%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
COPD Action Plan8.5x11_Final081816
2016-08-18T12:32:28-05:00
2016-08-18T12:32:28-05:00
2016-08-18T12:32:28-05:00
Adobe Illustrator CS6 (Windows)
256
184
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAuAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A4poeialrmqQaXpsaS3ty
WEMcksUCkqpYj1JmjQbLtVt+nXO0yTEBZ5OujEk0Gd6v+Sl7pGv6Npl9q1utpqkU5uNWjAe2t7i2
9QvEfiVypWNCrsqcuWw+E5hw1wlEkDcdG04SCAki/lprH1ITtdWaysYjHEZ46GORC7MWLDdfhHFQ
1at/Kct/NRuqKPBKm35e6g3om3vbVo5EjLySyCLjJJx5JxJL/D6i/aUFv2Qdqn8yOoK+CUfp35Xe
ta/WL7XLGzVxO0I5q1fq/IMG9RoeLOQvpj9sNXoMhLV0aESUjD3lLtY8hXVja3t7b3sF1ZWkjgMa
xTPEGoknpnlTlXdQx70JArk4agEgEbljLEQLYtmQ1OxV2KuxV2KuxVPPLvl611O3u7u9vxp1jaPB
C9wYzL+8uWYR8lDJRBwYs3Ydjms7Q18sMowhDxJyEjV1tGr6HfcUOveHK0+nEwTI8MRX2p/F+WMR
iklm1QqlpD62oiO35tGWsjfIsQMiCTlEpFSVo335qZ+0psCOPecqhcqv954RJ9J4akf6WzlDs0VZ
lyG+39Hi799mtV/LFbC0mcan6t0sdzcW8HocVeG0hiuHLP6hKP6c4PHidwRXDpvaTxZgeHULhEni
5SnKUBQ4dxxR52NiDS5ezeEH1b0Ty6AA9/mxi18t67d6cmo2tlJcWklz9SjeIc2a4Kep6axrVz8O
/wBmmbvL2jgx5DinMRmIcZvb03V3y5+bgx085R4gLF18UUfI3m8WMd9+iLlreZikZWMs5YGQMPTF
XHH0H5VXbYnqtaB23o/EOPxYcQ577fw9eW/FGt9+nI1Z+TzcPFwmv7f1Ie28reYbi7tbRbCWKa9R
5bT6wPq6SRxxmV3WSb004hByrXLcvammhCUzMEQIEuH1EEnhAqNm72qmEdNkJAo2eV7efVXu/I/m
+1KiXSLpgx4BoozMvL1Wg4FouYDeohUKd/vGV4u2tHPllh8Tw7cIle9bcJBvl8izlo80ecT9/Wui
Tz289vPJb3EbQzxMUlikUq6spoVZTQgg9s2OPJGcRKJBidwRyLjyiQaPNTyTF2KuxV2KuxV2KuxV
2KuxV9ef84nn/kGdz7apP/yZhzm+1f734Odh+l7PmtbXYq+Prb/nGT83bW5iurU2kFzA6ywTxXZS
RJEPJXRlUFWUioIzfHtjGRRhL/Y/8U435Y/zh9v6mXebfy0/5yH80X5udRl09bUBxHpUdwTZI0gk
DOIJBIpk/fvSRqsNqEUFMbDrsGMUIT9/pv8A3TZLFIn6h9v6kiuv+cf/AM5bn+8t9JBAdVKGFKLI
ZSwHGMU3uHp4bfyilw7UxD+Gf2f8V5IOCXfH7f1IC9/5xm/Nm8u5rqWHTlkncu6xTJEgLGvwoiKq
j2Apk49sYwK4Z/7H/imJ0xPUfb+pR/6Fb/NT/fdj/wBJI/5pw/yzj/mz/wBj/wAUj8qe8fb+p3/Q
rf5qf77sf+kkf804/wAs4/5s/wDY/wDFL+VPePt/U7/oVv8ANT/fdj/0kj/mnH+Wcf8ANn/sf+KX
8qe8fb+p3/Qrf5qf77sf+kkf804/yzj/AJs/9j/xS/lT3j7f1IRv+ccvP6kq1zpQI2IN8lQfuyr/
AEQYO4/7H/imPgD+dH7f1Nf9C5+ff+WnSv8ApOj/AKY/6IMHcf8AY/8AFL4I/nR+39Tv+hc/Pv8A
y06V/wBJ0f8ATH/RBg7j/sf+KXwR/Oj9v6nf9C5+ff8Alp0r/pOj/pj/AKIMHcf9j/xS+CP50ft/
Um/l78nPzL0NpTbS6HcJI8UpjuLxXUTW7FopBxKHkjE+3iDmu1+u0mqA4uONCQuJhyltIczsfn3F
yNPM4rqUDy5305JpF+X/AOb8MYWG40OKYwmKS5jvOEzsLb6rHKXVhSSKLZCtBXcgnMGcOz5H1cZj
xXwkwIHr8Qxq/plL6rvuBDcNXMDaUOXPe+VX7wELH+Vv5qro76a0+iSvILkHUJb7ndcbzgLheRbg
eYjAJKV98yJZtEcwyjjAHB6B4Yh6L4Nrvaz1ryYDPLg4eKHXfe9+aI0X8uPzV0jSk0q3Pl6WyVZF
ZJbpSzmYkSMXVlcExsY/hIHH/K+LKdZ+S1GU5ZHKJ7cpQ24eQokjaQ4twfV/R9LLDqZY4cAOOvj1
/FI2z8n/AJv2kBhiHlwq0glJN2a1W4kuoxtIBRJpiw27AGorXFzaTs/JLiMsvKvqx9YRgfnGNH3k
ijVWx104irx/7LvJ+8oF/wAuvzca6sbpbjQ47jTkmS2kS84kevZx2TNUN9pUhVlI/a9tsygNBwzg
eMxyGJIJh/DklkrnyJkQf6Pnu1HUzsHihcb7+sRH9CN0/wAnfnFZWFvZh/L85tuBFzNeM0z+ncC5
HqsJFD/vB1I2FaUqScbUaTs7LklO8keK9gcfCLhwbd2321d0KshrpxiBxQNf1r52xfWvyK/MbV9W
u9UurjR1uLyVppVjvUCBmNaKDyNPmc3uj7W0unwxxR4uGAAFmF7f5zhZh4kzIyjZ9/6kF/0Lp59/
5atJ/wCk6P8ApmT/AKIMHcf9j/xTV4I/nR+39TX/AELr58rT61pNetPr0f8ATH/RBg7j/sf+KXwR
/Oj9v6m/+hdPPv8Ay1aT/wBJ0f8ATH/RBg7j/sf+KXwR/Oj9v6nf9C6eff8Alq0n/pOj/pj/AKIM
Hcf9j/xS+CP50ft/U7/oXTz7/wAtWk/9J0f9Mf8ARBg7j/sf+KXwR/Oj9v6nf9C6eff+WrSf+k6P
+mP+iDB3H/Y/8Uvgj+dH7f1O/wChdPPv/LVpP/SdH/TH/RBg7j/sf+KXwR/Oj9v6nf8AQunn3/lq
0n/pOj/pj/ogwdx/2P8AxS+CP50ft/U7/oXTz7/y1aT/ANJ0f9Mf9EGDuP8Asf8Ail8Efzo/b+p9
F/kR5F17yV5Lm0jWxEt5JfS3KiF/UX03jjUb0G9UOa/WagZp8QBHv/ZblQhwino2YrJ2KuxV43P+
V35vnzHdXdv52ni0j68LnT7f61O0kcK3KyLHIskciOBDJKvBqqxCcqr9nZDVYeEDg3rfby/s+1q4
JXzXQeSP+cgvq1ok/m+0Wa2e4uWaJmIeaRZjCj+paszxLJKvJWPHhQKimMMyc+ms+k9P0ef4+K8M
u9OfM/kv8ydR12S90/XBBZuICbdby7tVKIiCa1EcKMqCZ1dvrIPqpyoBsMqxZsQjRG/uB+P7OTIg
pNB+WH5sIt5PcebHupJZLcQacL7UII/q6SW8kkTXScnjYJDJEJEh5vzLu1TxW06rDtUfjQ8+n28/
cx4Jd6b6t5N/NCWby89lrURm0rTvRvrt7y8gFxf8Cqyy2kaPBPGjfFR+LOftHiKGuGbF6rHM9w5e
/mGRB2Q0vl3/AJyF9NjB5p0wSs9QksCOqxL6PFQyWsRLn976jEUPw8VSvwkZNN/NP4+Pu/aipd71
NOfBeZBeg5FdhXvStcwGx8f+edcXRri8vGhM0f1qUSUYIFUc3JJNRUhOKjuxA2rnL4NP4syLp5/H
g8SZF0kM/wCYOiQIrSw3Sl40lUeiT8MkJnX4geNeI8evyNLh2bkPIx/G3c2Ds+Z6j8fBWvfOVjai
zkKc4Lu2+t8A3+kBGKBAsAB5Fi/821D4ZHHoJSsXuDXl8/2MYaKUr33Bry/HwVbHzdpV7rEmkxJO
LuN5o2LRkJW3IDHmKihrt+NKisMminCHGarb7WOTRzjDiNU9n0nS/Ptz5Q0O58m3Onwzwy3H1+31
RC1vMjH4KmOKSaqMvRHTYmtdqbLQRice4djogPDCaSw/namk2YWz8ryaxJdOl6UF59VjtvSX03Xm
UkLeqH5Dw4gDqwzeCHc5XCFLR4vz1kmuE1ay8qwrC0SwywC8KTBmDSutSXXjGSoDKPj3+zjwQ7k8
IVbG0/PEWj/X4fKTXhmi4eguoCIQcJvWrzqxfn6BToKcwf2TjwQ7kcIdfWX53SL6VrH5WhV7MK1z
/pvqpeG1IZo0aN09NbojjyqeA3FTQPBDuXhCNis/zXEIEkXltpfrM24W8AFp6kPodt5fT9bmdl5c
KCnLHgj3LwhL7TTvzyeeBdQPlaO29WJrprNLwTempUypGZlkT46FasvT36PBDuXhClBYfnlbysoH
ly8Wokf60s6LRzKvCGaBEb92scTsJLfcuwD7bPBDuTwhnulWlz+i7P8AS0Nr+lPQj+v/AFVT9X+s
cB6vo+oOfp868eW9OuDgj3I4Qw3z7o3nS+1B4PJN5a6ZqawQPNNcrHwMP+lLxHO2vBX1TGx+AEqp
HJa5RGMfFO38I+8tcQPEN9w/Sl2q6V+f802nzaZceVYVijf9I2xS69OWT6wWj4sYpZAv1dUVtxuz
/wCQVyOCPc3VHuZ9oVpqn6Kg/T8Nj+lvi+s/UFf6t9s8PT9Uc/sca171wcEe5iYhH/VLX/fKf8CP
6YOCPcvCHfVLX/fKf8CP6Y8Ee5eEO+qWv++U/wCBH9MeCPcvCHnX5tG4M+k6VbXNxYWd3Fd3F4dP
litLiT6s0HBVuGHJF/esTw38QRXJxxx7gkRC38vL/WdY/LG+1HV0VkZb5NMedVN79WhaSNPrbKsa
GVeHGqoKgVPxE5TqIREJbdC15ojhPuew5muQ7FXYq7FXn/mP8tvNGr+bn1q3866jpmmMgVNGtvUW
NHWExq4ZZlQ0kPqENGQ3RqjMzHqYRhwmAJ72BiSbtsflR9Z0vy7ba3rM2r6hodw0s+qTx/vbuAln
FvKC71RZRE/7zn9gVG+D81RkYihLp3fjf5rw8kvH5SebXiu7a789Xt5ZXltPbTW88cris1rc2yt8
VyRTldCV1IoWRePBQoWf5uGxEACD+kHu8q/WjgPejLn8pZL/AEzUdO1jW5NWtr27tb23jvYjcJbN
bXslwywpLK4RZLd1tiE4jitaHkVyI1dEGIqgRt12r790mF80Dr/5PeZtWvGmHne9hthdi8t7Vo3Z
ImSdJ4SircRx8ouHBfg4BdwnOrmePWRiPoHKvxt+O+kGBPV3kzyB5/0jzYj6r5mvdW0bT4E4S3cs
wW6nl5B+MMd01PSjWNazcgTyPCp5hzajHKG0QJH7Ps+5YxIPN6jmA2PlLWP+Ote/8xEv/EznHy5v
L5PqPvS24vLS3aFLiZImncRwh2Cl3PRVr1OGGOUroXSwxyldDkkWuecobDVrXR7G2bUdTndfVt4m
A9OM7ksTtypvQ9tyQKVy8Gi4oGcjwxcrBpOKJlI8MWR5guG9h8oyWS+SdLW6uriBXe7Cw24BWekM
xZJCUZQAgZ1qVHIDftm/7P8A7t3mi/uwwzQr78q4ZorWLzN5ksGuLKG30/SpPrCfVofVSzjkgNvA
WgeadAG/eAud2BBGZ5tzN1TR7z8rE0LV7M+dNef6rLBc6ne3Mj/WzG6ymJZHitwJo5kdiUcMadQC
Md13cmoflb+jnltvzB1u30lZLmWZo57yGQNzt4zwdIo/gT6zGKsjFiefLkJGLv3Kvs/MX5d6pe2O
g6d+YXmaS93le6jklBqfSdIrhpbXgrUjoE4g7sH3bdo9yqejeYPytm0rUoLXz75hubS2eK/1PWHl
ljmC3DJBHA0y20UzqTIo2BKDbktAA7qhk1X8nLG/ttUi8/6zDAyPLcWM8t8Yp7d5JQgEPpJRI5UZ
QOJTjVePxA479y7sk8rW/k069olppfmXXdauFJv4oriYSWqw3Fss0LyJLFEiRrFQRrbgEcyD1OJt
D1jIIYxq7Ww8yUuLme2R47BFNuhcyM11KBFIAkv7qT7Lmgov7S9coH96f6o+8tQ/vD7h+l5JoWtf
lLo2tStaa/r+kSyvGX0hVijiTjdKyLHb2kJkkW4a2pxi5fBI32ebHMs237pvZ6p+X2kjTL+78+eZ
pfrEUlx+8bUmtpggeKRmjlgmaJEkt5ZFVnqBUksgFBv3KlsNp5Gie5Oo/mlrstldelc6c081ws0a
XCExt6twksNeUTtC0MUTLuCWoKO/cq/U/Mv5czaRHNL518zi31XT4kgMd6ql0+sEBwWUJHLKbSQO
zFRx5KeJPHGiqpIPyw046drT/mH5jsYZo4JbeFJXiikhRppFDwxWg+BzDKWFACKnoRV3Xdl/mDzv
+U9vAY9a1GS5uPL0aRyzlbr6zGZ4DKA8sSp8U0cHJhXsCe2AAooproWseWdU8halJ5biMWmQJeRB
SOs3FpJmryfkWkkJLE7mp98p1A9EvcWvN9J9z0fMtvdirsVY7568zax5d0iO+0rRZddmaUxvaQmY
OqiKSQNSCC6c8njWMfBTkwLFVqRdgxRnKieH8e8MZEgPPH/O78yI/UEv5V6orpEkyKslxIH9TgQo
aOyYBgr1YHdaEGh2zN/I4v8AVR+Pi1+JLuZRa/mR5gm0nWJ28p3cWq6dNcfUtKczq99aWrRLJcQO
1soqROOEdKsdgetMc6aIIHEKPXuJ6c2fEd9kFpv5seZ3udRt9W8j6lYNYXUEEcsMV7dxXEL3AhuL
iF0s15LCh9ULSrr0yctJCgYzBseQ6bdUCZ6hZY/mt51uddtNOk/L/UYbS6uUgfUWaYRwxl1Eksga
2Snpq/jRiDxYrRiy0uMRJ4xdcvwV4zfJGTfmZ5jk1zUbXTPKF5e6Naac2pWWskzxJef6ItxFBDGb
Y/vZJJBHx5chuaVHHIjTR4QTMCRNV3b+9PGb5JNB+cfn5r76rP8AlrqUHGVIpJOdzIlSrFyjpZmN
grJwDcghJB5Bfiy06PHV+IPs/Wx4z3PRPKurapq/l+z1LVNMbRr26UvJpsjmR4l5EJyJSIgslGKl
QVrQiozCywEZEA8Q72wGw+aNY/4617/zES/8TOcXLm8xk+o+9jfmjyvYeYdP+r3H7ueOrWt0oq0b
n9amnxL3+dDmRpdScUrHLq3abUHEfJD+UfKNvoNu8sr/AFnVbn4ry8apJJNSqk78a/Sx3PYCWr1Z
ymhtEdGWq1RyGhtFkGYbiPafJGqWtj5Es0kuVtrm5+spZsQGJkjSSU0ViqnikZb4iBt1zfdn/wB2
He6L+7Dzvyz+YmrajcaNZXX5lvba3qau1rpk2hwzLL6k7QxGSW2HpKoERovqKwevIkfDmwI8nMpM
Lfz3cz3FraQfmJJNc2EE99qV++jiENawGR5EktH9MnaFlLxryXiAPtNjXktIOb8yJ4Ggubv8yGut
JRo5ri4h0M28ZRvVRQzozz0D2kknwx8WPwseDY15LSNuvMFrLLP5htvP1tY363Uts2ozeW6XC2kU
Qvl09jIEmKLDG7k1+It8NDQFryVN/Kn5m6DpGnzTeYPN8nmGW6laYXX6MnsDbwpHcMQ9ueVOAsZQ
Qihvh3Uk8iCEUnVx+eX5aw27zfpKZ2Rggh+p3iSO55/CokiSp/cv9IpjwlaZP5b816B5lsmvdEuv
rdsvpcpAkiUM0EdygpIqmpinRvatDvUZEhCbYqkzxNL5kvYlcxtJp0KiRdipMswqKU3GY4/vT/VH
3lqH94fcP0sWt/J35rJCLVvPTBUqq3osrR5CqxoqkxSRN8RcuSTK3QH4uRC5VhusKkHkX8wUv4tQ
k87g3nqgXkiaVboJ7RZFkS2K+owHp/vFSTdhzPXu2FtDaZ5A/NSz9Yv+Yz3DyxlF56XCyo3plUkU
STSnkJDzO/E/ZoBSjY7ltGv5V/NFpJkHnZFhkgCxS/o22LJPSMM3pHYrVHO7n7dKfCGLYWwp6d5B
886fcAwed5Pqax+lHatp9uFjURsiiNEZIUCtwYARfs0/aONhbZ9kUIDzB/xwdS/5hZ/+TbZVn/u5
e4teX6D7mSZmOQ7FXYqlHmPzZoHluC3n1m5NrFdS+hC4jllBcI0jcvSV+KqkbMzNRQBUnLMeKU/p
QSAxy7/O78tbSLSrm41Ro7HWklfT71re4ELmCYQOrEx8kPOv2lpQVJAK1vGiymwBvHnyY+JFvTfz
u/LDU9Ri02w1oXF9OnqQwJb3VXHpGaikxBeXAfZrWvw/a2wS0WWIsjb4KMkSaQMf/OQf5VtZ2l6+
qSQ2l56yLNJbT0Sa3WJ5IXCozcwtwu6gr/ldKzPZ+ayK3HmjxYo6T87vyxi0651GXWDHaWlyljcs
9peK6XLq7rGY2hElaRNX4dqb5EaLLdVuRfMJ8SNW0n54/lbJBPPHrgkhtYxPcultdN6cbGJQzUiN
AWuEUeLGnUGj+Ry8uH7vx0XxIrdR/PX8qtNvrmxvdcEN1ZzS21xGba7PGW3PGReSwlWofA0PauMd
DmkARHn5hTkiGcW1zb3NvFc20qT286LJDNGwdHRxyVlZahlYGoIzFIINFm+bNV8pean1S8dNFvmR
p5CrC2mIILkgghc5SWnyX9MvkXnJ4MnEfSfkx3Xvyy87am9vJb2Wp2MsAdVkjtJ2I5sjErstG/d8
d6/CzCm+ZOn48YIOMyB8v2N+AzgCDAyB8v2IaT8qPPklxDJKmrywwvaubd7SbgTbFGJ+EL8UjJU1
qN+laET4pcJAxEE3vXf8GfHLhIGOrvp3/BkP+D/Nv/Vkv/8ApFm/5pzB/LZP5svkXD8DJ/NPyete
Q7mTSvLNtZX9jfw3MZcvH9QvHpyYkbpEw/HNvpCYQqQlf9U/qdrppcMACDfuP6k7l1TSZZoZ5bC8
kmtizW8raZes0bMpRijGCqkqSDTtmV4o7pf6WX6nI8Udx/0p/Uq/p+0/5Zr/AP7h19/1RweKO6X+
ll+pHijuP+lP6nfp+0/5Zr//ALh19/1Rx8Ud0v8ASy/UvijuP+lP6lK71PSb21mtLywvLm0uEaKe
3m0y9kjkRxRkdGgKspGxBx8Ud0v9LL9SfFHcf9Kf1N22q6XaW0Vra2N5BbQIscMEWmXqIiKKKqqs
ACgDYAY+KO6X+ll+pfFHcf8ASn9SnZ3uh2QYWemXVsHpzEOl3kdeIoteMArQbDD4o7pf6WX6l8Ud
x/0sv1Ij9P2n/LNf/wDcOvv+qODxR3S/0sv1I8Udx/0p/U79P2n/ACzX/wD3Dr7/AKo4+KO6X+ll
+pfFHcf9Kf1JemqRjzBPdm0v/q72kUSv+j73d0kkZhT0a9HGVCf7y6lXD/Nl3nyYCfrujy7j+pMP
0/af8s1//wBw6+/6o5b4o7pf6WX6mfijuP8ApT+p36ftP+Wa/wD+4dff9UcfFHdL/Sy/UvijuP8A
pT+p36ftP+Wa/wD+4dff9UcfFHdL/Sy/UvijuP8ApT+p36ftP+Wa/wD+4dff9UcfFHdL/Sy/Uvij
uP8ApT+p36ftP+Wa/wD+4dff9UcfFHdL/Sy/UvijuP8ApT+p36ftP+Wa/wD+4dff9UcfFHdL/Sy/
UvijuP8ApT+pCaxq8NxpF9bw2t+001vLHGv6PvRVmQgCphA6nIZZ3AgCXI/wy/UxyZAYkAHl/NP6
mZZnuW7FXYql+r6doF/9Uh1i2tLukwexiu0jk/forMGiWQH94qBj8O9K5KM5R5GkEMObWvyUeZNK
vLbS7Q6JKyQW+oWK2kdq8jNIWi+sxRpGJGiZg60DMNiTk/GnueI78914Qikf8l9Hu5r2BfL1nfaY
vKWSBLNbmECBnpSMeqpMCMQBuVBptjLPMijI171EQhLyw/IufTxps9poSQTyTQxWkcMEMwmkCRzG
JI1SaN+Pp1dKEDi1aUOSGpyA3xG/ejgHcv0fTvyLttIXTNOHl6XTo3Sb0mktLkGRWWOOV3kaRndT
dIisxJ/eKB9oYy1OSRsyNqIAdFLVbz8ibexkluZdDitpRC00toYVZo0MVxDza2+MxMYYqA/C/wAK
71AIGomOpTwhFxaT+TfmfVLq1htNHu9aimN3eRRJFFfiRZVZpZAoS44u4HJj8LjY1BxjqMg5SKOE
M1tra3treK2tokgt4EWOGGNQiIiDiqqq0CqoFABlRJJssnnN1/vTN/rt+vPH9R/eS/rH73rcf0j3
KWUs3Yq7FUu84+ZPOGiL5bj8saRputS6jNPHeafe3MFpczCNVZRayTzRVanLlSOSmxoO/d9i6bFP
TgyiL76t0WsySGQ0Svfzd+aw+rcPyqVvUWtzXWdOHpH1HWg+E8/3YV+3Wnap2v5LB/Nj/pXF8afe
fmkum/mN+bN7DLZ2/wCXem3utacY11VLfW9OIRzKVZfQV5XhLrG/H1H+Eg/a40J/I4P5sf8ASr40
+8/NHf42/Nm9sPW038sUiuoZmS5t7q9gWvo3CxvEjSra/wB5FydJ4/Uj6U51NB+SwfzY/wClC+NP
vPzbPmj86zbi5H5a2qyG7IOnfpGyZxZrbjf6x6ioZHuD19P4UFOLH4sfyWn/AJsf9KF8afefmmEf
mb8y73Sree0/L6G1uL3TZbtHub6Ei3uzFO9vbTQPHbTMWaOFX+xxMhBI4E4PyWD+bH/ShfGn3n5p
HLqv/ORLTSLa+VNFES+sY5LpI4yypFI8QCxajcfHKyopBIVGanJlq4P5PT/zY/IfqXxZ95+b0Tya
uvXXl+CfzTpltY60zzCa3gVAojWVhCxVZbpVZogrMomeh79hCWkw3tCPyH6l8afefmnX1Oz/AN8R
/wDAL/TB+Uw/zI/IL40+8/NgHnK9/Mex8wRjyp5Ystd0kKz3yztDbyeqqRlYY5pJ09Pmtd/QcA0r
1JXG0+iwSnk4oR2mP4R/Mj5N080xGNE8u/zKW3HmH85odcdI/wAtbG50c/V2idNRtElUPDWdWd2F
WSVxQiKlFYfFyDDK/k/TV9EP9KP1NX5jJ/Ol83p/6PsP+WaL/gF/pkPyGD/U4f6UL+Yyfzj8y79H
2H/LNF/wC/0x/IYP9Th/pQv5jJ/OPzLv0fYf8s0X/AL/AEx/IYP9Th/pQv5jJ/OPzLv0fYf8s0X/
AAC/0x/IYP8AU4f6UL+Yyfzj8y80/NHzbqWia7pmjaVbWtpFeoTNqcqQkJPKJfqsJEgKqJWt2WpG
5IoQRRqc2m08BfhwJ51wjlY4unS2zHkySP1H59eib/l7rreYfLN1PqFnCl7allEqIlJI2TlFJVQF
5EdeHw9xToK8+kweFMiELET/AAjnTKGXJxj1Hn3vTM6V17sVdiqnLb28rxPLEkjwNzgZlBKOVKck
J+yeLEVHY4q8mm0DzF5g1HVZ7XR/I+oo90wRru3M10kAe4jR7r0TcrI7KQ6/ElQzqeJxVF6z+X/m
+51O4e30jynPbXNxdl766tK3wtXhEdtGD9XkiLVaRJOYb92QNzU4qpWvkj8yIJWb9D+SpCbr6ws7
Ws4kUTLW4YCOKMc/UVeJrVlHxNXfFWrLyl5x+tG1t/LPk+1jtjZJfOdPnSOVWCTXS2zBQHCyRQmM
kbMnxCoBCqB/wT5oe4ulurLyJd2tpbqt3DJZ0jtzHExh5RemzpHE0UQXnL9gMdvhCqvUtK0DRbOd
tRtLC2tb67jQXMtqoCv32IChq7fFSrALXoKKppirxPzr5Og8walZ3X1lrO60yW5aC4RQzgzRMi0q
QB6c3pzCoI5INs8xw9oHTzyRriEzv8Jb/MXH4vSz04yCJuqH6PwWDab+S3mOyur67/xzffW9RWFb
u4iiMUr+hC0KsziYlm+LYtXav7fF1z8nb+GQAOCNR5C+V/5v492zRHQTBJ4zZ/Hemsn5Ya1NYaZb
3fmV7660+7mvBqN3betcBpIvSh9BjMBCYR8Y2ZS9GK9QaB21jjKRjiEYyiBwg0NiSb9O98u+uRZn
RyIAMrIN3+D0X6X+XXmuzuBLN51v7lBdWdz6LKxX07VWEtv+8llPpzchWtW2HIuanI5e1cEhQwQH
pkOnXr9I5f2UmOlmD9Z5j8c2feY/JP5d+Z9O0n/GECTyWpuRpitcz2zkyR851jWCSJpD6cHIrvsD
750nYUiNNGnWa7+9LC7j8sf+catcs7Qw3K29vCIdQZRqN0gW3EcYQXCXMjCBJoVRasEdlHwNtXNz
xTDibI+9/LT/AJxwupjqc9xYyRn1pZOOqO4klk4TmYSCZpg6LbniI3A4lqg7UAM1JZr5P1T8sND0
Kx0by5qthBpiRzT2Vr9cEj8GH1yZ6zSPLss/qNyPwhh0FMjISJ3W0bp/5i+RtQUNa65aMrMqxu8o
iWQySSRIYjJxEgd4HClKhqbbYmB7ltQH5qflsYjKPM2nGJbgWhkFzGV9ZgSBWtONFPxfZ2O+xx8O
XctpjH5y8oSKrx65p7o9AjLdQkEmMSihDd43V/8AVIPTBwnuW0Tpuv6LqlxdW+nXsV3LZFFuvRYO
qNIvNFLL8NSu9K4DEhKPwKkuo6pfaeb2S202W/CiSUtEyAK8ccISNlq0p9TkxHpxufhO1SoONpRc
8n9cf7iDbl+mPu/3xYrY/m5eSRSSXvlLV4KSR28MSW8wlmlYOXMKXcdn6kYWIspQlyu7IpqBneH5
tNq835r3CWS3sfkzzI8atwubf6gRcqeDsOEXIrIAUAJV6fEKFt6Dw/MLa1PzWvv02+ny+S/MAtVd
o11COyd46iZolJqE+E8C/JSw4lT32fD25hbV5fzWto1NfLPmD1S8yQ2xsQs03oW63DNFG0isynkI
wafb2NOuPh+YW0JJ+beoJIrN5G8yC1aMSBvqXKY1IHH0o2dQasNndTSp7bnw/MLbJNd8qaL5oso2
1G3eNpoeEisqczFIORhmjkEsT0J6Mp4mtMx8mKMqvpy6fIjdnGZHJdoXlTQvK3lx9J0W2FtZosjl
RuWdl+J2PiaD2A2FAMr1hvFP+qfuZYfrHvDLc3DjOxV2KoDUjpf1vTRe3PoXBuT+jo/XaH1pxBJV
OCsvrfuubcGBG3Knw1Cry3TtQ/JO/wDNUV9NZz2uuadJfT2Ty3E86D0w/wBbKpa3FzDEAsbMIpVQ
91TFUg1LSv8AnH64t1vdK1E6X9Vn0qRp3tr2dSIfTW3RVnXkXeGVE5VPBWJoOUnJVGadqn/OM+ny
adJY84ooFe+tZydTCR/VikvNllIZiTpQI+FqmOh+0AyqlHpP/OPenTzaRrcRbUucolvU+uqt4zxR
X8jx/VJZaDgiEK1NwQo+LdVVmsf+cYba8jtZLaSCYhLJVVNZSNfrUIQIxUCNS6agOZah5PyY8t8V
Zha/nP8AlnY3EOkLeXUMAto7i2uZre8eNklkkjVOTq0wYGI7Oo+GlKjFWYeWvM+h+ZtIi1fRLn63
p8zOsc3CSI8o2KsCkqo4oR3GKsJuv96Zv9dv155BqP7yX9Y/e9bj+ke5SJAFTsB1OUgM0n8vebtB
8wNcrpVwZjalfUDI8fJHrwlj5hecb8G4uvwmhpmZq9Bl09eIK4vxXvacWeOS+HonGYbcnym/GiQm
2gtpo1ExuWumICKIZOJVacXq/FWDOg4k756B2H/i0Xntd/el5DF550iOe8S48n+WJ70WttLqWoWd
zp8itbSTxII/SFZZkS1Pq8w3AUAp0rveDzLhWmw8yeVLe2WEeSfLUdpHdpDqCDUtHSO15oqzySoy
rR1aeaPh9puLV48hWPCe8/am13l/zTDqdt/zr35caPfXCfWEu7Ww1HSiYDRLdxJVI9pKSRclBVgn
UqwOJjXMqjZz5gX0odN/Key9OzLxBi+nhY2tXZrQwrL9VqgLtKpU0BPEEEsyjb+cq2fSdaFpbSWv
5S6SvGKSe6sZG0z1DeAIqrEykRqrGaY+oxJ4jdVZuONj+crl0zzZb2f1d/yw0a7WGBSUg+oQxyTG
2MYWKOSRwqxf3R5N8SMaUC/GbHeVZH5AstXtL2cSeS9P8pWsiuLqWza1L3ckRRbdytr9heLS/C5Y
rsK5Cdd9pDOcrSxDzf8AoV7fUodWkuWtpbW7E1lCiSRyQ+lbCSZ/VRoucFVMfNh1bZu2PpL8TJX8
8f7iDbl+mP8AV/3xebWEv5a6fb3FvpvnHXLFbq4iimsllcQ2f6Qb1oFRLRIlX4LZo4jG7cA3xVUU
GwPF1AcfZfa+Yvyx5Np6/mP5hA1JZPq1zLqBrHSknKJ2j5guUKKrA0PwUUuoZqXcEoKDXPJX6V53
PnXzFqOrRXV7DHbWUnpKy8pVmok7SyQrBGw5fvIw3BGVKjDR7gh2qeYfym1LTdQW68++ZG027nAc
tcEpG0zi6VohLAzKIvqTBEIqBXgp5KSgSHQLsmUmpfllolxZ3lx+YfmSOG2ls5jbNJcmKd6PJGJ1
S05yev6UjS7/ABftbcaRqR6BOzPR+b/kVtTsLGO8eVdSFz9UvEhkMDPaSCOWPlTly5VoePE0O/Ss
PDKbQOk/nb+XXmK2ij0nUWnnvZFtFh9GRWSaaKZ0VyyhdxbtupPbsa5j6zERhn/Vl9zZhPrHvD1H
Nq47sVdiriASCRUjcex6Yq8qu/MVwmp8pPzV060tw7mSxksrRGjWO79VhI8knKNRbyJBycCvwvXk
26qtpVj5gu75bKP8z7XUdTMsVyY4LeD1jHZH0J0WCO5MXB35iX90aPToVGKpmvk38zTe3FxL595K
1s8NnEulwosM0gQeswEvGXiUJVXG3I74qhbr8vvzLvLA2t35/Fw5UxlpNHtjG6OsqyLLAJBFKH9R
NnUgBNhVicVTC98ofmFdajNL/jdotMd4Hi09NOgVkETwtIpnV1kYSiJx2pz7gUxVDQeRfzDttShn
tfPAh02CJbeHS00q3WFIVufVCoqyKoYW4W3VuOyivU4qzjT4Lq3sLaC7uTe3UUSJPeMixtLIqgNI
UQBF5HeiigxV55df70zf67frzyDUf3kv6x+963H9I9zEPO11cXr2nlOwkMd5rXP67Mho1vp0dPrM
tezPyESf5TV/ZzP7NgIXqJj04+XnP+EfDmWjUyMqxjnLn5DqwDyx5s1O9S781LpkNhF5Rum0i7tb
TmRJpK05qQa1e1IWVaduQoOWb/V6PHH9wZGRz3IGVbZOh90uTgYs0j66rg22/m/sezxSxTRJLE4k
ikUPG6mqsrCoII6gjOMlExJB2IdyDYsMjgGqNo0K2MUEysJRcR3HI1X0n4BFFFasvEMGYDjXfO+7
D/xaLz2u/vSwCz0HXreOSOX8q9CZ3iNxcvbGwijnkVZUS3VWBbnxanqP8PxlaUqc3dj+cXDRKW+p
OtxH/wAql05oZ2WbU4hPYqz3TxxSPtLBHFOweZh6nPieDb8vhx/zl+CIsf8AFGhC9j8ufljYaZK8
AEFxZ3VhFHI4gklCSpGtu5VbkiMCu/ItVcBo8yqMsfNv5ttFbC88iKk04UTlNStOFuxcIS3xsZBx
5SUXpsvxGrAcMe9NlEXPmv8AM6K1sWg8jfWrmdH+uKdTtYVgZJWVa19Tl6kahwFJoTxJ6tjwx71s
oS982/mzBIsMfk1JCZHiW4+txGN+UrrE4VHkeMLCqu3OgJNOSkDkRGPeiynHkbzX5n12XVIPMHlm
Xy3c6fKkccckzXKzo68hJHOsMcDDsfTkeh2aneMogcjaQWV5BKV3uqWum2+pXdxIUSEmVuMbzuES
KPkwhiBkcLXfiMxtMLnk/rj/AHEG3L9Mfd/vikMPnLydrtpJ6mtaVNFbh5J7e9i9J4vTHGRpIbiR
HThyKsSuxqD3zN4SOjTaLi88eXZIjKPMmlJGDKOUjLGD6CLJKRznWqrG6uWG3EhuhBwcJ7ltZP59
8swSW8cvmbSgbpXeFwQyFY41lZmkWYooEcitViNjXHgPctsU1bzI91dX+o6Z+a2mWdgJQbaxaPTx
bqiW6sYhdSmRm5vNG7S/EFBA475MDvihP283aSNOvtKu/NFsuoWEP1W/vGheGX6wymMtHxeJWlL7
hIt91oPiWseHrSbY1YalrF5PDaxfmjZ3K3MUYtbGaxhs57oyxeivpz+osh9SaJmBiQsK032yZAH8
KHoOk6XqFl5WtLTWbsapqlnbUnv2QAvMI2VnWu42YrXqR165ha0/up1/NP3NuH6x7wyrNu47sVdi
qHuZruOa1SC29eKWQpcyc1T0YxGzCTid3q6qlB417Yq8gubLzvJpt6B+XPl3V4pbqaa2W3+pCOWJ
ZnQRTJNKFE8m7NKHZV5fZLVXFUyMOu2HpalZ/lpo+m65LdpbxNHcWEk7RMjzvIr8bPdZFX4RIWry
alFBZVkbeaPzGFpBMvknlPJvPbHVLUNGKW9Ry4lXP72bvT911+MYqhX85+fLWzsVvvLdrDf3UaNK
JNStoY43aSVZIwpaRpDFSAVU0ZpR9mhxVd5c82/mJf6jBHqHli2i0u7NbfUYNQSULFH6YeWQRpLH
8fJzGqyE1ovTk6qs6xV2KvL9WvLayW8vLqQQ21t6ks8rbKqJVmY/IDPI8mOU8xjEWTKvtesjIRgC
eQDF/JFndXK3XmnUY2i1DXeDwwP9q3sI6/VYKdm4sZH/AMtyO2ZfaWSMawQ+jHz/AKU/4j+geQad
NEm5nnL7B0Qv5b6ZotrD5lSweadbvW72a8W5t2g4ySFQ0SBx+8jVQKN3rlva2TITiMqBGONVK/j5
fjdjpIxqVfzj0VvJ7PoupXfk64Y+laKbvQXP7enu1PRqerWsh9P/AFCmR7QAzQjqY/xemf8AXHX/
ADhv77TpzwSOM9Nx7v2PTrexFxo8E6CZruzEstmsMxiJlaJ4xUE+k+zmnqqyg702zqOw/wDFoup1
396XkOh+X/zLh0iS0g0bzLb2d0D18yWpuLVYJyY0thPbxmr/ALfPYxgfExJB3pMb6fJw0tuvLvnN
ngfUbjWPTtilvdWT+YbJ7mxcO0jO1/IpiblG8TLC8ayNQNzPAZIEdPuQi7DTPzM1GBHC6+LEXEkU
d/aeYLacrCbeKFllWFrj1pRNG45qECFvUK/aBBMfL5Lummq6V56vrjUNGhsdbmtbi8e7s70a9bW+
oW3oloQ8CT24eKBuVG4cv8kuDgBHPb5JS/UdO/M+31q+vtL0jXltLfUUS7uLrXreKCWzhmE01yIn
W23aEKqH1HQLVDsvEkGPl8kIq10L804dOLQ6d5ke4intZLRZvMtlcCWOJ5JJBI3GL4H5hH+IkqQR
9jiRcfL5J3Qer2XnLU5b3RU0rXbu8S4u7y19PzDaSBo0nWD0zKbaWK1UiRysb0fihT4vjUEEDfb5
ITy18sefdH8yy3+m6brd3ZxTzXK2k+uWq29y0tyqKHjCrxVIU9QBgxIPAsCBkTIEdPkmmearaX+o
6NdXlppVpJr7qsMEOoxLOkSXaQLcxSHlExjKD4wrDlxHwk/DmBpdsmTu4/8AeQb8v0x/q/74sPHk
L8wT9dA0byTAblXZ5IbOb/SHmmVrhLlXjblHNCoV6HkzKDWmwzuOPm0Uh5PIX5pHUY549K8ki1WH
jLbtaylWeW3ijuI1pb81RnRt/UPJQgK7EF44+a0jG8kecopoQPK/kx4DczIwis5OSWs3px8iXCAM
1urJJxDVITYrXi8Q7ytIa6/Lr8wJhGf0T5J4pzraLYSLEQFVI+TvFMxqsMStxC0UUHRSETj5rT0C
08qaTPZSDWtI0ua7uJ3nu/RtkMUj8/3cjCRSzSBFTkx7jbtlZkeiaVo/JvlOK6s7qDSLSC40+gs5
IYUiMaqHCoOAWqL6jEKdg3xAV3x4itJlef7xz/8AGN/+InMXV/3M/wCqfubcP1j3hNs3LjOxV2Ku
xV4RfflxdXJufV/LNLq6ubuk9zLrUn1aSNrky+t6BuXKjjZWvIdRWgVlTgVUTa/l16kzy3v5ZKb1
obnTzcrrTJCbS5uJ5WVUE0rIp9QMaCqlqLsuKqSeTbKd5tGtPy0jkhVLI6xE2vSo0ElzDMZYh9rm
YF1GepVgHBJG4UYq0vkHVJtRhv7z8soWm+tpfoItbeP0bj1blhIxEpV/TT0qqI6cpDTZdlWeJ+S/
5di3urcaUFtr66S+u4CxJeVI5EXlJvJ8JmdgedQeh4gLiqa+XPy88neW9QuNR0XThaXl1EkE0vqz
SVjQKAqrI7qv2AW4gcjuanFWR4q8r17TLLVLe+06+j9azuvUinjqVqrEg7qQQfcZ5Kc8sWczgakJ
F6sQEsYB5EJB/gaD/q9az/0nzf1zK/lU/wCpYf8ASBq/K/0p/wCmd/gaD/q9az/0nzf1x/lU/wCp
Yf8ASBfyv9Kf+mRGmeT9OsdRj1Fri8vryFHit5L24kuPSWXj6nphjQFuC1OVZ+0Z5IGAjCETz4Y1
dcrZw04ibsk+ZtnkU8yaJFElhJfRTrMlx6bIoRBE7VarCQ82AjHpqzVatKZ2HYf+LRdLrv70vILX
Sfy2hm02w1j8vdZ0wPEv1UMWNvbVvGBdrtpoZvUVmEz0ZhHGA4pQ5vCZdC4SJhj/AC9e6tbyy/Lr
X7qylsob2C9tBcsyNbxTQ+hKhnRPURGKcVkdnY7rsDjcu8JR2r2XkgyXUc3kPXpkvFinuEgha5kk
9Zklljmt5JXSNXGmQoW7/ZUqanAL7wqWafpn5R6zpsMlv+W3mCa2t7iNbdHhmK+oX+rk8vrZQojW
a+qC1B1YfE2EmQ6hdk2t9I8kXumiztPy/wBesxarOkdvcC7sgqy3dtJcIksE8hJLsskfH4T6bcWV
RXBZ7wqhpflby/bJMLD8ur2G78xJDpepxS3t8sa6fNEskvOV6pEIivAKlDsBVSeOAyPetJ55TOj+
VTD9T8k6vYz3EU9pH9WM99GlnY3EnoCVp3X0zJzZ41414kCtKDBKz1UJlP8Amw8enS3Y8oeYkaOD
1wlxZCJRWUxBZGEj8OJHN9jxT4sjweYTbMYGV1vGdXVWcFlHIOKwx7fB8VflmFpvryf1x/uIN2T6
Y+7/AHxUP9x//L7/ANPuZm7S7/cf/wAvv/T7jurv9x//AC+/9PuO6u/3H/8AL7/0+47q7/cf/wAv
v/T7jurv9x//AC+/9PuO6rv9G+r3PpfWOXpPX1vrFKU7ertX5Zjaz+5n/VP3NuH6x7wyHNw4zsVd
irHvPPnbTvJuiHWdStbq5slkWKU2aI7IXB4Fg7x/CzUSo7kdt8uwYDklwgi2MpULYlpf/OQPlHU9
SvtPtdO1NpdNs5tQvJBHbtGsFvF6rFWSd/U5bKhSqsSCDx+LMifZ84gEkbmuv6mIyglSk/5yH8qi
6js7bR9X1C8mcxRW1hFaXcjsqCRuCw3Ll04mqyLVHoeDNxahHZ06smIHnY/R+OqnKF0v/OQ/k6PR
ItZ/R+pvZyNIrmNLVzGsX1WrvxuCvXUIl4qS4bkGUFTiOzp8XDYv4+fl5FfFFWlk3/OUnkdVsZI9
N1JobxnDM4tYmRULLy4tP0LgCrFVpX4uSsuWDsvJvuNvf+pHjBpP+co/JUdnZz3mk6rDLeQNcJHH
HbyKVjLo5VvWQlQ8LqOSqdq0Ax/kvJZox2/HcvjBEy/85N+QY79rI2OqtIjokrpBCyIHKAMaTk0r
IBsK17dMiOzMlXcfx8EnKLp6pp2oWmo6fa6hZSerZ3kUdxbS0ZeUUqh0biwDCqkbEVzAlExJB5hs
Bee3X+9M3+u3688e1H95L+sfvetx/SPcg7e/sbmWeG3uIpprVxHdRxurNE5AYLIASVPE1ocjPFOI
BkCBLl5+5kJA7A8m4r6yluZrWK4jkurcKbiBXVpIw9ePNQaryoaVxlinGIkQRE8j0PuQJgmgd1bK
2TIIrn09EigNlNepdLNG6xD4VAid/wB4QeSh+PAFQTyIzv8AsP8AxaLz2u/vS8kg8ueSLnTLCHUf
y01mG30gXF3ZR2cupOyyfuHPpcjaSs7tMQBIFP7tqVGb3fvcNlXlvzNpHl3R5G0LyT5kgguZbi6u
re4t7iS5b6vBEA49aSZi8y8FijLLXi1eLChgY3zIW0xtPzeivfLsWt2PlPzDPFO1zGtsLNDMr2q1
PqIsrkB2qi8a/EpWldiPD3qwm01svPV1PAjSeW9WSZ7c3JRbchRQTlYuUxgPqn6uBxZRQunjUAw8
1tAab+Z91e6g1q/k7zDaxnj6M81mFU1iaX4zz4L9jiPiPxEBuJIqTDzC2pW35sm5lhMHlPX3tZpD
btKtoGeKYNECJo1c+mo9f4izArxcFfhOPh+YW0RYfmgbs2oPlLzJbG6lihUT6fx4etK8QklIkYIi
+nyct9lSD3GPB5hbTnyj5lvPMFpd3c+jXmiww3L29tDqKGG4lSMLWYxEfAjMSEozVArt0yMo0oSX
z/ZfWtL1ZE0u+1Oc2l0kcdnIqI3KO2/cuj+qjSSkD0y0EgXi32a742kP7zJ/XH+4g25fpj/V/wB8
Ui0TQH1z0tOtdQ816Db23qTyNKGtFNFWzWG3dkSNY/3JlVPS/a5DhtmaTXcWlNJfyetZ7xbq580+
YLpkhWBIri7hniCjiHYRywOoeQLRnpXc0ptSPieQTS3TfyfW102O2l81a693FFPbJfxXfpSrDLLH
JGilllI9IQKq703bb4qAnJ5BaW3P5LWMurzasnmrzJDeS3AulKagOCMFKrGqmM/uwGI4k9CR0x8T
yC0zTy9pt3pmhWGnXl62o3dpBHDPfycw87ooDSMHeVqsd93OVk2UphgVRvP945/+Mb/8ROY+r/uZ
/wBU/c2YfrHvCbZuXGdirsVSLzhf+brOwt38r6ZFql884WeG4lWCNYPTdi/MsprzVVFA3XpTcKsZ
/wAf+f4tK0V7jyb/ALl9WhLGwF9DG8c0aRs6FZQqj7UrgGT7KgEhm4qq4edvzRt7bUprzyNQ2yRv
Zs2pWMEUpBCzK8hlmMZ35pVadVJHEM6qq/mH83SZkj8rwJ6ErMJnngP1iIJLRIoxcjg/NI/ikcCj
/ZFDiqlH5u/OBoZHfyIqSKWkSL9I2bclVYqQV9UDk7NLSXoAoJSrcQqik8yfmt9bhZ/J0H1WeCMv
CNRh5wXBZuYeWhEi8eP2YtjXdsVQt95v/N//AEj6j5CVTD9ZEHq6lZv63CgtmFHj9PnXkynpTjUV
5Yqyfytq3mfUIJW1/Qv0JMiwmJPrUN0JDJErSj919j0pCyd60qDvirEbr/emb/Xb9eeQaj+8l/WP
3vW4/pHueea9+SvlTW3ma5ub6ITXEt1xgljUK07NJKq1jY8WeV23JPxEV40A3Gn9oc+KIiBDYAbg
9Nu9xMnZ8JEkkoWT8hPJj2dzaC51COG6+qer6c0aGtlbtbo3wxipdZCz1rVt8kPaXUAg1CxfQ9Tf
875eSD2bjqrP9nwZv5f0Ky0LSotLsi5tYXleMSEEr60rSlRxCgKpfiopstBmn1WplnyHJL6jX2Cn
LxYxCPCOTPdIiWbRxExYLIrIxVirUbbZlIIPuM7fsT/Fouj1396WHp+Rvk8RPE8txJG8hlZQllF8
ZYMCTDbRFgGAIDVHtu1d14pcLhRH/Kp4Y1t4LPzJrVjYw27W/wBWtLr6soYszCSNYFjhQ/vG5fu+
y048TyHieQTSBt/yXnFokVz5681POJmleeHU5I+Q5NwQhxKQoVgCA1CRWg6YfE8gtM60PSm0rTUs
mvrrUWRpHa8vnWWdjLI0lGZVRaLy4qAoAUAZWTaUfgV2KuxV2KpLqWgWusfXYbmadInEkDRxPxQ+
rHCfUKEMrOhj+AsDSp23zG0pqeT+uP8AcQbcv0x93++KRp+V0UUEsEHmbXreGQRiOKC8jiSIRwyx
UiVIlC8vW9RvF1U9szfE8g00htJ/KzUrWYS3vnLXLn07gXEEcd3KibiFnjlEr3BkT1IW4rUURyp5
faxOTyC0jX/LSGS3s4JvMeuTLZvC7NLdrIZ/QUBVnDRlXqRyJoDy+KtaY+J5BaQtv+VIsTXTPMWq
W/8AoLWXF52KmQW5t4rhlhNuGkVX5EncsqFSvHd8S+YWl6flRbrBdW7eaPMc1vd201q8U+otOAJi
ayL6qOeaq3Fakig3BapL4nkFpVg/LGOKaWUeaPMLerLJIIzfkIiSLIohjVUULHH6pKdwQu54jHxP
ILTLrz/eOf8A4xv/AMROYer/ALmf9U/c24frHvCbZuXGdirsVSLzd5I8t+brS1tNetfrcFncLdW6
FiFEqgrUr9lqozL8QNK1WjUIVY0n5Eflwt5eMNLT6hfQNFcWfqXHIySSrLJJ63rcxy9JBxHSm3U4
qi4PyW/LW31C91CDSWivNRimgu5ku7xSyXEnqy8aTURmf4uSUYdjirKNC0LStB0i10fSYPq2nWSe
lawcnk4IDWnKQu569ziqPxV2KuxV2KvlrVfz28x2+qXluukaUywzyRqzR3XIhXIqaXIFc5CWlwEk
nHH/AGX/ABT6ng9m8UscT4mTcDrH/iEJ/wAr98y/9WbSP+Rd3/2U5H8np/8AU4/7L/im3/Qzi/1T
L84/8Q7/AJX75l/6s2kf8i7v/spx/J6f/U4/7L/il/0M4v8AVMvzj/xDv+V++Zf+rNpH/Iu7/wCy
nH8np/8AU4/7L/il/wBDOL/VMvzj/wAQ9A0r8yL9vL+k6nfmysl1SR4kSOCf0o/TpyZnlv4QetQi
BpG/ZVqHNnpez8coWBwjuuf/ABbx/amLDps5xnjlXW4f9U1Gx/OK1vktZbWVZLa7uJrWO6FjP6St
BNbwlpH/AEl8KsbxCtd9jUA7HI/kyP4M/wDi3XfmcH82f+mh/wBU113+dHl2zij+ta5ZR3k1j+ko
7D6hfPMYRC89OSXrRc+ETbc+u3cY/wAmR/Bn/wAWv5nB3T/00P8AqmjL3809Fsri9t7rXbOObTlW
S9X9G6oRGjSJEG5rclGXnKq1Unf5HH+TI/gz/wCLT+Ywd0/9NH/qmsj/ADY0Z9bi0b9NWa3lxBZ3
Nvy07UQkiahIkVuFP1vqzTR1qBTlv0aj/JkfwZ/8Wv5jBdcM/wDTR/6poS0/PDyfdq5tvMtlIUdI
yo0rWOZeWN5Ywqmfk3JIWI4jf5kVf5Mj+DP/AItH5nT90/8ATR/6pqkH5z+Vrh/St/MVnPP0+rRa
VrEk1ayAr6S3Bk5D0XqONQBU7EY/yZH8Gf8Axa/mdP3T+cf+qa7Ufzk8r6dcy2155jsYp4VkeRf0
ZqzUWJ3jc1W4II5QsNuvbYjH+TI/gz/4tfzOn7p/6aP/AFTZZpOoanq+l2mqadqNhcWF9Ek9rMLS
9XlHIOSni16rDY9CKjB/JsPwZ/8AFsxlwn+Gf+mh/wBU3Jc+Zhq0lglzYrSBbhpBbXm5ZilKfXvB
OuQjoYxkQNuvOfu/n+TcRhOMTMZ86+qHv/1PzRgXzV3vrH/pFvP+y/LvyI7z/pp/8W08eD+bL/TQ
/wCqbfHzP/y22X/SNd/9l2P5Ed5/00/+LRxYP5sv9ND/AKpu4+Z/+W2y/wCka7/7LsfyI7z/AKaf
/FrxYP5sv9ND/qm7j5n/AOW2y/6Rrv8A7LsfyI7z/pp/8WvFg/my/wBND/qm7j5n/wCW2y/6Rrv/
ALLsfyI7z/pp/wDFrxYP5sv9ND/qmlWteaLnRQh1LWLGEu4jCraX8rBmUuOSxXjso4qTUimVZMEI
c5fbk/4ty9NpBm+jHI9fqxj78YV9T1DzFb6NfX8V7p9ylrDNIUEF2VYwqxZCRfHutDhyaOPATdij
/FP/AIthghhlljAxnHiI6w69f7t6Lm4eedirsVQmoy6THHGdSeBIncJF9ZKBTIQaKvPbkQDsMVWw
6fos8KTQ21tLDKoeOREjZWVhUMpAoQRiq1LLQnmkgS3tWnh4maJUjLoHqV5KBUcqbVxVjnnHy9O0
ttd6fq1l5egiRkea4t4ZY2kMsThTFIY0fnHG6V5Blr8PXFWPx/l757ja1ju/PFpemSRGMH6Is7Rp
VRa/u3iZm2/vGWhD8ePwqWxV6P8AorSa0+pwV8PTT+mKt/onSv8Alig/5FJ/TFVeGGGFBHDGscY6
IgCjf2GKvg/zRB6+qavBy4erPcJyHUcnYVzmIS4ZA9xfbfA8bSeHdcePhv3xpIl0e4EE9v8AXpPQ
kUpFHxRQisXNPgC/z/s8RtT7Pw5mfnI2DwC3nj7L5eA4xqJDGb9PDtvfQSA6+Q8uiu1jO0szicRG
Xn/dIFNWiEaF2JYsUpyFKb5AamPCAY3Xf/Z1cqfYGXxp5IZjDxDI+mNcxQupb8PO652eq+ytriBG
Wa5e5LEEM4VaAKFpsO5Ff7ak1ZssZ1UeF2PZfZ+XT8XiZZZuKqvpXxPN9E+Q9C0fWPI/laHUr6S2
NrqH12ztEljjF1PbcpVjdHVjIqhS5VaHavQZs9D/AHbwXtIAdZL4IvyjF5U0y4sNSHn6+1fnFFGL
S61ATWrSXahUmaKT1JkErRH0vUlIBqF3O+YXQRodWXWXnzyTek/U9f0+4AYIGjuYWVmJRaKwajfF
Ki/D3YDqcFM+Md62HzJ5DskmuINU0u2S7dLm4mSe3jEsk8fwSuwYc2kjh2Y9VXwGNFeINnz55LEE
kx1uzCRCUsDMgYiBQ8hVK8nAV1aqg1BBGxGNLxjvc/nXyRLK1hNrNgJZW9A2s08SGQv8PAJIRzqT
xIFd9uu2NFeMIdPNn5dQ6fZ2g1PTILQBFsbAyQx0Fu/GNIrc0YGN46KoWqladRhoo4oo/T/N/lfU
WiSz1W2lknEZgi9VVkkEyGSMojEMwdEYig3ofA4KSJAtw+bvKk2ofo6HWrCXUPVaD6mlzC03qxir
x+mG5c1HVaVGNJ4g5P8AlKpf+YGP/k9JlH+U/wA39LmH+4H9c/cE2y9xHYq7FXYq7FXzv+bmj6xZ
+c73VjYvDYXpFrFcmUss0ktuVBHLccafZpQUzSauBEya2fROwNRjnpo4+K5x9VVyAl+N2e+S9E1L
Rvyo1ey1GyaxuhFfF43kMhf90V506IDx2C7H7X7WZmKBjhkCK5uh7S1MM3aEJQlxRuHSuvLz/A6P
cs2jxLsVdirFfzMtfL8/laQ69od75isYZY5RpWnRST3EkgNFIjjeMsFrU1NMVeWa35Z8l6l5X1DR
bfyJ5jim1OWS3i1CWzPKKW6dLhZ5VSdC0EMkcIYlTXgOXKjHFUyfy7odpdLc/wCA7q6uiI53mln1
Nv31x6d1IVjjgmhjrPGOIT7LD4xEMVQOleU/KCq5vvyz1C0t9GhuruzitLjUbidvVRYnESOtvEzz
RQooQSlwafCNzirJvJ/kH8s9WjkSDydqeirZzW06DUvrVsZGhhi9AqfXf1FjVUBRtgwNRyrirJLX
8pPy9tbCLT4dKItIbhLuJGuLlyssYiVCHaUtxVbWIBa8aKNsVZfirsVfCOv/APHd1H/mKm/5ONnL
F910v91D+qPuTFbHSNGt0fWYGvdSuFV001JTEIImHJXndQT6jj7MY6DduoGGgHGOXJmP7o8MB/FV
8R/o+Q7+/kuhi8ua1Wzs7b9Eakd7NpJzJBM3++ZGkA9Nm/YevGuzUryCKKJSzYfVI+JDr6aI8xXP
zHPu7iQTQywzPDMjRzRMUkjYEMrKaFSD0IORdhGQkLG4L6K/LW7tIfy1sIJWiFzdC5jso542mV5R
E7kemvxOOCtVQakbd83Wh/u/i+Xe0f8AjcmB+WvMM9xrkkV3beVGg1GV7WbT4bA8zcD7DPJCJ4nU
PdRn+9Zv3j1AKtxzqecEvcmmga5+XstnLqnmq10KysbC8tj5dm0ezu7e4hBM1xD6rRpUM4jZuEbc
eqsKmhBBTGUetMq1jzN+TUek28N3b231ZgkVhbLZSQyKZTcQRrB+7jMTEwTKpBWniOQqKLMyhSHj
83/kpqEOoakNLt5v0dA0t5PNpTIfqknBXcSSwqrI0c6sVDcirfZ3xorxQbHnL8g7i9jlePTPrUQt
7iG4m01kKtN++tykkkC0duXJADy6++NFeKCo/mb8lfr1ldR6dYzzP6fp36actYEvKGN2do1cLM84
X4K7t8VBU40V4oIS11n8jpNa0l7PTbe31sTFrOK2s2t5FZ2khYyGJUjkXlA/wlm3Wqgmhw0UcUEf
o/nH8mL/AMw2FhZ29mmvyTSSafEdPKTLLIPWeRJRFxRpFUOx5g9K74KKRKJLME/5SqX/AJgY/wDk
9JmP/lP839LsD/cD+ufuCbZe4ijeXdtZ2k95dSLDa20bTTzOaKkcalmYnwAFcVSCP8xvJ8l1BZi8
kW9uQjRWclrdRzlZBOyFoXiWRQy2kjAsBtQ9HTk0x4gui/MPydLfafYR6gDeapaRahYQelMGktp0
kkjcAptVYHPE0YU3G4q0vEE8sL601Cxt7+zkEtpdxJPbygEB45FDo1DQ7qa74sgl/mDy6mtC1Daj
f6f9Vd3H6PuGtvULxtGBLx+2ELc1H8wFaioLbExtR1myFh5Hv7JZprkW2mzRC4uXMszhIGHKSRt3
Y92PXKs/0S9xczQD9/j/AK8fveiZlOldirsVSXzZf+Z7HTUuPLulprF6sqiSxeVLflFxblxlkZVQ
8uO9G+WKsZTzX+bizPHJ5HSVIeQ9VdQtY0uOVzwQx1kdo+FvSRuSnkaqONByVZfZapO1nA2o2klp
ftGjXNrEstykcjKCyLMkYWQKduVB8hiqv+k7b+Sf/pHn/wCaMVd+k7b+Sf8A6R5/+aMVd+k7b+Sf
/pHn/wCaMVd+k7b+Sf8A6R5/+aMVV4ZVlQOoYA9nVkO3+SwBxV8Ka/8A8d3Uf+Yqb/k42csX3XS/
3UP6o+56Zd+dtI0awt4JbaVp5rpr+C5iggeGa3ljkUN6ru3MqzheIVSpBDH4QMt4gI11u3mcfZuT
NMkEUI8JBMrEgR0A27+ZuwRztp/zB0fUdPk0vRtI+uavfWy20a3NvCkUCmD05hzV/sx/HKrtQCtW
ApkuMVQG/wCxR2VkxzGTLPhxxle0jZ3sbV12jQ9wt5x5nuYLrzLq1zbuJIJ7y4kikHRkeVmUj5g5
TI2S9JooGOCETsRGP3PoH8rmi/5VjbxPdCzaaO4SO4LcSh4sS67qaoAW2PbNvof7v4vm/tH/AI3N
KoG1y+WG2/5WcVaSN7P6s2mwWt2bssOEzqxjmRVWaIAEANVDyPMA53wee/zkb5c8w3dprsbaj560
rVtFnSdYrUCO1uTdfu2VYUZriSePhVlpJX4tuSleIITGW/NlFp53/L+O0tkttc0uC2dQtrELmCIc
VQPxVCy04owPGmwwUWYlHvVZvNfk2CRrr9I2bzuy2rPA6TTEiRFEZEXN6I9ytey86mlcaXiCnP8A
mF5Gt7EX82vWKWpWJg5njrSdecXwV51dd1FK0xpeMd6tB528nTwtNFrdiY0VpHY3ES8UXiS7BmFF
pIhqdqMp6EY0vGO9Y3n3yWJRENas2JT1OaSq8YTjzLtIpKKoUgkk7ArX7S1aXjHemWmazo+qw+vp
d9b38NAfVtpUmWhJUHkhYdVI+g4pBBQqf8pVL/zAx/8AJ6TKP8p/m/pcw/3A/rn7gjdR1LTtMs5L
3UrqGys4uIlubiRYol5sEXk7lVHJmAG/XL3EJQ15rvlyO3tjeajZpb6mv+h+tNEEuUZQf3XI0kBV
h9muxxRYYtZ2H5GagZLeyt/LF2bSOS7mhhTT5fSjoqyzMqg8VoFDOfauHdjUfJkNp5Z8miOO3tNK
04R2BCxQxW8HGAlXcBVVfgPG5dvk5P7RqGVBNbW1trS2htbWFLe1t0WKCCJQkccaDiqIq0CqoFAB
ilD3Wt6NaXcVnd39tb3c5RYbeWZEkcysVjCoxDNzZSFp1IxRaH81/wDKL6x/zA3P/JlsqzfRL3Fy
9D/f4/68fvZ5mU6V2KuxVJfNl/5nsdNS48u6WmsXqyqJLF5Ut+UXFuXGWRlVDy470b5YqxlPNf5u
LM8cnkdJUh5D1V1C1jS45XPBDHWR2j4W9JG5KeRqo40HJVl9lqk7WcDajaSWl+0aNc2sSy3KRyMo
LIsyRhZAp25UHyGKq/6Ttv5J/wDpHn/5oxV36Ttv5J/+kef/AJoxV36Ttv5J/wDpHn/5oxV36Ttv
5J/+kef/AJoxVXhlWVA6hgD2dWQ7f5LAHFXwpr//AB3dR/5ipv8Ak42csX3XS/3UP6o+5X0vzC9n
aNZXVlb6pp5f1Y7S89YJHKQAZI2glgkUsBRgHo21QaCkoyrmLa82kE5cUZShPlca3HceISB8trHT
mVW88ziSzltNO0u00eO5AW7azNyzzIDURs9zPcMEruVSgO1a0FGU75AD5/pY49FUhKc5ZCOXFw7e
fpjHf33XRJMg5r6P/K+OdvIWjPBYRXksbzskspUGBvTcK6BhuWP7s0Zdm60rm50P92+Xe0f+NyQu
i2mto9tI/wCXOjSK6rctqFjPZIizSXCxsI1KMzMsKiYvyFacRuBmc88L7ghYLa7g1XTDc/lnpunt
DPPPbXIvbC39KqLED6UXP1ZGoiV6fYb4T8Kq/BMNL06a51Gzhk/LPT7XR5w4nuj9SBhEvOB2MTpH
KeUMUYZOG6tSvw0I+KQPJl9jo3kgercWFjpg9J3knmgit/hkfg0jOyDZj6SFif5R4DBuzAi4eTvJ
Nxbrx0PTZbd1hKUtYGQrCD6BHw0IjDfB4dsbXhHchz+XHkUNWHRLW2UwtbvFap9WjeJ3SRkkjh9N
HHKFftA06dCatrwDuRjeTfKD1D6Hp7BkaNq2sJqjoImU/D9kxoFI8AB0xteEdyJ0rQNC0dZU0nTr
XTkmIaZbSGOAOyjiCwjVakDbfFIACgn/AClUv/MDH/yekyj/ACn+b+lzD/cD+ufuCI1nRtP1nT30
/UEeS1keKQiOWSBw8EizRsskLRyKVkjVvhbL3DItjUf5N/lqmlrpX6EjfTluGu1tZJZ5EE7iNWej
yN+zAgp0pUdCamyx4AiR+V/kgWupWpsJHh1iBLbU+d1du88UTFkDu0peq8qcq8qfDWgpgtPAEJZf
kz+WdlrI1q20ONdTFybwXLSzufXbkS1HkZafGfhpx9thhso8Mc0Jb/kP+VkMNoh0USPZuk0cvrTx
lpo0SP1WSF44+TCJSwChSd6b48RXw4o3SPye/LnSL+PUNP0gQ3cSwpHKbi5koLZo3i2klZfhMCb0
7Y2ogAn3mv8A5RfWP+YG5/5MtlOb6Je4ubof7/H/AF4/ezzMp0rsVdiqTeabXzPcWUSeXruO0uhJ
WV5Cq1TiRQM8N0NmoSvCrDYMvXFWP20P52Rak6yz+X59MZy6yMt2JwpVB6aogVAOQc1LMdx4bqsx
luZkkKraSyqOjoYgDt25SKfwxVb9duf+WCf/AIKD/qrirvrtz/ywT/8ABQf9VcVd9duf+WCf/goP
+quKu+u3P/LBP/wUH/VXFVeGRnQM0bRE/sPxJH/Alh+OKvg/zKJz5gu/TbigvZzN03UepQbg9X49
M5vFwWeJ9i1A1PgYjp/qFWPTRHD1v+lQ2INE+8E1jJrLIxvIo1czKqhTQCGlGYAF96itCe+X5IYK
9JPL7fk4Gl1Ha/F+8xw4TMdRtHrVS6ednf4L2bVEjlokcjfv2h3NaU5QKw+EVqeLUNNseHBfM9P2
sPG7X4SOCNkyN3HYV6Yjfv2s35962CTV6R+tDGPhX1aNU8iUBp0GwZmr4jjTozCccG9E+X4pu0uo
7V4oDJjhw7cRsXW1nadXVnl5V3+l/wAthAfIWiGS0ubqRXuTA1u0iLG3oyAmRo2UgMpKLsfiIoK7
5naH+7eT9o/8bkkek6N5JSx1HTpPy91mwjezjvNTt4RfNG8if6THbWcgdA7pI5Uqvp0YACqjbNee
AHchE8v/AJepfpG3kTzD+jLi2iU2cttdulu9PUj9JYvUKt/pTo9ZwIyhoo+0Wyih3FHWvl3yZIbY
SeUNfEFrfwX2mK1uw9FktrZlV1+D4EoI/jLsCHHIdMbTQ7ivuNH8iavdT6XL5A1+S1uvVuLuedbq
CINcvBdMIybgbvOq1VKcSrdq1VodxZPpP5hThbCxj8p61BFWGEs1rPwhhLJErM8qIWpyD06hAxbi
w4YKZifkum/M+6S7u7NPKWuyS27kRTfUpVtpF9dYOXrMB2Yy/CG+AVrXbGl8TyLK9C1ePWNItdUi
gltortPUiiuAgk4E/Cx4NItGHxCjdDgZg2LR+KUpT/lKpf8AmBj/AOT0mUf5T/N/S5Z/uB/XP3BN
svcR2KuxV2KuxV2KpV5r/wCUX1j/AJgbn/ky2VZvol7i5Wh/v8f9eP3s8zKdK7FXYqhP0raeJ+7J
cJV36VtPE/djwlXfpW08T92PCVd+lbTxP3Y8JV36VtPE/djwlXfpW08T92PCVd+lbTxP3Y8JV36V
tPE/djwlXmd1+R35XXNzNcyx3nqTO0j0mIHJzU0298wP5Mh5vSw9q9ZGIiDGh/RUv+VDflV/vu9/
5Hn+mP8AJkPP8fBl/ou1vfH/AErv+VDflV/vu9/5Hn+mP8mQ8/x8F/0Xa3vj/pXf8qG/Kr/fd7/y
PP8ATH+TIef4+C/6Ltb3x/0rItK8keXdJsksdO1DUbe0jrwiWRCBX/WjJyyGiERQMvx8HXZ+18mW
RnOMDI+R/WjP8P6d/wBXfUv+Dj/6pZL8qf50vx8Gn+UD/Mh8j+t3+H9O/wCrvqX/AAcf/VLH8qf5
0vx8F/lA/wAyHyP63f4f07/q76l/wcf/AFSx/Kn+dL8fBf5QP8yHyP63f4f07/q76l/wcf8A1Sx/
Kn+dL8fBf5QP8yHyP63f4f07/q76l/wcf/VLH8qf50vx8F/lA/zIfI/rd/h/Tv8Aq76l/wAHH/1S
x/Kn+dL8fBf5QP8AMh8j+t3+H9O/6u+pf8HH/wBUsfyp/nS/HwX+UD/Mh8j+t3+H9O/6u+pf8HH/
ANUsfyp/nS/HwX+UD/Mh8j+tDv5S0prr60us6pHOUERdXh3QEsB8ULdzg/J73xS/HwbB2oeHh4Md
c+R/4pUTy1ZKwJ13VWA/ZLwUP3QA4fyh/nS+z9TE9pf7Xj+Uv+KVP8P6d/1d9S/4OP8A6pY/lT/O
l+Pgx/lA/wAyHyP63f4f07/q76l/wcf/AFSx/Kn+dL8fBf5QP8yHyP63f4f07/q76l/wcf8A1Sx/
Kn+dL8fBf5QP8yHyP63f4f07/q76l/wcf/VLH8qf50vx8F/lA/zIfI/rd/h/Tv8Aq76l/wAHH/1S
x/Kn+dL8fBf5QP8AMh8j+tTufK+kXVtLbT6pqLwTo0cqGSOjI44sNo+4OJ0dijKX4+DKHacoyEhC
FjyP62XQTxzpzjrxrTfbMginWqmBXYq8385eXNB1eOwuNYuZLSPTZzNbSxyLFSZ0MaNzILAoW5LQ
jcb1FRlpVjth5F0JRIln5z1xYnlZBanUqBWRHQxqCgkGzljvyYgOST8WClVbH8r9HuGTUk8wapLq
n1P6hNqdtdlJGoH5ksfUkrykqFkduHFadMNKqt+Ulgda/SyeY9fSUxyxtAt/WM+spRm5MhlDAFaE
PtxX+XGlR+pfl+L5ro/4k121F1K0xW2vfTEfLh8EXwEoi8Nl9zjSoe5/LSKTWINbTXdWbUrSO4jt
w90oiZbiZ5yknGIPwDMqgA7KqjtjSqGl/ldJa26GTzPri3MiRNdCK8X0zcIIecoJi5OX+rgNzrUF
tviONKyfSNDk0zTo7JdTvbsx0rdXciTzvRQvxOyf5Ndh1JxVF/VZ/wDlsm+6H/qnhV31Wf8A5bJv
uh/6p4qkOvebdD0C+hs9X1WW0e4j9SF2WJg37xYgoVY2cnk4/Zp4nBapNcfm75Ch0e81ca7dSWFh
dLY3Uq2jqFnJNUHO3QNxClm4129yKi1VovzT8iTNGsXmCd2lFYwtrIS1GZKAC2rXkhFMNqsuPza/
L23uvqs3mWVJ+TKUNs/wlHeNixFvRQrRNUnam/Qg4LVv/laXk4Xr20mr3caLp8erR3TW4MUlpKhf
mnGJnqqrUhlB32rhtUJD+dX5cSaSmqyeYp4LR1L1ktmLBRIYqkJA9KsNvahwWrN7DVNPlso7pb31
YJ+Rhlm4xE8TxYAFYzsR4YVV/wBJad/y1Q/8jF/rhV36S07/AJaof+Ri/wBcVd+ktO/5aof+Ri/1
xV36S07/AJaof+Ri/wBcVd+ktO/5aof+Ri/1xV36S07/AJaof+Ri/wBcVd+ktO/5aof+Ri/1xV36
S07/AJaof+Ri/wBcVd+ktO/5aof+Ri/1xVcl/YuwRLmJmY0VQ6kk+wBxVXxVoEHpiqc6T/vKf9Y/
qGVy5qjcirsVfJ+q/wDOTFtqdr9WuPK3wc1cH66rbqfBrYjcVGb49k/0vs/a435jyUh/zkrIoITR
7teTFm/3JI1QSTx+Ozag3/ZoffB/JH9L7P2r+Y8lif8AOSM6UKaZe8vhqzajE9ePL9l7Jl35b0HY
Y/yR/S+z9q/mPJEH/nJyalBotwoJJIF/Ea1IPU2ZI6U2w/yT/S+z9q/mPJXtv+cqJo4uMvl0zvVj
6jXqqaEkgUW2A2G2P8k/0vs/av5jyVf+hrP+/X/6f/8As2x/kn+l9n7V/MeTv+hrP+/X/wCn/wD7
Nsf5J/pfZ+1fzHk7/oaz/v1/+n//ALNsf5J/pfZ+1fzHk7/oaz/v1/8Ap/8A+zbH+Sf6X2ftX8x5
O/6Gs/79f/p//wCzbH+Sf6X2ftX8x5O/6Gs/79f/AKf/APs2x/kn+l9n7V/MeSXWP/ORej2Oq6hq
tp5OEeoaqYzfz/pFyZDCvCPZoCq0X+UDH+Sf6X2ftX8z5Jj/ANDWf9+v/wBP/wD2bY/yT/S+z9q/
mPJ3/Q1n/fr/APT/AP8AZtj/ACT/AEvs/av5jyQ+o/8AOTlpqNlNZXflQvbTrwlRdRZCR7MkCsPo
OP8AJP8AS+z9q/mPJEf9DWf9+v8A9P8A/wBm2P8AJP8AS+z9q/mPJ3/Q1n/fr/8AT/8A9m2P8k/0
vs/av5jyd/0NZ/36/wD0/wD/AGbY/wAk/wBL7P2r+Y8nf9DWf9+v/wBP/wD2bY/yT/S+z9q/mPJ3
/Q1n/fr/APT/AP8AZtj/ACT/AEvs/av5jyd/0NZ/36//AE//APZtj/JP9L7P2r+Y8nf9DWf9+v8A
9P8A/wBm2P8AJP8AS+z9q/mPJ3/Q1n/fr/8AT/8A9m2P8k/0vs/av5jyd/0NZ/36/wD0/wD/AGbY
/wAk/wBL7P2r+Y8nf9DWf9+v/wBP/wD2bY/yT/S+z9q/mPJ3/Q1n/fr/APT/AP8AZtj/ACT/AEvs
/av5jyd/0NZ/36//AE//APZtj/JP9L7P2r+Y8kHrH/OSunazpd1pepeUfrFheRmG5gOoMvNG6ryS
3Vh9Bx/kn+l9n7V/MeTGdF/Mz8utE1SDVNK8gfVb624ejKurXLAenGYl+Fo2UgKT1HXfrvg/kj+l
9n7V/MeT6d/J3z7/AI38pyax9R/R/C7ktvQ9X1q8ERuXLhF159KZrNZp/Cnw3ezdCfELZzmKzdir
/9k=
uuid:6348d656-8340-42a1-afc7-7614395e4355
xmp.did:F214AFB86965E611B45AC85E267E459D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:505e2702-b38c-446b-9c78-e38a59d1e5b3
xmp.did:28298A551833E611935FC67B4FBD7D41
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:CB252E95E107E611BE5FC900FC032A52
2016-04-21T11:53:33-05:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:F214AFB86965E611B45AC85E267E459D
2016-08-18T12:32:22-05:00
Adobe Illustrator CS6 (Windows)
/
Print
True
True
1
11.000000
8.500000
Inches
AvenirLTStd-Black
Avenir LT Std
95 Black
Open Type
OTF 1.029;PS 001.001;Core 1.0.33;makeotf.lib1.4.1585
False
AvenirLTStd-Black.otf
AvenirNextLTPro-Demi
Avenir Next LT Pro
Demi
Open Type
Version 1.100;PS 001.001;hotconv 1.0.38
False
AvenirNextLTPro-Demi.otf
AGaramondPro-Regular
Adobe Garamond Pro
Regular
Open Type
Version 2.111;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
AGaramondPro-Regular.otf
AGaramondPro-Semibold
Adobe Garamond Pro
Semibold
Open Type
OTF 1.007;PS 001.000;Core 1.0.30;makeotf.lib1.4.1030
False
AGaramondPro-Semibold.otf
AGaramondPro-Bold
Adobe Garamond Pro
Bold
Open Type
Version 2.111;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
AGaramondPro-Bold.otf
HelveticaNeueLTStd-BdCn
Helvetica Neue LT Std
77 Bold Condensed
Open Type
OTF 1.029;PS 001.000;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-BdCn.otf
HelveticaNeueLTStd-Bd
Helvetica Neue LT Std
75 Bold
Open Type
OTF 1.029;PS 001.102;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-Bd.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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 29 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
15 0 obj
<>stream
H|WK%
)&ji%>@Ö 1EUoZ@ oO?}Nw>i0o~{:~ujG_Μa=Rbc2QJ:kGۑg98rkzĥ\ȳ]-2iZ= &Y<)8Jo dIE}URqr:ڀc̳="/}{m!%A>O_?joyP=VY'6>w%i嫴s5V9Sxu_0(b7OTEm Ƥwmg:zՎ
iԊz융gXbۧU~}V,g^.
KjZ XPK*k.p