%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
UNFSA-ICCAT side event
2023-11-15T11:24:25-06:00
2023-11-15T11:24:25-06:00
2023-11-15T11:24:25-06:00
Adobe Illustrator 28.0 (Macintosh)
256
168
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAqAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A6j5o/wDWiPJ3/bOuf+TV
3mwxf4tL3/qdbm/xqHuP6XrGa92TsVdirsVdirsVdirsVdirsVdiqXaxe3Fm9hKiytbm4K3ghhed
vSMEpFVjV3A9UJuBluKAlY61tvXUfotpzTMaO9XvtfQ/ppjujar53gghbV7SW49K2uJbj0YYzI8k
d0iCLiGRS4iDMjKQHDbKxXfLy48JJ4DW46+X6+fd5W4mHLnAHGCdj0/pcvly7760nnl651q5t1n1
OFreZg0c8DhI1SWNqVhRTKzI9SOTyb8QVWjZjZ4wBqJv8deX3fc5OCU5C5Cj+OXP7+mw3TfKHIeT
/nP/AMpj+W//AG2U/wCT9vmw0f0ZP6v63W6768f9b9T1jNe7J2KuxV2KuxV2KuxV2KuxV2KuxVAa
3c3VtYCa2Ds6T2/qCKMyv6JnQTURQ7H90W6CuW4ogyo9x+7b7WrNIiNjvHntYv7GNWl/55lSOOWO
VFmVAJxBGJUk/RfqPzST00obpl49ByDIzAUGZcoYRy+/+n/xP2bhwoTznne/l/Q/4r7bBTLy5rOt
Xt9Jb3NpOlnAhIvLmBrdpOXpmIcW41kH7wS8V41AK0BplOfFCIsEWegN99/DlXVv0+acpUQaHUiu
6vjzvoyLMVy3kvmySOL/AJyF8nvIwRF0655MxAA/dXXUnNhi/wAWl7/1OszGtVD3H9L1H9KaZ/y2
Qf8AIxP65gU7Hjj3u/Smmf8ALZB/yMT+uNLxx73fpTTP+WyD/kYn9caXjj3u/Smmf8tkH/IxP640
vHHvd+lNM/5bIP8AkYn9caXjj3u/Smmf8tkH/IxP640vHHvd+lNM/wCWyD/kYn9caXjj3u/Smmf8
tkH/ACMT+uNLxx73fpTTP+WyD/kYn9caXjj3u/Smmf8ALZB/yMT+uNLxx73fpTTP+WyD/kYn9caX
jj3qU+pWzen9Xv7WOjqZfUIflH+0q0kTix7Ma08DhFdQxlPuI/HxQNrNSytluNTtBeQwNG5SSVo/
VJQofin5SBeFG5nk3itWBslKNmhtfl+r+zza43wi5C68/wBe/wAdz5L7S4ghTl+kLdJG9EMjTyXC
rHGoDIGkkWrk8v3nEV25KSMEpA9O/uH6Ps+SY7dR06k/p+35pwjo6B0YMjCqspqCPYjKm95P+dLK
vm/8uGYgKNZQknYACe3zYaP6Mn9X9brdf9eP+t+p6h+lNM/5bIP+Rif1zAp2HHHvd+lNM/5bIP8A
kYn9caXjj3u/Smmf8tkH/IxP640vHHvd+lNM/wCWyD/kYn9caXjj3u/Smmf8tkH/ACMT+uNLxx73
fpTTP+WyD/kYn9caXjj3u/Smmf8ALZB/yMT+uNLxx73fpTTP+WyD/kYn9caXjj3u/Smmf8tkH/Ix
P640vHHvd+lNM/5bIP8AkYn9caXjj3u/Smmf8tkH/IxP640vHHvUL7U7RrSVbe4t5JWHFUe59AEH
Y/vYw7qadCB1+/JQG+/3WwnMVtXzr7UPPc2c8k0LXMK2szozTR30iS0Vd+IWnp/EijijgEFid9mk
DVHr7gxkQbF7H+kfx9vf8W2GpOkpFxNZxwURFVb31jxVXrIS8Mbs5PAHk5232I+Iz4el37q/T+Pu
EJm96r+tf6Pd1/acRSxSoJInWSNujqQQabdRlLeDbynzR/60R5O/7Z1z/wAmrvNhi/xaXv8A1Ouz
f41D3H9LK/MPmLzvY6pLbaR5eXVbX0pHiuBcRxFJFiDoHVjUiSSqDpmPjx4yLMqcrLkyA1GN/FKh
50/NAzPG3kn0wCPSY3tuTJ8SB0QFlBKr6jAkioHQZZ4OL+f9jV4+a/o+0Kun+dvP91HJFceUV0+5
aQxW0kt9BLCXpUK4SjV9hglgxjlK/gyhnynnCj7whn8/fmMh5f4NSSJIuU1NQt1KyBauv7X92x4t
Udj4gZL8vi/n/YwOoy/zP9kG2/ML8wS9mlv5Ha6e5g9WVU1G3HpurMrioDjjRRxJpU7dcfy+Pf1/
Yp1OXasf+yCItfPP5g3Chx5HdYx6nJl1C3k3RZPgFFHxF41U+FfbInBjH8f2Mo58p/g/2QXWfnP8
wZrgO/k4tYuhZWhvbd2DiFX48qhW/ec467bjE4cdfXv7kxz5b+jb3j8eSzSvO/5h38qB/JS2sLxG
eOZtTglDrT4QvpxkjkSN+2MsGMfx/YxhnyyO8K/zllr5/wDPnrNHe+TPSWNJJpnj1K1JjRULqHRg
vFvsqamm9a4Tp8fSf2FY6jLe8P8AZBFjzN+Y0tsJF8rw2rNIAWnvIyqRNblwzcafZmojU+YHhHws
V/V9jPxcpH018fL9eyD0vzl+ajySHUvJHGELKYzBe25PJV5Rr8TGvIjjWnhkpYcXSf2MIZ83WH2h
tvO/5krdRr/gkmKV3RYHv7dJlCrF+8rV1deTv9kdADj4GKvr+xTny39H2hV/xl+ZFJ4W8lqt2F5W
/HUYWRqtGu4KRsQnqHlT+X3GDwcX8/7E+Nl/mf7JPvKOseZtStrhtf0T9C3EMnCJROk6zJSvMcfs
+FDlWaEYn0nibsM5yHqjw/G0+ylueT/nP/ymP5b/APbZT/k/b5sNH9GT+r+t1uu+vH/W/UzrzNq3
mbT7nT/0Po/6WtZTKNQ4ypE8QCj0ipcgHkx32O2YuKESDxGnMyzmCOEWOrHrfzj+Zsl8sT+TVFk8
yRLerexMDE0oBnCj9n0jWlev00uOHFX17+5pGbNf0bXzv7VGx89/mYZVGo+RvRgDolxOmo29Il29
R2Br0DcgNtu+GWDF0n9jGOozXvj/ANkFN/Pn5oQ2zNL5NjNxbSRLdIL6BVKP6hYqeTcNhGFLdanb
wfAxE/X9iPzGavo394Vr78w/PVrEX/wY0sheNYYVv7flIJAAwUKHPKKRgr0BHfYYI6fGf4/sZS1G
QfwfaPxs0/5g/mEbVpo/Ij/F6awSHU7Qxs8mxFR1o5otPtf5J2x/L47+v7Cg6nLX93/sgim85+fx
f8H8ntb2YuYoFkkvbcvKkhYNIu6heNAePxE/iB4OOvr39zPxst/RtfeFC489/mQkYZfIhT1W9KES
6nbhuZCkEpw3G5pxavw9sIwYv5/2MTqM3+p/7IObz3+ZEa3Uz+RC1vCxMTjU7UAooILMSKbFd/DH
wMW3r+wr+Yzb/u/9kFQed/P84T6t5QVTPazSwepf25pPDz/d/Cfj5Uj6UpXc4PAxjnLr3J8fKeUO
neELa+c/zaS4CXvkmNowvJlgvoBITxr8Ks5BCt8J3/pkjhw1tP7GIz573h9oRc3m78zXu5UtfJQW
CKUKhuL6FTLHxkYuGQMENUUAUb7WRGHFW8/sZHNmvaH2uh86/mI9ww/wRygCsOUep27ssioX4OOA
oSaJ7HxG+JwY/wCf9ijPlv6P9kE08u+YPN97rEtnqugraWCx849UhuY5YzIFj5Q8B8ZKyM68tvs9
MhkxwEbEt+5sx5JmVSjQ77ZRmO5DyfzR/wCtEeTv+2dc/wDJq7zYYv8AFpe/9Trc3+NQ9x/St/Mf
yl+kfNsd+nky71p40DfXotS+qxMVCUAjB5q6hSFIK77mvZ02WoVxiPwtdVg4p3wGXnxUx208gzCY
u/5aTRosNxHLXWCXd5I33X42B5/Y36VG5pl5z/7Z/sWiOm/2rv8A4kZN+XdqttDDb/l5dNChDsku
rkOpVx8KESMF3lZzTY8fEgiI1B6zH+lZnSiqGM/6ZZP5Sv7n6zM35aTLcIfVs2fVlYsZpSZUaj/D
X1pHO/YV6DEZgP8AKf7FBwk2fC93q/HegYfKN8bm5j/5VhdRTywPSVdXYr8UgeFBIXAABjHMBqjw
ANMkcor+8H+lYDCbP7o8v5ytqXkO8ub/AFGW4/LWW6lkuLh4LpdaZFfm/EN6ZcUDdf2fh+WCOcAD
95/sUz05MjeK+f8AGibPyYYrFby0/Lu4qJbeaG1fVZIZWkgSR1kcOfgozU40NXPhuRLNvRyf7FkM
FCxj7v4vx/a1d+TFtdJjtLb8ur57MTc1shqxR/UlHB2Zoml+ECNO9BU18MRms2cg/wBKssFRoYzX
dxLL7ybdSxtPH+Ws7XIaeKESasAVjmQGXmQ7ci7SyhSDttjHMP8AVP8AYrLBe/hb7/xd/P7y678o
38d1NHB+XNzc1+sx2/q6w7Blli9GSVpHcqAyPRVPxdwdjiMwr+8/2Kywm9sZPP8Ai+CHXyXqLeis
n5a3f1ax5mwiTWirKvMMm/q/C3IuSwBNKD3yXjD/AFQb/wBFh4B/1I7cvV+16D/ypD8uZFLHTJom
ljCSIt3crtRa8gsnEk8Ry8SK9cw/zuXv+xzfyGLu+0p5oXkHyxoetXutadbyJqOoBxdTSTSy8g7i
RtpGYD4hlU9RKURE8g3Y9PCEjIDcshylvdiryf8AOf8A5TH8t/8Atsp/yft82Gj+jJ/V/W63XfXj
/rfqeqzRJNC8T14SKUahINGFDQjcZgA07Ih5frH5K+SNJ0S7n0vQLnWLr1FkTTlv5rcyfvNl58gt
IlY0LAtTvXM6GtnKQuVedOunoMcYnhiZHushjE35fqbDiPy2upDE87wwNqy/DIXjCs5MpDK8YqaV
owIpQ1y8ajf+8H+lcc6YV/dHr/F+1Ff4GEb8W/LeaRrixMV3JHq/FCUBcxbmvxPEtGrX4qnI+P8A
7Z1/ms/y9f5PmP5zj5BASOFvy6molGnli1bgDzjhWRoqPzL8k35deJNWLUx8f/bP9iv5fp4f+y9y
FufJU9tJd8fy5unsZLVo5WTVpGdhGxkhjREeR6fu1XZdq9KdZDNdfvBd/wA1jLBV/uzVfzlK78gX
c0kNyPy1nlZlCzxvrTI4CQoAQ/quP7w0XvRNxU7EagcvE/2LGWmvfwv9l+38Uin8kT3LNZT/AJdz
olzDbNX9LO6xG2Y26Kz8grcIjzopB7b9cHjgb+J/sfiy/L3scfOv4u7b7kdd+TRNc3ch/L+8kkuY
ncyS6sDGSircRxcFkqvKWMR9KDxOQGaq9Y/0rZLDZP7s7/0vj396Bg8lLLZRrD+W9zCplu5JEfVX
RkcQivA/CwMzxCNWpxpv9lhkjmo/3g6fwsBgsf3Z6/xfjny/YutvK+otqcN7P+XFxBNFfG/huv0s
ZBG0ksZkd0V2djwi6L4Acd8TlFV4nSvpWOE8VnF1v6vcg4/I2oTWdrA35bzehM3OSGXWZWROZ4Fp
FLKQ2/PYGg9ycl44s/vP9ixGnJAHh/7JlHkz8rPL97p16uteVJ9BmlUW0sX6RluBcRl0md6xybfv
Ih17Ab5Rm1UgRwy4vg34NHEg8UOH/Ou3pGg6HpuhaTb6TpkZisbUFYY2ZnIDMXPxMSTuxzCyTMzZ
5ufjxiEREcgj8gzfN/8Azkm/Dz3o7eGnf8zZc3Gg/uj7/wBTpO0f76Pu/Wkvk3QNA1jTZbjUNUms
J0mMKBLWa4Qgx1U1jUivPtXpksuaUTsLXFp4zFk0mV75T0GDSri9i1a5+tQQmX9HyWFwDyXZuU1A
gHKv7O3TIjUG6IHzTPSRokE+6mMtBqkQrJZ3EZDcCGicfEKVHTtUZf4se9xfy8u4rPqvmCa59OG2
uAWACwrA7s1RWpHGoqG/V44DkHekYJfzSo3cl/bon12G5hSQsAHikQORxYgbDpyFR2wCYPVThI6U
gptbLqwCSKFp8aoTx3A+IGg9uuHjYjGp293cyVaCaOFqgBX4kVrUU5jjvTpkCWfCqvcaox9ITwyr
UFnR1ehYdlLbHrXiMFoIHczu48s/ldHA/LzHIZgpkhj5/aIU8K0g/nA+Xj3zH8XJ3OQY4q5/j5Lr
/RPykjhSaPzJczTCUo8BliUmHkVDcntz+yAaGuDxcvcyMMIGxJ/HuVf0X+VEFvPKnmFmYtL6NSOL
KFb0mY+nWpKqOvTf5HxcvcwljxVzPXp+xVl8vflDc3EdxFrl7LGEYTCKReYYMoQA+gv7LM2+Dxcp
6MuDCOp/HwYr5z03yHos9i3ly5l1NpnlF6Z3qUAYCPiRFGNxyqTXJYpSP1BcghyiSUK3G8t2bSNM
lS440juFcMoQUIP7mEkU7/FTLLahFmf/ADjrfazN+YWqRX90ZQunSkQcqhSLiAA8eI7Hqd8xtT9P
xc7R/V8Ga/nP/wApj+W//bZT/k/b5LR/Rk/q/rRrvrx/1v1M084+dV8s/VOWk6hqn1oSH/cfAZ/T
9MoP3lD8PL1Ph8aHMbDh473A97l58/h1tKXuCS/8rYcaglm3lLX1V7j6stz9T/dfa4868q8e4PfL
Pym18Ufm1fnN64J8+5efzUdbE3beVtb+xE6Qi1rI3qsy8VFftLxqw8CMfyu9cUfmk6va+GXyT/yn
5nl8w2k1y+k3ukrG/BEv0WN3pUEqqs2wI75TlxcBqwfc3YcvGLox96eZU2uxV2KuxV2KuxV2KuxV
2KuxV2Kvmn/nJ9uPnPSm8NOH/J+XNvof7qXv/U6bX/38fd+thflHzh5zsLKW00GaL0LeSS+eF1tW
kDR27TSSKsw5sqxWhY8agEL+0y1ckYk2WeOcwKDJ4L/82rzRIgLiGKyvEe5jiMcUdY79gks1fSoF
/wBNP2enbcDKDwA8m8DIRzTWG9/OP9G3uqG/01oUc3NyvG3WRmiiimMgR4xWirG1F79sh+7uqZHx
auwkPmvzJ+YegXT/AF/ULYyv6lusECRBAGiSNuKemlA0aKu3Sg6E72xjCXINWSeSJ3LG9c84eY/N
NlZ22oXcbrpaMLZWSOD4SqgqXFA2yrQVrk4wjHk488spbFj7XT3BdpOYkb+UcUqBt8IULT7smJMK
WW13GnGCREk7jntxr2NVxtTHqqmRYL2IxmNw5BURtsKmvElDQHBakbPR9PNk0dybiyuLpuKCOWKQ
p6Lcv2jxcEMNt8oLg4wKNgn9Cb2o8vK7ytol9LaleAKzh5FeRwIyHSLj24hSu9flkST3tsRjP8Mi
Pf8AsQ8yeWnaXjpeo83HG3UzjkHAof8Aj3owqV22xs94Xgh/Nl+PggL2OKOVns7e5tYUCLIs9WZZ
CKkFgigDfaorTJA97VkhR2BA80K0auhkkuByAqQTv8hhtrpJb668oGGW3uhJDq4Y0vYSssLAk09R
OXqIVU70r8slZdljA4Q9B/5xtt9OTzPcy29zDJM2nTBoE9QyIouIRUsV4cTT+Yn8cq1P0/Fy9J9Z
9zMvzn/5TH8t/wDtsp/yft8lo/oyf1f1rrvrx/1v1Jv+Yx1V/MGjx6RZzXF5FFNJLJbMiS+iXj2V
m1HTGIDoCwpIvY0rvr3ZMYh8uea0UztFqT3VxLLPLDHe3IMLQoRHDKf04gd3ASn7P8wXaiqtfad5
/ng4C01IW9FuRHHJ8bu9vFbPB6h1kMrInrPswUPR6llPNV0Hl3zvJ6SSC5VLV55BJNJO4kP7t4lU
jXJHLeqgQ+psV5D4Ax5KtxeXvOc+orawxX1vbSiyY3PryMsISOMTgga0zerzWrMIiPtcvU5Esqg0
g/MCDSY4rPT7+W7DD60Jbn1mcojSQejMdZEhjimqsqu37wNSgA2VRX6I81ywWlte2c088dybS6dZ
Q9tKrSTKs0ETasGjdYOTSFqtUgqPhOKrP0T5+OnyTpaXEmqT23G5hllkuESSOULE0MUusosMnphW
SVWD7MxKn4cVQ9r5a88Lx1i7trtb5I1l+rRzTIhuhF9Xjcqdc9F+CBXbkKsqkcqsKKrrXyp5xhgn
mubiVdL9aS2s1XUL1ZTa/WS1rQ/pNIyxI415BviVR8PIYqs1PTfO16ifpPR3ktbeN1l5mLg0axqo
VZX1UFXZWfjMw5Bwh6ICVVDTtA8+NYxabd6dqdvpHotHChmaGfjNL68nqsNdLHoFWvxKGKnatVU+
nh842eqyafdpealFJzmnezuGgB5Su4SFP0l61vyEEfFyGUUdQBzZcVT78r7fzQh1ifXIJ7VbmeN7
W3uZGlevE+s6sby/CxuxHFBx49PiFMVZ1ir5l/5ynfh5t0xvDTl6/wDGeTNro/7mXv8A1On1ovPH
3frYh5R8y+XIvy181aOzRW2o3EUct0lwstxJflJQLVbThNZx2/1WRhI/L1WYEtxKoUyqVmYLkRoQ
IQ+kT/lxHZWsHmC11qK6mtgZHtY0H75ihhaL1ZWV1dVf9gdqDviZy6UyEYVvaJuZvyVW0nS3uPMy
3J2jSY2arVSeSPQUodq/DsRkQZ30YkY/NMn1b8lvq0SiDU7i6XeZZQ3BqqxIWkp6njx3HffwIM/J
B8LuKTa7d+TnNmmhm70+H0pUvJL1OdGIXjwKGZhVuVCoBpT55OJl1asggfpYVPeTq5t4WciuzCtW
p3FQrAZK0CI5qTXM8MqyXMfJWbdpVJ5Gh+GpBpgJpIiCNmQzW0s1vbyjS0hjeRGFzE6lOBAHGtSB
uakk7e2G2ovWPJEmu2slzJpwpG/COQf6X8ZPIqqtZ/HtQt9oV45Rkpo0ZkLr9P6GV3DebILK2aK3
t7WSAg26BdVaVuVCo9OTmf72Wilh9v7Jyrb8U5t5AOQH+mW69p3nWSVo49Qezt6pdSi3h1NQ7RGp
nYPE55KOJYcqVp3wxMe77mOWGUn6qHkJMVuFvZbi5sdS82Rhpf8Ae6G6N5QvBQ+nMrRbuhFBXuPl
WwEc6cSQkbiZ++76ILUdO0iGzeWHUoLkiTgIbf1eTLQkSUdEAX5muSBPc0TxxAsSB+bzbzDe+WS8
kWnQ3Ed+rt67yFeHPk3Mjdqiv2fhFPfLI252MekPQv8AnFhyfzA1EE1J0qYn3pc2++3zynU/T8XN
0o9Xwem/nP8A8pj+W/8A22U/5P2+T0f0ZP6v62vXfXj/AK36mR/mBYG51DS5l0TUdXe1EzL9SXTn
iXkUNJBfulG5RqVKeHWm2a92TF9B/LqBJLWfUNBu5LmOY3yC5tPL/GOWhk4NJbx8qsYEjLr8W6mo
FeCqlqfkq7vdGt45dF1qRkLTxQCLy8zJcTiRHllifhA0ipGoNOqsu9edFUK3kCO4vtQ+teW9Vlfd
CTaeW3juInLzqeTxx1/exgMhbZuLeLYqmrfl3Yxzh4PL956wEQtrwW+go1qQ0cYeL4N2RFUHkDRF
PHegKqUT+RUmvv0m/krUo7iyfhBHbjQVaaMxkRKsjcJY0tUjSOPi4NKCh3oqm1n+XNhY3SW7aLqV
1F9XMM1yI9Gj9QxxPbRM8sQhuOawkgEEKQ1GG5GKpJcfldapM91B5d1yOS8VYbr0IfLLSFKVPqes
pUD4/Tb02o9DzrsWVZFb/lFpuqvNLeC6sEEnKKG4stEduCo0cKArBcjjACxi/lVuO4FAqni/lVoZ
j0+KaZ5E02F4IGWK2hfg7q3H9zFGqqvEcVRR2JqVUhVK7D8i/L9ha2dtb6hcehbkfWYnt9PaO6Tl
8aTL9WH24iYTxpVKA14jFV8n5F+U2hltkeloVItLZ7LS5Vt2YLzeMyWjsS3prXmW6eFKKozUPyk0
W8ufXedeLXKXM8D2WnPHKvqTySxODbglZfrLAknl3B5Fiyqe+VvJeieW7ZYrGFGlVfTF0YYI5jGF
RFQtBHECAsKDcV+EV6YqnuKvmD/nLAkeZtOoKn9HJt/0cSZtNL/cS9/6nU6v/GIe79bwaHUpoI5o
YHkiW5QR3HFyokQOsnBwNmXnGrUPcA9sptv4SzDQfzn/ADB0WCGzsdSpHbx+lbmSOGUxpxAVVaRH
NBx6fPxORMQWYnIDZjj3jiVrqaRJJbl2ZwnEnkTyPwAileW2WA00SBk3BdpJIZXiUAEFYFqooOoF
SxxBYyjSNs47n0pbpJkMcRB+rGT46FwAArD4qFhhtiaUbiRNRWa8N0ovEACwiLgHAFPhCAJ8IHfr
gtkBWxREWrXItDDcXsHpFePC4j5FailPhDP9GHiY8G+wQ+gNfXAntrTUPqnPgJLVpXiE45H4QFBR
6bfCTU12ByILOYoPQtJ88W+j3MkcV3EPVos0ciJKDswFRIrD9o4yiC67GMkPpCfyecrmVIzby2aJ
xYKjQWqkiduX7tQlSOQ247KR23wcAZ+Jl7vsCCT80bmQ+jDc2v2XR0S3t1qr/aDcI1qNu/THgCme
Xu+wL9Q/MzVvVlgvJraKSSMJIr2cFeDKaEViJBYSV5Dc4+GGRy5j0+wIK78+SagGguNQtvicuwEc
UdGYUO6otPlhEQGqfiy5h5xq+mXn6TmaEpcpM7yxPA6yKAXJo/E/CfY5IOfjIERfc9Z/5xaguIPz
G1BZozGx0ic0Pf8A0q36ZVqPpcnTH1PT/wA5/wDlMfy3/wC2yn/J+3yzR/Rk/q/ratd9eP8ArfqT
78w5/Mg1XS7XSNduNFWaKZpDBp66grlHiUFqVdKep148fE5jYckI3xR4vi5WfHklXBLh+FsMW9/M
G1uLSabzhqd2rqt1JbReXpN4VJdl58OHLiPsKee+y5ac2Gvo+1pjgz3vk/2Ienx+c9KlMvo299IL
eNZ5mNlcxgRNU8lMiJ6hFPsR8n8FOYbnII/mV5eWQJLb6lEDcJbeo+m3oQNIBwZmERCqWIWp7kV2
3xVRH5seUBxWT6/FKyg+i+n3vPkZRB6dBEfjEhpx60+L7O+Koi6/MXRooppbS1vdSW3jSWcWUHqM
gkRpFV1ZkKvxQnid+m3xLVVfB+YegTRowh1APIGZYv0deM1EuDbGvGJhXmK0rXj8X2d8VbuPzC8v
QT3UDx6gZbMhZgmm3zgliAPTZYSJOtfgrtv44quuvP3l62mhhlF56k/ocFWxu2A+tMVi5MIuK/Ev
FuR+E05UqMVXWnnzQbtA8Ud+AQxPqafeoRwRpCGDRAg8V2B3rQdxiqhefmLolrFLL9U1OdIFVpPS
067Jo4BXgrRqZOu/AHjvypTFVU+fNJDRoLTUWlmmgt4kFjcEM9yKr8fD01Vd+bMwC03O4qqs0/8A
MXy1e3tnYf6Za3l7GZYYLuyu7egVnVg7SRqikGNure/QjFU/tr+xul5WtxFOvjE6uOpH7JPdTiqv
iryfzR/60R5O/wC2dc/8mrvNhi/xaXv/AFOtzf41D3H9L03UNVsNORHvJfSWQ8UPFmqRv+yDmDGB
lydhKQHNA/4w8uf8tf8AyTl/5pyfgy7mPixd/jDy5/y1/wDJOX/mnHwZdy+LF3+MPLn/AC1/8k5f
+acfBl3L4sXf4w8uf8tf/JOX/mnHwZdy+LF3+MPLn/LX/wAk5f8AmnHwZdy+LFjNxq2ofWF+qebB
HalX5iWy9Rw7Vpx+AVVa7VPbeuTGI932uJLjvae3uTDRfMS2zyHVdfTUEYARqlm8HEjqaqDWuCWI
9A24pSH1S4vhSbf4w8uf8tf/ACTl/wCacj4Mu5u8WLv8YeXP+Wv/AJJy/wDNOPgy7l8WLv8AGHlz
/lr/AOScv/NOPgy7l8WLv8YeXP8Alr/5Jy/804+DLuXxYu/xh5c/5a/+Scv/ADTj4Mu5fFimNjf2
l9ALi1k9SEkqGoy7jrswByEokGizEgeSIyKXk/5z/wDKY/lv/wBtlP8Ak/b5sNH9GT+r+t1uu+vH
/W/Um/5r39tp62V5JolvqMqLKEu7mKylWIFGqgF1d2TVZa/Zr8PId817smFWOo6RLd2kQ03y/DDB
cNAa2GnII0jtUluYAP0kXSSXoOKHiF+IMtHKqXX/AJn8sXl+1tFB5du7IQme89K20hxNLZWkhjk+
LVVbglQqhlqApHIKeWKom/12K8kt4L208trp6WyhZbmxsJox6yyXEjoo1Wog9S1cuKfaFasoLhVf
b+btF1BYlS30NpHljitB6emyLFcGOaWElV1SqtJJMUjWN9yJa7OGVVD+X9Z02e3jT9GaO9rqBlF3
dmz0xIJJJTJDa8YxqT/C/pyqVb45FVqMCMVV7bVdHbXLB9MtPLs5to47i/W3ttOlntqyK8glmOqh
4Viml5H042VHH2iNyqhbTzBZ6iLe4Pl7SdVltpGukt4bPSTJ6VwvCW4t0h1SclRdK3qN8X2l7gnF
Vz+adNtruK0bTPL9nZ26mO0uZbXTljSVJIVljRDqalfRueEzBgGovHjyoxVRL+ZrC50CC7k0PTLu
UQy26pHZabeJHJdrPNcyI0OphBBKIpCyepUsWZjToqhNC1TQrrSLCG90rRbW00q6u7KW+urWwtra
yjkaP14poHv5ZOTxzSR05Gr7kNszKqun6tYxxRTJo+iX8Cvb31o9lZaTEvK2Ki4miJ1ZiWhH7nn+
w1Oq4q3deYYWRtRvINBeTncrLZTWel/XmgUq9wFkGr+izGKUu/QCjFl+yCq9B/Kn9D3GlxXkUenx
Xrwq8cFrb2sE8ccyRyuz/Vp7paTu/qgcvsstan4iqz/FXk/mj/1ojyd/2zrn/k1d5sMX+LS9/wCp
1ub/ABqHuP6WWfmF/vHaf8ZG/wCI5j6fmXLz8nnt9c3UAi+r2jXRkcI4VlTgpH2zyIqB7b5lFoQH
6Y1n1uDaJMI+XH1hLCVpWgagbn+GCz3LQWjWtbIY/oKccRUD1oN9wKD4veu+NnuWgqfpfV+UdNGm
KScat6sQKVVSeQLV+EkjavT5Y2e5aSTzD5pX9HehcxXWnzOy+r6M0STQq1OJZiWC8vv74Rl4TdIn
j4hV0kUV+8cx9LUtTnmFCsDXsDfFTi1VqnIKRx6+4yw6kfzQ0DSEfxSUp9Uikmdo9V1VyKTLDHeQ
k1PElAnX4Kmvagrj+ZH80KdIb+qXzZdpHmq4voQlrYTXXpQKzTtJCOb8ehoQKt34jvlXHfIORw0N
yjP01rRVyuhXHJVBAaa3HJiRVQeZ6Ak42e5aDcWs60y/vNDnjahoPWtyKgE0rz7nYY2e5aDf6Y1Y
cq6LPQRhwVkhNWKglB8QNQWpv4Y2e5aTGzmmmtklmga2lYfFA5VmXem5Ukfdkgh6Z5H/AOOCn/GR
/wBeYWf6nKw/Sn+Utryf85/+Ux/Lf/tsp/yft82Gj+jJ/V/W63XfXj/rfqZn5x0zzTdC2n0C6ZZI
GUyWTTxWsMoEiueUrWl7JUhOFFoKMe9Dmvdkxk+XPzbmt4nGrm2kiRC1u09m7TPIXMiySrplE9Gq
hGVTzA3AO+Kqx0L8zklSRJIbmWCIok1xe28bM8kkZk3i0o/D6cZH2Ru7fDsrBVBx+V/zcWwuIxqa
reyS80uZLy2m/d8AgQJ+iYkULzdxxQfEACaMaKppa+WPzBklKXOttZwTLI0ksD207xu6ho1VJLFF
YROxQGq1VQSOTGiqb3XlDVJ7gufMd4LWqlbMw2LR/DO0wBJg5EAMsYoQwVa15HliqufLOoekipr1
5FIOHqTJFZFnogD15270EjguadCaLRQBiqlZeUdRt2iEvmXUbuGOJYXinjsP3gEwkLO8dtG/Jl/d
kgjbf7XxYq3feVNUuLD6vB5kvrW4G4u1isXctxIPNXtihBO52HgKDFXP5S1Fr6K4/wAR6gsMQf8A
0NUsREWdXUNUW3qVX1NvipsKg71VWHyjq7RxK3mjUAU5GXhFp4EjMBuQ1s/2WBYb9964qqxeVLxb
gzya9eysqssCmKxCxF4vTLJxtgd2/eENUFgKim2KrF8qauHmY+Zr/wDerKqqsNgFQyOzK6g2zHlG
rBRvQ0qRUnFU602yeztEgkuHu5E5f6RKsauQWJUERJGnwj4R8PbffFUViryfzR/60R5O/wC2dc/8
mrvNhi/xaXv/AFOtzf41D3H9LLPzC/3jtP8AjI3/ABHMfT8y5efkwfMtx3Yq7FXYqtKIeqg/MYqg
rvUdEtZCl3c20EiKJOMrorBSTRqMfEHJCBPIMJZIjmQFS3l0u9X1bZ4LlVb+8jKSAMN+q1374DEj
mExmJcjaIWONWLKgViACQACQOn68DJfirsVdirsVei+R/wDjgp/xkf8AXmFn+pysP0p/lLa8n/Of
/lMfy3/7bKf8n7fNho/oyf1f1ut1314/636ky/M68s7bV7E3d5c20D2k8UiQWWpXayLI6ft2EkfA
h1WvL7QNN6grr3ZMfbTWuWhSXV74IkUtnIsdj5gSGRSy21VRL0ovxysSz1Yr8QIVeWKoZre10u24
WGq3hleS3uIEbT/MU0iiYJ6rSIt2rlmaBT8RHBCUcH1PiVTDVdENw121r5hvLW5JM9+JoNYmjJkZ
kCw273a0g9ORw6xggGjVQKoxVQidLK31Ga9vNajFo6yLJ6GsvEI+fpkIkN7KHEazmvHjtxejcKlV
TmsbqCO5uYNY1CB7J3kVVsvMawrcfWC8n7sXyRtCQaAV4dWrx2xVvUtZtbKB7S31y/S30+f/AE+M
6d5gnuRBI6FSkxuKqnpW7Vl+JSeRFORBVQgluaSWqa1efXr9ZLq1mOmeY+COI5vVjET3ryRkwPyS
McRyUMORC0VRsU7C39CfWtTNlbvb3KEaX5m9cMQodTI9zIZAY60QhgrGrhmG6qmNMudNgks/0xqM
KwXU09rcPba5LEIASLesy3zpIoZQGTlVk24CvLFV1la3b68mpLrF6Y7a2EsaTad5lB4CqTKUlu/T
5GRQ6KULUpsfhbFUNDF6mnyafPqWqNJOEs47l9O8yIfRWX1F9V47l25cmfl6jRmmx4hSCqjGvraw
1qMtqGoy6Y08kt1BZ6X5h9QuJCzsJYbn0k5SQ1p6RBB6cHOKvTvL3mvSfMEQm0xbhoDEkwmntp7Z
SsjOi8fXSMsT6THboKE/aWqqcYq8n80f+tEeTv8AtnXP/Jq7zYYv8Wl7/wBTrc3+NQ9x/Syz8wv9
47T/AIyN/wARzH0/MuXn5PPr69S0iErRyygsE4woXYV70HbMolx0Avma0YA/VL0Ary3tZhsK/wCT
7YOJNNv5jt0EnKzvaxlQQLaRq8hUFSoIbw2x4lpx8yWwVibS8opKn/R36hgvh/lden3HHiWlp80W
vprILO+KsWH+8stQVAO4IruG28ceJaQV5P5b1G/H17SJ57hSbcSzWcjLQN/OV48a9Dk45SNhbXLD
GRsgF2nax5esVk+oaVdWwYj1RFYyrUrUfFxX9nfBLKTztlHFGPIAI7/E1pUAWl6SVLD/AEWYdATT
ddjtsO+R4mVL5PMVsgqbW7NIxN8NvI3wtQAbA/Fv0x4lpafMtoIfV+q3pG44/VZuXwlR9njX9v8A
XjxLS5vMNqrAfVbw1HIEW01KcOf8v0fPbHiWkxt5hPBHMEaMSKHCSDi4DCtGU9D4jJIek+R/+OCn
/GR/15hZ/qcrD9Kf5S2vJ/zn/wCUx/Lf/tsp/wAn7fNho/oyf1f1ut1314/636k9/Mm/0uO50+2v
9Pnugqy3Mc8TaagURj4lDahJEak8d4+m1WAzXuyeY2Gj/l/5gu7TTNHt5LloxHMtva/4Vmd3kg4T
zmKkvH0vSUPw+HlTipUVCrK4/wAtLe1ntdRi0y9uJngS1ltls9BhWFAeu8XKicQQoZh07VxVSj/L
5LJo5ovLupXEgT0rmRLfy6k8yW88Twj1F9EJ+7UIvGnwr+ywU4qqp5Ctf0Tcy3Xl3Ubu6kS3tpYb
i20GSWcK4b1aJSNv7qNG9RhxFCvH4nxVRbydKJo59R0HXtcN16M9zbzQeW+C+mssHoSAG339NwTw
qKUXlTkMVXQeRbtovqcmna0lrBbLb2RktPLBWJAeRWNURvt8nVlYcfibt8WKusvIKHU1lk8u6jHA
XmtrdHt/LwjhteKuUdIkH7l/UeONau32uVNsVQqflpa2l+Le10TVreNZLeRr2Gy8t+kDApPqcBEW
blJ8VPTZlYfCFUjkqiZPLWsT6fcz3Wla7cTGf63J9Zh8vyyy3FuWaG7VQhrL6apCFPEhdhQ/Fiqt
ZeRIzq9/dT+XdRNzL+6+vtb+XwGeT1BJdRIoZhWTjMfUJYnj8JFQVVXUPI1tcCJ28t302oWBkMGq
/VtANxIU9URlfUTj/eR+svwp8TrX4eSqqttPy/a2tG0FNK1BNHtprd2jjt9C9C5LwmO5ahWpWQbS
Hgj9l2xVnvlbyZonltJ/0fCgnuVijnuFighd47dSsCMLeOFCIlYqp41p3xVPcVeT+aP/AFojyd/2
zrn/AJNXebDF/i0vf+p1ub/Goe4/pZZ+YX+8dp/xkb/iOY+n5ly8/Jgkodo3EbcHIIRyK0NNjTvm
WHHKUSWPmohPT1WBSBSStrUMeRNR+822IFPb3yzih3fa0mOT+cPl+1wsPNI4H9LQVUHmDaVDE9Dt
KKUx4od32rw5P5w+X7XNZ+ai0YXUbYJVfUP1c8iFUBuPx0+Ign298bh3Lw5O8fJbBp/muMP6urwz
cvs1tQpT4abFX3+L4tx7bdiZQ7vtQIZBzkPkkmv2WqLc2n6QvJLxYeLhLaykdt2HM/upAKkpseO3
6yIwl0+1hKc4Hnf+aiPL1vrr6bwsL5beOAmJ47qykR/UrzLUeXnuHG5J+jEiEdq+1MDklvfzj+1M
zp3mr1eX6Yh9MoAY/qo2cJQsDz7t8VPowcUO77WXBkv6vsXmx80GTl+lIAgkBVBbbemA4KtWStTV
TUEdMHFHuTwz7x8mpLHzS0dF1WBHAX4ha1qQDyrWT9pqYeKHd9qmOT+cPl+1UtrPzEksLT6jDLGq
gTILfjyb1CSwPM8f3dF+e+AmPckRne5+xNsrbXovkf8A44Kf8ZH/AF5hZ/qcrD9Kf5S2vJ/zn/5T
H8t/+2yn/J+3zYaP6Mn9X9brdd9eP+t+pm/mvWdX0lre4tLNL+0KyC4gEdy8/IUZTH6EVwPshtmU
b8fi3zXuyYfB+YmuNFFdL5ehe9ZBF9chttWZT60HrQsldOUlGl5B05/BtybkaYqip/zL8zCK4MGh
JLNbStbzRcdV4rNCvKZfUj06XklGRon4gOG7UxVRvfzS8120Lt/h2OSaJY2kgj/S7t+9RypAXSia
c4XU9hsSdwMVdYfmh5wubmK3/wANgPJy5F49ZiUFZCOIdtLKH4KfExUcqjpQ4qjpPzK1aO1s7w6K
0tpcIHka3i1OaQB+ZjCRrp9SSFTly4lSTUbDkqhE/NHX31tbBdIX0SgUsINWZvWE4SUI5sUiYJCe
VOY+LYsB8QVX33nzztaXqxJpttcmOq3kAt9VX0nKOU4zx2twrqZIZF5BKcQrAn1FGKtXH5m+Z7dB
I/l8v6BePUYY4tXLI6MwBt2/Rv8ApCsB1CqAR9qhriqnL+b2oNbyT22hyMvqRpCkkOrCQ+pFKSro
mnOwZZoCp4hhx3rWilVWm/NDXraFJLny+xcrbNNBbrqdxKguI0c8lTT9ivJup7UNGNAqjL7z/r8a
rLaaG08ANx67OmoxuixoWhIj+oszl2Qhgv2dqcuQxVDWv5leYJZAkmg7COSSV4V1WUL6UnBl/wCO
atX4qx4farQUIYNirI/KHmiTXbaR57Z7a4UJMFEN2sJhnXnCUmuYLb1GKbuFX4D8J3GKsgxV5P5o
/wDWiPJ3/bOuf+TV3mwxf4tL3/qdbm/xqHuP6WWfmF/vHaf8ZG/4jmPp+ZcvPyeealqMOn2/rzJI
8deJ9JC5GxNSB22zKJpoAS+Pzbpr1pDdCgqa28vTiWPb/J+/bBxBeFS/xvo4jZzHdDiwQr6Elamv
Sg3FRTb2x4wnhK7/ABnpIbiYrsHtW2mA8OvHxIx4wvC3H5y0h4XlVLnhGAWrbyg0LBRtT3/zoceM
Lwun846XCSHhu6BQxYW8hALKGCkgbNvuO3fHjC8LpPOOlR8ucV18PI1FvI1QgqSOIPw035dMeMLw
tHznpIRnMdyArBTSB23NTtxBrQDfw+ePGF4XDzlpBj9QpcjdgVNvLyHEA7im1a0HvjxheFVj816Y
4Uqlx8XIU9CSq8evIU+H6ceII4Wm82aasQkMdxQlKKIWLfGARsPnuOox4gvCmttcR3NvFcR1Ecqh
05Aq1GFRUHcZIIeleR/+OCn/ABkf9eYWf6nKw/Sn+Utryf8AOf8A5TH8t/8Atsp/yft82Gj+jJ/V
/W63XfXj/rfqTz80dJ1O/GnnTYb+W6jLsjWdy8UaFAGT1IV1DS+ZZgOJq1Kfs1rmvdkxDQ7HzPPc
F3ttXQTh7cyT3r0icSFIpJFGtSEoFA5emoLlWII5AYqubQvMN5BNaSadq0EJislkZbudIndIyZY4
Vj1noYnCUHwB1LFn7Kqsuj+fGsWiuLa+uJbWYzxPBO9n6rPJbg+pMuszSsgj9Wiv7UG3GRVCRaf5
8TToka11G8u769FxPcwXMiwrbTwEvDT9NkxOvquFZWKBgNq8WxVEfobz9d2C2EccqTJLFKyyXN1a
vxmjMPKS4tNZuZWWFowzg7FfsBn3xVDQ+XvPkt0trLaazp0M0xt31JNSeRY7eZiG5htRkYsxlZhK
ImKr6YAqpxVfaeVvzB5WYuUvArRpaXE6TFrmJI2Mh5XP6VjeaJ1uZUXkrOrAMAOKnFUxXSPNbafq
FmkF8dTguJW9SK7e3hlSRG5iCMavK0KyBV9HlxEZNeAqaKpUumfmLFZTwGwv5vrCKIfVupPXgSN3
dY/V/Tkrs7SMjUDqGQcWagAVVUvPL/nqG05WdhqAvGuTdTBbpxbFZGkl9P0k1qIIEEgV6clLV+Fh
QhV02hecNK5HTYrme0XlbWVubidpjSAtFMJZdajV4ayPtxVx2GwYKoqLyx5j1J5IY4dasjFAJYLu
4vrgK05hhQIPR1hJuIZS/GQV+18XIksqzjyHfa5NBNb6pod/pTRJAfXv7pLr1pBEI39MCe6ZFHpg
7vuSSfiJJVZXiryfzR/60R5O/wC2dc/8mrvNhi/xaXv/AFOtzf41D3H9LLPzC/3jtP8AjI3/ABHM
fT8y5efkwG7s7S8hMF1Ck8JIJjkUMtR02OZZDjoZ9A0OQyGTT7dzKeUpaJDyPWrVG+DhCbLH5H8p
JPPbv5ck52hZV/0FWWTiwH7sioYHkSPpyzwPc0HU0SKlt5KjS+VWeQPoEvPdZCbAnkAOR+IKQaUF
N/lj4HuT+Y8pfIoW/Xy59RmitNGa3lDRsGfTHlU1AYfAAu9GK7kEYPA9y/mR3S+RQLCeO8uPQtgk
kcpZpW0dvjq3HlzD/Fs53AHfbHwD3xT+ZHdL5KYt1WZ3gtViQiUBv0I4IUp8SH4lNWR6dADvg/Ln
viv5kd0vkU4dfKMQDPoLyMCYn9PT341XiSePHpyO3XJDB7kHUV/O+RXO3lBlkZ9BevwVrYkMxlHI
UPHr8W/gfox8D3L+Y/rfIq1mfK19cRWn6EeMvz4NcWRjjqyln+Nl41PH6cZYaHRY57Nb/IppJ5a8
vSOHk022dgKVaJDtQDuPBRlfCG6ymMcaRxrHGoVEAVFGwAGwAwoej+R/+OCn/GR/15hZ/qcrD9Kf
5S2vJ/zn/wCUx/Lf/tsp/wAn7fNho/oyf1f1ut1314/636ky/NDy/peoarpd7cvpgltVoRqL26SA
GZBCIvrFveALLMwjZlUMKihrtmvdkxGTRfJUNtJE995eXSWkt7+eI3OnrGjetI0d2hNi0ZMsbxwb
qPgrRuRLFVR/w3ZkfV7vUNAvr9Fhvm0+5n0yjSM7QMzFNMiagkYcZONS7kEdmVWWHlnS7S5W1uLn
y9bahPMZl09JtPmf6sbm2eNEP6Mjb040tpKckP2QOQ+1Gqp2ul6HfTD6jdeWXuGso47C5gvdMluf
WtGhkRUrpYVUiKmPlxb4KHiGpRVE6V5Y0EQQDTNR0RdVSBLYR29xp83KOSyS5iZyunb8JopLlQqK
Ph5klaKqqCvtONnbfWRq/l+ze2sI4mVptO9EwxLFDDdiYadz9T1ok/chSiEKVJ2QqojTdOhS9k08
avo8aESWFvC1xp8d5Lc20snOC4Euns3IfW68AhFQtKBiGVVdY0TQJrdLfUb6w06G7jj9cpewwvDS
4t4rxJIprBIqqXclJFUs78OA24qoC3sPLl/LdpNqPl6/k1GSCVVmvrESC1tzWMjjpx5qkUfpjmSe
DsrEMoxVNU8v+Xf0cl3LeaZLpUd0fX1GOSwlS6tJokQtJDb6d6cjM6Kvp/CfgqH2xVTsdO0m+uL2
TVYNH1i7t4Vlnup44lledZI0jllgTTI5k9J5TDux+FQGX4iQq0untp9Lq01fRrPULxfqtpqcepaf
HLK4llSCQOmk8fWYepFReihgKnoq9T8l+aW1+3d0m025itkSOafTb768Bccn5IzCKIf3YRq9ak/C
AASqyTFXk/mj/wBaI8nf9s65/wCTV3mwxf4tL3/qdbm/xqHuP6WWfmF/vHaf8ZG/4jmPp+ZcvPyY
JMzpE7onqOqkrGCAWIGwqdt8y3HSdNb1otGsmg3CFzxY+rAyr7kh+mRs9yaDf6b1jemg3O3/ABbb
/wDVTGz3LSr+lNVqhGkTcWYBx6sIZQVrypyoaHY7/fjZ7lpBy+Z9QilaKTR5FdN2H1i1G1djvIOu
Di8k0vPmS6EgX9GsVIVuQuLbYNuaguPs4eJabbzJdL/0rHb4Q1FuLaoBXk1eUi/Z3rTb360eJabt
/MN9OjtFpMzsgU8UmtmryalAVlPap3pjxeSKVjqusA0/Q8pPqtHX1YePAEhZPtVoRvSlfnjZ7lpT
bWtZVUYaFcNyFSBLb1U1pQ1f6cbPctBemraszwg6NOqSECRjLB+73oSQH3HfbGz3LSb5JD0XyP8A
8cFP+Mj/AK8ws/1OVh+lP8pbXk/5z/8AKY/lv/22U/5P2+bDR/Rk/q/rdbrvrx/1v1Jt+aMcD32l
JJ9YcustIra91Oybl6sMcRrYLKpUyzKrF1+EHkDsc17smITwWt9E8mk2N3I1shjudPuLjXIWWO5g
eGIKOEThiluTwaE8WcOG+MclVb9PXsF3ewtol0RbMLuK7N1rq8o5JDOqyzmyACoyxAxEtwQuu9Ch
VRl9cCNbDR206+W1vJYVe4h1DzBNPHGFE/JZ47Rz9u5lX45EBRVqRx4oqlthqWl3yTW0+lanHFdo
I7l47nzKgC2/I3BVWtVWNh6NSvPk5JDbn4lV8lzPqklxf3Gi6nDcwtJJJaWepeYYIzMhkYoqtbQW
4i9BGcMlPipHTfdVfLqOoWF60MnlbVEWFCtrK+o65cI8UNzSAP6FtdfG7g8+QJ4j9uM1xVF31yj2
RS50K7a4uljkt1W714zJFbskMUqSx2jSQSt6oEvH4yteZIriqVavDJJDOItD1BzCp3F/5nhdUkaP
0mi4WUvqSHijuAPhblyB+JsVRMV3OkUV9d+Xb+GS5hM6wi+8wz+lPekTLDRLN+EdLZOdNk+JeO/x
KudUTW5bOxsL2X6jJENRka717hDBAGhf6pGtt6TOyKrhVY1cnc0DYqry61HDok+o3Gi35nulCTCK
71+TgrTV5JOtqzqnprHKXRVJ+zx+GpVUR5gl9Vry50G6SSwu55/7zzC9u/q3ccaFoDYrFO1JmZU3
pxFKBjxVeh+UNf1nVJpkk0iCw061ee3klSSdX9eFkCqIJra2PB1ZjzBpttWtcVZRiryfzR/60R5O
/wC2dc/8mrvNhi/xaXv/AFOtzf41D3H9LLPzC/3jtP8AjI3/ABHMfT8y5efkwSUO0biNuDkEI5Fa
Gmxp3zLDjlKJLHzUQnp6rApApJW1qGPImo/ebbECnt75ZxQ7vtaTHJ/OHy/a4WHmkcD+loKqDzBt
Khieh2lFKY8UO77V4cn84fL9rms/NRaMLqNsEqvqH6ueRCqA3H46fEQT7e+Nw7l4cnePkgH8qanP
LJNf3VlezOKLJLYpzUcONA3Lfffce23ZPAeixjkH8X2JVf8AljVbW6hMFjaaknCMShbO3QlU2I5O
6qDTbp0p1pkhHGelMJHMKo38P2q2leWtXuLST1rax0+Qfu3hksYm5kKfjUxSUoVk49T36YJRxjkL
WBzEbmvh+1M7Py5rVjK7WV9aW0UiKJIorJEq6rTlUP3YlqH5YAYDozMcl/V9iMNj5oMnL9KQBBIC
qC229MBwVaslamqmoI6Y8Ue5eGfePk1JY+aWjouqwI4C/ELWtSAeVayftNTDxQ7vtUxyfzh8v2ql
tZ+YklhafUYZY1UCZBb8eTeoSWB5nj+7ovz3wEx7kiM73P2Jtlba9F8j/wDHBT/jI/68ws/1OVh+
lP8AKW15P+c//KY/lv8A9tlP+T9vmw0f0ZP6v63W6768f9b9T0bWPLPlzWuP6X0y11HihjAuoUmH
AsrlfjB25RqaeIzXuyQknkPyTJA1u+gae0DxxwvEbaHg0cJJiQrxoVSvwjtiqMl8ueX5S5k021f1
A6vyhQ8lkUo4NR+0rEHxBxVCWnkbybZrCttollELeNooSsEYKo6qrqDSvxKgDeNN8VWW/wCX/ka2
sP0fDoGnrY+rLcfVvq0RjEs6enKwUqQOcfwH/J+HptiqN0vyz5c0mVpdL0u1sZX5c5LeGOJm58eV
SoBNeC1+Q8MVTLFXYq7FXYq7FXYq7FXYq7FXk/mj/wBaI8nf9s65/wCTV3mwxf4tL3/qdbm/xqHu
P6WWfmF/vHaf8ZG/4jmPp+ZcvPyYFcySx28kkMXryqpKQgheRHQcjsK5llx0qfXdTQOzaPMqRtx9
R5YFQ7gVBLdPmMjxHuTShJ5ovVrx0p2UHjyFzbAV+mTHiTSpL5lmWMPHYGQlOfp/WLcNswUj7ZH8
3f8AZOPEtKZ80XpdlTR5mCry5evagfeJSPxx4vJaVJ/MlzErsNOLhakUuIKld+JHxdSANvce9HiW
mo/M87yxp+jmCsRyk+sWpCqftEgScvh3rQdseJaaHma8KBxpMrVJDKs9sWFKUNPU718dseLyWnJ5
lv2IH6IkALBC5uLbiCdt6SE/RTHi8lpv/E1x6fI6a4cHeM3FrXtWlJSO/enTHiWlZ9Y1hSeOiTuo
UMCJYNyRXju/342e5FBOMkh6L5H/AOOCn/GR/wBeYWf6nKw/Sn+Utr5y/wCckdSvrfz5oSw3Msa2
trFc24R2URzG4k/eJQ/C/wC7X4hvsPDNx2eB4cnSdpk+LD8dWEy/md5whcL+mtRfatfrk4/42zJj
p4Ech8nDyaucTVn5tD81/Nw/6W2of9Jk39cl+Vh3D5Nf53J3n5rx+bXmwf8AS01A/wDR5N/XH8rD
uHyR+dyd8vmVg/NrzpvXVb2lTxpdT19q/Hv92D8rHuHyT+dn3y+bf/K2fOBYM2rahQbhVu5gK+++
+P5SHcPkv52ffL5rJfzY84P9nVtQUdwLycH23DYDpYdw+SRrZ95+a1PzW88KKDV71ga1LXdxyoad
PjpX6Mj+Tj5fJl+el3y+bcv5redZAAusX6kChYXc1TT/AFSF/DD+Uj3D5I/PS75fNTX80POYkDfp
3UvhFABeTEe9QzY/lI9w+S/n595+bovzR8586ya3qBTrRbucb+1XPXB+Uj5fJJ18/wCl80VH+a3m
hE4nVtRNPsn67OTT3qSTkvyke4fJgddk75fNCN+ZnnNudNf1RQxJoLubapJ2NSRg/Jx8vkz/AJQn
5/Ndafmd5pi2l1nVpfGuoXHUdKfF/HIjRx8vkk6+fn80wg/MTz/LFJPpl/qcgjLc/Uup5V3FRXk5
6exyrLgjHoG/BqZz6n5vcPyC1zzFrPk67uteuXurxNRlijkkbkfSEMLKAattVj3zW6iNSdvpZXH4
oHzR/wCtEeTv+2dc/wDJq7zJxf4tL3/qcbN/jUPcf0ss/ML/AHjtP+Mjf8RzH0/MuXn5MHzLcdSu
Le3uYWguI1mhfZ45AGUjruDtirHX8gaT9Zlngke2Mn2VijtwI/iDfATEW7dyckCB/CGuUJE/UVOX
8u9MkgaE3MtG9M/3dvQGOp2HpbcixJ+eHij/ADQg45fzpKc35b6ZM3KS8md6BS7R2pOx8fR3+nHi
j/NCPDl/Ol9n6l9v+XWlw8wLiQrIpUj07dSKigYFIlNV7Y8Uf5oT4cv50lh/LjTvUdheTICW4Kkd
uOKsvErvEaggkHxw8Uf5oR4Uv50l3/KudLBqtzKp2LMI7apIrxJrFTavYYOKP80L4cv50vs/U5Py
50yNFWO5lDJzMT8IAVZwAGHGNaMvGoIofuw8Uf5oU4pV9UlfT/IGh2k5kkUXqMpHpXEUBAJI+IcI
07CmRlwkcgzhGQP1EslyLNvFXovkf/jgp/xkf9eYWf6nKw/Sn+Utr5j/AOcnX4+ftO/ydLhb/p5u
M2/Z/wDdydJ2mP3kPx1eRNOXcNU7UAI65n4js63Uj1vQLy4v5NSudNOt6TMjrJJd3R0r05k3/eJS
SzSZJONaKhpQUqOmUgCro/6b9rkSsyI4o/6Xf/cohotRunglk1SwlFwf9Hu5dFLNK9vMRbcn+qvz
9c/CeLNWnFgRTBYHQ/6b59WRiZb8Q/0ny6dUvmXR7y1a3uvMejIb6QRzNFpbxPCsDMI5I3itoyqy
BRyAoTX4hktwdoy28/2tXoIoyjv/AEf2MLvYYoLqaKC4S6ijdlS4jDqkgBoHUSBXofcDMkGw4cgA
a5qBNR3xQ2CDseuKEZpukanqP1n9H2z3X1WMzTrEOTCMEAtxHxECu9BsN+mRlMR5s445S5DkmCeR
/Ob231mPQ794KcmlW3lYKKBvjIU8fhIb4uxB6HI+NC6sNn5bJV8J+S258n+arR1W40a9QuSFYW8j
AkMEYBgKEq7hSOxNDvhGaB6hjLTZB/CVGbyt5jiEjSaVdx+kC8iyQyIQqp6jHiwBoqfE3gNztj4s
e9fAyDnEvaPy+168/QK6ZqDwzXXlmaC3sp0mXTrjT47G3k0bVNaVNQurqCawtYCVjkSFVkn9TnAj
VbOZlzewHJB2Pm7W7HUdNsvLVrpul+StT1oNbvqGqWcn7u+tbhPQsbTQpRaQQq1hdRxJM0vq3LK+
8nMqY8wsuTxy3udPW1eKRnWYuGC/CYyoH7RLLQg9PhP9d7qeYeZ0Y2L6j/IGHT4fJl2theJfQ/pC
QmdFkX4vQhFG9QAk0HUbZqNT9Xwd5o/oPvQXmj/1ojyd/wBs65/5NXeZGL/Fpe/9TRm/xqHuP6WW
fmF/vHaf8ZG/4jmPp+ZcvPyYPmW47sVdiqV623mUGA6Itow+L6yLv1B4ceHp/wCyrXJw4f4rasvH
/BXxS1X/ADFKSlotLDFB6ABnNH5CvLxHGuT/AHfm1Dxv6P2rll/ML11LQaZ6NTyUPNy47U3p1Hyx
rH5pBzX/AA18XTy/mCXIgg0wLQUZ3mNKj2A6HEDH5qTm6cP2uMn5henDSLTBIC3r/FMQRtx4+B61
64/u/Nbzf0ftTbSDrBsl/SwhF5U8hbcjHx7fa3rlc6vbk3Y+KvVV+SOyLN2KuxV6L5H/AOOCn/GR
/wBeYWf6nKw/Sn+Utr5d/wCco34+frT/ACdHib/p5uc2ugPok6btEfvYfjq8g0pkkki57o0ihh3p
UV7r/wASHzzM059DgasfvN3vEuoeZ0lubNk8ypHEDJbW8UV4lbaKJ4ytX1GUAF6nYMaLt3GYoEef
p+z/AIl2BlO6qf2/8Ug5bgroV7pk2k6wYZJXuJbU2d+0CqrRStCwXU6FN05MwqvLxNRID1A3H5j/
AIlrkfSYkS+R/wCKSLV/LcknJdI8oevIJ/RdXguYRH6iKIwrJfz8iZJv2u4XfqmWxyd8vu/4loyY
P5sPv/4pQv8ASdZjiKSfl5b2gSVUYE3/AC9VokYqS11yp8QYDtWnXDGY/n/d+pjLFL/Ux9v63nby
F5WZVEYYkiNSaKD2FSTt7nMoOCaaHJTQile5G2KOa8qeppQ9D2wsbWNQNudvY1wMmzx5fCeQ99sV
XNGwAJWi+Iw0gFmdlrkmt/l7rfly58zWUNrqt9FJLp1zpstrDawpo1xfAK8dLqZIL+CCzh4s5QQR
KFeORYW5s4J39J+T1w1OOvqj8wmnk+30nzZrlt5y82+ZrW68yaCAsf1qc2EFEvJNo7fUtPlNwssZ
mu0eOZGid0hSO3CoyGODJf0n5IOpxV9UfmHmNxOvHgoCdzuTm31PMOi0Udi+oP8AnFqVpPy9vq/s
6rMB0/5Zrc9R165qdT9Xwd5pRUfimvmPSNWm/PfypqcVlPJptvYXCXF6sTtBGzRXICvIBwUksNie
4y7HMfl5C97/AFNGWEjqYGtqP6Xol9pljfoqXcQlVDVQSRQn5EZhxkRyc8xB5oL/AAp5f/5Y1/4J
/wCuS8WXex8OPc7/AAp5f/5Y1/4J/wCuPiy718OPc7/Cnl//AJY1/wCCf+uPiy718OPc7/Cnl/8A
5Y1/4J/64+LLvXw49zv8KeX/APljX/gn/rj4su9fDj3O/wAKeX/+WNf+Cf8Arj4su9fDj3O/wp5f
/wCWNf8Agn/rj4su9fDj3O/wp5f/AOWNf+Cf+uPiy718OPc7/Cnl/wD5Y1/4J/64+LLvXw49zv8A
Cnl//ljX/gn/AK4+LLvXw49zv8KeX/8AljX/AIJ/64+LLvXw49zv8KeX/wDljX/gn/rj4su9fDj3
I+zsrWyhEFrGIogSQoJO569a5CUiebIADkr4Evnf/nIryH5z17ztYXei6TPf20+nR2UcsKhkW4E8
zFZTX90tJU+OSi++xpsNHkjGErPR1muxSlkgQL3edW/5C/nOihH8t19xe2I2+Xr5PFrREU15+zzO
VgoiP8jfznNeXl5k2ptfWRr7f32WfyhHu/HyaT2XIcj+Pm2/5G/nIpIi8vMy+JvrJa9CdvXPfH+U
I934+SjsqXf+PmqJ+Rv5xhQP0EykkFh9dsqCnQ/33UYf5Qj3fj5I/kuff+Pmr3H5CfmpHZxS2+kt
LOxYSWxubNClOIU8vXKnlU/KmP8AKEe78fJiOy5nmfx80MfyF/Nz0+Y8vgNUAp9cs6713H72m3zx
/lCPd+Pkn+S59/4+bpvyI/NsRj0/L7u1fsm8sQAPc+v/AAxPaMe78fJY9lT7/wAfNWg/ID80nsGl
k0YxXivT6sbmzKsh6MsiznevUED2riO0I934+Snsud8/x81lp+Q/5ttKqSaCsKt1kku7Mqvz4TM3
3DCO0Y934+SJdlT7/wAfNMLv/nHv8w1tGuLSx9ScUpaSSWsbHfejLPIm3+tg/lGPd+PkgdlT7/x8
0DD+Qn5tuDy0dYdiaNd2p3p0+GVu+2H+UY/j+xP8lS/H9qlH+Qn5tl19XQOIr1W7smp77zDB/KEe
78fJkey59/4+aLtf+cf/AMy5aLcaW8G+59ezdaV3O1xX8Mf5Qj3fj5Mf5Ln+P7UDP/zjz+bEk7Fd
HVY1JVGa6tKsvYkCU0rlOTVRmb5OVg0k8YI5veP+cfvJvmTyl5OvtO8wWn1O8m1KW4jjEkUoMTQQ
IG5RM4+1G2x3zCzSEjYdjhiQN3//2Q==
uuid:09196c2d-7985-2a45-8263-4b190c55215d
xmp.did:b7017e30-c294-4882-ac61-30f63275a02c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d8b1e18d-4b86-224d-a9bd-966bb3c3f592
xmp.did:40f2e850-89ce-4f2f-b1b6-29ff293f73dd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:73e2b2fc-1b73-4681-8069-45209fae571a
2023-05-12T14:13:34-06:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:b7017e30-c294-4882-ac61-30f63275a02c
2023-11-15T11:24:22-06:00
Adobe Illustrator 28.0 (Macintosh)
/
EmbedByReference
/Users/marianablanco/Downloads/9be12823-5aea-4865-815a-1363b5c5e46c.png
0
0
EmbedByReference
/Users/marianablanco/Downloads/UNFSA RC Side Event_Folder/Links/3.png
0
0
EmbedByReference
/Users/marianablanco/Downloads/UNFSA RC Side Event_Folder/Links/2.png
0
0
EmbedByReference
/Users/marianablanco/Downloads/UNFSA RC Side Event_Folder/Links/1.png
0
0
EmbedByReference
/Users/marianablanco/Downloads/UNDOALOS_Logo_Blue (1).png
0
0
EmbedByReference
/Users/marianablanco/Downloads/UNDOALOS_Logo_Blue (1).png
0
0
EmbedByReference
/Users/macbookpro/Downloads/Diseño sin título (2)/3.png
EmbedByReference
/Users/macbookpro/Downloads/UNDOALOS_Logo_Blue.png
EmbedByReference
/Users/macbookpro/Downloads/UNDOALOS_Logo_Blue.png
EmbedByReference
/Users/macbookpro/Downloads/croppedSIDE EVENT-FirstPlace_UnderwaterSeascapes_Nicolas-Hahn_Argentina-2.jpg
EmbedByReference
/Users/macbookpro/Downloads/Diseño sin título (2)/2.png
EmbedByReference
/Users/macbookpro/Downloads/Diseño sin título (2)/1.png
EmbedByReference
/Users/macbookpro/Downloads/croppedSIDE EVENT-FirstPlace_UnderwaterSeascapes_Nicolas-Hahn_Argentina-2.jpg
/Users/macbookpro/Downloads/Diseño sin título (2)/3.png
/Users/macbookpro/Downloads/UNDOALOS_Logo_Blue.png
/Users/macbookpro/Downloads/UNDOALOS_Logo_Blue.png
/Users/macbookpro/Downloads/croppedSIDE EVENT-FirstPlace_UnderwaterSeascapes_Nicolas-Hahn_Argentina-2.jpg
/Users/macbookpro/Downloads/Diseño sin título (2)/2.png
/Users/macbookpro/Downloads/Diseño sin título (2)/1.png
/Users/macbookpro/Downloads/croppedSIDE EVENT-FirstPlace_UnderwaterSeascapes_Nicolas-Hahn_Argentina-2.jpg
Print
Adobe Illustrator
False
True
1
595.276000
841.890000
Points
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
DINCondensed-Bold
DIN Condensed
Bold
TrueType
14.0d1e1
False
DIN Condensed Bold.ttf
Helvetica
Helvetica
Regular
TrueType
17.0d1e1
False
Helvetica.ttc
Helvetica-Bold
Helvetica
Bold
TrueType
17.0d1e1
False
Helvetica.ttc
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
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
C=100 M=31 Y=0 K=41 1
CMYK
PROCESS
100.000000
31.000000
0.000000
41.000000
C=80 M=10 Y=45 K=0 1
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
Adobe PDF library 17.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 37 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page/PieceInfo<>>>
endobj
18 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 45 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page/PieceInfo<>>>
endobj
39 0 obj
<>stream
HWr8}W*&:_3DAޯ u<3[JD>>qpɗ.9鈢Qݲ%Q<47X}Yt_w~Zc*쿊W_,4wC'=T=So!/L>(I\)c{AP\ܮz䵦7yĞEq{r%)~`P;6:zę۹|?f~gf{R;S쏜Ql9iPJ/U*iAФRrFEV/JQTҽ.
(SgCw|:0\!2/*jC\m
}=lϦӥP%eQNB2TkUWs, F(' (-bkIT(q;(a,(Թ^EJ4q*m.u9duѷ{m@Xx#0 ,˕E\ e$WwX\X\oF6zU wOSNee?VwmAvց~aweӣjUYv*ڷH3B&=jP͚A2+)ee M$tQWAGeT3]ї}`#`ܪe%ET1Lm&Bdk?