%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Sustainable_Dentistry_Static_v7.3
2020-09-28T23:21:46+01:00
2020-09-28T23:21:46+01:00
2020-09-28T23:21:46+01:00
Adobe Illustrator CC 23.0 (Macintosh)
256
172
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgArAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A635z1nVLS4j+p6hpdrc3
BkEcequyeq4dAqx8XU0Cs1djvxzOxRBG4PwboAHvYvL5w80em7pqnlqHj9V4evNL8QlgEkklFfkq
lzWPkB8FSelTb4ce6TPgHcWl81+akeWSbW/K6oZIuEbXMq8YmVmoalWDsOJFffHw490l4B3SRD+Z
fN0rXDw3/l62tpGdLFZbh2l+1HxLMjMhqkqnYftLtvTBwR7pLwx80RoXmjWzqNrHqOr6DLDJRJFs
J5GuDNMWMIiBNOJXjSu9KnBPGK2EkSiK2Beq6TqguFEMp/fqNj/MP65hThTQQmWVoYV59vtRt4Lh
7Ge0guk9Jbd9QZktgXdQQ5QhqtyotP2qZk4ADz+xsgAwVfMvmeV4Hi1ny01uS6Myzyn1JA/EKvxE
D4ZY6iteR8CMyeCPdJt4R3FDv5v8zNcM0eueV1sxKFRxNM54sTx5/EF+yOxALClcl4ce6S8A7pLp
/OXmZBHCNT8tC49NzNcPdMIBL6i+nHT1PVq0JY/ZpUdcAxR7pLwDuLI/LWtPerPFeahp91e+tKYY
rCTlxgTiBVW+PkOQLHpuOxGVTjXIFhKNM10fVipFvcNVTtG57ex9sx5w6hrIT3KWKU+YpHWGJAaK
5PIeNKUyzGEh5DdebfMfFims+WLeN5KRPJcyh/T3ZqhqUkCNHt869RmeMce6TkCA7iqS+aPM6zcE
1by1V2kjiT1ZyeQcLGCQ32v5h7fOg8OPdJeAdxWL5v14XiPLrnlgWJm+wlxI0ptuW5X4vikoKCm1
cPhxrlJeAdxRGl695v1KeOK11Ly7c8VBnS2lneUHmTThVioMY3rvWuCUIjpJBjEd70DSNRubQR+t
Q8lHrohJUN3KV98xZxBaiGUxSxyxrJG3JGFQRmOQwUNSneCxllTZwAAfCpAr+OSiLKQ8nPm/zB+l
9ehbRbma1sIjJpsgimQ3LxACRPUZWRubN8HHsD1zO8ONDfm3cAoboDUvPnm23aeODyjdPJbzCPkD
JJHKqsgb0mjiP2gx4sfhoPH4clHDE/xMhjj3u1Hzz5t9CR9P8tTKUeVU9eO6ZnVVl9ORY0hXZmRd
mcNv0p8eEYo9SoxjqUdY+cfMF1fC3k8tXNtATxNy5c0JSRgePpKCFMQVjypVhx5AgmJxRA+piYCu
aBi87+cW0B71/LM6ahCtu5tgkx9YPM0UyqhQNGwVOQ+3QMCa9z4Ubri2ZcEb5t3fnvzdayvXyldX
EdCEEBdqMjzI1WMYqG9JWWi/ZavcDEYYn+JRjj3quoeefNFm7xjyjd3LRkKz28heMkoX+A+lyYfZ
FePWo6jdGKJ/iQMYPVYfOfnFdRkV/Lcgso7d3AUTOzTLc+hT1RH9ngDJQRliu48MfCjXNeCNc0RY
eePMcuqWdtL5XvLWK5k4tdFnIhXnInKSkXEH92G+1SjA1wHFGj6gpgK5vXrCV5bOGRzVmXc+PbMC
Q3ccvIPzLl0uO4he91WLTHjjneFpdPW/P97DWReSPw4mgIHWtf2cz8F1sL+NORivuYZeXXlR/Uce
ZbT0PRtIjH+g4iy0hWknL01+1CklAPsBqDsMvAl3f7JsAPd9qta3Pkx7VryTX7O4EcSx3MzaJGtZ
BMvGTh6e37mT0aAdDWu2AifKj/plIl3fahrPU/LU6W1uPMkXJ5oow36GgiCkgpIlEVWQyiOIcv2e
I8PhkYy7vtSQe77WbeTPKGn20EOoevbanaSpFNpcn1GGB441UegxkoZndYzQMx5eO+Y+XITty+LV
OZ5PRNDs5ZLlbjpFHXfxNKUGYuSW1NJZFlDF5/8Ambc/VrG6lC2jOHtljGoJJJb82ljVeaxK71qf
hIGzUOZenFtuMbvKLnzI0S2fpW/lkw3EbXFhWyvADKnBpmWsYA5MvwnuQK75miH9b5hvEfeoXmua
K1pd2skHlsKyJHMY7G+jK1R4nJZIGKcZgoQ9h70wiBu/V8wkRPmi9IlbzDLIui2vlue4mlnmlhur
O5JeNHFTI0iE8l9ZKANTfbYUyMvTz4vmg7c7ZXpvl3zNa31pqAs9FtrtQ0N4bVbhEMEksbPwWgHq
cIh8Td/bKZTiRW7WZA7bs6s7OW6mEaDb9tuwGY8pU1Fl2YzBJvMf2IPm38MtxJDwF/MOkXF/9XlX
y7JYSS3CWX+4275Bz+7ib4oWjDl/TEu5FAKZs+AgfxfMOXwmuvzQ0Hni3Kh5l8tJbLJKYpBYX1Gm
4BmkQCMlfiZAxYAnf2wnF/W+YTwe9rUfMUFlNBHe2vliaLkEQ/ULkLHb8UloFMZYM63Aag5Ab964
xhfLi+aiN967TPO4024Uwy+W4ZZjJxltrO9jf1OLqnqlYUP29jRQab992WK/53zCmF970/yjceZN
Qga71KSynt7sRvpn1BZlrG4JrIJwGDGq7ZiZBEbC2iYA5PSNPt3t7OOFyCyg1p0qST/HMORstJUt
a/45s3+x/wCJjDDmkMXy9kxvzBe+e4bt/wBB2FpdWq+gE9dyjsXZ/WNea0EYVf2f2tq0plsBCtyz
iI9Ukur/APN+406RItNtrO9HxxyxtCwNJIgqfvJpBXj6pbbpxoa5YBiB5swIXzR8l5+ZEmnW7x2U
EF+upKkqH0yh08xkGR19ZviDkGiODt4dY1jvntX2oqN/BbdXn5nfWrWS1sbYRSWMBu4ZCjLHeGYr
MqESxvQRNy6sPhoNziBjrn1UCCG/S35v/VTJ+hbD6x2ty4FK+p+39YIPHgnz5dqHDw4u8pqHesa/
/N767cTjTbb0UtyLezDw+k0/rKB8Zk9Vv3VTX4BXt4msVc1qHenPly689tqk9vrlnbrpqrK0F7G4
9R29ZvTUxqzUHpU/ia7ZXMQrbmxkI1syXKmtlelf8c+D/V/jmPPmxKCuPLVnLdG5U8JaMA3EFgGI
LKG6gEqNskMpql4lv+HE/wB/n/gf7cPirbv8OJ/v8/8AA/24+Ktu/wAOJ/v8/wDA/wBuPira5PLk
IYF5mK9wAB+O+PiLaZcrW1jRCyRINkDEL+vKZTA5lIiTya+vWX/LRF/wa/1yHjQ7x80+HLuKX39t
pl3L6v1tI3pQ0ZSDT6cnHUwHUfNIhLuKG/RWnf8ALen3r/zVkvzUO8fNPBLuKjbeXdDtVZbW4ggV
zycRLGgLUpU8SN9sJ1cT1HzUxn3FW/RWnf8ALen3r/zVg/NQ7x814JdxcNK06u9+lPmv/NWP5qHe
PmvBLuKZWjaXaxenFPH4sxdak++VnPE9R82Phy7iiI7q1kbjHMjseiqwJ/A4jJE7AhBhIcwp31jF
eRBHJUqaqw7ZbGVIBS2LytbwxLFDII4kAVI0QKqgdAADQZM5U8SE1C30LTWRdR1e3smkFUFxJHEW
A8ObCuSjKR5BIs8gjE8vwyIskdzzRwGR1AIIO4IIOR8TyRbf+HE/3+f+B/tx8VFoyx0qC0JcEvIR
Tke3yGRlMlSUbkEKN7b/AFm1khrTmNj7g1H6sMTRVjk+kX8XWIuPFPi/Drl4mCytgk3knzGb27lH
me6jjuZJZFg4yUiDpKsaJ++2CGbkdt+K040zJGWNfS3cY7kD/wAq11k3kUjeZrh7QTQXFzavG7ia
SERVLlpiPia3BG3w++S8cV9KfFHcsufy08xTyW9fN140MBiYwyCZg7xhCWZhcK3xSIW2NVrQHEZ4
/wA38fJRlHcj9F8i6xpjXtfMt3NHdwzIicFX05p5GkM43YcwW8BXxpQCMsoNelEsgPRRl/L/AFyZ
Qk3mi7ZEZZYtnJSRXhYEcpnDKohIQOGILFiWOHxh/NXxB3Lp/IfmKUDj5qu4aDYR+tSvplB9u4dq
Bjz3bffkSOPFGaP81fEHcvtfInmKLVI7lfNV9LbJOkq2Lh3UxpIz+kWMpZqqQpJrXvXagOWNfSFO
QVyZ/DpF/L0j4Dxf4fw65jGYDTbI7WD0LeOGteAoT75QTZYquBXYq7FXYq7FXmv5gWM2oa+IDfvY
qkUZjYBSp5NSnxFeI3JqDnPa6MZ6ipmhwind6OZjhuIvdDaEHXT47eRpJaTNwmRCrMxAA5UimUfC
f2d/wzF05FUAa4tq+H9GX2bt2f6r8vx1CZ87n6w3CBhUMtOAb1G40JXjab8kY9RQ1FfDMi5cWw+z
n/0r6j9DRUa5/s/2fesW1VYZEazBCoBInpSAkCtWJ+qVBO9DyFPoyIxUCDHp3H/qn763H2JM7I9X
2j/i0GNK01EesUjyH4fRZpg6n4fsn6so5A1qCMo/LYwDsSe71X/uObd48yeYrv2/4pt/L9so2EhD
Exo59UUkB6FFt3NSOgr/AExOhiO/u/i5+7gPyQNVLy+zl/plO70nToIeZ9WNW2DzeqtHHWP/AHnp
XqOu/XbpkcumxxF7j38XPu+j8eXJlDPORrb4V8/q/HmoCLQjKyc+MQ6SNLJU0NNuNsevuv05UI4L
q9vef+I/Q2cWWvP3D/iv0rUhtoXt5bScPc+uojCO5YUPXi0UfelPi+jIiEY0Ym5cXef+JH3/AATx
SNiQ9Nfj+IvW87V5hiv5n+bJvKvknUdXtgDeoqxWfLcCWZgitQgg8KlqHrSmXafHxzAPJnjjxSp8
x21l5c1GJtR8zanqN1ql2v1kzW8ZmDVbiUd5FJ5Chq1aA7U7ncEyG0QKc4kjYBlf5RecLnyx57tf
L8N5JceXdZdUW2mDBoZZx+5fiQvFy3EMRsymtK0Ap1OIThxfxBryw4o31D6bzTuE7FXYq7FXYqsl
ghlFJUVx/lAHCDSoGbQbKTdOUR/yTUfcckMhTaAm8vXS7xOsg8D8J/p+OTGQJtC/onUa09A1+Yp9
9clxhbRUPl65beV1jHgPiP8AT8cicgW0fDoNjHu/KU/5RoPuFMgchRaOighiFIkVB/kgDIk2hfgV
2KvIryDXba3t5h5rVhKnMCWbUEV/qyl7jgy82dGXi3MULfscRseekJgA+J9s+nP+3r0eohLHIkeF
y8odfpvz8unW00Nl5j1x7n9C62Stu6qEd9QgSJnhPrI0nFS7pKysiMSVpRu4N4hlyXwT5f1h0338
jy+1xvExYa8SHP8AqG99tugI5nr070zHk/za916lxrkrr6gq0dxcRExBoP8AdaUj5emk1fEsD/q3
flM17z+0+X7XH/PYAKEBy7gd/V158+H5fMb5e0LzXZ6st1qmoJeQPBxmAmuPhlDNQxwkiGhTjUkV
qNu9bdPgzRnc5WK7z93Jq1OowThwwjwm+6PLzPPmynM91rC/OMnrX4iaSGIQCNV5xxuxEoYlqyfs
jjTbv+Gk14E8nCSBVdB197tdH6YWATfmenuSSKKzcOPWiDRzemeSWsdVpTlRh05dxXbNZGEDe42l
X8A+/wA3NlKQ6Hl/SLb2tu3IwzxsS3CKIx2RZjv14yGg2+1kjij0I8hWP/ivtQMh6g/Of6vsWXNv
Ars0FxA0PDmlUsy/2alSOS7htv1VyOTHEH0yjVX/AAfr/HS0wma3Bv8Az/1IV0u1KgPaNzYqv+8t
RQ0q3UCvzygxkP5n+wbQY/0v9khpLq4jdkZYCVNCVjhYfQyqQfoyqWSQNen5RbBAEXv8yt+vTfyx
f8iYv+acj4p8vkP1J8MefzLvr038sX/ImL/mnHxT5fIfqXwx5/MorS9VubfUbeVI4mZZFovoxgmp
psQoIPyy7T6iUZggDn3D9TXmwiUCLPzL1zO2eXeW/n9frJ5fsfLrRRr+m5jTUJ5BFDbG2ZJKszfD
V+VBUjauZej2lxdzmaPFxEn+a8rs/KFzoltd/oXzzoxiJT1o5JogHRgC9EcSliKLzVVIbYfEw4jN
Obi5xLlcAPOM/klsOix+VdZ0/wAzfpjTfMUtnMt3Pa213Ry4Ksh/eKrvvIpPFSQa7fC1CcnGDGiG
yOETuNSj7w+srG5+tWVvdem0XrxpL6T7MvNQ3FvcV3zTkUXTSFGlbAhhH5pebNf8q2Fhq2mLDNbG
Y295bzqx5eovKNgylSvH02H04C0Z8hgLCSaF+fvl+7Kx6vZzac5oDKh9eL3JoFcf8Ccba4auJ57P
Q9J17RdYh9bS72G8jH2vScMV/wBZftL9IwuTGQPJH4snYq7FXYq7FXYq7FXYq7FUhuvIvla6KevZ
swiVkjUTzqqq/wBpVVXAC0NKdKbdMxJaHEeY+0/rc2HaOaPI/YP1IrSPK+g6PPPPptoLaW4AEpVn
IIXoArMVH0DLMWlx4yTEVbXn1eXKAJmwE0y9xnYq7FWCed7hptUa3bhGtrB6qsURmeoLEcnoe1Ao
zQ9ojjyGJIHDG+QdvofTAEb8RSSCGyeNi9wjP6jLGESEckUChb1fT41J67/LNaMePf1XvttH9NOa
Zz7unn+i1Z7C2Kusc8SygsULtZcStBxB4uaGta0J7bZI4I7gEX/yT+HX39/uYjLLqDX+f+pLuFwC
wZrcFfeA1PsVrmJwy/o/7FyLH9L7V3oXfAOWtQpp+3bEiv8AkglvwyXhyq/T84o448vV/sm3tr1I
1lP1YxtsrBrc12r0ry/DE45gX6a/zVE4k16v9k76tdbfHabgH7dv36V/z2w+HLvh84o44/0v9koT
vNDJwJhfaoZFjYEH3AyqZMTW32NkQCOv2ojSdSmttSt5lijkKuvwGNN6mm1BUHwyzT5zDIDQO/cG
GbEJQIs/N67nbvLJR5s1XR9I8vXuq6xGs1hZJ6skbKr8mrRFUNtyZiFHzyeOJlIAcyygCTQfM2t+
cPNmvxx6tHFZ6Pp1xcPFpkBs4BAzLx+AXLxvV/5vU4p8ug3EMUI7cz73OiANrJ+LPfyl/MCa48yn
yj5u0u1i1mNmW0u1t4on9WIFjHIEUJXitUZafTUZi6nBUeOB2assdrB2e55rnEdirDvzesxdfl9q
o48niEUyHqQUlQk/8DXBLk0akXAvmeIUND9k5XbqQUdavdWky3FrM8E6bpLExRx8mUg4LbBY5PTN
I/NLzjokFs2rejq9nMob7aieMVI4vIgIDbVIcE+NMlxOZHNOI33D0ryz+YfljzDxjtbj0Lxv+PO4
okhP+TuVf/YnJCQLkQzRlyZLkm12KuxV2KrUlidpFR1Zom4SqpBKsVDcWp0PFgfkcVXYq7FUnuPO
fk+2NLjXdPhIeSIiS7gT95EAZE3cfEnIch275YMMz/CfkrUPnTydOsrQ69p0qwIss5S7gYJG5VVd
6P8ACrM6gE+IxOGY/hPyVbB568kXAkNv5h0yYRRtNKY7y3bjGn2naj7Kvc4TgmP4T8ltMdN1XS9U
tRd6ZeQX1oxKrcW0iTRkrsQHQstRkJQMTRFKisiry38xfPdvb+ZW0Cz0SDVL+ytBeXdxd3JtEjjP
IhFYKxY0FTUgCvzpb/JeLPESye4d7bj1E8f0mmB2f516tKz2+meShdLFO8YS0vLhx6kQqzhEXlQL
vyp0y8dg6eIqzEc+Z/Wk6vITZ3+A/Uj7783PPMNtdTXX5fXbWdmXFzci5u5bcCJmDsJVVo2RShqy
sV98P8kYJbGZ3/pH9bEaiY5V8h+pjM3/ADkXaTSGSbylBLI1Ku97MzGgoNyuM/ZvBI2dz8f1s467
LEUDQ+Cz/oYTTv8AqTrb/pLm/wCaMj/oY03d+Pmn+UM3e7/oYTTv+pOtv+kub/mjH/Qxpu78fNf5
Qzd7v+hhNO/6k62/6S5v+aMf9DGm7vx81/lDN3u/6GE07/qTrb/pLm/5ox/0Mabu/HzX+UM3emvl
j/nIXQP07Zpe+VorS3kkVGu4rh5WiLMAJODpRuPzBx/0OYYeqA9QYy1uSQonZ9J5iNLzz88jb3nk
xtAScLq+sTQx6Vak0M8kUyOy1PwqKftMQK03zK0hqfF0DkaeBJvoOby3yxq3nHy35Sl0W68lajcK
tvqEcty0csaKt4I/joYW2T0zXfMzIITlYkOn2OTLCJSvij8wlVqnofmZY+b7vRpPK3lpLqCX0xGx
SIRwpsFjRTSQ0Y0SlHHiCZmX7sxviky8KRjwgiUve+qIZopokmhcSRSKHjdTUMrCoIPgRmmIdYQu
xVI/PMCz+TNcRiQBY3D7eKRlx+K5GXJrzfQfc+WPTzHt0rO/I1nYvpd1IVjurhWXnbsvGVVAZ6Ke
e6MUUluNVp1HeUXO0wFMs82WAlsLRJYrdo3hjc3lywR09SMOwAjA5UZxssdafScnJycgsPMHtzHK
QpFVOzL7HqDlVuARRZ/5O/NTVtLaO01gtf6fsolJrPGPZj9sezb++TjkpyMeoI2L2Sw1Cz1C0jvL
OVZ7aUco5FNQf6EdxlwNuaCDuERhS8+/MD82NO0GOWw0pkvdZ3U0+KKA+LkfaYfyj6ciS4+bUCOw
5pD+QvmG7vrrXrW+uGnuZ5EvgXNSzNVJn8P994gtWkyE3b1/JOa7FXy3rd1+XEMqw6hp1063Gn30
UEC6mqy20cEfqW9rcwpbpwmWaIBFkMnEnk/OgpvYDKeRHMdPtG/6vgxKZeRPK/lH8xNS1bTLu51W
3ubSMLcGW/8ArM0yx+hFz4z2ESov+jpuSJNqMtAKQz5Z4QCOH5e/+koeon8kfKbrZCe5v53sXR0k
aWJWcx3Nzd/vOESAhpL1+QAGwWlN64P52e/Lf9QH6E0ynyj5Yt/LGhwaNbXl3fW1t8MMt9IJZVTo
sYZVQBEAoqgbDMfLlM5cRAHuSnGVq8L/ADZso7nz3O+ioyaitnb2+uXEvpG2EdwX+rrxlFAzBCGc
sqgcRXkaHaaafDj9XK9kPKFh862kdxb2djHfabY3D3RPo2d3Ar30UbluNzA78ZI/T+Fh9qgpzzYX
A7k0T7xy9xQ1JH58t57mNvLkDPC7Wtxx0rSpUV4KmSjLZsnwep8br025H7OP7s/xfbL9aFLVLfzv
bR3Ntf8Al6O3FvJIstdN02Ni7KeQjdbUNIAs1V4EhQVK0+HDEwO4l9p/Wq25tvPSw2dvJoTQmZxH
Bbx2NlFOzqqcPVjjtllJo6lGkG9SQdziDDc39p/Wu6Hv/K3nPWCdQm8t3MfGOKi29rBZKyyuEhKQ
QQQhzIz0QqpL70rxNJRywjtxfbf6Vpi88UMErRT208Uq05Ru4VhUVFQY69MuG6FPnZ/76k/5GL/z
Rh3VPPJE3lVPNemNrtvcPpguI/WEcifzCnMFBVK/aAINOmVZhPgPDzUPuvOWbEi83eXdB1eweXV2
WGC1il9S6ZYW4QtxeWvrpKig+kpJpXbrlmOZB2bcWWUTs+d9a88eWW1FY/L+hz6lawubaC7mttNH
qNI3JUSL9Hy9SP3YJqBsAu4zaQwSr1Gvn+tzoznW5r4y/wCKZh+XC/lx55ea0a2aw1aNA02ntb6a
FeJHqTFJFaRHq1GoFam3TMfPGePfmPj+thkz5I/2y/W9xt7eG2t4reBBHDCixxIOiqoooHyAzAJt
wCbVMCEh8+s6+TNZKGhNpKtR4MtCPuOQyfSWvN9B9z5l9I5h26ZGabqep6ZI0ljcNAzgCQL0YA1o
wOxHscIlTOEzHkzTzfq41B7Rba6EtubS2aeKJh6YmWOh+BfhBWpHtk5ztzMs7qixv6vkLaKd9Xxt
aZ55D1m48rwy3OryfVtEukLxRyH948o6NBF9pgejGlOm+2XYyR7nJxS4BvySjzj+bWtayslnpQbT
dOaqswP+kSD/ACmH2B7L95yZmwyagnYbPOLleI4/tN1+WQtw5Mz/ACSvWtPPcEI2W9gmgf5BfWH4
xZKB3btIan730XlztXYq7FXYq7FXYq7FXmnnnTdOsvN66zZ+ZZNE1a7tVjvbNbSTUI54oG5RSPDE
Q0bIa8Xr8u9crHl9HDIWPk5OHRZco4ojblzA+8hh8nk7QtWjtLyLzPHdQrKIXt08um4Sa4t1jqzW
7LIUpDHElECrxBp9p65A1dbcP+ybJ9m5oy4ZADa95R5e+6ULb8stIhZ+HmKNS8zyUm8pQmssilvT
j9a3PVd0iXb+Vckdbf8AD/sywPZ+T+j/AKaH6+Xm1H+W2mAQQt5mLLaApGbjyojBFeXl8bywHbmh
HxnbddhUY/nf6P8Asik9n5a/h/08P1oe6/Lvy55f/d3fm2O3ilBiUz+WYpYJaMX5KzwvHKRz+FwS
QDQGmH87xfw/7Is8PZefL9AB/wA6N/EXY+KT3nkv8vbyxSxl8+qtrHJ6yxw6GYP3nAR8mMSozfCv
c+J6k5Ia2QN8P+yb/wCQdX/M+2P60v8A+VW/lZ/1Psn/AHC7j+uT/lCf837UfyDq/wCZ/so/rd/y
q38rP+p9k/7hdx/XH+UJ/wA37V/kHV/zP9lH9aa+Vfyp/KmTzFp4bzk9/SZGWyaylthMwNVjMslV
HI7eJ6DfIZO0J8JqNfFry9janHEylDYeYP3F9PZqHXsB/PVrtfyu1j6saFvQEtOvpmdOdPo6+1cy
dHXiC23B9YfP/wCW3miz0W11mOR2tppLOaVZTKqiV4wBDFErI3CarPwkU1FembTPj4qczLjJpR/K
mWb/AJWlosmmo0CPeHjEWLlbdwwdC9F5UiJFab4dR/dm+5co9Bt9iZoXXOxVL/MVo155f1K0ReTz
2s0aL/lNGQv45GYsFjMXEh896DqxtOFn9R0+4WWZWM19CH4kslOUn2lQcNwNqM1e1MCM67nV451t
Q+LMHWGGS5vpV8pypGHK2sX7bCNGHprxbvHSh6ksNuVctvr6XIoc/QiY2e3uJGiHlcQq5pF1URXD
I3qVIToJlWvEbD2w3/VZjb+apapq4tCYVsdFufXjZWktIAyrR3UUYEb7cht0ocEp13LKVdAlFvFa
aTpf6Zu4lnnlZotLtJBVGdac5pB3SOo27tggNrLWKiLPwYtf3F9qF3Jd3szXFzKavI5qfkOwA7Ab
DJGTSSSbL1PVvy/0m6fUtKsbZzfW9tayxXC+jGpl9OSNAVAj4q3pkv8AaJJrtTe4x6ObLEDYDxO6
t5EuZY5KF43ZGpuKqabHwyi3VyG6c+RXaDzlosi7E3sKfRI4Q/g2GJ3DPAamH1BmW7l2KsKT82NA
lkEVtZ3txN6cEzRIkKkJdegIiTJKi7tdoux2Ne2+WeGXbnsbKBZMQLI6/wAPFfIf0S3D+bHliW0N
0FmCi3a6MfK2L8FV3VeKzN8bCF/h6rT4uNRj4ZRLsbMJcO3Ov4vL+jy3G/XpbtP/ADX8vajeR2ln
bXU0jzLA7KIOCOyO5q3rUdVWJ6tHyG21arVOMhcvY+XHEykYja+vkO7zHOvvRnlz8w9H1+eKK1t7
iFZ29OGWX0GRpPRFwY6wyykMIjU1AofhPxbYJQIatV2ZkwgmRBr38rq9wOv6+TKMg6543+bds9l5
nF/HdW5e9to0+rScXkURFhy9Nivwty2avYimXY9xT0/ZGSJw8MgQIy58hvXVh2lX720DNKq3Nr9Z
lmtuMlr6aSNxZ6CezuxzCqvQ7fTky7bNjEjttLhAO0rr4Tjsin1MRxpNeabauJAr28swtAvp1f0u
C/UhHxNWDUWjU24tvgahhskRnLzri57X/lL/AFeY2U9RvoJHvfX062jlcDkz/VFaGsgkGy2SD4k+
GrCp61pthH4/FssWMjhqUq/zt9q/1TvSybVdWjuZntrnT7VZAVCCCzV/TapCs0dvEG2frxFdj2FD
QcmOHGYjiE5fGXP4yKgdQ1RpFdrrSmZa0DW1mV37FTDQgdgenbDt5tgxQqqyf6aX/FL59W1eYP6l
1pNZAQ7La2Slg3WpWAE+Pz3640PNjHBjHIZP9NP/AIpLLqznup2nnvrVpWoCQ4UfCAo2VQBsMINO
TDIIihGVI/yv5bF95h0+1OpWkPqTx/H6u+zA0Tb7R6KPHBKWzTrNXwYpHhkdj0fVWYj5uwD82/y4
1LzrZ6dHYXyWr2LyM0M3P0pPUCjkeFfiThtt3OZGnzCF2HM0epGImxdvJ9Yu9O0S7j07Wtd03Ubu
1CwziJPUaMRRiAKJE0+ZQ6Rii8ixRt+ta5kIGQsAj8e9yhlB3AI/H9ZV0z8p7jzlDFe6Jr+my2EH
wNHFz5Ql2LkemILdl61AYfTglm4NpAsxrow5g3+PMvoyxtmtbK3tmladoI0jaZ/tOUULyb3NKnNa
TZdPI2bVsCHYq+ePNOkSaJ5nu7eMcBDN6tqevwMecfXrQGmarIOGRDqskeGSPh8z+dS4uYwz3Kk+
ldi2QuiuXZ1UhKUdpKnbsMkMs+bYMs1knnrzohkilvSpZmeRGhhB5OpVusdRscfHkg55qUerXurT
vJfy+tdD9viq1WpPRQB1OR8Qy5pEzLmi/O0TLf2dlSkdnZQIq9uTr6rmniWc5kSNUPJll5geSTWm
kX94SLS2luCDQiJGfcgn9kHsDkRZYCJPJnX+O9dOvXmpQeXLz03ggsmEaO9JA/qKxb06cmjmHEU7
jqDl3iG7pv8AGPEdi8p1DT7y1u5Iru3ktpieXpSgq1G3B3C1r403zHJpwJxIO6voUX+5vT/+YmH/
AJODGJ3TjHqHvfUebF3LsVeYXmk+foJYhp+jwOfRnW4b0tNWJZ1jUWxt91k9KOSGJgJBy+AV6DLQ
Q9DjzaYg8czzFbzur9XF0sgnltujvIvlvXYry+h8yaNbJZqrpYOsenmMpIaOnC3iR6uPtMaK38gw
TI6NPaGqxmMTinLi6/Xe3LmSNunMjvLMIPLfl23uTdQaXZxXRYsZ0giWTkwIJ5Ba1PI/fkOIurlq
sshwmUiO6yusPL+g6dKZtP021s5SOJkt4I4mK9aVRQaYkkrk1OXIKnKUh5klH4Gh41+Z1nY2f5i2
Wp38ltc2t1YywvYSoJ5BSKRQxgJXkpPQ161NNsysEjw0HeaaJy6XhGxjLnyibrr3sM8r+YLbTfLk
OlS3U0DrNJcPNbSRsCWVAgHC6tSd1qS1acRxoanDkFyt3uXRSlPiFS9IG9/8RL9t7o6DzZbcJxcX
960cqOBarcShObdGL/pLfkd2+CntkeH8fgIloZbVGO3XhH/VL5bu0vX9NiuXle/azJINInuivE8Q
V5LqiSUr8TV/l28MSPx+AubSzIrh4v8AS/8AVGvL4qN5qXlWfj9ZT65GFMkMJabjFI4IKMZNSbkt
VUkrQnxFOOIB/H9jPHizx+n09/LcfDF7/wAboG4/wYG9S3gUtVT6Tx8Y6KymgP6TkbcBq1r12p1B
3/H9jfH8xyJ+3/q0FzXPlaYc7i1g9QowaOKFY1DgAKVZNQX7VKklaA9FOO/4/sQIZ47An4m/+nX4
73R3vlmI8EsLR4XUM4kiJYSBRRVP6S5ceS9eQ6moOwx3/H9inHmO/FK/f/1a/Q7QUh1nzBYWhsNL
sJZ5UQ3cc0qEEMvxIi3DR+p8NFAShJ6YTsOqdQTixSlxZJADlQ+/huu/d9OZiPnrC/zj12+0T8ut
XvbF2jumWOCOZdignkWNmBHQhWND40zI0sBLIAWzDG5B86fljDod1H5hg1LTxdyW2l3WoRzExVH1
WPkEUSRS8SxP2h9IObXOSKo9QHMy3tXeqfk15hudM/MvTvqKtFaalObSe1BLj0ZjRQSaV9NuLV9s
GqgDjN9FzRuL67zRuvY75v8APugeVFg/SjSepdBzbxxIWLenTlv0H2h1wW15MsYc2I/8rjv9XW4X
yvoclwYIXlknu5I4VQR05sF5EPx5DYNXImTR+ZMvpFsW1hPzb1bUPUuIo7WcxGVTby2sJSFTQkS+
p6gUGuxfxymQJLTMZpHu+STHyn56muIlkEk1zcr6kINyjO68edd5Kiq7/FTKZQkWo4cv4KIt7bzv
aadJeTIbjTLaoljuZIp41oVqBGzMy/3i7pQ5URKr6LWUCzyVNPayv5Fl09fQv13bTiSwcd/QY7t/
qN8XgW7Vc+XPuTCQly59ye+aoxcXNlerul1ZwsD25Rr6TD6CmZEjdHycjJvR8lLTPMlvoVhKPqks
txK5Imiuprf9kBAUj+FuPxHcd8McnCEDJwhZF56sLaU/VbC8EfLkf9yd0nMrGkal1DMNuHSvT4eg
x8cDp9rDxwOQPzKUeZNb07WSssenPbXvMmW6kupbksm/FKSCihailMhPID0a8kxLpv70b+W3l+bU
vNNrKFIt7B1uppOwMZrGPmzgfRXJYI8Uvcy08Ll7nvebF2bsVdirsVdirsVdiry38wPKXno+cE8x
eV7e3vGltPqrpMY+UXXkV9Voxvtupr1HTrkYpxAou70mfBLB4WWXDUrvf9DG9G8lfmDYaRLp8vll
ZTNM9w7rPphQsVVUHpXCXKBUIY/DStfbDKcSbt2c9ZpTKJGWuGIjyyfHeJjz81Q+SfOkYf6r5Xki
Ep5SRvdaPJEzVqCYjbBKCrUHbalKYOId/wB6fz2nP1ZQa/o5QfnxrrXyb52tJEmg8rMs9Akzm40c
hlKGN+I+rDjyU9yfeuAyHf8Aeiet08hRy7f1cvv/AJ6knkXzmssFPKp+rwBqRG50dixYsQxL27KT
RgDVO3bah4h3/eyOv09H97uf6OX/AIv9KlqH5ceZ74Qep5TliMLHk0N/pkPNGctRhFCg5AEKDSgp
0xEwOrPF2nihdZgb74ZDXzkoSflXrrhQPKNzGOStIyaraciAhDKvJWCgtxbcE9RXfY+IO/7GY7Yx
j/LR/wCVcv1rH/KbXyjBPK14rb+mx1WxPbbkPS3+Lwptt74+IO/7GQ7Zx3/ex/5Vz/Wt038nfOcm
u2rHTjptgskbySzXUE7IFoXIMJBJJB4jj7E98TlFJy9uacYiOLjlR5RI+/7d30NmM8M84/Oqx836
hpdhYaLYNqWl3DuNZs04h3VSjQjkfiUcgxqvcDMnTSiDZNHo5mk8Ozxmj0eZf8qn06xgSa70/UYJ
LsKogS6nrHG/ESJM66Wysyli1EqpAO5NOWX+ZkeRH4+LknNEnavl/wAfWT/lv5j0TUrDUvKGi6gt
/GPUjuZmRxE5ZkCtFNBGOXp7k8iKn9npj44kCJEUyhkxSBEyPx8X0jYm7Nlbm8Ci89NPrIT7Ik4j
nx9uXTNYavZ1MqvZh35ueT5fMflkm0TlqNg3r26gbuAKPH9I6e9MiXH1GPjjtzeKeRreCQ6issME
siWk54zWNxfMpHAA0iIEPeknbev7OVlwMI5/qJZyNPs/qmo+raQRepO0iyfoG89QQFlrIshNEjAD
fCR4+ORI2/Y5NDfb/YlTjsT8FNKt1ubcNJHCdGuOUryyGsci0FRwDleI+EDbcbVEeX2I4R3D/SlX
e3tmdmgs4JBdwstun6DuFLBuLh0AbjyTmwDCoAXvXISHl/sUEDu/2JSf/BtlbxRXP6SulX0/UaQa
dcgRuFD8eRI6LV6/yivhmPLCOdn5Fo/Lgb2f9KU/GoafrGlNaxXQu7/TWaX1/TaL1oXbi7hW/a2V
2HuT40nHIJCrshyIzEhV2QxnULWS5vIrVCBQFmZjxVRQlmYnoqqtSewyG5NBqmLNKNibW6jkOlX2
lWawkD63q0i+rLWoLRW5WVFT2ZS/fbMyOABQB0MfiqWlrrc0kwPmrSo/Rk9Iq89I33ADIoi4Mhr1
+k4DDzCPV/OimVn5r8x+WbUXFtqOlXiT+mZLaFEElXD7ssSQk8OG5r3HY5V4hhuCE+LLGOcSyTSv
zthfiup6cybby27hqn/UbjT78I19cw2R1w6h6VYXkd7ZQXcSssc6LIgcUajCoqMzoS4gC5wNi1fJ
JdirsVdirsVeS/mzdarHrkSE3JsfRU28cATiz/Fyq0hCKR1rQ9Kdxm57PiDDarvd0vaM6n6uLhra
kt0WSC409Y7orBJJKxM8s6M8a0XitBNbHqdyQV7jocyMokDY326D9hcfFKMo1y36n/jwTFX023HB
2t3Dpxb4w9RyU8qreuVkFOgKjc75VUj3/j/M5fNtBiO78f5/P5O9W0UREC1b6xG6tF6iHhRg0fJ/
rq8WoKcvhO5ryONS357fj+YvFH+jv+P56Fn1HRoJoUk5ThaLNwQCqV34tFduvKgpU771r0pOOOZB
6fjzi1yywBF7/jyml082lmQGG9vFUt8StEuyknp+/PQU65fET6iPz/Y48pQvaUvl/wAecZdJPS/v
l/54o1TXr/frTbtjU/5sfn+xeKH86Xy/48gGup+R4TSFaniSxBp2qKnLREdzSZnvKN0K61f9L2n1
KWU3JlUIFZjXfcEfy06+2V5ow4Dxcm3BOfGKJu3vGcw9Ux38wvNJ8reTtS1tFEk9tGFtkboZpWEc
dR3AZqn2y3Bj45gM8ceI0+crPyH5h8zhfNHm/WktbS9tp7+K4ncSTTRWzD1EjQGifC3wgDb+XNsc
0YemI8nMOQR2iGYeQPNieVvzHg8q6bfXWoeTdUWNNMlvTVlleMfHFVI6L6waIqFA+kZj5sfHj4iK
mGvJDijZ5vf81jiOxVgnm/8ALFdTlnv9CvpdI1GcOLhYWZIZ+YHP1FQru/FeRHXuDkZRcfLg4twa
LzLVvKX5r6dIxme+ukCmIT29xJMGTf4QA3PianYrlEhJw54sw7/mgYofzJVwwTWRIDUMBdVBJY1/
4dvvPjlJ4vNq/e/0vtZBo/k78070wET3VnFECIJbi5dAgIoQqhmddv8AJyIx5C2xw5j1I+LNtJ/K
26SAJq2u3lyh3a2ikdIt14MDUsT8Hw9tstjpT1kXJjpj/FIlkGmeQvKumy+ra2QWQAgOzOxAIKnd
ieoNDlkNLjibAboYIR5B5D5rsNRFpqsdhay3FxLJDaCOBGkdY35SOaKCafuOJPvmPpo+snucPJE7
0gvJutv5XhlTU/0tp7sN1trK0XwPxPdIzeHz28My7pjjnwDfiHwH6UXYefdMHCO5u9T9INFIWjis
eYaKNRtySmzRJSv7Na7nKTMJGpj3y+xEtq+n+ZltLOYazqHpPJJLFDHaDi8rAl1Mca7bts23TcZT
KQlQNlBmMm3qPyZL5K/KV4J0v9fAqh5Q2AIbcHb1SPhP+qNv1YcWj3uXybcOko3J6kBQUzYOcwHV
/N35g2k85tPL31qCOZowixyl+IdzUMG4uDDFy5KKcpFXqprn49PhI3lX4/X9zizy5Byj+P7PvS1/
PP5ow3JguPL1OEFwRNBZ3M6STxNIsYr6qemj8B15HuBRhln5bARYl3dR+pr8fKDRj39CibLzt+Yz
X9vFceXXkgdnWYRWs0TgKJKMXmlWFSxVdg7Cn7VSuRlpsNGpfb+y2QzZLFxTHyF5j8/axPI2v6Om
nWaqwDmKS3f1BwKcVlkd2DBmr8AAp9o9BXqsOKA9ErPzZafJkl9Qpm2YTlPMvzIudU/Tq24nMFsb
cG2Lu8cXMk8mqvU1zb6KMfDsc7dRrJnxaJoVtvQSrQ7pZ7LhdXHx+qzPNJdJGwQKvFYw08RNTX7Q
I+WX5o1KwOnd+wuNp5gxqR6/zv8AjwRz3Fo1s6x3kTIsq+nyl4zcHUIzhheIDRlqFfpWuwysRle4
Py2/3H3NplGtiOffv/u/vSq+u4jer6mpTWyPWv1ekqKo+yfguZdz3FfffL4RPDtEH37f70OPkmOL
eRHu3/3xQz31mhYDVb+UcfgYIEoxBO9Zm2BoP895iEv5sfx8GvxIj+KZ/HvWG/gBFNUv2XuOAUnr
tX129v8APqeA/wA2P4+CPEH86X4/zmrrUIwtbTUr523+GUcB123WV+3thjA9Yx/HwRPIP4ZS/HxQ
f6T1L/lrm/5GP/XLPDj3Bq8WfefmjdG1PXP0raC1uZnnMqBE5swNT0IruPHK8uOHCbAptw5cnGKJ
u3uucy9S8o/5yK1+Cz8oRaJJatM2sueFwG4rD9VeOSp2NS1QAPCuZmjj6r7nO0ODjkTdU8st/Kus
z6dp0ej63Jd6fGrTW88Vhqjzpt+89IGGSJAsqiOsMgBPEt02zDmFmx9ocgwAJ4tj74/rSiC2h8ke
ctO1C6m/TF3p83rz2ZjubRlKgekHN1CjhjUN9g9t8mZ+JAjlbbHT+JE9PkfuL67sbpbuyt7tUaNb
iNJVjcUZQ6hqMPEV3zSkUadLIUaVsCHYq7FXYq7FXYq7FWNx6HqNj5rOoWSq9jdqVu1LBeNTyqB3
PLp92YoxSjk4hyPNq4CJWGRsiNTkoanSormU2qclnaSKVkgjdT1VlUg/eMFLS9Iok+wir22AH6sK
rsVdirDrf8uYovNEWuyag8vovNIlu8UbVaWT1AzPJ6nxLXhzUK3AIoI475h1dw4K/H4/S440/r4r
Sy+/Ki7uJY2h1lLcJFcQM62pMsy3MZiZ539cCSTi32+I+WWx1wHOPd17u7ZhLSk9e/p3/FNPJH5f
v5X1C+uf0gl5FeD4Y/qscLpuCB6iknjQfYACjsBlWp1XigCqrzZ4MHASbu/JmGYbkOxV51+YFxK2
rm2nu5LaP0UayX4liZvi5kupoGrQbr9K9c2mjFQsC993V6wgz4ZHh22STTruD9GRw3MyM63TrK5l
T1DGAhG/qxNxNCAQaZlZInisD+Hu/YXFxzHDRP8AF3/tCLmvbD4reKSCNpCZPWLq0fFVYrQ/WmkQ
12Kd9tuxrEJczf4/zaPvbDkjyBH4/wA6wovcW5gRWeB6SMGCSqjqCRGvF/rvxCorVgafaOx3kIm+
vy/45+OTAzFcx8/+P/jmgNRNyyyS2pt4IHIMSi+DzIoA/ZM7fa77fdl2OuRsn+rt/uWjKSbMaA/r
b/7pBtbauHVPrsZZq9LyGgoK7t6nHv45ZxQ7j/pT+pq4cn84f6YfrQb3d+jFTcuSP5ZCw336gkZY
IxPRqM5Dr9q36/ff8tEv/Bt/XDwR7l8SXeUdoepaymr2htJ5WnMqBUDMeVSKqRXcHvlWbHDgNgU2
4Ms+MUTdvds5l6lJ/N95oOn+XrzUtct4rnT7FDO8UyLICw2UKrgjkzHivucsxRJkAOZZwu9ub5/0
yPzp+YNzc3mjWGk6RZQAPDaLZWbH0ySoYvNGWb7O+4HsM2chDEKNn5uYZ8HMk/Esg/Kbzpp19r8f
ljzPommjU3BfTdShtIIxKUHPiyqgUEgEqVC9KUrlWpw1HiiTTDLxVYJr3veM1rhuxV2KuxVCaxql
rpOlXmp3bcbayheeU9+MaliBXuabZKMTIgBIFmnjf5beYvN9l5p0e68yX09xp/ni3uJ7KCeR2jtp
45WkjSNWJVVaErxCgfaA7Zn58cDEiI3g5GSIINfwsnuPzY136t5gu7DypJeWfly9u7S9uheRRoY7
MjlIoZfULcasUCmgp8RrtSNNHYGX1DuYeENt+aJj/NO71HUYrPy35euNYCWdrf6i/rw25t472ITR
IBJtJIUavHkPng/LgC5Gt6+SPCobmmPeU5PPWvflr5fv7a6ub24kS9Fwy3BimaYXjLDJI5lgZ0WN
GXiJB2NGpTMbtCBGQiPJo1kJcXp/HL3J+i/myvFZSCAALk25tDsOPD6oZt+XX1PX2/lzE/e/inH/
AHv4r7P02jLK28+y+Y9Ll1Tl9StyHufQaBbb4rFkeq1E7N9ZY7brShGSiJ8Qvl+xIGTiF8vs5fPm
zXMhyXYq7FXYq7FXYq7FXYq8u/MjUbxtfFmbswWsMKukYJUFjUkmnU/PNvogI47qyS6jWcUslXQA
QWluv6KSZ5DcFJpqMAWLBQnxF2mhCqOwIalTUZbM3LbbYfp8j+hqgKjzuif0eY/Sp6hdWMcEUazF
QyO3rRcpCpIPBWK3Ug5tTcHYdu+TxxkSdvx/pWvJOIAF/p/33NJ7m5oEFne3czmpcSJ6dABWo4yy
1/DMiMf5wA/HuDiyn/NlI/j3lDm71FRVppgKld2bqOo65Phj3Br4595W/X77/lol/wCDb+uHgj3L
4ku8u+v33/LRL/wbf1x4I9y+JLvLvr99/wAtEv8Awbf1x4I9y+JLvKL0nWtUtNRt54bmQOrqKFiQ
wJ3UgncHK8uKMokENmHNOMgQS95zmHqnmf8AzkHqOnRfl9c6dPdCG9v3j+pQUYmYwSpJINgaBV3q
dq0zL0QPHblaXFKUthyfPXlrzR5n8txXSWRdIbiMB1rxA50K12PwtXp3zZ5Iwlzc6WkMl3kPUIbP
z5pOr6vdG3toLpZ7q5ozkBamnFAzUP2dhjmNwICcmlnwkAPs2GaKaJJoXEkUih43U1DKwqCD4EZo
SHTELsVdiqA1Oz1e4dTYagLJRDMjKYFmrLIoEMtWZf7o1PH9rvkokDmLSCGPebfJWveZPL97otxr
whgvWt+TpaDkscKgyoKSrX1ZV57n4R8O4y3HljCQNfazhMRN0kep/kJ5PC2lx5bB0LV7O4iuYdQD
T3X90a8THJMq7mhqCDtlsdZP+LcMhnPXdPbH8vza6B5s0k3/ADPmi61C79f0afV/0hGI+PHmfU9O
la1WvtlRzXKJr6a+xicm4Pc880pdIsNQ9fSPMl7oT29pbaVrMv1OG5W7OnQtCsqRo9w9u3pW7MGd
KAD55X/KMJWJR6n8bNP56BsEcifxsyHTz5a8veQofJDay8/wX0E2pxQSR+kA087u0QZmoODKAG+O
lRscp1WpjkkelsNTnjK+l/j9C6L9CpZapaXXmq8nW8thZ20Zgu19FjIEJjiB+N+borqo+E/D8Kni
MYcNEcR+1x9qIMjvt1b0TUNA0RtO/wCdruptPsRyNv8AV7kwyLLZRFVZyJFAABmC/s8j04k4xlGN
erYe/uWEoxr1Gh+of2sum8/eVIYjLJekICRUQztUBXfmtEPJOMTnmPh+E75f40e9yDngOqP0PXrL
Wraa5s1lEUNxLbMZUMZLwtxYrXqp7H6DQgjJQmJCwyhMSGyY5Nm7FXYq7FXYq7FUm1ryjoes3CXF
7ExnReHqIxQleoBp1pmRh1U8YocnGzaWGQ3IboSHyBoUAUQPdRBDyUJO60JpuKd9hlh1szzr5MI6
GA5WPiVc+T7AhlN3fEP9sG6lodqb777ZD80e6PyDP8rHvl/pisHkjSgIwLi8AiNYh9Zk+Ek1PHfb
fD+bl3R+SPyce+XzLpfJOlTQfV5ri9ktyADC9zIyUHT4SabYjVyBsCN+5To4kUTKveUJ/wAqz8q/
77l/5GHLP5Qy+TV/JuLu+13/ACrPyr/vuX/kYcf5Qy+S/wAm4u77Xf8AKs/Kv++5f+Rhx/lDL5L/
ACbi7vtVrP8ALzyxa3UVykLs8TB0DuWXkNxUd8jPXZJCrZQ0GKJsBkjMqKWYhVG5J2AzDc1innXy
h5P84wW0WrynlZszW8sMgR19SnMbhgQ3Edu2XY5yhyb8GoniPp6pX/yrvRVigii81a3DHa8Rbol+
oCBVKDjWM0opI2yfiy/mj5M/zR/mx+SCvvyd8i6jcpc6nq2o6hMgpzubtXJXkXK14VALMTt44Rnm
OQDOOunEUAB8HoNvc6VbW8VvBLHHDCixxIDsqqKKB8gMxzElwzZVP0jY/wC/0+8Y8JRTv0jY/wC/
0+8Y8JWnfpGx/wB/p94x4StKkVxBNX0pFenXiQcBBCqmBXYqkA8h+Vv3g+qOVlMxaNri4KA3CSRz
cUMnFOazvXiB1r1plXgxafAh3ff+Oq668j+VbqaeaewDS3NBO4eVS1IWtx9lh/uqRh9Neu+E4Yno
mWGB5j8clVvKHl1r1r1rMG5aVbjl6klBKsqzclXlxXlJGrNxHxEfFXHwo3dJ8KN3Sh/gPyp9V+qf
Uf8AR/5PVm/5Z/qnXnX+4+H8eu+DwY9yPAhVV+Kr7lkP5eeTYElSHTVjWcyGRUeUA+rFJC4FH2Hp
zOABsK7b4jBAdEfl4dyb6bpVhpscsVlGYo5pXnkXk7D1JN3I5FuNTvQbV3ycYgcmyMQOSLyTJ5d5
68/3vl++t/8ARJ72Kdbia49B2DRQWzR82VArKaLLy+JkG3WpzOw4RIN0MfEh4/zMtpNQGn/V9QW5
NwtmVIjKrOzFeDMkrBaBHff9leQqCnI+BteyfD2tLLT86LCaysbt4LtIroTLIFdWZJoFgZlFWUOp
Fx8JqGJHEKWYDJnSmyNknCUzH5m2X6FGrvHexwGaOARN6fqVmt1ukb4ZSlGikUgcuRPwgcqDIeAb
rZHhG6Xx+fbwyW6zW8kC3V9cWUTNMzVFtMIC3wK3xs/L4K9FJ5ZRlqBA72jLIQIHe1/ysvT9v969
zTfgBv0qTIAB/MTsnR+J2yrxY9zV+Yj+Px/Z1QWr/mnJpcdnNPbStDcWcN9Kqz/vuMwYstvGVAm9
IJWT4l4rQ5l4cPHG3KxR44g96K0v8yotS1+70WCG6jubCCea69Z0FGgdI+C+m8oarOwJrtx71wyw
UL72Rx0LS7SPzlsr26a1nt7y3lW1F4COTJwW0W6kBL+kRTkVU04ts1aMMnLS13fgpOEhpvziQXs0
S2dzJaxJbziVZkEpgnsJL5n9Jym8ax0IDH51orP5bb8d9L4LNdN8yQXE7fUdQS6eJY5JI0lElElX
nGWAJ2dd1PcZjyx94azFmkEnqwxy0pzUNTwqK5jENa/ArsVS/XSf0e3uy1+/J4+aQ8xOkedEv7ia
DUYfRkkLJ6hlc8SxKr6bBokCCgogq38wJqDwzvm08GSzRVoNN85NeW7XepRG1SRmlWEBWKlGXoY6
N8TAgE/D35nfCIzvcshGdizt+Px+tBaJofn6zubCO91mOfToeLXq/wB5NIfTJZVeSKtDOf5vsUA4
8fizJzgbobuXKUT0Um8vfmBa6ncS6drEb2DzK0EF27ysIEofSLPHJQseQ5jenXmacDxwI3G68Ua3
C+78t+eL/S4ra610QXf1iF5Li2LRhYUtCknERLAzM1yxejNxoBt+yQJwB5fi1Eog8kMPL/5nyXkF
zca3b/uHuiIoyyxlJIqW3NEijEhR6lg3anfJceOuSeKHc3FpH5qRTWl1datbXotnMk9jEVt1mAiV
VTmICd3L8q7dCAOw4sfctw7nommzvBexMv7RCMPEMaZiyFhpLK8x2DsVdirsVdirsVdirsVdiqR3
Pl+dpnaKRODEkBqgivyBy4ZAytS/w9e/zx/e3/NOPiBbd/h69/nj+9v+acfEC27/AA9e/wA8f3t/
zTj4gW3f4evf54/vb/mnHxAtu/w9e/zx/e3/ADTj4gW3f4evf54/vb/mnHxAtu/w9e/zx/e3/NOP
iBbd/h69/nj+9v8AmnHxAtu/w9e/zx/e3/NOPiBbVIPLs3qAzyL6Y6hKkn7wMTkW08VVRQqiiqKA
DsBlLFvFXYqhNUtpLmzaOPd6ggeNMlA0Uh5s35c66t/c3VvqM8HryFyEiUSfExYh5QwZ+NfgB+EU
3BFQXg3u2jwTZIkrQeQdfW8t57jUrq5ihkaQwtyFaoybMJNiedSadfs8RthAo3bIYyCDxILRPyv1
7S7mwYatdyWNnxL2I5xxysIyGLUlIoZT6tKbkkNyHHjmT1ETewcuWUHopN+VGuQancXml6pcafFN
MsyWscbcFWOhWE8ZU5RcuR49gaLxHLkfzMaoi18UVuE+0Xyx5ssBFDd331+1ihSIB4Cs7SKqgyPM
ZX5ciCace/XbK5ZInlsxlIFN/wBF6h/vhsr4gxt36L1D/fDY8QW0bpekzi5WW4TgibgGlSw6bZGc
xWyCU+yli7FXYq7FXYq7FXYq7FXYqxy5/MDy3B5sg8q+rJNrEy8zHEhZIwFL/vH+yvwqTlwwSMOP
owOQcXD1Qut/mh5V0fUb7T7qSZ7jTraO7uRDGZAI5nSNApB+JiZVNB236ZKGmnIAjqiWWINK6ecL
vUL42egaY196Cxm+uriX6rbwPKgkWEtwmd5QjAuqoeNdzXbI+EALkaTx2aDILOa4lt1e4gNtMah4
SyvQg02ZTuD26HxAyojuZr5J4Y2VZJFRn2QMQCaeFeuNK5Z4GqVkU8aVoRtXpjSrkdHBKMGA2JBr
2rgVb68PIp6i81HJlqKgA0qRhpV9R9/TArsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsV
dirsVYH/AMrl8tKYo5bLUIbmZVdLVoUL8WXlUlZGjHUdW3r8Ncyfyp4xC43v17vweVj0yBIIcT82
OEyAlW32/j37jbdmWmahFf6bZ36I0KXsMc8cMvH1FEiBwrcGdeQB34sR75ROJiSD0cmMhIAjkV2m
6jZ6lp1rqNlJ61lewx3FtLRl5xSqHRuLAMKqwNCK4CKNMkRgV83+Y/I2qarf+etR0+zUancaikOl
wpKgllhLyC6MY5VPqBQSPDkPbNxjzCIgCdq3/Q4E8RPEQNylOmflz5juba9thpUlrBqGqWNq49ZJ
1gslLmQtKrUZeTRUYdabZZLURBBvkD82Iwyo7cyPk9ZutQ82+VdTv5NE0+DXNA1C4kul9CT97DKx
/fF+AduKt8P2SAANx0zntTkyAggWK/Hzek0On02WBE5+HMH4EfrDMfJ13rV7pRv9XURz3chkgiX7
CwlVCBRuQDufiNTWpp9lXDxEXLm4+sjijPhxm4gc+8/ju29/Mk35haTaajfaPHLpcGqTL65ijmvB
Zuiq0MjOnVnAMaluKmgHvmdp5EA718LcGYtidronlj61I50i1tVuyHaWHXFYTIpHJkQNHyZVQtU0
4t0PXMgzlXP/AGLEAfgqM2k6HdxSJNplpawCONZm/ToZGJCQcSiPGsn7uFuPPhujb74ROQ6n/Soo
fgqtt5etLq2kMejW8AsreOO4lOtGdlLTSo0cskckR4IJJSef2yKfs7g5CDz5/wBFRH8Wt1jy/okN
zDc2i2kqR20jRTz6y4KzwScGQO06tsHXn9Cs3TGGSVUb/wBL+xJA/BZbD5n1mzRrO0stPeygdYdN
uW1KP95boDwJB5MWMaVrXudjx+Kg4onck312ZWURN5z1T9GLPFa2CX7MGFm2owOGipyLep8AFaEc
hWnWhyIwi+Zr3J4ltp5q853E0tumgWjTRKrsE1OJyORB4FVQsPhP2jTfticUB/Efkiz3J7ot7r10
0/6V0xNOVAnoBLhbgvUtyqVVONAF7fTlU4xHI2yFppkEuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux
V2KvEJdY86aLpuoaFZrJfXUc4nmmsDJd3UNxEbeSWJUX1OUUzyfaZU25+oFZ6DaSEJzEyaFd23dX
Tevl0sOugJwhwAeq9jdX14uuwvv35HfZ6hHd2+jaLZtPNbw6dp0P1W51K/drEo0DpByVZoyOLhXY
MXANE48lfkuBM8cie8252OHDER7ghNP8raXp2qaDaQ63qguNGtJRFYzXkjx30RHpNLcpICJmiaQH
4KemWXYLwGAzJB2G7NklnBLBbrFLcyXciliZ5hGHarEgERJEnwg0FF6dd98gVYXe/wDKmuUv1z9D
c/W/fep6NfX4n7Vf92Ur75kjxunE1Hg60pSf8qR4r6n6FpVuFfRrWm9Po6fhh/f/ANJfR5LpP+VK
+tLz/Q3q8z6/9zXn+1y9/HB++/pL6PJkflP/AAj9Qn/wv9V+o+u31j6lx4evwTly4/t8ONcqy8d+
rmzhw9EbqP6G5p+kfQ5enLw9fjT06D1ftbcaU5ZCPF0SkUX/ACrf1bX0f0fy4n6p6fDjw4yV4cfh
48fU+iuW/vPNGylF/wAqq+rt6X6I9DlFy4ehTnRvS6ftfaph/e/0l9KMX/lX3pXvH9Hen6jfXuPp
f3v77lzp+3/e+9OXbI/vNua7JXJ/yp/1ZOf6J9XhJ61PTrx/d8+dO/2Ou/h3yz995o9Kon/KpPXm
4foj1uR9fj6NefM8uVO/OtffB++819Kxv+VRemn/AByuG3p8fTp0FONMf33mvpTLy7/gP9Lz/oD6
r+kPqyet9V+z6HNuNOP7v7deVN+le2QyeJXqukiujJMpZOxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxVLLr/DP6Sb639S/SfC25+r6Xr+n9YP1SvL4+P1mvpf8WfZ+LJC6Vf5g/w/+iLj/EP1T9D0
X63+kPT+rU5jj6nrfu/t0pXvTGN3tzVu9/QH1+1+u/Vfr/pT/U/W9P1vRon1n0uXxcKcPU47dK9s
Raq+m/o79HWv6M9H9G+jH9R+rcfQ9DiPS9Lh8HDhTjx2p0wG73V//9k=
uuid:d2636bda-573d-264a-9d59-eb7a712357ce
xmp.did:db4da64f-e3ab-4c27-84aa-e72189d094f6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:cd7e9089-b59b-435f-ba1f-e732dc078039
xmp.did:cd7e9089-b59b-435f-ba1f-e732dc078039
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4ba766c1-125c-499e-9c16-9b6fde5aa697
2020-08-07T00:16:55+01:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:db4da64f-e3ab-4c27-84aa-e72189d094f6
2020-09-28T23:21:43+01:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
True
1
776.694759
538.624105
Millimeters
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 1.101;PS 001.001;hotconv 1.0.38
False
ProximaNova-Regular.otf
ProximaNova-Semibold
Proxima Nova
Semibold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
ProximaNova-Semibold.otf
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
ProximaNova-Bold.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
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 15.00
endstream
endobj
3 0 obj
<>
endobj
19 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 45 0 R/TrimBox[0.0 0.0 2201.65 1526.81]/Type/Page>>
endobj
20 0 obj
<>stream
HWێ
|?_?0HJSy&@TQRۻ,x/b͟o6-RSP͒_z4M/ǿo?rdl'Ɇ<>xp'ME4o|*ue$q?_%:R'o"J*L.ox_ϖZxN?z245uzD-sUk#js8ۓ
~
wL2p;j Vr =xӄ0riI8P|n(JRQ@F.{} 6U` 8&BvRQ- S4QQR 嶖c#&rܰkcn.Ge3Dᨡ@WPJ eLH[ 2='FV2k:=-9i JXr;Hl(oμ[ޕ"z#?ݞ#VTawѿF/?F/˂*~ X\̾
Ķ̣lX<@<