%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ACT_Pre Cursive_Wall Chart
2013-12-20T11:09:58+11:00
2013-12-20T11:09:58+11:00
2013-12-20T11:09:58+11:00
Adobe Illustrator CC (Macintosh)
176
256
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAACwAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A7/5V8q+WJPLGjySaPZPI
9lbM7tbREkmJSSSV3Jy2c5cR3VNP8I+VP+rLYf8ASND/AM05Djl3q7/CPlT/AKsth/0jQ/8ANOPH
LvV3+EfKn/VlsP8ApGh/5px45d6u/wAI+VP+rLYf9I0P/NOPHLvViHn7VfJnlN7OE+XLG6mvIryb
a3jCxraWzyqX4xuf3soSMfOvbLsUZS6qkk/mbS5ri4TTfKuitALhbOxmmC8bqb68lhJ6LLBwISSR
a1YGjAiu+TED1J/AtUGn5jeUUhE1x5RsGgkurmCOeKFOAjtfUDs5aAUYMIBtVf3o+KoIw+FL+cqa
695r8o6JPaR3flewb60um80jhjLxNfGUzFv3RHGFY032qXHTIxhI9e9VXy/5h8ra55UfWrfyrYQX
L3sGmW1rNDGFNzMkAl5v6XwpDLLIpNN1So3NME4SjKrVLrzzloK+Z28uad5OsNRvbcwieSCAPHIW
gaSb0CsDfCsqiPm3wg/aKjJDGeGzIqt/xjotvbte3vlLSzaN+j1t0giRpWa/LSFiPSNEitYnmJp4
dqkHwydgT1VkdzN5e/5V9J5qtfLWm+uYjNb2ksUPBgZeCAyBB9taEbdTlQB4+GyrF5/OukWklstx
5T0qT6zd3VtGI7eRFZLF5I5pI5XtvTkDcA6lTxVftlTlvhk9Sq2w852N9a2FxF5P0iOO7FsxleMc
StwJWJQNBG3wfV5V6blDSq0OJx0fqKrZfzA0KK/e0Pk3S3eC2a+nRBGT9XMEVwpVjAE5KspRuRAL
Ci1O2PhGvqKvS9F8uaFeaXbXd95bsbG6nT1Hszbws0QbdUc8B8YWnL3rmPKRB2Ko3/CPlT/qy2H/
AEjQ/wDNOR45d6u/wj5U/wCrLYf9I0P/ADTjxy71d/hHyp/1ZbD/AKRof+aceOXerv8ACPlT/qy2
H/SND/zTjxy71QVjpemaf5wdbCzgtFk08F1gjSIMRPsTwArkiSY796o3yj/yimi/8wFt/wAmVyM/
qKptkVdirsVdiryW6/Mjy5rSQm78qreX2qCGKwinktmE1tIZyjNI39zQRSNxYCoNQSK5lDCR15Km
PlDUPLWsajG3l7yjAunW623q6ifQhMJnVL9AsQBLFGkV/hPXcdsjkEgNz+OSphqtp5Uj1Z9BtfLF
tfoLeKXWpuMEUNtauwSMyF93elvyCDeiVr0wRMqu/crH7rXPIVvaafHb+VY7i61zTrKeOzm9JSY9
SuI0igkd+QHxIXav8n3TEZb78j9yoqx84eWta07ULS08q+to0EbXuqRv9WVFuFV5KtEGPqIWt+Pq
rUFtqHfAccgbvdVGD8w/KVlYJrMfloW+qKt1G0CLCJo4jBFfyfvANklmvIVp3Z60wnFImr2/AVmG
h+X9OutPC6n5ZtdNeEG3itSYbmsAhWEfGopQp8HE9hlMpm9iqS+XPMfkuaP9CaNpafUJNcn0f0F4
GIy2dr9ae4CkkGNfRVVp/k5OcJcyelqklz5j8i2esTaQ/lNHguNTOk20w9BxLcyXFuJv3THlGgdk
bkNqp2NMmISIu+lqm9r5r8i2utadFHpUNtd6lcapHBNGkW0ekNdLLcfB0EhabhtUhmyJhIg78q+2
lSPR/Nfli/TTbKw8kQnVLg201nYF7VUWIwS3sUnq0+F05vVCoILe+TlCQu5bfgKzjSPNetXvmWbR
LnQzafVbaC5u7r61FKsYuRII04qKk84HHyoehyiUAI3asnytXYq7FXYqk3/TZf8Abu/5n5P+H4qv
8o/8opov/MBbf8mVwT+oqm2RV2KuxVRvYpprOeKCT0Z5I3SKahPB2UhWoCOh364RzV5/qP5LaHde
XtE0OD0LK30sLLcPDbR1ubuG3MMNxKp+GQq7F2EnLlUgnc5eNQQSe9Uf5b8g3Wl+abvWbuLSbk3M
jTR3iWRS+hrAkAhhmZ34QqqUC+BpkZ5bjW6onUfJeq3Wu6pd2+rfU9O1eBEvII4Q07SRQvAo9Rmo
I6OGIC8iR9oDAMgAG24Vin/KiWvIZI9Z1ZboXIsUn9O3EYSLT4LiGGKEFmAUGaJ/iqCU3G+W/ma5
Dv8AtVONe/LnX9TjiSPUrG3a306axilisjE/7+0a2kj/AHcoX6vzf1lTieLqKGmRjlA6dVUNU/KF
bka7PBdxfW9Xt9Oto45Yma3jSyMPrKUDVZbhbZFbfoB1xjnqvK1ZZo+hXGm+WX06zisNMvmjl4tp
tt6Fokz14SLBU9Ph5VO+VSlcrNlWG2P5SaloGrWd/wCWr6ziW1VWMF3byMrzm1FrLOxjlUl5AORP
iT9NxziQqSpk/wCU2jT26Ldw2c91Pq8uqavctaqxu4nnlnS2fkWPBeca0YkUXpkfHPTupUjb8jD+
i0hTUoV1C1RIdMuRbUW2h4zmeONeewlku3Y+yqO20/zO/JVO2/JK8tWsZFfR7qOAyGbSbmwZ9O5v
DDCJUg9U/viICXc/aJ6Cm5Oovv8Anur0PSPLq6dreraksi+nqAtYoLdE4rDFaRFFQb0+07HYCmY8
p2AFTnIK7FXYq7FUm/6bL/t3f8z8n/D8VX+Uf+UU0X/mAtv+TK4J/UVTbIq7FWOeetX1DTtLsl06
X0b2/wBTsLGKbir8VnukEx4sGH9yHGWYognfuKsjytXYq7FXYqlfmrUpNL8saxqcTcJLGyublHoD
RoYmcGhqP2clAXIBVXy9Ley6Bpst8/qX0lrA11IQFLStGpc8VAUVauwGMuZpUfkVdirsVYjJd63r
Hni/0y01SbTNL0S3tWuFto7d5Li5ui8nFnuIp+MaRRrsoViW67ZbQEbqyVZdlSuxV2Ksb1nVtRh8
7eW9KtpeFreRX9xfxBUPNLdIljqSCy0knB+EjLIxHCT7lZJlauxVShuY5pJ40Ega3cRyF43RSSqv
VGdVWRaMPiQkVqK1BGEhUr/6bL/t3f8AM/Jfw/FW/K0scPk/SJZWCRx6fbs7tsAqwKSSfbGf1H3q
w3SvzA81XnmLyvDMlhBp3mn6zc22niKZ7yLT4YDLFPLP6wQPKSvwejQV+0SMuliiAefp+9XpWYyv
PPzc1mexufKVvaWxu7+fVxJZ23LiJJYraZYlZv2U9aWMu3ZQTmRgjfFfcrIPI+uavq1jqA1b6ub3
TtQuLCSS0R44X9Dj8SpI8rD7VD8XbK8kQCK7lTvUb+307T7rULklbazhknnYdQkSl2P3DIAWaVJP
KV35w1K3h1XV2srWxvY/Wt9KhglNxCklGiEt005R2CH4wsI36HJzERsFZHlavI/zN80a1qeiazZW
r2trocl9F5dQSRyy3d5dTSIk4iZZIo4UQMy1ZXJ4t02zLwwAIPXmr1wAAAAUA6DMRUi87+aYfLHl
u51Z/TaRGjhtknkEMTTTyLFH6kjbIgZuTt2UE5ZjhxSpUL5B1nzLq+nXF5rKQeg0qjTbi3t57QTQ
+mpaT0Z5JX4GQsI2PEso5cVrhyxiDsrJm5cTxIDU2JFRX5bZUrAvy4g1+XX/ADZqeo3lpOk2om0k
W3tJIGaSyt4IVdWe5n4x7MChBPLflT4cvykUAO5WfZQrzRfzF8y3GraDLbrYxaR5i1J7TTbJ4ZpL
ySztw5mu2mE0ccdeAKp6TUDCpzJ8KNHvAV6XmMrzDzRrerxfnBZ6boUMVxq8mi+nG1wHNvbRT3fO
aeYIVYgC1VQoYFmZd8yYRHh2eVqzHyHr19r/AJP0rWb5I47q+hEsiwhlj3JAKBmdgGWh3Y5VliIy
ICpvfzXMFlPNa25u7mONmgtQ6x+o4Hwpzb4Vqe56ZAc1SD8vfMOta/oUuoatBbwTi9u7aJLUu0Rj
tZ2gqHfd/ijb4qLXwGWZYCJoKjf+my/7d3/M/I/w/FVLQ7JL7yHp9k7FEutLhhZ1+0BJbhSRXuK4
yNSvzViNr+T+qw32l6kfM8g1PT4PqDXUNoqf6AsaRrBbq8kiwMArkyHnUuTTZaXHOKIrZXpmYysX
82+UdU1jWNG1bTdSh0+70dbsQm4tTdryu41j9RQJrcK8aq1K8hv0y2EwAQRzVNPLOgQ6Do0OnRzP
curSS3N3LT1J553Ms0z07vI5Pt0yE5cRtUTq+mW+q6Te6ZcEi3v4JbaYrs3CZCjU96NgiaNqlHlr
y95h06WJ9W139IxW1stpa2sFsLSGi8ayzKZJ2kmPAfEGVRvRRXJzmDyCsiytXm2p/lDfXtw1wNf9
NrXUpNX0SM2geO2uJ7s3cjyr6oM7VoiGqhV7GprkjOB06UVZ/pVnPZadb2s93LfTQoFkvJ+Iklbu
zBAqivsMx5GyqA82eXm13S0tYbn6leW9xBeWN5w9URT20qyozR8k5qePFl5CoOShPhKqvl/StSsL
aX9J6nJqt/cSGWadkEMS7BVjggUsI0UDpyYk1JY4JSB5ClTTIqxL8r6TeVm1GlH1TUNRvn8P317K
Up8owoy3N9VdwH3Ky3KleSaV5Fm8v+ffJdtd6idVnsrS9SzcRCBILS1t1gVQnOUl5Hu+Ukhb4jTY
AAZlyycUZbUr1vMRWOR+TIF8x67rrXBN1rNpDYxFUo1tFEjBuLFm5c3bl0HQZZ4mwHcqr5J8ual5
e0C20q+1U6r9Ujjgtn9CO2SOGGNY0jRELt0SpLuxr4DbHJMSNgUqfZWrGvI/lPUfLVlLZXGrnUbX
m7WkAt0gWISSvM5JBkkd2aQ8iXp4KN8syTEjdKjP+my/7d3/ADPwfw/FV/lH/lFNF/5gLb/kyuCf
1FUxe6jS5itishkmV3RljkaMCPjXnIFKIfjHEMwLb0rQ4KVVwKxzU9W1FfPehaPayhbWazv7zUou
KkskJgih+Ijkv7yY/ZPzywRHCT7lZHlauxVj3lLV7/U7vzE9zJyt7TVZLOxj4qAkUEEKsKgAtym9
RqsT1p0yycQK9yshytXYq7FXYq7FVk/rehJ6HET8T6XP7PKnw1pXauIVKfJmhSaB5T0jRpmWS4sb
WKG4kQko0wUeqykhTRnqRUZPJLikSqbXHr+hJ9XKifi3omQEoHp8PIAg0r1pkArF9C0XzRL5nfzD
5iFlBLFYDT7O0sJZZ0pJIss8rvLHARzaNAqhTQD7Ry2Uo8NBWV5UrsVdirsVdiqTf9Nl/wBu7/mf
k/4fiq/yj/yimi/8wFt/yZXBP6iqU6N5m8x3nnvVdDvbCC002xtI7m3dJDNO/rTyRRvIVoic1gZg
lCRtU9snKAEQQrLMqV475789TaL+bS2unJHLqb6PFbwGWOWdUMty8snGCCks0jCKNUjUrUtUsqg5
l48V47PK1en+WbjXLnQLG412CO11eWJXvLeGoRHO/EAtJSg6jkd+5zGmADtyVM8irEPyqPreUv0i
R+81W/1C+k/57XspSn/PMKMtzfVXcArL8qV5bP8AmX51fzlqfliLS7O0ubeGK6illaS4W2tB6hnu
Llo2iVyVWP04kK7vu+xzKGGPCJWrXlD8zvNnmBvK141laW+ma5L9UkQrL68skNnLcXVxCxfjHDHL
EI1Vg5bfcbVcmGMb7wh6nmKlif5m+add8seVbvV9IsYLuS2RpJZbqQpFEqjYsi/HJyb4Qqkb9SBl
uGAlKiqW+VPO/mfWfMWnxXNpbW+j6rYXOoWkXGQXaQQSQRwzysz8KXBmZljCVVaVYmuSnjiAe8FW
fZQrHvNmv6lY3Gl6To6QvrOszvFbSXQZoIYoIzLPNIqFGfiooEDCpI3pXLIRBsnkFa8k69qerW+q
RamIDeaTqM+nPPbK8cUwiVHWRY3eVkqJKFebbjrjkiBVdQrIWJCkgFiBUKKVPtvQZWrx68/Nf8wl
m8zxppWnWjeWQk92srS3AVJYleG29SN4hJPKzkVUBU4n7W2ZYwQ23O6vYsxFSLzjr95o+nW4063S
51bUrqOw02GUlYvXlDNzlK/FwjjR3bjuQKe+Txxs78gqWeQfM2uazf8AmG01OW0uU0W8SwS6soJb
dHmWJXuFKyzXB/du/GtR8snlgAAR1VN/+my/7d3/ADPyH8PxVf5R/wCUU0X/AJgLb/kyuCf1FUm8
rAzeffOt0N0STT7JX6isNoJmX6DdZOf0x+KsvypWFan+Wq3PmW+8z2motZa9K9u2nXixchBHDEIp
IJU5qJ4ptyy/D2oaiuXRzUOGtlZRo1nqVpp8cOpag2p3oLNLdmKOAMWJNFjjFFVegqSfEk5XIgnY
UqMYEqQCVJFAwpUe+9RkVY75D8q3/ljQ4tJutVOpxW6pHagQJbpHGi02AMjs7mrOzOd/shRtlmWY
kbqlZHlasVm8iRve+bb9bsLe+Z7dLVJvSqbWOO19BQPiHP4y0h3Xw7Vy3xNgO5UNefl5cC18sQaN
qv6JPluJoI5ktkmZ0eJYXKiRuCOVU/EyuNzscIy87F2rMwKACtffKVSTzp5Yj80eW7rQpZ/q8N40
PrSBeZMcU6SulKr9tUKVrtWu/TJ458JtULe+Ur2TzdY67Y6p9Qtra2WzuLGO3jcywpIZRGsjkiNW
NA3FOVB8LLhExw0QrJcrVj3mvyxfatc6ZqGmagumarpUkzW1zJALqMpcRGKRWi5xV6hlPLYjoRlk
JgWCLBVG+WfL1roGkR6fBI9w4Z5rq7moZZ7iZjJLNKQBVndifw6DIzlxG1TTIq8r8reTrzXp9Yv7
nUI08vX+v3l3Pp8Vv++u/qNyIIVlumkb9yHta8FjFd998yp5OGhW9K9UzFVj/m/yzf62NNl07Uhp
d/plw9zb3LQC5WsltLbN+7LxjkFnJUk0BG4OWY5iN2LtUj/J7SLXTND1iG05G1OtXyQyuQzyLbOt
p6jMAOTObcknucnnkSRfcFZH/wBNl/27v+Z+V/w/FUPosurR+StGbSra3urv6laj0rqd7aPj6K1P
qRw3LV9uH04ZVxG1b8l6DqOkWF4+qSxS6rql7NqF99XLGFZJaKscRcK5VI40WpG9MckgTtyCsgyt
XYq7FWOeYdX1C381eVtLtZfTh1Ge7e+AVWLw21q7BKsDx/evGarQ7UrlkIjhJVkeVq7FXYq7FXYq
7FXYq7FXYq7FXYqkXkfQrvQfK9lpd68cl3D6r3DwlmjMk0zytxLBWO79xk8kuKVhU9yCuxVh35b+
UvMXly0vrfWNQju4nnc6fbwcvTiiaaWdnYsFJlle4PPsKKATTLssxLkFTj/psv8At3f8z8h/D8Vd
5YkePybpMiRNM6adbssKFQ7kQKQqlyi1PQcmA8TjP6j71YX5V85fmt5h1DV2j0jSbWy0m+aye0uZ
rhZXIQM6C6iWdA8JI5MIirVoKUqbp48cQNzur0uIymJDMqpKVBkRGLqGpuFYhCRXvQfLMZWJ+YNf
8zReb7LQtLNlbR3No11FNfxzOLmSOUCW3heOSMRvHF+83V/lQE5bGMeGyrLsqV59qMHmG7/ODTI1
vbMWem6bcXcUZtJWkEVzPDDJGXFyoMjCFuEnCi90bMgEDGfMq9BzHV5vJ+ZmuafpvnTUNfsbbTx5
cSEWVqkjTMZp4PUjjmlBVGZmkj2QClaVPXMjwQTEDqrOtBvLq90LTry7VUu7m1hmuEjBCCSSNWcK
GLEDkdqnKZCiQqQefvM3mXRBpo0ewt50vby1tJbu6kIVGubhIQiQoVd2IctXkFAHfpk8UIyuyqpa
eYfMGo+c76w02C0fy7pPpW+o3UjSic3ciNK6wMoeNvSVow6tQ1brtTEwAjZ5lWUOWCMVXkwBIXpU
+G+VK8zuvzR17TPLfnHWdcsbWzk0GWO1060ikablcSwRyJFLLVA7Bp05+mBTelaVzJGEGUQOqp5P
5l81z67pOi6ZbWRu1sU1DzGLoyosSSMsaRQsnMrI7CUjmpFFyAhGiT8FZjlKsH1/zrr9h5nn8s2l
nFcapqEcEvlxysnoiM8lu5Lxg32bdk5/BQsGVRvvl8cYMeLp1Vm6BwihyC9ByIFAT3oKmn35QrEb
jzX5gi/MS20CSyt7fQ3s7m8kvZJOc7Jb+kpk4qQkSepNx+KpND9nvcIDgvqqv+XXm2482aBLrbxJ
FaTXl1HppQMOdrDKY43apb4jxNabYMuPgNKn+prftYyjT7iG1u6Ax3FzE08KgEFucaS27N8Nf92C
nXfplcavdWN+QNc8y65HfX+oTWdxo3q+lo11a2s1q9yibSTlJLi6/dM+0e9WA5dCMsyxjHYc1TT/
AKbL/t3f8z8j/D8VX+Uf+UU0X/mAtv8AkyuCf1FWvLHl5dDsrqD1vrE15e3d/cT8eHJ7udpaceT0
4Kyp13pXDOfEVTfIKxbV/KWs6trFpNeaxGdHsb+LUrayS0C3KyQLRY/rXqlfTLVJ/c8iCV5Uy2Mw
By3pWU5UrG7nypqL+dk8yW+rG2t2tYbS6sVt43eRLeSaUKJnLcEdp/jAj5fCKOuWCY4eGlZJlavO
PMH5Ptrs+uC91pzYatNLdwWi24/dXclqlokkz+p++SGNP3aUShNa1ocyI6jhqhyVmvl7TNQ03TVt
9Q1FtTuyzPLdNGsK/EdkjiSoRFGyrU/PKZyBOwpUH5y8tXev2FpDZ3y6fd2V5DfQXLwi5UPBXjWM
vHXdqjfqO+HHPhO6ovy3oFpoOkx6fbu8xDPLc3Up5TTzysXlmlbu7uST93TBOXEbVM8irzXWvybf
V31hbvW2azv7me/srP6v+7hu7hFjMs372s/CJOCD4KAnvvmRHUVWysu8q+WW0WK7mu7ttS1jUpfX
1LUnQRGRgOEaJGC3CONAFRKmnzJyqc78gFTzIKw6T8uzLra+YZdSZ/MEd+lzDfGL4Y7FOUf6PWPn
tG0MjBmrvIeZGwXLvF2qtq/BVmOUqw3zf5Ck1zWl1J9Xex042LafqdrHFV5rVpRNKiz8x6Qk4BXo
pJXoRl2PLwiqVf8AlHb+j+XGhH0xELiA3axgUAW6ka4FB8pMGf6yqYeePLmpeY9Ak0ey1P8ARS3L
qt5OIvWaS239SEASRcfU2BavSopvgxzETZFqqeX9J8xWDBNS1W3u7SKBILW1tLIWaLw/bb97PVuO
1E4oOy4JSB5BV3/TZf8Abu/5n4/w/FV/lH/lFNF/5gLb/kyuCf1FVfVtf0LRokl1fUrXTopCVjku
5o4FYjqFMjKD1xjEnkLVE2d7Z31rHd2U8d1azDlFcQuskbjpVXUlT9GAgjmrdxeWlt6X1meOD15F
hh9RlTnI/wBlF5EVY02A3xAtVXAqVf4t8qHVP0SNasf0rz9P6h9Zh+sc+nH0uXPl7UyfBKro0qa5
BUrvfNXlexv10691ixtdQegSzmuYY5mLfZpGzBjXttkhCRFgKmmRVSgu7S4aZbeaOZreQwziNgxj
kADFHoTxbiwND44SFVcCpFd+ffItldS2l55j0u2uoGKTW817bxyIw6qyM4KkeByYxSPIFU4tLu1v
LaK6tJo7i1nUSQzxMHjdGFQyspIYHxGRIpWrm8s7YxC5njgM8ghg9R1TnK1SqJyI5MaGgG+IFqrY
FY6/5jfl6jsj+aNIV1JDKb+2BBHUEeplngz7j8lTyyvrK/tIryxuI7q0mHKG4gdZI3XxV1JUj5ZA
gjYqxH8x9W1azspbOLUdE0ux1O2ktlvdXu2tJI5XqrvEvBkm4xtsvJd+ppluKIJ5E13KyTy9Bp1v
oOnW2mzpc6fbW0UFrPGyujxxIEUhlqp2Xtlc7s2qI1DUtO061e81C6hs7SP+8uLiRYo1+buQowAE
8lU9K1rRtYtjdaTf2+o2quY2ntJUnjDgAlS0ZYVAYbYyiRzCoL/psv8At3f8z8l/D8VX+Uf+UU0X
/mAtv+TK4J/UVY95FtIda1LU/Od4onubi7ubLRnf4hb2FpI1uPSB+wZnR3c96jtlmU0BEKqeRbeG
y8y+ctNso1h0yC/t5YYEFESa4s4pLgL4VYhuI6E45DcYk86VV85kXHmfyZpjCqvqM1859rOymKin
/GSVMGP6ZHyVl2VKwP8AMDQvLWmflze6PZadDEbgCDRbSBArnUpBwtZI6fEZVcBy/WgJO1cvxSJn
ZPv9ys5gWVYI1mcSTKoEkgFAzAbmnapygq8w1a+8oa5f6z5B8qpZDUNWeUeZb+sX7suzGYhWPq3F
wvxceNVjPUrTjmTESiBOXTkr1CKNY40jWpVFCgk1NAKbk5jKxX8twZdO1i/BBj1DWtSmiYd0iuWt
lP0iDLc3MDyCssypXn/5WeaPLNzpckCarZHWdR1HUb2bTluYjcAzXkrIPSDc9ouHbL80JXy2oK9A
yhWG2/8Aue/Me5mb4tP8pwrb246qdRvU5zPXxitii+3NsuPph/W+5WZZSrG/zE1W603yjfNYmmp3
oSw00AkN9avHEERWm9UaTn9GWYo3LfkqcaNpdtpOkWOlW3+89hbxW0NevCFAi1+hchKVm1YHrmrw
+WfzAvdR1Kyk1G91e1gt/KYiHJjJHVZrJWYcYWd5BKzdCta/Zpl8Y8UKHTmrJvIflVvLehtbStGb
28nkvr9bdeFulxcEF47dBTjElAq+P2juTleWfEVYp5n1jRY/zHkbzGPWi0ewgl8t6PwMsl5e3Ukg
kltof92yxiJY1/k5FjQb5bCJ4Nup3VMPycbVZ9D1jUdWRY9Q1DWr+a4RGDorRuLYojCoZY/Q4A16
DI6irAHcFZJ/02X/AG7v+Z+V/wAPxVf5R/5RTRf+YC2/5Mrgn9RVivlDzFo/ljybf2+pziOXQtQv
bSeAbzSSS3Uk9skUf2neeKVCijrXLckDKQrqFT3yFpF9YaJJc6nGItW1i5m1PUYVNRHLckcYQf8A
iqJUjPXdchlkCduQ2VB34F3+aujwt9nS9Ivbof691PBCtf8AYxPhG0D5lWUX9/Z6fZT317MtvaWy
NLPO5oqIoqSTlYBJoKxfyzaXev6onnDVInghVGTy5psoo8FvIAHuZR2nuB2/YT4epbLZnhHCPirL
mZVUsxCqoqSdgAMpVg35m3vla98lTXZmgur6WJz5Ynt2SS4a+JAgNk6EsX9bhXh2+1tXL8IkJff+
1WaWf1n6nB9ap9a9NPX4/Z9TiOVPauUnmrySx0rz1o2teTNDew0y5udOXVL5GTULhY5SwEckklbI
mKhvfhoGrXtmUTEiRs9On7fJXrUU8kditxqAitpEj9S7CyF4YyFq9JXWKqr/ADFV27DMWt9lYf59
l8kS/l7d3Eslo9g0Uj6PNblDW8IYwmzaPrN6v2fT3rluLi41ZVohvzo1gdR/46BtofrnQfvuA9Tp
t9quVSq9leKy+W/Kf6H/ADA1vW1W612fV9Qs9KRmLTw3DN/oSWi9UmkPBgV3I/yQczeOVxA5UP2o
e2aQl8mlWSX7c79YIhduKbzBAJDtt9quYUqvZLG9dB1X8wNC0mlbXSIZdbvAehkNbWzG3+U0r7/y
5bHaBPfsrL8pV5fFp3lnzKfOGqeaLmNJ7K7m01JJXWM6bbWr1t5YiSDE8rgT86/F8I6DMm5R4RH+
1WYfl/qeqap5J0XUNVUi/ubSOSckcS5I2kK9vUWj098qygCRAVP2ZVUsxCqoqSdgAMrVin5Uxuv5
e6LK4KtdxPe0PX/TJXuAfp9WuW5/rKpn/wBNl/27v+Z+R/h+Kr/KP/KKaL/zAW3/ACZXBP6iqtJ5
d8vyaquryaZaPqyABNRaCM3CgCgAmK8xt748Zqr2VMMiqiLOzF4b0QR/XDGITc8F9UxBiwTnTlxD
EmlaVw30Vbf6dp+o2cllqFtFeWcwAltrhFlicAhhyRwVNCK7jEEjcKlEH5e+QbeeO4t/LWlQzwsJ
IpY7G2V0dTVWVglQQdwRkzln3n5qn+VqlNh5R8qaffG/sNFsLO+Na3cFtDFMeWzfvEUNv33yZySI
okqm2QVRNnZm8W9MEZvEjaFLkovqiJmDMgenLiWUEitKgYb6KrYFSi08neUbO/8A0haaHp9vf1Lf
W4rWFJqnqfUVQ345M5JEVZVN8gqXt5d8vtqw1htMtG1cAAaiYIzcgAcQPW48/s7dclxmqvZUwyKq
MdnZx3U13HBGl1cKiT3CookkWOvph3AqwTm3GvSpw2qtgVKb/wAo+VNRvRf6hotheXy043VxbQyy
jj9mkjqW27b5MZJAUCVTbIK06JIjRyKHRwVdGFQQdiCDiqy3t7e2t4ra2iSC3gRY4YY1CIiIKKqq
KAAAUAGJNqlX/TZf9u7/AJn5P+H4qv8AKP8Ayimi/wDMBbf8mVwT+oqgvzA86Wfk3yzPrlzCbj0n
jjitlbgZGkYAgNxenFOTnbopyWLGZypWRgggEGoPQ5WrsVYvqfmfzB/iW60PQ9JttQeysoL26nur
17QA3MkyRxKEtrmrEQFtyMtEBw2SqO8reZDrltd+tZvp2oadctZ6hZSOkhjmVElHGSMlXVo5VYHI
zhwqnWQVIfMXmebTr6y0nTLManrmocnhszKII44IyBJcTy8ZDHGvIDZGLHZQcnCFizsFR2kT+YJV
l/TNlaWbAj0RZ3cl2GG/LkZLa0402pSv0YJAdFTDIqxrXvM+sWuvwaJo2lw6lePZTahMJ7o2gWOK
SOJUSkM4Z5GkNORVdtzlkYAiyaVHeWfMUWuWc0ht5LK9spmtNRsJuJkguEAZk5ISrqVdWR1NGUg4
Jw4VTfIKx7XvMWr2mu6fomj6fb397e29zdyG6untI4orZ4UqTHBdMxdrgAfCOmWRgCCSVRmk3Pmq
Wd11fTrGztwlUktL6a7cvUbFJLS1AFK78j8sEhHoT8v2qmuQVj3mPzHqthrGlaPpWnwX17qiXMoN
zcvaxRx2ojLMWSC6Y1MqgfDlkIAgknkqL0m582S3JXVtNsLS24ErLaX011IXqKKY5LO1AFK78/ow
SEehPy/aqbZBUo8zeZLfQrKKVoXu727lW106wip6lxcPXjGpb4VFAWZjsqgnJwhxFW9HuvNc0x/T
Gm2Vjb8OSNbX0t1JzqPhZHtbZQKVqQ537d8ZCPQ/Z+1Vn/TZf9u7/mfj/D8VX+Uf+UU0X/mAtv8A
kyuCf1FWDfmOt55g8yjQLTS7jV7XS9NuZ7uK1e1CpeajFJa2plF1Nbr8EXrMOJLCoNMvxVGN3Vn7
lZp5H1A6j5M0K+Jq1zp9rI/jzaFSwPuGrlOQVIjzVO8gryyTzJ5g0rzb511TSPLV35gRbixsg9vL
DGim3tFd0ozNOxV7r9iFh132zK4AYxBNc1ZN+WSRy+X59Va8S9vtYvJr3UpIkkiSO5+GFoFjlCyo
IFhWOjjl8NTlWbnXcrLcqViXlVEvfOHm3V2PN4Lm30i3LDdIbW2jncKewaa7cnxoMtntGI+Kstyp
XYqxHTh9b/NPW7jcLpulWNmB4vcTTzuf+BWPLTtAeZKu8qVk87edZ03gFzYwcxTiZY7GNpBt3VZE
Bxn9Mfx1Vl2VKwC/1O+h/Ne4ls9Ju9XWx0SCGZbNrVDE93dSyfF9anth8S2w+zXLxEeHua3Vl+j6
pfX6ym60i70kxleC3j2jmSta8fqs9z9mm/KntlUogdbVMMirAdY1O+t/zXha20u71YWehNWG0a1U
xm8vB8Z+tT2y/F9Tp8JJy+I/d863Vluj6pfX/q/WtHvNJ9Pjw+uPaP6nKteH1W4ufs035U67V3yq
UQOtqmORViEiC/8AzWjWT44tC0cTwrXZLjUZ3iL/AOt6VqVHsx8cu5Y/efuVN7XzXpV15pvvLVvz
k1DTbeK5vXCj0oxOT6cZateZX4qUpTvkDAiPF3q1/wBNl/27v+Z+P8PxVf5R/wCUU0X/AJgLb/ky
uCf1FUF5L0jULRdV1PVYhDqms38tzLGWV2jgjpDaxF0LKeMEanbuxyWSQNAcgrf5f6Rf6N5VttLv
o/SmtJbqOMclYGH61KYGBUkfFCVNOo7745ZAysKyLK1ef6NP5x0Ntbig8q3N7c32r3l5FcG6sYbV
oZH4wtz9eScVijXYw1y+Qia36eash8k+XrvRNGeK/lSfU726uL/UZIa+l9YupDIyxcgG4ICFWvhk
MkuI7clT/K1YKkPnDQNU1+DR9EGpRaxfC/sL97iGG3haaCOKZblWb16JJFyHpxtyBpscv9MgLNUr
JvLelXumaUlvf38upX7s813dyk0aWU8mESEkRxL0RF2AyqcgTsKVNMirAoT5w03zH5nurLy7Ldza
tdQfo+7kubWOyWCC1ihV5SJWuR+8EjFVgJpl/pIFnkrI/KPl59D0kwXE/wBb1G6mkvNTvAOIlup2
5SMq/sqNlReygZXklxHyVOsgrB4D5g0nzp5l1D/Dt7qNrqRsls7q0l08KY7e3AYMtxdW7giWRx9n
LtjEC6+f6lZZpV9dXtr61zp1xpknIr9Wumt2koKfFW2luI6H/Wr7ZVIV1tUZgVjmjaRqMPnXzJq1
1FwtbyOwt7CTkrc47aORnoASy0knYfEBlkpDhA96sjytXYqwrWbfzbpnm7UNV0LShqiatp1raq7z
xQxW9zaTTkPPzZZDEY7mv7tWaq02rUXRMTEAmqKqP5deSdT8u655iu9Qb6xNqRtGbUTwBuZVWSW4
k4KSUUTTsiqeiqO2HLkEgK6KyL/psv8At3f8z8r/AIfiq/yj/wAopov/ADAW3/JlcE/qKptkVdir
sVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqTf9Nl/27v8Amfk/4fiq/wAo/wDKKaL/
AMwFt/yZXBP6iqS+Um+sed/Ot4u8SXNlYrJ2LW9msrr/ALFrnLJ7Riq7yIy3Oq+b9SI+OfWXtgf8
iytoLcD/AIJGwZeUR5Ky7KldirB/KGjaUfP/AJy1iCyt0nS5trJbpIkEhYWkU9x8YFfiedefiRv0
y/JI8EQrOMoV2KsQ/NSkvlP9HD+81W+0+wjHb9/exK1fknI5bh+q+4FWX5UrsVYL+a2rafp6eWWv
51gtv01BcTu9aCKzhmuWagqTQxLQDcmgGX4Yk3XcqL0LS9S17U4fNHmCFraOCraBoj9bZWBH1q5H
Q3MinZf91rt9otkZSERwj4lWX5UrsVYizNP+bSId1sNBZh4Kb28UfiLPLf8AJ/FWXZUrsVWyyxwx
PLK3GONS7segVRUnFXm/5Aald3fkVoryont7yVwjfaEd6qX8ZNfFbvMnVCpfj3Kpfl5rFz5l/Mrz
Xrxaum2tvbafpAFaNbiWYtJ/z0eLmD/Kwxyx4YAdVZt/02X/AG7v+Z+U/wAPxVf5R/5RTRf+YC2/
5Mrgn9RVh3kjyrpusRa5rNxNfp+kNb1F4Taajf2cbRQzm2VvTtpoUqfQ68a5dkmRQ25DoFTP8oII
08jW1whZjfXV9ds8jvK7ereSlS0khZ3PDj8TEk98jnPqVmmUq7FWI/luPUstcvwQ0eoa5qMsTjcM
kM5tVP8A075bm5geQVl2VK7FWH+e6XOs+TtMU/vZ9YF0w7elY2s07H/gwg+nLsXKR8lZhlKuxV5v
+Zmk6jrfnHyvZaVJCupaZFfaxCtwgkhL27W8USyqf2XaUryXdT8Q3GZGGQESTyOysu8reaLbX7KR
xE1nqNo/oappkxHrW046o1PtKeqONmXcZVOHCVTrIK7FWJeWwZfzA843JFfR/RtkreHp2zXBUf8A
SXXLZ/RH4qy3KldiqQfmBeix8i+Ybsmhh066ZPd/RYIPpagyzELkB5q85n+v+XNRu/KNgzR6v5m0
zR7bTnQE+k8cUlndzGnT0Le3ElfYZkCpDiPIEqy78t7Cyt7/AM0Gyj9G0t9Qh0u0h6hYdOsYIV3/
ANcvlOY2B7r+ZVPv+my/7d3/ADPyH8PxVf5R/wCUU0X/AJgLb/kyuCf1FUVpGkado+nx6fp0PoWc
Rdo4gzNQyOZHNXLNu7k9cEpEmyrek6Tp+kabbaZp0IgsbRBFbwgs3FF6DkxZj8ya4ykSbKovAqye
FJ4JIHLBJVZGMbtG4DCh4uhV1PgVII7YhUv8u+W9I8u6f+jtJjlis/UeURyzz3NHkNX4tcPKygt8
VAaVJPUnJTmZGyqZ5FXYqkOleRvK+l6mNTsrRlvFWVIWknnmSFZ39SUQRSyPHCHbc+mq5OWSRFFU
+yCuxVBnSNOOsDWDD/uSW3NmLjk1RAziQpxrx+2oNaVw8RquirBoWlLrba4tuE1R4PqslyrMvOEM
HCuoIR+JHwlgSN6dTh4jVdFR+RV2Ksem8heXZb27vVN/bz30vr3f1TU9RtUeXgqczHBcRx8uCKNl
7ZZ4pqtvkFTbS9LttMtfq1s9xJHyLcrq5nu5Kn/i25eWSntypkJStUXgVB6vpGnaxp02m6jD69lc
ACaHky8grBhuhVuo8cMZEGwqybQdIm1q31uW2V9VtIZLa3uiTySKUhnUCvHfj1pXr4nDxGq6Kqab
pGn6atwtlF6Qu7iW7uPiZuU87cpH+ItSp7DYdsBkTzVA/wDTZf8Abu/5n5L+H4qv8o/8opov/MBb
f8mVwT+oqts/NWlXfmbUfLcZcanpkMFxOrABGjuK8ShBJPGnxVA6jCYEREuhVXsdes73WNT0qFJB
caSYBcuwAjJuI/VUIQSTRetQMBjQB71THIqk3mLzXp+htawSQz3uo37MljptmgkuJigq5UMyIqID
8TuwUdzk4QMlW6B5rtdXu7ywe0udM1Sw4Nc6derGJRHLX05VaF5onjYqwDI53G9MZQrfmFTvIKk/
mXzNBoS2AazuNQutSuRZ2dnaej6ryGN5Sf38kCBQkTVJbJwhxX5Kh9J86WN9qv6IurK80jVWV5Ib
PUIlT1kjp6jQyxPNBLw5CoSQnv0wyxkC+YVkGVql3mDzBpmgaY+o6i5WFSscccal5ZZXPGOKKNfi
eR22VRkoxMjQVLdL87QXerW2lXulX+jXl7C1xYLfpCFnWOhdUaCWcK6qatG/FgO2SljoWCCrI8rV
L/MGt2ehaJfaxeB2tbCFp5UiAMjBBXigYqCzdBUjJQjxGgqVReerePUrXT9Y0rUNElvnWKzlvUhe
CWVzRIhPaTXUSyNQ8VdgTT5Vl4e1ggqyXK1S/X9d07QtJuNV1F2W1twOQRS7szsERERd2d3YKo8T
koxMjQVLtK85x3mpwaZeaTqGj3V3CZ7IX8cIWZF3cK8Es6q6jcxyFWp2yUsdCwQVZDlapT5g1650
iH149IvNTgVHknltHs1ESxip5/Wri2JqK/ZB6ZOEb60qH8teabjXoYLldDv9PsLq3W6try7ay4Ok
gVkHCC5nlDMrV+JB70OGcOHqPtVV/wCmy/7d3/M/B/D8VX+Uf+UU0X/mAtv+TK4J/UVebwyNaefr
3zpXjEfMDeXr6my/VJLS2giZj0ot7GvX+Y5k84cPlf4+Csx8ht9Y1HzbqDAGS41uWEMP5LO2gtlH
0GJspy8ojyVluVKw7y+hu/zI81Xs45Pp0VjptmT+xG8P1uUL/rvMvL/VGXS2gB71bhb1/wA3LoxD
ktloUMd046K9xdu8SN78YmOA/wB38VZhlSsC886pbWXn3yYZ0uJY4BqV2yWlvPdyDjbpbqxitklk
p/pJHLjTL8cSYS+Cq9pJqPmjzbpOrrpd3pekaGt0yy6hGIJrie5jESqkBJkWNUJYs4FTQU2OA1GJ
F2SrNspVh2sL+kPzO0GwlFbbS7C71YIaFWuGeK1iJB7xrJIQffLo7QJ7zSr/ADg/qebfJNrHtP8A
pC6ui46iGHT50kHyZpkGOP6Ze79KsuylWD/nRqVlY+Qbo3svo29xc2UEsvEvxja7iMrcVDMaRK5o
ATl+njc1UNU1W6853uk2Gj6bexaTa6hZ6ne6xfW8lnC0Vo63EaQJcBJpGkkVVrwAAqa0pVjHgBJO
9UrP8oVIvOnl+51vRRDZSpDqVncQX+nSSgtF9ZtJBLGsoG/BivFvCtRuMnjlwnfkqp5Y8zW+uW01
YXstTsnEOqaZN/e281K8SRs6MN0kX4WG47gM4cPuVOcgrG/zJvzYfl/5huV/vF0+4SKn+/JIzHH/
AMOwyzCLmPeqdaTYjT9KsrAEEWkEUAI6H00CfwyEjZtUB/02X/bu/wCZ+S/h+Kr/ACj/AMopov8A
zAW3/JlcE/qKsW0fyvcav+XGsWF5BJZahrlzqd2UmVo3immvJZLZyCOQ4BYiPllsp1MEdKVMPynt
NVt/I9pJrFu9trF7Pd3uowyKUcTXV1LKeSkCmzDI5yDLbkrL8qVglxeXflfzpr17Jpl9qFjrkFpc
2jafbSXJ+tW6G2kgfgCsZZBGytIVXrvtl4HFEC+Spx5M0TUbOO+1XWAg1zWpxc3scbc1gRVCQWyt
0YQxihYdWLHIZJA7DkFZHlasVFjeyfmm1+0DixttDWCK5KkRmW5u2d0VqcSwW3QsK7VHjlt+ivNW
VZUrsVYV5uGo6T5u0nzLa2k13a/U7vS9Q+rwy3LxeqY57eUwwLJMyCWEq3BTTll2OjEx+KoD8ttQ
1PzTq155n123Gn6pp8Y0mLRfjD2nIJNcSSLIqsGuG4FdtkVRUmuSzARHCOXNXomY6sU886bcape+
WLBLd5rb9LLc3z8C8KQ21tPJ+9NCAHk4KK9SctxmgT5Kt8sWmpeXNWk8tGGWfy9Ir3Gg3iqzrbIC
DJYzOK8QnKsDN1X4a1XGZEhxdev61ZblSpX5g1m60i1ju4tNuNTgEgW6jswJLiOMg0kSE0MtGoCq
nlQ1ANMlGN9aVjujSTav+YkuvWljdWml2+lGwluby3ms2uZ3nSaPhDOscpWBVccmQbvtXLJbQrra
s2ylWMfmPZXOoeWhplvDJM1/fWEEvpIz8ITeRNNI/EGiLErEnpluI1K/erJ8qVJv+my/7d3/ADPy
f8PxVf5R/wCUU0X/AJgLb/kyuCf1FU2yKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV
2KuxVJv+my/7d3/M/J/w/FV/lH/lFNF/5gLb/kyuCf1FUH5W1a+1LVfMxlm52VjqQsbGLio4LDaw
NL8QALcppH+0TkpxAA9yrNE1y8v/ADv5m04yhtP0iOwhhhAX4Z5o5JpmLU5GqPEKVoKe5xlECIPf
aslytWOfmFq+oaN5VuNUsJfSmtJ7SSQkIwaD61Es6HmCPihLCo3HbLMUQZUVa856xqNqdH0vSpPS
1TWb+KBJQquY7aL9/dy8XDKaQxsu/dh3xxxBsnkFZJlauxVivlHzHO/lrUbzXLn1JtGvNSt7654q
o9OzuJODcYwo2gCdstyQ9QrrSoH8qfN+ra/5WvNT14iG5gvJw6sFT0oGVLiJG4gD4IZlFTv45LPA
RlQVN/IWp6rq3l2PWNQcn9JyzXdjCUVDFZSSH6rHsF5fueLFjvU5DKADQ6KyHK1Y3591bVdF0aLW
7Jz9W025in1a3CK5lsCSlwBUEqY1f1agj7FOmWYogmj1VTutdvtQ84WWiaNOFtLKIahrt2oSRTFK
CtraoxDgNMayMdiEXY/FhEQI2fgrKMqVxFQRWnvirB9M883Fj5GuL/WWF5rml3E2lTwxgI91fxSm
GFI1UAcriqMOIoOVaADLjjuVDkd1ZR5eg1mDRbSPWrlbvVhHyvZ0VUQyMSxVFUAcUrxU9SBU75XM
i9uSphkVSzV9I1C/eNrXW73SggIZLNLJw5PdvrVvcnb/ACSMlGQHS/mrGvJFxr995i1a4/Tl1qnl
mx/0C1a6jsgbi8Rq3Esb21vbH04j+6HUFuXgMtyAADapfFU//wCmy/7d3/M/K/4fiq/yj/yimi/8
wFt/yZXBP6irGfI+r6fpnkbVvNN8/pWl1f6pqk1aVEf1qRI1WpHJjHGoUdyaZbkiTIRHcAqB/I62
1A6d5j1PVE9PVdS1qea8jPWNvSirD/zydmTJakiwByAV6VmMqQfmBp66h5G8wWZFTNp9yE67OImK
HbwYA5ZiNSB81Y95L1FvNnmYeYWPO10nTLa0tmAqpvL+KO7vHU7AFY/RT78nkHDGu8q9AyhXYq8h
1P8Ae6t5i8hwk8/MGvW8klNmFhcWcV1fHwpS3kT/AGeZY5CXcPt6K35muJ4td82+VbNjDdeabvSo
bYJSqxXlsYLyYKN6Lb2MhJHfGA2jI/w3+PtV6zbW8FtbxW0CCOCFFjijXoqIKKo+QGYhNqqYqk/n
DWdP0fy1f32oRfWbdYjH9T73Dy/u44F67yuwQfPJ44kyoKxT8lNPk0jy9e6Hfx8Nf027MerMZDK0
haJGtnDNvwFsY417fAct1Bs2OSvQ8x1dirzbQ9Dt9c/M3Wdfild9C0udEitzQwy6zHALee4Vaf7o
hCxA/wA9SOgzIlLhgB1P3K9JzHV2KsW896vfpDaeXtFl9PX9eZoLaUdba3QVubw/8YkNF8XKjLcU
RzPIKnujaRYaNpNppVhH6VnZRLDCnfigpViOrHqx7nfK5SJNlUF/02X/AG7v+Z+S/h+Kr/KP/KKa
L/zAW3/JlcE/qKse0v8ALaW2a1sr7VTe+XNOuZLvTtIEAi/etM00f1qbm/riFnqihEFQCa0yyWbq
BurIfLWgjRbG4tzN9Ylury7vppuHCr3dw81ONW+wHCde2QnLiKptkFadEdGR1DIwIZSKgg9QRirH
vIHky18neV7XQreY3IgLtJcsvBpGdialeT04rRRv0GWZcnHK1ZFlauxVjcPkiwj8/wBx5y9QtdT2
CWC25XZCrlnlDV+06BE6bAdd9rPEPBw+auuPJFncfmDa+cpZibi009rCG147BmkZ/W58uoSV0px/
a64jIeDh81ZJlauxVJdX8tjVdb0m+ubitjpLyXEenhTSS7I4RTO/Kn7pS/FeP2jWu2TjOgR3qui8
uiHzbP5ghuPTW7sktLyzCbSyQyF4Zi/L7SK7pTjuCN9seP00qcZBULqlve3Om3VvY3QsryaJ47e8
Ker6TspCycOScuPWlcMSAd1UtA0Sx0LRrTSLEEW1nGI0LGrserO57s7Esx7k4ZSMjZVH5FXYqw1v
KHmyLzXqXmGz1ux9W+jjt4IrvTppzbW0W4hjdL2AUZzzc8dz8hl3iR4QCPt/YrJtKi1eK146rc29
3dcifVtbd7WPjtQenJNdGvvz+jKpV0VBf9Nl/wBu7/mfkv4fiqF0ux84afplnYK+nyLaQRwK5E4L
CJAlSPemEmJN7qiv+dy/7V3/ACXwenzV3/O5f9q7/kvj6fNXf87l/wBq7/kvj6fNXf8AO5f9q7/k
vj6fNXf87l/2rv8Akvj6fNXf87l/2rv+S+Pp81d/zuX/AGrv+S+Pp81Ql/q2u6fw+v3uj2fq19P1
5ZIuXGlePMitKjJwx8X0iRYTyRj9RA964an5gNol4LvSDZyECO59ST02LNxAD14mrbfPHw96qVp4
41d7N3WoeY7QoLu50m3MtfTErypy4irceRFaDc4IwEuQJWU4jmaXW175mugzWs+lTqhAcxPK4BZQ
wrxJ6qwPyxlEDmCExkDyK+WbzbDGZJn0yONftO5mVR23JwARPK0kgL/+dy/7V3/JfB6fNXf87l/2
rv8Akvj6fNXf87l/2rv+S+Pp81d/zuX/AGrv+S+Pp81U55vNsEMk8zaakUSl5HPr0CqKk/dj6fNW
Kn82LMWKX/6TsDZSRtMlyLbUTGY0Dsz8hFTiPSbf6OpFT6fNVK4/OHTbcsJNV04cFaST/R7/AOFF
WJmY/u/C4j6b/F7Gj6fNUSn5oW7zzwJqenGW2ZUmX0L/AOFmYoor6dD8SnpjUfNUb5J8y2nmXWrn
Ube8huBBarAFhhuYR/fyBt7hUJKvEVYAbbV6iokRVBWbZBXYq7FXYq7FXYq7FXYq8z/N3TtQuNY8
s3VtZ3NzBa/XfrD2tiupen6iRBOUD/AeRB+18xuM23Zs4iEwSATw85cPf1dL2rjkZ4yASBxco8Xd
0Yvr1r5t1G5EEWm6ulh6untp9qtv6FmltGR65mt0+FJTPRqdQPBczMMsURZlC/Ve9m+lHur8W4uY
ZZyoRnw3CtqjW12O+/j8HebdH89eZNcTX5dKuEsGM1rploQ/rRQrDL8csPGqGZqGp9l8MGmy4cUO
ASHFsSel2OR8l1GLPmyDIYnh3ER1Ao8x5/sdplp+Z2laBHPptteJOrrZNY+myVWfToYo5+NP+PeV
Ptdj1745Jaec6kRXO/dI7fEIhHUwxgxEr5V74RF/5pR+naJ54vPN36J8wPfahoy3DQzpcRSPZT2c
KAwyO5ZYg5ZA1V+Pn1yueXDHFxQ4RKviD18/0U3Y8OaWXhycUoX1HpMRyJ6X9tvZVVVUKoAUCgA2
AAzRO/dirsVeefmBF57sriG60zzDfR2l7cfV4rCw0mC9eEulUkeRmRhGjIS5P2q8duuKsO1XzL+b
F3ps13ptx5hs5vTmWytpPL1uC0yyzTo8n72RkX0YhbgFDUsj7sdiqOm1j8zW+uXbanri20Dm2/Rs
fl2AySMzKVeGUTq5T98qlzxFEc/CaEKoS81r82oddntn1jXYbKJJSJv8N2JtwkjtHHKbgXDhjAZA
xWi8kjJpv8QVVg8wfmHPa6XPHrPmC5huhbzGaDy9ZlGjuphLHyZJqL6cMbJIQSKOrUrhVk/5X33n
W4vbuPzHqOp3yCCOWA3+jw6VEBJSnFkZ2aUUPND0r7YFf//Z
uuid:2d9234f8-f833-bd48-9269-b6de2b4514fb
xmp.did:8a283842-5325-4d30-9c30-cb930dc75c75
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:a49ae400-e665-44f9-a39b-527585dad312
xmp.did:a49ae400-e665-44f9-a39b-527585dad312
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:263f9dd0-6f30-4fd4-b535-277ce1a1f9ce
2013-12-06T12:59:27+11:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:8a283842-5325-4d30-9c30-cb930dc75c75
2013-12-20T11:09:57+11:00
Adobe Illustrator CC (Macintosh)
/
Print
False
False
1
41.999958
59.400017
Centimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-BoldIt.otf
NSWPreCursive
NSW Pre Cursive
Regular
Open Type
Version 3.245
False
EdAlive_NSW_Pre_Cursive-Solid.ttf
NSWPrint-Bold
NSW Print
Bold
Open Type
Version 3.245
False
EdAlive_NSW_Print-Bold.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
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 10.01
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 1190.55 1683.78]/Type/Page>>
endobj
13 0 obj
<>stream
H|Wks>~M(lcqR)eB9슀KU{ݧ{==6[sqN>鿟`>ּsmʹ㔂7kgc3.:5pbPBofX6/;d6[~BSjR*ƣg盳GӇGfsrvp!&`|ӳs/'X*OئX2o.y7;3J'(tƆxf/dC1΅);3aE02[si^敹2U,>0nޘ6o͍w
l;2ʙl=&k]?}g۩9,a;B ~s!c˷NGocc3*_}T?1'P>vmt>QD!4N!w?^cQ*T"
%v ɬUӢ{\c} ?<2>z-=?|6?~9W%[Qsn%X.lZMC;5G+qcNW._?}Q9Ƌ_]ǭz$]FIR]x4/.͇o_B{oҔ<~}^ݬiٙVt[sp\Baw'o|E<1,Ut`W/.iŭ9#Xފn`*@3 ہ5owCI.My>OfגkX\N Z:v3 :$TdkW
fڣpMr(aό4Yx}f䩠iHwur3 5r*(Džnx^,:fj1Ns"0_.mrwbd[:AHSumP&/;u=39HΕSNtrᢦS4`CTC^8