%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Infographic-Newry-Mourne-Down-2018
2019-07-24T13:55:27+01:00
2019-07-24T13:55:27+01:00
2019-07-24T13:55:27+01:00
Adobe Illustrator CC 2017 (Windows)
256
180
JPEG
/9j/4AAQSkZJRgABAgEAYABgAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAAYAAAAAEA
AQBgAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAtAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9B/8q18k/wDVu/5LT/8A
VTM7+Us/877B+p1n8jaX+Z9sv1sL129/KPTtRuNKsdMn13V7ONpr2w0uV5XgRH9JjKzzxxhhIQhj
DGQEj4aYZdo5oR4pzEI98qA+5H8kaXpD7ZfrZF5c8m+Sda0Oy1X9CyWZvIxIbWeacSxk9Ucc9mHf
IR7VyyFxmJR7xwkJ/kbTfzPtl+tXufJX5b2t5aWVzbxw3d8XFlDJczK0pjAZwgMnxEA1oMmO0NR/
O+wfqR/I+l/m/bL9a+48ifl7bT2sE9msc17I0NohnuKySLG8xVfj6iOJm+jB/KOf+d9g/Un+R9L/
ADftl+tAX+hflJp+mNql96FvYiaS1E0lzOOVxC7xyQxr6nJ5A8TjgoJNDTJDX6gmr+wfqR/JGl/m
/bL9aDaL8kl0mLVmntxYS3As1l+sXNRclS/oOnPmkvEVKMAw8MP57U3V/YP1L/JGl/m/bL9aN0Ty
/wDlJrhkXSGtr6SEVnhhu5WljBJA9SP1Oabj9oDBLX6gcz9g/Uo7I0p/h+2X61aDyp+V0+s3GiQp
BJq9pGs1zYLdSmaON6cWZPU5AfEv3r/MKj+UNRV3t7h+pf5H0v8AN+2X62K/mf5a0TRP0b+jLb6v
9Y9f1vjkflw9Pj9tmpTkembTszUzy8XGbqv0uj7a0eLDweGKu+/y72C5tXROxVMtI8t63q6SPp9s
Zo4SBJIWSNQT0HKRlFfbKMuphj+o05Wn0WXMCYCwPh96Yf8AKvfNv/LEn/SRbf8AVTKf5Qw9/wBh
/U5H8kan+b/so/rSXUNOvtOu3tL2FoLiOnKNqdxUEEVBHyzJx5IzFxNhws2GeOXDMUUPljU7FXYq
7FXAVNPHAlM28sa8LNb1bKSa0bpNDSZfpMZamUfmcfFw3v57fe5R0Obh4uG4+W/3JZmQ4jsVdirs
VXwQTXEyQQRtLNIQscaAlmJ7ADIykALPJnCBkaAslkI/LnzoU5jTWpStDLCD/wACXrmH/KOD+d9h
dh/I+p/mfaP1pBd2d1Z3D211E0E8Zo8TgqwPyOZcJiQsGw4GTHKEjGQohSybW7FXYq7FXr353ec5
/KX5eX99ZzCDU7tksdOchiRLNXmylCOLpCsjoxNOQHXoeNwQ4pU+lzNB89/84/W88evandyIUtrm
wktLaVtlluBdWsjRRk/bdU+JlXcCleozE9psU8mikIAyIMTsL2thhkBLcveNK1a5025E0J5IdpYi
aK4/r4HPM+z+0MmlnxR5dR0P46H+xzZRtS/MrRbDzP5q8jWFxJNDBd/pCaG5t3MNxDJHarNDNFIu
6SRyKrKfbeoz1TS5hLHxx5SAPwLizG6jbeaLu780eUPLmv1h826PqUwvkYKq3cJ0m+WPULbiArRT
U+IKAY3qjAbVsMdiRyK2i7LQdc1Hy9a3+g3NvBrOja9r11Zx3yyvaStJe6hbFJRC8brtPUOK08DX
AZAHfkQPuCgMO89ebNY1NNC02+0qC082aF5z0eO9topj9UuZZLeR7eZJ/TZkSYDoys8a05Cu2WRg
BvexiUEso8sao99568x+bPMK22i3XljT20q+0yNnuHjtmcXv1qWcxw8o3WMtEFT7Na77ZCQqIA3t
RzYfZeaINJi0b8wJf0otzfarcXmvia0vzZx6TrHpxIou2s1SQWsdvaGMI9GKsFqCuWGN3Hy+0fgo
vqzT86f+lN/0c/8AMrNj2N/H8P0vO+0f+T/zv968yzePMMx/LXytp2u390+oAyQWaofQBKh2kJpy
IoaDjmt7S1UsURw8y7rsbRQzykZ7iNbe9nnlfRtLutK1fTp7ZGshqdyggA4rxicBPs0OwUZqdTmn
GcZA+rgH2u/0eCEsc4EDh8SW3uOyN/5V/wCTv+rZH/wT/wDNWV/n8385t/kzT/zAgNW0LSdU85pZ
X1sssB0tn/lYMk6qpDijbBj3y3FnnDDxRO/H+hp1Gmx5dQIzFjwz94683lPmnR49H1+802Ni8cDD
02brxdQ61p7Nm/0ubxMYkeryWu04w5pQHIf2plJoUD+WYrm3sWaZoY5EvU9VjJK00iyRUqY/gjSt
AtRSpygZyMtE7Xy25UKPe5h0kTg4oxs0De+5s2O7YeSYDyloSw2vqu0y+nSWe0uIn9SVrmKHkKeq
qovrbCgJpvvlX5vJZrb3g9xPl3OR/J2HhjZvziRueIDz23Y75i0y0sLqFLUyGKWL1KSsrMGEjxnd
VQU+CvTMzT5TMG+91uu08cUgI3RHX3kfoSrMhwmXflp5iuNN1+GyZybLUHEUkZOwkbaNgPHlQfLN
d2lpxPGZfxRdx2NqzjyiH8M/v6fqZJ+aflKzWybXbONYpo2UXirsrq54h6D9rkQPfMLsvVy4vDly
6Oy7c0MeDxYiiOfn+1gQsIJvL8M1vbu9+bp4pGBL8lWMP8KACgA69fn2zbeIRkIJ9NOiGESwAxB4
+KvsvkyRPKukzRWpvLWWxndkglhgYpV5JkjEq+q1zzjpJ8LKwDUNKZhHVTBPCRIc9/cTW1b/AHOz
HZ+MxBlExOwIHmQL34tt+Y5sX12wtLO6iW09T0ZoUlVZWVmBaoI5KqA7jwzOwZDIG+YLqtZhjjkB
G6IB3T38rVYea4ZPq7yxqjq0qIXWIupCsxA+EGlK5i9qf3JF/tc7sMfvwaJ2+Sdeen89x+Z7iTTD
qBsQsZg+rCUwgcByqEHCvOta5jaEac4hxcPF51bmdpnVjOTj4+Haquv1c3ndzcXFzPJPcSNLPIxa
SRySxJ8Sc3EYiIocnnck5SkTI2SzeDypZJHZvLYetA9ks/ONLp5prhk5enwL26vtyYLGQaLufHVy
1UjdSo8Vfw0B9v2u+j2fAAXGxwX/ABWZd1XG/cN9t208q6E9tN60ZRYDPWaH143kkhMzMkbSiSAp
wjFKcm61xOqyWK613da7t7+xI7PwkGxyvccQsji5XcaoeZ70g8y6Np2nxwSWRmo8ssTiZlf7EUMo
I4qna4p9FfbMvTZpTvirkOXvI/Q63XaaGKuG+ZG/uie4fzkizLdezz/nIWt5pmm6Xd6c0unC4F2t
6XIj9dIpovRKrRqhZeYJah8DRs5rs3DGRJJ37nv9bmlAUB8XkUjmRyxCrXoiKqIo7KiKAqqBsFUU
A2Gb2MREUHTykZGyy3yr5s1eXUbbTrom9iuJFQzPVp40qzO/Lq9A3I867KACozkfaH2c0eXHPMf3
MwLMhy+MfPyok97sdHrMgkI/UC9daAx3Hlm6fRpNWu7WG6kt7mC5ijkthKqJX0ZpYFlV45OLGp4G
m29c1/Y0ZDSQBP8ACPlzH2O1n9Srew+Xr/X7HXW0r695g0qOZtJe2ubf1mglrBOQpniR1QsVb1Kh
SfhPInNluBV7MVPUPLXlycWcd1pFzbz295eSadNBe/Vbj17xXurloJ4bqKbhO5cFOQ36qEFQiR71
pFQflz5Ojs7W2GnnhaakuuRF57iSQ6ktSLiSVpGklfff1GYHwwHIf0JoIjWvJvlTzDLLc39qJ5pr
WTTJ7iGaWCR7VpVeS3eSB42ZPUi3Unb4h0ZgWMyOS1aaahpdhqGl3OlXUIfT7uB7WeBSUBhkQxsg
KFWWqmnwkUyING0vOPzihSCDQoULFIluEUyO0jkKIQOTuWdj4liSe+bvsb+P4fpeZ9ov8n/nf715
tm8eYelfkv8A32rf6sH65M0nbPKPx/Q9N7O85/5v6WYeTf7rWP8AtrXv/JzNdrOcf6kfudxoOU/+
GT+9kGYbnsff/wAmBF/2yZP+olMzB/i5/r/oLgH/ABof8LP+6Dyv8yv+U11H/nj/AMmI833Zv9xH
4/eXle2P8an8P9yEJpnlkahpf11byKBllkWVJRJRY41Ri3wI9TVxtk8up4J8NE7MNPoPFx8QkBue
d8hXl5o1/IGofW2toby2dgzkKTIH9NZHiDsoRvtNHQKpY1plY18asg/Z5H9LceyJ8VCUft5WRfLy
82OXlrJa3UttJ9uJijfC6bj/ACZFRx9IBzMhISAIdZkxmEjE9Pf+mipZNrTvyTYz3nmrTI4hUxTp
O5pUBIWEjV/4GmYutmI4pX3V83P7NxGeogB0N/Ld6p+ZWpwWvlqW1ZwLi/ZYIVO5I5Au1PZfxpmg
7NxmWUHpHd6rtfMI4THrPYfpYAfI1iBc8b+SRbcyBpRDxINuZPWpHzbntF8HxL75t/z0tvTz8++q
3+O7ov5JhR9RNX0/m3e178ttwrp5F0lLqyikvZpGkMMkyekE5xTTwxbfHWNh9YHWvc+2ROumQTQ6
9eoBPx5Mv5KxxlEGRN1e3MGUR37fV5pBrXl9dPs7S7imeeK5VWZmRI+BdBIqECSR+XE/tKB4EjfM
vDqOORBFV+O51+p0fhwjIEkS8gOYvvJ+xOvytvdVi8w/VLJVMFyA16zKTxiiqaggilS3H6cxe1IQ
OO5cxyc3sPJkGbhjyP1e4Mo8+fmDf6NqqWGmGF2SPlcmRSxV23VdmG/HfMHQ9nxyQ4p35Oz7U7Wl
hmIQo7bvJnZ3ZpH3ZyST4k7nOgArZ5ORJNnqn0Hk2+ks47x7q3gtpIPrJlkE4RU5qlC6xMharj4V
Ykd8xJayIlw0Sbrp+tz49mzMRK4gGN78X38NX5K7fl7rsYBmaKFQziRn9UIgjDksXEZQj90dlJPS
oGRHaGM8rPy8vPzbD2PmHOh8/Py8um6A1zy/+iYLRnuY55rjmWWPnxCrxKEFlWvJWrluDUeITtQD
Rq9H4MY2QSbSjMlwX0nf2FlqFpJZ30CXNrKAJIZFDKaEEbHwIqPA5xMZmJsGi+lyiJCjyYJd/kd5
NnuHlilvbSNqcYIZUZFoKbGWOV9+u7HM+PamUDoXDl2fjJ6hlPl/yf5d0C2eDTbNY/VFJ5X/AHkk
goAQztU0NK8R8PtmHnzSy/XuO7o5OLDGH0hb5j1G4sltYU0KbWLK49SO6Ft6LGJQlFHpSsnISVK9
aAdewMIRHupsJSiC58oWpjuotBht5JbpNPknhjtQFuY5FEcbOjVPGaJVApUMF+HbaRvvRsss9Zsv
0bLHovlSUxETPNar9TjUuEkj39GWUF5JIjE21RQ8ugBSO8rfkus9X0e31u+tH0CK11a3ugbMQegz
3CSlwtwD+7aNmRpnYEVKB+Jf4hiQa5raKiXRXuZ3tPLJMszrBczPbwxB0uHjFxzrV/hSUswZfjAN
Kihx371RFjr92lj6h8uXtvV2YwxLAeTSvI7OA0kbbleTclG7jqeVAY+a2xL8525LorUK1FweJ6j+
665uexv4/h+l5v2j/wAn/nf715nm8eYTvyp5rvfLl69xbos0UyhZ4HNAwBqCGHQjMXVaWOaNHanP
0GvlppEgWDzDINJ/NN9OW7VNNEn1q6mu2rNTiZm5Ffsdsw8vZfHXq5ADl3fF2GDtzwwahzkTz7/g
j/8AldE3/VpX/kef+qeVfyMP532ftb/9ER/mf7L9iXv+aUh1sasumgSrataLGZiVo0gk5H4Aeq9M
tHZY4ODi63yaD25+88Tg34a5+d9zD9U1K61PUJ7+6YNcXDc3IFAOwAHgBsM2WLGIRERyDps+aWWZ
nLmV9rrOo2tnJZwShbeUlnXghNWABoxUsK8R0OCWGMpcRG7LHqskImMTsfcmV1521qVYPTdYmjRh
O3CJvWd3kZi9U+yfVI9M1XKI6KAu/wBO3Lz8ufNysnamU1RrbfYb8/Lz5cklvLu4vLmS5uX5zSmr
tQD22CgAD2GZMICIocnByZJTkZS3JUskwZZ5f85ab5ctnGm6ebi/mWkt7cuBT/JWNAaL3+1mv1Gj
lmPqlUR0Dt9L2jj08f3cbkeZP6u74pFrOu6prF6by/mMkvRANlQVqFQDoBmXhwQxx4YhwNRqsmaX
FM7/AHOtNc1K3uVnM8k3FzIY3lmVWcknkTG8b15GtQ3XGeCJFVXwH6QuPV5Im7J+J/QQV1/5h1a9
vnvHuHikfjxWJ3VVClWVVqxNA0at16ivXBj08Ix4aTm1mTJPiJI91+X6h8UNdalqN2iJdXU1wkZJ
jWWRnClutAxNK5OOOMeQAasmecxUpE+8si8iecLXy3JetcW7zi6EYX0yoI4cvH/WzD12jOaqNU7H
svtCOm4uIE8VfZbJpvzN8n3BaS40VpZXHxF4oGr8yTXMEdmZhyn9pdpLtvTy5wJ+AYl5y81WuvSW
i2lkLK3tA6ogI35kH7KhQv2c2Oj0pxXZ4iXUdpa+OoMeGPCI39qlp3nPWLO0lteSyxtAIIQ0cR4F
XRlZuSN6nFUKqH6V2yWTRwkQfO+v69mOHtPLCJjzFUNhty8t/ig38x6w9C8yvIokUTNFE0vGUMrr
6pXnQiRtq5YNPAdPtNfJpOtyncnfvoXv51fVRvtX1C+iijupBIsP938CKR8IWnJVBpRRtXJQwxgb
HVhm1M8gAkbryCDy1x30d9cv/wDlgf8A5GR/81ZxfBH+d976Txy/m/c765f/APLA/wDyMj/5qx4I
/wA77145fzfud9cv/wDlgf8A5GR/81Y8Ef533rxy/m/chriE3FzFczaWzzwpJFFIZI6qkxUyLs37
Xpr92ERH8770cUv5v3JJceR/L1xJNJNoUjNPctev/pbgC5kqXlRRLRGau/Gn4DJA/wBL7EWf5qvD
5U0aEOI9DcI7cin1klRtKOKqZOKofrEtUHwnk1Rvjt/O+xNn+a4eVNKV7ZxpNxztESK3b67LVUjM
hQV9bfh6zha9AxUbbY7fzvsWz/NTO0gktJp5oNPmEly3KYvceoCeTPsHdgu7kbdqDoqgRMR/O+xe
KX837kV9cv8A/lgf/kZH/wA1YOCP87708cv5v3MQ8/8AlnXvMn1D6pbLD9V9Xn6si7+pwpTjy/kz
Y6DU48PFZu6/S6ftXRZdTw8Irhvme+mI/wDKqPNv8sH/ACN/szY/yrh8/k6j+QdR/R+ahbflt5gu
jILaW0mMTcJRHOrcWHZqDY5KXaOOPMSHwYR7FzSujE15qx/KvzUBUi3p/wAZR3+jI/ypi8/kz/kL
P/R+akPy08xEQkSWtLinofvx8dVLjjtv8Irkv5Sx7/Vt5Mf5Ezbbx381KT8vtZjkgje5sle5obdT
cLWQHYcfHCO0IEE1LbyYnsfKCATDflvzREv5XeZ4o2kkNsiICzM0wAAAqSdvDIjtPEeV/Jmew84F
kx+bf/KrPNP/AC7b/wDFw/pg/lTF5/JP8hZ/6PzUX/LnXUuvqjz2a3JAIga4UPRiFX4TvuTQZMdo
4yLqVe5gexsoPDcL96//AJVl5j9T0udr6lK8PXXlShNaU9jkf5Sx1fq+Sf5EzXVx+bcf5Y+ZZHZI
2tXdPtqswJG5Xeg8UYfRie08Q538kjsTMdgY/NZcflvr9v6f1iazh9Woj5zqvKnWlRhj2jjPIS+T
GXYuaPMxHxUv8AavwD/WrHiQpDfWUpRyQv3lT92S/Pw7pfJH8kZf50P9MjP+VUebf5YP+Rv9mV/y
rh8/k2fyDqP6Pzd/yqjzb/LB/wAjf7Mf5Vw+fyX+QdR/R+bv+VUebf5YP+Rv9mP8q4fP5L/IOo/o
/N3/ACqjzb/LB/yN/sx/lXD5/Jf5B1H9H5u/5VR5t/lg/wCRv9mP8q4fP5L/ACDqP6Pzd/yqjzb/
ACwf8jf7Mf5Vw+fyX+QdR/R+bv8AlVHm3+WD/kb/AGY/yrh8/kv8g6j+j83f8qo82/ywf8jf7Mf5
Vw+fyX+QdR/R+bv+VUebf5YP+Rv9mP8AKuHz+S/yDqP6Pzd/yqjzb/LB/wAjf7Mf5Vw+fyX+QdR/
R+b2nOZezdirRZV6kCpoK+JxVvFUl8x3fmi3NodCs4rwM9LxZWCFU5IAUJZRWhYn2HjluMRN8Rpn
ER6pJaa7+ZD3kL3ei29tZGeGOWMyKziFjxkkEnq8QRyBCce1K75YYY62O7Mxh3qJ8x/miqVXy1bz
/DKSUuUUVoXip8bVorKjDarBqfCQcPh4v5y8EO9Eya/+Y0dzKn+HIpYvXRYpEuEA9EsOTGrVqq17
bnfoMHh4/wCcjhh3syzGanYq7FUgbyXpjhBJNO3pcFhIZVKRRFikQKqKqGevxVJ2qcy/zku4ft73
C/Iw6k/sHIIO58p+XdL08y3VxLHbxMpadipKs54KahOzP9GWR1WScqAFtctJixwuRNDr9n6UvtPL
nlpg5k1dDbcFW3QmOOVQIZEDOX3LcWLL8IpTwy6Woy9I7/ZzDRDS4us9unK+RH7U3j0/y3e2drpU
GoLL9SDRRLHJEzmoYfEACD9hu3Y5jnJljIzMefvcqOPFKIgJXw7cx+OiTtpXkm5uWt31OQNbpMrx
y8EVfgW0dizoBUcF4ivuNsyRlzxF8POv+K73EODTyNGXK/uED0RdzoPk/wBZln1JQXklkWFpYaK0
siq3EFf54uPzqMrjnzVtHu7+g/a2y0+C95d/UdSP0ikTfaX5cnkk1GTUWdLOKGSdI3jccIisiM4C
sxDBBt07jK4ZcgHDw87bMmLFI8Zl9IHd03QLaB5Wt4beJ7q5438Ykik4blSaB5GEfw/FOoq1KbZb
4+Ukmh6fx3+TT+XwxAFn1fizt5q0WieUISLgaqpVRzq0tuRQPJJXdadXbf22yJzZjtw/YfJmMGCO
/F9o7yf1phH5a0y70a1sIruSbT4DKPhZGEnMspDNxP2Cxp4HfqMpOplGZkRUjTcNLCWMRBuIv4tN
5J0sxFPVlUvxMjrwBZg8rlj8PVvXYfKnhh/Ozvp+K/Uv5GHefxf62Q5hua7FUn8z23mK4tLddBuI
7a6WcNM8u6mL03FOh/3YUPyHfpl+CUATxixTXlEiBwlieq+afNOi6hEut6hY2cDpz4iOZxuzcRyE
dN+IBNR12zMx4Mcx6BIuPPLKB9RADINFHndru2l1G4sptOZA0ptwatWMcSpIofj39+3vjZfCoiIP
F5t0OO96pkmYrc7FXYq7FXYq7FXYqx/zi+hrBYrq1zJbK9yot2jqSZACadG7fTmTphOzwi9mrKY7
WxWDT/I8t/AY/MV472MolNo8jFGaBIt3jZPiFVBrT7R8RmWZ5QD6Bv8AtcYRxkj1HZ6BNqmmwWS3
011FFZModbh3VUKsKqQxNNx0zXxxSlLhAJLlZM0IR4pECPeWA+dvzM/L+XSLi2uL2WaGNo2la2gE
hIEigqpmAX4q0qN6dDmwx9m54eoivi4mk7X0+bMMWOVzN9DWwJ5/BjflP80fys8qNd21nPqkdrfN
HdLb3CCWKH1IwwEfFmYVVhWtemarVaz18MhvHZ62PYmpzQExw/N6f5d89eUvMY/3D6nDdSUDGCvC
UAiu8b8X/DIQyxlyLrdToM2D64kfd809yxw3Yq7FXYqxzUvMOjTQS2t9F6ypd+hJbxsrMDE/NGcV
QjkY9l7++ZuPTzBBia9NuDl1GMgxlv6qr3bj7kkE3kxpLSGHTGZ71rZUDyVAUyCFC3F3owUnY+FD
mTWfcmXK/wBfc4nFp9gI/Vw/fXe4X+haXqzxrbSQJYK6QrDNWQcbgO3qBwvESH7NZN1P+VjwZJwu
74vLy6e73c1GTHjnVVw9x359ff035e9ua48lpeSE6ZdC4na4Ej1ZCXUiSQbyLSu1KdjiI5+H6hQr
9nRTLTiX0ys8X6z1dJqPlGDUGP6NufrVTQBxxAW8AFB6tADcrXEY8xj9Qr/jvu/mqcuAT+k8X/H/
AH/zml1fybbxXcVvptwVeONJf2eSwtHHHuz/AMzruPmcfBzEgmQ/tu1GbBEECJ/soDr5hU1K80ew
k063Fhzghto5YYhcyCSlxIX48BX1UR4Qz8m264McJzEjxbk93d93PZOXJjgYjh2AFeo3ue7qBVlC
Xl35PaFwNImm4xSqpeUhyYleQqSXJoFi61+WWQhmv6gOXT9nm15Z4K+gnY9e6z3+TKNF1jT3u/0f
Z27xIzXUjOzqf3iSKZPh5Mw5NNWhoR4Zg5sMq4pHu+79jsMGaPFwRH877xf3p7mI5jsVWySRxo0k
jBI0BZ3YgAAdSScUE08p84fn3plhI9p5dhXUZ1qrXklVtwRUfCBRpPnsPAnMaeoA5Og1nb0IbYhx
Hv6ftedTfmF5k11rua+mjMrLGnCOGMAQgsWUniWK8+P2jm69n8niZTCe+1j3vPavtXUTiTxVv0HT
8U9K0vzBrMWmWAju3VRawUXagrEp6Upnn3bfaOfFrcsYSIiJmh8X1nsbT48mjxSkLkccbPwT2w88
3aMFvYllj7ug4sPo6HBpvaPIDWUcQ8ti3Zuyon6DRZbYajaX8AmtpA6dCOhB8CO2dTptVjzx4oGw
6bNhljNSCJzIanYq7FUBrut2eiaa+o3gc20ckMchjXkV9eZIQ1P5VMnJvauAmgxnPhFliR/OfyiI
pH4XfOKOOWaH0aMnrJyjBq1KtuvXYjemV+KGr8xH8ea5/wAxfI2sNpyNBJdi7ukhsTJCOJlaYQFg
XI2XmCfY7VycNRXI81OWEqX+c9Q8s+WFNzbaRb3Gu3Yd4Yo4l5EKObyycRXgvGp/2zm20ODJnNGR
EB+KHm67tTXw0sbEeLJLkPdzJ8h+OpHGdfufMl96d5qscyW2yWqtG0dui8fhSFaBFHEbAZ1Gnhih
6YVfXv8Ai8HrMmfKePKJV0sED3Dok0iNJb3MSI0sksE0cUaAszO8TKgUDcksRk9QLgW/sTL4esxH
+mB89v0sW1uwvreWGS4tpYYzb2qh5EZQWFum1SOu2eY67++n/WL9N9lTicEQDv8AtS+CeeCVJoJG
imjPJJEJVlPiCNxmK7CUQRR3D3L8qPz2ufrEOh+bJvUjkIjtdVf7SsdlWc9wf5/v8cysOoI2lyeS
7X7AFHJhHvj+r9T3i4u7W2jEtzMkMbMqK8jBVLOeKqCe7E0GZxIHN5CMDI0BaGk1/Q42jWTULZGm
HKJWlQFhyC1UE7/EwGR8SPeGwafIeUTt5K6X9i8wgS5iaZgSsSupYgVrRQa9sIkOVsDjkBdGlbgl
SeIqdyaeGSthTuK+A23xtXcV32G/X6MVboPDFUPPd2kHIMymVafuloXNdxt74QCUEgIV9QgmQowl
tK0rLRNqddwXpsOuSMCGAnEq9jPFJGiNKstwi0duPEnxIBA+HImwyBBRXBfAd+3j1wWypJtS84+W
dLvvqd/eLbXNePF1YCpVWHxUp8XMU8TUdjkTMDYsDOIO6GtvzF8l3EMs0eqRCOGpkLB1oFPGtCPu
8eo2weJFAyxPVkeTbHz/APnJ+ZU+p303l3S5Sml2zFLyRTT15VO61/kQ/efozCzZbNDk8j2x2kZy
OKH0jn5n9TzKwsL3ULuKzsYHubqY8YoYwWZj12AygC3RY8cpyEYiyXrHlf8AIfzD6Tzapew6eZ4+
BgRTcSKOSv8AFRkStV7Mc2nZ05afKMlXV7O9x+z2ScCJyEb+Pn5PQ0/Lww2sEMd9yMEMcVWjoGMa
BOWzGladM0HafYn5nPPMJcPHImq7/P8AY972drfy+CGIi+CIjfu8v2pJqmg6lpprcR1jPSZPiT79
qfTnL6zs3Np/rG3eOTvMGrx5fpO/cpaZqdzp10s8DdPtp2ZfA5Vo9ZPTz4o/Ed7PPgjljwl6XYXs
N7aR3MJqkgrTuD3B+Wei6bURzYxOPIvK5sRxyMT0V8va3YqlPmq21u50K4h0SZYNSZojFI/QKsyN
KPpjDAfwyMga2YTBI25sKk1XzwLq6tbfUtGN/V47LT/URp5HijKt6lVSr14ADt32Byq5eTUZS35M
o0h9e07Tb+78zm0aO2PrWws0b4Y1jBaoIFXLA9B19qZOyBcmyzEEy6dz581Pztda3r0+qzv9XupS
VhDGsaxtVAgLbLRG77dTUZuey+2scY+FlFDvH6f1vnGtyzzZTlB9R6eXL7v0l6F5J0PzT5vtp21m
9kTy/I6mVOKB7iSMKAIzx+EL6Y5MP1ljmw1mpwYKOIAzrY9AD/bt/Y7XszTanWA+LI+De/L1EVy2
2qtz+m66rpOg6NpEAg02zitkHdFHI7UqzH4mPuTmgzaieQ3MkvXafSYsIrHER/HejZI45EKSKHRt
mVgCD8wcpIckEjk8z/MD8i/LfmC2lutGhj0nWQOSPEvG3lO54yRrsK1+0or41zGy6YHlsXfdndvZ
cJAyHjh9o9x/Q8NTyFYW0DLresR6XqEDyLeWMigyR+nOkZAHMFj6bGQUHxClMwK73rD2jKR/dwM4
nkfeCe7v2e0+X9bs5vKF15eunXzfLpBs/RFqzF57aeVY0Z+PIhoKty6/CATmVGQMDE+qnldRgkMw
yj9zx8XPoQL+3p5rWi0JRIP8Gakzag0kcqcpqkRuF/e9lHxk/DWlMrqP8wpvJ/q0PTXd9jKfJWga
A1rb39tosulSWc0v1OG4aT1UDpxYurHrSRgV3APQnrmThxx51VOBrtRksxMxPiAuqpmGZLrHMyqC
zEADck7DFUOmoWL8uNxH8JKtVgNwK9/bDSLSxpWleSVWZBNv8DFdqUH2T1oMvjAVu48shvZaFArT
uSSe5J6k5YBTWTbeKF0M8cNzHI7cUHLk1Ce1OO1e/wCrK8nJtxc06zHclg3ma18xXGo30kOiafrE
KPBHbW8xjE7RJA0nNmb7K+tI8a1O3InjTc1SBvk0zB32BSK90jX57JrMeR9OS2uIUnnWF1QtJHE0
npExPG4/e7VrSh471rkCD3MDE1XCGUeavMOp6Z5Emv7xPqWp3VIIY1KFoWuZOEYJL+mXijarHnx5
A70yc5ERa9bnOPCZcidum1/Zt73hLeSdBa2uGTzJbLeRrI8VvMFUSemXHHmJGAJ4CmYnAO95M6DF
RrLG99vd8Xs/5b+SbLyb5ZbUbyIvq00JuL96AvGoXn6Cf6o677t7UpmYMVUOpel7L0AwY7P1nn5e
StpX5w+T720jnuHm0+WUStHbzxlmZYV5MytF6iU6jc9QRmwnocgNDd2AygoyL80fJEqF49QLKGiU
kQzbCaP1VY/BsvAVJPTvkTo8ncnxAm+j65ovmTTXnsX+sWjERyCSN4z8cayrVZAp3jkVgfA5jajT
7GExsWePJRuJYR5g0k6ZqDRLUwOOcDH+U9ifEZ5z2pofy+UxH0ncfjyeq0eo8WF9eqc+Rb9hNNYs
fhYerGPAjZvvzb+zepIlLEeR3H6XB7Ww7CfwZlnXOjdirsVY9eeQPKl5fJf3Nl6t5Fcm9iuGkk5r
MWRiVPLYfulFOlNshwBrOKJNkKP5i3rW3lx41bi1zIkW3hux/wCI5o/aTOcelIHORA/T+h3PY2Li
z3/NFvI20ay1m7it7qBJZrmRYxORxl5NRATItGanYMSPbOP0HaWoE4wEr4iBvvzLsu1OwNFqIylk
gBLnxR2Ow+342950vTbTS9OttOs04WtrGsUS/wCSopv4k989OiKFPK4scYREY8gw/X/J/nK68xXO
s6XrLWy8oBa2RmlEJSNV5+otJEHxrWgTfuafCc7FnxiAjKNoMTd2hF0f85TZmP8ATlmt6FWj0QqB
6ppVfqxNeA3blTtxPXJeJp7+k1+PNFT73oorQV3PcjbMBtfP/wDzkz5ahhutL8xQIqvc8rS8YbFm
QcoWPiePIV9hmBqoUQe97P2X1RIliPTcfpYj+QmrNYfmPZQ1Ij1COW2cA7GqGRa/7KMZXgNTDsfa
DDx6Un+aQf0Pq7Nm+duxV2KoHVH+GKLf4m5Hwovj9JGWYxu15Tsl0qmgZftLuKUr7jfLy4wXqwZQ
w3BFQcKFP1XK8kjJBAIqQOuC00tjDyjm9Qlaog2qCP2qE+OI3Sdl/pKDtt4AUoPkMaQCm9ldesnF
iPVT7Q8R2OY0o0XLhKwx3Wfy70nVb68vnuru3uL4p9Ya3l9OqRiEBBQbD/Rx71PstKTjBNsJYgb8
0tsvyh0u1v571dY1MyzDitJwvpryJCoQtQqgniO3Xrg8Id7GOAAk2WFfnD5cXy95VtYIb66u47u7
g5i5fnT6tatEvHYU5DrlOaNB0nb0eHDEX/F+gvOfIdkl7500S2enBryEuDvVUcOR9IWmUQFyDz+g
hxZ4D+kH1tJHHJG0cih43BV0YVBB2IIPUHNkC+hMP852vljQNHOpHy/aXhM0NuU9KNaLcMluWrxY
7IAKKPbMvBKc5VxEfi2EqAukP5TufI/mOR47Hy/FEkEUFy7yQW/BWSSW3gVeBepX0XoV2A99slmG
THzl9/vRExPRmFhpun6fEYbG2itYiVJjhQIpKIsa7LTokar8gMxJTMuZtmBSTecbD63Fa8CqyKz0
ZvDjWm3uBnPdu6XxhCquz9ztOzc3AZXy2SvQNIu7PVoJ/UjkRWMcoQ1I5J4GncjNf2b2dkw54zuJ
ANGvd/Y5Wr1UcmMxojqGbZ17onYqsmmjhhkmkNI41LuetAoqemRnMRiZHkGUYmRAHMoSLW9MkVWS
cHlWgoa/CrMdv9VCf9sZjx1uKQsH8bn9H4sN0tLkHMfj8Fjfn6IanpGmvbOBHPcIEdwQP3iELXao
326ZovaCH5jDj4DtKY5+YNOz7Jl4WSYlzEfuYvpvlu7sr+1vnlheO0uIXnRW+IKHQlqEDbfNDpuy
cmLJHITEiE4k771Ydrm10ckDAA3KJr5F61norx7F/M3mXQnivtEfVjpV46egNQKyJFHM6hxGJ/gj
9Xg6twDhqGozJw4pbSriHcwlIckk8oah5U0KWae58yQ6he6ssZMkhYSIlrA7nn6jyOqKgJq1NqVJ
rXLs8Zz2EaEf0oiQOrPbS8tL23S5tJkuLeSvCaJg6GhINCNtiKHMGUSDRbLeP/8AOTt3AvlrSLQs
PXlvWlRO5SKJlY/QZVzC1Z2D1HstA+LOXQR+8/seT/kzFJL+ZmhBFLFZndqdlWJyTmNh+sPR9tkD
STvu/SH19m1fNHYqpvcQJH6jSKErQNWu42pjSLSu4uPrEvMH92tVjHtXc/TTMjHGg4+WVmlD1UP2
fi/1RUff0yy2ulKNSzcfj9JQRQkAVrSlV60yISVclVWp2UD8BkmKGhmmEXxhYyGZaMT1DEU3p4ZE
HZlIbqvKfrVT7UI/Gv8ADJUWNhSlX1uDqeFyrFYeJqa8gDT7voyEqrdshd7MmzGcp2KvN/z701rr
yQt0oJNhdRytT+RwYj+LjKNQPS6Xt7HxYL/mkfq/S8C0q5k0nU7HVJSsItJobqP1iV5+m4deKgM7
AlaVVTTMETour7G7A1uqyRlixnhBB4j6Y/P9VvrzTdRs9S0+31CykEtpdRrNBIO6OKjNpGQIsPY5
ccoSMZbEJL5z1XzHpsFrJo1iL83DtbPHwZzFLIv7iduJH7pHX958xuMydPCEieI1+N2qRI5MUg/M
Hzy0Voq+WXikBskvJGhuChWdFaUqqoCnplm2PKn68k6XHv6u/uYCZ7np2a5tYZ56v1e4gs0beIF5
aeLbAfd+vOQ9pNSDKOMfw7n4/j7Xe9k4aiZnqgvJsDS60j7lYUZyfo4j9eYfYGMy1IP80E/ob+05
iOKu96BndvNuxVTuVZraVVRZGZGCxv8AZYkfZb2OQygmJAF7cmUDUhvSROmrIWkXS4J+XOtVSNjV
SAT8TDepBHvmplHMNxjjLn3D9J+PvdiDjO3HIcvP9C/XdIkvvK81mIVimVfUhhj2AZDyVR8xtktf
ozm0hhVSqwB5bhjpdQMeoErsdS8dZyobk1AB8VTSgHj8qZ5nGMpHhFkvZ7PTfy7/ADE0XzNbvYxX
SyarYALcJ09RQAPVj/mXs1O/sRX1Ps7NOWKIyf3gG/4+95HtTs2eCXFXoly8vJNr/wAk+W7/AFH6
/dWzPOZY7jj6sqx+vEU4TCIMEElIlUtSpXY7Zto6icRQLpzAFJ1/KLyj+kpbyRbiSF4pIorEysIY
/WgFvKy8aSFniUD4mP6qXfnslV9v2sfCFsmii0nQtMmbktpp8BmuZpJHPFPVkaaVizHpzdjmJkyX
uW7HjMiIxFkvlD82fPp84+aHureo0qzX0NORgQSgNWkIPQyHf5UGanLk4pW+k9kdn/lsNH65bn9X
wZn/AM40+W5bjXr7zBIpFvYxfVoW2oZpt2p/qoP+Gy3SwuV9zq/afUiOOOIc5G/gP2vovNg8QsuI
jLC8YYoWFA6kgg/RTFSkckbQTenwRpB9oodh86gU+WZMZX0cWca6tcJX2kIC91Wv0b+H0ZJgqAAC
g6YUKcRHKRQahW+6oDfxwBJXSFeBBqQdqAVJrtQDeuJ5KBujb2lvp5mKLHcMFEjJxVuTkc6Hbc75
jR5uXLklpL0VQAgY8VJ6javT6MyrcOnRzSQsIlequ1ZJV+Fiw6BivgB02ysxF7tokQNkXYTtHcLW
SRo5KKyyMzUY/YNHqR4fTkJxFWGcJG6KaXNzb2sDz3EixQpu8jmgFTQfecpJAFlyIxMjQ5vPY9b8
ya7czaZfJYv5fvEmt7i8triNbi3blMIpOKyyD9hejfa6E5hjJKexrh/Hm7iemw44iQ4vEFGjHY8v
J5fpP5Rx2F/JP5gnW/kD8oYoyTFIh3WR36vy60G3iT0zm+0e0JYpHHEerv8A1PUS7T8SA8McI+33
eX45PV/LPmQaWi2Uyf6AtBEqAD0h0oqig4+w+jKezO2pYjw5LlA/MfsdBrdD4vqj9X3s4tL+zvIw
9tMsq/5J3HzHUZ2GDU48ouEhJ0GTDOBqQpXZlUEsQAOpOwy4kDm1gWkGs+bbK0Ro7RluLo7Djuin
xJHX5DNH2h25jxAjGeOf2B2Wm7OnM3L0x+1gk00s0ryysXkclnY9STnE5MkpyMpGyXoYxERQ5Mo0
ixvdNsorlbmC0muviZbgdUV0IHt8PKvzHfcdR2dpsmDEJ8UYSn/O7gR+i/mPhqNTlhlmY0ZCPd7j
+z5Jnct5jCr6F3bCQipVyKdCOy+IJ+jNpkOpr0yhfn/Z+KcSAwdYypH6bcXRDG+mi9UkIkUZXqK7
9/ibwqaZl6bJP/KGN8qH45nu3cfPCP8AADX4+5MMzHGdirsVfP8A/wA5AeU9csiNW04k6DOf9Nhi
BBjmJ6yEdY27dgfozSz7Ox4shyRjvJ7X2f10Mg8Of94OXmP1vFLC/vdPvIr2xne2u4G5QzxMVdT4
gjCC9PkxxnExkLBeteX/APnJXzNZW6w6xp8OqsgAE6ubaVv9fisiE/JRmTDVSHPd5zUezGKZuEjD
y5j9H3pxd/8AOUXwAWnl2khUFmluqgP3AVYviHvUfLJnVnucaHsp/Oyf7H9rzLzp+aHm3zefT1O5
Edip5JYW4McII6EipZyP8onMaeWUubvtD2Vh028B6u880p8r+V9X8y6xBpWlwmSeUjm9DwjTvJIR
0UZGMSTQcjV6uGCBnM7D7X2F5N8q2Hlby9a6NZbpAtZZT1klbd3PzObTHj4RT5nrdXLUZTkl1+wJ
zIxWNmClioJCjqadsscVJLq4vp5kKN6UXRwrsGA36UFK+5y4Y9mg5N1NpIVuFRap6gNUclquDUsG
bryrkoWNixnRFhezBVLNsFFSfYZY1MK1G38ytrOqTafrUEAjTmltNJX0FIhJd0IcKCsbdRt1/aza
Yp4uCIlAnz7+f7PwHQ6jHn8XIYZYihyJ+n6dz3bA9Nvi63i84XTSXVrrltPpp9dka29NpCwQiIVZ
OJowTkOQ6/LEnBAUYES2538eqIjWZCZRyxOP1Vw1fWhyrnV7q97ZectS0m2igu1stTgl5zTiXiHW
SKrAeiGoEaQoPlWuQx5MEchJHFCu7z8/dfxptzYdXkwgCXBlB3N1sRv9PcTw/wCbdtjTfzE+orBJ
qUMxijVIg7V39B4y/IxFiQ7KfirWh3FaYDLSmV8J/BHn3X7kwx6+MK44nl/uSP5vfR3u66clOTTP
zAMBjXVIvWZFUCZYypcBC5FIT3D0r2phGbS3vA/i/wCl7mB02vA2yC68ue39D+t9iX67+ZC6Vrx0
57Nbm1to/SuiKKWkYKSUBqOI6UPXLMHZfi4+MGr5Dy82Or7c8DN4ZFgfUet+X4+7eU6Lqx1DSLO9
jRohIJXVpHDssQYen07K1QBQ0p75qMuE45yj3PQYNQMuOMxtxMuvbGC9tTbXFShKNVSVYPGwdGVl
pQq6gjMSUQRTn45mBsMen/LLyTPDFDJp9Y4Wd4gJZRxLmppRso/LQ7nNj2pnBJEufkEw1/y9BqVu
DHSK5iFIm6Cn8pp2zB7U7LjqY2Npjkf0Fho9YcR33iWA3ljdWcxhuYzG48eh9we+cLqNNPDLhmKL
0ePLGYuJtQBKkEGhG4I6g5SDW4bCF8k80gAkkZwOgYk/rycskpcySgRA5BaqszBVBLHYAbknIgEm
gkllfl3ylIXS71FeKrvHbnqT4v8A0zqOyuwzYyZh7o/r/U6fW9oiuGHz/Unut/VBxNxZtdAQzcOI
LEE8KqKDYsO/UU2zfa3g/ihx+mX6Nvj3+TrtLxfwy4dx+lI0s9IaUR/oa5jZQyR1MgFN+4JpXkc1
UcOEmvBmOYHP8dXYHJlq/Ej9icaNpWl+nb38VnJbTqrhFmLGReTuWrUn7Rcn6c2Wi0mKo5BAxlvz
u9yb+dlwdTqMlmBkJDy5ch+pOM2ThOxV2KrJoYZ4XhmRZIZFKyRuAysp2IIPUYCLTGRBsc3i3nj/
AJxysryWS98q3C2UjVZtOnqYa/8AFbirJ8iCPlmHk0v816nQe0sojhzDi8xz+LyvUfye/MiwlMb6
HPMAdpLbjMp+XAsfvzHOKQ6F6HH21pZi+MD37IO2/LP8wLk0i8v33UrVoWQVBod34jI8Eu4tsu1N
NHnkj82beV/+ccvNV/IkmuzR6VabFo1ImnI8AFPBfpb6MuhppHns6rV+0uGArGOM/IPefKPkry95
T076lo9uIw1DPcN8U0rDu79/YdB2zNx4hAbPH6zXZdRLimfh0Ce5Y4jsVQF5YMZDNDUk/bi2AJ/m
Fab/AE5ZCdNU8d8ksuEMsFUIVxR0LdKg139j0OXncNA2K+OWKVeUbB1qQSDUVGEG0EUk0Hkyyl1y
8unvLhF1KBoZogw4sOAUAVB3CgkVy+WtlGEY0KibDhR7LxyyzmZSvIKI6cq7nah+W2lAfWmubqa5
YcJpT6dSDEYQ9FRQnCM9R3AJrTDHtSfIAAfHvvv/ABuwn2FiPqMpGXft3cPdtQ7u4XdIfR/Iej6T
fre20kzzI4dfVZWoBHJFxB4g8eMnSvYZdm7Qnkjwmq/aD+ho0vY+LDMTiSSO+u4iuXLf7AmN55n8
v2Vy1tdahDDOlOUbsARXxzHjgySFiJI9znT1eKEuGU4g+ZCUeedXf/Cst1pV1ExkAKSowLFa/E0T
A7ECuXaPEDmEZj4frcbtLPIaaU8ct65g9OtH3PHrPTNU1V5Gto5Lu45KGRQ0kjNITQ7A+G5OdNkz
wxUDsPs2eHw6bLnsx9Rsd5O/43JelflT5a8xfpSe91JpoLW2/d+jLUlpY3B4/Efh4ld/9o5z3a2o
wyiI4wL52Hr+wNJqYSlLKTw8qPf+j9L13NE9Q7FXYqpXNpbXUfp3ESyof2WFcqy4YZBUwJDzZwyS
gbiaSafyVoslSgkhJ/kaoH/BBs1GT2f00uVx9x/W50O1Mo50VOPyNpKtV5JnHgWUfqGVw9nMAO5k
fl+plLtXIeQCa2Oi6ZY720Cq/wDvw/E33mpzaabQYcP0RAPf1cPLqsmT6ijczGh2KuxV2KqdzcQ2
1vLcztwhhRpJXPQKgqx+gDFlCJkQBzLy1/zj8yXYkutF8qteaYIhPBcPdIJJYy8iLxjRX+MtC/7t
SW2yPE9MOwcMKjlzcM7ojh5cjz7txvsFkn5t/mAlvDcHyPKyTsUjVZ2Z+QLihjEXMf3TdvDxGPEk
dh6Qkj8wNvL3dbrqhbb87vN9x9ZCeUeJtbM6jMJLkxn6tSvqDlGK1G4A3Ixttn7O6eNfvvqlw/T/
ABd3NE3H5ufmBbyCOTyPIWLFQI7gyfEHaOhKRsPtRt91emPE1w7D0khY1A/0tefU+YWW35x+eriB
7hPJMiwohcs87pUKkknwhogW+GFug/WMeLzTPsHSxNHOL93uHf5hTP50eeg3E+RbkHmIqF5ftleV
P7n+XfG/Nl/of0v/ACkR7+n/ABSUS/8AOS+owyvFL5cWOWNikkb3LKyspoQQYqgg5KnLj7IQIsZd
v6v7Vn/Qzl5/1L8f/SU3/VLGin/QdH/VD/pf2u/6GcvP+pfj/wCkpv8AqljRX/QdH/VD/pf2u/6G
cvP+pfj/AOkpv+qWNFf9B0f9UP8Apf2rk/5ydueQ5+XkKftAXRBp7ViONFT7HDpl/wBj+16n5W1T
S/M/l631nSTJFHOCPRlNSjoSrRt8j3HzyccheN1/Z0tPlOOXMLjY6lFc+pDbn0CAJIyRtRqVVR/X
J8YB2cHwyRumek27mP6xcRtHKWPpo1QVWlPs+PXITnbZCFJgyqylWFVYUIPcHIM3m/5vXt1pGjWs
djcSRPeSsjkUr6arUgMACNyM3PZGMZch4hYAed9oc8sOEcB4TKVfCi8fstP1TV7to7SKS7um+JgD
yc1YLXc77sM6bJlhij6vTF4jDgy55kRBlLn9v7WtRs9Ssbj6jqEckE0A/uJagoH+LYHpWtcOGcJj
ihuCjUYsmOXBksGPTueoflxqcflTyDrHmPV43j09HWWIBRykFBGvCtK83YKK7Zzna9Zc4jHnW73P
stp5jCbFcUrHurmxab/nKi79VvR8uxiKvwB7olqe9IgMoHZo/nPYfkvNZ/0NPqH/AFL0P/SS3/VP
H+TR/OX8kO9O2/PTzyNOtNRXyaJbS+Ba2eG5MzMqgkkpGjOmw/aAyv8AJY7I4uTD8vG64lBfz+87
srMvka4KqodmBuCApFQx/c9CMP5GH89P5aP85UH58edmsIL+PycJre5oYvRuTLJQhmVmiRGkQMsb
FSygEA0x/JQuuJH5aN1xKKf85BedJDGE8kzOZV5xBWnPJPh+JaQ7j94u/uPHD+Rh/PT+Vj/Ocf8A
nILzoIWmPkicQpzLyVn4j0iRJU+jQcCDy8MfyMP56/lY/wA5sf8AOQXnH63BaP5MeK4uZYoIUmll
i5STsViWskSgcyppU9j4YPyMKviX8rGr4kTc/nh5+t57iF/JDu1oAbiSKZ5olBRZB+9jjeM1R1Oz
d8A0eM/xoGngf4kKf+cg/OKzwwSeTHhkuJGihEsksQZ0+2tXiUfD+14d8l+Rh/OT+Vj/ADkXd/n1
5o0q6ki1ryj6CQRrPcrHeK0iQvIsQk48DUc2C/PvkRooSHpl9iBponlJ67o+rWWr6VaapZMXtL2J
J4GIoeLioqOxHcZr5xMSQejiSiQaKveWsN3aT2k4rDcRtFKBsSrqVbf5HIkMsczGQkOYNvHoPyi8
/wClRDTNF8zWq6ZFJJLbRTwj1B6ooeQKSdPnTr45Axt6yXbmkynjyYpcZAujtt8QjJPIH5vvJ6j+
Y9OZgaituCNmdt6xb/FKTv3pg4Wkdp9ngUMU/wDTe7z8kDbflN+aNtdXF1D5islnu1t0un9Nj6qW
sXoxo9Y914faH7XU74ab59uaKURE4pVHirflxGz17+XciX/Lb82GnjnbzDp3rRSmeN/q4qJCJqn+
6/5epT82x4Wsdr6AAjwp0RX1dPT5/wBGPybP5c/m16jyjzFpyyv9qQW4Dk8HiU8vSrVY5WRfAYOF
H8q6Cq8Kdf1vce/vFuX8ufzcW4E6+Y9PVlIZVW3CqKcaUAiFP7sY8C/yroKrwp/6b9vmxm7/AOcc
/Nt1czXdxrFi007tLM/GRQWclmNFQKNz2ydl2eP2swRiIiE6G3T9akP+cavMx6atYnt/u3t/scbL
L/Rfh/mS+x3/AELT5n/6utl90v8AzRjZX/Rfh/mS+xx/5xq8zCldWsd9h/e/8042V/0X4f5kvscv
/ONXmQvxOr2O1OVBKSAfbjjZU+12H+ZL7Htfkfynb+VPLdrosExuPR5NLOw485HPJmC1PEeArheN
7R1x1WY5CKvp5J9i4LsVdiqW6z5c0XWvQGp2q3ItmLxK1aVZSprQioy7DqJ474DVuPqNJjzVxxEq
VbHRdIsCGsrOG3cIIw8aKG4LsF5UrTIzyylzJLPHghD6YgdPgoa15Y0PWVQaharLxZX5fZJ4moDE
bkbZLFqJ4zcTTDUaTHmFTAKj5r8q2HmLyve+Xpj9XtbuMIrRAD02Rg8bBdhRXQGmRxZTCQk5WOXA
QR0eCyf84vebQ7CPVrBkr8LN6ykj3ARqffm1/lKHcXP/ADke4rf+hXvOH/V10/75/wDqnj/KUO4r
+cj3FkVl+UH5vWVtbW1v5j08QWaqltGyM4QIwdePKA9HVW+ag9splqsJN8JaznxnoVc/ll+csbo5
8z6apU8lJj6t6ouWbeDctLHzY998H5jD/NP4270eLi7ihrH8n/zWtbOK0tfMGlCCFVj/ALkOzLHy
Eays0DNII+TcA9ePbJS1WImzE/j4pOfGTyKOs/yx/OC2bfXNInTg0ZjlgNCJAvKpWBWJYxozb78R
XbIHU4T0KDlxnoVOb8r/AM6JrQWb+ZdN+rh2lCCED4351O1v/wAWtthGpw3fCfx8V8XF3FSvfyg/
NW8FiZNa0tZtPu/r8UqJItbgcSjMgi9OicagBQKsxNSThGqxC9juKSM+MXsVSD8t/wA5beGW2j81
aaBKyGYmMGRpI1jVGZzBz5jhHvWtaeOA6jCd+E/j4oOXF3FbdflP+bl9c2lxfa/pl19UkeWJXSRR
+9Uo6kpEjcShI64jVYgDQKjNjHIFa35L/mTeadHpGo65p36OWAWnqpHK8yQc4ZGC/DEGJa2SvJvH
D+bxg2AbT+YgDYBt7FoGi2mh6LZaRZ1+rWMKQRlvtMEFOTU7sdzmvyTMpEnq4kpWbR+QYsZ8x+TF
1TUV1K2uVsb5IfSFwkZ9Tr9r1EeN/s7bH8NsXZ6PtHwocEhxRu6vb5EEIVvJmq3WjXVne6qXkubh
Z0assqIiuxpVnBPJSOlBt0xbR2jjhlEow+mNdB+j9rX+B9Uj4CLzDcxIjwmJQ0hHCN5WaP4pTXn6
if8AAfcp/lPGbvFE7Hu68O/LpR+aoPJWqGztYZtdnmmtrs3JuWDCRo2ZC0XJXUqGCkbfzHFj/KWP
ikRjiAY1XS99+X4pT1HyFeXradM2syx3tjbR2zXSpVpGjqxkNX+1yow67jFli7VjDjHhgxlImu6+
nL4KS+Qte/cg+Z7sooQTKeZDgfbAPqfDXggFOlD3Y4sj2ri3/cx61+jp7/s7kSfKWq3Oi6vpWo6h
ytr9628rtJO8MYk+FKuUBHpInvyLVJ2xa/z+OOWGSEfVDnyFmue3nfwpCad5B1WwjSGHzDKJFBkd
VVlDys7uzMol6Ozjl3+Eb9cW7N2rjyEk4h+zYd3StvedkRN5L1p0QL5iuYrniQZUMnWsFWCNKRss
Tjf+f71qj2liB/uokfD+l5eY/wBKvvPJuozWmiK2tN9Y0d2la5miEnqsWDKTyYfYAKipPWvUDFGP
tGAlk/d7ZBVA1X2deale+Q72bU72/tdTWye6Z2DwRMkrCX0/hmkSVGcIYqx0pSp8cWeLtSMccYSh
xcPedtr5Aja7359GrnyLrstxJKvme8VD63pxVcKpkjdEPwyLX0yUI/1T44rDtTEAB4Mend0IJ6dd
/n5MttIXt7ZY5JPUZa8pPi3qSf22c/ji6jJISlYH4+xW5LUCoqenviwp1RWnfFXVGKuxV2KuxV2K
uxVKfMnmvQfLmnyX2r3aW8UYB4EgyNyYL8Cfabc9ssx4pTNAMoQMjQY7+Y0vki70SDUNa1YQWdmx
lhe1kjdn5kR/CtH57mhoOlRl2nExKgObZi4gaAUdNtfI3kCxvtci1dv0dcQxloPVjlSR4RxMkSqA
zyOTvQ9T9xkZ5SI1ukmWQ1W7OLO9s723S5s547i3cVSWJg6n5FajMUxI2LSRStgQ7FXn+v8A5e+T
dc124stS1M/pC7El0NOieCKVUcKnqKgTmePEkMa77nMuGecY2Bs3wyyiLAZvplkbHTrayM0lx9Wi
SL15SDI/AAcmIAFTTMaUrNtJNm0TkUOxV2KoC+tbaOC+uHLhJov34SlSEUgEVHh47YuRinImIHQ7
MYU6QHktWvb15kdJJYkMYVeleLKFj4nkKhe221cDsz4lCXDCvj/baZ6NZaZeQuLW4uX+rzMW9cAl
TIEbinJSF48RxK7jenXFxtRknA+oR3HTyv8AHmrx+VLdWJkvLmZaUSOR1ZFNeVQOP0DwG2FrOuPS
MQ6PypCshc3lwV4skcfL4FVqdAa71qSe9fCgCp1xIrhij9H0mLS7Q20U0syci4MzciKgDiuwoop0
xaNRnOWXEQB7la/tFvLSW2ZuKyihaitTevRgRiwxZOCQl3JJr36Hjnke9MkZjiTlPHwDgFmCcR9s
0J6gbbe+BzdL4hAEaO/I/b5JW8ugOlratd3yt6fpxTnd2WZyAWahb/dn3dO+LlAZQTLhhz5e7+xP
G8qWLyl3mmcMnB0LCh/epKTUCoJMYBIPTC4I10wKAH4BH6Wj5TsubMtxOlXVk4uAUCUCorUqFAGC
k/n5VyCO0nSo9NgeGOWSVXdpCZSDQuxYhaAUWp2GFoz5zkNkAe5E3MC3FvLAxKrKpQkUqAwp3qMW
qEuEg9yX3GgQTW0cHrSKIoTbq448uNKAg8fhPutMXIhqjGRNDc2g4vJtpHci5+u3ZlAUcjIKkLJ6
lC1Kmp98FN0u0ZGPDwxr3eVN3nkywuJmlW5ubd3cu3oycepJK9Ps9Puw0uPtGcRVRO3UJpp2mxWE
cqRuziaQysXoSCVC0FAOyjFxc2Y5CCegpF4tLsVdirsVeY/n3ZeUJ/LdjP5kuZbaGC6rB9TiSW7l
Zo2BijaQqqr0d67HiO9MzdCZiR4f2OTpjLi9LCdWi0DXPJeg+Xv8KeZ4rbSgrrf2mjRiSf8AdFWZ
WMzBRK5Ej9akfTmTEyjMy4ob/wBJujcZE3HfzUvNOo+T38i6H5d1rQPMGjWGlyxBtUfSorcyMI2S
QhpJmCNKxEj/AGq06HsccZ8ZlExJPS0wEuIkGJvze0fl9pOl6V5N0q00uVLmy9BZIruOP0hMJByE
rLUkM4NWr3zXZ5GUyTzcPLImRtkOUtbyH8z/AM9LLSJX0Lyw6XWtO3ozXuzwWzE8TTtJIPD7I716
ZsNNojL1S5OXh0xO8uTy2HyXrFx5nt7sa/d/py5v/q8eoNaXQcXAZE5tL+yvxj4ulMzjlAjVDhrv
Dk+IOGq2eoflR+e1nr3o6L5kdLTWjRLe72SG5boAe0ch8OjHpvRcwdVojH1R5ONn0xjuOT2DNe4j
sVdirw78y/O35j6T5v1O30rVPqukQej6StBbMqcoI2aryRs27sep75utJpsMsQlIb+897rc+olGZ
ALHx58/OAAD9KkA0FPqlp0PTpD4Zk/ksH837T+tq/OZO9Xj87/nEan9Lnx/3lsx2/wCMQyGTTaeM
STHl5n9aY6nJIgWtl/ML821t2nj1dpEUE/7yWwO3Gop6BavxbCm9MwoT004kiJ9Pn39efv8Ak2ZM
mWBolzef/wA3CoePWiUIqCbW0WtOpFYdxXoczIafTS6f7r8dQ1fmsnf9z1f8p9X8zap5duZ/Mdwb
i+jvHiRzHHERGsUZC8Y1QfaZu1c1uvxQhMCA2r9bnaXIZxs97KNTkkT0+DFa8q0JHhmE5KT32qra
ei07Tt68iwIYopp6M9SOfpK/pp8O7vRR3OEC0i19rqUN2hktbpbhBxq8UgcfEiyJupPVHVh7EHAR
S7q/1i4/36//AARxQgZtU1NDdMgb07cgIWJAaiCRjy5dDy47KaUPXoMaeWQ4q5R/VaaR31i4/wB+
v/wRzJQlX5najqlh+XeoXumXjWN/Gtt6V2o5MnK4iVtjXqrEZDJPhjaQLeE2H5oee45ZY31xr1go
B5s1UfrskTREVB7k+1MxjqyBdMvCHeipvzW88xqlLxWYH4yWuACKdv3rUP34I6wnok4gOqFvfzi8
5QNy/SACIhknU/WOQVasaH1x222UnJx1V9GRwDvSqL83PzIuvTeDULvjMwSFyzQQGiKSeUoYnrU0
au4plkstbkgfa1xx3sLevf8AOP3m3X/McGrzatfvfKiWj25Ziyr6hnDcSadeAB26jJQmZE2soAcn
ruWMXYq7FXl350RRy655AilUPHJrsCujCoZTJGCCD2OZ2jPpn/VcnT8pe551dXN//hfzIR52jVhr
FuFuvU1SkApc/uSRbcxy/wAgFfh3PSuWAOOPo/h8vLzcgAWPT08k2lR7rVfPEN1r0eqQL5YmlTSe
V6xikjt7eRJ+M0SQbOvIFXLfF060hdCFCvXz282A2Edq9T1n8r//ACXflz/mAg/4gMwNT/eS97i5
vrPvS781NI86apodxBoeqQ6XYJA8l69H+syhFLGNXXZFIG9Nz8us9NOEZeoWWWGUQdxb5h8s+Q/N
2uWTatotgb23tZzE4Rk5B44zORwJDU4jbxNAN83WTPCJqRp2c8sYmiXpdl5V/NEXtvqUHkeAXFrd
/XojJqDrSclHqUe8FRVF+EimYUsuKq4+nd+xxjOFVxfZ+x5Br3l7WvL+pSadrFq9neRU5RtQjcAg
qyllYUPVTmwhkjMWOTlxmJCw+uvy20fzlpGjx2ev6nDqtsI1aynAcXCKQP3cjN9sAdCd/o6aDUTh
KVxFOpyyiTYFMwzHanYq+efzc/MfSdJ846xpF1bSx3EcloRdoIpg8JgikkAif0viNeAXnXq1duOZ
UNWYxEXAzabimSirTzZ5BOn2uoahcR2TSRi4jilcsT6qvIVQg/vOn2afaptXjS2Otvq4x0x5Ugru
2m1S1uNXsnS302dg1tLIkrVQyGP1OBYKP3S1qoHw0rU1zVajOZTJ6O0wY6gO9XvLOTS7T157b65Z
KGlvqcxGrKvLiWKloyfUZ+ZXjRSrjeuHS6gRBBatVgMiCGDp53bWtTjh03RRPJp1ujWltJ6jTK0h
BSj/ALpX5xl1Xi244kFgCWyDlPfVtP5V7j+Qvma68w+T7y4ubJdPltNRms2tlT0wpiiiJ+EtJSjM
R17ZLLk4zbk4MXAK82dar/ur/ZfwypuePJf69YeX7mDy/p97DKi3zx3T6e8ct8y6dziubmOWFpDd
/WvTjZpOPrEMyhh8KZdRJsn7eW/3N23NGJrnmyy1oNqM11b6GNSY3E5tEEcVr6+rL8UghPGEi3tG
eVj8KtyLgNXIkRI251+r9rE0gdAW+g06e+8tzSI97PcpLp9vbemsVHYRzTRtDN/pLfWYnUu0XKEI
SHWP4rJ0TUmcqvdkb3mum01C8hlvLhI7q0W1WazCSCyMNtJdTLF6EcjTIJJnVeP94oQISChoMIE7
gMNkw0W6v5NUWKRrn6iLJJbR5bYxfWGd/wB7NdMYofSuFNKQhUFGLfF9mETApEuSj+etxHb/AJO6
zNI/pqqWfx0qATdwAVG21TmPkvh2WFXu+T9Jv40jlkZnnj4mKIxhYQrIR8ZFWNB4cRmFPILAI97e
MVgm2XeUmg1u11BJIi80JhVQ7eiAkrMXZWQ/bVULKB8uhzE1kxEjgvr5t+lx3fFXRWTSrO1urpIb
SKBbWC2uBN61JGeSeQIpkBUosiIpY1oh2IfplAnKQFk8+7y/Hv8AJyuGIPRIJ9P0+e8ZHt7VCxUt
xkiLsQrDZUWOj/D8Sfap8RO2XDLMDmWoxiTyD2f/AJxlt4oNU80pGoQm10ouFYuKhr1BRiTUBVAH
sM2WkmZRN97gagASFdz3nMpodirsVeYfnGR/iH8vh3/T9v8A8nY8zdJ9M/6rk6flL3PMNYeGw8oe
ZJb7yuttE+tWwSOdr2NZzxuf3oLSA/D/AJJpv8szo7zjUv4fLycmO8hR6eXknen+rNe+cr06CbKK
48ozOuqD6yUk5WdufSUyM0R+gV+H55VLlEXfr5fEsDyiL/i/S9b/ACv/APJd+XP+YCD/AIgMwNT/
AHkve4mb6z7048x/8o9qn/MJP/ybbK8f1D3sY8w+b/yx86+T/LnkeU63yubj9Ls6adHHFOzxyWLQ
F3ilkirHR3UmvWnvm41OGc5+nu/S7DNjlKW3d+lnI/5yZ8pCv+j6gamu9pB/C8zF/k6Xl8/2NP5O
Xl+PgwT85fzF8v8AnPRNIm06SVbmC5uPWtZ41idUMcQViqSTCjEbfF45laTBLHI236fEYE2+mtO/
459r/wAYY/8AiIzTS5l1p5ojIodir52/NrVNDi89axBdw2tzcfuVEc0ck8gJtYnXhSTjHUqOoUbc
t8xckcnETGqYE7sWj0jy3epdWMFi17YNMpW7KFwz+n6f7pqtKy8R8XxHk3xMeW+VVPnxV8FNFBz+
cdSs3g0S2sZI10mJxbRzQgBPSDpGVEhLMixMju9W8TSgoygBEkyXiKM1HzpMtwtjarqRtrZuQuIZ
bgCYtJx4s0NzBEFEg9OPkhXmRwIqGMzjIiysjdiNzqGg6Uy67FpP6PuZQkdrazgXGyIhWVBKZlCV
biGrVWqn7OVgZJGoy2/FtRJvZ9Cf84zXFhdeRtRu7IRhbnVZJphEAB6j2tsTULRQ1KVAFMy8IkB6
mcLrd6bqv+6v9l/DLWaX4pSzzDpk+o6Z6FuyCeK4tbuESVCM9ncx3KozAMUDmHjyCtxrXi1KGcJA
HdQUo1jSvNmoyau0VybKCbTzb6TBHcFSt0Yp1M03GKq/HOnEI5pwDfaooshKMfmziQEuTyTrs2uf
Wby9f6jLP/pIt7u5gna1jl1aSGL1IjG4CC/tgFDUHEjooqTkFfjy/apKf+T9I1XStHS31W8lvb8r
D688szTgvHbxQuYyyRlUZ4i1DUkksx5McryyBO3JjIhKv+ci2nX8jtdaDeULYFR/0fW9fwyqVVug
Hd8Pw2/mAwPCOaK3EKxOwVQfhFK0rUZUTC7TxHkznyVqsulwXsM9AJXgZGYFKxxc2krxNA1W+Dr+
AGa/VYxOvj+P1uZp8wjfwTfXNV0+RRJaGss6GK4ozAECQSgMKj5f62/icox4q7/wPx8G6WePkgk1
GxRBK4USzTO9ajmg4sE5sSV5UqKg04kDrlhxkjqjxY3zD2//AJxZm9e880zBlZTBpi1Ug/ErXnIU
HYV2zP0kaBHm4eeVkHye/ZlNDsVdirEfzA/L2LzgumN+kJtMu9KmNxaXUChnVzShBJFKFAdsyMGf
w72u23Fl4L2u2Ga3+VUmqWZsNa/MK4urWF+bQ3QiYK6clqecnUUb8cyIarhNiDdHOAbEUQn5Vale
2TaOn5hXs9kkX1eWxi9Pj6BQL6bKr/ZMbAb9jg/NAG+AWjxwDfCHo/lrQ4dC0Cw0aGQyxWEKQLKw
CluApyIG1TmHknxSMu9x5y4iSu1e80cQyaff3cdv9bidCruqMUYFWK8vwxiDzCBfN5a3/OP/AOVC
xmU6jdemE9Tl9ahpwoG5f3fShBzN/PZe4fJyvzc2l/IL8pmjWQandcH3Um7gFdg3ePwYHH89l7h8
l/NzXD/nH38qSARqN0QRUEXcG43Ff7v/ACT9xx/PZe4fJfzc3q9hdafLGILO4jnEEaVCOrkIQQha
njxOYMgerilFZFDsVYVr/wCTP5b+YNauda1bSnuNSvGje4mW7vIgzwxCGNvTimSMMiIACFqOvXfA
QCilSD8ofy8gg9CLSisR5VX6zdGoZVVlJMtSrKgBU7HfxNYDFEG6XhC5vyk/LthCv6GjRIGMkcSS
zpHzPCrsiuFZv3SnkwJqK9d8BwQ7ua0EPcfkp+WdxcS3E+jmWacs0jvdXbEl2DmlZtviWop03p1N
ZmAKSLWXX5HflZd+r9a0JZ/WaRz6lxdPxabeRo6yn0i1OqUwRxxjyRwhPvKHknyx5P0yTTPLll9R
sZZjcSQ+rLNWVkWMtymeRvsxqKVptk00nTxxvTmoanSoBxVb9Xt/99J/wIxV31e3/wB9J/wIxV31
e3/30n/AjFXfV7f/AH0n/AjFXfV7f/fSf8CMVUtQ0vTdSspLDUbSG9sZeIltLiNJYm4sGXlG4Kmj
KCNuuKpMv5b/AJdqAF8raQAOgFhbf9U8jwjuVv8A5V1+X3/UsaT/ANINt/zRjwR7lb/5V3+X/wD1
LOk/9INt/wA0Y8Ee5Vp/Lj8vD18r6R/0gW3/AFTx4B3KmOkeXPL2i+r+h9LtNN9fj6/1OCKDnwrx
5+mq8uPI0r44QAFTHCqTeZ9W13TYrFtI0katJcXSQXMZuI7b0oGDF5gZK8+PH7I3xVK5fNXnGPiF
8ozXFUjZnjvLVQHYkOpEjKRwpU+3viqle+cfOVtcPBF5PmuhwZoZ47uARlvV9NEcn4lqpDk0Pw1P
bFWJy/XtWk1Ka+/LuSMPMpSb9JQRvdMHIaRqlOKRu3IE1DLQrUbZYM0gyEyEZoUWs6Dxv9F8gypc
TokM1uupQF0Rp35c2dzGSIo1k+FurUrvXGeWUuaymTzT+y84eeZZLFLryRc24uTGLqQXto624eZo
2LfEpfhGoc8R3oPHK2KY+cdNs2sJdROnzaleRqkcdpbu6NIeZVK8dv3fquQSNqnLcUjdXTKJYukX
l+xlubqz8q3zT3ai3YoZeZQuQtKn4OJgVqj7O/gOVu55yDPc9UG1roGpGa7v/J+plzw5vK8xldlI
XYVWpPqMfduviJWRykE2R1Qtlc6INQlSPyTqUJmBea4Bn4A27kwsKgUqFUkj6OXckGvqCSDXNnPk
TQtF021u59N0ybS3upaXEU7OzP6dSjDmTtxf/OmY+WRJ3Ntc5E82T5UwYd54/wAJfXbX9L/pP656
T+j+i/0jy9Kvxc/qO1OX836sycHHW1V51+ltx8XSvjX6WPWf+A/rcnp/4np6DV5/pv06em3Old+f
H8acd8tPiV/B/sWw8X9H/Yqv/Oifov8Aff4j9L03p6n6Y9X0/rB8O9f9lw67Y/vL/h/2KPVf8P2O
1P8A5Vx6Uf1n9N0o/p+n+l6/Yh5cePtw6d+Vf2sY+J04f9io4/L7F6/4E+rrX/EfHh8VP056nHk/
2+HxV61rvSnamD95f8P+xX1f0f8AYp95C/w76d7+hP0n6NYvV/Sf12nKjf3X134vHnx26ZVn4tuK
vhX6GGS+tfZ+hlmY7U7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWH/mX/AIH/AEVbf4r58PUk/Rvo
+r9Y+sehJ/vP6Xxer6fLh3r03xVg3l7/AJUF6cn1L63X1I/rfrfpHj9a5RU5/wC6vW58OfDv12ri
rtM/6F++p6b9R+t/Vf3P6P8A+Ovxp6zel9rtz5fa/Y/yMVU7v/oXr65Z/WfX9X1T9Ur+kOPrfFWn
HatfU9q8vbFXqXlX/DvDUv0J/d/XW+uUrx9f0o/sV24+lw48dqYqneKuxV2KuxV2KuxV2Kv/2Q==
uuid:b9e3bf2a-a623-45e9-89d8-e13c75e4508a
xmp.did:410ca980-581a-7149-9ac1-1bf595311d06
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:93e560e2-9c26-4c27-8fce-b8a0e76b19e0
xmp.did:74e351c7-dad9-614a-bd76-07b5dbee4d97
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ef00dc87-6292-8041-9de4-ef59ad12db8a
2015-06-10T14:26:41+01:00
Adobe Illustrator CC 2014 (Windows)
/
saved
xmp.iid:410ca980-581a-7149-9ac1-1bf595311d06
2019-07-24T13:55:24+01:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
G:\Tourism\LA estimates\2018\Infographics\quoile.jpg
0
0
EmbedByReference
\\docs\statistics research\Tourism\LA estimates\2016\LGD16\Saint_Patrick_Centre.png
0
0
EmbedByReference
\\docs\statistics research\Tourism\LA estimates\2016\LGD16\castleward.jpg
0
0
G:\Tourism\LA estimates\2018\Infographics\quoile.jpg
0
0
\\docs\statistics research\Tourism\LA estimates\2016\LGD16\Saint_Patrick_Centre.png
0
0
\\docs\statistics research\Tourism\LA estimates\2016\LGD16\castleward.jpg
0
0
Print
False
True
1
297.000083
210.001556
Millimeters
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 2623 C
SPOT
100.000000
LAB
25.490196
37
-27
PANTONE Black C
SPOT
100.000000
LAB
17.254902
1
3
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
Color Group 1
1
C=18 M=0 Y=0 K=0
CMYK
PROCESS
18.000000
0.000000
0.000000
0.000000
C=66 M=19 Y=0 K=0
CMYK
PROCESS
65.743494
19.436942
0.000000
0.000000
C=53 M=7 Y=0 K=0
CMYK
PROCESS
52.788585
7.302968
0.000000
0.000000
C=33 M=1 Y=0 K=0
CMYK
PROCESS
32.898450
1.052873
0.000000
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
10 0 obj
<>stream
H%7}˖` ("Jx*eIFƿn]˿]_~+%j߯__xok{ϗ+eX+?7ߗ/ח9*~H+~
DױT1J*w+;R%b7u籄\tљNЖ08vvihqόpO.>l`Amd-A?53vwy"h֨v֝[>=^yC'P萊Z+C-&>ܾC٥D%7CC_(7[+dhPv.wp)YpeZ51[z,--CB݁pBh%e1Ry
warLJs9s}BH4C
+nRjD2G{Dc=܇2S*1d@l X7w{3Av"g"-_z5d;6R?$fSpfSN[OsdmbJ;YgP]Qݙ '
'dkZ3m[ SN.93'5T
j ?u #;ԪM${P$K)m&A&7OpT2aB`Ay`brׂ!TOWw
O=0yي
'bWu` J2&0 Q`Ky.nVjA VxeW+A5tTPaHfn'Tq
b5W-O,qA
b{`B%w,+={0͍Aԏ1P%-JaO FE$Yx"] S|nͅd)vK粅| =ηѼOܙ\n}^{ضAMY&lr]t[>0J<ƀ3\F*heFfndJFI!"!eyvB҂@qKeC&0PQc'RoVh
'ڙ?36
j[(u}TnŤJHc11
h:=
W9`BI-^(KUn4Q&%0ҬuM(F;+RsD'\vtɝ.B ⢡PHas ?Zʍ\Tڝj"`rRp"ϡƘTrʞW,:|Ʒ@JRjNP= !
MVOH
m 8b4R`7-=D?#@egNtK;Ub䙡iFټ;ᨘ
`Zy2DPw6xZLZ!:gU3L.:1CC69[~~h~7B-k۬2}Qu=h[
ci'eM/W۶۾lDMUp`l'(Ӫ*cWMIs$Q져̊t
k|gÃuZo 34M/%'aX WCGd+rh*HNlW,P>k^{|E9I{ {Vb^v+l<3_a*5f_WΗ%M-zEiFEFqkXDM|2}y(fzXY/-b+-=[z1tl7\YqJ¦2Zp}S.,thݝI]ˠ
3+5@5!p(]ӟdmHhHoS>RiW3iE-蘸T
̣]㞑LVJ2W]8@CG1%1w
b3HtS4"WLn#z|ޠ]V?!uWuj|)cri}ũU=.n
Ə lWdcwa
J
XgCF)gY'%Չ~μIA7FOXIb8+fWaJ)B[e1*k{k MKgV"(6_+ݩGoveKQDHw|iy[6h ,V7ٶ
Jej)!@3h>±溺c>Ҩ"'/ĨBZ-_$l">`C6rCA7ckc7XʑJYEUN="`rvlP*VY*PJdz
4f5&=\!Wn~MbfB/FkR-S ^hZooKcNO
re,XX;NSoktk2oo9'þ5lz#cvHOwpҷy9MƵbI5A$Tx@WYk=t˵+,Vw5/84ts
O$6hp`ObQ<4
cqI@W~* ^ƯgUCeE^swIf.?JN9zZ'<^T.o|ECEkHuc:>*xp+(]c"+mo[̛Ύ@,stA~x9۞[]ګϡ4(SZ$RhkҒ֥ꦙ2-h`^&0/Pd;-铔7zfRX$r
jYio]_y&yq/5P7e ,w# פ\>S84RAo] Y`b̝>O&=E{"eŲLƼVoe7G
9zQ(E6SH7؟l od;ivblw/o%[1r A|?t_Up#;2'XʴlX Cq:RZ
^#n?"vEI| 2UQ}zTM;a@2nhNe+?f1KF\
'#A}Z?&nѾ:'Vi
^;mK4@G:Pb_=w@FB"[mayвa5\ڒֺJJyPW mQvOQ
p{՞isDE7js
j`{ܛl9SE=S;z%'Ǖ4)W;m+Hk#! "\ns)@%fRȑ",ͰcNiS}A
v)p} O )o[MUJCPã/g"vz9=s4֠Aᵫ# r9ј")MBvBXEo"8Z?Vy֟Nu.L5Ae˦ll\/_4y(=TU`yVs=%(V#s5䨷Y[-~C鰾hqt61 .so+&c0;0j-I+yyS˿Fu۠o y]c$S9XTZ
`٢YL+fأ(IcI^Mv2峥"TH֖H|*-zLs;6ԫ.>_L
^iM\%(
4R|seZ݂z?vE2S9WYgXt.L@ $
oyS 秨˅]JQO5udDŒ$EDy*ǹ5gČI@ret;Ozgo͍d93N3z:#n+bCFgd>
!42Pq@ĪM5[PxAONZ7`RBkxGC upIs (bwķ7I]PEOZ-[܋Λ18R6.2.
LOvny좥KcqXCSEE71Ӎa wAOvA$O2/]-!}9.)0w0͌X1*4G9FK6B±J,dKrhw,unoʊ,sJ~9Hר؊OײNP'7R$1 ְɕ]dnfm\pւ$a+:dځ9[*bEm8V;8ɩG_o Aў֥nd-puEP4랱ks b>Y/j4dV8}k}gvH@n`\#2ݨBWb8uNn[(@Lc4ĕamms7ji[If7ԋsמuލޫuQ}mՌ?vw/2T<( 7稶K@ =$$GHsA~
H[NqDVeUE.&6Ir7ڣPr$.JDp@ۘ8D֗'e`=_8Ėc^8_8_
PA+{s\)ڡaQ긪Ԡ5API.@֊&g_8hfIտp'vrE_bQ5ܞs\,3en d<8xeP=Tj.sMimWl5*Na5>(dʷ>v]a +jhJ\tl8知X/@=M_еۺ%8RH?PVj5Vi<8ӈ;$}]L
Pzy6w|zi=,z
j3e>'y0
02UjwV{C&) 9sOԭD}=~ sSWUDvn$WI'Y-C
q=8
Rq
#IF)Έ&uX6rTE+ˌ$z[bf^`L.h$QvJ!=| 0{7!=8cfq/e5TݻSI:Hcoll
ZX%opo IGuAAdgmquZ=Σ Y}KJe^39^@Z3(_jE@cpǗ~Xy;Tԛ\@ꝫ, )/ Z`
$:M`gUM:$2[ CO+I
ig
P{dD4 BPauF1~K8N&wz:1MIFxFsccĉ,5z
TII.%$F3#!Dh!3KȾ h*n[E˅)/d;RnHGÂ*ƵAII7y4
,\=NRkn=gGFݾF4\C!:K,!Z