%PDF-1.6
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Early years menu 2024 Term 2 draft
2024-10-10T12:12:03+01:00
2024-10-10T12:12:03+01:00
2024-10-10T12:12:03+01:00
Adobe Illustrator 28.7 (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/aAAwDAQACEQMRAD8A66HYdCR8jnnHiS7y9Xwj
ud6kn8x+848cu8rwh3qSfzH7zjxy7yvCGjv13r1rj4ku8rwhrHxJd5XhDYZh0JGPiS7yvCG+b/zH
78fEl3leENVx8SXeV4Q4Mw3BI+WPiS7yvCGy7nqxP04OM96aCC1me/i0a+kseTXsdvK1qoHImUIS
gC9/iptluAg5IiR9Ni/dbDLYiSOdMVsvN3me2trG3Ok3epSzW880t3KJ4j6kYnZIjSxtlWphRKvG
h+NeIk3OZ8tNjkSRMRFgVt5b/We89/LenFGaQA9Jlt+v+iPweqaaD5i1q41m50i/s3jkt1muWuuY
4CF7qSK1QLRWJdIpDXwUH9ravVYYRgJwld0K8+Gz193zrozw5JGRjId/37IJPMfm2y8yvptzpt1q
NjO84gv4VWOGOOKP1o+Rpu7mT0iWZVqo4ivLLpYcM8YlGYhLaxfw7/j1577NYyZIzIMTIKNx5780
xaMNSi8q3NxIFHK1R5llLNcvCvBJLdJCvpx+oSyKQGX4aHkBHQ4jKvGA+XcP6XnXwKTqZ1fAfx8F
/nHXfPdjqLw6FZPd2s1ogilCcvSuvUd2Ymv2fQiYU3+MoP2sloYYZRBySo8XfzFD9J+Vo1EsgPoG
1d3X+xUt/O/mmdJnHle7jWCe4hKSylJHWJo0hkjHplWEhlqfiChVYhmpkTo8YNeMOn6fPy+3onx5
V/dn8fBE6x5h1KbywdQs01GzmkmMcaQWskl1wWVkVzDLDI0asFDsWhYhegJpkMGOIy8MpCQr+dQ6
dx37ubLJMmFgEG+78fcktzd+Yra5vLl21Izei7XslrBNPHyM1str9Ut5kkj5GEy8/TU8TUyKTxzM
JxGgDHh6XLylxcRBvnVb0dqLQOMWTd+73VXTv/SmOh3Xnx7plvre1urN7W0mimkeW2IeSomHptah
uYAqUahG32eRC4+plg4fQZRNkfzv99y7i24vFvcA7Dy/Qld5qvm5tZmS0uL9LOC9VPTbTT+9o8g9
COQwFVgdQv7/AJNShLFAyjMnFHBwDiI4iP557uvq530250LotM5ZeI1dX/N/Zy83oYdh0JHyOaHx
Jd5dlwh3qSfzH7zjxy7yvCHepJ/MfvOPHLvK8IaLMdyScHHLvXhHcsmM3ov6JAm4n0ywJXlTaoBW
or75OE9xZNMZR22AtJINQ81Vkin0eJ+EcjRTrcIiPIqoUUoRIyc2ZxWrU4170zNyQwfw5T8j+xx4
nJ1gPsbstY80OsZudB+rH1CkirdxScVEgRZFoFqpQlz0IpShOCWPCOWW/wDNkkSn/M+0KkWr+aXm
ZJdGEcXKfhL9bRgVjYCElQtQZlq1P2abnfYeHir+9PT+E/jZPHP+Z9oUJNc81Q2ct1LoZYpCki2s
dwryCT0nklUlQeVHCovEEknpTJjFhJAGU++jXPb8Wg5MgBPB9qldav57N7ci001PqSwq1q8jIWeU
xFip/foaLJRd1Fd+g+I2Qhpq9WSXFfS+/wDqnp5sJSzXtEV+PNPNNk1RoD9fWNLn1JAohLFTHzPp
nfevClffMUyiMseAyMdubkQ4q9QCCtNWmbWjY3KosXIgMoIanUdSR9n2zt5+yOm4LEsl++P/ABLy
cPaLNx0RCvcf1st/Q9t/M/3j+mab+QsPfL7P1O9/PT7gwrzB5lFjfzQ2YV4Lf4ZJJKklx9qnErsO
mZuL2ZwGNmU/mP8AiUfnp9wS2DzdqrxBpIoVZtwoV9h2r8WWD2X0/wDOn8x/xK/np9wVP8Waj/vu
H/gW/wCasf8AQvp/50/mP+JX89PuDR82alQ0jhB7Eq5/42x/0L6f+dP5j/iV/PT7gtj82atx/exw
cq/sq9KfS2P+hfT/AM6fzH/Er+en3BNfL+qapq2pR2wjiWIfHO4Vqqg60+LqegyvL7N6aEb4p/Mf
8Sv56fcGY/oe2/mf7x/TML+QsPfL7P1J/PT7gh7nSXRWeJ+QUV4t1+/AewsXfL7P1N2PW2aIQUMf
qftoD/IzcCf9k3w/jlY7Fxd8vmP1OVKdIhoIogDcwzRqejgqyn5GlDkv5Fw9TP7P1NXiSP0mJVbf
TtIlkaSJz6rgBz8Icha0B+GppU5Z/I2EiuKdDzH6miefJE2YhVbR4x9lyfY0/pmLl7Cr6DfvWOu7
wpNpyL9rkPu/pmuy6CUPqBDfHUXyRlvolo2nT3cryDgeMQBABPvUe+ZGLs+BwyySJ25fimmeqkJi
IpJrBBc+s5NIlcrER1IHc5g+AHNyy4aHVHRadA78SX37gj+mZWj0WPJPhlxfCv1ONlzyiLFK50e2
ps717bj+mbf+QsPfL7P1ON+en3Bgur63rWm3klrNHAGjO7lXoydeQ+LuMzoezWmkLEp/Mf8AEo/P
T7gktx5+1iO6hEdvA1rMeAkdZF+M9KHkdj/q5L/Qvp/50/mP+JX89PuCa6b5pv5buCO8ihjieRVk
MZYkKTQkFvD5YJey+nANSn8x/wASv56fcGb6haWFjZTXkzSenAhdgCtTToBt1PTMAdg4e+X2fqYZ
u05Y4GZAoPObrzxqiK8kUMAValVfl9mvQtyG9O9Mt/0PYO+fzH6nlx7Wakn6YV7pf8UoQefdZuOT
Rw26ItRR1cty9wH2x/0PYO+fzH6ky9q9SOcYfKX/ABStb+edVlhRzDAGI+IcX2I2I+344f8AQ9g7
5/MfqYy9rNSD9OP5S/4pmtrpuv3NhZXCvbwyzLyuY5EkPEMarxAbrxpUH78q/kLB3z+Y/U77H2hr
JwjL92CediX2epfPHLBIY5BRh37EeIyk9i4h1l9n6nf48gkLCMsdPM6GSVvTjG5bwB6fMnsMwM2g
xCRESaHMn+zmwyZuHYc172NtyPBnK9i1K/hmHLBC9rpAyy6rfqMXi34f0weBFPil1vZxq7PcSBEU
jhuASevfNzpOzMMwJgy28xz+TXmzS5RFpBfaLNP5wt4YGWMyksXbZQqAsxP+wz0DHqAMHEXhcumJ
1BiGXxKl/pIl0/VbGSOaJjDfRTCRKKQjSLTY8WNOvXNLtxX0d7HJQAeO/mbZN5Nv7G0u3+uC6Qz1
jHH7LUoeXvvh1HafhkDhv4/sd92P2PPXCRjIR4a5+bHrjzRc21wltcaRdw3Mqh4oJEKuytWjKpAJ
Bp1yg9tV/B9v7Haw9lDKJkMsDEdUL/j60/5ZJP8Aglwfy1/Q+39jb/oNy/6pH5F6FD5Zupk5RuGo
vNgqk0WlSTTsM159q48RAxyPDfXu68nnfyBoEyG7v8NXFC3qrQbE0NKn/ayv/RfDn4Z+f7GX8my7
wjodbj8n6VLctaC8klkVXcSemafsgAo3TJYvaCOpnwiJFC+br+1B+Tw+LL1CwNvNCt+d8amjaM4N
AaGcDYioP934ZlfmvJ5s+0kB/BJr/leMH/Vnb/pIH/VPH815L/olx/zJfYxzVvzot7GdFGkMyzJ6
q/vxsObLT+7/AMnNpoezTqMfGDW70Gm9oBkxiXBz80PB/wA5Bm3JMOlSJX7QFyKH5j06H6czR2HI
fx/Y2S7XjLnD7f2IiP8AP+xu5Eik8vFJ5GCrNFciMVY0qyCIr9wGCXYhAJ4vsYw7V3AA28zf4+1M
rb89Wh2fS2lTwacV+/hlQ7MkP4vsdlkwCXIUUR/yv2H/AKsjf9JI/wCqWH+TT3tP5U97KvJP5i2/
nCO7sPqj2f1cLJ6fqB1ZWJFQwVKGuYGs7NjGIifpPdswlGWOQl1ZHaWum2zW1iLm3hmuTKbSCeYJ
NKIt5SiUqwTvmBDszCBytry66ZkiJFjjtr2e2ltbiSyh9eaKKbkwVkMiVopoHUVU98vhpceP1RDW
M8pkAvLLb895LqKeW28tXM8VsvqXMkcpdY0/mcrEQo26nMX87/R+39j10/ZOUSBLLAGXK+vuSDzL
+bdhrEEEkmiS27gssVwZQyuo+0v2FrQnx2y7D2qYfw/b+xn/AKD8hNeJGx70PoTp5uS6t4q2i2wR
mZqMSWrxpTpQrXHU+0YxRsw+39jrtf7PT0xiDIHiv7K/WymPyjcW0aKzqhZQwYoV5D+YV7HMSXtb
GNXikL8/2OvHZ5PKQZXq2pT3+lz6dNbhGlUI0nM1DKQa8SniOlcwf9EkAfoPzatT2Oc2Mw4h6g8k
1O7jtL+e1eJpTasQzL9nqAGp9ObrH2iJxEuHmL5vm2swR0+WeIkkxNE8P7UOuuWgZmMDcmFOQIG4
6V2Ncn+e8nGE8fUy+Q/WiNO8z6dZXBup7FrqK3V5zb8xGHMal9zxfw8MtwajxZiAFcRpy9AcUs0Q
bl9nL4lOv+hlrf8A6l9/+kof9Us3f8jS/nfY9h+cHco3P/ORljcJxk8uv/ksLoVH/JHInsQn+L7G
zH2iYGwEZafn5FPZgjRWSNXYBfrAO4Vf+KvfNJl9l5j0nJ5/T3/F2Wl1HjXICviss/zvnSEi80xZ
5uTEPFIYl4k/COLCU1HjXIT9lwT6Z0Pdf6Q5dFLfLX5tanp0l5+lfV1RLmX1YqssZhBJ5KuzVXcU
G1KZdqPZyM64CI15c/tWpPXLqRJ7WC4SvGQBlr1o4qK5oNADDJKB6fobMRtMkt3HmjTLiJQz/vQA
xKj+5eu4De3bOqxz/ckeby+aFZhLvCP03yP5W06drrTfLOkWk8qFHmgiiRmRuq8lhB4t3HfKGxhn
5s/ld5g88axZy2c9paCxt+DiZ5G5eo7EU4x/5OYWq00shBD03s/27DQxmJRMuKuXlbB18heerOd4
P8fw2c0Nwtrxe9vYT68gChE5IvIkAD4a7ZhDGQaEgK8z+p6A9raeYv8AK8QMeL6YHYdT+1t/yG85
+Yaaq/mCw1AygRi7Mk7lxD+6+16W9OFK9+uSjpJTFgg/j3KPavBp/wB2MMoV0267/pZ9a2LW93DZ
HVbC11LhEyQPcPFKfVFU4VjXl/sa5p5dizGUkZIxlfmDu87HUSliEvDlKHfVjbv7viqRX7TSyRQe
ZtPuXgUyzRxXrzhFEiqWcIjgUd1rXJ/ydn/1fz5k9f1spQkACcEo3sLjXQ8vgClOteT7rzDYz2Gn
ajYSSW86rcSJLK6xsqNJQlYuvFe2Wdn9kHFMy44y2rr+OjqO3sc9RpxjMTAzIIvySm78v+ZSDcX3
mfy8yzo4kuLqGBlCK0fJHkltaR8XdKIxFGOwrm2/zo7/AI7nQf6HtfMn+I8v7sE9/duNr22an8ka
61tJaTa35akiqITFHDbh0kuG9FCvo26yK7OOII7j2xMf6Ufx8GoezurIogUQf8nXSyQaHIbpbN/z
j75/Oq219pmr2Npd6bxSOcSTq4kDGUMpER7SAZ0PZ+pjhw+HMXuW3SaM4oCN8v1oCb8v/NcGpBbj
zL5Uh1D1ZLUpNaWyO8qoFkRg9kPUZluBWtS3IHfbLf5X0/L1f6Y9Pi7aPZOplHiECRV2Bexvf7C3
L/zjr50uJotYa/0hYlSGXhbCWFWSKNfiEawKoZwvJthViTl47VxmFAHf9LiHAYy35g/crad+WWs6
Rq9zHbeadDtdTtY5o7mCaYh1haEmYmOaGhT0mPJqUG++2Ycu08Utj0ejMckoCXhzMJVRA86HLrfT
miNS/LrX9RjeG713QZpQbeT14o+MzJIBFEVkhtlaRH5rU770qciO1MIO3397GMJjcQl1+zc8+RZB
+Vvki50GabUv0lZanZahE0cE9jI8i8oJAHqWRB1PbKtRq45ojhaNWZCfBOJjIdD5vQ38taJrun26
axo2n6qlu9wbb66iylOcp5lA8T8a8RWh8Mxw6yfNEz6JBY6JqFtpmm2dhHNbPGUtz6SALEUQcUiA
oq7DBIWCFhKpAvCj+S3m7y9cxovmmy0ua5HNWSe6hDCFh8TOsaqOLOKcjmnlpjAi5AfP9T6P/omw
6iJPgGYj/VPPyRV1+Wnny4sZrO689WV5ZsJIpbV724uFrBIhlVYyr0ZH48uIqK0PXJSwyreQr3tU
O29PGYlHSmMtjfCI8wa325i6T/yR+THmby3dXKT3dlObxFKcHlHH0jQ1rH39QZj6vseeaIFgbus7
T9pcepMSISHDfd1r9TI72K90e4isbvWrWxmdDNBC9zNHyUfCzJ+7APEfap0G52zA/knPi9PjcPxl
7nBx5PGiZxxGQ5E0D8/0efmiLfQdY1e3W4gv7S9gDELMJpHBNB0b09xQCh6U6YnsPNlG+QSr3sJ6
2OE0YGJ7mEaj5R17StXuVPmDSdMGsO8n1e8PJJFtmKHkZoGjp8W4J+KvfNxjweDGMDIch9jyuXsb
VanJlzYfolLccPF7ln+FvMX1qQLrnl5ruxUK4SzgaVBEUQGi2Zb4Oce46AqehGT+MdvL9jj/AOhz
W7S9O/I8EfhvXka9xHRARfllq/mrTjqem6po88EsTWivaxyWylpC0QdolgjA+J+vHoMydFtkjksE
RK5fZ/Pps48WoyiOQFdPLbqly/lH550bSbmxm8yaGNNtJQJre9jNykElyVjDotxay+mXNBzSnz65
0M+18FmRBsc96+52mPs/NOhEXxWR8Obp/wApPNGoWH1V/MPlSaGRWigeBII5FPrGdhFJBbI9eUTi
gOw5AClcR2xgBsX/AKb9qy7NzjYxl/pT5frHzUYfyJ16wt7eK51jTUF0yvbyFrgK/rLVRvD8O0RJ
5UyGbtfGSJb0XM7Pxzx8cQOIjn9ydHyV5ms9PitZPNnl17KGJYoopTDOPSNxyXZ7dyR68nXsTTvm
Oe0sHP8AS5scWSR2xTv4936ggJvyb1a9vHkj1nRxLcXDxfV7dpgEl5lTH6aw/uwrbb5MdrYth8GX
FOI3hKgL37u/zeoQejb2NnBcp6gWNFYKSN1UCo6ZyelF58kuln72WOMjAcJo0nZtvrFzBGFVmf1k
CvXiedvIKNTenjm9geYdNmjdFIND8m+abaG1hv8ATYWNukUMixeYtZa1dfTKTcbaVJFVBQcIzXY0
qO5aXoaf73zf8Yov+JSYqkU/mfTJY1uJdG1Kaa3aYpG2nTtIjQFSShZOPx1DIVb4qbbimY0soNEx
l8nZQ0OQGhkxgGv8pGt/j062NvcntreLcmTjFLGsZADSxtHyqK1UMAafRl0Z33uDkx8Nbj4G3af/
ALwW3/GJP+IjJtaDsNHubWcSPqVzcr6k0jRzFSp9V2ZV2AoqKwUD/JFKfFWmOIg3ZcrLqIyFCEY7
Dl5D9PP4+6hlz/fWn/GU/wDJp8ucVL5/L8skuoumr38I1AowRJIytuUjCf6PzjfgGpyYbgt8yMql
iu9zu5kdWAIAwgeDyPq3v1Ud+73ImDTbiO6SeTUbm4CCUejJ6Kxn1GBBYRxRk+mF4rv0JrU75IQN
3ZLVLMDEgQiOW+97e8nn1/QvST0vr0vBn4Py4IKs1IUNFHcntkiaFtUY2QEtTzTZSJbXS6ZqPKcI
lWsJ1kjEkgRhIrKHUI1C3am4qBlPjCx6ZfJzToZAmPHj2/pxo0Om9b9PkaRpvVvdGnuFhmgDRzL6
VxG0UgKckNVbseNQehG42y2EuIXycTLi4JcNg+42EbNGZIXjDmMupUSL9pailR7jCRYYxNEFAaPp
E2mxpG9/c3qJDHCv1l/UasYPJy5+JmetTXf3pQCvHjMepLfqNQMhvhjHcnbbn0+H462jrv8AvRa/
6kv648nJrxc2K6z5d8wX01jqGlWlvcpDDdwS8tSv9KuObXIdAJbIMHj+FuSuOtKd8IYT5p7oukXe
naVqKXNuISUdYpG1C61KV415lfUku1DrTmfhDN164WKeahDfTQKtlcraTCRGaRoxKCisC6cSyfbX
4a12yMwSNjTbilAH1DiFHrXuPwQmn2vmaJgb/UbS5UycnEVnJD8HEjghNzLT4qGrcu/0RjGd7kfL
9rdlngP0QlHbrMH5+gfoRr/73w/8Ypf+JR5Y4iX3OtWnrMs2nXkktrL+6ItXkFSGUSxOAVod161F
akBTXKJZR1idj3OZDTSracQJD+cB8COf6O7dX0vWY9ReVEtbu2MSqW+tQSQgliylVLijFWQg09iK
qykzhk4uhHva8+mOMA8UZX/NkD+Of6OYIXC5Nrp8s4hkuCkstIYVDSNWZh8IJA7+OSnKhdW1Y4cU
qsDzPJB/4qtmRZI7DUnic8Q/1K4Q16CscipIAW+GpXb7RovxZWc47pfJy/yEroyx3/Xj94JH2+Q3
2R9xJ6tnDLwZObwNwcUZayIaMOxHfLQbFuHKNEhXuknktpUt5RBOyMsUxXmEciitxqOVDvSuMgSN
lgQJAkWO5C6Tb6vAk6aldx3hMgNvKkfpER+moIdQSK+pyO3amQxxkB6jbbnnjkRwRMdt973s/opX
T/e+b/jFF/xKTLGhJ5tO85/UpraHWbYyyNOYr1rTjLEj1MKBfUaJmjJA5FNwPs1NcoMclUCPk7CO
bTcQkccqFbcWx7+l7919efRNbCHUIlcXlwtw3wBHVOHSNQ5oOnJwxpU08fCyAkOZtxMsoH6RX9v6
nnc4mBX1AR8I4+FKbUzCjiELA77d/pyDAV3MpthIb+0EbBX9RqFgWH90/YFf15mxdHl5J9wv/wDf
0X/Ipv8Aqpk3HQ6Jf/X5v30X91F/upv5pP8AizFURwv/APf0X/Ipv+qmKu4X/wDv6L/kU3/VTFUs
fSG1PRbe0vHR4GSJxwWWJwyUZGWSOZHVlYAgqeuRnASFFtw55YpcUefuB+w7KDeTbFpJJWYmWV3k
kkMt3yPqsjOnL6xURsYl/dj4aClKZWdPA/2lyB2hlAAsUK/hj0uunPc78/NMJYL2NrKNZouKScVr
G5NBC4FSZCTloFCnDkbNlC3fliC7vTeTPSdqeoY3uYkfiKL6kcc6I/D9nkDxO4ocrlhiTZ6+9yce
syQjwiq84xNe4kWL61z6r9O8uQ6dM81mUjdwVPITuArEEhFeZlUFhyooG9T1JxhhjE2AjNq8mQVI
/YB9w3/Vt0RFut8st2xnhAEoJJian90n/FmWuMqwS3FxCs1vd280L7pJGhZTTbYiQjCRSSKULxrq
XTbl47mCRPTkHJYyRUAgiok7EUwEIWajoX6RmtZrmUerZSerbSRG4gZWIoamKdOSkbFWqD4ZCWMS
IJ6N+HUzxiQjVSFGwD94PzG6Ds/JtjaV9AkVWJG5yXcnIQEmPlzuG5FSx3O/3DKxp4Dp9pbsnaGa
fMjr/DEc+fIKusLcC5tvVdHHCWnBCvdPFmy2Tj4uavoy3hsFMcsap6ktA0bMf71u4df1YQwnzVtQ
S/8AqFz++i/un/3U38p/4swsUJq2mW15dWBvrqNLqCUyWHB5rdy9KMB6U8ZccftKainUZGWIS3rk
5GHUTxiQjVSFGwD94Ne/mhrfylplhQpIEEghh/ey3ThzExMIPqXDcmBfau/3DK46aHQfaW3J2hmn
zI6/wxHPnyCaOl/9fh/fRf3Uv+6m/mj/AOLMucJUiluJufo3dvJ6TmOTghbi46q1JNiK9MJCabVr
tpGjW5gMiAF0EZ5ANWlR6m1aYKQhILl4IJjNe20QhM80vNePCNZXrI1ZRRRQ7nbCASkAlE2809zG
ZLe7t5owzIXjQsOSMVdaiU7qwII7HEghSKU7sXr26Ms8LKZYSGEbEH96vf1MCEBrujWFw8V5ql2l
u8aPbxTpLcWh4zULJyiuIq8uA6+G2QlhEzdb/H9DlYNVkxgxjVEg7xjLccuYKhaeV9HtLtXgnQTs
8UqxNNcupdUCxv6T3LKW4QUDcakKffIR00RuAfmWeTX5pxokdR9MeR5i6vmU1/0yO8uJJLiFESGN
ndo2AADSEkkybUy5wki/wj5bksV/0pWsLhZ5Iv8ASrwxMlwBJKY/9K48aJzHHZeopvlJ0keVfe7H
+Us4le3Ft/BC/Ty/h/t6pvpa25Mp0++t52kPKVlLzklfgqSZnO3GmWjFwdObh5MkpVxdPKknjhjl
s4klUOOC/q7ZWRbkY5mO4Rll/wAdKz/12/5NPkotWXksbybqZspLUebNZHJxJFNWx9SNhKZdm+q1
ZTXiVfkOO2TcdE/4dtrmGXTdRubnUEHpz/WZJTDPz9eWZKPai34iMkBOIGwHXJRkYmwyjIxNhJ7n
yTM88UtvYwRG0mraMdS1HmIvVYsysnp+kzRzS/AOQ3AqVGXjN3n7A3DL5/YE50jSrw3c17qKzW86
8I4rePULi5tiqjmZFVlh3LOVPNd+PhlcpCqH3NcpCqH3I1LG1vtFhtbqP1beWGMSRkkVoARuCD1G
VxkQbDAGtwgV8laIkEEEbXQit3LxK93czUqvEj988nw07Dvv1yzxpfgM/FP4CY6pawXaRWtwnqQT
s8cqGo5I8MgYbb9DlYNG2ANbsU/w55gVY45rCK5HJoImi1a+t1itmj4nkQnMg8F4p8VG+Ll3GR4k
e/7A38ce/wCwIq68s3VxeQCSyCW8r+rezxaje+qHjciMiRWgdqRtUA/ZbYfzYBkAHP7AxGSv7And
zbXdxaanbWdz9TupSUhumjE3psYUAcxuaPTwOUxIBstUSAd0jfyLJJZzwyNpZnkjMUM40qKkS1qF
CNIwZNhVT+G1LvG36/Nu8bfr801g0++sdOuopJLP6t6MjJDZ2rWwErhmlc1mlHxsSaUrXqTlUpA9
/wA2uUge9X1Xy7pGqyxTXsLPNCCsUscssLKCyuQGiZDuyLjHIY8ljMjko2vlTSbSOSK1NzBbzeoX
gjurhV5SlSzqQ/JD8O3Eim/icJyk8/uU5Cebtc/3otf9SX9ceUyZYuaEXRbrUrCze31e90l7aS5N
bL6uRJzd1/eLcQ3CNx6rt1whhPm1J5bvbaa7vn8walcwsGlOnzG1Nvy+rvER8ECSBDyD8Q4HMV6V
GFi3qPlnUtQuJPr1zp+oWXrLJa2t/py3HoJvzVGE0dWO1GI2p0OXRyAcrHuLbHIBysHyKRaT5cj1
C+W8tYtMt5dNmkWQSaIkatKj8EeImf1U4NFUfHvselMsnOhRvf8ApNkslCje/wDSZnEl2txCtzLH
JP6c/wC8ijMa0Lpx+BnkOy0r8W/t0zGNOOaSCLyVdC7e7uZtMu7mSMpLPLpUXqSM6lXaR1lUtyr0
FNqg1rlxzCq3+bacu1b/ADRPlvyxc6HezeiNMWwnDlxaWAs7jkHrCrvHIY5FRXcfYB6eJwZMgkOt
++0ZMnEOt++0xXSdKvY3a8soLlmaeFmmiSQmMzlyh5A/DyUGniMrEiORYCRHIpZD5KtRr0mo3Mdh
cWgaR7O3+pKksDThfV/eq/B+bBmJaLl8R+LLDmPDQv5thy+mhfzTR9L0yzQyWlpDbySSQLI8UaIW
AnDAEqBUBnY/MnxysyJ5lqMieaKvLGyvoDb3tvFdQNXlFMiyIagg1VgR0JGASI5KCRyQlr5b0C0k
iktNPt7ZoP7kQxrGqfa+yqAKK8yTt4eAyRySPMsjOR5lE8EkvLiORQ6PDGrowqCC0gIIOQYIEeT/
ACivHjomnjgjRJS1h+FH5ckHw7K3Nqj3Pjlniz7y2eLPvKMs9H0mykeWysre2llJMskMSRsxNK8i
oBNeI+7ImZPMsTInmWPW3+88X+ov6spLkx5K1uI31GzjdiC8j0CsVJpE52KkHESF0xyA8KfCygPR
5TTY/vpf+asscZQSyh+vzfFL/dRf7ul/mk/ysVRH1GH+aX/kdL/zVirvqMP80v8AyOl/5qxVD6fZ
Q/ULb4pf7pP93S/yj/KxVEfUYf5pf+R0v/NWKoe5sofWtPil/vT/ALul/wB9P/lYqiPqMP8ANL/y
Ol/5qxV31GH+aX/kdL/zViqHtrKH1rv4pf70f7ul/wB9J/lYqiPqMP8ANL/yOl/5qxVD6hZQ/ULn
4pf7p/8Ad0v8p/ysVVpLW1jRpJJJEjUVZ2nlAAHckvglIAWeSQCTQclrauoZJJGU9GWeUj8GxBB3
CkEc0s1i3SK5tipc1SWvN3fun8xOCTZi5q+j2sLWCMzSAtJL0lkUf3rdAGAwhhPmrahZQ/ULn4pf
7p/93S/yn/KwsUR9Rh/ml/5HS/8ANWKu+ow/zS/8jpf+asVQ72UP1+H4pf7qX/d0v80f+ViqI+ow
/wA0v/I6X/mrFXfUYf5pf+R0v/NWKoeysofRb4pf72b/AHdL/v1v8rFUR9Rh/ml/5HS/81Yqh72y
h9Ffil/vYf8Ad0v+/V/ysVRH1GH+aX/kdL/zVirvqMP80v8AyOl/5qxVDpZQ/X5vil/uov8Ad0v8
0n+Viqp6Nl63o+s/rUr6frycqHvTnXI8cbq92XAautlT6jD/ADS/8jpf+askxeIRXdqt26Weq3Fl
dq5AW4HGFmr05qzUH+suZIyitxs42PtbCZ8BuJG2/J6BYXiXHmfSgleKiYkHxMTCn4Zz2n1kM+WP
D/NLv8+Awwyv+cE6TyZoceo/pCMXMVybhrsiO7uUiMrkF6wrIIirEAsvGhNCRUDNw6lMJ7WC6mu7
adecM0EaSJUiqsZARUEHIZMYnExlyLPHMwkJDmFGTy7pchbmspQsHVPWlARgGUslGBXkrUamxzHl
ocZ53/pj9m+19W8azIOVfIfbt8kTa6dbWrVhMu/UPNLICaUqQ7MKnufpy3HgjDlfzJ+8tU80pc6+
QH3BARaBpd3BBczJJ6zwRK7RzTR1CpQVEbqO5yvJo8c5cRBs+ch9xbMeryQjwgivcD94Vl8vaYkf
CISx1cyl1ml5GQinJiWPI9/irvv1wDRYwKFje/qPPv57/FJ1mQmzR6chy+W3wREkSxSWqqWIM7t8
TM5q0chO7Emm+w7dsyYxADjylan+hNNq54OPUYuwEsoXkxJY8eVBy5GviNumUflMfcd/M/rbvzU+
/wCwfqbtdHsbUweiJALZPThVppXVV3/ZdmWu9K0rTbphx6aEKq/SKG5P3lGTUTnd16uew/UrW399
d/8AGUf8mkzIaGv0fafXjfBCLoqsbOGYAqvKgKg8T9s9sq8CPHx/xfH8dW3xpcHB/C3qH+8Fz/xi
f/iJy1qVJoYZomimRZInHF43AZWB7EHY5GURIURYZRkYmwaKlaabp9mzta28cDS09RkUKW4/ZBI7
L2HbIY8EIXwgC2eTNOdcRJpL9d/3otf9SX9ceTkuLmpRaJp+r6Nbw3quUguXuImilkhdZElfiyyR
MjjqehwhhPmiINHstJ0W7tbMzGErLIBPNLcFSyfZVpmdlQU+FQaDsMLFXn0TTZ7mS5kjYzSoI5GW
SRQVAIHwqwWoqd6VzGnpMcpGRG58z+tyIaqcYiIOw8gsj8v6bEjLCJYy7+q0gmlLl6FeRZmNT8R6
5EaLGBtY3vmeffzZHWZCd6PTkOXyV1iWK9hVSxBjmb4mZzVnjJ3Yk032HbtmTGIAceUrX3djbXXD
1g1UNUZHeNhuD9pCp/ZyGTDGfPp5kfcyx5ZQ5fcD96vlrWl0em2dzxnlVvWie4WORHeNgGmJahRl
68RlOTBCZBPMeZH3NsM8oggcj5A/esXyzo6l2WOQM9C7CeepIXjUnn1p361APUDKRoMQ6H/TS/W3
HW5T1H+lj+pXuLWKG1Eal2VpYa+pI8h2kRersx6D+PXMmOMRFb/Ek/e48shJvb5AfcsXQNNRESMT
RqiLEgjuLhKIhJUfDIPHKBo8Y2HENq2lIfpbjq5nnR3v6Y/qWL5c0lSxRJULMzkpcTqeTHkSKOKb
+HifE4BocQ5A/wCml+v8b95SdbkPMj/Sx/V+PgibeJYr2ZFLEenGauzOfieUndiT3+jMmMaFOPKV
m2rrSNKu5PUurSGaQgBmdFYkKahWJG4B3odsqyabHM3KIJ9zZj1GSAqMiPiiwABQdMvaXnmpaLba
np621yqszxj0JqfEjcfhIPWleozURzZMOcRkeKMnJ1Wix6nDRG4HNH6dFaR31sZlT0Fc+oXAI3Rl
BNfdhms7J4Y5h7nP1tygyX/cB/y6/wDJPOqdO1TQK1/0Svj+7xVKddhuHnsX0OfTI443c30V0EpI
hQ8OJVWaoencbYqlVn/jj6w313/C5t+U/D0frAcLzT6tXlsT6fP1P8rjTauKuu5/Nw122hsrTy+m
issjzyyOzunGKMRxggx/EZjIa+nx4ADZsVWaT/jz9IR/pceVv0dyg9U2huPX4ei31nj6nwV9fj6f
+RWu+Kpmo1U20QkGhG6SMepIOfBpqgFlQ7ovGu3Jj74qoIPMwS1Dny6zhJPrrASqDJ+69IxAlqL/
AHvLkf5ad8VQlifPYtrb6+PKxuvj+t+gbgR/3yen6fME/wBx6nKv7fHtXFVeP/Fn1hea+W1grceo
VMxdh6i/VSAQAD6XISjf4qcTTYKoa3/x9wX6x/hXnVORj+s048YfUpXvy9fj7cK/tYqh5D+ZIt9J
BTynLI0wXXgouKei0igm1DMu6xlifUO9NvDFWbr+guI5C0DU+IAxkA+xoMVb/wBwH/Lr/wAk8VS7
UhYG5gNoItkkEhi49ylKlfkcjJtxc1bSxpK2vG5EAnDyF/UCcjycsD8XXYjCGE+aKI0Aih+qEHqP
3eFi3/uA/wCXX/knirEFh87wx26Rz+XLgi6Y3UtwJAxtKvxEYiWNRJTh1FOvXFUXbt5kXTUa6h8v
Pqgjh5mF5BFzDJ9YVA68iGXl6dWFDTlXFUnWX80ZdDt5Uh8p2+sPCWnguPrHpJMZUKp+6aTZYeYa
jH46U2xVP7Q60ERrsaCX5XIkjiMgBQuPqjB2B3CV9Ucdz9kjFXIuri9gqdBFhQfWVVX9UsSpYoa8
f5+o3298VS+P/HHr6Z6n+F/Q4n9McfrHPlwHH6tXanqVrz7e+KqtufN3p231qPy0z+pH9cEbTAen
6H7wxFlPxC53UN+xtUNviqiP8d+lZV/wsZeEf6QH+kBefqRer6Pfj6fq8eX7XGu1cVbt/wDHX162
+s/4W+o/F9cEf1j1SfTTh6dfh/vfUry/Z4964qi/Jza+YLv/ABjHoKXazcbV9J5em0ARSpb1yXrz
Zx26d61xVkX+4D/l1/5J4q0T5fAJP1Sg6/3eKvO9X802dlZiC1lW41FkEUEEXx8GI4jlx2qP5etc
1mLRzll8TJyHJhru18eLHwYzxZD3d6YXmq21pKI5Q5+HnM6rVYoyaB5D2Wv8T0BI56GIyFj+33PR
u1G5uo2t7e0Ma3Fy5USSqWRVRC7HirIW6UpyHWvbHHEGyeQVuy1AzLAk0ZhupY3Z4jUhWhZUkAJp
Ucm+E9xvjPHV1uP18lQur3EtpNHLDszb8iAQCPnlEPRkExzDlYYCcSCmmjXWpXETPdxhE29JqcSf
HaudTosuWYJmKHR1urx44GoH3plma4bsVdirsVdirsVdirsVdirsVWuSEYjqAcqzyIxyI50WUBuG
O3nmia0nuIm06+nEE1vCr28LSBxccf3i/ZBSMt+8IJ40OaOOXLIA+IBd8y5B4QfpKBt/zCt7m5ub
e207UpzaSGGaSOBWQOrwpSofuJ+Y/wAlWPbeyQzxq8gF+f7GInA8olKvNMsGrnT7i4sdXUSCNI4o
bPm0frsQxmoap6fEc69AaivxUYZMu9zif85w9Xo4ZiCRIV5Mf1LTdKsdShsDZ61Mbi6+pxXUdohh
LhFkL1d0YoFLfEB+w3tWyGTLKN8UOV83Cl2RiBr1fJlOn/l9Da3dvdpfuWhdJVUxhSeJBpudsxD2
hkcjF2JCMhLiOzM/Wk/myv8AP5v533O38KPc71pP5sfz+b+d9y+FHuWyXywKZJiSnTYDqc2XZWXL
mymJN+m/tDj6nhhG/NS/T9j4P9w/rnQflJ+ThfmItjXrA93HzXH8pNfzEXknnbWLeTzTeSxysaFA
GpSlI1BA37ZizwSBeZ1+oHjEg/ikti8z30P91fXMdOnCR1/UcHhScca2Q5Sl8yy3yF5xurjWGgv7
yeeExMUVyWAYEbmu/SuTx4Zk07Ts7XmWSpEkUy7XtTu54Y10i5igl5fvZJUYkLT9n4HH4ZYdDxG5
RB+TsdXnymNYZCJ63/YWOXWlzXG+o393qB6+lGVij+92b/iGZEdNLyDrjoPE/vsspeX4/UqafpGr
MxGkafDYj7JvHf1ZF23o7E02/kTDKEIfUbLstJosGPeEd+/qntibe9Fyl2gF+YkttRtzUDivOhUf
yP6jFW8NuoIzhMlxrh+m7B/HUPRplJJFFG0krBI4wWZ3NAoA3JJygAk0FQGnOby7l1LiVgZBDZ8w
QWQEs8tDuBI1KV7KD3y7IOGIh15n9Xw/Sqtft8UdOq1I/D+mYOWRBBHMN+IbFGWOpGVhFKPjOysO
h+eb/s/tXxCIT+rvcLUaXhHFHkmGbxwXYq7FXYq7FXYq7FXYq7FXYqtk+w3yOU6n+6l/VP3MofUG
E38Je81xANXQyhQGtCEU1tCvK1cqgDdvtGjgdM0OM+iP0fH+t1/HJvkPUfq+HuSvQyIyyEeaeMlw
9gHvvj4LG0s/1kUq3pN/dq5qSOAp3y2f/JHv2+5jH/PXmFhp4uIrnzKYtPt5CicG+s3DRSxlTxlX
43cQfCrqKq7VpU435YrP2fj3r/p3RBpJL2MN5lRbe5VY0YMC5tpjO7RSsSrQzmQJuQeI4iiigeg/
uvx+kL/p0usYdLsbFUtrXzPbJf6pFcF+PpOst1xIV6lKW68xGyt0I/m3yyUpSNk4jUff+CxAAGwm
N1+qQxNbakF/xcrmFCXtQRMVW4ZyLeQivIFCCvLdGHEHsATsP3NLX9dmNlobLfJqR1LUH5LUWc0i
+iAyRrQxBBuPTr48mbxzAnm2MeGPvH63Ijj3uyjNV/3jb5j9ebX2e/vz/UP3hxu0P7se95xeeYrW
I6yn6eaNtPj5XH+hl2tfXLelJslJFSo7HZfiPU51Znz9X2OpryULXWbmTTb5YPMRu5opv0e919RV
Tb3EslI34n00YRrIvPqp4123GAT2+r7FryQHmKa1VtRlfzDDb+mbeej6ZHMIo2YxtVijmT1WVvcf
LITI7/sYHBCXOIKIfTNPNxqofVol9FIJI4106JRboyg8kJT9/wCpRq9ePTamExG+/wBjD8ri/mBU
hutBRJLjTtWjtZnjt5EuI7M8VS9LxwBgy0POSm1QQVoeuI4RuD9iYaeETYiAjbfXLC6vbm4s9dLq
LezMtssDuI/VaQJJxNeJlr8QpsACdqZPjB3Em2vJMPK1xd3Ni9xLqK6nbymNrO6WMRExehHUsoVB
V35Pt4/QLMRJHO0SZ/5ZtLibT5HjTkolIJqOvFfHMHWfWPc5WnkBF1pYWl3qln60KO6u3pu6hivw
M1PkeI5DuM5LssXlo8naauRENlGw078xZbUxarovltbmNCUuoJJ5EabmCtIHt1KLwqD+9JrQ+2dK
IjudTxF5t/zkfNNp2uaOmnyNZpJbSGRbcmIMRJsSEpXNZrtpCnvPY3BjyRyccRKjHmL7+9gLRWTX
MSxeeONsyj1ZZ49QR1alSAkccwYV2B5D5DviVfX73pBjqJvSji8vD+8kfck+oahq1ndGCPWnvFCq
wuLaacxkOoag9QRtUVoQV2O2RunMw6TBONnFGPkYxv7Le/2McEiIs0vojgOLlSw5U2rTenuAc5yW
omcsgckoiz3/AKOnz9z574ceEERB+SJFlbFdr2EuTQLSUClaVqUA98InP/Vt/fP9SOGP+p/7n9bF
PPU0sOhGSKRonEqfGhKsAa9xTMrsnUZJZSDIn0957w6L2pAx6MmPpPENxsxaeGx9ST6r5vBjVPgM
6XyMzgiuyRSAKQSQa+xHfOk/zvvfPp5N/TnPx4+fy/H2qEkTi2aSLzTDNOiu5tw18hYKtQFaSFFL
HcUJHbfwBJ7/AL2ByTqxm398/wBI5sU1fU7o6tp8d1qt1Z2ksS/WbiEvKygyyAv6fOPmQB/MM67s
WAOnuhI2ebvezskpYYkk9fvKz0x9YCf43h9BgSsx/SlR8LFQ6/V9t1Ctx5UrtXfNpwiv7v8A3P63
Os9/3oH9Iatb6tBbjWHvIy0DerDNMY2EgVyv7wI1V5cWBXqDhljgYE8Nc+gTCR4hun+mX09zdGK+
1mewg9ORhcEzSjmqEohVDy+NgFr265gygANogvVSgANogq+ovNbwmez8xC+QMi+krXUUw5pyJKSI
q0UgqSrH8RgjEHnGvkxjEHnGvkzz8kNU1G4vNVtbi5kmgEKSKkjFqNy41Fa02zWdr44jGaHQ/c1Z
4gSjQTrzlYxz6hNdpH5hjntxaozaL6cf1hebhYw5ozKDcEyVYBaVqKb8dppEQAvHW/1NeUeq/V8F
moL6tojB/NCNJBd6gBbikkZbl/ozVFPUH1j9zGa/YG/w5KO237roP2/rQf8APbNqlv6N3XzBNciR
VeaKMc3SWRxxdZAX9JPrFeJ+wFBFCN5mV7fuq7kVW/rtrQtfj0SC0szYeZr5buOGZbnUo/WaI3Vy
I1hlldl4yRmb4lPRF6mmVZcPidcYq+TKE+HpI+9nakMARWh8QQfuOa4hym8CuxVB6r/vG3zH6833
s9/fn+ofvDg9of3Y97zifW/QvbexbzEpu5YZYeIs/UV5RFHIJgyfCvANyoW4nlTqNurM624vsdTX
kgovMSao40/S/NnDUGoBI2n1Fbom6gPxqibWyMg3+fxUGATvYS+xa8kXf6rJM8d9a+aEtLCaCGOK
H6oknKaWRAsylvjPLkE40oOWEz7pfYoHku0bXVkeZJPMH15n1GeGL/QmiEYTf6tUChCemw9U/arS
taYjJ/S+xa8m7DW7XUmtksfMEUlxcwLNBLHbAerCkqVMhfbnuycRxoWPw1GyJ3yl9i15K+leYLKw
0SKfUtZOqcyzpfC2MbOjI8yD0oVO4iQ9BvTx2yUcgA3NoMUda+a9AujZiC65m/WN7UcJByWUMydV
HGojb7VMkMsT1XhL0fyhN6OiX0pNFjZ3P0Rg/wAMwdbz+DfgFkDzSLyvqP1ie2Yl50iMppGSJGKR
OeKkFdz885XQYcmLUiMxVxt3naBhKBMe9PbXzbotwkIWz1tLiZOQgksdUSjcOXAyvGsNe1edPemd
I6NEat5J8ra3qJbV9PS/aCGMQmdncqGZ+VKt3oMrnijLmHK02uzYL8OcoXzo0x3UPyr0OO7YWHlX
SLm1LJ6ZmmngcL6bmQPxSb/dgQKVB2JqNt8aWn32jGnbYu2Mhj68+YS8t+oqvUOl38Eytfyl8g+g
v1ry/ZCep5CIOUpU8aFiD9mlcsjpoVuBbiz7a1V+nLkrzKybQEtbUXZtrJNKit0mluJpbr1UVEBk
qiVDV3IIIpTo1fhxMugxAmXBCvd82Onz8YEeLJ4h2oVXlv0/HKtwegmxuFig1Ow05b0NFFcCyv7i
YLLJHyAZGjUoWYr8IZuIapPjXDS6c0Djhf48nL1WOUbOOeXh3I4o1sD38W/XehZGw7hF55PmvbVY
r7R9Njle4QQ2/wBaurmEoEYu0jtHbmv8oCde+ZENFGFmMIRLr9TLBlqM5TyY+txiN+m3FL70o1Xy
35Ms7qTTl0XQ4dTihN1JFeX9xAiWxJRJuX1ch/iU8lBFPHfJy4QaIiD7/wBjXg7C004ifBIwJ4fT
jifV3fXt5d/cv0ryt5L1K5aO10bSpkZSIwJbuOQSQlo7iqvF8SCVaIwpyHL+XIwMZGgIn5/qY5+x
NNjjcoEf5sCKO8eUtjXMdNu9M4fyn8i3Sym/0Gze6iIjWhlaMfArUWpB4lmJp75scGbJjhUTw+7k
4vg4omoD0e5K7H8oNFKQpfeUtDRwqfWJoLm7cM3R+ETRJxHcVc+HvhGt1Xf9p/U5uXFpLPAZ+QMY
/CzxH7h3+SNg/KHyPFpLTX3l2wh1GONnJtXmeNXC1BVn4Nsfb39snHV5yPVJxs0MQl+7vh6WBf2J
Rr3l78t9KutTjl0rS4YNOFu7yTG9Mi+syBlMUcbB6q3wmNzv1XYnMTJ2hkiSOIbV3/qdzpdJkyxg
R4hM+Llw1tfUy287A8iibfyr+XlwPTh0TR2uGt4p41N5cCJzcCsQWUwAMr7UZQT/AJOEdoTJqx8z
+prnp5x3JyVxEfSL257cfMfgpvp/lPRNFjtJ7GwtrK8u7dvrZs2d4WI4EcGehZRy2NBhzTnkx1I3
YcSU/wB4QDIxB24ufx80WLbxb8M0H8kS/nByfzA7kBLfW0UrxtzqhoSFHb/ZZSeziDVuVGBkAQt/
Sdn/AMWf8Cv/ADVj/J572XhS8mv0na+D/cP+asf5P818KXk79J23g/3D+uR/IS7wnwiuhv4JZVjU
MC5oCQKb/ThHZ8iasMZwMRaP+rH+bLv5Jn3hxfzA7kDrURSyrWtWA/jm17H0MsWUyJH0/qcPW5RK
Febyye5117m3f1rq3njuZ0NwdPhYNbm9SJYBI7DirqylWH2lXl1GbwmV9fk6/ZB2+seYrNktL7UN
RuJprOW7jmOm20THeMCIKH/voi1OPGh5ddsHHIcyfktBEW2ta/NqNlbtJqkZuoI0JbTYlijkTjNJ
NOeTMnqofRUDYNy6kbSE5XW/yWgrQ3HmeLSZlmvr+a8a0nljlOmw+ojqGZBwRvSeSjqqoDRinauI
Mq5n5IoLYdX1y41WULHqNuokWFydNjSFghDFxI0jOUIt5FG+3qjwGPFK+vyWgrXt95kmIihnvLaV
wIPVh05GiWU0X16SyueFblGpyP8AdN74TKR7/ktBkGn2eqQSyPeah9cRqhI/RSIJ8bMCCtSTwYKa
ntXbfLYxI5m2JLNdDYr5V1WhoWDoD7tGFH681+v5/BzNELnH3sB/J/XbXUJUt9QljjlMsyTWxBjK
VgZWQksfDrtmHqcEjqY5a24DE/NzsxAxGPm9E0zyT5M0yKKGxvLuG3gESwW41a99ONIFKxogNxsg
Vqceh2r0y91rIE1Cw+vzf6TF/dRftr/NJ74qk7aLC0DQHzVqAQ+txIntQ6iYggBxDzPpEfByJO5B
qNso8DauKXzdgNfG78LH06S6eXFW/X9CcWs1lAZC2o/WGkIJMske1BSihQoA+jLIxrqS4eTJxVsB
XcgpvMmmaZo1rcyl7hOMMbJaIbiRQwA5mOPk5Ve/EE4znw9CWenwHLLhBiNv4iIj5nZTTzvpD3Dw
rDd/AJaSG3kVGMLhOKswH2+VUJ2Yb1yvx/KXybjoiBfFDp/GOov7OvcUfNqVg72bfWIxWQmhdQRW
J+orlwLhkUUFqnmzRbWWa2uYZ7hY40mVobd7mOQlwvFDGH+NG4khqbbjYNSueQCwQT8HLwaWUwJR
lAWa3kIkbedbH9nUXemeaNEvJ1jihltpFElTcQNCqD1CpHNgFPqGPl8JO1CeowQmCeRHwRn08oCz
KMhtykD07ue11v5jvRsN9YNJeL9ajXlIBUSKDvEm43y4uKDSTjRIxDHEfNmoMIkjSNjPacv3Thwz
MIAXZuPFudaitepyjwD/ADpfZ+p2H5+Nk+Fj3vpLqK/nbeVVRTAvZWulXUbakbt2SRmlnljLklKb
BAigbVooAyyEeHqS4eXJxmwBH3fgqt95i0yyeEOzSpMxUyQL6wj6AFwnJgCTTYHxNACcZz4a2KcW
EzBoxFd5q/df4+KAbzlo7zxQS2t1V3j9Nmt2ZFZnC8iw5BfTZhUnt8QqFYivxgf4ZfJyBo5AEicO
R/iH4N/sO5Fraxc281zbCKVJCElqEYNTdPDLZONi5oTIN7CvNK2zLOLmN5ojPGPSj4ks3qrxHxkL
uf7N6Zib8Zp2hrwhe/JJxDpV7o4D6XPNDLtNEyqkwanGjgMhqA5G32famEmQPNiBAw+kkfak2j6f
5YMriDR9RE63z3E8sgZHS4uIPVLPwkX4fTm9KlPn/NkpGXeGqEcf82XP8dV9rp/ljV9LsLKby9qV
tasn1eGC5SaFoY2IP7xlkqu9sm/KvTxOAmQ3sMxDHKhwS+39bLvLmh6XpV4/1CH0frdx9YuPjd+U
jUBb42anTtkIzJkLbpYYwhLhHNmuZjqUt1//AHhH+uP1HMrSfX8GjUfS8vfT5I9auKXWtuktvPQq
SbdfUnqOFekiFzw2+wPbfKI3P1OJ8mraEw2drqTz69LJZwRObBwS8vpxSAiRKUZ39T4hz+0q+G6O
/wBS/JRg0rlcoReeY42vOVixkkrHGsYJ9ZgQwj5i3oJF3/ediaqgf1lv3MnGlgTGX61ck+msYT1T
xFGDcuNKcjShPhl3B5ljaHt9CkhYs2qX0/JFSkkiUqpYs44ovxOX37bAAAADB4fmU2pJ5adPRC6v
qPCIglWmVufGBYBzZkL/ALPqGh3cljXHw/MraYWNj9UEo+sTXHqyPJ+/fnx5uz8U2FFXlxUdgBko
xpBLMtAiMvlu/jU0LyAV/wCBzX64WR7nL0cuGYLy/wDLHThF+Z9hfBwJ7hbpZoQKj0lhYIwIGx+E
Vr45dqI7W5GWXop6835gaYtlJdHTNZHouFlg/RV96gUymPmB6VHUU5ngWPHemYbiJjZarHdJc38V
vchFi+GCWGSGdvRlmTaKUI/x8KpUCoIPfCBahI7XW/MIhMf1mWeWWMyQPLol4jRlh6qpMRNFGzcA
U+Hj8VORrTleYR/Eg3mEfxIJv5bv9Sn+sQ6k8ktwrK6yGxlsolVkU+kvqSTcyh6sHPWgrQ5XkiBy
++2GQDp99rE1PW4DDb2+jvc2gtYnS9FxCilypDRlHIcFaKa0IIJ7ihYxiRzQIiuanYeY9avbeOeH
QnMckfJZRd2jxFwVBVXjkeq0Y0anVSCBsSTjiOv2FlKAHX70Vf32pi09eDTXe8hkk+rWUksSeuRA
5QCQM6pyO3xdPlkREXz2YACxul7+afMNvFBJf+XjbCY8CPr1ptIY42SNS7RhmeR3jUV6rXo2T8OJ
5S+wtnhxPI/YUyj1fVTAskmh3SScTzhEtoWDBAwCn1wpBaqgkjfrtvkeEd/3sOEd/wB6rPcXkFtq
U9nam8u425Q2fNYjI4hSic2+Fa+JyEQCd2MQCd0h1v8AML9E3dnZz6PdC6uQ0hgd7fmIk5AsnpyS
ozcguzMuxrWgal8MHECbboYeIE2m8OqXV/p120+l3emqICyfWzb1fkhNAsE0zKV78gMqlEDqC1Si
B1tV1XzJomkyxRaldratMC0ZkDBSAypu9OI+J1G5xjjlLkExgZclO182eWrq3luItStxFAXWdpHE
RQx058hJxK05rufEeOE4pDopxyHRbrm9xa/6kv648pkyxc0BkG9Ir60T61IWmVSx5cSG7/IHMeWA
k25I7UxYwIy5hQFnEf8Aj4T6Qw/hg/LySO2cCC1GZbN0UETcxUlOW3/C5XPFKLk4e0MMxfFSyxvI
bqf0a+k1CasDTb6MEcZJpll12KEb4rTW3toop45DcIQjAkDl2+jLo4CDbhZO1sMokWnUV1BK3GNw
zAVpv0zJpwoZ4TNAoLX/APeEf64/UcydJ9fwY6j6XmU0sklxqttFFrCE+jEXYukVLiY8pLSUCRuU
Yc17AAdBvmWTz+r8dziIN5TFpawcfMcqXNssxkUH60rRxlgGai+nIfq9OAIDM+674P8ATJ+TtNvz
aWcFuLfzJeBEd2muYx6vFUWakjH06sfVEahd6gj9knEH+uj5LL2ylsFsF5+Yr5LYs0bQTFpXMrmU
/WQfTR1jWHitWJo1KVKnARX85PydA1vpV2sLXPmKdrdXmjjlJufWWJgahQHkcVveO/8AJv8AZBLd
H+Jfkus5byQ2wiGui3uJIFnS5BjkiBgEvJmaNiaGEI4RgvJzUltgi/6S/JHeWSbnU/WB1qEWVsLV
odTVkilIIAmH7LyUX4m9+2Tx7n+L4oL1TyyaaFde8w/UuYus+oe5u0/NjXlbSYrHzjZ3sSn0WEqu
iqWZSYnpQKCafqyqOp448J5uz12n4RY5PT/r0P8ALL/yJl/5pyLrEOl7D9fm+GX+6i/3TL/NJ/k4
qhNV0vR9TnSe6S59WOGW3jZFnSizFC5oFpX92B8qg1BycchjyZxmQmK3luqhQs1FAArFMTt7lcgw
ULC8gOn24KSkGJAR6MpH2R/k4qhrTSvLVle/XrLTEtbv0zCZoLR42MZ4/C3BBUDgKV6dsmckiKJZ
mciKJRVzew+tafDL/en/AHTL/vp/8nIMGr+PSNRtzbahZ/XLckMYbi1eVKr0PF0IqMMZEckxkRuF
S2lsLaCO3toGgt4lCxQx28iIqjoFVUAAxJvmpNrLa9h9a7+GX+9H+6Zf99J/k4EKjz2Uh5SQu5pS
rQSE0qG7p4gHDa2p6hew/ULn4Zf7p/8AdMv8p/ycCoj69D/LL/yJl/5pxVZ9ZtPUEvpSeoBxD+hL
y4k1pXh02xtUt1i4SW5tgocUSWvNHTun8wGRk24uaEyDewvz5dXtqEuLT6yzRSc5I7SD6zI6JDIx
ThyT7RAof5qCm+TDqdQB4pvuYtBqXmr/ABHGZJNQ/RszxTvZPp0KrFGbacmD6yjvVvVjUuadSoDU
bC0mEa6X71W11LzFbrcz3Mmo3iRK0qwjT4o2Ki5mUIvF6u3pquw3K8W6tTFeGPl80Pcat5rtLaCa
VtRuiqQpJHa6dE0kkltcolwSrunEXKS/CegRWbYimKeGHl81q695jTRjcOusSTq0ey6XCsxD2XqN
+6L0IWQ70NRIOG4xXhjfT5s78l3kt1BymjuEmhDwSPdRCCSVoXCGYINgshXktOxwSbtEKyH3Jrrw
rYfJ1OX6T63O1H0vI50FsYbaNfMknqSyQPJDx4xLETah2rxXg4nEqlASePI7qcyarb1OL8lQXX6R
vZrT0PMdg1ysMLXBXhFH6tq55I9XVSlKOy/7sp1w8z/Ej5LJfVayef8A52QpFaW1LZOKTMDHLGTV
iC061LSUYb8NicH+mT8kXZMYILxyNeuBcXboEmpzVZuCcoacCkKh+S/tLRu4pkh/nI+SnDZH9JW+
oxXWvy/omNoHspCyQ3ZjiY8mRxEJHZpKc68WK+G+I536tl+SG01frWtWF2H8zW28iiC5+G1rIbhq
3CENsvCi+FY+2CO5/iU/BnWZLBlnlheWh3ftMD+C5rtZ9Q9zk6fmk3lG7afzDZrxA4GTmQagn0nH
w+2a3CfU7/tGNYviy2PzdZnUTYSWOoRS/WWtVlNnO0BYEcX9ZFaMRv2YtQUo1DQHLdAmi/73z03P
pRbf7KTFUKdQ1j0GYaS5mC1EXrRUL0rQNXp2rTr2pvmJ4+Wr8Pf+sPx+3y3crwcV/Xt7j+Px8ETb
3NzLKVks5IIwit6kjRmrMASgCM5+GtCT9FeuXQySJoxIFda+WxLVOEQNpAn4/pAQlveX0VvCsdg9
xCLeJkkjkiBZyu68ZGSlKDevfIzyzBNQMhXQj9NMoY4EbyAPuP6LXnUdVUty0qRgCKcJYTUVFftM
nifu+Va/Hy/6mfnH9Y/AZ+Dj/nj5S/UW7+4uRFBLFas86ytwtmZFLUjkA+IFlFRuN8ulOXCSI792
zTGEeIAy2793JqWoMjE6VcI3IBFMltuD+0SJTQDvSp8K5UM8yP7uXzj/AMU2nDC/rj8pf8Spw6rq
xp62i3CfDVuMts/xU6Csq++/+YjHUZeuOXzj/wAUylgx9MkflL9S+S4u4RdSW1o11J66BoFdEYKY
o+RBchajwrl+WcoxuMeI91gffs04oRkalLhHfuV8V/fyRo40+ROQ+NHeMMrBipGxII2qCDvlcc0y
AeA/MM5YoAkcY+RdPPPLp90JbZ7ciFyeZjYE0YUBRmPau4GxHeoFuOZPOJj8v0FrnADkQfn+pFXU
k0dvJJBEZ5lUmOEMFLnsvJth9OHJIiJIFnuRAAyAJod6jY3lxcc/Ws5bUpTeQxlWJ6heLMfh8SAP
CuQw5ZS5xMffX6/x0Z5ccY8pCXzQOu/70Wv+pL+uPLJIxc0BkG9hfnydYAs5i1GYxlmVNL5GWogc
/EoIDA0ooao5lcmHU6j+9PLpzYpGrXHmATH/ABNFJcWiTurFVsk4NH+74D92sx9P4lXqGbxwtPIf
wN3M6teTXRh8yqZ7g6fJBHy9ICVVZblFBISNONPUSlCTyHgqP8xTsJZDZR3fpeaOcBYi0n4CV2ku
hQMK8W4GPb4uPpneoOKT/mNW9u89vrNrLN5nhkif6yZiSpfYP6Viw5jiRH9kn9qnU0CpP9R6RoNO
YoWNIqVcEMaECrVA3wFt0P8AeH3fqTae3hnj9OVeSVrSpHT5YwmYmw7SUQRRQ40fTP8AfAP+yf8A
5qy38zk72HgQ7kLqGnWcEStFb8nZgvVz1B98jLV5B1btPpMcjurtpOlxx85IgoA+I8np+vJfmp97
SNNEmgFv6EsGbmB+7I2UE/fUk4jVT70nBCqrdjPmnzp+W3li+XTb8393qKqrXUFoikQl40kXk0pi
U8lkqOLN70yrJ2lwGjz9ztdD7N59VDjgIxh0Mjz3I6XyrrXkmWm615CutNh1O7h1bSrO4KBJr+0n
igCzMqxSNcpHJbqjlxRjLTfJx7QJFnb4OPm7DyxmYR4JyF/TME7cxw2JWO7hRraf5dNqNY/SEcfl
5o7gidZY5pXa09VnMJhMySq8UTSUX40CEFSWPpz/ADsue3D+Px+Nsb+Tzfh8MvFuPkPVXPiAIomu
48XPb1RjRPNer2vnO90ETgaZHeTW/pFE5OEdo1ZmpWuy9KfLMjLEThxHnTTjxgMm8twgavaXEacz
GXUIlA1GifpUqtPpzVYhu7XtGforvZ19Zm/5ZJfvi/5rzJdIpLJcC6kl+qy8XRFArFWqlyf2/wDK
xVqXVI4ZYoZYmjlnJEEbvArOVFSEBkq1B4YqrfWZv+WSX74v+a8VUbSW4itYYmtJeUaKrUMVKgAf
z4qrfWZv+WSX74v+a8VUZpbh5IGFpLSNyzbxdCjL/P4tiqt9Zm/5ZJfvi/5rxV31mb/lkl++L/mv
FVKGS4SSdjay0lcMtDF0CKu/x+K4qq/WZv8Alkl++L/mvFVG7luJbWaJbSXlIjKtTFSpBH8+Kq31
mb/lkl++L/mvFXfWZv8Alkl++L/mvFUq1iV3ubblC8VEloXKGu6fys2Rk24uaEyDex7zFpFzqwuL
O3luYTLGVeayNJkDKVqrcX4kVqD45IF1WrxyGTi4bHu2QY8p6kstvIG1H/R3aQoS5WTkXJWQFTVf
3mwFKUFOmG3GqX837EHbeQ9QtnEn1zWZFUOOMsruv7zh1qv7PD4fCp8cNpJl/N+xMtP0XULOyhtm
F1dGFQn1i4UtK9BTk7Kqgk99sFtcoyJulZrS6UgNC618VI/hiSAgYpHoUbp0DwTsz0oVI2r4jMH8
/jPe7bS6KcJEmuSY+onjkxq8Z6uf4clwIIqMvjISFhiRTsKEPeQi5hMSSAUYcz16djkZC27FPwzZ
CVXXm7y7ADapqCLMoCKQjuopt9pVK5PgNbOtPa2mjOpy+/72D+cdT8rW/mt7HULS31ltXOj6lNep
brJLZWluiG+DugknZWtrRJOAC0R2P+thZTEToi7r4d/3Pc9lxy5dLHLikYRiMkYji2mZf3ZF1H6p
kXvvED3dKg8va60mp20UNvb6V9Tu9P06CWSaSJhKyy27/VmmubUQgSvCVMXIBBxAjYRpkSxzIkI7
bED9HePs+zZ57JqsdRNyOTijKRoXttL1cMZcWwlfFXq39Q4pEPnby95j0PStLvNGsLTUbbTNZt9S
k0jTNOSAhFjaJzGnOfkTy6iNnVjzBAXaiWLJDfaQu6Ea/Sf1ub2ZqsWbJOOWcomeKUOKcyeoO52+
8A8urA7qf6r+ZWoyk046nO33XBb+Gb+IuFeTo48npMmqab5baOaeXndAho4EFTShBFOwIJFTmuwY
JHk5OqzeJsrn81h6fq/oa49H/fnL4fHrxpmV+XPeHB8Ippo/ny11ZCbWFRIu7wvKVcDxpwNR8sqy
QMOafCKR+d/NHl0T2UWsaWby4gLTW6RXDoY+amMluISvIE7Gvj4ZCO7rtbrYacgS3J7mIWGq/lla
XRng8sywySPO0kgvJ23u5EknJUvQ8niQ+1Nslwlwx21ivlL7P1sqn8ueTtR1O18zzWhmeGOQxSyX
0xjLTRRwGVmdefP0oRH9rxqCcrt3MeGUeIEcPev0jyJ5G0q/j1LTdCSG6RoJI5RfXTitrC1vCeLF
lPGKRl6b13qceJsGIom4h8vWcUVkdHH1aKERQRC6m4JErAhEB+yAV6DIyyAORi0UpiwQh9N03yZd
pBHa6KiLp6yRWyfWZ1VUlEQcLTYj9xGPam3XdjlBY5tFPHzdY+RPJNhbW1taaEsUFpz+roL67PH1
JkuH3JJNZYUbfwyXE0+EWo9A8nJes8ejK0tu1xRvr1y3Br2RZ51CkkLzdFalNu3U5gajtGOKXCQW
+GjlIXYQZ8peQtPtuUXl393EY3Ci9ujQxCFEPxHsLWL/AIH3NaP5Yx9xbIdnykasJdbeVPy3u/0R
Zw+XDCNDlFxpQF5cERusiSsKMWDhyg5cge/ffH+WMf8ANLZk7KnEXYeoQ32sMi8NOHpgdXno23T7
SVP05nQ1EpC+CX2frcGWIA1xD7UtvfN2oWmowWLaLNIZd5LhZFEUS1pV2cLX5ICch+eiDUxwe/8A
H2tg0pIsEFUu7uS7kjkdBH6YZVVWLV5EEkkhf5cyibYwhTG9W1i5SYLEeECsUlP7W+1a9hXMecy7
fT6WNWdyoQNP6lI2cFvtFSa0G5O2MBcgG/LQiT3ISfzXpNtc+jPfTCQPwKlZipb1UhpyVaf3kir1
75mfl4d5dWdX5R+SOm/NrQNMt6tdW3oLD9Y9WJJp0MXGRufqRmQNtA/ft8sn4cA4kyCbJS/VPzQ8
t3Ooz20uoejd2SKbmOGK4AVWge6UseLL/cxs2x9utBkZYoE8y3Ys4gKFH3qz/mHoUVytnPd0nDW8
Xxwz/E11tDRuPE8jtUbA9aYJ4o8Jrc0x8QWhrj80vI9sk7T6mqfV2EcimKfkXMskPFFCcnPqW8go
gP2a9N80P5HJ3faHI8eHeiLv8wvKdpqY0u4vgl80MdwIfSmb91M6xxtyVCu7uBStcfyOTu+5Pjw7
2pvzJ8tW8NjKbwejqUD3Vi3ozkyRRrzdqBarQHowBzcaXDw4wJc3HyZBbQ/Mzy4YrmRbn1RaDlcJ
Fb3EjqPVaCvBEZyPUjYbDtXpvmR4ce9hxhJ9d/MHyPbad9autVNpa38UbxzRRzNyjuhIUI4xufjE
Enyp8siMMAbtlqM3i4jjJoEc+qFi0Hy5dabdX1leTTRWolDtxpR4ahhQoCaFT0y+hWzz8uwsXCTG
Ur+H6kvX847Xy1fxRNY6XDqa2dtG9+LWRriS3eCJ4Oc8TfGGi9NuvYbCmShoZS9QHP3Jhqe0I4Ri
r0Qqok+/euKgf1sd03zz+WNt5on8ySaVCmrXT3Mk19aTarDMJL1XSd0/fMqMyytTiF4ndSCBkz2d
l6D7R+tOLUaq/XjFeRH6y9V0z86PIqWs2qRXt19XkDetJNBqc8UfGbm4qwliTjJeop40oGjT7IjA
r/JZrqt/eP1u2jwkXuHmepagt95kl1JSpW+lNwrKCqkTVNQG+IDfvmUI1s3B6noXlyT1/ruoD63q
s55EN8Qjr2A6Fv1ds57W9oylLwsHzcqGMAcUuTK30XUVjL1qQKla75iHQZwLGQ8Xx/H2IGpx3VMJ
8yaWbFl1rTlEFzbODcIgorAmnLiPubxrmx7L1sst4sv1BGXGBuOTFvOTyXGri/oRBewxSwV3oAgV
l+YZTXMwCtu54btvHIagk8pAUxW7uJoFCkj94QqS7DjU78h7DvhdbCIKa/pG7Onix9Um0D+qsfbl
SlRjW9p8efB4d+m7ZR+XnmV470aVNJztpiRDU14SDfiPZvDxyvJHq7rsXWyjPwpfTLl5H9rOtR0m
PUJIRNcehbx8jOT0K0r/AAzGnC3tNPnMLoWTyc12wt2g0a0IsYCDLLx5M9O7GmwwX/NGzd4QJvLL
1Hl5K5vYFs2vGJEMaNI5oSQFFW2FSaU7ZO9rcOUDGXCWP6P5K8reZbuTWra2ltZnctJfxi6spi53
Jp+5ZuvcUzUYBqMkjGRHD15SHu6uTmzDGPNnL+WdPa1aCrsShTmzVO4pU7ZlHsnFXW3Djrpg2898
vXH1PXrSSQUCyhHr25fAT9Fc0WknwZok970erhx4ZAdz0O91ua3vnhjtTNbW4hN7OHoyCdioKJxP
PgBykqwop25HbOxp5IR2d5ne1g0ee7uWCR2q+q0h/ZUfaO2/2c13aWITxf0rFfE05GjkROu9jHlv
U73UtMW6vLNrB3ZvSt5D+89Kv7tpB+yzLuV7ZLS5ImPCDxGOxcjNCj70LrVmolao/dzgn6e/9cnO
Ln6TLca6hZ5dv0gNzHP9toJLfl/lEVU/7KmS08qkF12Myht03YVrl7cR3Ot3Ufm82JskLCA6fFML
KAemZGAKerLzMbUblxO4oSmbEnzdKT5sjHmjRYntrae9D3Nw5hiIikAeRY2kPQED4I2PWmS4gy4g
o6R568q6vFHLp18J0lT1Ix6cqsU5vHyCuitQNEwO230jETC8YXz+dPLEFlY30l+n1XUZUgs5FV35
SyglEIVSUJp+1TfbrjxheIIW684eSbzT5Hup0ubFKPKslvLInwyFQxQxn7Lod6bUrgM4o4gmD+Y9
AhWSZpwo5IJHEb1LO6xJWi7/ABMo/sw8QTxBqDzVoNxIkcV1yeRZ3QenIKrauY5juo+ywp79q48Q
XiClaec/LV2LcwXnI3TvFEhilR/UjV3dHVkDIwWJjRwPxGPGF4wr2PmfQr1Ymt7taT8hD6gaIuUN
GCiQIT4+43G2IkFEgjNRr+j7mnX0npX/AFThPJhn/u5e4vLdUsJ7S+1fXhaXclmsGk6frl5b8I4k
0y60iK3uoog8yiWZmnjdFMbCNkRmNDTMzDkHBGJI6kf1uKx8P1upxZ/QCAaofKvtKU3XlxrywvbO
fR5baHTTHplm9vpltMr6pa2H1e5iurmyK3SyTX0sbW7GR42Y/ErD7NozUQeLnZO5+kmxV7bDn5M/
HO+3l8e5LbuwtbPSvMht7G8gW5sbWK3tYraJ7a0tr26tdTgNxfLM7udmjjaRS7LxqV+wtkcm8bN0
fuBjy+1jLU1f45pmPgtNMk7i3iBPuqjMORs27DSZOPGJfjZ9NQQw6XByaj3bjYeGaDTaaOGNDm5O
TIcp8m9MkuZbouzFkofUJ6e2ZAYZAAGN+aJIPqWqOaemYZQPmwov4kZrtPvrvT3buZyxC0p0vQLX
VvKFnbXgo4DtDMPtITIxBHtTtm3zyrIaddq9HDPDhl8D3PNtW02Ky1GSFp0uPq/JPUSvDfr1HXbf
CDbw2oxeFMwBEq7kkPqkN9X5ixqOXH7VO/p9+OK7dfqTLTb6GC7ge1ofq5WVSvQcWBH0nEsYSlCQ
meYL1uPztoM+qfoxWZubemJ6D0mY7cQa136VpTKDA09lDtfCcvhg79/S2T+WKW01zZHoxE0J8R9l
vu2yOPY07bWHjiJ/AqPmOK00eCfU2YQ6fxZ7s0PGMgV50HY9D75XqIEwkB1B+acGTjoH6h9yO8p3
9je6Ss9lPHcQuxYSxMHVge4K1GY3ZY4cZiRUgd2vWg8d+Spa6Pcx33157p/rDzytOod3jktzyWGI
RsQicBwNVXqG/mY5s3FMtqeF+e/MfmXSfOj6FaaI/wBZvLkrpsszErOsj0jaPhtTcftbd6HNOOx4
mRlKXXo9Fi1w8MV0G73lbz6vaPzaO5vrZIxfel8HxlAeXE8iAa1FSds2GfKcWPirip0MICcq5ApH
qerXN2hAQBFqyxA9TTapOc3qtdLNsdouzw6cQ97G/Luhaqmqvq+r37T3ro0cdlCzLaQRsQeKJt6j
bbu33DM7RZQZ8GMARHO/qkuf6d2QX9t9YtmQfbHxJ8xm3kLDRgycErYuQYryKUfZkYRyD3r8J/hl
OP6x73bZd4H3FiureYxBqF/a/wCMvqkyzSRJA2nCX0GZVjRA3H4+El5A1T1pTu1NmZebzxPmq2Hm
q2nntoT5nlkb1ZXcDTXi9WMyiWOIs8ZVeESNGT1YGuzUxEvNeLzTOX8y/I8Vmb2TVFFkCwF0I5jE
xUyKQjhCrmsLbKTXb+Zay4wy4w3J+ZPkmO1ubl9UjEVpciznDK6uJiSOKoyh3+y26A9D4HHjC8YX
3f5h+TrSNJLjUQiSfWeH7qZifqfL19lQkcPTb59q48YXjC24/MbydbQQzz3zxx3CSyw1t7nkUgQy
SNw9PkAqKW3HTHjC8YQV/wDnB+XNhdNa3OsKtwjMjxrBcSFWRyhB4RtQ8lP0b9CMfEijjCJT8zvI
76hLpy6lW8gf05YvQuBRvXFtTkY+J/fMF2Pv0x4wnjDUX5oeSJtQl0+K/d7yASmWNbW6NBCSsh5e
lxoGUrWu52G+PiBeMJrpPmHQte9aDT7n1+ICy0R1oJI0kH21WvwTKfpx4gQg1IEML83XWsWGt3ml
Wq293dxpptpptw9v6t9A62qH/QZeJMVXWtOVQzckAbk2VxzAB4/U5Z4pnGKkY8MRt6uX8P467JUP
MvmK3vZNRnjtRcSyHU7YussgdZ7+3vfRhaN2/dLcWzNxLDiTKCfUOHxRVNctbkiblV/V/sht8COX
vHNLdZfzLc250y6ge1XT40W7gRJI2EYgs7ZRcKxPw/6HA24pz38AJDPW/wCPxu05NTlqpAjh58/I
b/IfFv0yNItSWDlCy1HQVJov0AUy/Gbi9b2fIHHQFcO32Df4830ydNvpZeUv7R+Jqg5raLm+IANl
e8gvFtxb2UVEP23LKCfxyjUnJw1jG64jC7mWH+YPK/mfUnjsIIBFYsytc3LSJVqb7LWtB+JyfZum
jgiZSN5C25dQJHyZFb6Hc28EcEUYEcShEHIdFFBlpsm2vxA851/8pdee+laxiSe0lYuFaRVK1NeJ
qRUZYJbbvK6rsmfiE494n7EC35V+dQhCWkdafCDNHSvbvh4nF/kjP3D5oNPyj882vxw2iTFv76P1
oQWJ/aWrAD5Y8TOXZeY9B81e1/Kzz2KzS2iJIxqqCeL4AOg2br748SD2Tm6AfN6pZaZra2trPJGs
eoRKpcclI50o61B+y2UGJ6PYafN6AJ9RumGuPq0mh3H1CyE2oMg9K1mkWNS1RUGQcgKda0yOaHHA
x71xkRmDewYv5a0zzJA0ofQl0WRyZHe3nt5I5G2BqYyjlj/lJmnnoNREgwkT9n6XPlqMRFFk1hBq
63ayXXJowCKc1IB+Vcv0uLUDJeTce9x808RjUeaXDy/rd1DZQancgfoyRpbW+tiDdSMOaRO5lBRK
Rt8Y+PmeppUHbGXk44kBy6pgdMu4YblvUlvby7VY5JpfSQKiciqqqBAAObU6nfc5jasTljMYjcss
UoiQJNAJd+g9T/30P+CX+uaD+S8/d9odh+bx96rFod8KMy8WB6cl/rmdpezDGpSNSB6NOTVxOwRH
6Kvf5B94zccJcbxAkt/5V1R52aGJSjEMPiUUbr3PjvlRxm7DsMWthwVIqUPlzzCQsktqgnAKluUd
aV7GvQ0rloy5Gsy03eftVP8AD2v/AO+F/wCDT+uHxci8en7z9q2PyzrcS8I7ZESpPFWQCrGpNAe5
NcfFyLx6fvLovLGswqVitI41LM5VSigs5LM2x6sxJOHxcncEcWn7yr23l7VzKBPABGepV1qPxwjL
k6sMksNekm0Z/hqb+U/8EuS8WTjeIEv1vyxqJtVeyso7u9icPbes0fGNqFTJViKHixG3jhGSXVo1
OWQh+7Fy819h5b1v6pF9dRPrTCs3psAik/sjc9O+YufPn4gMYFd5btLP0XlPr8lWLy5qLXDepFxg
H2PiUsfuOZAyztvlPEI7H1IkeW5gQQp2/wAoYfFk0+IENfeSrO9eWWexge5lFDcMkbvUDiDVw1aA
bVynhcPLo9PkJJiOI9WE3P5c+c453SGzsZogfgl9GzXkOxoUqMs4Y9zz8+zMwkQBAj3R/Ug4/wAv
fzDebm+nWUUS1CxelYFmP8zEKaewH0+GPDHubZdnTEKEYmZ61HbyG3zJ+A6pSn5NedbSG5SC0Ey3
E3rqnrQjix+1uXXrmTiyxAou+0uWZgBkAiYituof/9k=
uuid:4df75ace-49f8-410e-bd6f-136257e85529
xmp.did:bb64eaf8-1d1f-f549-8108-940c364076f1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1a35df69-a157-4433-b4b6-f7c25555779a
xmp.did:00bfccba-faf2-444f-b0e0-4d50fca3e65e
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:f95a024f-bcf4-874a-87ad-db70a717adf5
2023-06-14T15:26:41+01:00
Adobe Illustrator 25.2 (Windows)
/
saved
xmp.iid:bb64eaf8-1d1f-f549-8108-940c364076f1
2024-10-10T12:12:00+01:00
Adobe Illustrator 28.7 (Windows)
/
EmbedByReference
C:\Users\bruceam\OneDrive - Ů\other projects\Council Menus\school menus\2023\ffl logo@300x.png
0
0
EmbedByReference
C:\Users\bruceam\Creative Cloud Files\colourlogo_0.jpg
0
0
Print
Adobe Illustrator
False
True
1
419.999988
297.000024
Millimeters
PrintClearly
Print Clearly
Regular
TrueType
Macromedia Fontographer 4.1 9/7/2005
False
PRINC__.TTF
PrintBold
Print Bold
Regular
Open Type
Version 1.000
False
PrintBold.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
R=60 G=60 B=59
PROCESS
100.000000
CMYK
66.466773
56.603336
55.159837
60.213625
R=241 G=241 B=241
PROCESS
100.000000
CMYK
6.735332
4.577706
5.471885
0.000000
R=171 G=55 B=140
PROCESS
100.000000
CMYK
38.379490
88.220030
0.000000
0.082399
R=207 G=48 B=136
PROCESS
100.000000
CMYK
16.186769
90.691996
1.611353
0.000000
R=194 G=145 B=77
PROCESS
100.000000
CMYK
21.383992
41.467917
74.590671
9.784085
R=234 G=209 B=164
PROCESS
100.000000
CMYK
9.069962
17.804226
40.521857
0.567636
R=212 G=176 B=140 copia
PROCESS
100.000000
CMYK
16.406500
31.506827
45.825893
4.235904
R=206 G=168 B=0
PROCESS
100.000000
CMYK
18.686198
28.970778
98.440528
6.121919
R=136 G=206 B=119
PROCESS
100.000000
CMYK
52.401006
0.000000
66.469824
0.000000
R=29 G=29 B=27
PROCESS
100.000000
CMYK
74.355686
64.785224
62.935835
81.295490
R=93 G=183 B=124
PROCESS
100.000000
CMYK
65.105665
0.000000
64.068055
0.000000
R=251 G=216 B=15
PROCESS
100.000000
CMYK
3.671321
11.892881
92.053097
0.000000
R=24 G=115 B=88
PROCESS
100.000000
CMYK
85.519183
30.325779
70.360875
18.353550
R=52 G=54 B=55
PROCESS
100.000000
CMYK
70.650792
59.206527
55.324632
63.347828
R=206 G=30 B=77
PROCESS
100.000000
CMYK
12.317082
97.332722
54.253447
3.152514
R=228 G=28 B=57
PROCESS
100.000000
CMYK
0.427253
96.313417
72.024107
0.183108
R=242 G=144 B=43
PROCESS
100.000000
CMYK
0.506600
51.400012
87.695122
0.042725
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=255 G=210 B=124
PROCESS
100.000000
CMYK
0.000000
20.321965
58.873880
0.000000
R=255 G=160 B=82
PROCESS
100.000000
CMYK
0.000000
46.356907
70.452428
0.000000
R=106 G=80 B=128
PROCESS
100.000000
CMYK
67.202258
73.025095
23.904783
7.382315
R=157 G=131 B=179
PROCESS
100.000000
CMYK
45.218584
52.498662
7.360952
0.140383
R=46 G=128 B=105
PROCESS
100.000000
CMYK
79.803157
27.557793
63.097578
11.960021
R=63 G=171 B=142
PROCESS
100.000000
CMYK
71.676201
6.112764
53.340960
0.000000
R=102 G=47 B=78
PROCESS
100.000000
CMYK
54.067290
84.789807
36.804760
38.364232
R=255 G=174 B=171
PROCESS
100.000000
CMYK
0.000000
42.737466
23.996337
0.000000
R=227 G=140 B=136
PROCESS
100.000000
CMYK
8.334477
54.799724
38.788432
0.762951
R=255 G=192 B=82
PROCESS
100.000000
CMYK
0.000000
29.285112
74.053556
0.000000
R=94 G=161 B=219
PROCESS
100.000000
CMYK
63.878840
25.793850
0.000000
0.000000
R=150 G=206 B=255
PROCESS
100.000000
CMYK
42.648965
8.923475
0.000000
0.000000
R=126 G=104 B=143
PROCESS
100.000000
CMYK
57.756919
61.107802
22.796978
5.737392
R=240 G=219 B=218
PROCESS
100.000000
CMYK
6.234836
17.270160
11.941710
0.000000
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 17.00
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
10 0 obj
<>stream
HKdDo@QL~Ch%@6`@dO{ODdX~?VҪ_;𧿶5x^v߹ʿ_Zy،)v8o-箿+cyQm<緇^s2WQv6x:couZe9j]T#o潮v"<ƉpFY&QYxm͵~j;7h̍ V1E0:;-WiISٳXﵹBfiegd[3U{⣞"6@jhS'y$hlb(PO>$@dEB,c)3]ڇuL'#Ѧu,y_)$!?ҜL/ѝO ͢ϸa}KNˎlRIƦHٮԌڕ'vשq:\ehXƻ;;ɘvF~4.Ԏ1Gr>-p,7ѫlL3av]~ɆCD〷 ߎYWrRaY2u8'[Wd'ˆpDL>RY2ѫdrj8VgU{.H FVP/)
H
AM>מּك.zV3JڴTO~.G,7ԫ|,om7tФ|YK| V\ +䣯l %䁢6Eo<#9U1$)6lp4ԛm/ dg9%7_B?EyfqukL;B>"ac[vKt(HSAS1*nrUߨqYhs
>39!ܞļ ge2y6ٜK <4~@TXJIܡnb}mWXMjdIIP@-O@ sSSTT(<^'1E)9GfH۳
&*Cѓ'2cxxO!Nj=A!rvyf.|T
4Y`~Fˬ@F%O0H)8B28oA [{Ԯ4jvfUnhLwhjsljs