%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
LLL2018Flyerc
2017-12-14T11:29:53-05:00
2017-12-14T11:29:53-05:00
2017-12-14T11:29:53-05:00
Adobe Illustrator CC 2017 (Macintosh)
180
256
JPEG
/9j/4AAQSkZJRgABAgEAkACQAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAAkAAAAAEA
AQCQAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC0AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FWL+cfzJ8q
eU2ht9SuHm1S7KrZaPZoZ72dnYIojhXfcttyIr23xVI7PXvzl1+SK40/QtO8s6U5Wp1uSW5vWjZe
XqLbWpiWNtwDHLIGBrXFUVD5O/M5pGe8/MGTifsx2ek2MKj/AJH/AFpj9+KpHHqvmmy84ny1B+YU
Gpax8Kfo2/0MyRpJJBJcxpLdWL2sUTvDA8iqzciq1ocVTkedfPOgJH/jLy4J7QKv1jW/LryXsEbM
5BMtnIqXaIiDk7IJAP1Ksu0PX9F17TotS0a9hv7GYfBPA4da0BKtTdWFd1O474qj8VdirsVdirHr
7zXJaatNZm0DwQy28DTiUh+dypZKR8KUHHf4sVUoPNmpTWVhOmmxGbUwzWUAuWNVjjaR+bGEcTRQ
FABrXqMVWzedZUuzZLYcbusYSOaYRCr2wuGRm4NxcV4Adz3GKrbrzjqVs10H0tF+rRW8rK1wyvS6
cIilfRIDKftb/KuKqsnnIRC1jktQLm4vZNPdPUPpo8Z48w/CrKWZR9kdcVQzee5oEaS709EjWS7i
rFOZDzs1JbYxR7MQAN8Vbfz+sFzHbXdl6U7SSRScZeaKyxLLHRuC15+oF6CnvirI9Kvvr+mWl9w9
P61Ck3p15ceahqVoK0r4YqisVdirsVdiryT81vzcv9Ov5/K3lFov03awG71rVbgE22m2iAF5HFG5
sAw2VWO4VVZ2ACq3Qrbyp+X+iyarZafd+YvN0upWul6vf3EfHUZrvU5IX+KWTlHbo8c8bojyIleC
SOJCTirEovPv5qpqljqV3qIutVttM8w3EnlW2tisMktpfPZwx05A3LRTKH+FxIsMRoOTM0qr0rTv
zS0rSdF0d/Nuoxrdaybg6XcRQyL9ait1Vi4ij9dORLhIxDJIJvheKoeiqvPx5h1fTfLreb/Ljxy6
j5vm1HW9R1yYPqEdnaWLBrbTeUKNDFILTZhLIqgxyJzX4XRVlXlj/nIDQb+S4Gu2w0iBUtGsZVd7
uS4a/WSW3i9CGNmE0kCpL6cLTBQ4VmD/AA4qmt/5RstRc+cvy7v4dN1yUs8piJGnai6O5eLUbdKV
kDvIrSUEqMTXdQACEMh8necLbzHaTh7d9O1nTpPq+s6NOQZrW4pXiSNpI3HxRSr8LruN6gFLIMVd
irsVYL5nt9J0vXjrep6tpumNLLALV7+4SAtGIXinQGSgqeXJaeHbFK2x8pTzaLYC2i02X0EcetDK
XiuhLE8Rkd1h6oSCPtV8RihJZtR8oWX1rT5vNHl2VaRW89rd30COr29sLcsa8mjdJFrSnsSMUsik
8syXmnXLwXltc2lzZ2MKXJcsjizkDSOzAMvFgNtz74oYtNqnkx4vQj866DFBZLKNLVdRter3AnT1
q1404KCU32xSjb6Ty1PpCXs3mfRodOubrUvTvfrsRhZ7lfhjSQlVZk/bFdhiqL1ry5DHaSavrepW
Gn2cvqM9zJccIEaSGOK3KzSKimrxg9vauKsy8sG3/wAO6aLe5hvIVtolS6tnEsMgVAvKNxsymmxx
QmeKuxV2KvCvO/50+bH88XXlXyrLYWkFtPDZ/pC5BeRrlpUhdFU8gf30gi4rEzbFqha8dnj0uOGM
ZMl79B+Pi1mRJoO/JqPyz508tedPL19pE9lqeoNHNrt7cOLiW4GoxNLbTRSToXUQ0ZoFcPwHF+Ts
zHMLUYxCZiDYDOJsJH5k1HUNMt4b/wAxaylneaa9tpvmBPWea8fUfLyy3ml3dtBK0YvYLxry3kmi
ATiWViwo7JSl6Z5W8uabp0Vvpfliyj1FtGaeNfNOqUnW3u3R0uvqtP30zmdmM6I8cYLyIJAytGqr
J08v6+8wuLjzPeq7KBJa20FhHah6fEY1lt7idQT0DTt8ziqRWH5WxaP5on81aTfLLrt2DDezX9rb
8Xt3k9WVEFglgFmkcD9/KJWHgcVYdqPkXVPOHntbLXo7XylBZC6u4bfSZP8ATNQivYreO8kjufSj
WhuIik0g/emIojxxiTlIqt8kaz5l/L6RLDzsNO0rT7i5uYrXT7BoyrRoGkFxY6fYWDTtH09SS4uO
QFWcA0qqyjz4Bo1/pv5n6G63FrbRxweYhb8plu9FmYN9YjEYkDtalvWVlpWPlVqADAQr0VHR0V0Y
MjAFWBqCDuCDhVvFXYq+UPKHkOL84fzI843vmfUbqKPTZ/ThS2ZAwVpZUijUyrKFSNYunHfFLJ/+
ccJL/QPzA84+QzdvdaZprSyW/PYB7e4EBcL+yZFccqeGKlhv5fflX5f/ADC/Mfzva6zcXdulheTy
QmzeNCWkupFPL1I5ajbtTFbZh+QL6hoeuef/ACK9011p2kGZrUtsA0bvCzKv7PqDiWHiMUFhf5D/
AJKeVfzA0PUr/Wbq+t5rO5WCJbOSFFKmMPVhJFKa1PjiklO/+cg/IekeR/y28vaFpM1xPaLqc84e
6ZHk5SRbisaRLTb+XFQi9d83f4l/5xT9WV+d7p0trp15U1PK3njCMe/xRFDvivV7L+TH/kq/K/8A
zARfqxQzPFXYqoX97bWFjcX104jtrWJ555D0WONSzMfkBhjEk0FfF1tMt8LvUNRin1PWbySTUv0e
bSNbaTmZIFvp716ejbpNNKkgTieXEq6MoZdvr8nDKMI/w8vf0+TTjGxL3n8jL7ynpvlaKwtpZDqW
qJNqWrar9VktLVrkkLKkLOqRhYKhFEYCClaKWoddlwTjvLn7/vbRIHk8+80arpvk651jy95bsVl1
WGr635ylkt7fVpGnZTcxwTSRIsckkVUX0gzbmSjScmy2OkJxiXWR2Hex496TbQPzUudL0XTna9nj
0+2uYPqNgqwzTXEQd43t7ZEi07lb8GaPeAJEyKEZm+FRDRZJS4eRHNTMUmlj+f8AJDZwWkl6lzcw
wrDd6pPZqQ9ybeeYzLDa3P7yKiK37scfg48+MqyRxlpZAAgiXETVeSeJO/Lf50alr0X1iK0tbWEC
YStN6wSOSJFmWP1SFVy8TncD4RHzYD1VVBm00sZ3o+5YytK/Pfm4fWrS11/Um0XWo7i+k0a8SP0l
tPRuHtrW4aGSTi7SrHy5zyxxejIVbkpesYYJyiZAbBJkA87/ADG/M69836YecFnZ2t7EwvJ4jVpL
G1uGMSXZZZFbhcKTEIpG+IsF5eoOWdo8OMROSfId4/FtcyeQZN+VH5lGXSb3QNWWbXNGu7e00/Td
MuBY2aiMwfVnih+tz273Ec44/Cqnj/sspyYIzJlA7f1ZUPsLISrmz38lPPWiXumW3kqG+bUdU8v2
SCW7SOL0DbowjgX1beW4ty4jKD4JWrQ78gyrhzjRq7Zh6hkVdir56/5xi/5TP8w/+YqL/k/c4pa/
Jv8A9aK/MH/o9/6jo8VedeV/OP5heWfzC85y+S9E/TVxc3twl2gtbm7MSLcyFGpbsnGpJ+1ir1z8
k/IHm3SrbzV5u83Rm31rzCsjfVWoJFUl5JHdVqE5u3wr2AxQXjf5P/8AK9/0Tf8A/KuP+Of9YH17
/jn/AN9wFP8Aez4vs0+ztilmn/OQn+K/+VUeTv8AFv8AykX1qb9I/wBz9vi1P95/3X2KfZxUMG82
8/JcPnXyNLVLDVfqOpaSv7NBMkqqv/PKQqT/AJGKvqX8mP8AyVflf/mAi/VihmeKuxVhP51apJpv
5Ya9PGod5YVtaGtONzIsDnbwSQkV75laKHFliPO/luxmdnydp0erRa5fi2T6nY6jbxaLBqEdxOLN
la4WN7hZKD1ILmSwnZlpxqW22zI08xPPLIeQBl8uTGQqNJpp2i6tc3tpYOslrNOJb+x0yQIrQyvK
lmyerbBZFkhtrRXaSWKokjJkj4cmN8TLwpTOxmdz3D8cvexNWA2L/Sp/Lk0NwkEF5q91JcLNChji
ikWaEFHVACiW0TsyqoZGE/8ANFtlgcOURH8Mfs/bt/pfNjzCTavPfrLdW9pIt9cBZBFpwNxepDJc
olu0SepzZHt7UR8D1jEaBuMilVxTE+BOt5k+r9Pw/ay/iDMvNdv5cs2u7PR7+51Gyt7nT9Pgtppo
4OWnyoXciUj0E9eWyjZZ5RX01jCqkKL6lOkEgSTvOMdvLy/X+vkZ8mO2UENpq0lvNIJbu39T65cQ
Qm3Md2Zv9IlW3f0o4vTUeitTBwHBj6BUmOzh4dPz+qW/n5D4+/qt3JRhtYL7UbWI30i3eoRMDaW0
sSfV4J4GhtbJT+7/AHj8HjaIpGjAqEKxuriIsYZxn0rYfd3ff3ndf4gQ1Dc6HBqMGoahbrJoVrXU
GtpIkundYnNrZ2hT07cVj3d/j9CQcVdQQFwayPKHKEPvPd+Nt1h39SmurJcTLrU+o2dxJrNzezRX
N1PMDZ2pjbgBLcyB5C8Xxsyc5KxKWKAqkqXZMpgYxx8hG+4e8/jmgC7tQtruz1AWh8vQzwnThLJD
eyS3FvObWJ2dnt2LyR28Ms1w68Sj+lw5yykGRhDT5jHHKR9Quht9Uj+Pl8EyjuHv35H+bPMt/pr6
ZrCXWp3UMrNd3qKv1XTWkUumnST3Ev1ieWNQvOgkeNnCSNtmplzbXq2RV8oeUPPkX5PfmR5xsvM+
nXUsepT+pC9sqFiqyyvFIolaIMkiy9eW2KWT/wDOOEd/r/5gecfPhtHtdM1JpY7fnuC9xcCcoG/a
MaoOVPHFS3/zjp/5NL8xP+YmT/qLlxQ9+1T/AI5l3/xhk/4gcVfJX5D/AJ1+Vfy/0PUrDWbW+uJr
y5WeJrOOF1CiMJRjJLEa1HhikhO/+cg/PmkeePy28va7pMNxBaNqc8AS6VEk5RxbmkbyrTf+bFQi
/wDnKjyjz0Ly55sgT4oYk06+YDfi6epASfAMHH0jFQ9l/Jj/AMlX5X/5gIv1YoZniryP86PzX1Py
vrGm6Bpcq2Ut1Et1eai6B/TiaUpGsZKzhamJxIxhfipqqs22bHR6QZImRF1yDXOdGnlvm380vNmu
6PbadqFxBdRWCR6nBq1jA8crXEcUkMckkM5jVoFvpFQyekEqv2SfgzKhpoixH05JD6Sbr8BiZd/J
F+Yv8FL5W8u6X5O1S2aHS7V11DVZLqTTZ472xDz2k4gmS5uXV5ry6b07eMnm4HNVXMTFhz4pbRux
XeGRlE9Uf5F/K20843NoJtVaW00eK1/TUsUMyJcmSVr6G1tJ/XXhCkTRf7rV4wqU4lmSOjLlnXAT
yO/vZADmjtX/ACP0rRry78wHUEm8s3Mg0ydLGCMvYabI7c7lprh7kSSQ3Pp+tI4PCMSOvEhBHGep
ySlxE7pERVPQZvyI8kHynaeW7RZLOK0eSQ6gsdrNdzNPGY5mlknglXk44nkiqRwTiQFAyEMsoXwm
rUgFEx/kt5Nh8t3Gi2/1mK4u5hdXOul0l1N7mu9x68yShZSOQDKg48mKcWNcjGZjyNJISSH8g/yx
8vpZz+tf29lbxRWT2wupBBcXE7tbpc3CxgFpXN26HcRcWKlOFRhGSQrflyWnk/8AgrU/qSa1pd7d
zeR7W5s7m2s54WQT20kKXfFZBOzTTm7kht3toeCTzBeLq6MYZ5M85/UUCID1vyZ+RmkWlzpPmDzA
xuNdto45pdOhitbfTobsEurJDbRR+o0DOVSSR2PfwpCeWUvqJKgAKvmD/nH/AMlavq1xfXFxc2mn
XUkc99pVr9XggkMTByjSrEJxE7Dk6CT7VGBUqtDLNMxESdgtBiPl/wDKGDzz5f0TzBBcP5cspZbq
e3tUtWF5HYyaldXNvFbyNKIIE9GdDEyW5K0BVipphjnmIcAPpKmIu3t+iaJpOhaTbaRpFqlnp1mn
p29vGPhUVqSSalmZiWZiasSSSScqSjsVY/51s/KzaNLqHmDR4NXtrIBxFLax3jrUheSRyA1pyqQu
9OmKppophbSLN4bM6fHJCjrYlBEYeahvTKALxK1oRTFXkms/mv5V8qeZtYi8ueTVufqcnDzFrNlF
HbUkMlG9Ro4W5/vCRWRlq1fnmxxdnmUQTIAy5Brlkosk83/nDo+k6Xo8mm6fNrt55hiEun6dF8LP
E4H26LKeVTx4hTvXK8OilImzwiPMplOmP+V9U/JvWPLGra3e+SdN02TQttUsW0+1kkQmvEKfSTly
ZSu4Wh60wZdFKMxEG+LkonYtX/LjXvJHnp7/AEF/I+n6fpuklbm3tZobeVOU5K8/QMCJG7KoqRX5
4dVpPCAN3awnaD80/nb5alur3SZ/Kb655U0+dLbUL90SS2V1ai0heJ4j8S/Byda02y2HZxMRcgJH
oxOSi9c0ZdKXSbP9ExRQ6Y0KPZRQII4hE6hk4IoAUUPSma6QINFtRmBWKee/y08uedIETUg9vcop
jF9bJb/WPRatYuc8U/FeR5AqAwPQirVnHLOOwJHuKKDWhflb5K0bRL3SLaxM0WqQi31S6uJJJbq5
QRCH95OT6i/CuyoVVTuoXI8Ru+qXmHnX/nG+9udYlv8AyxLYC2mkaUafeevbRxlpPVKs0Am9SP4j
GqRrDwQLuzVY50O0csY1sWHhhW/L3yHZeZPyQv8ASbW8nttX1CbUjr1nxjtFXVnBiaC5tow/opCU
jKxpwqAGKryK5gkkmyzZf+WWqaFZaZbeSW0y7065ijmVbG7W5uUeNCVmJmlEiKpbcJz40YcepUBU
4Gm+Y/K4ji8vWyav5cQUXRXlEV5agsBwsZpSIZIVWvCCVk4dFk4BY1VSLUfzF1y/lnsLXStX8vn0
ZEFzc6TdzyLcRzKComgiu7VA0Qb0pFE6ktyYD0wkqqo97od6rRweWtS8w6lNEUvbeTTbjTrKRuUz
s7Pq/oxCMyXUo4JJI3Fz8LAbKp4mjyySxeYfO09osmmu01jZxu36PsSSVExkmEfrXHFuPrOiBRsi
JV2dVj+tfmW2r69Z6H5MvY2ZbqGO+1Mqj25MolKwxlyDJtC0hZQEdVKJKJCBiqY/mbezaolr5A0y
YJqnmYPHfyKC5tdIUH65cOPTlUeov+jxc+NXfZvhOKs0srO1sbOCytIlgtLWNIbeFBRUjjUKiqPB
VFBiqtirsVYr5m1NL7y9r1vPpkclpFS1Rr+ZIrSZncRs0jxGSWJIm+JmKg0+JfHFUB+VsevWdlda
VrL3CSWawfVrS5kS7CROrUeC9UK08LlfhEg5pTiaihxVjP5u2nlnyl5S1Wy0iyK6150uBG0Qklka
aX1OcklJGcCnqUotN2GbPRmeSYMj6YNc6A96RTaDLoH5l/llo8zB57OwEczDp6hMzPT2DE0y0ZOP
Fkl3lFUQnv5RW9vcee/zOhuIkmibU4y0cihlNLi6IqDUbEVyrWEjHjr+b+pYcy1+Vf8A5Nz8wv8A
jOP+Tr46v+4xpj9ReT6h5g1DSvL/AJ08sWll+kNKvNTUza7GJPRhKzAqrfARV/TFKt405ZsY4xKU
Jk0RHk1E1YfUXlC2itfKeiW0Uy3EUFhaxx3CV4yKkKqHXkAaMBXcZz+Y3OR8y5A5JtlaXYq7FXYq
8884eXdf0HzLJ5/8pQte3EsUcHmby+uxv7eHaOeD/l6gXZQftL8K0OzqqiWPkH80NFGs6dI0d3Qw
vdRFobu3mTrDdwg8ZDGf91zKydxUGpVb1eK+8o6LY+XvLNpcQacjRiyntLee8aCCIhpo5qrcsWb4
mU0+NeUYMT8JCqkOn/nxbyCS0sdF1LVZNLktrHU/XNvb6gk8ilnlngpDbqoSKRno6lWRw8cSDnir
LPKH5hr5nXUpbDTXlttPvl0/1IZo3LEvUzMXMUYRIXjkdVdpFqV4cgOSrGbLyj5z1zRRo+sOLmwu
DbPrkuqtPIj3tr6ZnFtbErJJbPcW2w9SFPiLqJIiqlVkdqPLvk60tfKWhwDUdeljFzDp7Oonl40i
+u3kirxghUxhfU4cVCiOFCQkeKph5N8t6lpcN1qGuXaah5l1Zll1S6hUpAgQERWtsjVZYIAxCcjy
Ylnb4mOKsjxV2KuxVinm3yje3rtqOhXC2upu0P1u1nXnZXqROpC3UfWqhdpE+Knw/ENsVS7yFd6L
pFy2gXGinyxrU4DLZGRpbO4EYJ/0CYkxlFBJ9NQrL3XviryXVvzO0H/lc11rnmOC6nsdAaWz0i0t
kjeksLlPVf1JIx9rk4714+Gb2Gll4AjGrluXHMxxbp95/wDMiHzJ5J/M6GxupfLaRMJqInqx/G4o
4DFASHqtWoadcq0+L0zw2OJnI8inf5DJe32pecfNL2slrp+v3yTWAlFGZQ87tTxp6yio2rlPaFAQ
he8R+pcfUrPyr/8AJufmF/xnH/J18Or/ALjGmP1F5rfape6Donm/8v7zS7p9c1rUUlsvTQMjIJlf
kP2m5CP4eKmte1MzowE5QygjhiGsmrD6U8o2Fzp/lPRbC6HG5tLC1gnUmtJIoVRhX5jNFmkJTJHU
lvA2TbK0uxV2KuxV2KsT8yfl1puqaidc0u6m8v8AmkIUXXNPCCSReIVY7qKRXiuYhwT4ZFr8I4lc
VSmDVfzk0Ca2sdS0S1852Rbg+t6VPDp12sSRIOc9heOsDSvJyP7q4C0/ZXYFVfoH5r6PcxTifyt5
l0LhIzCK60K9b1WkJd3X6lHdLuxJYsQSTXfFVSX82EfWo9K0zyf5n1IyqWS9XTGsbWoUsVaXU3sQ
hAX9qgJoAScVQkcf51eaEiF59R8haXKg+tQ20g1bWAyzESIk5WOyhEsP2XCysh367Kqynyn5L0Ly
vbSR6fG8t5ciM6jqt05nvrySNeIkubhvikbcmn2VqeIA2xVPcVdirsVdirsVY950m0v9HJa6jBcS
C4b/AEO4toJJ3hu0oYGX0lZkk5boxoNqE77qp9AZjBGZwFmKj1Qv2Q1Pip7VxVfirsVdirsVdirs
Vecfndqt9p2j6XLazXkStdTeuthM9vK6JZTyD4o3iJCsgcivboemZ2hgJSN1y6+8MJljtl+a3neO
2uYBbWtzDZLaWiaw8Fy0DXLyWkLvJKGjjcyC5eRUXiwC79cvlpMdjc72a25b/qRxFb5a/NbzXeuN
Qnt4LfT55bRNUv1iurqK3M8MQiAga6URK7uQXTYU+JWJrjl0kBsOe9ch+hRIpZo35w+fbTQ3BtYt
TSwsTNPqElvctxkeNpo2nmWT0wD/AHYXYk7g9ssnosZlzqzy2RxmmV/mtqmraGPL+ozXMsl2iXzX
kFpcXdnaztb2cs8QaKOavFZVUn4qsBQmm2Y2khGfEK225gE8/cmZpjGp/m15ovL7S7eee106Czv0
a/uoROiyiK6uITyAlY+hwh5PGeVfHMiOjgATubG3yH2rxFO9B/NzzVqfmPTtKjt7S5tL+/ks4b5L
a5g9SK14zXEoillZo/8AR5VKq1aHfcbZTk0cIxJ3sC+Y68vtUTb83fmLr7edbTy5pGoWwhXULVZ5
o7a4V4iLyGB7aSRpVjn5CdWfhxoPh/ysOHTR8MzkDyPUdx38lMjdKnmz81vNuk+eW8q2VnaSST3E
EFjcyRSlaXYh9H1KSruD6/LpXiOm+DDpISx8ZJ/s/AUyINJHafnt50uGuj+jbNE0qFbvVAY5qmCO
SG3uPRPrfa9Z5eNa7KPfLToMYrc78vtPd7kcZTCz/MbzP5g8nnV7sR6WtvremWJa2MsDEiWI3ayF
pH/d1k408K1rkDpoQnwjf0yP6k8RIQ19+eXmKN3WwFhewQzOfrptbq3We34WzoY4ZJucbf6Q3xMW
DChAp1lHQR62PiPPy8l4ynOrfmlr9h5TbzE9xp8bXFxeR6dpJs7qWV0sp5InRpY5+IJSPmZCgVel
DXaqGkiZ8O/SzY6/BTLa0s81/mV5xs7rm/Cxn0y8mnbTTbyqs9mLa7ltybj1yJklW2PSNOLdvh3s
w6WBHfY5+di9q81MiEPqn5k+e9S0WeGeJNIMdst5JcJBdWs8sf1+KCN7f1JQ0SSLICSwaoBHfYx0
2OMtt966HovEWNaj5687zQaq9vqr2dujTLFBG9y7Iqw6pXjLLO8lSbblWux48QAlDfHT4xVi/l/R
8vNgZH8fFPpvzS83zz2UbW7ppdhfwxi+iW4jEzW6EPBPcFjHKZq8yo6U3rlI0kBfeR5fcz4jaaab
+cnmeSDSWv7a2t7u/u7aNbJrK9jM9ndGJfrMUrvxjSN5uAZgwkI+GmQloob0TQB6jmOn45KJlKB+
fPnNbJpntdNZ/SaZeMU4XezjulU1nO4MnE/Ltln8n47qz+DXcjjNMv0L8zfMt75f806xeaWscGkQ
TXGlyrDPHDKYWnQxtJIeMpT0VLNHQfFSgIzGyaWAlGIPPn9jIS5pd5u/NTzf5buLO3ZNPvHm0+O9
mdYJogXuFuTGEX6xJRY/qw5VJ5V/ZyeHSQmCdxvX3eXmgyITT8t/zE8yeYfME+m6rHZiJLeeWOS1
iliblBNFHv6kswowm/DK9TpowjYtMSXpOYLN5d+cH5weUPJ91Z6Ve6T/AIh1x1NzDpyrFSCNg0fq
ySyhhHzBZRQEkV7dbcMZyNQu0Egc3k1/+f2h3VncW8P5bRWT3MaQSXEE2nNJ6URUpGRNaTRso9Na
KyECgp0GZ0dNqQbon/O/a1GcFujfnx5d0mysbaH8tEnfTwn1e8uLy0kuOaAASGU29efwjcU6bYz0
+pkSa5+f7UicET/0MJ5a5Fv+VVWfJlaNj69lUo5LOp/0foxYkjvXI/ltV5/6b9q+JBMLz/nKaG9K
G9/L0XJiDiMzX1vJxEqGOQLyhNOaMVbxBpkI6HOOQ+0frT4sUA3/ADkN5cZYFb8q7QraqUtQZ7Mi
JSSxEf8Ao/wgsxO2T/K6rz3/AKX7UeJBQtf+cgtLs9Ws9Rsfy/eySwWYW1ha3tnBbCS4CrLOUjtl
ZpGRAlS1KdsJ02oMSCLvz3+9fEiipf8AnIzQprme6l/K+2kurqn1md7izaSWjK49Rjb1b4kVt+4H
hgGl1IFb/wCm/aviQRE3/OT1lPerfT/lwkt6hRkunvLZpQYuXpkOYOQ4c2477VORGi1AFVt7x+tf
FipL/wA5J6QonC/llABdI0V0BdWn71JGLukn7j4lZ2LEHqd8P5TU+fz/AGr4kVj/APORuhSJwk/K
+2dKu3FrmzIrIyu5oYP2mRSfEgeGH8rqfP8A037V8SKlF/zkF5Yij9OL8qbOOM1JRZrID4qV2Fv3
4L9wwnTao9/+m/aviQbuP+chPLVy8r3H5VWczzyetO0k9kxeTf43Jtzyb4jufHANNqhyv/TftXxI
Kn/Qxuh0kH/Kr7ak0wuZh9ZtPjnWtJW/cbuOR+I77nH8pqfP/TftXxINRf8AORegQwPbxfldax28
kZhkhS4s1Ro2YOyFRb0KlhyI6V3xOl1JN7/6b9q+JBqT/nIjy9Jx9T8rLV+P2eVxZmlXaTatv/O7
N8yT3x/K6nz/ANN+1fEg0v8AzkN5cVuS/lXaK1IxyE9mDSGnpD/ef9jiOPhTbH8rqvP/AE37V8SC
2P8A5yC8sxtE8X5VWcckD+rA6TWQaOSoPND9X+FqqDUYfy2q8/8ATftXjglekfnN5Z0+O6Sb8uV1
MXcwncXlzpxRGVBGPShis4YY/hG/FKk7knJzxao1tVd0v2oE4JyP+cjdCEkso/K+2EkzmWZ/rNny
eRlZS7H0N2KyMKnsT45X+V1Pn/pv2p8SCxf+ch/LiLGi/lXaKkKvHConswESWokVR9X2D8jyA64/
ldV5/wCm/aviQZt+Vn54eR9e8yxaPJ5aTytrV6rrYygQPHOftvEJ4ljIduAbiRRiPGlcbPDLDads
4yB5PbMx2T5H/Oa6htPz+vruZS0NvHpcsiqASVReTAA07DNr2YL4x5NOU1SZat5z/KPU7pr260q7
lvZbmOW6laFQZI0eMMoIuRx5IjHdWYk7v1LZkMGeIoEVX46MTOJTDS/zK/KOx1tNWGiXgnt7O2tr
Qqiko0SPC9Q0/Fv3RVanr16iuQnpc5jw8Q5n8clGSLG/L/mzyLp+lX2k6raz6taG8mubJfRSFW5Q
8I5JKS8q1HEL+zWvLqpvyYchIkDRpiJxGxZPe/mT+Tt/qqahe6NeyNHcm4iSOCKPh+7VCoC3ADcm
QSVI+195x46XOBQI/HwZnJFj9n5n/Kdm1aXVtLvNQubho106YxrHxjS3SOrqs/wkuGOxbtl0sWbb
hIHf8/cx449Uan5j+R4tZvpIbW7h0eVrNYrJYYT6kFvbCAxyFpKrxIqpU1PiKmsfy2ThG44t/vT4
kUQnnv8AJyPSLTSxot81lHI9xfWhROM8rRBB+9+sB1oyg1A7ZH8vn4ibF/jyXjjVNP5g/IcNHefo
SZ4JJZEazUMJkAjjo5HrcONeVBz6n7j4eo5cS8UErsPPPkKTyzNouq6TK6iSeaxWMERxSSmURsP3
tRwV1rTr3rxXJy0+Tj4olAnGqKe6l5v/ACWtdWtobfS3vLG2V4JeMLvE0UiOzCIyXKEfvH7ItCWa
rbZVHDnMdzR/HkyM4oH/ABz+T40CLT/8PXDSvEzXSqPTT6y0QHNWWfky8kooatK8huKGX5fPxXxf
j5I441yQ3+L/AMp4PMlne2OjXEGmKLmG+thEOUkM9t6X7Vw9SXY9ONB71rLwcxgQTvt9/uRxxtDX
3mT8n20yS3s/L1wLprKSKO5kPxC6EaiGU0mpTkzc9j0U+OSjiz3Zl1+z5IMoVyRf+IPyUXy/Yk6D
K+o8XiulDOG5pbcfUJ9WgV5XAWn8pagO2R8PUcR9W37U8UK5Lrvzl+UEVpqw0jy/cW19dWt1BY3R
39Mz2qwgFDMygFmbffjTb7RojBnscUtrH3+5TOPRBav51/L66W1vINFc6ulxG11NKgMbQRSrxVF9
YgEQoEApTJQwZRY4vSpnHuRXmXzj+U+qXVvdQaJLHdtcwSX0/penG0KBldUgW4IXbjReVPu3jiwZ
oiuLavx0UziUNJrv5MvAVj0e9hlEEaK5RZOUqpKrsR660LF1PhUDbbJeHn7x+PgvFDuRd154/K61
tm/w7o91p91NAIZ5GUNUerFJSpnbp6XWnX55EYMxPqII/HknjiOTCPNuuw6zfQXMRciOJ0IdAlOV
xLKAKM1RxkG+ZeHHwivxyapysofyZ/5MXyZ/23bL/ieYPav92P636Czwc33Tmgcp8k/nHMsH/OQN
5OyNKsSaW7RIOTsFWvFV7k9hm07MF8fuacvRMtc88/lPqWoJeXPly5S6jtylxGQAHuEWJIlI9UcY
0COuw8DSuZmPT5oihLZiZx7kTpHmbyBNpVvo97oWo3GrfU7aN44bUnb0IOdI47iIyLI0KyqzL1IJ
B7ieLIJcQkKs9ff5fBRIVVJVo9z+XEHl/Tm1Py9cXlxM8PK/tEkK+r9ZcG3bm6IXaCJTxXlXk2WT
GUyNSr+zn80AxrkxnzMPK13ql9eafb3Wj6VyaLSrb6tz5tEoLJLI8+zhmHKnKgIy/FxgAGpHrv8A
sYSr3M90/wA8/lPrU9lF5j0pzJb28cAvbgycUWFJCdo3ZiD8KqvSprtQDMOWDNAHhLbxxPNVXVvI
uo291dR+T9QvbS6mW7S6FnNKxSK4IunM31h68Ym3PTm29AAMHBkiQOMAjz8tui8QPRWa78iXepGK
byNrE1tbxxW1lbC1mLK0SSq3JBL9pvToR34lj8QNRWQD64/NbHclUKeQ7LSLS21HyXqqaoLqKB5J
LWUeoxlWT0BylWrvC2y0qdvnlh8QyJE41Xej09yaHUPy0YtHdeSdWewhlMlqotpF9KGVFiatJhy5
TowFT179sr4cvScb9/46JsdyQ6S/kL9JLeal5W1B7FLWRZreC2kCJPHKJWapmJosO7EttXpSmXT8
SqEhd9/7EenuS2DX/wArn1W3nn0WSGz+owR3cKI0ga7WXlcNGpuU4h02VuXw/wApyw481Ve9/Z06
MeKN8mQSa3+RUVu8w0eSY+pbFIFDhwjyvI/WWh9OMBX33NBuKnKBj1F8+9kTBCt5+/LNtQjiGiXC
+XzZW9rLp43dTFLczsokMwZl9SaM8ifi49Bk/wAvlr6vVfP5I44/BAW/mP8AKUpqqXWhTj6xfO+n
PEvxRWQEYjU1nHx/C5bqKnJHFm2qXTf3/JAlHuTTV/NP5OJLL9W0aS7ZxAbR5RI8cELJB6kRX14y
WT97xANAdq0JyuGLP1Nfg+TIzihz5x/KlLC7ji0q8a9jX09LuyioyR8ACDwn+H4i5pv165LwM1jc
V1/FL4kXX/mn8lXSMWXl2eGRp0M0kiFwIeP7wqv1n7XKnEHbrXrTGOLP1l+Pkjih3Ify15w/LTRb
eO7Oiy3Gt261tZWT90kgkkILD6xyYlWWp+6lMllw5ZGr9P48lE4joySH80/ymg82/wCI00W7+tQx
wLalIo04siyRSfB63CnpMoG3b2rlB0mYw4LH4+CfEjdoDyL+aPkPy9Fp4udNupZ7X1FmnWOFiwdn
lDrV1oytIUoa/D3HTJajSZJ3RCxyRDDIdVtdW/ObyzqFrz9C48wWBVpQFkahCl3ALfE5HI7nrlev
gY4Ig9/61xm5kvtLNI5D5J/PWWXRvz2fUrqIiKe3sLqy5HiswtqrIqtuKhloc2XZ0o3KJNWGrL0K
Ll/OHyq5jceUbdZVuPrDn1ICHrMJCHrb8tlG1GArvQ7ZmjTH+f8Aj5sPE8kTZfnpoVtNHcjypB9c
SC2g+sRzojD6rWnH9y3EU+H/AFdsEtHe3Htv9vxXxPJKtK/NvS7DQ7DTR5etpns0RTPI0bcmTmef
ExH4mZlJrWtN8snprkTx8/x3oGShyRlh+cvlu2T995QtLmZvieVmgX4yka/Cot+KKDHUKB4e9YS0
pP8AH+PmnxPJKR+ZGg/ph79tAiMTpaqbXlbhOdtP6pI424AVkPHiB2BPLLfB9Ncff9vxRx78kysP
zos7XRbjTF0VI45DI8CxSxiNC95LdopR4XqsfqKiUoV+IqVJqK5aUGV8X4qu9IyUOS7UvzstrwKF
0gxrGkUcSfWRxAimaQsQsS7sCooPh702Xix0gH8Q/HxXxfJC6t+b9vfTMyaYbeNtRj1Fik0QkPFa
PEWWFVKtUn4lO9C3I8qyhpgP4hyr8bqcnkmN1+e8UzM0ejek3q208f8ApXILJamgryjJYGMD/Zb9
NsgNGB/EOv2p8XyY9efmXHcyam/1ExDUTeH00mXjGLuAQ0AMf7O5/pl0cAFeobV9jEzPcwjmviPv
zL4497TRdzXxH348ce9aLua+I+/Hjj3rRdzXxH348ce9aLua+I+/Hjj3rRdzXxH348ce9aLua+I+
/Hjj3rRdzXxH348ce9aLua+I+/Hjj3rRdzXxH348ce9aKc/l9bzX/wCZ/k+0s1M9xFqtvdyxpuVg
tyZJZGp0CqM1famWJgIg723YYm7fcuaNyXnH5uap5Qmew8tan5ZHm7WLxXuLPSgI1aKJTxedp5CB
ApPw8q7nbFXnH+CPLX/lk0/7i1t/1VxV3+CPLX/lk0/7i1t/1VxV3+CPLX/lk0/7i1t/1VxV3+CP
LX/lk0/7i1t/1VxV3+CPLX/lk0/7i1t/1VxV3+CPLX/lk0/7i1t/1VxV3+CPLX/lk0/7i1t/1VxV
3+CPLX/lk0/7i1t/1VxVp/J/lGBDNdfkoVt4xylMGowTyBR14RJLyc+wxVnPlr8n/wAg/Mmh2mt6
T5btZrC8TnExMysCCVZHXnsyMCrDxxVL/N/5d/8AOOnlT6smq+W4Gu70lbOwtUubi5l47sVijZm4
r3J2xVj/AOi/+ccf+pB1L/uG3/8AXFXfov8A5xx/6kHUv+4bf/1xV36L/wCccf8AqQdS/wC4bf8A
9cVd+i/+ccf+pB1L/uG3/wDXFXfov/nHH/qQdS/7ht//AFxV36L/AOccf+pB1L/uG3/9cVd+i/8A
nHH/AKkHUv8AuG3/APXFXfov/nHH/qQdS/7ht/8A1xV36L/5xx/6kHUv+4bf/wBcVZt+V1/+TVpq
02l+U9JGg61cRljb3VpLa3U8K/E3B5xydVpUqG7Vpir1DFXll4OX52asx3KaFZKhPYG5mJA+nCrG
NK8ofmlpd1qksWvpJDdG+a1W4dp/S2/0AD1Y24qpLepx2+dBiqhp3lX84YLvUL26163vLq6tIY4A
snpJHKJEeUKnoSRL8HJVk9Pl0274qifL+lfnJa3enpqutWMllB8N5EhViVAkCLVrf1GO8fxGQHbf
lUnFUturD89TqcFpBrVrNEVlmF0ywKikxqI1JSAcn5FyBx4ld+2yqK1fyz+drpbR6b5htgsH1ZyZ
+NWkiDCUMVtwXV/hajd69BTFUUdL/PQ6HFGNY00awLqZpZvTBjNsYVEK09H7Ql5E7dKdemKuuNC/
OS60fUIZtXtY79/QOnvA6xqjgyesSwtq8DyTipDGgpy5b4qu1HRfzof0ZLHW7OOZWvllV1TgY5CD
Z7egw5JT4jT78VRflbTPzbg1m3m8xata3Wmjl9Zt4FjXrDtxpbo+03+WPh674qyb8jtvKupqNlXX
NUCjsB9abYYFS6+RJPzv1ORwGkg0KzSFjuUV7mYsF8AxArhVZ5ok86Jrdj+ggjWX1K/M6y+mUa7E
am0DAlZCOdfsn54qwv8AxB+f8kQEuiWNvyXksqPH9sAMq/FMwozVVvboe+Kp5NP+bMGsLcWccF3p
V1cwh7adUDRW/NBI6Oki8ao7GhElOPetMVQOu6v+dNjrF3Jpml215ZSIpWF5ImihkCABYZC9tI6l
iSzSIPAAU+JVFWWs/nFLqxiu9JtLfTaSf6RVOezyqpA9Zh9kI38N9lUmk1X88bW8EdpYi7spI4DE
989mkpl5LyTlDIigENVvhPSg33xV6ho1zeTaXZyaiFjv5YgZ4wFX46fEAqvKNvZz88VRqsrCqkEH
oRuMVbxVh/5goqX3k68QcbmHzJpscUo+0EuJfSlWvg6NQ4q9ewK8su//ACdesf8AbDsf+oifCqR3
f5a+YrpZ0n81XUkNxBqVvNAxlaJlvhIIKxmYr/o/q7U60A2FMVdaflv5jtrdYk8yyGVXjP1rhKJz
HHciUxNJ6xLKYVWP6N6g0xVT1T8p5L/WE1B72CTgtoONxA07O1oIqSyu8nJ5P3bryrXi3E1oMVW6
J+Ub6dd6JeNqMbz6W8LTtHb+mJhAlxHGoHqNx4pcKvfofHFXo+KuxV2KuxV2KpV+R/8Ayi+qf9tz
VP8AqJbAVS+4If8AOnXCu4i0awjkPgzTTsB92FWHfnM/k8avoSa9qGqaZcyR3K2V3pnQEmNWDhQ0
hJ5bcR44qwn9H/lpJpcdo2teYtUFzDJPZoK8nktS6skSMoCMojYAN1DdzSirWm6h+X+myreWWt+a
LyHTxAViaWNEUSRyzoFikEbFTHAei0owI9lUfBZfltONX0mXzBrdzFLElrcLckykSwO1y3phwych
+jWG6ftUXriqUnWfymhHoP5q8xXaCWF/WlqwXisgaOjxg8CH+Nab7Yqr6j/ypuLVbB73WNZiOkpY
zWURiVo2hNtbyQsOMRpzjC8q0Na+2Ko6a3/Ku1up9Dj8w60l0bxIYljQR+gxnMDCBvRVQnL7dK1A
274qy/yf+ZP5eaTYWHl/SLq7vjJcrHEWhOz39wrtzkokYEb3XxCvJelK4q9QxViP5ifb8p/+BPpH
/UQMVeuYFeWXf/k69Y/7Ydj/ANRE+FUs1L81bHTtRsrG60jUIZb1pFT1lihICXCW6vSSReSuZOS8
at0232VdefnF5L06K0fVp5LA3sMU8CvG0hKyEhq+kHp6f7VforiqLt/zS8my60dGe8aC/eWGG0jk
jkAuPrCK0TxEKRxYvx3puDiqhZ/m75Iu72a3iupDHHwEVwIZHWZmSV2SNUVpKoLd68kFTsKnFW9X
/NHSdMuru1exu5p7ORo5UjEQNBbzXKt8ci0Dx2r8a77YqidH/MTS9U16PRorW4inmWaSGWQR+myQ
pC/IFXY0dbgU+WKsqxV2KuxVKvyP/wCUX1T/ALbmqf8AUS2Aqly/+Tk80/8AbO0v/mfhVB+d7jWE
1TTk0u+06GZYpJRZ6lIiCVlmgoy1jd14x+oOanYkbHFWNQ3P5vzWk8Z1Ly9FcRyKtVbiVRRItw2w
lAblxKkjpWoB2xVdq/8AytqR7IWGq+XoZBbr9YjJIDSsGDMKq54qvHjiq65n/NCS1nhi1rQV1L6q
ziRDRVE0kMaTcSknR1uUBNQT27BVB6ZH+YOpS+hpeu6E95bQp+kVtDG7zXsU8KXElwohrT0U4fs7
nttRVFwaD+e1zpl1BeanpVrcslLWaKPnIJImULz5RlOEiof2SRWtP2cVVr/SfzwubO1e3vNLtdQj
luVuhQGF42SIQOD6LsSr+q3RaVFeXdVqz0f85IbCSwll04XDmWVNRt/TjNRPblFZmhajtEJxy9Bh
9muKpp5W/wCVyHVY/wDEn6KGlpIVn+rGQSsgiNGjFGFDIVryKnY7UxVG+fhy1HyTGd0fzNYch48E
mkX7nQHFXrmBXlOoyiL85dblIqI9BsmI+U85wqwS5/N/8sdZsotb1LRnudSsIXe3SSBZeDr6chSO
Y7VDMlSB8Nd6A7qqV7+YP5Vy2EF8PKq3enpFFbW0rWsXJYR9ZfiFoxCRPaMWp0BDYqjYvzN/KeYW
2px6QG1L6vHdwH6qgdDHMbaMCTsVlHFSPoxVA6V+aH5SRWa3cnl5dMEDRGRBaryV54XePiEUcqqZ
CDsOJr+1TFWRa75r8lT+XYNbbQBqP6VngWS0uIY0k5yPJaAyOweIyJydCoYkAnoK4qgdL/MjyfFJ
cXsXl9LQ6Rbx0nh9FnW2cFH9PgBxEaWgUoSDsBSm+Kptefnb5Ls5beG4W8Wa6EZt4RblpGEoUoeC
kt8QcUBFe3UUxVM/J35neVvN17PZ6O8zz28XrSiWMooXnw2apB38MVZZiqVfkf8A8ovqn/bc1T/q
JbAVS5f/ACcnmn/tnaX/AMz8Ksa/NzUPy3gvdLtPOlvdSJdxTCCW3eZUCo8bFJFhdWarcSPhPT5Y
qwa18w/845wzF0hu0jnils5oWFy0SwySeryCktxHJdhHT7RqMVRt3pv5KembCPQ7tLW4jtbr6yk/
posTWpmhuG9WcdI5n5VU7j4h9mqrJPImiflz5mtriC30a6hn0NhYyNfSlp1Zbl7hqSRyvv64Ymh9
umKs30XyT5Y0XU7jU9MsVtr27UpcyqzfGCwY8gTxryFa0riqeYq7FXYq7FWI+ff+Op5H/wDAmsv+
TM+KvXMCvK71lT86NZZiFVdDsizHYACefc4VTyGTTJY4mhaGSOcVgZChDqAPsU6ig7Yqss77Rrt2
SzuLed1FWWF0chTUVIUnbfFW5rnR4GCTS28TFvSCuyKeYUPwoe/EhqeG+Krnh0x5DcOkLSWoKtKQ
pMYKhiCf2fhofliqlDqeg3QSOG7tZwCjoiSRvuWHpsACf2qcT44qjBBCAQI1Ab7QoN/n9+Ku9GHr
wWu3YdumKtrFGn2EC7U2AG2KrsVSr8j/APlF9U/7bmqf9RLYCqD86aN5o0bzw/mzRdKk1zT9Ts4r
PVbK3dFuYpLdmaKaNZCqupWTiVB98KoCfzR5guI2jn/L/WpY3UoyPHasCrdQQZuhxVYPMetiL0h+
XusCKnH0/StONKUpT1qUxVyebNRt0SF/y/1+NY1CxRwWltIioBxCjjMAKAUp4YqqDz1qS1p5G8yi
u5pYw7n/AJH4q3/j3VP+pH8zf9IUP/VfFXf491T/AKkfzN/0hQ/9V8Vd/j3VP+pH8zf9IUP/AFXx
V3+PdU/6kfzN/wBIUP8A1XxV3+PdU/6kfzN/0hQ/9V8VUre280+c/M3l9joF7oWh6HfJql1d6osc
M0ksMbrFDDCjyEgmT4mJ/tVew4FeWXf/AJOrWP8Ath2P/URPhViw/ITQFsUs01rV0SNomjcXCc09
ESKAhMdEBEu4Udhiq61/Ify/aWP1Oz1bUraPfk0bwc2qJV3YxH9mem3gCPi3xVWj/I3y2I7yOfUN
QuPrgALSSxko31d7UyLSMAu0UhDFganfFUz0L8rtL0eLU449Sv7gaoI/X9aYEViiaGpVVUOXV/j5
g8iBXFUm0X8hvLOk2F3aQahfMbyIRyylogQ4BAkSkezKWPGtaYqir/8AJfRby4tZTq+qQR2scURg
huAiy+m3ItI3HmzOep5Vrv1xVM/Kf5b2PlvV5NTg1TULySS2Fq1vdSq8IAKHmqKi0b93+JxVl+Ku
xVKvyNq3lG/mp8E+s6pJGfFTdOP1jAr0LkfDFVC8v7eziWa4bhG0kUKmhask8ixRr8IP2ndR+vFU
gm/MDy0JtT4ajGsegQ/WtcR4Zy8du1r9aWRKKOVI2VjwDdabNQYFQE3ntjrvmHTbTUdNkbRY45ZI
njug8HOBzxnkUNGzGZouIj+LiWHHkBhCofTfzFE9zbaNPqunN5kuvr9pBax216sUl7YyyRvRn+zF
GYirk15MG4ttidlG6Y+avMmr6PGpjvLFXlS6niW5trjiIrRZJZCzRyMfhj4bqpJINFo37tRarYea
557G49Sa3N6l7NpqvDDctbx3Ua0CGSQRLLVxx5c0TmfR5c9yOSUtg/MexluIoF1S2l+sViR47C/P
pT3N2bGy9QCq+n9Ygnjd3dAzBacQwrKt6R0VNP8AzI0i88y/o6DVrWeCOKL6xbC0u4rlZtQMc2nk
O9Yyj20tJNqh6H4alQLCd2W2Oo2l9C01pIs0SSywF0NR6lvI0Mq/NJEZT7jFURyPhirq7VxV5ZfE
r+dGtMBUjQrIgb7/AL+fwBP4YVYm35qeco9Livm8p3LskqQ3FssNyJZeSB+cC+m3FQG/3Z79D8JV
UH/Nrz0LKO9TyXeSRPcyxyQejOs8cKkGMlSvxM6t1Ucag4qmv/Ky/M9zp6T2flK7iuJY5JYobr1F
YmGTi8TAR/C7J8SV2OKoDS/zh8yXMl1b3Hk2+jvLO0W5mgo6gnmVbgxQ8gwB4bb8W64qnnmXzt5m
sNU0i10zQ5Z4b5pFumljkLIsZiPNfS5AKRIw+Oh5dsVSTTvzU87/AFGyudS8mXYe6luInht0lLRi
OO3eKR+S/Cjmdwa/y+xxVML7809VtNQjsz5R1SUMXElzFHJJEnCeSImqxEmoj5igqajFWR+TfNF1
5i0+a7udIu9GeKQRiC8Xizgxq/Ndht8VPmMVT/FUs/Iv/lAv+3lqX/UbLgVnrsyozKObAHigNCT4
b4qg4rvUGtonks+MzrykiWRW9MhQSpY8amtQKbfLFVSK4vG9P1LUxllUuOasFYg1HUVAp1pvXFVN
9QvAp4adMzfFQcoBUrSn+7Dsa/Pbpiq039/6BcadL9Y4krF6kQHLgxHxF+hZOPSvxDbrRVuS/veF
yYtOmMkPL0VZ4QJStKcSHagau3IA7HbpVVy3mofWJkNiywRBfTl9ROUhLMDxQE0AUA/ER16bYq2L
28JI/R8oo1PiaL7PNV5Gjt2YvtU0H83w4qtN9fetEo0yb0XhMskpeGqSbEQ09TdutSPh6bmpIVbi
vr95mH6Okjh4Mys8kQYspAVKKzj4hUg1p49cVV7Ke5mtUkuIDazt/eQMyuVINPtISDXqMVRNDxxV
5besq/nTrLMQFGh2RJOwAE8+FVcefPJpS2f9L2yrd09As/GvIErXlTjUCo5U2xVUt/OnlW4laKLU
4GZWljZi3FA0DhJBzai7MwHXftiqy989eT7KOeS51e2SO1eOK4YSBgjzAtGG41pyAriqK03zJ5f1
NpP0dqFvdtHEk8nour0ikBKMadtjiqBsPzA8nX6GSz1OOZFAZnVZKAMY1FSV6kzxinX4hiqZHzBo
I66laitSKzx9uv7XamKqlvq2lXEixW95BNI9SiRyozELuaAE9K4qi8VdiqV/kZt5BP8A20tT/wCo
2XAqNs01R4rKc6hIYZ4Fcw+leli31UyEm6WX0UrIQ1SnH9jcnZVNmsLh5J0iupY3lhf6qzi9KRyR
/AzOTKquOZDKtVLL9kkb4qky2euIPq0urs93JBNOk6wXqqBEbfrbm4Mjn949ODj7QBBZd1UTFa6h
NelY9QlWJTE7Rul6G9N7mdaBTKrofTRV9RgVqOdKGmKo1tPkl+py291PFB8Ulykn1x5JIlFFUEPH
6T1YEhkJO+2xIVWxWcguB6lzOYpIwkcam9qJFj5s7Tep6YU12qo32rXbFUNcW91Bcyhr2eWKS4iE
UYW8iCRPcxw8GmaV42b7fQAkEMBQVKrVvbXsVtbfWr+eedppY5pI0vLeqrDNIvGGR5X6qv2TvTbr
TFURPp13Jp0bx3s0N5G8f1qUpfOrqUDOIofVR15ctmq3E7GpBxVfcaRqUwiFjqDQf3wladbuRiwc
CPj+/iChaEGoPPqKYquv9LuxqFpHb3skVvIy8oyLyYkJVpAZlmVIw6UALDY9Kk0xVMvXf9BevU8/
q3Pl3rwrX54q87vAD+dOsg9DodiNtj/vRP3GFUDJ+UHkKTTpNOaxk+pzSrPNGLm4HN1VVq7B6t9g
E1779cVWp+Tn5fppjaWthKLB+RaD61clSWeN+8n80Qp9PicVVLD8o/INjE0VvpzekwUenJPNIqhO
fHiHduPFpWYU/aNeuKojRfyy8laNIXsNP4kxrCFklllVUWQzKFWRmC0kJbbviqEsvyf8g2dnLaRa
e7QzpIk/OeZi4mMTSVJf9o26dP44q1P+Tv5fTWtnavpzrDYxSw2ypcXCFY52d5FLLIC3Iyt9rsad
NsVReiflh5L0TWE1jTrFotSjVkW4aeaQ8WXgQQ7sD8OwxVlWKuxVK/yL/wCUCP8A20tT/wCo2XAq
vZaf5QbT7W4ktrUXH1RXaRvq3EyiEEuyk+oWqx7ddzvQ4qjYNH8mG29J4rQsI5omuSLMMAWABPp0
XlTdDxqB9qhJqqhZtN8oxXNvElvbPGbCdmVVsyTKhhVGJYCL1fiIHL4evauKtwaZ5Pjv5YxBasgh
tWZCtmw5yyzc2PIcKgU5cD0pTtiqJXSvKDlPUS19R7dl4lbElXRhxYgg/vfCnwbb9sVWW+keSFk+
srHZmX0g1CbcryVAA4X7YO5+nc70OKqN1pvk2OSS4SG2RmmgjC1tigV7lUl4hOTAMgBYNtxPar4q
pSaf5XintykMCmSciRCthuqQTuFVU+CjMF+37b1GKo6fS/Jz2sRFraerGwYqi2PNj6dKMG/dd6kD
vviqqdI8jPNHKYLCIoklABbBfiIHJlFQ3T4ewxVq707ya93Yj6rZmNGZnMa2fphfTIUSh/3hWrVX
h3pXbFU4+P8Aw7Wp5/Va8u9fT64q871EOfzl1sIwR/0DZcXPQH156HCrzX9JfmVLbVsvOWhi1tJb
WWV2vTO4Z0jEaSS8E5LMyseJXevfsqnmm3v5zvr621/q2irpavC8t1CUq8TyEukQYFvUEW/xCn2d
+pxVd57bzZctHeaX5rsNPjkjgSELcPBG553Jl4rWQVZGiFdzVTTjirO/KFvrNt5etINamS41VVZr
qaKR5UYs7EMrP8XGnTFU5qK0rv4Yq0XQAksAB1JPTFW8VdirgQQCDUHocVSv8jP+UCP/AG0tT/6j
ZcCrtL8stJHZamuoqrrZjggigM6k2qLxDFOnHxqeNN964qmVlopmhmih1sPJbRXNtJ6Ytn4NM9W5
gRqy14BnBJNf2tqlVLxp8iyw2w1WKSKKxuPTett6INYfgcegVWNttzyJp23BVVLPS2sHEdxqkcC2
0FunqJ9WiiFZ514IXhYD0+J4ileRpXFUTNZPapbznXBDI9s0Vtze2jDFSG4xu0Dkxt1NB4ddqKqc
fleVtXi1KXUVLrCAienB64X0QCOXp0INSOn2e/gqh38rtBdXOoLqSstxPHEZIkhEnJr4c/Ubhx/d
seRpT461FPtKrE0eMTfWItVheG5nUqsBt2VfShn4+pIsIU8lSn2KCrCjUqQqIGm3LafPdPq8PC2u
2kp6tsYfggCKJJfqtEdTQfYIC9ulCqpfaDfTWEE0urxiKP1uRl+rtETJKAKP6CirCvLkp+LbFUyv
tPl+v6akmrsZXdzbib6mJgwibk1sv1clm4khqEUQnFUy/wClD2p9W96f3eKvPLv/AMnVrH/bDsf+
oifCrzHzKn5BP5k1K11PT7pr+xMjXgg+tiGPi7NIFWNwiLzbl8IAJbxOKoea4/IW0lstbSyvZZBJ
DFYwlZ1Be0SH03rIVIHpzRH4m4sKGhOKqt95j/IqH9H2d7b3sFuYU1O2YNc8FkuuT8WCOSWFTXbj
8XffFUjXzN+XmpxehDrnmXTobC3DtdK6EsBP+7LsOU0hV7rgortT6cVemaJ+U1gmnwTx+Y9WuHmi
jdblpwa8opFJVXD8Q3rV4/5K9xXFULL+QulStxl8w6vNbSKfrNvPMkyyuKFHdZEZCVp3XsPDdVHt
+T9ufTQeZNZSKGOREC3R5ky8gWZyDXiGHAU2p1OKqejfk3DYTWlxceZNVvJraN45EaVUhl9QOGLJ
xZj/AHm3JyegrTFWUeUPKVv5ZsJrOC9ur9ZpTN6t7IJHUcFQRpxVFVBxqFA7nFUT+Rn/ACgR/wC2
lqf/AFGy4CqvYaAGtrG7W5kKG0UvALi4WpNuCDVTSNR/KPh/ZxVEQ6Q8trNG11ciSKGaJp2k1GKM
MAtJArni6jqApo29OmKqUWjFJ4OU8rcrS4kR/WvFcMrRCvEt6ncURR8X0DFVo0iWxmlX6zLI8dvD
WSOW+kJ9SaYKQkDlyFpQ7cR9rxxVFnR7lWt4xcz8p4VQL62oEeonImR2VgEB7B6b++KrU0JjqP1s
Xb+ksYraJcXNNkrUydx7dO3tiqHufL6wyTSi5d/UnRRH9YuGMbPdRqC5JDfCT1J/yhuMVc2mN68U
zXUzE3AUI0l6vBYopgQFc+oxfhsRv4fC26qu1hW3Nys91yiuZGbm+pFtoWHCOEcZe9eXxV3A60Cr
V5o8jRW08V7dRqvqtKDJfvK4MighFFHSnQfDU7N2OKom+0yQavpsa3NzHE6zc7dbm/cSlVUqWmB4
w8Ovxfbr7YqnNP8AcB3p9W69/wC78K4q871CWOH85dblkbjHHoVk7t4Ks85Jwqldt+Z35b3MdrKn
IC7lBti9jMgaaY0qGaPjycufirv8W+xxVkE3mzyTDI8M+s6bHLExWSN7mBWVlPFgwLVBBFDiqjF5
y8hzKjDWdNDFA4R7iBXVaV3UtyWgO9emKoh/Mfk2OMF9U05IyoYFp4ACrAlTu3QiNiPkfDFVNfPP
k2lxz1mzh+qSGGcSzxxlWWvZyNvgah70NOmKovQ/Meia7bG40m9iu41JD+m4ZlozJ8Sg1FShpXri
qZYq7FXYqlf5F/8AKBH/ALaWp/8AUbLgVuw8hWctta607R8jZAtZmBTCS8AHJwTVn78vHemKpkv5
fWYs/qzPCz/V5rf1zbJ6v77j+95V/vEK/Ce2+KoZPJNpBeWlhSCVDbXB9Z7ZCxKtCtXNfif4/hbt
viqlF5NtrO7ktY7aK8NvawAuLaAyN6sso5H1HjXkqp9qtadvFVEt5TVWhlSySRfq3pGL6tbMFdOR
5MryrWQ9Kio6dt8VUrXyRbDWDqpQKiW68YfRi+quRGvxBeRcP3rQb4qpT+Q7a1kubvmvG5uY0WCS
CLhGJbpBWKjNRabAH9mo+SqrN5Ftba/gPOFxe3KAxm2j4KIoZX4KoOyPx+MdzvXFUc3kPT3YFlt/
96DccVtUCkNGYzEQSf3fxcqfzUOKqV5+XWn3SwhpUiaAyMhht44+fqNypL15hei0pQYq3qHky2m1
vSriO2iSG2ScSJDbQLasXQKPrMbuJGoRWL0xseuKsg5H9CcuJr9Xrx/arw/Xirzq/RZPzn1pG3V9
CslYVI2M846jCqDsfyj8kWNqtrb204gBYlDczkEu0btX4/2mgUkfPxOKt3n5SeRLu8kvZbKQXUsr
TtKlzcIfUdQjEcXFKqKYqh1/JP8ALZUtUGltxs2L2/8ApFx8JLcj/uzf4hXfFVd/yl8lSztJPaNK
gMRhjMsoEZh9UrQhqnedzviqL1L8tvJ2pS3ct5ZNI96CLk+tMvKryufssKfFcP08cVRXlbybovll
bxNKjMUV5KshjJqECRrGqqTvQce/jTpiqe4q7FXYqlf5Gf8AKAn/ALaWp/8AUbLgKplY2BXSLSSK
6UqbVfVX90HV/qq0Cj0m5H0wB1B471xVE2CN9Yu4Le5tYrs+sZRbywvIZV9MEyqtshWpYcydx8Pj
sqoNaILiAvcRGI2V2xIaEwEB4AQzejxCk7ElTiqpOLjTry7ka+SJhDagtPLDBEWkuJ/2zBJQtUkD
jUnap6hVEm8uY/qTNqNuI7xCylriFeTBS7ej/o/71aGtartvTFVWGC+KAfXma39Icox6QdTwDUP7
r38RtiqzUo7gwh/rzTQm6gVVURfCy3aIQSqGvFuvgRvXFUtOmQLHaSrPbrbPNLGxhEBiMccFyx5y
CBFI5O3IcaLVup3xVeLa0/RF8/PTltDcSm6jWW3+qyfuwpNw/wBW4iTYcgUO3c4qiV0v1bK3jM8D
WjlucC+i8JDzD7FIFVjU13X7W3euKom5gCavYq94hmeOZY2laBLjiAjOIY/RJkVuIMnxClF64qjK
j9Bct6fV60qa/Y8cVeeXlf8AldOs06/oOxpXpX6xPhVj8Wv/AJwW806T6JY6lFGJTFPaTCJXKI4j
BEjkqWeNT/qyDf4TirrvzZ+bsVzcLa+T4bu3iu3W2mF5Cnr2pZ/TYVb4Dx4bnrXpiqGbzf8AnL+j
YmXynbjUYGh+twm5h4yIySmVk/fVjoyx/ar179cVVn81fnCZLe1TypApItvrV+1zEURn9MzgQiWp
4cnA+PwPzVQlh5n/AD0lQ+v5YswYwzc/VjHqgJKygKJm4Fm9Ndz4+OyqJuvOv5sQqXh8mpdgpG5C
XUI4F4YiVHF5GbjK0gPwjYA4q9HjfkAGosgALoDXiSOmKt80rTkKmtBXw6/dirkkjevBg1OtCDTF
Ut/Iv/lAj/20tT/6jZcCoi28rebYGhQXStZRQCE2f124CmkIjBDCMMAHHKn0dMVRi6F5pWFl9flM
0UimU39wAJWpxkVfS6Jv8NaGu+KqI8t+aOaSPcB5EheISm+uA9XMZ5A+lsP3Z277eGKtQeW/NKuX
mnV5WiWNpUvrmN2ZJJGVifTbaknGlPfviqsdD8zF4yZ6COIIQL+5+KTvIx9Km4/ZAGKqSeXvNI1J
Lhrhf0f6YR7H69c8a8ApIf0wftCtDt2xVa/lzzVJLN6lykkDuJIoWvbk+nxmWRRURrXiqlQTv36j
FXN5a80fWUkNyJESaOWGOS9uCUURukqhhEDV+fU9OmKoltF8zmNUEoXjKzlxqFzUxlCBHvERsxDV
p2p44qpzaD5pdrThc+k0RY3AF/cn1V5AqKGM8eI2JGKq9zo/mKXULSeJhDawiQXNoNRuiJy4AQlz
FyX0yCfh613xVP8A6vN+i/q3w+t6Pp/5PLhx8OlfbFXm94Afzp1kHcHQ7EEf9HE+FXl5n/LLRNa1
a2gn1axOnzS/pHToZh9X9JTJCZggZ+SBZFTh/Kqgr4qsXvrz8v8ATrKK4j1zzYbR5GhgW3ngVKRJ
FKGRTxCoRcDiO1Dilnegflp5b85aXB5jtdU1uwNxG1oz+vCssqW6LaOZGjEivzNueTV+L5BQFDKJ
Pyk0mS6u7iTVtTIvLaO2mgE6rFWOCO3EwQJ/e8IvteJOKoCz/JLTrVbeNNf1X0bNUS2iEwVeKOXH
qqBxk+1w+zThQU2riqyP8h9AgvLiez1rV7OK5blJa21wsMXai0RFPEAUArsMVVLj8ktOluVuY/MW
s20/owwSyQXCRvItvshdhHViPfFW4PyS0uJy513VZT6MtvH6ssT8Enm9aQqTFXkzdWJJ/Ciqb/l7
+WOi+Rlvxplzc3A1AxGX6yyNx9Hnx48ETr6hriqe/kX/AMoH/wBvLUv+o2XArOprKCaSOR+YeM1U
pI8dadAwRl5jfo1RiqV623lfTuE+qXq6aJBKE/0qS1Vz6bNKeKPGGbjVuVK9D1AycMcpchaCVl1r
HlC7mjtJdUgM060iSK7KM6zMYwA0bqTyYUG/X5YfBnV0VtD3GpeQ3t7+KfVoGth6gv0e+b01F2lX
DAycVDJ8SgfZ3IpU4fBn3FbCR6hpX5M8pTfXdpzaGs7SahLyaN5/VLOTNViZqVY79B0FMRp5n+Er
xBNbiD8uNZ9PUJLu2ukvXeOOZbxuErSoqMlFkCtyWyX4fFPGuA4ZjajsthdqOhflzrmlNY3AtJNP
Z/iW3uDb/HFJ6f24HjaqOeA32rTvgOOXclq60z8udUms5pJbSRtIkBtRDdGOONo+LqjJFIqOic1I
RgVFdhvicUh0KEytb3ys0UcVvqEJjnSL0I1uifgoBF6a8/hrtTjicch0Kq+lvod9EJNPuxexwkp6
iXLz0IK1UsXbqYx16/ScEoGPMUlVtdE0u1uTcW8Ppy8fTBDOQqV5cFUniq17KKZFUdQYq8687eVP
NkHm2Pzd5Wgg1Kaa0XT9T0i5l+rmSOOQyRSwzFXVWUuQwYUp74qk13qf5n2sElzd+SLKCBfimml1
q2RAOlWZoQPvw2rrfUfzOuYudv5HspogSOUetWzrXuKiEjG1V0u/zbRQqeQ7dVHRRrEAA+6HFW/r
/wCb3/Uiwf8AcZg/6o4qoya3+acdxHbP5MtFuZqmGA65bCR+IJPFTDU0AOKr4dd/M2aJJofIMskM
ih45E1XTWVlYVDKRJQgjG1X/AKX/ADS/8t9P/wBxTTv+qmKqT+YPzKjhE8nkORITSkratpoX4iAv
xGWm5O2NqpSeYfzNmT0rbydFazysYYbi71axaFZA/pnksLvI3F/hKqK12642rOvy58sp5Z8qW2im
7W+u7d5X1C5To11PIZpvh/Zo0mw8KYFZNiqT+ZrDyzqlomk660PC+Jjto5ZBFKzkUPomqvy+Knw+
NO+Tx5JQNhBFsbuPyQ/Lme++uvp8i3PqGUulxOh5M3Lqrg7dB4ZkjX5QKticYUpPyb/K+5ij0uS2
aZrUl0ha8naVAVQUp6nIKBx26CvviNflBu/sC+GGrP8AInyDbQwRst7O9vy9KaS8mVxzJrT0jGq7
GnwgV74Tr8h7vkvhhVh/J/8ALnTdPFtNARai8W7jaecqVlHERoHBSqqF4qDU7nfc5GWuyE3fSlEA
3afk7+XckdxLHbG7t76SGZiZi6n0XZwA60ZldmPLkxrt4Ciddk235J4AsH5FfloI+A02ToQW+sz8
iSa1J59dz9+H8/l7/sR4YU0/Jb8tr6W5uTHJeRzJDbcBct6ccdqqIsSGIq3+6l5cmJrhGvygbH8F
fDDKPLHkzy95ZS4XR7cwm69IXDs7yM3oRiOPdyeijt45j5c8sn1MhEBO8qS7FXYqxn8yvLF75o8l
6hoVlJHFc3hgCyTbIBHcRysT8Mn7KGlVO+KvGJfyO/OLQxqOm+TfMAstDEZi0tBf3EMhP1hHE0qx
RKgl9IcWZevGn2Wpiqb6N+Wf592818brzaTHLpd7aWnK+uZyLuRn9GVucagH4gwkUApSigdMVRmt
/lp+dl55b0W0t/OT/XrcQi9UXM9qU4hRKPrUC+tc8viqZd/DriqUaL+Tf5vPrun6p5j1i21FrC8n
kHrXdxM/oSwGBQheI8ePqM3EUH34pU7z8r/z/nttKtdO1uLRbTTNEt9NW0ttSukQ3FmnprLSOJBW
TgHO3Q8SSBihuf8AK3/nIZlljj80EK9osLFtWvqtcC4VnlVljRoxIqcgF3VTwBpiqX2f5FfnRBpj
6XPrkNxpNrFbLZ6WNRvBbu9qUb+7MXFVZlrxI4jwxVR17/nH/wDNbUfMV75ls7qxstTup7i6twNQ
uq28lxeNPHwZYAv7hAvRRVvipyGKpwn5WfnrDpEGn6drMOnXSXjX95qMeoXJa7kntIo3E1IQ7cJI
CKsTyL8tuNcVSnRvIn/ORra7cadPrd4qWMtk8moTajdC0lha3KvHCxUmRlY1ei7sPiNaVVQ+sf8A
ON/5qaz+jrnWdYs9Y1Brf6vc3GoXN3LJZFbkyq1vJTlKPTAWj9CzbdGxVW8qeQP+cjb+7n1CbzBe
2C2l/FHDb6jqF2DKkLqZpfRCvE8UnYEU6gDjiqbeX/yn/O7T4Lu5utSt7rWdQtZrWTUW1G5W5iX1
beZAJvRaRi625hqGBUNWu1MUqM/5R/8AORDySMvnF1K/WGhA1W+482VDDWkacgu6UK0qOVPixQmX
5jfk9+bnmPXNfWy8xRS+WNRQmw028uZ6Qu3An92I3QCryhaH7NOmKoN/yy/ObQPI+l6ZpurSGaz1
pJnhsL66JWyuFtoygYqjPHHN6zujfCA3LFUPF+UX/OQ06H695tYxzBRNbfpS940ediykogJEcRqe
LLy+z0FMVQ2m/kd+e+laZbafpXmWKwt7e1dDFb6lepG0/JmjYKsSgdF+g8fsjFXs/wCWeheb9F0W
9tvNN/8ApC9l1C4mtZjPLcsLZ+IjVnlVKbqxCqOIBGKsuxV2Kv8A/9k=
uuid:01bd88ef-d8ad-e24f-b156-ca383683ac7b
xmp.did:02b3c758-a2df-430e-9356-bc91e16458a1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:accd91e9-c3cb-49cc-be5f-2f10d49c18c4
xmp.did:accd91e9-c3cb-49cc-be5f-2f10d49c18c4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8cd8472d-72a1-40ef-a579-ce1f30453a6d
2017-02-04T21:41:08-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:02b3c758-a2df-430e-9356-bc91e16458a1
2017-12-14T11:29:51-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/melissahourihan/Downloads/2018 age chart.jpg
0
0
EmbedByReference
/Volumes/Lexar/mhdesign/LLLlogo17.jpg
adobe:docid:photoshop:7dcc7fe0-2bd4-117a-9802-c05fc3e9ec62
xmp.iid:5131916b-0f13-4d7d-a5b3-46e7c4e7aa35
/Users/melissahourihan/Downloads/2018 age chart.jpg
0
0
/Volumes/Lexar/mhdesign/LLLlogo17.jpg
adobe:docid:photoshop:7dcc7fe0-2bd4-117a-9802-c05fc3e9ec62
xmp.iid:5131916b-0f13-4d7d-a5b3-46e7c4e7aa35
Print
False
False
1
612.000000
792.000000
Points
ArialNarrow-BoldItalic
Arial Narrow
Bold Italic
Open Type
Version 2.38.1x
False
Arial Narrow Bold Italic.ttf
DINCondensed-Bold
DIN Condensed
Bold
TrueType
9.0d2e1
False
DIN Condensed Bold.ttf
SnellRoundhand-Bold
Snell Roundhand
Bold
TrueType
10.0d5e5
False
SnellRoundhand.ttc
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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>stream
HW[o~篘TqsƗZ-TD9j}%'v۠Es>Nhzq&3eW3I.ӡN*sG6]Γ+uFR-V61{1Ϥ>')LPiFۓ|.I.3Nx(jX gq,R`
ͷ/WgohrLƣ\I%fiL6ƐJhultu}~9UC^pҁ[[{^*%lst"'-U9q*'fODdXti:hf)\RrX~ )}Zݡ|5e9Vx@qlrM,JjSjSJ,mr/C|rhd{$OүCrR
îj-
Da߬o,aMPM9#MC /U5Mi8B|B;8)Dɀt6Xm6QATaB
hic@\A,R,XkQ%9$nyJAT;;D)0A~
{P{N-l8T|0!yi$O,;T萩?dp:Q >j(A:_ o͆.wӋ7hBϔvB%6 ?&0/QHxvz֖Xk