%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
What Makes an Orchid an Orchid Paper Flower Activity
2022-03-31T12:30:49-04:00
2022-03-31T12:30:49-04:00
2022-03-31T12:30:49-04:00
Adobe Illustrator 26.1 (Windows)
200
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADIAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4qpvcW6NxeVFbwZgD+
OQM4jmQyEJHkGvrlp/v+P/gl/rg8WHeE+FLuLvrlp/v+P/gl/rj4sO8L4Uu4u+uWn+/4/wDgl/rj
4sO8L4Uu4u+uWn+/4/8Agl/rj4sO8L4Uu4u+uWn+/wCP/gl/rj4sO8L4Uu4u+uWn+/4/+CX+uPiw
7wvhS7i765af7/j/AOCX+uPiw7wvhS7i765af7/j/wCCX+uPiw7wvhS7i765af7/AI/+CX+uPiw7
wvhS7i765af7/j/4Jf64+LDvC+FLuLvrlp/v+P8A4Jf64+LDvC+FLuLvrlp/v+P/AIJf64+LDvC+
FLuLvrlp/v8Aj/4Jf64+LDvC+FLuLvrlp/v+P/gl/rj4sO8L4Uu4u+uWn+/4/wDgl/rj4sO8L4Uu
4u+uWn+/4/8Agl/rj4sO8L4Uu4u+uWn+/wCP/gl/rj4sO8L4Uu4pX5njk1HQL2ysLyOG7nj4xOZC
gO4JQuh5IHWqll3FajfD4sO8L4Uu4sIbyp5ruIWbQNWh8kRfWIJI9OhMd4gEUUiSsUqsQ9VnT4R8
PwhmHI4fGh3hfCl3FZD5Q/NmBZjF+ZUTyzzrI0k2n27qsYD1VEZiq1LL9mg+HHxod4+a+FPuPyVY
fKX5pC3uoLn8x4545kdYithbxSKztyr6qPzX+Uceg6dqPjQ7x818Kfcfkubyf+cU92ZoPzGiEIeY
KiaXasFjdgY1pUhmUD7R6ffWUZxPJiYkc2c+WrLXLLRLa113Ul1fVY+f1jUVhS2EtXYofST4V4oQ
u3hihM8VUbMD6urftPVmPiScrxfS2ZT6lbLGt2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux
V2KuxV2KuxVRcAXcTAULKwY+IFCMrI9YbAfSVbLGt2Ksb168u7C2sL+B24R+pE0QJ4s0qfAzr0IT
iTU9PvzG4jGILkcPFIhKLW91p4ZbWeWeGbTra6nkLPIGcPFRAxJryRm5Cvz22qBKXK+QP7EmMefe
Qi/8T6xY2AW7W3e5NrDcQueQBVyF+OrGrdSdxSnfJnIRzYDGDyWWXmu+v7rSp457eOzneSKZjyVG
4hWbZjsxDKqAkENWvWmInIkXtzUwABryV9R1u9sPMV1KxaSxgEcZhBP2pYmZAF6D4k3anT7sEpmM
r6JjASjXVLIvN2paXpLT3kyPI11P6kk4duMcaRtRVBG/x9K0r4DoIzkB5pMIk+SOtPM94NVn5Eej
LHbXBDlmVVa3DtHCKijMenavzwxym/f+pBx7e79ayDzzeOt4rJCJYI/Uj5K6KKSIhDc2q1A5O222
1cY5iRaTiANJnpfmO7ufL11qU6RLPAWCqvIISEVhWtT1bx+7JifpJ7msw9QCXWfnPUb6zQ2YtpLs
3cdqxIf0h6qvt9rl8LJ9reo6DIjIftZHGEwm1i8ufLcF4D6DXEvpXE0YI9OP1GQuBUn9npXvtvhM
zwXyUQHFXNL7/VLjSGZtJvW1MFAZVuZDOkZ5qoPJSOvKntXetRkTLhOxtIjxDcUjbfXtYN6sE72M
PCdIJonZ0lcs1CYQS3L2r1yQmbrbZiYCr3SOTXfMEPlyBZZUP1pH+r3AMnrARSDkXcP1p08fwyvj
lw/Bs4I38Uyv9f1KXU7aBJoIbcamls0QdkuWVHIJpWjI1N+mTMyT8WAgAPgq+Z/OEuj6gsC+j6RV
QeYdnaRjsgoVA6j5fSBhyZCDsiGMEbq0Gv6v9ePrRwfUTfvYJxDCQkE8SSWI2HtvTtjxm/K6XgFe
dWtv5Fn1XUI7rUpbCO1EQtBHIYw/KMM1VG8lGPQb708MEjZNmqTEUBQtCQeZ/MPoSyGGBorWOEy8
w3qkzfCjDieJqTy2A2+YwDLKr8gnwxdea+TVtdn1CxhgubKS55yjjbyO0LD06/vVBB23I369tsJl
KxyQIxo81JfM2oG7S5HH/SbZfQQlxCp9VkLyLyp+wdx0FBkfFPPyDLwxy8yoNeateS3rtf8AxrLF
DHDZSt6RlkHBODlhQVT4h3rvT7QSSb3UACmXwRzRizjmf1JkiKyyfzMFUMfpOWH6g19Ci8ta3Yqh
oreCeySOeNZYyASjqGWoNRscrxD0hsyH1FUaztGMzNBGzXC8JyVUmRaU4vt8Qptvk6YWtexsnrzt
4m5IImqimsamoQ1H2Qe2JAKglaumaanDjaQr6bmSOkaDi5oSw22O3XHhC8RXS2FjMZDNbRSGXj6v
NFblwrx5VG/Gu2NBbWyaZpspJktIXJYyEtGpq5ABbcdSFG+JiFEi2mm6cgUJawqFKMoEaijRrxQi
g6quy+AxoLZU30/SIYpne2t44WUtcMURVKr8RLkilBSu+PCO5eIsY0j8zPy3u2isbK8FutzEbhI5
7O5s4jAYTP6zNPDEgjaJSwcniw6E48IpSTaY/p/yDbQ2s8V3p7JdzWq2bWxjlMkt27wWrRiHkTzZ
JFVhtRX3orUREBSSrWvmbyRNYXjWuraZJp9gK6gYri3aGASM283FuKcmVvtdSDhpVO11ryBLal7S
/wBKktZfTZmiltjG3J2ERJU8TV4X4+6mnQ4BEdymRUx5t/Li4uxINZ0ea7WN5w4ubVpBHbhjJJXk
W4xiNizdF4nwx4RzWyiJ9V8jpMmnT3mmLNGjrHZvJbhlT0hO4WMmoX0qSNt9n4umNBbKiPMP5eT3
FnINT0iW51FlbT39e2Z7hhL6aGE8qyH1RxHGvxbdceELZTm50zTbpuV1aQztTjyljVzTw+IHbExB
UErxZWYpSCMcZDMvwLtKa1kG32jU79caW2rjT7C5cPcW0UzqKK0iK5A60BIOJiDzUEhcbS1JkJhQ
mZQkx4j41WoAbbcCppXGkWsi07T4ShhtYozGS0ZSNV4sw4kig2JG2IiAkkloaZpoTgLSEJwEXH01
pwU8glKfZDGtMaC2XR6Xpkf93aQp8SyfDGg+NPstsOq9jjwhbK+T/emH5P8AwyEvqHxZR+k/BWyx
g7FVGz/3mj+WV4vpDPJ9RVssYOxV2KuxV2KuxVL/ADDpkuraBqWlw3H1SW/tZrVLrj6npNNGyCTh
VeXHlWlRirzFvyCmaxkh/wAQBLjiRbzfVZJlhIlsmiCi6urmVoo0sCgjaUj949KL8JVbs/8AnH20
hLGXVIpXkVTLeLZBLwy/VZonYTiY0Rrmdbjhx+0iipFKG1RN9+VvmKHQL/T7e+try91ufSrae5js
1t4LWx00rSsDXDmYUQhl9QE89qYFWT/khqM7XAk8xqY7r6xPOBY0c3c8d4FkVhcUWKGfUZZo4uPX
YseuKqLfkvdajca5G08Oh6NPJJBpOnW9vHIyRJp7adFK0ol3jZJ5XMXFW5NXkDiqIm/Ix72DzFNq
etR3Gs69FFFFqMdksa2nB/jWKJ5pf3csMcULJyHwJSu+yq/QvyVv9MvbaWfzAl9ANQg1bUFksQs0
91btJIOEonKxRmaYycAhoehocVepYq7FXYq7FXYq7FXYqoyf70w/J/4ZXL6h8WcfpPwVssYOxVDQ
yeinpSI9UqAyqzAiux+EHKYS4RRttlHiNhU+tR/yyf8AIuT/AJpyXiDz+RY+GfL5h31qP+WT/kXJ
/wA04+IPP5FfDPl8w761H/LJ/wAi5P8AmnHxB5/Ir4Z8vmHfWo/5ZP8AkXJ/zTj4g8/kV8M+XzDv
rUf8sn/IuT/mnHxB5/Ir4Z8vmHfWo/5ZP+Rcn/NOPiDz+RXwz5fMO+tR/wAsn/IuT/mnHxB5/Ir4
Z8vmHfWo/wCWT/kXJ/zTj4g8/kV8M+XzDvrUf8sn/IuT/mnHxB5/Ir4Z8vmHfWo/5ZP+Rcn/ADTj
4g8/kV8M+XzDvrUf8sn/ACLk/wCacfEHn8ivhny+Yd9aj/lk/wCRcn/NOPiDz+RXwz5fMO+tR/yy
f8i5P+acfEHn8ivhny+Yd9aj/lk/5Fyf804+IPP5FfDPl8wtN9AG4AOZCKhODAkfSBgOaN1vfuLL
wjV7V73M9yVLnhAgFSXPIgDxoVA+/Dcz5faiojzYRq3nHW9VgmXyOy3iWwaS61yaLlp4WIFmit6c
TdSPx4/u24L3ao4l4T3/AHLxDu+9PPKPmdPMOnNLFKIdStW9HVdNl4vJbXA2aNinDkpIJRx8Lr8Q
x4Zd/wCPsXij3fj7U7M80f8AfRfD/PHVh9K05fdXBxkcx8l4AeR+bkvYHXknNlPQiNyP1YjNE8r+
RU4pDn94XfWo/wCWT/kXJ/zTh8QefyKPDPl8wtVjLOjqrBEDVZgVqTTYA0OAHikD0CSKjSvlrW7F
XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FVCSSR3MMJoR/eSdePsPFsrlIk0GwRAFlJU88eQYZ2
tR5i0sXQNJImvbf1S3+UC/KuSjEDkxlInmxv8wdWj1LW9J8upIs2kNEdV1yFaOLi0SQJHCQD8cbn
1HkX9pY6H4S2SQnMl3djy01pIqJPJFqAmjX7CpC0kQji+Ujxqg8MUJN9Uit/PmiX8FUuZrq402Zw
d3tTFqMgRz1YK2nw8anbj7nFXouKqMkBDGWAhJT9ofsv/rD+OVyhvcebYJ9DyXwzCVSaFWU0dD1B
8MlCVsZRpfkmLsVdiryDUPzB/ND67cx2WlrILS41MNF9RuYQFtor0WUTyTyFboXDxW8nO34Urw/a
yByR7wzGOXcVK+/M/wDNO3GpxLoUTS2F1Nb2twLC8kju/Sr6SxJFNIyrcABxcM3ppXgwNORfFh3h
fCl3FUm/Mb80Yr29EGjJcQSxy3FgrW1wVA/Ra3CRhz9WYBLsCIrMiySFzThwKh8WHePmvhS7in3k
Hzp5z1TzDq+m+ZrCGyttPLJa3cVvcQRzlJOHqrLNI6MJR8apHy4j7TE4+LDvC+FLuLPfrlp/v+P/
AIJf64PFh3hfCl3F31y0/wB/x/8ABL/XHxYd4Xwpdxd9ctP9/wAf/BL/AFx8WHeF8KXcXfXLT/f8
f/BL/XHxYd4Xwpdxd9ctP9/x/wDBL/XHxYd4Xwpdxd9ctP8Af8f/AAS/1x8WHeF8KXcXfXLT/f8A
H/wS/wBcfFh3hfCl3Ftbm2dgqyozHoAwJwjJE8iFOOQ5gqmTYKVxIyoFj/vZDxT2Pj9A3yE5EDbm
WcIgnfkHnXmoajrWt3vlu9nXTvL2mC0uLq2jetxqkN2JftzEokMQkgkVkavMr8TBDuYxoUiUrNsk
g8veSNQgNpFYQxp6XEWAQwBI+QNUg+FQpanxKtG6VIOSYsW8y/ldZaHZ3XmDyba+lrUEMgnsYwqQ
3kDxsssfpRiNFl+N3jZQKMafY+HFLIPL13YeYLbStQtJC1leLe3lu9KMVGoQzKGB6H4aMO2KGPpY
675p1i0udBvV07S9OuGuH14RrMbi543ccyWEclUeJfr7r68i8eSjiriuKsmHkGz9F1k1fV7q8Pxf
WJtTvo+vjFaTWkdOv2VGKpS+g3+mSBdO/MCe2nQj6xbakbe/iZx24zFbhF9lmB98VV9J88umrw6V
rptY9UlBFteWEvq2V6igsVSpLwzIAW9J67V4s29Kp7eofH3NsN/T+LZwCCKjcHoctanYqp3TFbaV
lNGCMQfcDIZDUT7meMXIe9bLBJ9XEVs4hYUCtStAPbBKB4aiaTGY4rluwHX9Z88WfmO6h0zzH5c9
GWQLZ6VqjtFNGPRRmU+iQ7NWNnUeDNWo48bGtBf4v86yqtzB5p8nP6drFHLCJ5DA19c+o8VXEhdU
aJVePerAOOPRwqlj/mv5mt4I7e51/wAoJdCzW5n1IXEstk0kl5KONuscglkCWsJBBA/e8V5HlQKp
lpv5iavJrGo2d/5k8t2qWFwp1K3eSeKW0g9MxusMtwsEc3Cfh+8K8algaHiuKoS188+fokubi681
eSZtI08rFe3sUlzPPE0jGOFp0ilSNWYgkj4QSCBQbhVUXz950j+tXl75h8oQWjR3UGmR+tdJS9R4
Ssd6JBzQwROTMo4svKrKAKhVdpnnjzv9XlMvmXyVfx24ED3cV1MKTOGKNPwZkSqRSPw25cSoK/aC
qlq3nvztax8181eSoDZWlvc3MctxNIzs1svqsyowf0nmlVoeA5FePXlTFUVL5z89p5fhv18x+Skl
Ryt7dzXE/wBTDTRxy20aOJE4llLn4tyvEjviqpY+afzBjSNLzXvJ8s3qr9YC3E44iWaFBGnxD+aV
E5Cpb0wankSqy3/G3k3UJF0+w1qxvr64WRre3tZ453rErOWpGW4hfTb4jtUU65XlHpLZiPqDIcsa
1FBzunY9IgEX5t8TfhxysbyJ7vx+psO0QO/8frYVqNtazfmnJBcq6TXekWbafNG/pvW1ubs3HGpU
MFW4j50PIVBXuRY1p+/lqOMO6XZjCn1UZ1ACtvyZvTMXb9peL/zMw2xVSPm7SHmmsL9XgZFX1pV5
SQAO/pqfWQVjBO4ZwniPHFWA+V9EVIZJbxhqukS3+pLb6XDH8ULTRrKQEWu8sitIOiryDfDilNJN
Rl0bUI4LeZo7eOxRiEQQpb+mT6sIEqBYY+SBk5oKcqD4eKYqnPl+4e4jkdr2O0jvXEa+rEpkuPBo
5JCeTfFwZWMvE7dKYqryWuoW8rWv6SnW1jJCW0enzcAv7NJrRYK+J4keGKGN69o/+Itb07y7FfXw
ljlTU7+f99GtrBbMGgkiS5aV1mlnAWNmNKLIQPhxS9JtPhRov98sUH+r1X/hSMrxbCu5nk3N96tl
jWpXn+8k/wDxjb/iJyvL9B9zPF9Q96+WaKJOcrBEG3I7DfJSkIiyiMTI0Egi0XyBq2t3Opw2mmX+
s2bmC+uY1hlnjl4cOE5Wp5qnwjnuFJA2JyTFEr5M8npbrbJoWnrbqyOsItIAgaMEIwXhSqhiB4Vx
VRbyp5DvBJato+l3IFWlgNtbyU5SPyLLxPWVXrX9oHvXFWpdB8hX2oyxS6dpV1qXpsk8bQ28k/pC
USMrAgvx9ZwxrtyNeuKrn8neR7eKcPoumwwXpEdzGbeBI5mldaCReIV2ZwtOQJriqKj8reWYyTHp
FkhM73hK28Q/0mSnOfZf7xuIq/U0GKqFv5W8ly20wt9I02S1umBnEdvA0crRckUvRaMUqyivTfFV
GTQ/y/uZRZSafpM0tvNHGts0NszRzwQholCEEq8cDgqKVVDtscVX3nkTybeWyWlxoto1mkyXLWix
KkEkscZiRpokCpLxQ0AkBA27gUVUJrD8udPtrmee20e0tpJhc3krpaxo08TMwllYgAujwueTbgqf
A4qi4/K3lewie40/SLG0mijkMU1vbxRsvJCG4sigioNDTIZfoPuZ4vqHvTnJsFG1+w7d2kev0MV/
hlePkfeWzJzHuDGvzEiS10uHzHFdw2Oo6DIbi0nuW4QyrIPTltJCAzcbhTxAUE8+DAEqBljW1pHn
3R9e06WOJJ7PXIoPXuPL14stpqKUHKnpUEpBp8LoCD+GKsauNVmXQPNUMtr6sz2jTn0ljaRJZP3d
vGxRY4+fOr8QBQgn7RIClCHRdPvvy9Ovz25h1Ca+E9vKikzKZbhLQoWI5uj7sK+zdcVT7yho+lad
oOqNI5tLqUyyPLcTN6ixxARtJ6ZLekjTRNzQDieh5DFVbyHKYIrma8khtIU5SRpEtv6aQFvgWa4i
5DkgIorEN1NW/ZVb1LznJrTvY+SnbVrheUUl5AOOmwvtUz3xDK4UH+7tuUle69QoTvyn5UtfL1lK
gme91K9f19U1OapluZyKcjUtxRQOKIDRV8TUlVNk2upR2KI301YfwysfUfh+lmfpHx/QrZYwUrz/
AHkn/wCMbf8AETleX6D7meL6h718kcci8JFDqeqsKjbJyiCKLGMiNw8V1yy8v6j5hv4PMH5a63qF
ppU97c2V9DNcXUEnrPRmt7dpYlX13Svpxghdn6EsChdb6f5Oubu1vr3yN5mmudSuNRuzdTwypLav
KIpWR1gkiWNJowIx3ajI3Lk5JVZqWi/l7JrNzqa/lhr19rXB5JvUidYC5QloiZLr6u6tVlIiDqeg
BqKhVTy1o/lGTzAt9pHkXzDpd5aK3qtqCPb2041GZIJy0ryXEsjxR3ErhRRacieikKoTWNF8iWgE
dp+WOt6jbwSIl0jLdj9yh+qh7dDJIkzKtnGeLFPhKtWpwqi4vLHlN9T8xaza/l1qHqobq5ubi4nv
Irm8ntpra6IghJdWE0jM0XFviMfGm+wVLvLlr5S0uSIS/lPr2n38joA0AmvoIxCiqH9dplKsEBXZ
PiG1TyOFU1jTyNCp0uL8ttfez02ktmRaTEvMZEsDweWZRyEdvDIjl9kXn8JXArT6D+WbaTEr/l7r
r6dZs2mQQi2uy6WjSJcfWPQMwmaMzXjMOKtKCG+EcNlUMLH8vk1cagn5YeYElC3pa6FtKGdpYZBI
BEtwQ3rJyUF6fEy061VVnV/53117q3tLPyxeNa3cLvPc3PqQNAFvFtG5hYpot43M6D1eRRTyC9ch
l+k+5ni+oe9muTYKEDKkcvMhRG7lidgASXqfobK8fUeZ/W2ZOnuDzi1ubrzbqo8x3LGPQ7dwvl22
ZWpxPS/YAc2mnBrAqfH6RBBTmWaxgjNS8q6TrTGC+0yDUZIySYpoY5nVz9rmY2i4MaV/e3TMfCuK
ofRdD0Xy5qyXNtBHLZ3kZsr0Rqs0fouR8Xq8IvVAkAVhwoKkVLbYqwfVtR812Oq6Xo9wz6l9UuJJ
LW5Ms0a3z3Edbe6DKQq8HkYtLG1BVSQPiDKspntNSRrSOx1OYpCRJcT2H1eX1Jgqt6cRu0u14QhF
dmoeiVpRaqpzdeSrPUAt3cXN95tjc8mtb+4gmseQ6q1tC9pbct6BuDgb7YoSq3mvPJc5v9JtZJNB
kc/pbRUAAib7Tz2UYWJUkUHk8Ppx813C8t3UvT7K9tL6zgvbOVZ7S5jWW3njNVeNxyVlPgQcUOj3
upj2Cov0jk3/ABtlcfqPwbD9I+KtljWpXn+8k/8Axjb/AIicry/QfczxfUPeq5YweLXUn5WWOqap
DH5r1+xvtTvL6S8isEvIz6yyRSXDL9XtfsRcKLJuArvRt9iqzTNZ/Kux9HVY/PPmJrYyrxjmkvli
aTRLSP1/Uj+rITyiZGmDbO2w6UAVS0+b8p4tK1KfSfNuuaXYaInpXV/ZmWGJlF6LkvGiWxhl4z3n
ptxjPwtuOLVJVGWK+R9X1zRotL8xeadQ1B7WPT/XjuJ7crD+/b17ozpbtyk9BgxQE/Cp4j7RVZlF
+WMCRPFJ5m8xTI7WzHnqkyt/o0TRUDx8GAm58paH4modqDAqpp/5cR2frO3mTXbq5nhmga6nvQXC
TCToEjSPlG0vKI8aoQONBUFVAS/lIGS44eb/ADN607KVlfVJqRAMpYRpH6SbqpA5BhvUg0GKomH8
sBEsYHmzzG7RypLzfUSxZVIYxMDHxKMVWu3LsCAzBlVbRfy5GkXn1mHzJrl0resJIL29a4RhNEkd
fiXlyj9IFGJNKt47KqK/lrcQRyvbea9de69CSK2a7vXmhR5LYW4keKP0DJTiJPtg86spUnFVfQvI
sugtcXb+ZNa1cvbuklvqV0s8HNgKyKnpqVPwbANQVO2Qy/QfczxfUPey7JsGEfmve/VfK9zYhmQa
9Lb6czIAWEdxKsd1xBK1b6rz40PUduorG0ve2c4+5ZZPapHDCeKiJOFrYxuI4ljao4hkUyylipqI
FPJqhjSirYwR8gkmC2TIxWgKWqRKihCSAY7SpVAevK6YgMPs9sUMV1C5utbvToejzq2qyfu7qS3c
XA0+NgVa6vJl+D1wnL0Ia9SvwqgfFLIb78qvLH6CGmaZaRWqQxBLeNxzj5KvFSx+2PE8WoTuyt0K
hiN5LYvrcmn+ZjcWF7JKUtdHlmlFrJDExEEkMryrHdqVbk3xIYzWvp0HJSy4qkFvb3cvEJMFWC6L
NIxFKKiSo0d6rOdtjMAD1IxVL72TUI1kaENqcIX98sTpcTRrWooV4ysqsT8LQrw/ZPUMq3+Uep2g
XXNFtZA9jY3K3tgQRxS3vwzsgAApxuorjbt0qaVItaZ7aAmMyEUMzF/oOy/8KBkMfK+9nk513K2W
Nalef7yT/wDGNv8AiJyvL9B9zPF9Q96+WaKJOcrBEG3I7DfJSkIiyiMTI0GOp+ZPkEy3MT6/YwSW
kkkNwtzMluUkido3X98U+y0Z6dqHoykyYr3/ADD8hxzzwS+YdPie2RJJjJcxIirJx4nmzBT/AHid
D+0v8wxVEjzl5RIgP6bsB9aMC2wa5iUyNdJ6kCqCwJMqHkg/aHTFVODz15NuIZJodas5Fi9cuqzI
XpbNxmISvM8CR0HcU6jFVCH8yfy+mjmki8yaay25dZgLqHkpiDlvh5cvsxMw23AqNsVUrb80fy7u
YbmWHzFYsLTe4jMyrKoqq19JqSGrSKoou7HiN9sVRNx+YPkS3nuLeXzDpourUuLi1W6hadGiqHUx
Kxk5KRTjxrXbFW5fP/kSKETS+Y9LjiYRsJHvbdVImBaM1Lj7YRivjQ4qiJPN3lSKytr6bWbKGzvF
Z7S4luIo0lVCAxRmYBuJYBqdD1xVvRPNflrXUD6PqdtekqXMcUimRQCA3OOvNCpYBgwBB64qmF5/
vJP/AMY2/wCInK8v0H3M8X1D3quWMEi84+U4PM2nW9pLdTWb2lzHeW88AiLCSIMACJklQqQ5qCpw
SutkxO+6Wab+XumRoSdW1iQFi08X6Qmt6yUoef1U255dDXqe9cEJWEyjRRR/LXyVJKJbzTzqbjvq
c9xqHanS7knGSYp9Yafp+n2y2thbRWlqn2IIEWKNa+CoABiqIxVDajpmm6laPZ6jaQ3tpJT1Le4j
WWNqbiqOGU4qxmT8qvKapKum/XdHM1RINOvbq3jIIIoYBIYCN+hjxVDn8rY/3YHmPVQkO8cQj0vg
D/MV+o0ZqbcmqcVX+XPIT6N5k1G/GrXGo/pGCGG8+sRxLIfRd3RpHgWJZHIkK1KV498qn6jw/Ntj
6RxfJmmWtTsVUrz/AHkn/wCMbf8AETleX6D7meL6h718kcci8ZFDqf2WFRtk5RBFFiJEbh5tdG71
HU7/AJflfbX9pbTzxW9/cPZRyXDrLw9RYrmONwjn4i56ipXn8PIob8zWWu8L+2sfyz0rVVdLdlln
ubJYp5VgVBWOSIM31c/u158aoNiNhireh+Wp5vMktvq3kDTrXSLi3HrX3q295GskEK20NvDC9GSE
RGUDhEoo26gl6qs2j8r+Wo2LR6TZIxV0JW3iBKShRIuy9HCLyHegxVDQ+RPI8EM0EPl7TIoLleFx
Elnbqki15cXUJRhUV3xVd/gjyXzaT9Aab6j8eb/VIKngwdanhvxZQR7jFWpfI3kma9a+m8v6bJeu
7SPdPZwNKXkJLsXKcizEkk13xV0nkbyZLPPcTaHYTTXEqTzPLbxSEyxghH+NTQryJFO5J6k4qvl8
neUpohDNotjNCrvIsUlvE6K0nHmVVlIXl6a1p1piqL07QtE0xpW03T7axac8pzbQxxFz4twC8vpx
VEXn+8k//GNv+InK8v0H3M8X1D3quWMHYqoywuH9aEgSdGU/ZceB9/A5XKJuxz+9sjIVR5LorhJC
V3WQfajbZh/Ue4wxmD70SgR7lTJsHYq7FXYqgr3UreC3kmeeO3t4/wC+vJmVIowTT7TEKTXKjMy2
j82wQA3l8kRbLCIVMLB43+ISA8uVf2uQ61ycYiIoMZSJNropoZQxikWQIxRipBoymjKadweoyTFf
iqlef7yT/wDGNv8AiJyvL9B9zPF9Q97dxM0MRdY2lIIHBNzuaYckuEXVrCPEaumCS/mhrEOr31q/
knW5NPsp7i3F/BAX9ZoEZ0eKJhGXSb02VHB414ivxDJsEZf/AJj3NtZ2ksPlPXZ7i+tkuYYBaACJ
pS4SK5dHk9FxwBcUYqGG1dsVQV7+bj2Wl/pW58neYY7GOKSW6ZrWFZIvSHJ+SPMvwqu5Ynw48vi4
qo22/NCwvNNsdSsdE1m8s9Qs0voJbaz9UD1GZFgYo5Al5LvvxUEMWC1IVWT/AJnPDZvN/hPzDJMt
tBcLBHYMxd54RMYVPL7cQJWTlQBgVFWKhlVmqfmjLZC8WLyh5jupraS4hhEVgTHO1uyKrI6s1I5f
UqjEbqrGnQFVUvfzMktAA3lHzHM/7r1EgsUl4mT1KjksvFvT9H4ipI+JaV5YqoJ+al2bye3byV5k
CxRLNHKtkhWTlIE4qTKqhgrBuJNfteA5Kq19+Yur2Or3tpL5O1i7so5bSHTb2wiWb6x9ZiLu8iSm
3ECwuODFnNK78cVQzfmtfO1zFb+RfMzzwIzp6tpBDE5ClgBI09DWn7IJ7UrQYqmGiefZNekubP8A
w1rmlcImZrnUrRbeH7BOzeoxO+2w7+FSIZfoPuZ4/qHvZfk2DsVdiqyWGKUDmtafZPQj5EbjIygD
zZRkRyWelcp9iXkP5ZBU/wDBDj+NcjwyHI/NlxRPMfJvld/77j/4Nv8AmjG59w+f7EVHvPy/a1W8
O3GNPerP+FE/Xj6/L8fJPo8/x83fVi/9+5kH8n2U/wCBHX6ScfDv6jf3L4lchSnqOl2Go2n1S9hW
a2DxyekwqnOJxJGSvQ8XUMAdqjLA1lhtr+SP5fR2C2d3ZzajQOGnuLiVXbm/qGogMMYNdqqo+H4f
s7YqzazsrWzhMNtGIoi8kpQVpzmkaWQ7+LuTiqtiqlef7yT/APGNv+InK8v0H3M8X1D3quWMGFXn
lD8wZtRu7u388y20UhuBZWo061eOBJh+6Vqn96YSoIZtzv2NMVdL5S/Mb1dNNv56eOC0SNL2KTTL
SU3ZSV2ZnclWQvEVjPH+Xl1OKqdt5O/MaDTxbjz5JLdF5pJbuXTbViTKsgVUStFSN3RwpJ+zT7J4
qq3d+TfzGmv4LmHz5JBFFceq9qNNtmR4KmkJ+IGvFivP5GlQKKqn+EvzBFxayDzxLwjtZoLxW060
Jnmf1fRuB0SNoTKuypR+A5Yqp6h5N/MW7sJLZPPkttIY/TjuIdNtFY1B5PJvXny+yYzHRdqFvixV
ZL5O/NBlb0/zCeNz6HD/AHE2RUenEVnqDufWk4v1HHdd61CrLNBsb+w0WystQvTqV7bQpFcagyem
07oKGRk5PQt1PxYqj8Vdiqlef7yT/wDGNv8AiJyvL9B9zPF9Q96rljB2KuxV2KuxV2KuxV2KuxV2
KuxV2KqV5/vJP/xjb/iJyvL9B9zPF9Q97rlbloSLdlSWooWFRSu+HIJV6ea4zG/VyYeIvzjj1C7K
S6FLp73kjWYm+teslmZYhEjemqLz9ETE9fj47kVybBBtJ+cs0cV0t/5ajsozG1zJCLunFVC3JErm
RQFb1Cnw7ELyNOQKrmv/AM4IdA0wxPoF1etFPNqWsyNMunrCgQ28g4ushaRSzNxTh3quwZVMU/5W
61kjMfL6XjO4dV+uyRLH6T+mwb4GdjLwLLxUca0NaEKpbNH+dd0s8un6l5e9CW9b6uVS5b07JVMZ
Aejq83L4qFaKw6lTxVVCN5g/OSSw1i60O30TzBbj1JPL13bTckmreiMQyt60KF4bdZPUpxHIKAzn
lRVE3Lfnmmny3WntoVw8ccslrbzetLJcBmaSIM0f1WKN+HCMUcqNyWao4qq9hqX5u39qrRL5ft7y
GCJNQspXuJJbe+Ns8kkUnoSSoq83gZfjJ9Mk91xVfE35xLfLC115ceNprmSWNhdmVYF4GBI1XhvR
gJGavEsCOX2Sq6zm/Mdb2SxttV0W/ubWZ21C2uZGe4ht57iNraotooKE2om4hkHxcficVOKs1vP9
5J/+Mbf8ROV5foPuZ4vqHvVcsYOxV2KuxV2KuxV2KuxV2KuxV2KuxVSvP95J/wDjG3/ETleX6D7m
eL6h71XLGDxe80DyLpnmzVnvPy71iW9vblpn1XThd3sFwWuFuFcsJEERaRVcqBxWlCadVVlvpfk3
yvqN09l+WOtmWzmge2uLYSXYZIoIWEi8p2pIvJ4uMfLlxIZvjYYqg7vSfy+vtHub28/K7zC1w8cs
qWjR3PqNwEMEagpcFo2lj9Pkqr0Rq147qo7VJ/y9efWNVfyHrtxNaXcoub305lt5JonXlNHJ9Yp6
IfTk5OFooA5AcqEqu0Gy/L6yv7DUbD8uvMNpc2WnSXFnNLbzs0K2bvJHAqtcSL9YlKNw7sHCk0cj
Aq3T08kXV3Yahcflx5htdS0qNpNLkube5kVOV09xF8SzSfvHmk5NyUlKmp4CuKobRNC8m/pPR/NA
/LnXLG6uXmsmj/0kyWx4RATTQO6hYj6kiK1egrx3+Aq2PLn5c6t5esfrf5aa5GltcXMdhp80dyjr
xtY+M05WfkFlitYogX5Uccd+pCqGp6F+Xv124e6/KnzDOl3cCW6aNJZJHuixYFlS6aIwglqt6nGv
7PE1xV6J5Tj0S08z3tlYeX9U0yeG1S0N9cCY6fJbWEhit4oGeV468ZC6hUGxbfrirL7z/eSf/jG3
/ETleX6D7meL6h71XLGDsVdirsVdirsVdirsVdirsVdirsVadFdGRt1YEEexwEWKSDRtRUXigLVH
p0Y1Un5gVyAEx3FmTE94ee3v5QXK65bajoXmC+0KD1ri51S0tJpON1LcSvMrmpEYMbymgeN1IoCp
Fam5eSPT5pvpH5eHTroXL6zqmpSJdRXkI1G8a6WKSKOWIiISR/Asi3DcwPalKYLn5L6fNllbz+WP
72/pj6/JfT5urefyx/e39MfX5L6fN1bz+WP72/pj6/JfT5urefyx/e39MfX5L6fN1bz+WP72/pj6
/JfT5urefyx/e39MfX5L6fN1bz+WP72/pj6/JfT5urefyx/e39MfX5L6fNp47mVTG5RY22fjUkg9
QK0pgMZSFGqSJRG45q+WtbsVdiqg9y5m9KGMyMrKJi1UVVYE8gxFGO3RfEVpiqHuEmitnnvNS+rK
kRE0saxRQqeVfVHrCYqabfE5X2rirrW7juy8mn6jDdxrJ++UFJQopT01aIrxNe7csVV4bp+SxXUY
gnYCgDco2YgkrG5CFiApJqoP0YqiMVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqFvX
k5xwryVZA5JQ0ZioqI1NVoW3Na9vpCqA8uy6x9TtE1WP0r+SD1LyANyWOVSAeB9Sc8XqaAuemKpl
cvKXjgi5I8nxGYIGVVRl5AkkAFgaL99NsVQt1qOm6RbrGRwhhVS4SlIoyeIdySOrbAfaY/ZBNcVS
zzDcT3BuYY3Ebae1tNFAQxaSVn5QNQfaRpUEa79eRP2Riqg+pQ2F5DcSwzW9xc3jRw2zJUtbXBFS
CK1+NfWKgc1ZuBA5VxVkcctnf27BSXSvF1IaN0YUYVU8XRhsw6HocVdayyF5LeU1lh40YsrM6MPh
kYKFC8mVhSnUYqiMVdirsVdirsVdirsVdirsVdirTuiCrsFBIUEmm7GgH0k0xVSkvLeKRY5X4M7K
iFgQrM4JVQxHEn4T3xVWxV2KuxV2KuxVbLFHKhSRQynsfEdCPAjFVsNvFCCIxu27MSWY/wCszVY/
TiqjbCNr28l+AyqyQFl5cgiIJFV67VDTMduxxVjOvTTrbeZdOnVXluNNubtZEBJCBGijHfsBt/MG
P7VFUuOn6J54sp73iDDcWtqttcDeSKXg1wDtSvD6wlVPcbjbFCVeVPLmlHWtPufVmnuBZtcy0ZFg
RvUhaKL92sfNo6fEzCrNuerDFLK7eO4TzVPwq1r9VrI5IYh2kDJGx+1t+8ZVNePI0NCFChMpVKXs
EoDkOGhdUAK7jmrueoC8Co92xVEYq7FXYq7FXYqtlkSKMyOaKvU9fuA64qpRXYdwjxvCzf3fqAUb
vsQWFadjv7Yqr4q7FVKecoUjRecsh2WoFFBHJyCRste3sO+KpPrWtaFoEMNxrNzzvJ2VbWBQ8s08
6rx42lqpkcuefSNa0PxHvirGpvN3mzSNQttX8yQRWflbVHMLWb8fW01NhFNcyglGMjGsqgkIprWk
bs6rOLVfq8i26cmt2Xlb0X4I0QIvAvU1qTVfp8MVRWKuxV2KuxV2KuxVD27v9buo25H4kkTkQVCM
gWi03HxI3XFUJqVvEL2KaUcrW7jaxvFqQCJD+5LU8GLJt3fFXk2uecNZ0HRdS0CZIrG/imKtDYQM
I3tZVKNKhJl4/s1BVN2VgwBoFLKdIaS+gZrAzSaQ0pt7VpxHGbngDGiRekAfR4cyzH3kXc4qzyyt
Pq0ARnMszHlPORRpJCKFj91AOwoBsMULJ+EmoWsXwFog89DyLghfTBWnwivqHdvoHcKorFXYq7FX
Yq7FVK6haWHipHJWR1r0JjcOAT2rxpXFUv07TWhlYqsqRm5lu2EzRsecwYMqen+zVyfiNf4Kprir
sVYl5q8zz6Np0U9lEr61rk6W2mRXC/DEojLvLOI/jMNvEkkzj341Fa4q7yjoelWOpXEkXqX2reih
1LWr795eSvIxIjDfZjjTgwMUYCKdgKg4qitauIbowXAX1LL6pdvPE6grLbCWFZdj1DxFilCK7dq4
qxzy/Zny9rZ0Wzb/AHGPa3V7p9lIXZbW4024SGURKtXjS5gu429NPhHxFVo3EqvRUdHRXRgyMAys
pqCDuCCMVbxV2KuxV2KuxVC3iGN1vI0LPCG9VUXlJJHxJ4LuN+fEj7u+Kq7pDPC8bhZInDJIvUEb
qyn9RxVgXm/8vbjV5mkkZJI0FIL1U53yRlSPSbk0aSopNQ1fU6dWFSpWeXtU1uK3t9Ps47XUNYRH
hNedvFYwJIUWOSJU+EH0q1+Fz3XZQVWZ2cmp21u82s3NsahOK28TxhGOxXk8khkqxAWirXw3pihE
2qTUeabkskxDeizBhGAKBVoAPc9dz1IpiqvirsVdirsVdirsVdirsVQ2pkfUZUJUesBCC4YrWYiM
VC79W/tHXFWCa8kmq/mMsQ/3g0Kygt3YL8Pq6tOIriIns31dY2U9gTTrilkuhOiX2pO7BUUMzMxo
ABe3hJJOKEHCrvpEkLKeX6Os9PTkCPTnuQUcb9P7yJnp2p4Yqgr4j/lYujmM1c3V+rgbj0v0dblj
9EioMVZbpUvqWKAlmaFnt2dzVmaB2iLE0FeRSuKovFXYq7FXYq7FXYqhpLR0LyWbLDKwNVZaxMzM
GLsilTy2IqD33rtiq4T3Qcq9sSC7BHjdWHACoZ+fpkEnagriqn9bvXUiOydJOIYevJGiVLUKlojM
3IL8X2ae+KqkVswlM00jSyAv6Y3VFRiKDgDQkAfaO/WlAaYqr4q7FXYq7FXYq7FXYq7FXYqoXvL0
V486+rD/AHbBTT1Vruf2afaHcbYqkXlmONtd83syhm/S0AJIBNE0qxZR9BJIxVZd2z2kGuRykVns
Z5YiOjAzXUjAV/kE6cvniqf3NjFOnHaPlNFPIygVZoWVlr/yLUfLFWMwxwzfmIsUIBt9C064luHZ
q0udXuVkUexRLRz/AKrjxxVk9gsgsoBLz9UxqZPUIZ+RFW5EbVr4beGKq+KuxVbJIkaF3NFH0mp2
AAG5JPQYqpxXQdxG8bwuRVFcD4gPAqWH0dcVVsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVQu
p8RZtI/ERwtHNIXDMAkMiyMQF35BVPH3xViwvpNF89apZk/BryWOoWYcHi0kcken3qrv1SL6s3+y
9sVZPdW9vqWnSCNlpdW7xxXHHkQk69R0NDsae2KofXvMen6HbS3V8SLeC3kuHZPiY+myIsaL1Z5W
lCoo6ttiqU+WtIvbfSHOpRL+nPMEzX2soQXRBJwVoC42pBbKkCb78a+OKsqxV2KuxVRu4XliASnN
HV1DfZJRgaHr1+W3XFUq0rQ1tdQu7tBLGt5cm8lSb0dpTF6NIxCo+HjuS7Fq4qms95bQtwkf94Ua
RYlBeRlQVYqi1ZqewxVSbVLZedUn+BVdqW852elKUT4j8W4G479DiqIiuIJufoyLJ6bGOTgwbi69
VanQjwxVfirsVdirsVdirsVdirsVdirsVUri4SFKkFnIPpxLTm5ArxQEip2xVjet+aobW/GlxrPq
OtSK7Joem8DIIHHFJLqZyot1ruHLpvsvMjdVK0fzfcvIRHpFpNyQG0jtbnWZecQ4qJ7wzafGsqf5
fT+buVUi85aZ+YGu2yKmo6Qt9p0hmtJYrK6S5gmClCsrw3V7FEkqlkbmaFd9itQpRegfmpf27ReV
r3ynqTeZtPt4FuYLOSylsyjqVglS8muLePhNw+EMA3KqgEjFCEtrrzBqXmGTVvNPl/VVuLRw2maN
ZR288FsyB0iuJZGlpcSqS5jPDgpJI5GhCllEXmfy+/qtf6JqyXEyxpPJPpF3O8nClAWtYZk+Eiu1
FruuKEdovmjyxrFzJBoetpJfIZJZdPkctMCwHxSW89LhEQkUC8F7Yqncd26yCG6QQu3FYn5ApI3H
kyodjUGuxAJAqO9FUTirsVSTzP5p0fQ4Yxf3sdo09Qo5K09KGnoQfFJM7NRVVEbc9D0xVJtN0TzD
rym+1a4udB0y4kaeHQbJzb3TK1aNfXcZMwkatTHC6BNl5NTFUdJ5EtVKPYaxrNhMm4kXUbi7qe1Y
79ryI090+eKoG9bzZogE2pxDzLpkYcfpGzhWHVrVXBDOIVqk+1ORh4N4RtirItF1my1K0t57W6jv
Le6j9ayuoiSJoRxBdqKqqwZqFR+HQKq11fFY5midIooBJ695PUQxcFDVNSnMCu9GAFDVgRTFWMR+
arzVpFby3p1zrdv6iuuqSTDTtMqo4n0pAGmuI61aqRSIf5jQDFVSWLzakFD5T0WaNF4CCHUXLFS3
Iqok0+JKcvi3Yffiq1/M31Ruep+XdZ0nkzyNc26Jew+oygM5SwlumptX95CB3p1xVOdG8w6bqNl9
csL6LU7AFU+twsrMjU+MTqoXgVNK7Cld1ABOKpxirsVdiq2WWOKJ5ZWCRxqWdzsAqipJxVh/mDX9
RbUDo2kSCDWZY1mvryQLPHpdkzcVbiAA9xOVpFF8VWqTVEAKqrpHl+0022Nha2zSvKfXuIJJKyzu
/wBq41K5IZpHf+XfwClV+FVGpEbyNY4QL+JQFQitvpyKNqKiljMNhsea17r0xVUa0hV1tqDULqKn
G1AEVpAP2SYxVVH8vLk/htWirF7TU4bf809StZOV9BqWgWclxLxZhS0vr2KTjHv+7rdKOKg7b77k
qsyh0jSLhFkAS8syKwRScJ4kr1MRYMyjalA3HwGKoWSC/tJHWwtZ4gGPBYpIprZlr8I9KaSFo6D9
mPiPc0xVL9VttH8wwC017Sxcm3PqRTQiRbq3ao/fRikV1CxIFGh5f622KpbZ67qPly7t9I8xXTar
5b1Nhb6P5kanNWeipaXxQKOTdEm25dG+LfFWbW7TRyG3kBZQC0MoDEcFoOLsxY89+5+Lr40VRGKs
H846VFqOteWZ/iS7/Tnp210AYJY4IrG5eeISIeZST0ZOv823ZsVZSRqtqaq36Qh7o3COcfIjhE3y
IX5npiqJtby2ukLQPy4ni6kFWVv5XRgGU+xGKq2KvKvMuowfl/5jm1CGcR6BqjSS3loZGSG3vjEz
CbioYhZRUFF+3Jw4jkGqpV9KtNT863MM+sW7w+Xoin1HQzSSFEjIKPf1bjPOaKeBLJHt8Dn95ir0
4AAAAUA2AGKFC6v7G0Cm6uIrcPXgZXVK0605EYqh/wBOacd4mknTtLbwzTxn5PEjofvxViPm46Jb
3J1/Tbs6J5mjSq3U9vPHBeRx0/cXqmMepFQcQ/24+qnqCqnvkPzDB5g8r2eqQW0tpDMtYreaIQ8E
PxIqAbNGqsFVxswHIbHFWQYq7FUk8363Ho2jy30kbzJECxt4wC0zbJFbitd55nSMbH7X0hVjnl+z
l022VZ3+va7qEjXl1PGOXrXb/DJcBWP9zEAIrZSQvFak0+IKWQmztbeJV1JhK0pZk0+LlIJWFOTO
KBp26VZgFG3wilcUIu4e5kgaa+l/R9mv2o0b96wJAAeUbLyrTjHvWlH7YqstoGuIFit4WsNN68aG
OaUHc1U0aMN35fGf8nuq89vpgfMdz+YcPEaHo80WhEKCEl0uNpIr+agBBjiu51bYUK2+3UHFWamC
00m+klteNiZNjDckx2soJHEpMKqjbbIakAHioBriqKudQKuskkraXcgceF0A1tJ4DmGCcutOLh/E
UGKrrqZnUDUbKWF4zWO8tv34Rj3RkAmG32qx8exqOqqVXsWmX8Fxpt0sGo2moRlLiMFTBdxseNaV
4RzhhQMPhZhSoNOCqA8qXF/b3Fx5QvrgXslpAL7y3qU4b1JLaN/S9O4FFPrWkvFJOhKsvLflVVm8
EyTRLKleLdmBUgjYgg7gg9cVYl57V4NCbUgssj+XL+DVyCwd3to5OdyVUb0W3kmVF8VGKsuilimi
SaF1kikUPHIhDKysKhlI2IIxVQurFJnE0bGC7QcY7hAOQHXiwOzL/kn5ihocVROKvP8Az3Y6N5gv
bG1lDS3VneR8LMFHEkkbF42orMo4srHiSjftNRVxSyrT76GC0itbcPfyxikptgpjVq1YeqfSi+En
pXl4jvihGXVpcXEoH1lorXiA0UQ4uxqa1l3IWn8nE/5WKt2+m2NuH9CFY2lFJZV2kf3eT7bN/lE1
xVR/QOjneW0juH7yXA9eT5c5ebU+nFWNea7TT7u9sPJthbxxLqzC51xYUVANMtzWRZOHHa5k4we6
s9Ps4qyyw/3mr8XEvIULsG+AyMVKlduPGnHwWmKojFXYq86/NG4dtb8taeArNLdG4VUcpJxto3du
RqFVBP8AV3D9U4Fu2KU909UsLYE3EVo1yOUt9IFWSXiAvG1gb7MaghUrXt8BqDihFC/tLIfuEW2a
fZ7/AFJzCXK9+MlJpCnLZSFXsGGKropULfWo45Ly5QFvrt0pt7eIEblOYHFStd41av7Td8VSC516
615pNH8q3xvZ7o+nqvmS3qLOxhH2ltnBaOS5oxCKrMUPxSHYKVU+l0TT/wBDJ5Z0+JE062gFvLBy
PpiIJRIZKfGwkB+IVBK9TvRlWOWOv6t5U01dN1qKS70m0iRbPXDG0jRwCvGLU4Ig0sThE4/WFVo2
+0adCqnWk6j5evoI5tIvls/VPGH6vLHJayN3WKhkt3qaE+nR/GlTiq2VoNNnMJKW0tQIzZSra1LA
HkLS5YQMKHjzBffwI2VQurW9tOWaeRVnOy3MsbWM5IAWhaUCC5bj8NPhFK0IBxSxbVNUuNN80eX7
rUI2jvrC/S3lqrj17XUV+pFlqWLMk8kRYjly4faagZ1XqdqQs1zD0Kv6iKX5kpIAeVOqqXDgA+G2
2wUNXMTq/wBYhTm/HjNEAvKVAG4qGYqAVZqipp18ahVhlhqDeSOdnc8rjyVG7LZ38YMr6WQSTaXa
rzf0E6RS0+BfhegAYqs2s72zvbWO7sp47m1mXlDcQuskbqe6upKkfLFUPq2pCyt2YBjKRVG9NnjG
4FXaqIoH+U6/PFXkfnDVvNPmHU47PRXSaTQVfVdTjNxA0UkSUH1L1IFTiZ43YlTKStELEAglSyry
p5xEtkkqTItsGMclhI1qssMiEiWM+pPBNG/OvJZUZh3J64qy/Tb+7vX58YBbL/uyGR5g5P8AK5SN
Nu/EtvtihE3mo6fYp6l7dRWqUZuc0ixiiirGrEdB1xVjDeepdaZrXyVajVnBKPrM3OPSoSKgsJqV
uiOyQVB7unXFUZoHl9NJ+sJ9ak1DW9QcS6xrEiryZkpxj4Bh6KBH4wxrso33PIlVkMUUcUSRRKEj
jUKiDYBVFABiq7FXYqw/zx5P1PW9Y0LUbHUPqB0trhJWW3S5dhdemBxEjKqhTH8RIbbtiqlYeXrm
FHm/xvchplMjT28WlqXRCQXd5ba4Z+JNK8qDpiq208jeXYZmkl8wX8zSsiOsd6lgGaUExLTTlsvt
VqgHXt3qqrp5H8iNIZpNFk1W5o7r+kluLxiUamz6gzorE/ZJYV6jbFWRx2s5iS3jRLKzjoqRQn4j
Fwpw+EKIqH+Qn2IxVFxRpFGsaV4qKCpLH6WapJ9ziqya1gmZWcEOpBDozI3w7gclINN+nTFWM6v+
W/lzUpXuJrO3a8l9Rpb4Rm3u3djVeVxZvaycV8DUnxxVBRfl/dWMvHTtZ1mys2YRpaw3kN7EiOtZ
C0epQT0VW22ZmPXrtiqFg8p+b7VS8GsmGPgzN62nREimw5x6bdWqyN3X92wpscUoDX/IPmLWbCCx
m1ezEcM9rIno6PeW7K6yJLzhf61KkLEIeZWPhU/EvKhCh6LBKj3ryqGAljVFDQOhBiZ+XJ2UbHmO
IPuR1xVGYqoXFokrCQO0U6qyJNGRyUNSuzBkbptyU4qxqf8ALvRRdSXVpB9RuJ3X1Z9NnuNLkK0+
J5RauI7iTlv8aAYqh/8AAGpzwqt15j1TjxIe1N3IyFq7VmtxZTFePUVB98VZFoPl3SNBsRZaZbpb
wAluKCm7dfvpuTuTuSWJJVSDzF+XNjf3cuq6fI9jrPGsd7BI0crSBiV9Vm9WKRUDELziLL+y64qh
B5f86IVSfWYFdXKw3Q0y4uZvh39SNpr+8hiJ/maMfIYqiY/JGmzSJd65b6j5luV4SxjVJbeSFHba
iWaNDaKydeXpV8GJxVlHo3ki+kxS2tx6kfCEszlCOMbK9I/TIG5HFu1DiqJiijiXjGvEdT4knqST
uSfE4quxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV//
2Q==
uuid:56bb11e3-925e-4e04-adfc-1c34b61f826f
xmp.did:c1fa121d-1f01-014c-b818-8d1629a75490
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:609d6428-2e61-c948-a1e0-dc457dc60694
xmp.did:d0ced910-368f-9b4c-9bc3-2cbb21aa8b6c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:153d6014-2a28-af41-9fd8-d293a4c05bb7
2022-02-15T18:57:27-05:00
Adobe Illustrator 26.0 (Windows)
/
saved
xmp.iid:c1fa121d-1f01-014c-b818-8d1629a75490
2022-03-31T12:30:48-04:00
Adobe Illustrator 26.1 (Windows)
/
Print
Adobe Illustrator
False
False
1
612.000000
792.000000
Points
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
HossRound-Regular
Hoss Round
Regular
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
47389
HossRound-RegularItalic
Hoss Round
Regular Italic
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
47395
HossRound-Medium
Hoss Round
Medium
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
47388
HossRound-LightItalic
Hoss Round
Light Italic
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
47392
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
Orchid Project
1
C=58 M=94 Y=30 K=14 1
CMYK
PROCESS
58.498508
94.085598
30.270845
14.364843
C=36 M=70 Y=9 K=0 1
CMYK
PROCESS
35.638970
70.498204
9.304951
0.000000
C=0 M=23 Y=0 K=0 1
CMYK
PROCESS
0.000000
22.720683
0.076295
0.000000
C=0 M=22 Y=70 K=0 1
CMYK
PROCESS
0.000000
21.972992
70.461583
0.000000
C=0 M=23 Y=40 K=0 1
CMYK
PROCESS
0.027466
23.337147
40.216675
0.000000
C=2 M=0 Y=24 K=0 1
CMYK
PROCESS
1.986725
0.000000
23.587395
0.000000
Adobe PDF library 16.04
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
15 0 obj
<>stream
HWˎ$IWtNGxxĕq@+bA]13Ϛ)Z*ŧ?~>>}֎?//ȵ9o?~Ϲ]ۗpӓ~XǛ^A?~TZ-4~z#=rsv-z??#C~s|X}9ӗMcs6%"iZ1)Ry|)Xp18D'OeǛ8ZGc+~5bTڙsgĎIbkc2Îv2!o^)xӨhV-ELG^e~>^+&4z#
E⼢y=E}ŵ{,`lۙg4Y@!t>w-LqOGYsAW#8ZmqsԵ1ȕnRLWV99꿒)^