGx+
OdoyejcK78qRzaiGI1M8J80xxmQsbs4tNJ8p2c0c9pYWVvPFT0pYoI0daIYxxZVBHwMV+RplP8oY
P5wZfl8ncxi+8y+XP8d2Sfp29SWMuDp8UjfVXllSNI1dQpQjirEKxrzPw7nM4RJjxDk1V0Zlqcsc
uj3jxsGUwS0I3/YOQxZIz3ibCyiYmixb/nH3/wAlDoH/AEd/9Rs2Xar+8P46MdP9Aeh5jtzsVdir
sVdirsVSHzy2o/4cuI7Dy/H5nlmKxyaPLPFbJJGx+JjJMGT4etKYQaVhdpcfmNp9laadYeSJbTRi
jRz2MOqWMjQILeN+ETS8ahpXeL7W3HlWjDEm1prQfyy8tarbX95r/wCX0OkX6yuYIHvhdtcgjkJD
JE1E5N/NlgzT7yxMI9wSnSPK99YXNheWP5TfozUfUpNdQ6zbVtlZmX1EbkfUIWjEcO/fBLLIiiVE
AOQRGoP+Zmv6fJF5m/LZNSijo0Nk+s2aBm5qP91IF+yS3xN+z06ZGMiNwkgHmjNF0jUfL2mSX2if
lfHbalPcrBNZR6na+qbX0RJ63rOSm0pMZj5duVaZXngMoqfqpljPB9OyNt9W/M59bnjh8knSrP4l
/SA1SznWZYyRGxg48lLD326HBixRgKiKCZSJ3K/y9r/5lpqIt738vjaQSsxn1T9L2c5LHfkY1RGo
x6UHhtiMceLirdeI1THPy6S7f/nHiBLNHku2tr4W6RusbmQ3cwUI7q6o1ejFSB1zN1R9ZcCJqF/j
mu8gXHnD6xYadf8AlHnpioIbvUbm7tp5ouHIJK3wBpi4VeW/L4um2UCRTiNkniv4U9Ln0jTRBIY7
GEycTwCxRk1ptTlRfvOS4i3MG0Py35yvJK3t3JYxRiOUG70vSh6okjblEPq9xOylGZeXJV3GxYHB
xFOyNm8hebHktmj8zQRJHw+sJ+h7NvV4+ly3JqnLhJ06c/8AJGNnvWwm+m6H5xt9QhmvPMq3ljGU
MlmLGGIuFidGHqKxIDOyPsNuNOhwKyPCh2KuxVKPNj6TBoN7e6rcNaWNrC8k93GGZokAqXCoGY8e
uwynJgjKUZHnHk2QyEAgdXkn5Z6N+TVvr1lc+W9XuLm81BJoLdJDMwkEJRpBxa2g9MqeB+Jt+1eu
X6nIc0DCXIsMcBjPEBu9m/RNr4t94/pmo/kbD/S+f7HK/Oz8mGfmV5Q0C/sLVtR0291ZPW9JLayT
nIrOj8ZGZVLoi96Eb0qcz9FhGmBEOrTlyeL9SaeR9F0ZfLVmbDTbrR7QhxFpd2jRzwAzOxSQPVie
bsQxJqKbnrler0cdRISmTbLFmOMVGkdrlzoGhWP17U5pIbbkIwyJJMxZq0UJEjuSadhmJ/I2H+l8
/wBjb+cn5PJofNH5e32sW1zZ+a3k0aa5CxWgs77l6qSV3b0gqKZL/fktDz2YdtxHJUacYgvUtK1z
y5rHla/n8v3a3lnAs1vI68gVljjqyMHCsGAYdRmPpsEcYqPU2nJMyNlLf+cff/JQ6B/0d/8AUbNm
Vqv7w/jo16f6A9DzHbnYq7FXYq7FXYq7FXYq7FUpvPK+m3eoC/lmv1nDI3CHUb+CGsfT9xFOkNP5
hwo3euKoaPyTpUSxiC81VGicyI7arqMxqwAYMJ55VZSFpRgadVod8VTu3gjt4VhjLFE2Uu7SN1ru
zlmP0nFVTFXYq8x/IQP/AMqm0KhFP9K7f8vk3vmXqf7wuJh+kPQKSeI+4/1yhtdSTxH3H+uKupJ4
j7j/AFxVIPNHnryv5WaAa9qC2X1kEw1imkBAZUNTGrgfFIOuBIFpPbfnP+W9zdwWkGtLJPcxSTwK
LW7o0cJcOwb0+NB6L99+3ara8JV9T/NzyBpaB7/VxCvqiD/eW6b94S68aJG3eJ8bXhKP0Lz95V17
VrvSdJ1FbnULEcrqD0ZkKDbflIqKftDocbWmQL6hHUdSOh7E++FDdH8R939uKupJ4j7j/XFXUk8R
9x/rirqSeI+4/wBcVQuoanYabb/WdRvILK3LLGJrh1iTm5oq8nZRUnoMVQj+avLSU5a1YLUhRW4i
HxMVVR9vqS6gfMeOK0mUUgmjSWKRJIpFDxyJ8SsrCoIINCCMVQ+riT9FXu4/uJe3+QffDHmrFf8A
nH3/AMlDoH/R3/1GzZPVf3h/HRdP9Aeh5jtzsVdirsVdirsVdirsVdiq2X1fSf0gpl4n0w1QvKm1
ab0riryO3vPzYlsra5vWsotRilYanHcC9SeJOUe1olrW2ckcwvPY/CWJFcukBe3JiOW/NB6Z5t/N
H6k36U0/zML8cAhtbLS2hb4z6jfvIldax04rvv1O+1xhDoY/aw4pdx+xWm81/me+mQppum+Y215l
gFL+00tNPMxI9YO0caSrF/KeQPjTAIQvcxr42jil0B+x7JmI3PMvyD/8lNoX/R3/ANRk2Zep/vC4
mH6Q9AyhtdirsVYB+cfmuz8uaFBchydXZnfTIDd3FpE5hXlKZfq8sHqqFNAhJ5MV27i3Di4z5MZz
4QwrzX57j8vQ6xpYuGvZ44refRrh77VLb1E+Nvile65zj0rdD6kLKsjtxofiOWQ04lXNjLJVvQ9L
1RrF5VgZ00V6tb6ndS3GoLIyUiVUeS4kkPJED1GxPI9ak49G6pt6Kf5bXnn54ruz8zrbXNvatxsd
Wgc850YB05xkV+w4+JqN4gmpyzKI/wALCN9WaJ9k/M/rOVMm8VdirsVQF95g0GwuFtr7UrW0uGXm
sM88cblQCahWYGlFJ+jAqW615h8hyWIfV77TJ7FGimBuZbd4VfkTE9ZDwB5KeJ8RthTuhdMuvy7u
LiJNMi0qWYqHgFqLZnKcVIZAm9OKqajtTDS7slhltUgpGVihhX7OyKiKPDoABgpCX3Gr6TqOl6mu
n3tveNbRSJcLBKkpjYxkhX4E8SRvQ4Y81Y//AM4+/wDkodA/6O/+o2bJ6r+8P46Lp/oD0PMdudir
sVdirsVdirsVdirsVaYVUitNuo7Yq8rk0vSP8QWc/wDi+7juY2aG20eLU4re2vHQmRg9g6O8zESg
PvUrQjtlkhvu1xO2zzjzbo35fv5omvtc83xomnW3pNZfUL5lX1OFGMiKUkp9YU0VajkKnYZKfPdE
OWyN8iaH5d/xJHJpPnYPAlRc2DaZdQSEymSYESTLHwUF6rt0A38WAJOyJkAbvo/KW55h+QzpH+UW
iSSMERBds7saAAXkxJJOZepF5C4mL6WWxebPLEkHrjVbVYeRj5ySpGOSoZCPjK9EUt8gT2yvJilD
6hTOExL6Ta8+ZvLaxPM2rWYijJWSQ3EXFSASQTyoCApP0ZWypo+afLAlkhOr2Qmhk9GWP6xFySWl
fTYcqhqdjvitIhJNI1nT3CNb6lp1wHikoUnhkCko6H7SNRgVIwg0pClD5c8vQQXVvDpdpFBfVN9E
kESpPWtfVULR+p+1h4j3opdc6JptzUTxs6Fi/p+pIE5GtWCBgoJqe2IkUoizsrazi9K3Tgla0JLG
tAOrEnoAMBNqqp9k/M/rOKt4q7FXYq8i/M+zvX1++u4La5lVbOC2ZIvLtrqgk9WShdLiUiSXhGzq
8fRQa0/mDIJlY2eganZPa3nlyKNYfTjWO/0JgpAQOvCjSJROZG3Q1GS5oTEeXvLcaD0tGsI3AjXm
ujOp4w0MYqOyEDj4dsaW0TeRQtA7RW0Ql4HjTS5SCaeBYA4qkP5dQXyab5nmvkuPXmU1mudGg0dn
CJIg4vAW9dQAKc/iUfPBHmkpz/zj7/5KHQP+jv8A6jZss1X94fx0Y6f6A9DzHbnYq7FXYq7FXYq7
FXYq7FXEAih3B6jFWOSeQvLTXyXo06ya5jIMV3LaxTXUdG5D0rhwXXid160OTMyTZ5sRGhQ5Kep/
lt5P1SO3jvrNpktZVngHqyrxkQEK3wMtdmOxycs8pCiwjhjE2GtG/LTyboyzrp1iYVuZ2urhTLK4
eZ6cmPNm606DbGOeUeSywxkd2UZS2vHvys/9Z/h/5gtT/wCT9xmwP+MD+sP0OAf7k+4pX+U3k7y5
qdtqlte2nqwwz2tyi+pKhMoWZKuyOpcFfhKsSCNiKZd2hijARER3/oadDmlMyMj3fpZzD+UnkGJ1
f9HSSMrO9Zry8mqZIxE3L1Zn5DgoFG2HbNZTsOItRflH+X8U8s66axnmcSSStc3JdnAj+Jn9TkxP
ogksSTVq/aarS8RZVZWNlY24trK3jtrdSWWGFFRAWJZjxUAVJNThQrYq7FXYqhNQ/Sf6Muv0V6P6
S9OT6kbrmYPW34er6fx8OX2uO9MVQMD+b/0Wi3CaeNXNAzRtMbY0CliAwWQb86DftiOSptB6/oR/
WOPr8V9b068OdPi413pXpXFV+KvGPzOt9AvfNN5YajHpUrSRwyul02qLOIY4yJHJtBxHEPQcCOQP
FiK4GQYhqUfkeWWDj+gHvLxuMIjk10MVuLeNrIF0rwLRRQs9QOO9N61DLd6X5Z8w+U7pJhp17CrX
dZYIjrGpNHInJyWhjuo40UluZZYh7ntkgxLI3uLH6k3rTQNF6Z9Rf0ncGq03HEKT08MShhf5U/o8
ab5pFs2mG74udWTS2vyouSZjuL0/EOBA5IB8QZT0FGPNMmTf84+/+Sh0D/o7/wCo2bLNV/eH8dGO
n+gPQ8x252KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KvHvys/9Z/h/5gtT/wCT9xmwP+MD+sP0OAf7
k+4pb+X3mA6BovmDUhaTXzRfVuNrbrzlc0mNEWo5Hbpmd2jDiMfj+hwtDKr+H6Wbah+Z+g6Xa6VN
qayWsmqusUMLKeQkZ+AXYHcnNTKFGnZwlYtNIvO3liXWzokd5y1AP6RX0pvS9UqX9P1yno+pxVvg
58tjttg8M1bK08yCXYq7FXYqkPmaHS5Rpn1/TbnU+N6DbLaq7iGUK5E8oV0ARRUVau5G1TiUhhEO
oeT9J0q8az8ra5b2N9qFwl4txBcrJcs8EryXFLiRpxHKKqNlYsQOIrkoGrHexnGyPJ6L5fSxTRrR
LCNorRUpDHIzOwAJ6s5ZmNe5ORIpN2mGKvJvPkt/F5uubhdRubSCNbeIQrr1rZQenIhVpPqskbSR
uHkAX4vjbj0GBkFnl+eDVJLWwt9Y1qeWztYppKatplz6oeJADJ6U7zt9skP6aqxFfDCFLKNL0LUt
LhlZdR1q8S4MdVvZ7W44+nGI6JzJK8uPJqdW3whBLvND69DoN2tu18ZTHxPG4srMpGdpJBcUf0zG
lWBp27dcVCV+Rbi7msvNYmuLqdI2lVPrGp2epIpAlBVFtQDb0pTg/t3DYx5qUy/5x9/8lDoH/R3/
ANRs2T1X94fx0Rp/oD0PMdudirsVdirsVdirsVdirsVdirsVdirsVdirx78rP/Wf4f8AmC1P/k/c
ZsD/AIwP6w/Q4B/uT7ik/kT/AI5mqf8AGa0/4hcZtNT9Ufcf0Os0/wBJ94/SnmtXUFtaWMkzcUYe
mDQn4pJiijYH9o5rMx9RdlhHpDyCz1C+j/PV7VZ5Pqg155zbc29Iyo0gVylePIB2APufHLZAeFfk
gyPH+O59BeStU8wXM+ojWZoXiVw1mYuQpFxX+85ftc+XTalPfNXEpwZeI9fiysSRlQwcFT0aoocl
TlLsVdiqWaz/AIk9K2/Qf1P1PrK/Xfr3q8fq1T6npekP7zpx5bYqHmv5mWv5xXegqLf6hDeDUma2
XTZ+FLL024CeS99ENJy68BT2y7BKIPqas8qGy/yBqPn5NS0qHWrcabp9nbypq1zcanFem9kKKIjH
ChcQFJAT8NBxNDWm5ynHRo38GEc46183p36Z0r/lri/4IZj2z8aHeEtvrLyNqFw9zf2mnXdxIqJJ
NPDDI7LG3ONSzqSQjbr4HGwnx496Dfy7+XJYOmn6XG6rGoK28GywUMQ+z0joOPh2xEgvjx70T9X8
t9C9nxHT4U/pkuII8aHeqC28ntG0ciWUqyAq6yJGykHYggilDkTJPjQ71WbRNE07TdUl02wtrOS6
hle5ktoY4jK3Fm5OUA5GrE1Pjko82y0h/wCcff8AyUOgf9Hf/UbNk9V/eH8dF0/0B6HmO3OxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV49+Vn/rP8P/MFqf8AyfuM2B/xgf1h+hwD/cn3Fjf5eO5sfMvx
VKXlmEoQxH+iuaUoKbmtDmXkvxD8fui4sa8MfD/fK3mWWe98neXp35SSyyafNIfhVtr5HY7UWood
hmBkN7+5zsYrb3sc8oAf8rj83kymOkx+ACvM/pS2+E7dO/0Zdl/uh+OjAc5e5nOlLe32veZNMNzc
2tq2mWPoywOFaN5J5wzxEhgr/CO3YZr4c2GlAEb96RanaajB+WPJL68jvNOudbmguHm/eSmOaVUM
xUEMKNy48etPDMrEDwyN8v2uRMjiDM5Y72HzX5a1VNSuwt5HBY3GntIptCn1d5vV9Iivql6Asp6e
2CY/SxiU/wDLHnhNd1zVNK+oXFk+mBSWuV9Myq0kkYkRd6xt6RKP+14bZjgswUf5j07SbrS5LjUb
Sa9jsedykFt6pnYxnnwjSIozluNOH7XTfCWYSPSdF0JNNuBZaRqlklxexyzpOzyTyS3QjLzH6xLM
3CP1v3m4oVagNN4kNeXEJiim/wDg7TP9+z/8En/NOPC4/wCTh3l3+DtM/wB+z/8ABJ/zTjwr+Th3
l3+DtM/37P8A8En/ADTjwr+Th3l3+DtM/wB+z/8ABJ/zTjwr+Th3l3+DtM/37P8A8En/ADTjwr+T
h3lB3v5beWr64tp7tZpZLSRZYCZKAOtaEhQA1K9Gx4WyOnERQJ3/AB3J7qiqmj3arsq28gA9ghyc
ebeAxX/nH3/yUOgf9Hf/AFGzZPVf3h/HRdP9Aeh5jtzsVdirsVdirsVdirsVdirsVdirsVdirsVe
SflDazXf5FWdpAOU9xa6jFEpIFXe4uFUVPucz8khHNZ6EfocERJxEDqCh/KH5e+ZdMs9bS6hQPqF
xbzQqGj2WOB4mDFSa70NT4+2XZM8DMkHnf6P1NMcM+ECuVfp/Wrz/l95jby1oumUSe509LYTyzSl
g7W8wkJLAxsWIWoPj1BFRmJKQcqIP3se0H8svOdn+Zeu63PZ8NO1CdmtpklgbkpvIp/jUyB1HCM9
FJrtls8sTADqxEDZPezPRPJms2nmLVtTmWNYb2ytLaJRJVudvNM7lhSgHGVab+OYcNixwQlGNFKt
S/LjzJP5HvtCh+rfXLqXVXjbmREq387SRczxBqFf4vhO/jl8JgRkO9tkPUD3MivPKuqz33lqdFg4
aTcRTXZcnkFW0eE+jQEcubjrT4a4JzB+1EYkFGaNoGo2nmi+1Sb0fqlzaQW8QUfvQ8TyM3I9CpEg
plACwiQyNPsn5n9ZyTYxzzFa+e7jVLddDuray01VBnllIeRmBbkvpGF+o4gESDue1GCRTH7fR/zp
Ed+JNdtHkHw2BeOJFJW3RebcLeSivOXanUUHUbYp2WW+i/nhHKss+vWEwmnAe3VEVIIPWZyyv9V5
yv6NI6EKK712qVdk6t/Lfn9B++84+qfRMe2m26D1ORKyijHfiQCtaGldsUWGRaTbX9rplrb6jefp
C+ijVLm+9NYPWkA+KT0kqqcj2GFCLxV2KoTV/wDjk3v/ABgl/wCIHDHmrFP+cff/ACUOgf8AR3/1
GzZPVf3h/HRdP9Aeh5jtzsVdirsVdirsVec+Zfz9/Lzy5r13oepS3Q1CyZUnWK3aRQWQOKMOvwti
qAh/5yV/LScIYDqEolcxRlLOVg0gFSi06tQ1piqif+co/wApx1uLwf8ARq/9cVp63irsVdirsVdi
ryn8lLq3sfyX0u+mQtHbR3s0gUAsVju52NKkb7eOZuaJllodacOEuHHZ6Iz/AJW/5V/5Y7z/AJFw
/wDVXMj+TcnePt/U438oQ7j+Pi7/AJW/5V/5Y7z/AJFw/wDVXH+TcnePt/Uv8oQ7j+Pi7/lb/lX/
AJY7z/kXD/1Vx/k3J3j7f1L/AChDuP4+Lv8AlcHlX/ljvP8AkXD/ANVcf5Myd4+39S/yhDuP4+Kj
c/nZ5KtTD9Ygu4/XkWGKsURq7migASE5Vk0UoVxGO/v/AFNuPVid8IO3u/Wz+FoJoY5owDHIodDS
lQwBHXMQgg05INr/AE4/5R9wwJa9OP8AlH3DFW+Cfyj7sVd6cf8AKPuGKu9OP+UfcMVd6cf8o+4Y
q0yRAEsFAG5JAwE0tJC/nnySsqxtq1pR3MYlDgxcw3EoZR+7DV2oWrhhcuSSK5p8qxEBlCkHcEU7
4oQurxx/oq9+Ef3Evb/IOGPNWK/84+/+Sh0D/o7/AOo2bJ6r+8P46Lp/oD0PMdudirsVdirsVdir
5a/NDzz5Z0bz15q0+5W/N9dEQzSQtN6aARxzRemEvIE+NwgesVVpVSScK08rl/MvVQZks7c2tu/q
ehEt9qhMQlb4qH62Klov3TVFGXqK74E0gfM/njVvMkUUepKG+r8FtT613IsKJGI2SKOaeWJFfiGb
ivUbUG2KafoPixdirsVdirsVeR/lBGkn5G6cjwC5VorwGFghB/0ybqJCE2675m5v735OHD6Nkpl0
XTbS4We28p28s8rH1J4IdLRlJ6s7PLGxrXtU5dxQBsDf8ebTWQiidvx5Jx+h7T/lis/+Rdv/AEzI
8Yfzj8y4/hH+aPkHfoe0/wCWKz/5F2/9MfGH84/Mr4R/mj5BZLo8Hpv6VlZepQ8OUcHHlTatB0wH
MP5x+ZSMR/m/YEb5M0O3aO9bzPZaMri4P6O+rBa/V6beqGp8detBTMXJnydJfK3Khhh3fOmfQXFr
KOMEqSBRuEYGg7dMwy5KrirsVdirFfOHk7WtcukudN8x3eivHbvbrDAXMLGRgWldElh5Oq7Ia/Cd
9+mBIKR3X5Zec7jTpbIefdQgLglbiGNlkVyigfGZ2bgG5niCDuBy+EHGk2tk/LXz3NZG2l88zK4j
ljjuIILqOSsyxozuTfPyZFiPp9OLMW36Y0thGaj5a1a11GxsLS9v9Qs71gNSlv7gTRRwI0gKojMt
XcT0+KNwVQVowBOv1cwZxxk1xfj7PeHIwiomVckzufy08oS2P1SKxWBQVeiFuDyJusk0RPpzNXes
iknNhi/djb8fjyceUr5r/JegS6PbyWseoXMunwOy2WnymOSOCIszJGsrJ678A3EFpOgG3WuLptb+
YMjVUabMuHw68071f/jk3v8Axgl/4gczI82lin/OPv8A5KHQP+jv/qNmyeq/vD+Oi6f6A9DzHbnY
q7FXYq7FXYqxvVPy28garfzahqXl+wvL64IM1zNAjyOQAoLMRU7ADFUL/wAqi/K//qVtM/6Ro/6Y
q7/lUX5X/wDUraZ/0jR/0xVl2KuxV2KuxV2KvG/yxujZ/wDOPkN2EeQ29pqMvpxUDt6dzO3FeSuK
tSn2TmbmF5a9ziYvoedXX5n3OkSNJqvl/VYEuGZIUvHjhVWhPCVYz9VjYkNs4JND4ZdHBfKQLCU6
5ghR/wCV5aT/ANWWf/pJT/qlkvy572Hih3/K8tJ/6ss//SSn/VLH8ue9fFDv+V5aT/1ZZ/8ApJT/
AKpY/lz3r4od/wAry0n/AKss/wD0kp/1Sx/LnvXxQreVvz38veXHnex8u3Ba4LNJzveW7uZGPxRt
1Y5E6Q97PxwyH/oa2z/6luT/AKS1/wCqOR/JHvX8wHf9DW2f/Utyf9Ja/wDVHH8ke9fzATjRP+cj
dN1KzvbyfToLGKwMJe2lvh9bnWV+J+qQ+iPWZOrLyXIS0pDOOUF7HmK2uxV2KoW+tXl4SRGksZqv
vmt7Q0kslSh9cXJ0+YRsS+kqJudSZeAg4udi/bMWWq1chwiFS720YsIN8WyJsrb6vDxJq5NWPvmf
oNJ4OOj9R5tGoy8cr6Ker/8AHJvf+MEv/EDmdHm0MU/5x9/8lDoH/R3/ANRs2T1X94fx0XT/AEB6
HmO3OxV2KuxV2KsJ84ax+aVjqTny3olrqelosDfG6rO1JP8ASlXlcQrX02Bi26q1f2aqpBL5x/PY
mz9LybbLC5hku7qSVDSBkjebjAtx6iyRkuvDck0pXfFWTaXcfmnc2qXF3BpNq0tsHFtILgSx3JEn
wScJJU4D91urE/a9sVU52/OUmX0E8uqPQX0eb3zVuSF5lqKtIweVANzt0xVmMXq+knq8fV4j1OFe
PKm9K70riq7FXYq7FXYq8c/LDT9Q1H/nH2DT9N9L6/eWmowWxnJEQeS5nQF6Btt/DMvU/wB4XEw/
SGReT/y+srTQobXzHo2jXGowExie2tkcPEu0bStLGrGUj7ZApXplXiS722gnX+CPJn/Vg03/AKRI
P+aMfEl3lFBj/m3yC06wR+WNH0O1PGQ3E9zbQ1DAD0gsf1WcMpbZviUgdK4+JLvSAGMf8qz/ADAW
+uZBb+WpLPgBaQm2t0YuJi1XI05+IMTcduX2feoHiS701FMdK/KjXRDDJqN5owuQ8Rnt00aynhMa
q3qqriO1fk5YfFSg4/Z3Iw8cu9aHcmekflYlrLaNqFxp2oxxKguozo1jD6zBWDGsa/ByZlO3Snvj
xy7yih3Mj/wR5M/6sGm/9IkH/NGPiS7yig7/AAR5M/6sGm/9IkH/ADRj4ku8rQVIPKHlK3mSeDRL
CGaNg0csdrCrKw3BVgtQRjxy71pNsil2KuxV2KuxV2KoTV/+OTe/8YJf+IHDHmrFP+cff/JQ6B/0
d/8AUbNk9V/eH8dF0/0B6HmO3OxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV5VD/zjh5KgjEUOp6zF
EteKJdqqipqaARU65lHVy7g0jBEd6/8A6F38o/8AV31v/pMX/qng/NS7h8k+CPP5u/6F38o/9XfW
/wDpMX/qnj+al3D5L4I8/m7/AKF38o/9XfW/+kxf+qeP5qXcPkvgjz+bv+hd/KP/AFd9b/6TF/6p
4/mpdw+S+CPP5u/6F38o/wDV31v/AKTF/wCqeP5qXcPkvgjz+bv+hd/KP/V31v8A6TF/6p4/mpdw
+S+CPP5u/wChd/KP/V31v/pMX/qnj+al3D5L4I8/m7/oXfyj/wBXfW/+kxf+qeP5qXcPkvgjz+bv
+hd/KP8A1d9b/wCkxf8Aqnj+al3D5L4I8/m7/oXfyj/1d9b/AOkxf+qeP5qXcPkvgjz+bv8AoXfy
j/1d9b/6TF/6p4/mpdw+S+CPP5u/6F38o/8AV31v/pMX/qnj+al3D5L4I8/m7/oXfyj/ANXfW/8A
pMX/AKp4/mpdw+S+CPP5u/6F38o/9XfW/wDpMX/qnj+al3D5L4I8/m7/AKF38o/9XfW/+kxf+qeP
5qXcPkvgjz+bR/5x28oEEHVtbIPUfXF/6p4/mpdwXwR5/NnnlHytpvlXy9aaDprStZWfqek07BpP
3srStyKhR9pz2ynJMyNlnGIiKCb5Bk7FXYq8889+dfPeh6y0OjaFJqunJFHKxgs7m4lJIlMiq6PH
EWogoK1G9alo1ZVjkv5n/m7ZwwC+8rs139Uae5htdL1GdTOwHpQxSRPKlVZW9Tmy9VoTvhVmPlXV
fzN1OeG51Kx0+w0v6zIssciXMd3JaGHlE8aOx4OJWVXWQDo1O1QrG/LP5l+YNQ81WFpNd2c36Qv7
6zufL8Uci3djDaqSksjkVqCnx8qKeXw17ZU8IEb8ubTHISaes5itzsVdirsVdirsVdirsVdirsVd
irsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVeTfmfbeb5PMobSYtQe1+rxitos5j5Vav
938Nc3OgliGP1cN31p1GuGXj9PFVdLYl9S/Mf/ln1j/gLr+mZvHg74fY4fDn/p/a76l+Y/8Ayz6x
/wABdf0x48HfD7F4c/8AT+1SXSfP6zvcLZaqs8gCySiK5DsB0BalTTDx4O+H2Lw5/wCn9rc1l+Z3
D9xBq3PkteaXdOPIc+g68a098hOeGvSYX50zhHLfq468rZ9+TsP5gR/XD5mSWK2Kj0o5jKf3lf2P
WCv9mtdqHbNXrDExH08X9HlTs9KJAn6uH+lzt6Zmvc12KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxV2KuxVLdc0QatFbxm+vLH6vMJuVjMYGeiMnCQgHknx8uPiBiry7zjd6V5Ld9Qu9d8
xX3K6s7drdtQYRkqrh2CrGONVBLKtA7AfZ3OZMNMZAFoOcAkdzWuX2maRrWlaE3mLzFJca7eLp8M
wvVrEiRC39RawkcjLKjnl1NWr+yX8tLhvyWOeJNebL7Xy9b6jqsjprutQrFHwigW9b0ZFEpk9UAp
y5DmFry3WgOa/FqIzkQK283KljIALLNMsfqFhBZ/WJrr0FCfWLp/Umend3oOR98vYMK88ar5sg1w
W2j309rB9VMg9KDS5YhKEmAVzeXlrLyZjGQAoXb7VC3EiJQSEHpa+dbu1D3fngafII5I/Sms9LMp
eSOMpKfRnuY/3TcxxB3PiACx4T3I4h3poIfMHqlj58tzGWU8PqlnUAM5IB5/tBkBr/LtQnHhPcvE
O9AfmRqHmtfIAt/KuqC/8xRrEl5PZCH6xMioRNJDCrEqzNRqR1Yfs5bgiOL1cmGSW3p5se/5x0n/
ADCl025OuTT3Hl8LTTprsHmZQw5CJpCJmjC/zLxrsvQ5bq+C9ubHBxVu9mzDb3Yq7FXYq7FXYq7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXk/n25/SF3r2ny6K91Lplxo9zGYWknEkc0ko
MsiRW08kaokLc+KOafjmYz6Y797jmNSJruUvMb6Zqw8t6zBAJHj1uweS5gc+kramsYja3mlhUzIj
SKx+FDUUIB6NmjH+ifsSIgb95Zf5Ysz+lGUVRtODxXQAUK0sm4pQnbdjnO6HTyjlkT8Px8HY5sgM
RTLs2zivNvP3kbz5rWsy3Whala2Vq8cKp6zVcFQ4kPE20oH7NKsa+3eYmQGBgCVum/l35pSBxf3V
rJKZZChV3IEZY8BUQxb8f8n6T1ywZR1aziPRF/8AKvtZ/wB/W/8AwT/80YfGCPCKC0L8ptW0/WbC
+m1u4lhsgqtA0xkWTiSeTgxLyck9eW34ZEzHmzED5PTcpbXYq7FXYq7FXYq7FXYq7FXYq7FXYq7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYqx/X/APANLr/EP6Kp/o/139IfVvGT6t6vre/qeny/yqd8sjx9
LYy4eqsn+C6Nw/RtPWtOXH0P7+ifUa0/bpw9Hv8AZ49sHq8/xzTsmFp+i/rFz9T9D6xzH1z0eHPn
29XjvX/WyoV0ZIrJIdirsVdirsVdirsVdirsVdirsVdir//Z
uuid:fb6d5a0c-9aea-459e-9f09-ae4a5d3481a9
xmp.did:0dcabdd9-a348-7248-b121-982bcc94d961
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ecd60e0e-e413-4f43-aefd-cdc21a56f55e
xmp.did:47c0edc0-ba38-7440-87d3-29eaea46e476
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:54be1bb8-cd84-cc41-acfb-2084d3305e81
2019-06-07T08:38:27-07:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:0dcabdd9-a348-7248-b121-982bcc94d961
2019-10-24T10:33:16-07:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2016\KF\StudentTypePlot16KF.ai
xmp.did:ac98b438-04bd-8f49-ba39-9e4e6fd1ee79
uuid:7cfa4daa-88f0-45d9-b147-4c220332c325
EmbedByReference
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2016\KF\AgePlot16KF.ai
xmp.did:5b12e9e5-2b83-f04f-842d-2c062ff77cf0
uuid:5d728029-2faa-4abc-a71c-c34982ec9de2
EmbedByReference
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2016\KF\MajorPlot16KF.ai
xmp.did:6f1f4b4d-64d7-f941-9aca-295895294136
uuid:a7d352d5-1152-434c-a3c6-2f67174d5009
EmbedByReference
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2016\KF\CourseLevelPlot16KF.ai
xmp.did:9a8351aa-deeb-e94e-afa0-1d639392e324
uuid:d449a9bb-b00a-4526-ba62-11aa1cea9f27
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2016\KF\StudentTypePlot16KF.ai
xmp.did:ac98b438-04bd-8f49-ba39-9e4e6fd1ee79
uuid:7cfa4daa-88f0-45d9-b147-4c220332c325
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2016\KF\AgePlot16KF.ai
xmp.did:5b12e9e5-2b83-f04f-842d-2c062ff77cf0
uuid:5d728029-2faa-4abc-a71c-c34982ec9de2
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2016\KF\MajorPlot16KF.ai
xmp.did:6f1f4b4d-64d7-f941-9aca-295895294136
uuid:a7d352d5-1152-434c-a3c6-2f67174d5009
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2016\KF\CourseLevelPlot16KF.ai
xmp.did:9a8351aa-deeb-e94e-afa0-1d639392e324
uuid:d449a9bb-b00a-4526-ba62-11aa1cea9f27
Print
False
True
1
8.500000
11.000000
Inches
FranklinGothic-Demi
Franklin Gothic Demi
Regular
Open Type
Version 2.00
False
FRADM.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
BPAAAA+MyriadPro-Regular
BPAAAA+MyriadPro Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
CDAAAA+MyriadPro-Regular
CDAAAA+MyriadPro Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
IIAAAA+MyriadPro-Regular
IIAAAA+MyriadPro Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
YFAAAA+MyriadPro-Regular
YFAAAA+MyriadPro Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Tofino-Light
Tofino Light
Light
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
OTech Blue
PROCESS
100.000000
CMYK
100.000000
84.280151
33.554587
21.704432
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
Blue Color Palette
1
Tech Blue
PROCESS
100.000000
CMYK
100.000000
84.280151
33.554587
21.704432
Tech Bright Blue
PROCESS
100.000000
CMYK
70.479894
36.456853
0.000000
0.000000
C=38 M=11 Y=0 K=0 1
CMYK
PROCESS
38.431373
10.980392
0.000000
0.000000
Tech blue light shade
PROCESS
100.000000
CMYK
36.731517
20.285343
14.035247
0.000000
Cyan1
PROCESS
100.000000
CMYK
63.631642
0.000000
52.538335
0.000000
C=40 M=14 Y=73 K=0 1
CMYK
PROCESS
40.392157
14.117648
72.549021
0.000000
C=43 M=0 Y=34 K=0 1
CMYK
PROCESS
43.137255
0.000000
33.725491
0.000000
C=6 M=0 Y=2 K=0 3
CMYK
PROCESS
6.000000
0.000000
1.568628
0.000000
C=12 M=5 Y=3 K=0 1
CMYK
PROCESS
12.156863
5.490196
3.137255
0.000000
Gold Color Palette
1
C=1 M=16 Y=80 K=0 1
CMYK
PROCESS
0.598154
16.302738
80.410463
0.000000
C=6 M=36 Y=90 K=0 1
CMYK
PROCESS
6.274510
35.686275
90.196079
0.000000
C=0 M=31 Y=58 K=0
CMYK
PROCESS
0.000000
30.524147
58.156705
0.000000
C=0 M=71 Y=99 K=0 1
CMYK
PROCESS
0.392157
71.372551
98.823529
0.000000
C=17 M=95 Y=100 K=7 1
CMYK
PROCESS
17.254902
94.901961
100.000000
7.450981
C=2 M=0 Y=49 K=0 1
CMYK
PROCESS
2.398718
0.000000
49.295489
0.000000
C=2 M=13 Y=62 K=0 1
CMYK
PROCESS
1.960784
12.549020
61.568630
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
20 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 40 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
21 0 obj
<>stream
HWn}W V/Lۊe ,M,eg)9UJ$ kW>z_ɡYet ':կggFeTNjvx }`łP5:KiihgD.ߔ%?ujU9m\\s׳ޅVF+V.hg_~Flv}UQA$8Lj:u(b֢b5Oڔ(U}dCKuv??gtJ 6.ddy=}x?|8|Nߛ3ilF˝Ө~ǡ]&
Έ[iq