%PDF-1.6
%
1 0 obj
<>/Metadata 122 0 R/AcroForm 82 0 R/Pages 3 0 R/OCProperties<><><>]>>/OCGs[5 0 R 90 0 R]>>/OpenAction 18 0 R/Type/Catalog/OutputIntents[<>]>>
endobj
122 0 obj
<>stream
application/pdf
Henna Lotus Flower
LoveToKnow
Henna Lotus Flower
LoveToKnow Corp.
2017-02-22T14:20:25-07:00
2017-02-22T14:20:25-07:00
2017-02-21T20:16:39-07:00
Adobe Illustrator CC 2017 (Macintosh)
180
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC0AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FVsis0bKrFGYEBxuQSOu/hirzX8jPJll5a0nWHtfMyeZxf3zPPdxGqJNGvF1Y+pLWQ1q5J8
MVemYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWP6x+YPkbRbs2eq6/YWV2N2
t5riNZF/1kryH04qnNhqFhqFpHeWFzFeWcw5Q3MDrLG48VdCVP0YqkPkSDy/a6DLNpOhv5ctJLid
5rOeFbZ+UbmNpmQEgKwSo9sVQZ/OL8rlvzYHzPYC4B4k+sPTr0p6v93/AMNirMEdHRXRgyMAVYGo
IO4IIxVvFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWI/mVqGqwadpOmabO1pLr2qW+lz
X0f95BBKkkkzxn9lykJRW7FgcVSDWvM9n5O1aHyb5a8swXcYsxf3kRlFu0sLSNG/pqY5TcS/CXkZ
zQftNU4qghPoflVNL/MHysPq3kzXWgHmDTVBjgiW7KpDfpFusTxOypMFFCPcVxVI/OVzd61eahp2
uahfSeS/KFrJf+akUxRT3t1cO01vp5+rnhwjiKigbw5fFQgqq+SLfyt5mvdV8oa75K0bTLO3sRdI
9mY5ZLdWbgUnl4IyTjkSHBHQ9euKsu/IGS4b8rdLSW4a6hgkuoLO4fq9tDcyRwkV/Z4LRfbAr0PF
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUs8y+X7PX9Hm026d4hIVkguYTxmgmiYPFNE3
7LxuoYYqwC88i/nDqsD6Hq3m2zGgzD0bu+tLQxalcW9d0Y19KNnWoJXpXvirI/PHlvTY/wAqda0G
2QQWFtpE0Nqg3CLbwExdetCgrirFfyH0uLXfyfeTWU+tHzLNfSakzUrMHka1NadPghAHhTFU0vvy
w80XelPoLebnTQpo1t7opYxDUprZBxEMl6JOJ+D4eXo1p88VZ3pOl2Gk6Za6Zp8QgsrKJILeJeio
g4gf24qisVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVec/nLe6vqOkDyL5d4vr/m
OGYOWPwwWES1uJZCKlRJUQrtuW9sVY//AM423uo6Z5R0/wAuaxGsD3sD6toMqnae0lf96v8Axkid
gzD+V198VezYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqkWuedvLeh3YtdTuWhYIss8o
ilkht43Yoj3MqKyQK7KwVpCAaHwxVPI5EkRZI2Do4DI6moIO4IIxVvFWIecPzE0rRNRh0CC4gPmK
9glntoZ2KxRRxIzepMVqwDleKKBVm9qnFWIfkDBc6y3mHz7qDTS3WtXZtLF7l/UkSztNqBuMQAaU
tVVRRVegxVV82+Wry9/KXSL7Sbr6lrvlZIryw1EAj0/qw9K5qACSjRByVoeVAKYVZX5G853eqtca
J5gt007zdpgH6QsVJMcsZ2S7tSftwSf8KfhO+BWXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXY
q7FUmk8p6VJ5jl15jL9auLVLK5t/UP1aWONzJGZIj8JZCzUPgTiqQW8EvkfWIbaKp8l6pKIoUJ20
y8laiItelrcOwVR0jkoB8LfCqmP5hec18raKklvELrWtRlWy0SwJp611LsnLpRE+058PcjFXluhm
HyvBrvmnWtdt9WGnCXUY9TKryk1i5S4tUtxMA1eFqEAhUfBzNQNsKsx/IrXvLs3kDQtHsrhhfw2Q
nuLaeOSGR3kbnPLH6qr6yetIayR8lqetcCpv5S1LTE8jXc+ozx2mn215q1tPNcSARxxRahcQjk7k
ADio6/LFWAarrH+IPyr8vedPL1/FJ5m8q20F1qVxa8JbiJVtGF1byx81b03kAaRGO6AlamlVXp3k
Dzrp/nLyxa63Zj0nesd5aN9uC4TaWJq0Pwnp4ihxVBtr2p+Y9Xu9L8vT/VNL02QwatrgRXc3A+1b
WYcNGXT/AHZIysq/ZAJrxVQnlCz8823nDVl1Jrk+W1RksGupopubo6CORSD6ys6+oXBAT7NBUHFW
c4q7FXYq7FXYq7FXYq7FXYq7FXYq7FUBqus2+nhI/TkuL2dZTZ2cKkvM8MZlKBjSNCQKAuyivfFW
JXXn7Xra2h1DVdMTy7pklvHM0l8TczmVxVoRDC0Y5p2Tnzf9lCeQUqkw/MaDzVoV1aQ29nr1hc2p
XUYtJuimowLJGxkK2VzHGeUfHb95y5UotcVYZB5pk89efdZ1OJ2GjeS9Kez0q5uybV/0rfFbdZXQ
+m6SyESKlKFWVafFtiqdebtOvIbC51TW7EW9jc2mtpeGzR7y20/VJIYrO1uCiDmY/qtuy+pwFGdi
wTlQKrvyQuNR1j8tYpZZJLhNKSI+XprlVjeK6tYissULgIzwbKhPgzpUgYq35U1+Sw/KTXvPUFdQ
ifUNTv8AQ4JI6raxT30ieqUHxEqXaR6GvH4RTeqqW/l/5fj0j8v/ACvqTQJNqJ0fU7nWRAeEk+kT
QyzQxSSLQ8hK8IQncfFx6HFVa41zVvytnbWtaUajZXkzWPmS5sUeL1LqYyXFvdpGRwV1BeJ+L/Z9
PZaKMVZPpXnjTvL3l60SytYNH8qxnjaaprlx9TlnjkkJLwWYSS4mpyBJmMbsDz+KtSFTPy/5/wBU
1tLG50dLXWrW4QPdxwCS1mgBNC1JmfbZuIk9MvSq1WrAqyHy75o/SkFtHf2E+j6tPA1y+l3Qq6Rr
KYqmRKxmpoePLlQiowKnmKuxV2KuxV2KuxV2KuxV2KuxV2KqcNtBC0rRRhGnf1ZiB9p+IXkffioG
KqWp6fBqNjNZz1EcooHQ0dGB5JIjfsujAMp7EVxV5RaWGm6jLd6XrltINTjtbjU7HUwIYbhL/Trl
re+uLSS3I9KN5hHKqUFSzFga4VYJ+Qdm0v5a+btXmE0t9q+pW9rczkK1VDIRIplKrzV7p2qtWBoQ
K0xUvbPyy1HTb7y/dR6bLNJY2t7cwQNder9aKlvU5ztMBIzSGQurNuVK13rgV4d5W8v23l3zF520
bU7e0/Q2klr68nu1M2oXFnJFKsNvZtJCtaXbITIvE86cak7FUVrn5e65H+VejDQTaab61rY2Uhi5
R6hcX16XtNQsbiifHG804LcpPg9M/B3AV7c2k6R5L8hXkGlR21jFp1hIVmdUjjaSKEhZJjtyLFRy
LdcVeY+a9F8vXf5K+aE0S5e70tLSG4gu5pPUkkltrl5XZubGZWJXjxZFFNl26FQhfKR0OD8vvLV5
cwXF/rHmO2nn1q/cpNetp+lQsZY43nPBY6xww8KgFWNatir2ryxpc+n6Un1xvV1O6pcalOaVe4dQ
G+yFHFAojTbZVAwKmVzbW9zC0FxGJYXpyRhUGhqPxGKqmKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2K
vFbC6k1X8w7j0LaA/U9H165E9nJ6jzpeaj6dssw4LRmSHkq8j8+2FUn/AOcZjPf/AJT6/piOTc21
/I9vCp4MCYYnQMeL/C8iEGqnauBSzfy35oTTPNIj1fWrF4vMMKzWtuf3UloIvTgtYnl9WaOU3AZt
/hq4YLy6KVS3zL5W8u6h+Ytx5yktmfS/J1pJc6q9uWke8vogJ0tgpfiRbLEsvEUHqMK1PKgVH+Ut
Z0nzFf6F5tgWeDy7rT3cun2VwqAQasjNbtI/BnAM0MUnp705Fq/G4xVPfzHudSWLS4dP0/8ASEkN
0uozxyOiQ+hYsrMrcgxaR2kQQqq/3lGqOOKsV/Nm8TRfyY8zXFwBHc6tI0QiKugMtxKsT8ElSFxs
rydPEioxVhGnWl9b+UPyxKWkNx9e0nWrBDeMYI45rqH6zAwco/xMISE2+Lse+FX0Xp95Fe2FtexE
GK5iSaMg1BWRQwoe+xwKr4q7FXYq7FXYq7FXYq7FXYq7FXYq7FWO+ePMGraHp9nPpkFrPNc3cds/
16Z7aBVkRytZUjm4s8irGvIU5MN8VS+688fXPJWqX9nDJZ67aA2M2myjnPbajNxihjZY+XMGSVGV
kqHUgr1xVB/l/wCVrIaTq13E3L9IqNMtZfSe2dLPTozaRK0b1dW9VZXqd9x4YVeP/l/5iTyH+e2q
aZqKfUNJ80kfBX91HdM5KUJAPBLj1oBsOtTtgV6n5307UWvZfK2isslz5nimSVpEV0srJifrUs3x
AsOcpa3qh/eM4Jo3wlV3mTU/MHkKDT7HQbG0uPLxtWs7CF3d7661id6QId1BEjEyyua1+NiQaVCs
U0iy/MK00KP8uLVrCXVtLvFu7q4k/cLdaVcytOt3aFR8MkNySpKiqMqneuFU+8ueVZNR84XcvmKa
S412zaQzTtK721zYvJ+7Ftbs7RJH8CrIgjPBwfiL8WVV53/zkZ5jg8zectB/LzS5Fa1sZhJqhj/u
45WFKGnT6vBzZqdOXiMCvXdT8tBfy/trhbZbW+0iZNdtIIU5GKSBzN6Kq/VjAWg+nthVf5S8zado
/ku8l1CWRbDQrmS0gkaCSOSSB+EtmiQMquXaK4jjVQu56YFR3k3zZr2uapqdtqOlw6bFZLCViS4N
xNG8vI+lclUSFZeAVjHG78ajkdxVVlmKuxV2KuxV2KuxV2KuxV2KuxV2KsP/ADOt4LrRrK1nurqO
Ka9jD6dZLC0moKiPK1o3rlU9NljLPU0KqQa1pirzi4gGma7p2t6drFvdeQtYm0+2jubmV0lgmt5W
ntoJz8LMkY+w0lHAIVqgDCr1L8s5zcfl75cuWUK9xp1tM4XYc5Yw7f8ADNgV5J/zkb+XsOr3Wnmx
A/TV/MF0qEcOU0zsiTwUDBwnCk/PgVQq/JhzGKs88u+X4vKWlTWvmV59Sn1Gwkn8z+aZ5FWBFt41
jEHMskioqO3pgL4t1JoqlHlaKe/0iXzsto0OmaTYSWf5faTOGkf0RFwW6kViXea8IVEHXhsK8qlV
LvLvlbXfMH5T6GtjLJoX5h+UUe3tS9Y5YnjJUW9wrg/urmFY2oRx6HcbYqv8ozafrfl7TfLej6Xf
6FrUU9+NTv4X5S6HqJDSv6nqsztFcsxCDoy9+QqCrFPyl/KK60jz/f2/mS59bXQZJXJKsXtOat9Z
ieVucv1pzwZlQ8F9RX4s64FfSbqroyOKqwIYHuD1xV82eUU1PX49Jj07V7ex0nSrXSNV8wahJMZf
q0z2c1uojScuiyr6XJVpwRiGAqBhV6f+WEWix6zrJ0e9vk0+WG3mtdIvOJj9NnlX69EeTSH6zJG/
P1KSclJfqtAr0XFXYq7FXYq7FXYq7FXYq7FXYq80/MY+atM8xR6/puqXQ06C0WO5srUrMtoebkXc
9gQTcQP9mQqRIgWqHqMVYD+Z3nUecIfK02jRQXTSWlzdS20pR4laSRdPmZGMkb+tBIxMDID/ADUp
0Kph+ZXlGLSLhdV0GRbuPRry0uXt45YxJBewPZLZW965NPq6WkT+m0vxKzAliG3VTzyX+afl7SfK
91Y/vJ7u1uB/h7S6oby9tdRYz6ekaKzb8ZPTb+TjVgMVTny75ZGn61e655sea48z6jYyy32sIWj0
/TbQMALO1mYr6fEEtyHxGhdqV3CsQiv9P80poulzzXk35f20y2ujWkoee/8AMVza7+pLUDjZxFfi
aTihP2iuwCrIfzVk1fy35G1bzJPesblIxDDbW7iOKzjmRoIktQV+J/WkT1JSA5Tlx4bLiqQ/k2nm
PzB+Wdpquj6usPmXTmNkPrjSXMZ+rs1ba75AOsckbRkBCfT+0v2mUqsvvdLv73Vk8z6FEmneeNPi
WDWdGmkpDfWxrSJ3A3GxNvcAdRxYbMqqoWysvK2q+VdG0/TG1MX1pfSwWl+/O41LSr8epPL9ckfl
xVWHB1clHUgbqQcVRPmbzvqVl5YudIuI1h873XHTrC1iNEnnuaxx3duXKgwqA0rAn4OJVjWhKrz7
yPpOnazrNxrEcwsfLXrW1lZXF48JhENolrb6U1t+x9dZoJftVKLINqkAlURod/Z+VPzgu0mEdlpc
UeqQvKOPOS3hiXUmkuXeaSWVowaRn01ASu7Ek4qyXyfrHmXzTrumeYo9TuLbR7hmd7d2jjsnjaNm
jsraIqXuJk+1PccuIKssdeyr1bArsVdirsVdirsVdirsVdirzzzh9Q8vecbfWtItbE+atatpY5p9
SuJIY2s9PVZJUjIDhHbmg5cabVOKvP8AzdqGmS+dIzb2E2lTrpN59Y0yO3jPqT2GoxXcvB1Qh43M
cjF4mqSvxUoRhVjPm7W7jyh/zkdqMmrSN/h/zEsMN/8Aa4yWN1AsIccan9zIuxXf4TTAl6H+WH5e
2mgRG615riHzNqFnc3lteSRl49Lhegkb1nUwR3MjP6slfdQOK/EUJXrGs6l+YaQaXZC6vPIWmMls
90zejc+Y7+FaLbo4CUhLIXlkAoAGbamwV7B5Z0KTTrKKW9ELaq8SRztbrwgiRB8NvbJ+xBH0Ud+p
3OKvNfN+r2PnPXZLi7f0/wAuPI05vNWvTQrqGpQD4LaIHZ0iJo38zHiOxxVAw+a9P8sazp/5mWUb
R+S/O6RReZoFq5sNRSqrOwUfz845dvtAnckDFXq/mDRTrdjDdaVf/UNTiAl0zVoQstA1G4stQJYJ
aDmlaNsRQhSFWH63ZeYbm7fXfLkcVh5/0pFXVtIc0tdUtd+K8jx5K3EmCbqpqjU+IBVJLldO/Mby
PJaRzXdz5imvrtYvrEJSXSZ2V5GsrwxcWityiehz/aqCByHwlXkfmO71bW/PPkryHpb3SNo7Wg1C
KZayJqbMHu5pQKK/1dAFUj4VVTxPHFXpHmPUNNP5q2M+oQy32nNNrcj6dFbrcG4jhsk01kVFQyPy
k9cPyISi+AJxVl8Z0/zB500nSPMem2MM+lLLqfl6CzuXea2+qNFCUn4CNPi9UEKvw1Qj4qVxV6Xg
V2KuxV2KuxVJdP8AO3lDUdZn0Ww1i0udWtqiayimRpQV+0OIO/H9qnTviqdYq7FXm3nzyhqx1+bz
Jpmny6hdNbxJBcWV2ba/s5ISx5QxyMtvcRPyHKJ2WtD9rlsqw7XNSi8/aVo/mCWA295BpmoW2qWT
rbhY5f7q5jYXlEUCWNTyrzC9N8Ksm/NPy9pN5Yuuky2a6noEH6Yi04wiV/TVZhElFZGS2mfmr8el
Q2wG6qT+Urjy5541rSNPmiiuk8jkSfXXTncC4cvDaWvPhwcRBDK7ozoxRGqfixV2pyXvmu8k8hSa
zLc+VfLCep568xyFY3u3Vi62KtHstKfvSvhTqKMFZJoUnl7y55os21e4fTbjzBCbfyro8/7u0srW
1WJDbRLXjHPPySSQEbmiCpXdVC+YvzC1rXLKLy1olhd6N5h1y/uNNt5LteEkNjbf71aiq1qAE+GO
tPj6E0xVLbuGK5uV8teVrJZ/LXkMRpHZg/Bf67StrbSMKco7d29e4av292+zXCqNaw0J5ZYriHn5
D/MMUubZhxNlrMgoQdqxm4ZaGv2J07FsCpB+XHnOf8uL/Xfy984TyTWmgQtf6HfrG8jy2FeRQIvJ
jxDcgBULRwTxXFWceZ38t+bLvRrbS9VktfNUUS6to8ttz9WK3cIx+tqpXjbTfAro5HLalSMVYz50
i1DRL5/zN8s2rw6hZUtvPOgKRWa3RQWl2FDLCrB0kpulG6VBVSy61/QPK9xD5y0d31hbzR7a1uPM
V/BNJKrTSSG3uHuIopPUJ4mCSMLy5CJWNORUqmP5aaPYm/TX9RuYLePVwum6VHIqC5dbdnkT0bqO
RhLLcRl5LqRKhmNAfhOKqZbQPLnnqLzDx+rabYLrxlSFLQRBYCrS8Bb/AL4tySnGbcH7O2Ko7ylp
fmDzpfaT5q1rR59NeOZdQhvbu6f1EjBrHbWllGfTjjZKB5ZfjcV+H4hxVeuYFdiqnc3NtawSXFzK
kFvEC0s0jBEVR1LM1ABirGP+Vr/lpz4f4n03lWn+9MdOnLlWtOFP2vs++KpbY+TBqX5b6Zp9zYSa
Xrum2q/o6ecwtd217CKJcCWFnSsjjmwB3DEMOoxVlXljWl1vy7p2rqvA3tvHNJFQgpIyj1IyD0KP
VT8sVTPFUt8w6Xa6jprRXU1xBDC6XLNaytDIfQPqBSykEqSu698VeJebdeF9f+RNettI/ROp3U4f
UtM9O0kd4NYQFbqN5R6DP+4b4pKMv7a4Ved/mVqnmjyN+Y+ka5byM13pMEenSVkaWN1th8MEj0Xl
6lnJC0mw+JmpuMUh6rqeuWfkP8ubaHSrAWvmfWUjfSdPjVSy32rc0hUNQVaygT0gx6jiD9rFCc+T
/JmnW8dp5Ht7svF5ce21TzXKhq19qdxWaKORjuUVoxK4bfj6a/zYFRPmOby9rP5iXo1sQP5f8oaL
MuqTT04JPq5QlGPtbW1dt/jGKpFbQa95bu/MXmOef9M6pdrY+XvIF9KUf14LkerCfUX4XAeUNK5+
16ZOFWRWr6F+XHkK5v5jNdad5fUrPdQqJJ7q/nkCXVzRm4sxmk4VY/D8YPw4FSrydfaZ5m8oWt5d
PJd+XfNoNnq4ljW3eHVeXpi5jCEpH68iAfAdpuDKAzPhVI9S0bzZr/mfRI7adIfPnk3UDpmo6uYg
wl0m8tpJIb9kPwktGrDh09VmGwNMCs4gsNL8pfmBo8McTC212xnsVv5G5yPfQSfWv30h3Z7hHkbk
TuUoMVTvzLpEsOoQ+ZrL1Hns4mg1PT0+JL2xJJZGjoeUkJZpIqbk8k6OcVeWWmg2Oj6reeTl1Vov
y/8AMUNzrfl25tjHLGpjiY3NoGZZPgj5rcxlKEcBvyrhV5HoWs+atV/MzQLa+iER8lCGziskIjgj
lseMIViOKqbq7CozeLgdBgS9d0eGCD805NH1i3OqHTNIFl9TeG1klv72/Jlk+NRGkkPowSNWfjxq
a9dyh6h5Bmh1PSj5mVLi3m18JcXFjPO00cDxr6XGIH4U+z8XHqcCsnxVbLLHFG8sriOKMFndiAqq
BUkk9AMVYJDpGpebZ7XzBqEEU+li5WTSdEveawpaqDxvJIwrepcykBoxJ8ManpzqSqo/oDzn/iT/
ABl+h9M+v/Vf0X+hfrHxfUuXqc/rf1f++9Tb0+PDh+1XFXoeKvNv+Vh+S/I/nKPyHeyzW36QaTUb
a8mKfVYnvriSQwcqgovOvEkUFabYq9JBBFRuDiqV+a3lj8r6w8I5SpY3LRr4sIWIH34q8Y8u+UdR
8xacdBfVLK4srfRtHjXT7S7eeCabTeXqCScRrLaSBzG1IqheVWV64VQt8tzd6ZbeVvOGhQQ331mw
0hqRqltIlxMkUF1HLykm+tK0spSlEZfV3bsqiPMs9tqn/OS1ql5Iv6I8naa2pXUZAojRw+rz23qp
libfwwKz3ybcrp2iaLq9jost3cec5BqmuX8TJ/o4uojch5mc8mSMOIkVew8dmVYL5DtYte8ueXDq
wVpvPXmC917VrZ/jSSGxWV4oDXZoxJDAeJ2pXFVujXVxpXn6byraNHfaH5Dj1PXbDjKJaJcQCO2s
2ClmV7d55kHKp4ldhthV6l530V2/LjV9Ltp0R1sJAbm5h+tA8F5O8kQV/UdqE7KTyNaE4FQnljSt
Ou/y10/y7FcwRTzaXHxNvELVo5JIxIs62xo0bCRhJuo+LfFWCeZ9fvrf8yPJ+r2VxFpj+eNCOnXF
1M4RbchkuVmUNVWmUS8IgwoWIHtiqe6r+Xdtpq3nl/QUNvFfwjWdCZmL/Vdb0wxgSc3qx+sq0Zbf
fjJX7WKst0Xzza6iizz2c9hp/wCjrXUn1S6Cw2o+sgn0ebsDzjp8e23fFXjvnXXPKGneXdRj8sXN
rf6f5X1W01uCOymSaMWeps9peWwZHIFZZZKr0CumFVfR9eYXd9qWjaTDearMtjqPC3hEpubnU7C2
ZTfmqSRoGuJWjVC1fjbhVRVVMYfK3mbynp2i3U17Z6Vc6jqsE2rWUlwYbdkht55JTLd8ZWh58VQR
xfu1HwVcEsVWe/k7Bc2/5fWFrctG8ttcX9uZICWicQ388avGxClkZVBVqCo3wKzPFWG/md5x0rQN
O06xvIo7ubX7+202KxkJpJFNMi3BPH9lYifapANa0xVmQAAoNgMVdirsVfN359+VtP1DX9a8y6hF
Jc22gvo8V7FE3BxYXHrrN6Z/n9SRCKjt4YqnPkvz35g/L62s7PzS0uq/l5eHj5d82xqzmGAuRCt2
oHJVZOJXbYdOQ+yqiNU856p5esn1nXJ9Snhmkc3qKq3+jX2nzy8fUs5YA/1ZkikUr6nEGnFq8uWF
WaW+t2v6P0HzRHwldIZdLupGmdVV2opWOL7B53dvGvOleND9nFXzR5a/N7zBrutaBpvmampSw67Y
3thqjnhPb1u0eaI8R+8hbsh+yQKbKBgTTN1EK+cPzl1rUWchFh0RiBVhBqlyLbYbdEiWmKGY6f5E
0bWfMXnPUfLlyfLup6bq0NnpeqWn7uL1IrG3jltJreoilhM1apxrU7eGKsc1XQtfvYvyw/LxXl0P
zRZ291LqVxC4aW1sgj27yLJExX/SER+O9egNMVS6Kfydof5h6h5f8m6ZLb6LHYXHl3zBrcjvLF9e
vmCW8kjOSAUuUCcturUHFa4Ve3Xdro/mK103zbPJFDY29nLK7zqxns6xsZHglDqLeaN1pI3En4Su
2+BWM+RbG1u/K2k/mJLd3FxqtzE99LYRyILa41S4WS2GxXny/e+giepwXb4aiuFXn/n/AM7ReX/z
B0qZ9OGs+TfLlpH5X1q4liWWF550ElwiEjiZEjjQlfEFdq4qzxNWvNE/Mnyl5HLS3WmyzXGoaLqD
N6n+gfo66U2kjsSztDLxKNvWMrXcVIVKxpdjpGhecbnWNSTUPOelWOoapYaM8nrw6RDcevJbiCM/
B6nxjm4+IAqo+GnIqlX5s6HpOhg6ZYQKlq3ku8tQqDgpFncW80TkDq3Op38cVePQ/mjc+X47xfLy
Kup3+n6bafpgsTJbRw6dBDcJbrSiSNIlGk6/CKeOBNPpTyD5pj13y/onmLX5I1l0LRmutQu2kbks
sqjlKQuxP1eHm9egkHjhQx+w85y+Zry9sdKXWHfT5pY4dJ0flaK1/I/r3Et3qDcIVjSWUosYY7As
VbkoCrMvMX5o2flPRrOxv/8Ac550+qxmfRtN/eSNOsY9WRgAfSi5VPJh06A4FeA6IfNv5m/nxYfp
mdRJpMy3V1BAyvb2kNnIHaGJlZ1asnFGeu7HwGKX17ih2KuxV55Z6ZZa35+/MPR79TJY3mn6TbTw
moqssV0GZfoYUYdx7YqkP5T89A/SH5aeZLX1G0mOQrM8TSW19p80v7icr8aLTm6S8h0Cgk8dlU0f
8qLjy9dTXXkz6rNptxHLDc+WNVDPa+jclWnjtLkCSS3WUopZOLITTYUGKoC68z6LpM95Y69pN35e
0PXI1ttWsp7etrbylBb+tBcwrJatDJEqpIOQK0V+Iq5BV4J5p/I3zrofmGSTy9btqmnKfruj3EMk
Uk0tuGLIVRWrK6BQWEYOxBpToE29DvPMOmS+ZvPM0Cf6N5t8tWnmSxjO59bTovUMYBH2wySN7FT8
sKETDqflyT8qvKt75sYWml+ZvMN7q2uEGQclDXk6AmH4zyeOEbb4FUfyu1bUG/PR7rUmv5bbUtBl
/wALtq3AXj2SzLJFz4FiaiGWhf4mHxHrirz3zLPfR/kr5PEUpjt/MWqale6/d7/HdxTCKEyEU29P
k1PEV7Ypev6Hp+qa3rOs6BLqcc/kHS5ll8z6tyCw388SrK0aN9mIybG+CsUYqWHEyMMKER5ltbvR
p7K88savb6f5C8xzepHqwHqQaTdXQ4vcQqooq3FeMZdgkcjsdqjFXlN+9rZeUvzI8paddTato/6X
06Dy/czMJWe/kuCZgjqAHeSOF6kdeNe+BLLfzf1pvK35k/lzYxahHZXGjWEcVxqcsZljiiuCbR5m
j25cUjdqVxQ9M1zyTog1jTtPswvHXNI1jTb64qGmuFulhmM8knV29RSeXi223Qq8I/MzzxqGtaB5
RvLWVRPf6Cmm3nMFatcXEkE786gAGTTz9BxVjFr+TnnHzBrZOjWddK1C6m/Rl5OUgEtqrMVuFjY8
/SK0o1ONSFBJIwJt9J+WdF0gaLb+TfKzNqHl/QXV9WnJAF1dq/qG1ScD02Blq9xQtQfuxWpVShE6
n5J1O6WOTU7618qaRHJIY7Hy+n+lyS3bVlUXrRpIGmalVhiDN4nbAryPXNc0nVb+4/Lf8prB7aS7
lA1TW2DRMyQ0eeW4nmU3NFeoYsRSnwhi4oVZ1/zjT5CsNFtdc161eSe2v7k2Wl3Uy8WltbRirzBa
fCss1aDsFGBXtuKuxV2KsBvLWfR/zjtNV58NO8x6YdPmTqGvbOT1Yum/Iwu9O1FbFU783+W7vUEg
1XRpEtvM2lh2024kBMUiuP3lrcAULQzUFe6kBhuMVY9+XX5h2E+i2uk6zcR6frmkxx2Or2F43oXE
M0aBA1HZhLHIRtKrUNR47Kpz5zkt5NLTXrO9lK6GZJ5haXPpxNH6Z9QTlSQVRaSbq1KfZbpirGXb
RvTtvUeV9GvJIJ5pEhFu8UrSgpcgCMWdxGJnXnPbIGX4WLMh5Aq8q/MnydceRPzY8tavLcS3HlS+
lNobi6Kt9XjvJZfrsLuAtVIu5ZF5dQSP2cCqnnDR5ZPym8kws8BufLNzqaXdk1DDNJpRleaM70JZ
LVj03BrhVg9lrfmf0P8AldF/qDXGrWuvQWEFsQRHIv1d5poqj7CelRAB2J74Esr0i5PmS6uPy+8v
Q2+p+VPOMx1bT5pwfW0Ry/K8UqOjwhSqCoDVU1IcgqHuPl/ynpOoWFrpdtAIfIujkRafpw6ahNC3
xXNwf92QiQHip2kartVeOKonzHpGk6Fp1689uknk2/5jX9MI/dwLOT6l5CB9hOTcp1G3WRaMG5qv
IY/JGj+S/PmnaT5l163svImhGXzHoCyhY5Ly4Z0X05WUD1pbcqtPtMUoAKEhVWN+ZddsfzFtfzGb
U7D6nrmjGPU9FknVo7mKzs3FvJbSKfiX4W5Ff9+PU9Billf5Fedrmby+02rRg2PkDSbl/wBIFyxk
W9CTwxcSBQwxQPHQH+UfNQ8a8ieUtW84X0ej3t5Lp/l7RoXvNVu5qtHbQAtJyVKD4n5ngu+5Yjqc
UvoMW+mRafPb/WWVCsMH+G4mh+vuqqI7dr+OIGRAodVMUon2ZRw5kJhYvQ7XVdH8neU7W21bVIGu
bOCNX9VobVpJZT8KrHSJY1ZjRRxAUeAGBLwb8yvzM8z+fPNVv5P/AC8v7m9icyJc3ECRwwyMw4O0
T8PWjhRCwaRpPiqe1Kqsw0TyVYeRNLg8iaO4k80a9bG78za9UCOyso/heUl+PGMEssKsKMwPPauF
XtOkabYaZpVpp2noI7G0iSG2RdwERQF3718e+BUXirsVdirHvPmgQa55dltHeWC4R0lsb2AAy29w
DxSYAkVVeR5juhYd8VQXkLzhdamkuha+gs/OGkqF1S06LMleKXlv05wzddvsn4T2qq159/LHy95x
iinuA9hrlpRtN1y0Pp3Vu6nkhDCnJQ37J+ih3xV4z5r87/np+Xs3peaLKDzBoXptatq8cQCzQuy0
ErqrRpIFDKvrRH7TfbxVEwf85Eflp5jtIPL/AJlsbuPTJ4mS4u7oL+4YoY6RtYCOQhkYqSqJQVG4
NArT0C71r8qvOvlr/B0+uQaxHdQpHask4mvCyiiSmitIkqMN2df9atWGKvHdZTVPKdrrfl7XoZJt
GtZPrFrq0EMqxO93YyaZceqJFqkrQXSSnt6iih/erhV55ovmDTr38r9S8lTs0epDVYNX0VUjkk+s
ztH9Ukt/3YYq5QhkqKE1FRtgS9j/ACdvrPU9a816qYH0fV/0NwIkh9GSGa7uria7kVvtOizsrKxF
VXin7NSUPV9avtTudYj8meWJorBbKG1lvplV+UVpyYNDFIPgjk4JGFG7cXqOPENgVLYdT8x6f500
/wAo+Z7o6tYa7YXiiT0oEhkEJiVfgASYPwdxMKurVVl4DkFVeP8A5k6rpen+WPy+GvetfT6HfavY
/u+IkuLTTrg2ihmf7PqejGpbqPiI3GKsb8gXtz5rl82R+qB5i83yMNRuyGW307S1lF1fXUrsePFv
hjjTl23PSqlHyXcOqeXbf8tfy1h+sXHmO6N9q8ymoitIisdrFPJTY+lGk1x/K5KjqVxV7XpnkXyd
oHliLRbrzB6Ti+jvvMmpiRElvLyJvVEc0zchGvqAfu/tUFO5JKEk/ML80/IOi6HavDLp13qFg4ut
E0lRJcXMcwqyTyzRuBC5Lc3WTdu9ScVeawj80PzvuYtOsoTo/ky1krJK3IwepXk8s0lEN1csTUgU
FTWi1JwJe5+XfK/k/wDKnQ4tO0a2N9r+pHhCnw/Xb+dRWhan7uFOpP2IxudzuoUNRW/8pSaLLJOl
x5o8365aQa3OEDo8HBzJBEGBZYIIl4R9DX4j1bFXpgAAAAoBsAMVdirsVdirE/PT2Gs+W9Z0Kly6
XEElrPeWsTyrbyslULenVyVNGYIrU74qknlabR/zH8s2Wo3Dmy816PW1uL22KfWbS7VeLlSQyvDM
PjCsGR1O9cVTxdd8z6F+68xWLanZLsut6VE0jU8bixXnMh23aH1F70Xpiqc6brPl7zBZymwu7bUr
U1iuERllAqPijlTfifFWGKvJvP3/ADi35O115Lzy9KfL9+5LNDGvqWbk7/3VVMf+wPEfy4rbwrzV
/wA49fml5e5udKOq2q/8fOmE3AP/ADyAWf8A5J0xTaW+TbD80PMt3P5R0SS7mSRv9OtZ2YQQcPgL
y+pURcQOP8x+yK9MVepW3/OM+h6LBEuv67cXuvzLyh0rSLVbhitCrHjMGqlT/eyBEB71pii0+u9O
81aHpAj1G58xxaRawXELSavaWeoQm2mi9OWGabTZ57yKNxQ8uLhCqtT4aEqxTRv+chdYtk8xeYpU
ee6uLaK0tozKjwxXoghjjkS3bjKsTPFcSsfs7qnwkkkLSE0f87La8i8paxr73M2p+TIb5blo+PqX
rXHopagSMdqiOkx6kBuoJxSuj8laj+ammabrU2oTLPFD6TwWdikqREyPJKfjvYpHaSWRpHIh6tSp
AwoTfSfyM1i3sZdG0fzRHdRXTLPf+XrqCbQ7i6SJhVZWZJbiSKhI6cKmoOK2kfnrzt+YnkuzGgp5
NsPJ9p9mzv7OOR5q9SYr9ZCruyij/tEfa60wJSyx07/nIL8yrCC0X67JoLoiIXWPT9PMQ2UhUWGO
VV/yVbFXpPlP/nGzyR5UgTWfzC1a3umjNfq7yC2sFPgzyFHl/wCFHYqcVt6WnmbUdUtotM/L7TUh
sFUIuu3UDW+nQR02+rQUjkuWFPhCAR+L9sUJ15f8paZoBn1K4uJL/WJ0/wByOt3zBpnVfiIHRIYh
1EcYVR+OKvMr3W9Q83fmTpGvWKTf4Y0r61BoV6LS5u45bgIEur4RwKeSLzWKEvRSavU8eJKvT/Lu
o6nPe3lrcCeeyhSKS21G4tns2ZpC4eFo3EZZo+AbmqAUYDqCSFT7FXYq7FUnm8saGJbq7/f2puGa
e7a3u7m2RnKqrSMsMsacuKCrUrirzbVvJkFpdRat+U2uWsfmawi9G70yS6W6jv7dGJWK55Oz8468
UkY1A25DqFVC1/5yb0LT5jpvnTRNQ8v61CALiExiWKv8yGqvxam3wke5xV2pfm1/zjbrFyuoX93E
uo0oL1LK+hu1Hh9Yt4lk+58Vpi2t/n35G02Iw+Vtb8yzTMaxLWC4i8ArSaql1Pv7b4rSK/LPzF+d
f5lXV082rS6H5Tjdo5ryOC3F2xB3ggl9JBzH7UgQcfCu2KvWdM0LSPKNgnl3ylaJHqN3WaSaXlKQ
SaPeXjkiSTfZRyq7fCOKglVWP+f/AMwvKv5UaOzPy1LzJqX7wROwNzcyAcfXuXA+CNeigCg+yigD
ZV5j5X8oeZ/zKtp/PP5q6zNp/lCP9/aaeJPq1u8YNeQQnjHD+yG+2/8AN0JUsW/OO4/Li10O10/y
v5NawiuC0mn+YJJiryxQyKjSJEWlklhlrRJJGFeq1xUIz8ir7yTqC3uj3Pka31me2ha7muXkW5v5
IQwV/SgmRY2MZfpGyNxpRXapKpZF51/IXQ9W0iLzp+Ul2Qygzrp8Mr/EU3P1d2PqRTI2xjY9dvhI
oVUN+VP5/m5mi8pfmVS4g5iO01m4HGWCZTxUXDbEEHpNsyn7R/aVWnvWo28ENhLpvmGNdW8tXKlW
u7hVk9KPqFuwdmRf2Zu37e45soeD/mh+QnmnyyZda/Lu7vJNKFWm0aCaX14VJ5H0uJrLHX9n7X+t
1xVLvKfnfzlocVvqdz+WNrrZl/utatIZZpX3LEfWh9dAblWoFN+1RhVntt+ef5ras/o6P+WF5HKd
vUupJhEG93eC3QfS2BU1fyd+Y3maylv/AMyrz09HgVpz5O0FWrccByEU8oYvLWlPTDkE9xirK9M8
1aymlR3Vv5Vkh0e3UILWGVVvII0H2Ws3SEKUX9hXJ/lrirLbS6t7u1hu7dxJb3CLLDIKgMjgMp33
3BxVVxV2KuxVKvMnl+11yxjtLpRLBHMk7Wrn9xOY6lI51AJaMMQ/HuVFaioKqQeZtE8uWaabq+qW
P13VbGVF0Wy08Nbl7tq8RCiutTxryLtxVASaAHFWEeePNkV5rFlofmuPyhD6vJri11Od7uS0SooD
KFi4ysO3FR/lYVU9Z/K7/nGW2jN/dS2kEUprHHb6jK/MntDFHK7uT2VAfbArfl/8n9D1OZX0bQD5
S8vL1vbjm+t3g7+mZ2kaxjbuf7wjaiVxV6ZFdWWm28fl3yrZxPLZKIBDH8NpZqBX/SHH7VCD6a1k
aoOykuFXn35nfm9ov5a2U9hZyrrHne+USXDuBxRitEkn4/YRR/dwqa0+fIqvJvyg/LHX/wAzvNMv
nHzc0lxoomMtzPNsb2ZTtDGBSkSUo3HYAcF/yVL0LXtVX8xvzkg/LyBgvkzyypuNYs4vhS5ltSq+
mwWn7uOV0j4dNmP8tFCb/mT+XkXmnzdrunDjHd33laGLRa0VRJZ35mdB4KHMAanQNirEPy+8g2vk
z8yvy/0eImTzJ9T1LUvNLKaiOO5thHbwkrUcY5EI92PLuMUp1c+Z7b8tvz+uNKaq+X/OkdvdywrU
rBezSPCJlX/iyWNvU/1q/sgYoSj/AJyW/JlphN558vW49RAX160jG7Af8fSqO4/3ZT/W/mOKQw78
nf8AnInU/Kgg0PzJ6mo+XF/dwyj47i1XsEqf3kQ/kO4H2enEq0+k/LnmDRrrTU1Dyndx6zoLULWd
sytLaht6RI3Fgq9TA9GUfY6BMUIiIeWb+7uLjSNSGn6oSGvvqzpHNyoP96rWZWXnxAFZI+YGwIxV
5b+bn5x2WiaXcaSdV0XzNPPSObSore5U8OW5knhuZI1ZaV6q1egGKpn+UcWq3vlmwk1Gz/wxq94k
kug3duzCO4gWpVLq3qqSuqb/ALwc3j+NWDBmBV6Xpbaf5h0zT9UurWM3CgmgIcRyq3CVVdftJzT5
GgOBU5xV2KuxV2KuxVj/AJl0DV9Qv9Mv9K1CKxubD6wjGeD6wvC5jCF0XnHSVCo4kkrQmoOKvAfz
F/5x9stPFze3eoz+jcTPcnzPKjzlJJt3TU40Pwx891uIlAWp9RejYrbG9Kt/zf8Aypsjd6domn6h
p059SLzBa28d+GjYdVuof3ixnt6lB4YpTn/oaeWaBTf2F/cvQc7OG8hs4C1a19WG2+s7e0gB7jFF
JJrn/OTXnnULQaT5ZsLXy9aSfu4Y7JDLcDmfsoxAQFif2Yw1ehrimkz/ACv/AOcb/MnmLUE1zz0s
1jpjsZpLSZmF9dMxr+8r8cSk/aLfGewFeQVt7p+Y3nKx8geUGtNEs1fU0tJf0Ppdug4xRW0ZaSd1
H2YYEHJj32Xvih5/+T/k4+SvzZks7m4e5bX/AC9Ffw3cpBMtx6kRu1DGhJ9Tk4HXj1xV7D5s8tfp
q0jktbqTTtasS0mlapAFMkErLQgq9UkjcbPG/wALD3AIVYp+Uv5d3ejrN5t8yyzXnnjXIV/Ss9x6
dYF2PoRrF8KgcVrT+UUoBTFXl/57eWR5p/P7yxoPMILvTIQ7GpAWOe7lavEq32U7EYpe1+Rb3zDF
5c0u380OtxdTWsDDUlXgkjSKP3UyknhMKgE/Zc9KH4QoeMfnJ/zjNNNcTa95DgT95V7vQgQnxE1Z
7UsQtD19M0p+z2XFNvn+az81+V9QV5ob7RNQj+w7LNaTL/qk8G7YqjLjVvPvne7tNOnub/zBeRAr
aQMZLmQA0BP7TfMnFXqn5X/84/TXXnG1j12WK4h0hhPr1nFSSGOXZobJplPF5j9qZV2VaCpLbK2+
q77TdPv7RrO9to7m0cUaCVQybdNj4dsUKsEEFvCkEEaxQxKEiiQBVVVFAqqNgAMVX4q7FXYq7FXY
q7FWmVWUqwBUihB3BBxVgOp/llf6dNPf/l/rDeW7uZjLPpjIJ9Lmc9SbZq+izd2ip8sVSDVNetlk
VPzH/LQzzKAj6xY2cOr2jECjSVC+vCp7BlJGKphpXnz8itDdZNLhtdLu5AQsVvpM9vct4rwW3WRj
9GKo6Pz95t8xTPa+UvLVzaw/ZbXdejeztlG1Hhtv96Lj2HwDxIxVNtP/AC/sINO1RL+5k1PWNat5
LXU9ZuQPVeORSvpxotFihXkeMSUHzO+KsP1HRNZ1L8q/Kuv6Pxk83eU7eC5tSoBMz20XoXtrUCvG
dUZSB1IAxVn/AJZ80af5p8q2uvaSBPBfQGSOFmoRJQh4XYA0ZXBRsVXaA0eleUbN9QtYtFhsrNWu
bT1/XitUjSrKZ2pyEajdsVeQ6Dbz6vqHm3869SjaOzgsLqPylbSDi4tLeBl+scW3X1eJ4j/Kbtxx
V7TaDStS0SFYfTu9KvLZVSgDRSwSJQbdCrIcVYp5Ug1o6BdafpOtMdU0i6uLCVdUVr4AwysYWl+O
GessBjevq0o2wxVMH1Lz/b2fpz6Ha6nfcdzbXAt7Vm36tNzlUf8APNsVS4eXfP8AqsbW15dWPlXT
JTW4t9D5TXkinYp9bljhWI/5SRcvAjrirKtB0DSNB0yHTNJtltbKGvGNaklmNWd2NWZmO7MxqcVT
DFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq8y0P8zPKOh+W9PtPriXOqape3KaVpcJDzym7v5Rbl
gv8Adxt6i/G9B4VO2FVC2kj/AC+/NIaYv7ryt54MlxaJ0jttXjA9VF/lW5XiQP59gKDAq/VdMbzS
vl/yLahbby9FZW+p+ZhbCWJWtz/vLYoJaSqLiRHZ+dH4JvQnFUTZ+ffKvmjybrttZNDDHolxJY3t
jGwKpaW9xwSVQoX9zJAvIECg3X9nCqYyeStf0G5luvI1/Da2szGSby7qCu+n82JZmt2j/e2pYmpC
hkrvwwKkn+HPzR1Hzxp3mFbXTvLKwMketvb3kt4dRtkIKxtD6MKVUFgjseS18MVepYq7FXYq7FXY
q7FXYq7FXYq7FXYq7FXYq7FXYq7FXlvmbW/Ol5+ZKeVkhuB5duwlvcwJauIprGe2c3N1+kUdWgeK
T92qChrTxxVkB/KrypZeUL7y75etI9HN1GPSvoQTOtxEwkgmaViZHaOVFcVbttirCPNDav51/K7U
NKvY2t/zH8ptFeSW0dPW+tWnxJdW4FOSXEXIoV2qadRiqQ6b+YGt6f5csdPaA6r+ZPnx/rdzaR0T
6vbGIRWwlNeUaNBGrdQVDO1Qd8KvQ/8AlR3k+48qWWi3iyRXtvbvBcatYN9VuJTcEtchig4tHI7s
fTdStNqYFSCx1f8AMaw8823l6K6vDpunXlrY29lcaf6sd5pS24E19NqQjVPVVt6Ky/FtQ1xV7Hir
sVdirsVdirsVdirsVdirsVdirsVdirsVdirsVQep2P6Qt5tOnRW068t5oLwiR0lpIoQKnEd1Zqty
BG1PZVV0+wtdPsLawtE9O0tIkgt46luMcShEWpJJoo74qr4qwj80vKo1HR313TrqXSvMmixvNYav
ao8kyxj4pYWjjDNMjqD+7od8VUPyv/KzRfKUEmrGebVvMOqIJL7Wr1WW4fn8RUJJV4wT9oE8q/a6
bKs+xVLPMmgwa9o1xpc1zc2aT8SLqylaCdGRgysjr7joag4qiNOvfrKTr9XuLcW0z24NyvEyenQe
qhq3JG7N3xVF4q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUh876pYad5cuJL3VZdEj
uGjto9Tgj9WSKSdwicV4SjcmlStB7YqnqghQCSxAoWNKn32pireKuxV2KuxV2KuxV2KuxV2KuxV2
KuxV2KuxV2KuxV2KuxV2KuxV2KpV5iOs/VrUaTe2tjcNdwCR7xDIkkPL95EgDIfUdfs/5kKprirs
VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVYJ+aV15Ghn8tJ5psLm9lk1OP9
DtaI7tHdLuGf02VuPcgVrTptirO8VdirsVdirsVdirsVdirsVdirsVdir//Z
uuid:73cd212d-780d-e241-8ccf-b0028107fecf
xmp.did:84c86c3c-1d48-4be3-8e86-f25a68137b63
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:5b426cf0-5c04-42ab-871c-7526907e8d5f
xmp.did:5b426cf0-5c04-42ab-871c-7526907e8d5f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ab9721cb-e8c5-422e-9330-683aa68a901b
2017-02-21T20:16:17-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:84c86c3c-1d48-4be3-8e86-f25a68137b63
2017-02-21T20:16:34-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
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
Unknown
21.0.0
PDF/X-4
PDF/X-4
True
http://www.lovetoknow.com
endstream
endobj
82 0 obj
<>/Encoding<>>>>>
endobj
3 0 obj
<>
endobj
18 0 obj
<>
endobj
7 0 obj
<>stream
HuTKtKKJI,t(4K%ҹH4J#Ғ(H
wqyy~3̙g<3 Y9El
@ ]!O-@ \+BVKK
:OX~WCaiHKL 0qY `5 ck
X] x=8 X Ŀ>.f#aPn D^{y8 dpH st:Yc xc
IV?S!:_9[YbQP~+rA
ShHht^
'0߅kYXY9Yqqpl'WzEE$%D>,^|t*K)%/`\ҫ:&D[7dplDa5|mb4,yy{e5
3⚅,t+whlA
mk
xYUH&%Ȥ
qO'Mz3KT@v[NUnn^\o]abTrtlmE]e~U+jאZ:zaqi5};CS[\_ۆwCaQ1;>L$Lz}4:%8M7l̎Χ/}XT^]X>\Ym[n!ycskkƶʷ;v{pIs0Xݯ3s&$WWW*)!$$%!e$cHNOAKIMEqƕ;KLw@YX;ؚ8^+DspfKOTCPpJ%D=++O%$*8IZ\Z^UK_wL"dx]} >9=;s_G8/̹N!Gz[<=2|B}PQzlH0Wc(Een|Pds::5&89yFT"od䳔i/ZK^&gd:fgQl
kJХeJ*+篍kj5U[ZUh0|em6]B@`PpH?QM1Msψ*iϛ.Z[JYZ)X-]RѺپw?@?5 ǖ'vNg
W3gLC#u!MMMEvAms˔FVNA̝GLwA̬,llؿsݛnͽ+!B²" 'R&k?3?4+:6oT\ұڿ6VʝoF?LT;:>::>:;eqvx^sawݥʕ'_ EFO\DKLtAnFF)F|ԭ6\`@z?m+F;LwiA hy͖)Mgw~_
@ZH_XA,"F)%/*9aZ:Q,\B^_AU2
*'[jo5[uR1uh`fm$1xJgBdrltlyyEe$feg-g#`dGbwj0TOC9; ܨݿxz6zx8IP=A!.aAxۑ ϊ}bG-ޒēx`G/Ԝq_O?0"۬խЮ˯ǰı²µŶȷӹۺ 0@RfzƏǦȾ*GcЀџҿ'LsٛFsM6+1MZ:{ T?~ò~i~L}~cbA~Dad~ty~W~O>~\/~|~`C x}%H}1X}%z}K}
{N}<_~7A~-ψ||Dz|+E|[s|z}^}wO@}-~ċ {Gu{Dz{]Ĭ{f{Zx|[]|ϕM?}R<}Ǝz]YzHħz|z={LNw{\|=>|v|ېI8z/r
z;bz'sMzd6zɬqv{D[{0>|;|yyaIy?yazYvzݮ[{^=c{ФI{R*y߄yfUy`VyyuKzZi{<{z%zȎ~+~ }͇}W0}3}HtЄ}Zk}=~zɇ }!~Єd*s}Y<9wpSwuuVrUW؈|;,뇔{RsѲ;:8q)PCV:4.8Ȅ2?UpVu9ScbփR.ՁNn U388A/ͬδz6߆өn1T\e7݀tXT)$̯̕6;eCʷˆ imw3SƀV7M
\lGNػځNāa5tNzlߴS<H6*