%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
nov_de-palo_v3
2020-10-27T17:35:22+01:00
2020-10-27T17:35:22+01:00
2020-10-27T17:35:22+01:00
Adobe Illustrator CC 23.1 (Macintosh)
192
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7
FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqo3t7bWVs9zcv6cEdOb0LU5EKNlBPU4QL
YykALKV/4y8t/wDLZ/yTl/5pyXAWv8xDvbHnDy4f+Pv/AJJy/wDNOPAV8eHe3/i/y7/y1/8AJOX/
AJpx8Mr48O9w83+XT/x9/wDJOX/mnHwyv5iHe7/F/l3/AJa/+Scv/NOPhyX8xDvcPN/l0/8AH3/y
Tl/5pw+FJfzEO9d/ivQKV+tf8k5P+acfCkv5iHe7/Fegf8tX/JOT/mnHwpL+Yh3t/wCKNC/5af8A
knJ/zTj4Ul8eHe4+aNCHW5/5Jyf804PDknx4d7v8U6D/AMtX/JOT/mnD4UkePDva/wAVaD/y1f8A
JOT/AJpx8KS/mId7v8WaB/y1f8k5P+acfCkv5iHe1/i3y9/y1/8AJOX/AJpx8KS/mId60+cfLg63
f/JOX/mnHwpdyPzMO9afOnlkf8fn/JKX/mjD4Mu5fzOPva/xt5Y/5bf+SUv/ADRj4Mu5fzWPvaPn
jysP+P3/AJJTf80Y+BPuR+ax9/3rf8eeVB/x/f8AJKb/AJow/l59y/msff8AejNL8zaJqlw1vYXP
rTIhkZeEi/CCBWrqo6sMjPFKIshnDNGZoFM8rbXYq7FUl85f8o3ef88/+Tq5KHNqz/QXmqLvltuv
4VVUxtlwqojr2xteF3okHph4l4VpTfCJI4W1j9slxLwqwjPHCCtLlTDaKVVjyNsqdJHvhQQsKUGN
rTvT/DBa0t9Pbpg4l4VGRPDJgsSFCSOm335IFiQh3jyQLClJlpkgWJCgwJyTFZ6RJpTDaaZd+WqB
dcn/AOYV/wDk5HmNqT6fi5ei+s+56TmE7N2KuxVKPNi8vL90PH0/+Ti4g015fpLzxYSDkuJxKRUc
FabZEyZCKE136/b6PdzWClrxIy1uqxmUl+w4Dc1x4mcY7pfqF5r76Heahp0TLLFaXP1S0lhb1pbm
NiIWMZoVR+FQOtG3pTHiSIBJP8T+aLf9F2k9gHvdQNwqyyo8Cs8SyuqAHjxqUjRS/Etz5cRQjDxJ
8MJv+m9RVBdSW09vFHFemSKS2mVKwt+4eRynwho05faHXBxr4QQlj5m853I0CWPy+JLPVCDeXKO/
GKNmjHIArVeKuzfH9rjt1GTGRTiCc+YE8yLq+lWuk8Ut5zIb6V4WkVVQoR8QHFSy8qVI+fYyM2EY
Dqkg82edgyA+WpUZZJ/WDRzNWOMRNGF4B1Dyc5F+0wqngwwcZZeHHvRes+ZdZ0+zklgspLy4e/8A
q8EckMsJMcn936aMiM45bMRWn2jth4yjwgSrXWoapGl2qfW2MOo26xv9TkLNaM0bThAIaMopKvKh
NKb1KkvGx4Ai9H1TVrvVtTsrzT3tbe2dTY3TKwWZCWDeK1FFP2tw3QEHBxKYCghtT1TV7aa9S2gk
n4SwJDW1uGjVH+GVgY0/ecPtbHfoMHEy4AlcvmDza3ryxaMY41SH0o5EmL/vfR5SfCAHEYkkrGKP
8H+VtLjLHw496yDW/M88UizaYba5aHlCpjmcCURJIwZiFShLMo3G48ckJlicce9VuNU1YSTLBaNI
sdr668opUMktG/drzAUGoU0LV3yfGWvw49SqWN3dXeipdXcEljctG3rQqpZ0ZaglFZat0qvw7+GW
RlYaZwAlQ3Si21bzCb7SbY6c8tpPAp1C+kDRsk1GDr6fEcaMoO9AeXw9MiJnbZsOKNE37mTCKooO
njlhLTwso/L6PjrM3/MM3/JxMozHZytIPV8HoGYzsHYq7FUu8xANo1wD0+D/AImuRmdmMhYYWlkW
NQNsq42rgR0VilByNK9MgZtgxsb1XVdbstc1KOKxkuNP0/T0uYEjgnJuriRpA8Qm4NHWNUQ8VNfi
770kDYZcASu08763eXkELeWruzt54C8k8kF5WGURBuDKbZeY9T4fh3pvx7ZKvNeFVtvOF+2q6Foi
6fKLvU7I3N7NIkiz2/CKRndrb0uQAkh4Dnx5Fhw5UOK8KMsdR8xNbaXLLY3bzXFlNLc2/wBUuIib
lAvGNi8XGLkQwHJh91MU8CbeS73V9d0I6nfaTPptyHZRZTB0kYKoIIEyQnflTwqOuJNFHAxPT/Ov
nmO7WG+8s3UkdzqTwJMIbmNYLbhbkVLQAycWlm+PiF+DrT4sstiYJ7YazqpjtWuUuy36Rntph+j7
hedurOIpCPT+BePA8uhwGS8KJ8ta7faxPqcd5pVxprWNwYomnjlVZo9wsiNIkYbdTXjUdN98TJiY
sbPmXzSdY1eOfTriCyt7rT47Pha3EzGJ7h1uzzSFkf8Acxq/w1ChvtV6PEvAHT+efMiXl3Enlmcw
wXIgS4K3RCp6joJXVLdy4ZUVh6HqU5Dlxw2vAHXXnrzNFJqsf+FrkiwWNreQrPxuC7RA8CsLdpGI
8OPxcd6NrwBNtHv9Uvtaube6tJre2FjZXEHKCZIxNL6n1iL1JI4wXT93UV79AQ2SE2EoJXrmr6/b
a/c2MGnz/U0spXhuVt55la4UK0ZDRRSoA3JlALcqqarQqTLjQMQpEapNqcflmTUbK2eW/FuJUtnj
cPz4gkGKiOSP5NiemWiezT4Y4t+TEb/XvO8MoS1tFuuVvLLE402+RZCFnZGarVi4mOJDGas3Kq7E
Y+KWfgwK7TNf85XOpWUd3pf1aC4ekkX1a4qFMkoYGZiqIYY0jYllo5ai4fFLE4YAc2eR2xPbbEza
hFknkqH09VlP/FDD/h0yuUrcjTj1M0yty3Yq7FWK/mj/AMoLqf8Azw/6iI8y9D/ej4/c42s/uz+O
rxGz1bVLZVWC7miRfsosjBf+BrTNxPT45c4g/B1MMsxyJTyz88+YoX5PMlwP5JUWn/CcD+OYc+zM
J5Cvj+u3KhrMg80/svzOnRALrTYpm/mjcxj7iJP15jS7Jj0k5EdeeoT61/MXy1OyLPbz25P2mKqy
j/gSW/4XMaXZsxyot8dbEpxbeaPLFwCYdQjQDtKTEfo5hcolpckf4S3R1ED1TOCSG4QSQSpKh6Mj
Bgfuyggjm2ghFJz/AJQB88FoKncQh1Ip88BkikKlkG3B2wCaDFa9gFUk7k48aOFBPZlmKotSN8eN
HCui06YivGg99skDaOFJNW8yQadc3MH1O4uo9PjWbUp4BGUt43BYFubozHivIhFO2VSzUSKuubn4
OzzkiDxRiZmog36j8vhv1ULfzbZy6r9RNjdon1k2X1x1j9H1jH6qAFXZ6Om4+HuK0xGoF1Xkyl2X
IY+Pij9PFw73V0elbHzROkXWpzS6vb3yxTzabMI4xaoY/UVreOcDjJI/xfvOP2gMnDJLe+nc16nT
YwMZhYEx/Ebr1GPQctu5K4/MDJ5et9Wu7Oed5rp7QwQRxiRX+sPAgKmUr9pQuznf8GGpqAJZ5OzB
LOccZRAERKyTX0iR/h+PJCX/AJ20aysbea6t54Z7iaa3Fo/pI6vbkCXk7OsQAqKfHvXE60AXTLF2
FkyTMYmJiADe/wDFy2q/sTCG9sru10+7gSV4NSp6DCNjxqpb95SoT7NN8ujqQQD3uvy9nzhKcTV4
+e/3d6YCzp0G+TM3E4E38sQFNQkJ/wB9Ef8ADLhjK2zHGiybJNzsVdirFfzR/wCUF1P/AJ4f9REe
Zeh/vR8fucbWf3Z/HV4Mmb4umCITIlmEQnbIFmFdMiWQVSaD/PwyBZBWgv7y1Aa1nkgYjcxuyeP8
pGVZIxPMNsJEckbo/wCZOrzK31HVRdpCQHDcZKVrSpI5UNNjXMPwcUjsHI45x5sntPzK1bl/pNrD
Kg6hOSH76t+rKJaOPRsGYpza/mDYSAfWLSSJj0EZVx+PDKJaLuLYMyZxeaNFlZVE1Gforq2x9yBT
MWWlyDo2DIEbbXlpIzCOeJiOoQgn6aHKBGUfqFM7B5Kkl7bKp+KvsBhOUdF4SxrVvLmjavevczwy
K0qLHcrHNLEkyJXisyRsqyAVP2gcqJEju5mHWZcceGJG3LYGvcTy+Dh5P0P60116U/rNcC8NLq5C
euo4h/TEnDZfhpSlNumT4Ir+dy8PDYrh4fpjy7rq/wBu6tZ+VdLtp7mWH6yst4Cty5vLti3JQnL4
pWowVQFYfEB0IyQjEf2lhk1eSQAPDUeXpj+rl5cj1aXyJ5fW0NmBc/V/WW5CfXLw8ZkZpA6ky1U8
3LmnVqE7gYOGNV+kszr8xlxem6r6IcuVfT3be7Za/kPy+R8KXCSeo8wmW6uRKHl2lpJ6nIB6fEAa
HI8EPwUjX5v6PICuGNbctq6dEWfLmnKlmgRwtgxa2HqymhIK/EeXx7MftVyVR28nHOaZ4jt6+ew/
A+CubNa5M5HH8NF6VAI7hiP5CPxGWYJ2VMaTXMpDsVdirFfzR/5QXU/+eH/URHmXof70fH7nG1n9
2fx1eDJm+LpgrhgoLHoBU0FTt7DISNMwGOnzglhaCW6cXDTXcqQo59Fxbqfh24CrUpRWoSO+2a78
1wjffc/Jz/y/Ee7ZlN7qFrYWrXNyxWFSoJVWc1chR8KBmO58MyskxEWXHhAyOyyPXdImeOJLyL1p
hzhiZgsjKwZRRGo3VCOnbKvGierZ4ch0RT/voGRJCvMFVkQiorUVHUVGCW4ZRFFjEvkC7a2X6rqk
iFHH7qnpx04EAqFrwZSpYU2BZqAVzClg7i5McvkmqaJ5riTVLi2uZmulkSSyj9cSxSRKV9RCkqfA
7KjdPhBbbARIMgQjoLjXrC8shq0k0htbKaa5nW2lEDzlVdULQ8o34rXsDtsd8hxEc2VBfF+Yn1e3
06TUdNLNqMfqx/UJDchUBVH5ApHRkdviXenc12weIngZTrOp6dolstxf3H1aOV1ijoGZndqkKqoG
ZjRSdhlhkAxpXttXuvQiltLstbSKJImRqoysKgjsRkTihLmAvEQjdO89X0rO0M0NwsLtDKoUfDIv
2lPGhBGU/k8R5Bl4kgnlr5zlYUmtkPurEfgQchLQjoWQzJrB5hs5BvC6eJoD+o1yiWjmGYyhFx6p
YP8A7tCV6cwU/wCJAZTLBMdGQmEQssTrVGDA9CCD+rKiKZLW3yJZBTK5FKvYgeqf9U/rGZGm+r4M
cnJG5nNLsVdirFfzR/5QXU/+eH/URHmXof70fH7nG1n92fx1eDJm+LpgiE65EswrNFHIvGRFdT1V
gCPDocrIB5s4mkHrOn297bwW8lwbVY5VkQIQvMp9lOx67/CQajMbUCBoSNb7eblYIzNmMTKhvtyQ
7+W9J53FvHI0fr27wG3BRqRHl8S81Z/tMT1oT1yk4oWYg71y8mwSnwiRG18/NK5PKurrqUKWcqpD
xeQ3aj0hHI5TZY43TosQ7MCSa5RLAQdm2OUUmJsPNEOj6kR9ZmvJ5mEMEU0csaxSOz7GVUcBVqm2
9OnYgSjKikEWyDQtZ16Xzc2mvpzQ6PJDIYriSOVZAyIrLyc1jPLmwpWu2/TI8ZvyZcIpkt75sTSv
MGm6NJp09y+oJEbN7cozO7OquvFygAjFGZi1N8hKVFkArTebPLE1tDPrtkI4Dqsul2xmiEyxzQKQ
zysRwjoysNmPSoJ3pDiZUqeYdJ8seZYX0qeeK6ltTHK8cEw9aFyWVWPA8lqrEb9cnsWPJJ9c0Cwu
NEXy+k/1RZYUS3CkBysBVj8NVLrsA4HUH3yZG1Mb3tiVv5E8yaXe2cmnahELS3uWuJ7SMNao4kkL
SLxUS7FeKha0HHbrtEQI5J4gqO/5k6bpNs9t6lzds8guopfSuBGBVofTKD1HRq8WLHlt2ryx9QC7
PU9Knma2iadQk7IplVa0DkfEBXfrlrBO4zUAjIFkrLGhNSoJ8ab5Ai2QRMYYdHYf7I/qO2UyxRPR
kJFVCXB6S1Hgy/xFMonpYnls2DIUXp6zrOS/EqVIFCa9j3GDHg4DdplOwmOXsHYq7FUu8w6Za6no
9xY3alreXhzUEr9l1YbindchkzyxR44/UF8MT9MuTz65/K3SGZjb3EsJ7JUMo+8V/HBj7dyj6gC1
S7NxnlYSyf8AK3VEFba6jmPgwKfq5ZnQ7cgfqiR9v6nHl2aRyKXXHknzJbne19RR1aNgR+NDmVDt
TDLrTUdFkHS2O675ZurqMLcLNa+mGFWRghJ8QaV+/IajFizkHj3HmPuczR6zJphIcAPF1N9xHMe/
raUS+XdQSaWe1uQGo3xVZXcM/Mhm332ptmJLs2Ysxl+gnnzO/wCA7KHbWOQAnC6vn6gL4fpiaoCj
QvbiXp/ia1mDHlPDHGwanptVvTNPBz8dMjKOpiT1AHlz2/t/FLGeimAK4SZb8xtZNdelDr8OZE2v
mXWLYxrc2nIyMQPheNn34cUUg/F8Rbem2RjnyjhEhz8j3/oG+65NJpzxGEthfUdIg+88UriKuq5l
mN15httHCz3KSPFJySsfHYgs2/Jl6hTl2ozDGASPxTiaTSyzEiJAI7/fX2Xv5Jlp3mTRrm5AvbdI
4be0SZrm7UIUW49NClHG3JRQ0O/TKTmFm9qrn5s/ysqHD6uInl/R/HyVrby75HuLG2s9KlNqkcwv
rY6fdyI0cnFo2ki4uwUMGYNQUPzxEonkWEsc4/UCPggdO8l2Wj+ZLvXLe9nnlvomSaKfg1OcqyEh
1VWNDt8VdqDtlsY7tRKS+ZtO8wXGpvfWIiKx2M9va/v5IpBNIh4OV4snwtUAgg75IxNosKnldNdj
sZYtZZ5J0lIhklMRZo+C9TFt9vl13yUAerGVMbfz3qWljV9VvnFxZw3P1Sx051NmR1Icl4ncclRi
CzfEegG2Q4yGXCyfy/8AmhomoammnraXaSunqLMFSSOvptJw+B2flRSPs9RTD4oK8DKdM88+XZNP
0+4v72306bUUEtvbTzKjMrsVQjmIz8fHaqjBxLScWnmPRp7S6uxcelBYzta3bzq0IjlUgFW9QLt8
Y+Lpv1wWmk6jyJSiUwJRdp/eD5ZEpCMyKXYq7FUPqLcbORvCn/EhmNq/7s/jq2Yh6knWUHvmpBDl
U2ZHHQjCZIpY05yPGkRWepG2zqD8xXI8aTBDzaTolyaz2cTnxKiuMddkhykQ1Swg8wgZ/I3l6cEr
G0RPdGP6umZuLtjL1NtEtLDuQUv5c24flb3TKP5WAO/zzPj2v3hqOlHRB3PkK7dCsyxXUYIKxMKg
kNyB3FMuGtxz5hY45x5FKbzyQkn1trmC4QXSqLlldytUYMpo/JPhPTamSlgxTvz83Ixa7Nj4a/h5
bD7xv9qTP5GiV4ntb94DFxEMjRqZEALlgjoYqVaWvTKzoh0P4o/rtyI9qyr1RvfvO+8Tvz/mge5G
+WdO1LSreWK8ujcc2UxDmXCgUqfiVaFjuRl2mwHHGibcbW6oZpiQFbJRfXepo2tO8V2hkSP6iUXk
RwDHYxclpzPzp1ymZmBPaVnl+A5eIYjPGAYEAeq7rn/SrmK5deSaz37WugvfGRXkjt+ayOCqvJx+
GoPE/E3bMrNk4MZl5ODpNP4ueOM8jKjXd17+ihYed9Bkjhhvz6U70SaNlDIrfCa/CXHGrbb/ADym
OugaB5uRLsrKAZDcAX9lnn3D9iZy2fkc2l/eXukLbJp1wYLm5hjCPVgBzV7ciSnGXfvv0wnLGiSO
Rpp/LS4gARvHiVb78srebV9GubG7a0sNL4CWBmnmkkSCQywxlpJWjMaMxoGjJHj2ywxccSam/L7X
TpDWVtqlrerNqP6Wklurdo5WlMglPGWGQqtaFdo/smmRrZk3b6T+aNnrXmTUWuBPb3dpONItoLky
pHcAr9XKw3QWOMhaggfCx65HdXo+kfXP0bafXSWvPRj+ssVVCZeA5nipZR8VdgSPfFU1tf7wfLAU
hF5FLsVdiqD1iT09Omc704/8SAzE1390fh97bgFzDGl1FP5TmiEnYHG2b9CMJkSjw1v1gt0xpPCg
Ne8waZoekXGq6pOLeztl5SP1O5oAAOpJNAMIxGRoc0SIiLKV+SfzC8u+b7Ka70eZyLd/TnilASRS
RUErU7HsfY5VqMEsZqSITExsyuC7pTeuY4lSygjllqKjcZeMpccxXCVhkhmIRTzX85fz1P5djTrS
20+PUr/UA8jJK5RI4oyBU0BJLkmnyObrs/JKYPcGjLsyX8qPPWkfmX5S/Tj6YtrPBcPZ3du9JFWV
FSSqOQKqVlU7j2zY3RaxuyG88q+XpTvF6bH+RiPwyEtTw9V4AXlP5iecvy78l6nFpt/fXBvpVEhg
gj9X042JAZzVQK0O1a+2OLVznvEAhEscRzT6z0SDVNMgvrGaK/068jWWFwKq6OKjZv45Qe2MYJjO
JH2pGA8wVCbyjo0XpG6sFhERrH6StGPtBt/S41Fd6HJx12lnW4BDbHxwCASQeayTyhp82n3Wn2uq
TxxX0yzzI7Rz1kUg7819Q1KrX4u3zy0QxyFRl1vmD59bbfzcxLinEE8PDyraq/hro3H5Iv4dUu9T
t79WnnS4YBkZDJJcRhQkrhn/AHUbLyQBdsB0xBJB3N/b3/oZjXgxjGQ9MTHr/N7h0v8Ai7yyny7p
zabolhYPx9S2gjilKElS6qA5BIUmrVPQZfGNABwsk+KRkepTZMSxCJTAUoy1/vB8siUhF5FLsVdi
qW+YjTRrg/6n/E1yvLpzmjwA1f8AakZhi9Z6MPS5jA3Uk5ifyFP+cGR7XiehXi4t6/ZI+7Aexsg/
iCR2rE9C39YhHTl9w/riOyZ94ZfylHuLzX/nIW0utR/Li5+qMEFpNHc3HNlQGJAykCp3NWBA75fg
0EscuIkFhk1kZig8/wD+cYLS8SfW74qRZOsUCvWgaVSWI+aqR9+Or0RzgUapcGoGM79X0NDKVHiP
nmrl2NPvDl/nonoi0vyh2JGD+R8veGJ1MD0RA1U033yP8lZOpR4sXzh/zldqWmX915bFtcRSXMK3
i3CI6syAmApyCkla/FSubLs7SSxcXEedOPnkDVIb8pfzJ8w/lp5Y0l7vT0n8pa/fSzXN7RjJC1Vt
2Ksp414wcuBFdvfMnLi4ro7sImgw698weadR/Oe7vPL19NPfT6zONNmWRnUxfWG4Dqf3Qj6jpx9s
n4YOPhkOjG/Vsnn/ADkpoeoW3nxtblANjq8afVnDVIe3jSORCO1Nj9PzyGgxmGIRPMJzc7e7fk/b
3+g/lxo+m3oBuVjaYgGvFZ5GlVfmA9M1us7NnlymQIALdjzRiKLKpb2SQ1YAj3zG/kbJ3hyBq4Do
WCebPzf8neWNch0XVBKbiRFkleFEdIlckLzqwau1aAHbH+Scg5SH2pOsj3MuintXjWa2JEcqhlaM
8QwIqD8JzOxdm6mI2yfe48tbiPOK79IX0YHpzfZ/ZcBgR7mnL8czoafUjnKJ+DRLU4f5pREXmG7T
+9ijk9kLJv8AM88yY4cvXh+1plqcfS0bD5qtgo9a3kVu/Di6j6SVP4ZZ4MmP5mCdaTrOnXlz6NvK
XkClipR12G3VgB3yqcCObbDJGXIpxlbY7FXYqlnmQkaLcELy+xsP+Mi+OXYPrDRqfoLDkUFFLgil
Dx7VzMMnAEXRRq9ZUHjRamhPzI/hkSWQCleXi2dpPeXI9O3gRpXIq3FEUszGg7UwMg+RPzC/NzzL
5xeW1lcWui+rzgsIwOg2UyPTk7U+j2zFlMly4wAQnkf80PNHk5Xg0xopLKWX1pbWdAylyApIYcXF
VUDY4BIhkYgvf/OP5wWWj+RdP1aAKutaxaQz2Wn8uXpmeMOXY8d0j5eA5dPkeaeTxz8mPNusWH5g
6dC17I1pqMhgvYpXLK4cHix5H7QehB/rjPksObJ/+cjfP893qieU7BvTtbApPezI28kzx1VNv2UR
999yfbK8cSRbOcujxExnrXLOFr4kXYnVb57fRrd5JVnnX0LTkeBmf4AQpPEMa0rgHNJVNUsbvR9c
vLAy8bnTbmS3aaIkfvIHKFlOx6rth5o5Mi8/fmb5i87S236UEMVvZ8jb28CcVBegZmZizEniO9Pb
GMAEynb0H8iPzN1yTWLbynqdwk2nyRuLKaagkiaMcwvOo5KVDUB3rSh7YyDEF7V5p83aB5X0abVN
UvE9OI8Fjj+J3lIJWNVXkammV2zAD4682+YJPMPmO/1mRDGbyUyLGW5lF6KvKg6AeGABSbfUX5be
cdC1fyjpsFhdxyXtla29vdWzsUdZliVSp5CpBKmhGxzMhKw4mQUd3k0H59+c73zNa29tb2/1Sa6j
hFtErl5EaQLxDOzUZgdiF+jKxnNsjgjT6Ena5tuNQHMhogrTfwqdsy7DhkEKjT8FDSkLUV47E1Pb
4eWG0J95LdpNVmf02RRAQOVKGrqa5RqPp+LkaT6z7maZhOxdirsVS7zD/wAce47/AGP+JrlmL6g1
ZvpLCprlVBWaSJYyKKjCvxUNK8tszKcG1f1h6Sn1o0UFW4FQSRWvQmv8cDK2Jfm1fzWv5ZeYJrBl
muJYDAkcSkMEncRyGlTWiOTtlc7rk2QEb5vjGe3nt5TFPG0Uq0LRuCrCoqKg+IOY7kqeKsv/ADEv
BLq9hZxSpLDpumWNnGyMGA9OBS4NOjB2YEZMIKU+Wr5dP8x6VfyI0kdpeW87xxirsI5Vcqo8TTbE
jZAO6M1ttQ106r5snASKW+SJk8HuFkkVV9kSKmI22Sd90iyTF6N+Qnlq31jz6l1dcWttKiN0Y23D
SE8Ix9DNy+jIS5shyYj5yvoL/wA26ze28Xow3F7PJHH0oDIe3avXJBBSbChmX5QegfzI0NZwhgaV
xIJQSpUxOKbfh75GRIGygDq9Z/5yjtLaHy9orQxxRL9bYRlG+ORTESSVoPs0G9T1yqyebMxA5B84
Yq9O/JzWbby1rV22qfBBqOmSTwCopIIWL8d9qsI3A98nA0wmLDBYtce116HWdNgjspradLm2iXlI
iPGwdf7wuTuMje9siLD60/LHzkvmjyZZavdGNdTLSRXiKxRecbEVXkGpyHE9cyoSJDizABpMfNvm
LQfLBt7nVJnVbkskHBDI1QN6Hp0Pcj6cugb2apw6sr/L68tNRZdTs3aW1uYGMUpqAwDJ+zQAHxyj
UcqbtKPUzfMRznYq7FUs8zSCPRLhzsB6f/JxcsxfUGrN9JYel3ZSMiNLETIKqxVXO/ShBGZJtxQR
1RrR6XLbRtIiyEAeJVWHj4ZXcm2o0kHmWfy/o+jXV/fwL9Ws0M8ot/UEgUCtdmXJicg1SxxO1PiL
WNRk1PVrzUJBxe7mkmK1JpzYtSp8K5jk2bcoChSDwJXczt7YbWk38oyyDzPpSxx+rI93DGkf8xdw
oH44eJHChf0rfCwl0wyFLJ5xctb/ALIlRWQHx2ViMRJSEPUZK2Ka6B5q1/y7NLNo19JYyzqElaPj
8SipAPIHxxNJCFvDfzB9TvUlk+vSSML2QGkk3INKeRFGb4t/nja0gkcsaU3OwpgElIZX+WnmSx8s
+d9O1XUea2sLOk5jALqssbR8gD4ct/bDJQLeg/8AOSF3a38uhGzmFyI4Li6lkUg0hmeFYm5COKoJ
BplW55rQDxLvgZMz8wnyy/kfy9LZXaDXIlkjurdK+pwZjXnRAFoelW3ByRlsGIjRLDZAnNuBJSp4
FtiR2qBXIsnuH5Cea9KjgGh3TLZvGJrj69NMI4yS6KEVabtRv5sy8E9qcPPjuVvQPP8A5RtNbiih
v9Rdo4W9RIUL8GFCAwAVQacuqk0rmSIiXMOMZyjyLMfyXt9I06VdJ09ufo2bO9efwt6kfIDkq7Vb
xzH1P0/FyNISZ2e56xmE7F2KuxV5x/zkTf3th+TnmC7spnt7mP6n6c0ZKsvK+gU0I8QSMlE0WMxY
fHen/mt54s1Aj1EyEftyort0puSN/pzIGWTjHDFMtO/Ovztau5nlivA5qRJGF39+HGv04RlLE4Il
J/M35ieavMEkhurlYIZY/Se2tlEUbITUhgN2qetTkZTJZwxxixTi3hlNN1tcT4Yraqzu0EcXBQEL
MHAHI8qdT3ApthRaI0i9fTdTtr8QRXLWsglWC4BaJiu45qCtRX3x4U8SHuWaWeWbgsfqOz+nGKIv
I1oo3oB2xpbU+LYKW3FW640toq41W+n0+206SStpaM7QxAUAaSnJj4k8RvjaoXi3hitomS7mmkDz
KrlBRQRQfhlkpmRssKA5KkuoXkqMsknIOixkEA0RDyVQTUgA+GA2VGyF45DhZWqMxaNEIUBK0IUA
mpruRufpyXCi1nEY8IW0Zp+q3+nFjZyCNn+23BGJH8tWB29snCRjyYSiJc00i89ea4Y2ji1B0jYs
TGFTj8XX4eNMs8eXewOGB6PZf+cR9e1e8/MHUrS6uWltxpM03pkL/eC5tl5VAr0Y5VkmSN23HjAN
gPrPKG92KuxV5j/zkt/5JPzH/wBGX/UfBhjzYy5PhYDLmp2FXYq7BSt0xVrFXYVdgV2KrijKFLKQ
GFUJHUVIqPpBwqt2wK7FXdcVdirP9O8naPceWoZXhk/SEsccr3Ic0RZpo40qv93+037X8ooCc1st
VIZCBuBe3uHz5vS4+y8Z08ZEcJlw+ok/xS6fwn09Oap/gTTIJbi2YyTQSQerFckUljeNixRafAS6
AdfH6ch+ekQDYBs7dG8dhwBkKnKPDEg16ruiN6Hz3Qd/+X9tZ2Es7XEs00DEzRxIDxRd2WnXmqhq
1puDlsNaTMCqB/U4mXsaEcMpiRkYHoNqEqPxrfmum8j6a+okL9bt7NY5ZJOUakM8aqxjt2DPy3cL
8dNyK03IRqzwA7X93vTLsiBzyjUxEAmI2uW/8PlW7GvMmjfobV5bD1PU4LG4JFGAkRXAYeIDZmYM
nHASqrdPrdOMOWUAeIRPN7D/AM4ef+TM1P8A7Ys//UXa5LJyaIc32FlTY7FXYq8y/wCclv8AySfm
P/oy/wCo+DJQ5sZcnwrlzU7FXYq7FW6YFdTBaplo/lvXtal9PSrCa7oeLPGhMan/AC5D8Cf7I5OM
CeTGUxHcmnoWh/kJq84Eut30VilKmCAevL7hmqsa/NS2ZUNFI89nCydoQG0fUXoPl38ufIGmSutn
axX17bELNLdOtzIjEVXkn92jdwQgOZWLT4ga5kOHm1WYi/pifxzS788dCGo+SU1GNaz6HMsnytrj
jDIPokEVPAVyrW46AIb+zst3E+989ZrnaMl8qWWgXdreDUbeR5LZHuXuFkMaLFGlfTFA1ZJGHFa7
V8cx80pCQo8zy+/7HYaTHilCZlE+kE3fuERX9b7Et8tabDqetW1jNy9OcspKniQeJINSD3GS1GQw
gZDmw7PwRy5hCd8Jvlz5Muu/JHl+0soZ/wDSbl5njiCRMlQsrMvrkANRV9OvWlWA98wo6yZJ5Cr5
/dzdxPsrFDh2lMyMR6T336vp61sD8VPWvL2kWWj6hI9zdtb2LPawxNIKG8SV4gnABlUfCZNzuoYC
nXLsWfJKQiff8NnF1OjwwxGYs/wjf+IE8XTlQB+ISjyZafpPUnhnFzO1A0Rjl9NFctu8shI4hRVt
upHYfELdVlMI2DRcfsvTDNkqUTKPXeqHfy+Q703uPKmnQabdrFJdtMk996bGqnhaSemEkTYB5hQU
41rX5ZT+Yl4lWK/Zd+5y/wAji/LmVS49zfumI8PvI3RcnlXTI7qwuj9bgRba7mSJ5C0hW0WMxBWR
vhlk9T+7VvhqvY1Nf5mZBoj6gLbT2fijkHFCW0CTG7JIPK651vKuX2ML8y6fHp+t3NrFJ6qLwcOS
Sf3sayFST1Kl6HM/DMygJHqHTa3CMWacI8oyIew/84ef+TM1P/tiz/8AUXa4Z8miHN9hZU2OxV2K
vM/+clFLfkr5iA6n6l/1HwZKHNjLk+F+AFa9R2y+mprjUVBrjStcTgpUXpukarqk/wBX020mvJ+p
jgRpCB4niDQe5wgE8kEgbln+h/kV5luwJdWuIdKh6slRcTAda8UIj/5KV9syI6SRFnYOJPWwBqPq
Pk9D0H8qPI2lyRq9sdTuwvqiS8PqJRSFY+koWLjyPRwctxY8PGI3xGr8mjNlz+GZ1wgGvPvTnVL7
XLe6j0nRdKZo/QV4rxVQW8dHIaKjPBGrcR8PJxuRsRXLc2WcTwwj8WnT4YTHHkl8LQ8mh3c+m3Em
vXYEUrRXlxEqtL6DQFWKR+oXh9IhGLIYWrz4ksFq1MsE5AmZoc++v0N8dTjjIDGLPLoL/StTzDpl
uypodjcXMmoxyTpKIZ1iLRK0vFwE5Kzc2bikdatWnxVxGfHD+7Fk/j8Up0+XJ/eGog/j8HzT23tf
0po7WWqjgmo2z296OHDgs6FGITnLQpyqPi6iu2ZVHJi9Q3cMSjizek3EPlDUdMu9P1G5065XjeWc
0lvcRjfjJExRx9BU5p6d8pRzXUUUsSSPHDOAsyKxCuFYMAwGzAMAd++NJs8mV2vknV7QxXlvqS2s
6KjSyRF1eITSCBAGj3JZ3Cn577ZgnVxNirG/xp3X8kThR4wDcQee3ENt+vnSPtNA83C+uY4fMkqX
FjG8M7xzXHJHDlngqCP92MTsaVNcGTURiBcOe/T5pwdmzyE8OUUKje/M3tvWzDnjuob5tJu5pDDH
dFbiKJjIPUDem7oteLNQbHvmZe1judQI+rgN1fT9DNtP8sWdh5osdNt9Q1KwGrQq0XpFY5d3JHrF
GooKDkAOXY9GzDOWUocRETUvs2dxLS48eXgBnHigTzG0hexI5jbp1sdGGQ6prssckH1+5FrdziS5
Blk9N5mYN6kgrRnqvKp32zMIj3b06eBmdrNX9rOrnRJv0laXDa7qEkdnDezmdpZDJE9rHE0wgf8A
mbnT4djQb0O2uhmlw1wxs8Pu373ocujwjJxcWThiJ3v6rieHbyN/ewnzPZNZa3dQSTPcSkrK08je
o7euglq7d2+P4j45ssM+KAPk6LWYfCzShd8MiHsH/OHoP/Ky9TNNjos+/wD0dWuHJyaYc32DlLY7
FXYqwX88PL2r+Yvyu1rR9HiE2o3X1X0Iy6x19O7hkb4nKqPgQ98ry6iGGJnM1Ef2LwGWwfJzf84/
/msGLPpEYB3Y/WrYfT9s5j4+3dLOVRJkT0EZfqU6WYFnYe8Klh+RXmqWamoPb2CKQGJlW4YjxUQ8
lNPBmXN7iwSmLoj37fZzdbl1mOG137mY6V+UfkXRxz1KRtSuEALCduEY3A5LDGa0qw2ZmGWmGHH9
cuX45c2gZc+Whjid+v7eTMNPuLSOJrPR7KOOKI8lhh9KKGjHjzHp1VatTqNwa9K5WO0ByxRJP6G2
XZcvqzTABHPz+P46LrqM28MEt/qSQpC9HkenCbl8Kq6n0lHIbcfi3rTtgnhzEeufCB9o9234tYaj
Tg/u4cRI/wBKffv9lAbJHqPnny/p7RWdkj6lexhfQgUNRI5Yw6EEqQfhZfsKzCtfHK7wY6q5cPLy
/Hubf8Iy3xGMBIUaHP8AHvX2E/nC+S3+tkaey3XGOKcLay3UCLIZA0RFxKki8FalE/aHQcsvjkzT
ABNfZf48nHliwYySBxf7ID8ef2JhZWyaJMbeW5vLxdSmdlnupI3RJSpf0lHwFOQVqbceg6ne8R8I
kEkiXf8Ajq4xl4wBAETDu+H3fFJbH9LjQ7LS/L+nfVrGO3eN3jaRPSulcl5I555AJY/WYv8ADz5r
tsNsxITnw8EB7/f7+Tm5MePj48h9wPd7uf7WW6FYax9Titrp/r18gpJNCp+On7ZFBSvUilB0zYYj
KEP3hDq84jOf7sGnmf5sflP5kv8AzXJquj28UyX8Mb3iCaJWjuEHpODVv2wgc+7HOc1PaumhkI4w
fdv9z02l0GeeMExo+bDZPyh8/tsNPjRaU4ieEj5/byo9taY/xfYf1OQOy8/d9oRi+QPzXjt47ZSy
wR04qs8IqF6BiGqwHYNWmU/yho+/n/RP6nMGDWgACUvTy9XL3btJ5D/NK3nM8VRM4Cu3rQnZfs7F
iKipoe2SOv0hAFjb+if1LHT64SMhKXFLmeLn790Dcflt+Yct59dkgDXZYyvOZYeZkJ5FmIb4iTvU
5ZLtTTy2v/Y/saIdmamJ4gKPfxftVm8mfmeCGNSyghf38VKGlduVO2Q/PaWq2/0v7HK/La/i4uKX
FVXx7180LJ5C/MF4ZoZI/wB1PIJZo/Xj4s46MRy/z+jJjtDT8wfsP6mqXZmrkCDvZs+rr38+aIby
3+ZHrW8snxvagiDlLEVHKgYla0YtxHItWtBXpiNZparavc2/kdeZidniHI8W/wB6WXXkXzfPdPdX
MImnlcvM7zISxJqSTyyyOvwjkfsLSexdXI2Y7+8frevf84uaFqOkfmTdy3sQiiuNJmgiCsG/eevB
JTYn9mM5M6vHkNRLVl7Lz4I8cxUfeH1ZhcR2KuxVDan/ALwyf7H/AIkM1Pbn+KT+H+6Ddp/rDCPM
tuZtOcrXlEQ9B3A2P4Guan2O1nh6o4zyyD7RuP0tfbeDjwcQ/hLBL9LWaEWlxII/rRMcW3JiyqZP
hWq8iqxlqV6DPStZjGSHCTRPJ5nQZjiycYFgc/ch7FbafTJJLKMN6q+msdyhEfq2pMQ9SIgVIdDy
LVPXfMXT6LGIkjc1VHvHl3/FzdV2jlMxGRocV3HuO+x5V8KQ/HWNX8rGOQtYanNCwhb95bKkoJ4M
FH7xIuQBoRuvYg73YYmeGgOE+Wzj55CGe5HjHnv+O9JksPLejacV1a//AEhMlrL6lmvA1h9V2Zli
T95J6e4LV47FiobfMeOKEB6zxUOQ/Hv+9yp58kzUI8Nkbnv/AG7D7E90zU5pdReyj0ya2sktYmS/
qrwt0IgEkZkRuHPajncN23OVhyRMgBHauf4/W4efFIQJM7N7x/H6lsfl29uJLiE3LiOW7F1aNCBJ
cx/ZZlRnXgg5L9ng2xNSa0yMtPKzuALsd7KOqjwgAEy4eEjkP0slPl0SPG9+sMPpMHiMyiSVG7Mi
gMyNTv8ADmDru29Hh2nISkOg3cjSdl6rJvEcET8ESsOmwD4YmuHFPjmPFf8AkWh/WxzmtX7YZJbY
Y8I7zuXe6X2axx3yHi93JbNeXDoY+XCL/fUYCJ/wK0Gc3qNfnzm8kjL7vk9Bg0mLEKhEBBPmOHKC
i+WBkFFssDIIeTLAyCGkywMwhpMmGwKHpySMEjUu56KoJJ+gZKwObKUxEWTQQ95byQrzenpksqyA
/C3DYkHw98lCVpw5oz2HOhY6i+/zSybLw5cWX/kv/wAp3F/zDzfqGZ2i/vA6vt3/ABY+8PoPNy8Q
7FXYqhtT/wB4ZP8AY/8AEhmp7c/xSfw/3QbtP9YYxcKrKysKqwIYeIOcFp88sWSOSPOJB+TspwE4
mJ5F5vreiw3En1ed3je1mEkM0XBZFZDsVZ1fiGGzcaEqaVoc9wjw6jHGYOxqQeBjOWnnKJF8x5JH
YaorXIfTLEiGS9ng1Va+rcJKAQHcoZQiCQU/eOtFpxUgrmPDMBK4A89+8/qc2eAyjU5Dl6egH3W7
/D+vaibcarqA9JWkW70+FBLFcRyBPg5FYSoBDBPhZqUNeVcn4GWf1na+XeGv8xhx/wB3H1Vz7j8U
3tvI2h2Edu1zaW8Bt42jjnu1Vpyjk8vhCmRq8jvx7nxOThgxCqHER+PcwnnzGyTwA/jbqm1k9hPP
6UEUl0I9pJpf3UQA2UKqku1R0+JflmD2x2qNDh4jXEfpj3/sHVv7P0I1OStyP4j+O9OTcOiGOELB
G3VIgEB+dN2+k55fq+2NTqfrma7hsPx73ttPocOH6IgIVswQ5wUWywJYHf6l5ii81XBt/rUmmQTI
rR+lIVYyW7BEUGLiYzPTlIrngaVHGpHR4cWGWniJCImRz27+fPnW9dXWznkGUkXwj9X60tudY8zX
3lXVf0lFPFfJbq1i2nw6hbyi7dHIjFFRmVDx7lf5stGmwxyx4KI/isxO3ejxskoS4rvpVjfuTHVf
MeuR65pq2doz6NcmL13a2uTKBJyBbZKJx+Gok4keBB2pw6PGcUuI/vN/4h8Pm35NTMZBQ9G3QoQa
35ih0i4FJJ9Qt7gRSu1hcARxG4ZGlRQaXFI6MBGenXL5YMMsg5CNfzhvt9jGOfLGB5mV/wA3lv8A
apQ6/wCYJmsoZAbeS4MoaR9Ou2UgTFIHPFgIvUUVKu3wjc0qMMtPiAkRvX9Id24+H7GcNRlJiCav
+ifgfij7HUPV1G+t29YsrFkZre4ij4rRSFeQem2/8h+LqBlWbGBCBHx3H4/U5OnynxJg/DY/j9av
ayST2sEj7SyIpaqtEORAr8MlGX5N075RliIyIHL8dzm4chMBKXOu4/dzWahcTWV+Y4LF5qU4Ozqq
I3izB0koDvUIduxOTw4o5I3KYj5USfuI+ZG7SMs8mMUCeLu4a9x4r/zqBY9p8mpi3kCWlvKjTXXI
NO43M0nLb0W6Gu/0+2bPVww8Y9U/ph/CP5kf6f4+1lpZZuHYR+qX8R/nn+ijtQeByjRbHgquoQIo
KKFqKM9S1Kk7b5iYtPk4DMAmAPP3/j7vJy8eqjHKMUzEZJWYjiskfIfD3HuLKPyX/wCU7i/5h5v1
DMvRf3gaO3f8WPvD6DzcvEOxV2KobU/94ZP9j/xIZqe3P8Un8P8AdBu0/wBYYzLnnbtose1bRri7
vRLBwAZf3rOwUArtXfc7eAz0n2b7ewY9HwZpiJxmh3kc9vueY7V7LyZM/FjFiQ397UOgWUQX6xK0
5XpHH8CCpqfiNW6nwGQ1ntrihYwQvzOwbcHs9KVHLL5Kev3IsIra2sVFq7x+rO0VQ5DGiKXJL/ZF
evfOg7CzZdTgGXNvKXIdAHW9qRhgyeHi2rn3/Ni4gmurhYk+KRz1P4k5tdXq8emxSyzNRiPwPi63
T4J5piEfqLKbSzitLdYYxsN2bux7k54p2n2lk1mY5Z/Adw7n0fRaSGnxiEf7SubMMOYxzzjrV/pG
nQz2UaM0twkMs0qNJHCjKzc2VGStWUIKsoqwqQM2fZuljmyGMr5Xt+Pi0anKYRsd6S2nne6WO7fU
YI1e3sLG5EcLPvJcclmLqV5RrG3Et9oqhDHc0zYT7L3EY3RnIWe4cvf17t9vNqjrNiT3Db8fil2h
+cJ9VvtNEkMNvbajZT3MapM0jepHMqRj4ootnjJdfGjbfDUjUdn+FCVXIxkN6oVXvPWmzDquOQ6A
g/er6/q9/ZalbQ20kDRvE8jWrxO80rI6KqRusihSwc0qh6eHR0eljkgSb587FDY+XT39Weo1BhIA
V7uv4/Uo+WPMdxrlvPNNp76f6T8USRw7Mp6cgApRx+0h6eOHWaPwK9XFbPS6nxb2qkBL5i1aBdSk
NtHeRWspWBoyIAfjp6R+Oclwv7TKik0A65lx0EDwizGUhff+r9LT+dmOI0CIn3fr/Qtu/M4iW5ni
T6yq21vcQWqgrIDMxDeoRzoqAqzUU8V3ocMdDYAOx4iL934pmddRJ5jhBr8fNVt9Wkn0Z9Ra1fmi
ysbaKsjOYSy/uiQnMPxqhoKgjKZ4OHJwX3fa5mLUcWPjrv29yE0LVrjVNP8ArVxaGyk5FfSLiUEA
AhlcAVG9NwKGuT1On8KXDds9FqfGjxVW6NuJZJOPM1KggE9d2LGv0tlMQA5ePHGN1tf6q/Qkunml
s+9D9Yuaf9JEmbHVxJnt0hj/ANxFr0kgI0TznOvP1SP3NSseJHalPorXfx3zfSwCPZ4nw+o89yBz
oS4QQCarpvdm93mcOqM+2DjE6jHl6YyJNXKHGQZRF8Vi9qMRWzLvyX/5TuL/AJh5v1DNPov7wPR9
u/4sfeH0Hm5eIdirsVQ2p/7wyf7H/iQzU9uf4pP4f7oN2n+sMZlzzt20ULJi2BDsCSAOp2GIFmmb
HfM0ok1q7A+zE/or8oQIx/xHPeNBhGLBCA6RD5trsnHmlLzU4GttK0i51a6ZY1iieZ3fYLGgLfjT
PPvajtGWq1UdLD6Iyo11l1/0v63quw9GMOE5pfVIfZ+39SQ6d+aVjcW9q11aG1nlIju4GlRXgma4
W3RXjl9OXixkRw3D7JqaUzUZewZRupWOnpO4q+l+Y9/vdrHWg1Y+1t/zQ0JLCO8mUorPEJkWWGQx
pMAyuxVyKUO467ZIdgZLIB92xF1+Oafz8a3CZ+aNdk0i1tJIkiY3d1HbetcSGKCIOrNzkcK9B8HF
fFiBmHodKMsiJX6Yk7cz5Byc+UwAIrc9eTG4/PMd3b6laXsdk88cTPbUmjktZStrBcMhZmqwVrin
ICjAds2o7M4ZRlAzAvfY8Q3Ivl5fC3H/ADdgiQj+jkEY/nPRrOWwsP3am6tTNbtG0awfBGz8K1+E
Ujah6dsgezMkuKVnadb2Tz5+bYNZGNCv4b8vcojz5pnp6XLPE8Cau6pbVeJyC5VVr6bv+04B8O+S
PZcqlRvg8iyjrhcbFcXmF3mvzI2iR27LHERN6pMtw7xxgRJz41RJWLt2AXoCe2R0OkGa7vauXn72
3Vak4qrr3pZe/mFpFtLcQvGxmt2UNGXiQsrK55KHZenpEEGh6Zlw7Jka35hpPacR0UYPO0c9/fWY
hUtbmsUwkj4AG3Sak3xlkozlC9ONaCtTTJns6gDfv+fT76THtG7Fe75dfuV18z2D3iWvJDziik+s
LJH6dZvU4qKtUmsLDavbIHQmiRfM7UXIj2gLANchvY5lU069+u6fDcFo2d1/eekwZAw2IBBPTK9R
i8OZiOTl6PN4mMSNX5LpMrDmhJEtNUhWRUuIFjaWWRVMTuQJJGcVb1E/m8M2ctThMhLhnxAR3EgN
4xA29J7u9xI6fJwmNw4SZbGJO0iTR9Qvn3KLDUUYF3hlQ7MoRoiAepqWkr8qD55dHVx4jL18RFG5
cXEKrhO0TR7726C0/wAnkwEKhwxII4Y8PCbvij9Qsd1Ueu1gzb8lST55hJUqTbSkqaEiqg0NCRkd
IKy1d82PbZvS3Vbh9CZuHinYq7FUPfxvJaSIg5MaUA+YzW9r4ZZNNKMBcjX+6DbhIEgSx29tbmC3
luJImEUKNJIaVoqip/DOKj2PqiQOA7uxGeA6vPfI2tedvNz3Wq28NtHo0M5gS3KsZCQAxHqA7MFd
anjT2zpO0/Z7Bp4RhGOSeUizIVXyP3Xfm42n1kpkkkCPczy30jUfrUJa3YIHXkT0AqK5z+l7J1Ay
xMoGuIfe5s9RDhNHowd4Jb7VzEilpLiZvhHU8mJOexZ8hxYJSiLMY7DvNbPn2PH4mYRP8Uv0sqbQ
NUK8TaMV6UIFKZ4yezNWZcRhLiL6KNRiAqxSm3lrUDU/UTU9TxXJDs7WfzZr4+LvCmfLOpUIFgaH
qOIyY7P1n82SRqMPeFknlvV3Uq1k7KeqkAjDDs3VA2IStn+ZxHmQov5X1ckn6gxJ78RlsdBqh/DJ
fzGHvCm3lXWSKfUHoOmwyY0Oq/myZfmcPeFNvKmuUoNPeg6CgyY0Op/mySNVh7wpSeU9fYUOnyMO
tCAdx9OTjodQOUSyOrwnnIKL+UPMBNf0dIT40H9csjo9QP4ZJ/NYD1Ck3k7zHvTTZN/Yf1yf5TP/
ADZMhqsHeFB/JfmY9NMl+4f1yQ0ufukyGq0/fFQfyT5q7aZN9w/rh/KZjziWyOuwDlIKD+RvNx6a
XN9w/rkhpMv80tg7QwfzghpPIXnE9NKn+4f1yY0uT+aWwdo4P54Qkv5eedT00ic/QP65MabJ/NLa
O09P/PDJvyq8neZ9K84R3mo6dLbWwglUyuBSrAUGxzM0mKUZ2Q67tjXYcmDhhIE2HtWbV5N2KuxV
2KqV3bJdWk1tJ/dzxtG9OtHBU/rwg0bV4F+UfnCTysdd8n33G31MyzPpplC8DeonpmJ+bwr8ZjTj
V1B6chUZs9biMwJx32/HQ/cfcXHxyqx+P0fejdP8weYfKl/Y61qWnyNENPc6tKwv6lpLiT0LYTXc
pJl5yLIUnjLIhYqSDTNFOscZzPFRyemNwG9USYxFUe+MjxGiY2LdjotNPU5YYo0Dw7n1cufMnn5E
bbi90R+XHmWDVteS8WExvbl3lgLVpzRgtGoK7+2ZGs7fgNHPIYm4cIr3nbdxtX7Oz0WrgDISjPiI
PLlz237x1es382qX+gX40dkt9WeCaOxkmJ9NLgxn0nchXPEMQT8J+Wa7svtEavF4gHDvVc/xzbcu
PgNMHXTfz5UTW7alpT2wt1jSccxOZPSHJ0Ji4lvUqPiCjo3+TmyakfY6d+c8+mzQ6nqek29zNZpH
HNaRyl4ro3Hxy1deDKtt0Xju/gPiKqReYNT/ADa0VriO88xaBbLI5GlpKlwZJIaheUvGJzG9BXkA
y8j3pvbjwTn9ItryZYw+o0q6fb/n1fx3V/DqWkQwurrpEUpLqy+rxjlm9FJQQ8X7xaSE1IUjqcrI
INFmCDuGS+aIPzGujEnljUNMRrS4drv1zJGzL6SelbycY7mlfUaRmoP2AFoTgpKU6VB+ckwikTW9
Cu7f1h9cdFllp6ckiTRRlFQfZCVruGqu1ORJBHNUQ3/Kw3g0SU6/pX6SezuBNbRMEtLu8A/cyJyi
mmkiFVDiNk4/a+KoUPCe5bS+ws/zhkmmeHzLo17fQtCl9p+7QwsUUTIDHEsqMPT5JzrXk1QNsTEj
mtpho9j+bcUMEUmsaVfwJfx/Wbs8zN9TR2F1EOESoZlYFFrQeNCNwQqGg0z86rYtPca3pCp9YNEn
Eksa28rbgssVsSyEfux70LGm6AqoT+a0lxbQza3oUVtfegYPSMn1hoxDS5MLMnCU+q6shCAU60rh
4SqIl0T81559ckfW7O3SYSJoUduuyJ60boZfUhfhIYlePl+8CluXFqccCrJbD8547hPS1bRxYROS
0k8cjTPEIkoZOEcacg4avHiDWu32QqyfylLrcugW0mt3Vneak3P1rnTixtmAdgvAtv8AZpX3wkEc
1TfArsVdirsVdirsVeAf85BeTzHrMGvW8YVb5RFLJsFMsa0CsezFAOJPWh8BXI0/aHhS4cn0Hke4
9x8vxy5ZOPs46iBOP+8jzj3jvHmOo9zBbHzz50j0yby7cBtU04qFbTryN5SgWhUqylZk40FKNQZs
NTpcGWFyoRPW/wABxNLqM+HKDjvjHl+hM/LHmS/069SHR9MhbUZXBhgid5gWp+21TVePYN0rUjOd
1Wp0uLDLFACYl9Rly/A+XV6I9larVZI6jWT8OGPkOv7L87PSnrnlXy95seNdV1vX5pWY8hZW03o2
ikE1QiLjyI70oPn1zmpS1OKF4wMWMdZnhB90fPz5rqdZppenFAEd9cR/H42Z/pt1LcwlpAAQaAjY
HNr2F2hk1WEyyDcGrHV02fGIGg1qmsafpVv9Zv5DDB0MvB3Uf6xRW4/Tm9x45TNDm4s8giLLyzzZ
5y0aLzH+mtK1CzvUuLMWU1vcLcKYykhkEilInqDXcbbjNli0mQx4ZAijfT9bg5NVjEuIEHavxsq+
XPIHlPzNokUttqlxc3FsYkuJEWVbX1I5Hl4pHOkdaLMy/CRT7VATvHUZ5wnuKv5/Y3aYRMBRumO6
hpnkDSfNOoaTLNfzxRo8d9OZljmEtwVEkiFI1EioJF5I23iGycJTmBy4jyRPIIk3yCO1DRvyesNc
vdKvrm/ilicJPKQhhiZQjK6skZasjSlK0O6tWgAJhGeYxBFNxEbVbHyv+VV7e3DnXLhk1GMx2q+l
JBxjhtxLJykmjIZuD8t+NB8IGCWTKBy5JAip3eifk1E6hr6/hj1S3XURfJ+8LqzNacaNHJNzkeR2
YcOx6AAYRPN3Dbb9KKimOmaJ+T73YNvq1w89qxuSGLw09CTmxTjFFwFZxT06bbr+0TCU81ckgRUl
8sflnda3ZaALy/mv1lntPQm9McfQjmi5u7w/GgNtSNOXGtDx3ep8TKImVCvx+taHJA/Uvy1t52tG
h1hXhDwO/O24IqTJZt9luJ4sVYkA1U1NRtkrynf0/b712RFzb/lzYDU2kOrTLpt3ObhVa2T97Bd2
yOIVUxemhluVpx4A0LfaSMgA5DX07jz7j+r8bo2Qdo35Y2FxawW8etW7+nyidTbiP4pJLRpDQ+mS
d+T9OK8SftKZHxT/ADfxuo4Q9J/LKbQJfKcL6CJ108yzMqXQjEoZnLsG9L4T9qo3Jpt7ZhakS4/V
zbIVWzKsoZOxV2KuxV2KuxVLfMnl/T/MGjXOk361guFpyH2kcbq6+6nfK8uMTjRcjS6mWDIJx5h4
gn5DedpLv6lNfW66XE59OcyOw4k/aWGmzHwqPnmrGhnddHsD7R6cR4hE8Z6V+l6Ro/5SeX9I0Z7O
zeQahKB62pN9tj/LxGwj/wAkfec2ekwQwyEiBIjv/R3PJdr67LrRUjwx6Afp70pj0bzt5dnY2luL
22JqY1Amjb34bOp9xTNxqMek1QHixiSP5wG3zeaxw1OnPo3Cc2/njzEqBJPKt5yGwMayKv8Aw0e3
35X+RxRFRnED4frcqOtyHnjl+Pgp3epfmdqyGKw0qDSIpBQz3MiyOK+xH/MvJRx6eG5kZe78fpSZ
6ifKIj7/AMfoYNqP5Oa0urabafWRcG/Msl9cRoRHAsZUsak/EW5/DsKnM2PaMeEmuXLzcM9ny4gL
u+fkz3SdcutI0xdP0/ypfxWtknCNPhqx4hq7V5FmJBYd9+m45nJrMkyZGJt6uHZ2KIAGWFJHr9lZ
Nr0etz+U72RbqGKW64ylUNx6/pIk8QUr8KorEht6j4Tucs/lHJAConl8uiIdlYcl3kjxXy6EAXf6
K8k8ttcTUNQa1vfKMoMzxevM8McioHLFGmqtfhK9q0yrHrJ3XDIM8vZ8Ix4hkiefxruUrfzJq0Kr
N/giWC+WMBTD6bKg9McF9ThGaKp4Gg2oR0wHV5K+kth7Pw3tmjXu3/Sp+XvMR1VhHJ5MktNKJLWk
jwp/umNzyaPgAp5/AlD+1Xphx6ycjylSNT2bjxDbJGUuo/HluUfZahqMUUt6vlNLS8h9EKiUMnGY
Uno6RCvFowtFrXYtxWhw/mchBuJapaTCJADICN96+XXr+wWW7PUIbzUoTceT5oZJpFJvJIYCUMq8
nd2NCOPEBu/zO2GGqmTXDIBjk0UIxJGSBq/x8WIed9Vu5dG02S30mbyu/wClrKB7toYg6wSLPKzL
sAPSc8+uzHr1zM0GaWQy4gdh16uPr9PHFXDMTs9OiBttGt9RuYZZfP7Jp16gu57a6js1mSOVo2+r
zO0xHrkKORERAKVYD4Qc0zIH0bj3/inBAJ/iSLRtNkLXlzdebUsZLZJ5bcfV7YO06NKYmLQtcftx
Kx9MOxIIXZopJLZy5ARv8fj8WBEX3vWfyjnvJ/y90qW8Nbljc+oaKvS6lA2UAdBmBqgPENfjZuxE
8O7MMx2x2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ku
xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kux
V2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV//Z
uuid:9deb2cab-d32c-f143-9643-39c1f125bb77
xmp.did:2bebb017-b8fe-4a3e-8b6a-e6492d2ecf0d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0ec1a6d8-50a1-724c-ba4c-9aeea4231688
xmp.did:0af68bc7-6223-4a41-9d49-dc2abd21607d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:af790f5e-73c5-4223-8fa5-7cd3e4582971
2020-10-23T10:04:47+02:00
Adobe Illustrator CC 23.1 (Macintosh)
/
saved
xmp.iid:2bebb017-b8fe-4a3e-8b6a-e6492d2ecf0d
2020-10-27T17:35:17+01:00
Adobe Illustrator CC 23.1 (Macintosh)
/
EmbedByReference
/Users/sonia/Documents/GRAFICA/equipe_famiglia/2020-21/logo_diocesi.png
adobe:docid:photoshop:8beb3b00-991f-2f48-ad15-1836657ca0da
xmp.iid:9df4cbc2-5392-42be-b447-d64798b076fa
EmbedByReference
/Users/sonia/Documents/GRAFICA/equipe_famiglia/2020-21/Facebook.jpg
B31EB5A00C52B3DEA520DB416A16C23D
xmp.iid:aede658c-dfe7-4760-8c07-3938ed4060bf
EmbedByReference
/Users/sonia/Documents/GRAFICA/CADIFAM/logo/logo_AC.png
adobe:docid:photoshop:1d269a97-abc9-c64e-8076-713d9539bc8e
xmp.iid:5c212da5-f0cb-429c-90d6-1b84e1f044a1
EmbedByReference
/Users/sonia/Desktop/Schermata 2020-10-23 alle 09.40.53.png
0
0
/Users/sonia/Documents/GRAFICA/equipe_famiglia/2020-21/logo_diocesi.png
adobe:docid:photoshop:8beb3b00-991f-2f48-ad15-1836657ca0da
xmp.iid:9df4cbc2-5392-42be-b447-d64798b076fa
/Users/sonia/Documents/GRAFICA/equipe_famiglia/2020-21/Facebook.jpg
B31EB5A00C52B3DEA520DB416A16C23D
xmp.iid:aede658c-dfe7-4760-8c07-3938ed4060bf
/Users/sonia/Documents/GRAFICA/CADIFAM/logo/logo_AC.png
adobe:docid:photoshop:1d269a97-abc9-c64e-8076-713d9539bc8e
xmp.iid:5c212da5-f0cb-429c-90d6-1b84e1f044a1
/Users/sonia/Desktop/Schermata 2020-10-23 alle 09.40.53.png
0
0
Print
False
True
1
210.000000
297.000000
Millimeters
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
Bianco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Nero
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rosso CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Giallo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Blu CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
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
C=50 M=0 Y=63 K=0 copia
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
C=0 M=99 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
98.562598
100.000000
0.067140
C=87 M=73 Y=10 K=1
PROCESS
100.000000
CMYK
87.000000
73.000002
10.000000
1.000000
C=63 M=4 Y=0 K=0
PROCESS
100.000000
CMYK
62.642860
3.933776
0.000000
0.000000
Grigi
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
Vivaci
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
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 29 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
HWۊ$|ﯨڼו1 KI}Gɬ`YͲ=_>困}%lK{o~i쭆j^k=oO/z ۷
xKLioĚ0%wrF5>|1lm]f%6]mN<
r=?ڢ[jqf