%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R 12 0 R 277 0 R 278 0 R 505 0 R 506 0 R 733 0 R 734 0 R 962 0 R 963 0 R 1191 0 R 1192 0 R 1420 0 R 1421 0 R 1649 0 R 1650 0 R 1878 0 R 1879 0 R 2107 0 R 2108 0 R 2336 0 R 2337 0 R 2565 0 R 2566 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Panbio_antigen_fr
2022-11-23T12:35:33-05:00
2022-11-23T12:35:33-05:00
2022-01-20T22:59:47-05:00
Adobe Illustrator 25.2 (Macintosh)
200
256
JPEG
/9j/4AAQSkZJRgABAgEAjgCOAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAAjj1YAAEA
AQCOPVgAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAADIAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A7v5t8zTaFBavDbC6e5kM
YTkV3pUUoGrmt1Gc46oXbn6LSjMSCaoJV/jHzd/1LM33v/zRlP5nJ/Mcn8lg/wBVH4+Lv8Y+bv8A
qWZvvf8A5ox/M5P5i/ksH+qj8fF3+MfN3/Uszfe//NGP5nJ/MX8lg/1Ufj4u/wAY+bv+pZm+9/8A
mjH8zk/mL+Swf6qPx8Xf4x83f9SzN97/APNGP5nJ/MX8lg/1Ufj4u/xj5u/6lmb73/5ox/M5P5i/
ksH+qj8fF3+MfN3/AFLM33v/AM0Y/mcn8xfyWD/VR+Pi7/GPm7/qWZvvf/mjH8zk/mL+Swf6qPx8
Xf4x83f9SzN97/8ANGP5nJ/MX8lg/wBVH4+Lv8Y+bv8AqWZvvf8A5ox/M5P5i/ksH+qj8fF3+MfN
3/Uszfe//NGP5nJ/MX8lg/1Ufj4u/wAY+bv+pZm+9/8AmjH8zk/mL+Swf6qPx8Xf4x83f9SzN97/
APNGP5nJ/MX8lg/1Ufj4u/xj5u/6lmb73/5ox/M5P5i/ksH+qj8fF3+MfN3/AFLM33v/AM0Y/mcn
8xfyWD/VR+Pilk/5rX0EzwzaSI5YyVdGlYEEdQRwys68jYxb49jxIsT29yz/AJW7cf8AVsT/AJGn
/mjB/KB7mX8ij+d9jv8Albtx/wBWxP8Akaf+aMf5QPcv8ij+d9jv+Vu3H/VsT/kaf+aMf5QPcv8A
Io/nfY7/AJW7cf8AVsT/AJGn/mjH+UD3L/Io/nfY7/lbtx/1bE/5Gn/mjH+UD3L/ACKP532O/wCV
u3H/AFbE/wCRp/5ox/lA9y/yKP532O/5W7cf9WxP+Rp/5ox/lA9y/wAij+d9j0Py9fHULKzvSnpm
5iEhQGtOS1pXbNlgnxAHvdJnx8EzHuLDPzUmaG00yZQC0dwXUHpVVrvmDrzQDtOyI3KQ8nl//Q1o
PMpYc0QOeawMQeBoKf6RX4yycfHmvvTI4c/9D7Wjg0v+2fZ+P7VeX/nKGVJJkj09ZzDbpdFo4Txa
ORYmHFmuFFQLhaj5+1Yjxj/N5118/wBTM4dML+vYX08v1vYPI/me78waXJc3VuIJ4pODBK8DVQ3c
tuK77nDpsxmDfRp12lGGQAPMdeb5gvPz5/PbzNq+oX3lCRrfRVmdbS0htLWXjGg5KGeeN3Z+FC2/
U7AbDM7hiObgiJPJ9JflL5yuPOHkLTNavPTGpOrw6lFFQBLiFyjgrU8C1A/HwOVyFFWWSzwxCsjB
cikBLn80aEj8DdqzkoFVQWJMuyAUG9cjxBmMUu5NFZWFVII3FRvuNjkmtvFXYq7FXYq7FXYq7FXi
35gWDWfmm7JFEueM8Z8Q4+L/AIcHNJqocOQ+b1fZuTiwjy2Y5mO56278q6j5i0u5trOMSiJoZJUZ
RKCFlDhWh5I0qtwoyr2y/BYNgXXz37nE1Zhw8MjV942233S9vIH5iQzQWw1SS2a8DjTrNLCBAoB4
qODFmCxgGlSOxO3W8mNi8Zs/0jZcaJlRIyjhj3RFBpPy6/MqV7m2fWrl+KMzUsoIiqsrRqyyKVr+
83HE70oMIMb2x8vMsSZVvm2PkO5u9/LPz3Pfx3b311II5pHt4YbYOqCOSSPiRExFVqyFmHxYYzEY
14fP8foRICUuI5eW/d5j7CvvPy0/MQxyWt1qE89xxikt2hson9KWFwDKyxFuXKSE8VJA69RTBtE7
Y+/qTtyTxccd8o6VsBvsfijLeG4ggjhuZDNcxKqTSsoQu6ijMUGy1O9O2YUqs0KdpC+EWb83v3kr
/jgaT/zDJ/xDN9pPpj7nkNb/AHsveWNfmWiumjo4DI12AynoQaAjMTXfw+9zeyjXH/VZB/hPyz/1
bLb/AJFr/TMj8vDuDhfnM384/N3+E/LP/Vstv+Ra/wBMfy8O4L+czfzj80n/ADAey03yNqWnWM8G
mXeoW09ppcalImkuZYX4xwrVecjU2C798uhEDkNmmUzI3I2XgH5XeXdT8raI8I1KZpbyWG8e1jUK
kEkKk81LcuTLy/aFNumY09aDKgOR+wdXZw7PlGJs84ivfLavuejf843eXNS8vaVrNrczrcRXWoPL
HPQq8jGJCzsKlR2FBvXluRTL4545BYcHPp5YjwyZhc+bdHvbI6lp13Bqtk8pgaa0mSVAQpJXnGWF
Rt3wS25rihxbBika/WKgRgGMFlaMcCvXdQvU/FQbV7DK3PlQZt5os7GPyRHGdPvby0tzaz/U9PMi
XpEUyS8o/TpL6ileXwlWr+0p3zIg6qZsl55+gbN/WgSP8wLe3s4bRLbSY2jS2JeJBGtuQfSV4AnN
yZAqOOvKgM79zBUgaR7PTbX0vzDZLa5to2mnd45/9N5zmSVox++SP0lilDmkat8PxE1fkqa6Zq0u
g38DJY+d9ZNnDNbMLtBNFKoZ7j12FY1kkZpxEnQ8VApRalr3K9N0y9+v6da33oTWv1qGOb6rcp6c
8XqKG9OVKni61owrscrSicVdirsVYp+YPll9X0xbi1TlfWdWRR1dD9pB77VH9uYmrw8cbHMOy7N1
QxTo/TJ5HbxxPcxxzyehEzqsspUtwUmjNxG54jemagDfd6aRIBI3LJLWHy1p/rvbeYrgy+nWJ7aK
a25MFeiNs5+1w8O+ZIEI3Uj9zgTllnV4xXmQe79qtqMWnRXMLHzbNPdwxySLdBZpOLsE4Roys3Eu
C3I8u24wzAB+vf4scZmQf3QETW2w/HyX3f6NQma3833IikosKFZ3k4JIfhfiykca8hVRXthlw9Jn
7WMOM7HCL+CH02aCaeSCTzZc2vKd0icpPwkUspWRmMi8ObMT8XShJORgQTXGRv5tmUEAEYgdvL5c
uisl1piSPXzVeiRYygmX1/jf1XC0AqQipRuNdydiMIlH+eft72BhMj+6jz8u4fbbFr1Y1u5hFObq
MO3G4IKmQV+2Q24r75iy597scd8IsV5PdPJX/HA0n/mGT/iGb/SfTH3PI63+9l7yxz8yf+lL/wAx
g/hmJrf4fe5vZf8AH/VZpmc6l2KsS89flro3nK70a71C8vLWbQpzdWBs5I0Am5xuruJI5eRX0qD2
J9qSEqVj+q/l9rqa3cXWnxxTW8rF4+ThN3NWDA9q16V2zXjTmMyQLt20tZHJijCR4a5/DlX2Mo8l
eVZtBtp/rEivPcPy9NCWRB0ABIUknuaZdp8Hhg+bja3V+MR5D5sV0v8AJq08p+WG0byxc3FzE199
flW+kjMhLRCJlRo44l+yi0DD6cvyEyadPMQO7IfLPk+W0kNzfonrjaOh5MqnqPAV8RkYxZ584lsE
/wBcstUvNLmtdK1A6VfSFPSvxClwYwHUvSKT4CWQFRXpWtDTLA4rGtT8p/mDdXFw1r52e1t3likt
Yf0dbsYlijYFWdWjMnOUrI1aDbjTiThsdytSeU/zGdo2Xz28fpgclXS7Pi/795Dz5cj/AHLLEOJH
2eW9SMbHcrLNNgvLfT7aC9uvrt5FEiXF4UWIzSKoDSemnwryO9BsMiqJxV2KuxV2KuxVhvm38vLb
VZHvdPZba+beRG/u5D4mn2W9+/45hZ9IJbx2LtdH2kcY4Zbx+0PN9T8u63pjML2zkjVf9205R/Q6
1X8c1s8Uo8w73FqceT6SEtytyEZpN9DY38d1NbR3kcYatvKAUYshUcgQehNcnCXCbq2rNjM4mIPD
5hNodf8ALSGKR/LqPMK+ufrD8HLIVbjGVZU3aq06dstGWH837XGlpspseJt02/T1UZfMscLQy6PZ
jTLlESOaZH9T1RGUZaqyhR8cXInqe9cBzVXCOEshpSbGQ8Y+7n+tKby7uLy6lurl/UnmYvI9AKse
poABlMpEmy5MICIAHIPdfJX/ABwNJ/5hk/4hm/0n0x9zyOt/vZe8sc/Mn/pS/wDMYP4Zia3+H3ub
2X/H/VZpmc6l8x/85M+d/wAztH81WNlZXz6P5e5xNZSWE7w3FyzoPUM7Rvy4K4ZVXYd6HrlkDHl1
ZcBri6XT0X/lbHmL/lns/wDgJf8Aqpml/Pz7g9F/I+Lvl9n6kXpf5g+c9UneCwsLSeZEMrIFcHiC
AT8UoruwycNXlkaAH4+LVl7N0+MXKUgPx5Iw+avzDFa6ZZ1HqildyYCFkAHr7kE9uvbJ/mM3cP7P
i1fk9L/Ol0+3l/Co3HnXz5brcNNp1ogtCy3FQ3wlOFek2/8Aep08cidTlF2Bt+O9nHQaaVVKW/L7
fLyKs/mv8wkVWfTLNef2Qxox/dmX7Jnr9hSfop1wnUZu4fjfvYjR6U/xS/Br+b3tt5p/MVVlY6Va
cYE9WUipCqOVa0m6j02BHUHbrh8fN3D8fFH5TS7eqW/4/m+aT/8AK2PMX/LPZ/8AAS/9VMp/Pz7g
5X8j4u+X2fqTHy/+Z99danBaajbQiK4dYlkgDqVZjRSQzPUVyzFrSZASDRqeyYxgZQJsd70bNk6J
2KuxV81f85JeYPzBsvMEstj5il0Py9p1qhgisJpIZ5ruQFgsnplC3I0H2qKorTrgjmjxcAFyckaU
+H4hNR/Snf5a/m551fyVpja3HHd35Rq3M4YSyR8z6bScSoqUpvTfqd8wtTqzCZEap2Ok7LjkxiUi
QSy/T/zJ8y6jeR2dnp9tLcy19OOrLXiCx3ZwOgyqGsySNAC23J2XihHilIgD8dyaf4l8+CIyPpdq
gpEUBk3b15BHGBSQ9WPemWePm7h/b8XH/K6a64pdencLPRpfM/np2jWLS7SRpIo56CSlEm5BK8pF
6lCMRny9w/HxU6TTDnKXMjl3fBZFrfnmc1TQrR6yPHy5JTmjMripk6hkOAZMp/hH4+KTp9OP8pL8
fBQn80+boNN/SU2i2aWRVXExZd1enEgepyNeQ6DInPkEeLhFfjzZx0mAz4BOXF+PJKv+Vo6j/wBW
6z/4Fv8AmrKvzsu4OT/JMP50k48refl1PVI9PvrGGIz1EMsQ2DAVowavWnXLsGq4pUQHF1fZ3hw4
oyJpPfPUEC+VNQZY1BCLQgAH+8XMjVRHhlw+z5Hxo/jomPkr/jgaT/zDJ/xDLtJ9Mfc1a3+9l7yx
z8yf+lL/AMxg/hmJrf4fe5vZf8f9VmmZzqXmf5y/kwv5ijS5ItTGl3OmuWLNAZxKp3VTSSPjxNd9
+uI2Njm2Ce3CeV2t/wCVSaj/AMt8P/ANmr/IS7w7z+WY/wA0qtt+V+t2zM9tqywM6lHaP1EJU9VJ
UjbbphGimORYy7Wxy5wv5K4/L7zUGVhrzhkLMjc5qguasR8XVjucl+UyfzvvYfylh/1P7m/+Vf8A
mrhIn6ffhL/erzmo3whPiHLf4QB8sfymT+d96/ylh/1Pl7mpPy980SkGTXmcrUgs8xpyBB6t3DsP
pOJ0mQ/xfeo7Swjlj+5o/l35nbly11jyURtVpd0AICnfoAxFPc4PyeT+cn+U8P8AM+5Cf8qk1H/l
vh/4Bsj+Ql3hs/lmP80phoP5X/UtShvL27WZbdhIkMakVZTVeRJ6A9qZZi0VSslo1Ha3HAxiKtn2
bB0zsVdirxr84fyB1P8AMPXY9TTzFHp1tCipFYfU2kHICjSPJ668mPQfAAB9JLGokkDctnGSBEn0
hV8vfkhrumaXHZ3mvJqM8ZYm6kjdWIJqBQs/2Rt1zAzaQzlYqLttP2oMcOE3LzTSL8qtWhf1IdTj
jkAIDoHU0YFSKg9waZUNDIdW09rwOxiil/L7zSsSRLrziJAoSMPMFURmqADlQcSNvDJ/lMn8772v
+UsN34e/wc/5e+aXl9V9eZpaBfULzFqK3MCpauzb/PE6TJz4vvUdpYQK8Pb4Nr5A81oapr7qalqh
5gakkk/a7lifpx/KZP533qe0cJ/yf3Kcn5b+Y5YPq8mtc7egHosZSlFpT4SabcR92A6OdVxMh2pi
BsQ3+CG/5VJqP/LfD/wDZH8hLvDP+WY/zSm/lj8uP0Vqcd/d3QnaCphijUqORFOTEnt4Zdg0fDKy
XG1faniQ4YirTjz3/wAolqP+ov8AycXLtX/dlxez/wC/j+OiO8lf8cDSf+YZP+IZbpPpj7mvW/3s
veWOfmT/ANKX/mMH8MxNb/D73N7L/j/qs0zOdS7FXYq7FXYq7FXnvknyf+YOleffMusa5rn1/wAv
alJK2kaYbm4n+rq03OOkcqrHFxj+GiE/hkyRSp75m/MHy55Zumi1t5rSBbdbk3vovLBRpRCErEHc
vzZfh49DXxoBElUC/wCcP5cpeNafpcNOlylk/C3uXRbmX7ETSLEUDNvsT2b+VqPCVtF6J+Zfk7W9
StdO069aW4v4WuLEtDLGs0cZYSFOaqfh4V+ICoIK1xMSFZRkVSLUPMUtr5n07RhCrR3kbO8pJ5KR
y40H+w3zHnmIyCPe5mLTCWGWS/pTa+u4rOznu5Qxit0aRwgq3FRU0GXSlwi3GhAykAOrX6QtPTWR
ZAyt0479Nu2StjTA/wAtPzE8z+YrvWovMmgz6JFBcc9FeW3mh9WykZlT1TIWHrLw+MCn2h8OSkAF
AL0JHV1DKQynuMihdiqU615n0rSFUXLlpZKiKGMFmYr1oB2FQCTsKipGLZDGZGglKfmPo9R60M0K
ftOV5cTWlCE5H3qNvE4aLYdLMdER5h86DSLeC6ttIv8AW7eZHdxpUX1iVSpTh8FVBDhya8v2dq4g
W0EUlqfmTeSXUlonlHXRKpu1iuJLXhasbQOy1lLc1Eyqvpn0yCWoK0NDw+aFG0/Nq1uNcTRz5a16
CeWGGeJprEx1SSWKKRuLOG4wNcJ6jAEL8XgKvCqe+e/+US1H/UX/AJOLmLq/7sub2f8A38fx0R3k
r/jgaT/zDJ/xDLdJ9Mfc163+9l7yxz8yf+lL/wAxg/hmJrf4fe5vZf8AH/VZpmc6lDXl2IFou8jd
B4e+AlkBaSDVJJiGcuiMhkV2KheIpvsdvtYkMghtK80RX3qtpztOtvI0U3IMoDIFJADCtfjp23BH
bEghdiyWyvI7qFZUPUA/fuDhYELdR1GGwt2mkinmCqzCO3hlnc8RWgWNW3PauEBDzjQ/N9n/AIpv
Us7KaFWNxHPJDA7kub25YPOkalozWNx8YrU+Jychssdyt856jqceq2ktl5zj8vTXFuzC0vERkeKL
k0k3GZlCNGJAxFATxoSBWkI8uTMhLLLWdVtPrLSfmnaG3KN8c9taMEM8Lm3ljeSX4lUGNhxPFuDV
3ZqS+DGvNGaVqWuAetefm3ps0BhjkhraafC7KSlz6siM6tHWDknH+X46g7A15MXq8E8M8Mc8Eiyw
SqHilQhkZGFVZWGxBHQ5Wlh2vf8AkxtC/wCMLf8AMzMHL/fx/He7bT/4rP3/AKmSa1qdpZWjia4S
GR1ITk4Q7g7jcHM8c3UvM7u7v7TybbPpOpRafM95KPrU7cowgaV2qzRXQVVCc2qoHEH4kryE5AcT
IHZKG85+b3iEKeY/K7XtsjyzrBNNJ6jRIlY9leo5iQyKg5qvDpXePCO4rZZ75Q822dz6Vjcarpt3
rsaf7k7PTp1dUdTxkKxsxlVVY0+IfPIEUnmn2seZdDsbyHSp9StYNWvADa2Mk0aXEikkco4mYOw+
EjYYSDTEc2H6j5h0/TLvWriaOG51xPq9totnMjMrqwVmND8NecxruDQUyUSAHOw4pSrpHqUr0Pzt
qi6hE2uaLp1vojTi1vrqK2UcS6ghgwZgVHJSSARQ+4wiXe5OTBEx9EpGVWN1LU7zyvJpoa61u90n
TbG+uItLvLKSSN3S5iEcZr6cjAot5SPYcSB4Y73s67PGpb7FKJNc/LMWv1GP8wPMMNxEkTNq0ktw
00kEkL3SBpVhViPSuXKg/YZRUbANKj3OOmMeufl1pXmGxmm88+YZ7uJ4VeC5lmaEhI04+sjW6/BP
68XLh9olW7McFHuV6R57/wCUS1H/AFF/5OLmHq/7sud2f/fx/HRHeSv+OBpP/MMn/EMt0n0x9zXr
f72XvLHPzJ/6Uv8AzGD+GYmt/h97m9l/x/1U487zeaIvKept5VgFx5haEx6ajNEgWWQhBKTMRH+6
DGSjdaUoemZ4q93Usa8ujzne+U7eDzX/AKJ5lVTBfSoYnWRo3KiVfQIUCVAGovEivQZXljdgFvwy
ESCRbHvL15qWpautncXztHPFPcxwkIVgW2nSNokKBGYP6wr6pfpjkxSob/f+tOLPHiO1++v1fqUt
D1q8bzfHaFk/Rl5eajYppsccUcUIsSwST4EV2LfV2J5sR8ewFN75R9NuPGXqIeo6WxFwVHQqaj5Z
SGySZTuUhkYdQpI+dMkwDzfypqljc67rKQ6U2ntPJ6sd01uYvraxMY3k5+mnOjEN8TE/H95kNgyj
zTfUtJ0DUbqFtQsLO8uYw0du91HG7gMDzWMurHcKa0yrjI5NghaFg8seTbmN4xomnPEVWE8baB43
jjAZE+xQqtdh27YRMnqsoUmtr5L8hm2V7nQNL+AmJHks7f7PphONSnT01C/6op0ywEtMgyW1tra1
tora1iSC2gRY4IYlCRpGg4qqKtAqqBQAYEMQ17/yY2hf8YW/5mZg5f7+P473baf/ABWfv/Unmu2M
DxGRgx5ElxzfjULQHjWm1NvffrmeDuHVBjXmqKO30y9/Reh2+siS5ZU02R4beFlmb0nblKrIBwc7
BfirTvk8n1JjyYsdP1Nb+do/y10wLbmeS2uvXsuUxCALT90Gjeb7O9aUoTTfIX5p+CP8m6SsWtz6
kPKlnpNxqCu93fW00MzxTqsKPbEp1LSepzKBV5JUgs1cZHbmoTvzh+V2g635u0fzldzXS6loqxx2
8MTxrARHI0ilwYzJ9p96OARtjxECmIG6UatpthLfa1fXcAe9tJLN9OL1oFIj5vx+yy8l4nkMeUbd
royZGMf4Td/JJW170lS31tpL3y8s/K+V+UjQpLKs80xZf3vphvjYg/Dv+zWjGRkd3I1GnjgiZQH7
D+r8e7X89ho2kNOuujTdLnvJobIi3a+iuoESIujIqv1itJU5FTs22+xlW7qtRPilZQF3+Yur2Fvp
Af8AMEPPcwWl9eRRaPyCWotipEAeCEy/WrviF5FCoYUAFay4fJxWWaHH5p82Wd3qXl78xTLGs00c
Eq6TEqQCcW1xHEY5GQSmOGqh2B/vDvVaZE0Oisx89/8AKJaj/qL/AMnFzE1f92XO7P8A7+P46I7y
V/xwNJ/5hk/4hluk+mPua9b/AHsveWOfmT/0pf8AmMH8MxNb/D73N7L/AI/6rNMznUpXqVuyy+qB
8L9fY5Es4lhOinTpNcsDaLH9Zt9Pni1LgoWRJedsqrPsGDH0348uoBptk5XShR0+Cz/SlnHHHGNU
h1S+nvQqqJ1t3+uek8n7XBvXThXry2xPJXoOmW7LWZhSoovy8ciFkUa6hkZT0YEH6cLBiyQeldqp
UBl+s0NPGYE/fgLYEvvLG8nvI3gH+8sSsSeFFYF0J+If5VMOPFGQF9FyZZxJ4eRVtFtZYYfQIoVm
PBV47L6YHRR45GcBGgExnKVmR3Ke3un3ZgsUif4Y7lZbqPiH5xhHBQDZdyV3bYfOmTi1FMLO3MEb
L9lC1UiryCCnQE/fiVYnr3/kxtC/4wt/zMzAy/38fx3u20/+Kz9/6mX3UAnt5Iu7KQpPY9szw6lj
XmLyxp+rRCDUbIfVopkubZUdz6csY+Fw44moNdjt9GGU97DKIFMTs/ya8gQ2FrY/o+S4FtC8Cyvc
XHqMsy8JeXpug/eVNQAB4AZHxCy4Qyzyl5A8veXZDNptl9ULRJCV9SR6pG7yLX1GbfnM5r1JO+Nk
82JroyllV1KsKqdiMWLEfM/lG6un+t2ElJ1jMUif79iqWCNuN1bdT03NR0IHSnM0moEJgnkxXT/K
PmCa5dFhktedSZpEIVQVCnaq8q/PIx5u31Wtx8BogllXkvyGfK1zcR2l6z6JKqva6XIOf1ack+o0
UtRSOTr6fGitUrQGmWE286Sye207T7aVpba1igleOOF5I0VGMUPL0kJUA8Y+bcR0FTTAhEYqkHnv
/lEtR/1F/wCTi5j6v+7Lm9n/AN/H8dEd5K/44Gk/8wyf8Qy3SfTH3Net/vZe8sc/Mn/pS/8AMYP4
Zia3+H3ub2X/AB/1WaZnOpY7bfmB5Fu4InXXLJBcFESG4mS3m5SjlGjQzGOVWcbqrKCRh4StqP8A
ifyHKeceu2QjK8xKtzEYSB6hPGQngSohcsA1QFJO2DgLLiXL5o8gwtJ6nmDTS0DFZg95bjgy8qhh
z2I9NuvgfDHhUyVf+Vg+Rwsjfp2xKxSQwuROhAa4j9WE7HdXjq4YfDxDGtFNDwliyAEEAg1B6HAr
ERO1/dywaVOjXcsk/qNcF2W2XmAWWMKvJvg+xzAJqa9iem6eV0p2vk/TvLaXD2TyyPqErz31xK3x
ySlUr9kIo5GPlwUAVrQDLIG0WyDQ7OOOyjlZP9IkqZGO+9SNvanT2yuQ3TZTPAh2KsL17/yY2hf8
YW/5mZg5f7+P473baf8AxWfv/UzTM51KQt548sDzLL5ZF4X1uCNZZ7VIpnEasvNfUlVDCjMu4VnB
Iw1taQq6n5q0XSrVrzU7mKws1IDXNzLHDGCegLOVWp+eRG6eFF6VrWlataR3em3UV3azDlDPC6yR
uAaVV0LK247HCikdih4T/je3s7O5i0380bk28cwjNxd6LJeehIole4T6xIkfKtC6IzMyolF5DLa8
kLta89crfUk0f8zHGotFDNbxSaU3ATRTi0c+oYiqxSz8VKqp405fHVuTXkqtbfmUsV6ILv8AMkC6
S7a3ubKXQJAEaOVo3iLKqFN5o1DseoFRuwwcPkqyDz61vGxf8xrgw6deGPV5n0VZBzhuWWaMU5uq
3BuI1j9MNwVfnh4fJVGT8wmkZ7JfzIuprmIyBJF0aFRLLGF9IJw9Kv7yCeoYhWGxoOJd4fJXpGta
rZ6t+W8mo2d2t/b3FvGyXqIY1lIdQzhDutWB27Zh6sfuy53Z/wDfx/HRPvJX/HA0n/mGT/iGWaT6
Y+5r1v8Aey95Y5+ZP/Sl/wCYwfwzE1v8Pvc3sv8Aj/qss1FL19PuUsJFivmicWssgqiylSEZhQ7B
qV2zODqXmcHkXz7FEwfSvJ11cmO2R72eyl9WZobYq7zCKONCfrAXgFAASvemT4h5oW3Hkjz7boqW
mj+U5rC2MzRWH1UryWWeX92F9JEFLWXiDyX4mflyBrh4gqKs/JHnJL5TcaT5SNjOFuL2JbRy317m
/qSp+6TlWGTgHc8vxqOIeaoGHyV+YbQzw3HlzyP6zxoRKtnOYGZKQxoykc29O3Mq7gD4lUbcsbHm
r1W1FwLWEXIQXARfWEVfTD0HLhy3416VyCUDpeirY3t5ciQP9bbkqcePAcmYitTX7X4YSU2jL29s
7G1lu72eO1tIFLzXEzrHGijqzOxCqPngQh49e0OTTYtUj1G1fTZ6ehfLNGYHqaDhKDwbcdjhpUfg
V2KsL17/AMmNoX/GFv8AmZmDl/v4/jvdtp/8Vn7/ANSfWvmnQby7uLO0uhPd2oc3EKK5MfpyPCef
w0X95GyivWhpmeQXU2xuby95dTzJN5qa3aLV5VWOe6WSZFdQvpp6kQYROVX4QWUkZEk1TYB3PLfz
5g0nzRNpXleW/e2vJGeewKfFCJijCMXQ6qJQj+kQOzfIygTHdsEIyFXu8t/JH83bvyBrcvl/VwX0
O5uQk7Bt7ScN6bTL2KbfGPao6UN04W44NbF9sWk4nt0lBB5DqOmUJIeRt56/MeOyjXTZ/KNqF1C6
s1tbid4hBZwEpDK4WcDcx9Iw2zoaD4qDxcZ6uUez9R/Ml8j1Ty+1jWoNWub6z17Qik8qRWqXMjy+
kTBxkhMiU9KN5YC1NqsBvX4TiyyES2lGnZ4tNilCIniy8QibIFXvzF89j8unVH3Gv66Ft1fXtCt7
ia3naWNZqAetGPqUsXqc2f46EkgKVbZSaHJGcv50fxyao6XFvWPKQCOncfWDXLb42OaV/wCN/OMs
0cVrqnlaZXeRTKbmUBApCpyUurku2wKKQflkPGn3xcr+TtOBcoagcv4R+r72Rzn8x2vEe1TTI7cR
xRzx3DzNylFGllh9NQwVuRUBz+yD3y395fR10fyYj6vEuzVVy6A389u9E+e/+US1H/UX/k4uDV/3
Zauz/wC/j+OiO8lf8cDSf+YZP+IZbpPpj7mvW/3sveWOfmT/ANKX/mMH8MxNb/D73N7L/j/qs0zO
dS7FXYqhU1XS5NQk01LyB9RhQSTWSyIZkRvss0YPIA9iRhpVczQiZYDIomZS6xVHIqpAZgvWgLCp
98CujmhkaRY5Fdom4ShSCVagbi1Oh4sDT3xVfiqRebfL+hebdF1DytqUx9K4jie5jgkVbiNfU5wy
AENx/eQ/DyWh4kb74Qa3VKn0by++gWvlyed9Ut7RZmE1w8YkdkgmYM3oLCtV5dlGTid1IZFod815
p8MknITlf3itSvXr8JIyjGSY7823NECRrkmGTamF69/5MbQv+MLf8zMwcv8Afx/He7bT/wCKz9/6
k013XND0xpknLJPJw9ZkqByf4YuRqvJm48VVasfDMs5N+Ebl10cJriOwSIzavf2V1Ktq1pAV/wBE
jlY/WJPFnTpGCPsqTy/m4nbJHZOMDiF8mEa/b6jc6fdwW101lqEiFIrrgHaNux4t4fhlQO+7sTH0
0Nnzvo35TavffmZF5TZZL63ingfVb22BUR2knGSSRmYMEbgxpyr8Xjmb4g4bdVPGYyp926JaR2mm
QW0VRFEoSMMxZuKAKKsxJOw6nKAskO3lDymzMzaLYFnJLMbWEkk7mvw5Dwo9wcka7P8A6pP/AExX
nyt5YMbRnSLIxu3N0NvFQt/MRx6++PhR7gx/O5rvjl/pisfyh5Wkn9eXSbSWThHEpkhRwqRCiKis
CqBR/KB+GDwo9zIa7OBQnIczzPXn713+FPK/FE/Q9jxjJaNfq0NFJIJKjjtWmHwo9wR+dz/z57/0
imuTcVIPPf8AyiWo/wCov/Jxcx9X/dlzez/7+P46I7yV/wAcDSf+YZP+IZbpPpj7mvW/3sveWOfm
T/0pf+YwfwzE1v8AD73N7L/j/qs0zOdS7FXYq80/MnRvJ36TF1qnk/U9dmlha5nvNJS4aYlfTtFg
JgkhLVilY8C1AoY0NTk4k96pE3l/8ubpL5rr8vtdEbz3t6x9K8Mk0oCRysQJgwaYufRUEggFhxOG
z3oQltB+Vd5bXlva+QfMdxbRwEzPFHctzQvbpxRxdci7pbwyAA1aMV/aIJ371VrnS/ISLqOmN+XG
vTR2F2llaP6d28U4WB7ZJUl9UstvxjKsQCtCjGrHYWe9WW+QotGgsdWt9F0DVtGmSBJzLqkLx+q1
56t16UJZn5NA8rI4p8JoN+uCSQiZLUlXCTzQlynxJHOeIQU4oGZlUMvwtxG4O+QBpsITrQBL6r1r
xVmPIqyVDUbo2/2jgQeSe4WDC9e/8mNoX/GFv+ZmYOX+/j+O922n/wAVn7/1Mi1TQLDU5opbkHlE
roOPEEpIKOvPiXUMBQ8WFcy5w4urrseUx5AW1caYUANuPgApw7inhXDwseK+bGL7yrLcaoLlxyid
gZYWDKaAUNCuRMXKjnqNMT836pd+ULu+g0a60fSo/qSahdRX8F4zhnuPR+sM9pFJyL7rR+TfDUDi
rZdGNhxZT3TSTzp5ttrPUXn8x+VPX0uX0/RtXnl4llaGKO7VTJIhFyVUhFBb/J+yTwhg1/j7zms8
Pq6z5TjiW4WK6hd72O5UVlkkjaF6PFL6EdVDjdgdtxh4R5oQ8Hn/AM/RXsFvdav5QuAXlW+lt7mY
rC/KCCKBIw7T+oZ5jz5JxApVlJAx4R5qvi88ee7hYZP8ReTIUWCaY0uLgCaSMThGpIQRbfuw5dSf
sNQld8aHmq2T8xvOckV9c6fqPlm6tYDJPHCk091dxWiJIWmnitC7FQ7QUMSN8DVPXHhCst8tedNF
GjRnV/M+j3l4r3Fbq2vIDG0UbvIhJHpjkluoMlFAFCemRISiPN97ZX3ki8u7K4jurSaJHhuIXWSN
1Mi7q6kqR8sxdX/dlzez/wC/j+OiaeSv+OBpP/MMn/EMt0n0x9zXrf72XvLHPzJ/6Uv/ADGD+GYm
t/h97m9l/wAf9VmmZzqWI+bvzZ/Lvyhfxaf5i1qKxvZlDpb8JZnCsSAziFJOANOrUyQiSrJdN1Kw
1Owg1DT7iO6srpBJb3ETBkdG6FSMiqJxV2KuxV2KuxVDyWNtI3IrQnrTbBSQVWKGOJeMa8R3wqSv
xQw/XLa4f8wtDlWNmiWF+TgEqOPOtT7ch9+YWUHxou008gNLMX1/UzDM11bsVdirz3z95I13XNfF
/YLo85g00xWFvqlukrfW/rK83kYRSSNAbZ3Qpy48iDx5UYTiaVJ7vyP53sYjJaWPlAG51Oa51Sa8
gmrdRSyLJbJI7RuxkW4lkI32pHxP2gTYQjb/AMnefbzS4Xk0nyidbOoR3V3IbaZoXhSNCxDSRSP6
zSeovIjZCKENvgseaUNpflrz6NfFtdeX/JSWIkt7rVXt4ZvXcyNyd41K19RZYS6tItD8NDVSQ2PN
CW2Wgebb83Flplj+Xsl1pw9C6s7WKSUJyV0aGdFTlEnNpvhoD2/m5Gx5qmlz5U8+21rPfx6Z5L0+
9FkFurv6vMqMyzBp0llaOotmtloQd+XcAVwWPNW4fIXm9IYbOLRPJ0NpJHcreXEVo/qFpFeOBo4v
S9L+74CTlUGpAWg3eIeash1izvrL8u7u0vILO2eAMkMGnKyWyQC4/cBUYLxPpceYApyrTbMXV/3Z
c7s/+/j+OjIfJX/HA0n/AJhk/wCIZZpPpj7mvW/3sveWOfmT/wBKX/mMH8MxNb/D73N7L/j/AKrN
MznUvlz/AJyw1Ly1Pq4soJLD9P2lmgvDOjNOIXZpEjicKyiTcMOh4t74xEuMc+H9Pm5EODwzy4vP
u8vNBflw0TeSNJMcbxr6TDjJu1RIwZug2Y7r7Zptb/eyel7OrwI1+N2ZaUmjtJOdUkljiWFmgEFO
TTVAVdwwpQknp88ogI78TfmM6HBXPr3J7DZfl6t1eJLf3D2giiNpIqt6herGUf3QWuwA5Cm/3XiO
GzZNdPxThyyarhFRHFZv9HVDS2PkoaXLLFqU51D0uUNuyMF9SteLERkdCB9rqDvTImOPh57tgyaj
jAMRw3z/AAVV9P8AISxGmqXDyjhRlRgOoEnwmIe7L8XgOuExxVzP4+DEZNTf0j8cuqHvLPyclndt
a3073aEfVIyp4NtHWrGNO5emy9Og7xlHHRom2cJ5zIXEcPX7fP3d6QZQ5qbeV7zULbXbI2LMJZJk
RkUmjqWoVYdxTLcMiJCnG1cIyxy4uVPds3zxzsVdirsVdiryT81fKEPmHzPEn+CrjX3t4La4lvU1
A6fDKim6X6sxdeBKE8vgYPVl5EIN5xO3NCBfybqU2qX8k35bn04tQXU7OdNaRfrU0UzCJpeTu6cf
rc8+3EbBKHDfmqlB+Wj/AFpLb/lXiW2n2vqQ2zjWnNbZpJIXjdebtyeK7mmVlYEGinpUni81ZVpH
5Nfl5dafbXeo+VlsL+alzdWL3c9wIrhwpcc1l4OQUA5AePiciZlNJpN+Uf5fTJepJpRK6hPHdXYF
zdLyniJKuKSjgatvxpXavQYOMrSFv/yQ/LC/leW70YyO4dXP1q7Wokma4YUWYDeVy39mPGVpO/Kn
kfy35UjuIdBt3tLa5KNJA0sky8414Bg0zSPugVacqfCKAb1BNq7z3/yiWo/6i/8AJxcxtX/dlzez
/wC/j+OiO8lf8cDSf+YZP+IZbpPpj7mvW/3sveWOfmT/ANKX/mMH8MxNb/D73N7L/j/qs0zOdSlO
teUfKuuvHJrWjWOpyQjjFJd28U7IK1orSKxXfww2rS+UfK6KETSrVVUAKoiUAAdABTKTgh3ByRq8
o/iLf+E/LP8A1bLb/kWv9MH5eHcF/OZv5x+bv8J+Wf8Aq2W3/Itf6Y/l4dwX85m/nH5u/wAJ+Wf+
rZbf8i1/pj+Xh3Bfzmb+cfm7/Cfln/q2W3/Itf6Y/l4dwX85m/nH5u/wn5Z/6tlt/wAi1/pj+Xh3
Bfzmb+cfm7/Cfln/AKtlt/yLX+mP5eHcF/OZv5x+aIstC0ayl9a0soYJaU9REUNQ9qgVyUcUYmwG
E9RkmKlIkI7LGl2KuxV2KuxV2KuxV2KuxV2KuxV2KpB57/5RLUf9Rf8Ak4uY+r/uy5vZ/wDfx/HR
HeSv+OBpP/MMn/EMt0n0x9zXrf72XvLHPzJ/6Uv/ADGD+GYmt/h97m9l/wAf9VmmZzqXYq0SACSa
AdTirHfNf6V17ybf2/k/UraPU9QtgthqImPpok54mdJIBI1fT5GNl/aA375IbHdV3kHS/M+leU7D
TPM15HqOr2atDLqEbySeuiufSkdpVV/UMfHnWu/c4JVeyprq2pJpti95JE8scZXmsYqQpIDN8lG5
yvJPhFtuLHxy4Q870bSfLOoedbDU/wBI6tfX+kX+qXNk91OktvGt9EkToDw5C3ov7lAwoa1rj+YB
PCN7ZHTTETKW1d708EEVBqPHJtDeKuxVL/MV5qFl5f1O802D6zqNtaTzWdtxaT1Jo42aNOCEM3Jg
BRdz2whWPflT5l84+YvKa6j5t0n9Dav68kZtPRmtgYloUcRXDNKK1I+Lw22wyAB2UMnuL6OFwv2j
Q1A7HalchaQEm0nWZm1DWllDPGl4ghVnJCJ9TtyVWvQcizUHc4SU8KdLqFsULFuJHVT1wWvCUv1L
zRY6dHHJcKyxyyLCrbn4n6bKG8MI3XhV9N1JpIFN1WOaQl+JpRAxqqVH8o2J8cSV4VaXU4UNEBf3
6DBaiKUaVr13NqWoRXMc6wW0vCNpI1SNw6rIrQsKFwgbg3uMkSKXhTDXdbj0vy7qespH9YGnWk93
6HLhz9CNpOHKjceXGlaHEbsSx78qfzH/AMfeXZdY/Rrab6U5t+Hq/WInoiPyjm4Rcqc+LfDswIwy
jSs0yKpB57/5RLUf9Rf+Ti5j6v8Auy5vZ/8Afx/HRHeSv+OBpP8AzDJ/xDLdJ9Mfc163+9l7yxz8
yf8ApS/8xg/hmJrf4fe5vZf8f9VmmZzqWM+YtV882WoKdF0SLV9PEZLIZ47aUyCKZqCSR6AGRIk/
uz9ontkgAqRXHmz81n003DeTbXT5UlRDZ3GqQSvcLIGHpxOnpRxsz8FDMx3NOB64QB3qxa6/L8nX
Eu1/LFGjtaNDNHrRjLPaIUtCqiVFChLeJeLJsXr+y3I8XmhRPlRzcC6vPypS2nnbkgbX46+tZ2xa
1ESq/FS3p8KpQqPiNRjfmrM/JNvLZ6CLE6CPLkMMlI9PW6F7yHpofUM/2mNap8e/w+FMrmbLbEMZ
8n+Y9UtdK124u9NrdLfXElpbRMAH/cNKkIJL0blCV6ftDbHwwOSTMnm9A0fV/XhFxDURk/ZJ2IoD
X8cB2RzTrUL63ttJub+UM1vBBJNIEALlEQswUGgrQYQ1l4jd61+T+nRS2Fn518waVb2sCafNb2Ml
zFHbrbOkZmVTAavziEbOnInl4bi3fuQi7+P8qta1tzF501xNUiuV4i1ab1FnuIIwiRMbV2JMdlUc
DX7W+9Md+5XT63+X0eoajcx+fvM9zcWV2001msl2bdJIpwrQLxtlRo/UmVOHIg1UeGDfuSGQ+QF0
j0L1tM1zU9aWN0gnOqSSSPHIgMlU9WOJvjWYEkVUilMrlbYFvk/TZLfzL5qumupZhcXiAwuQUWkS
svGgFKK/H5DGR2Chl2QSx78wbQXfkzVYTI0YEPqFkNCfTYPx+TcaHJQ5olyTXRbZbXR7G1Vi4t7e
KIOep4IBU+5wHmkIzArEvJ+nyweYvNFw93LOJbxVELkFFHASDj4UEnH5DJyOwQE113WvNWmz2x8v
WNvqkjLK1zYSzrbyuqceHpMx4j4jxJINKj6WNdUSbk83fmG19c29v5OXhazQCj6laGWa3l5q8oRT
+6CslV5klhtQGvGVDvYM4yKpB57/AOUS1H/UX/k4uY+r/uy5vZ/9/H8dEd5K/wCOBpP/ADDJ/wAQ
y3SfTH3Net/vZe8sc/Mn/pS/8xg/hmJrf4fe5vZf8f8AVZpmc6l2KvP/AMyPIWl6q51KPyyvmHUL
0RWWoRNeSWjfU0f1V4v6saLwlVXPEValMnEq8+g8iarAkklr+VaNqtnceqk7a1IsTzQlXgmjWSfY
Eys7fGfslWNTtK/NCMi/LW7trCVl/L+3jimubeNrL9LTGRLOSweGd2mNw6u0L3Dx7KOSdF+ywBl5
pAZb+XGmLpnleKx/QraBJDLIJdPMzXKcy1fUjlZpCyODy67bjtU1zO7ZFj9s93a2d1LHbtO36UZ/
TDKpKGGXcFiBlgG7Flfk03B0RPXhMDq7R8CVY/u6RndSR9pTlc+bKLM9Or9VWviaffgDGXNgXm/8
wfL8uvaboVh5ln0jV7XUY/rUSafc3CXEX7yJ7dmKJHwdgR6iseJWvYkWCJYsLtvMs8y6bNpXn+4/
w6L2JVeHS95aPbQutxLOYLgtLcSMWYepy5Et0yVeSESvnS7vBDe2v5kS6pZR28VxJYw6CsZkWNvq
8kjTOqiL1Z0agYjwXs2Dh8kgp/5V1S/1bSdQtrHzNHqeq2lwIpb2fTzEkJUKrx+grQc6sjnkH6nv
TK5CujYGtNtPMb6jeLZ6rax3PqQvqcr2plEzpCIH4xrMnpVaKvU4TVIDM8rZJR5uVH8tajG7cFkh
MfLw50UfryUOaDyTCwdXsbZ1NVaJCp8QVGApCvgVIfLyxrq2ucXDGW4WUgdqL6VPviycuQQEt8/+
Xm1hrSJfLA8x1jkiYNfmxEYaaB+Jp9oN6fOoG3Cn7WMD5rJjeq/lqw1C6aH8sI7+aKOa2stSbWnS
OSGKH0rfnbvPy+KOkZq1a/EaZbxebU9m0W61K5sfU1Gw/RtwJJUFt6yT/u0kKxyc02/eIA9OorQ5
WUpf57/5RLUf9Rf+Ti5jav8Auy5vZ/8Afx/HRHeSv+OBpP8AzDJ/xDLdJ9Mfc163+9l7yxz8yf8A
pS/8xg/hmJrf4fe5vZf8f9VmmZzqUHq+nfpLS7qw+tXFl9ZjaP63Zv6VxHyFOUUlG4sOxphCvMfM
XlGbR9V0e0g1bzfcQ3b3NzqGo2E3r1MSxsqXbBF48uAWM+AKBaNVZg33IS71frmm2kVqPzBayuJb
b0p1kVWUXivNyaerXDRwpKA7VKgoq1+1V+SrL+aS6uRbyw/mJEI2+qxT23IRyAQx2gnl+EAcjbNL
WhFXLmnOgfkrKPICTx6GY5otajZZFcnXyz3AM8STGNJGCs6R+pw3FQwYZXPm2xKpbeXbhrC9tpZD
DJLcBoZTRx6cbAq3FSv2xUGpwme6KTrRNKlt7SOzV/VKl2eWnEVdy5NCW/m8ciTZTyZLFGscaovR
RTCwK/FDsVcQCKHpiqWXOmuGLQ7qf2e4yJDMSSuz0KW2vLu5RXLXbKWVqUXiCNvvwk2mwmkemSNG
SzcX/ZX+uCkcSQ+b303TfL95d67MbPS4VVrm6FTxHNQtOIcks9AABU1phiDeySQi/Lq2+o6TaXVg
XGnyRgQPNHJE5Rfh3jlVJAdv2lGJBteIJhPp0yH4BzXtTr92ClEkusdBkt7y7uI1ctdsrMrABV41
6dOpY4SSVsJ7Z2Qh+NzWQ/cMQGJNorCxdiqQee/+US1H/UX/AJOLmPq/7sub2f8A38fx0R3kr/jg
aT/zDJ/xDLdJ9Mfc163+9l7yxz8yf+lL/wAxg/hmJrf4fe5vZf8AH/VZpmc6l2KuxV2KuxVplVhR
gCD1BxVR+pWta+mPxwUmyqqiIKKAo8BthQuxV2KuxViza354gu5Y28vfXrYzTiKaGe3tysSyxpB8
Mk0hk5xuzs3wEcSvD7NZUFS8+ZPzTa1ivB5QiSQ1WXSTfQNKDSYh/rQZYwP3cQ4iNj8da/CRjQ71
bu/Mf5pO0kdn5Qhg4luFzPfwzBlWRlX90npEF0UPu/w8gNzWhAHeq6DzV+Zb2dtLL5FEdxJM6XFu
NWtW9KFRFwk58AHLGR/hHQJ1qQMFDvVLtdu/PWuaBd6ZrX5fQ6hZ3UQMlkurwoWIliITlwTiy8md
XV+sf7JYYRQ6q1aa1+YPl+0k0zTfIb3FjbGGPSVOrJI7h05zCWaYzOPTfn8chAOwHaqQD1VMNS8z
/mhBb3JsfJaXc8N1CluP0jbos9s4kaWT4qem0fBEoevPl2K4KHeqzUfOX5l29+ba08gveR85uE41
S2jUwxlfTk+JOKtJz+wTUUPUb40O9UQfMn5kG5tIR5NRIZbv0rq6GpW8iw2tYj6/AiJnYh5AUH2S
lfiBFWh3qjvLetecLuHT11nQhZyym6j1CeOdOETWzBInETVcrc/EyhWbiAKsa1xICslyKpB57/5R
LUf9Rf8Ak4uY+r/uy5vZ/wDfx/HRHeSv+OBpP/MMn/EMt0n0x9zXrf72XvLHPzJ/6Uv/ADGD+GYm
t/h97m9l/wAf9VmmZzqWE/mz+aWlfl15aGrXcP1y8nkENhpwk9Jpn6v8fGTiqJuW4nsO+SjG1Q3k
L84vLvmjynY67d8dJuLz1eenl3nMfpTPEP3gjjDcgnL7PemUZM8IS4Sd3Jx6PLOPFGNhkH+O/KX/
AFcU/wCBk/5pyH5vH3tn8n5/5v3O/wAd+Uv+rin/AAMn/NOP5vH3r/J+f+b9zv8AHflL/q4p/wAD
J/zTj+bx96/yfn/m/c7/AB35S/6uKf8AAyf804/m8fev8n5/5v3O/wAd+Uv+rin/AAMn/NOP5vH3
r/J+f+b9zv8AHflL/q4p/wADJ/zTj+bx96/yfn/m/citP81eX9QuBbWd7HLORVY/iUmnhyAr9GSh
nhI0C15NJlgLlHZNcucZDalZfXtPubMXE1qbmJ4hc2zenNHzUrzichuLrWqmnXFWIXf5WR3IYN5q
8xR1iaENHfhWUNM0xZW9MsG+Lj1pxCrTYZLiVav5UQpZTWkXmrzHFHLGsUZj1DiYUWX1AIQI+Kfy
dPsfDjxKut/ysigtp4E80a+xlkEkMst5HK9sQkkdLb1IXWIcJ2X4RXoRuoOPEqvZflslrqttqA8y
69Ktu0jmwkvQbSUyySSH1YljXlQzUG/QL4Y8SoST8pLXjKlr5n8wWCStbsEtL5YlT6tB6CqiiKgV
lALjuQPDHiWlS3/KfTra4kuLbXtchmmVVmkS9o0hSRJFeRihZ2/d8asT8LMO+HjWlGH8oLKOJoT5
m8wyQPDPBJA9/wAomFxC0Tu0fp8C/JzKGpX1Pi9sHEqqfyqiM4nPmrzEZUg+rxub8FkU2/1d2VjF
UM+0rH/fihu2PErN0XgirUtxAHJtyadzkVXYqkHnv/lEtR/1F/5OLmPq/wC7Lm9n/wB/H8dEd5K/
44Gk/wDMMn/EMt0n0x9zXrf72XvLHPzJ/wClL/zGD+GYmt/h97m9l/x/1WaZnOpfNP8Azkf+Wv5k
ax5iuPM1otvqOh29kbSwsUWaW5iDJWYiJI6eo7s3FuR7VpthOQRoG/f+tuxYzK6I2HI/o80j/KzQ
PNdn5Sgt9T0+aDi8n1aBoZUmRDIxPqq6jcuSR/k0zU66pZLi9B2ZIxxASIHd3/Fl/wCjNR/5ZZv+
Rbf0zD4T3Ow8WHeGQ6dqjWekNZHy8ZbpoZoTfcKSfvuXxf3RPwhqbt27ZfDJUa4d+9wsuLinxeJt
YNe74qkmsRyNOW8rRr6iyLEI4+PDmiqp/uzUoVJrt17YTkBv0MRhIr973df2qq63aAhn8pI778jx
oCSoU/CsIAHwj5b9zhGUfzPx8mJwS/1X8fNJNUS4vBaehpL2n1eBIZPTjP7x1rWRqIpq1e9fnlM9
6oVs5eEiN3Pis37vLmgP0ZqP/LLN/wAi2/pkOE9zd4sO8Jn5b0LWrjW7P0beWP05UkeZkZVRVYEs
SaeGWYccjIU4+q1GOOM2Rye4ZvXkXYq7FWiQBUmg8TiqyWeKIVkYDwHf7sUgIVtWgDABSSelaCuC
08K5NTt2NGBX3IqPwxteFFK6uvJSGB7jCxXYq7FXYq7FUg89/wDKJaj/AKi/8nFzH1f92XN7P/v4
/jojvJX/ABwNJ/5hk/4hluk+mPua9b/ey95Y5+ZP/Sl/5jB/DMTW/wAPvc3sv+P+qzTM51LsVdir
sVdirGvOOs+ZNNNmNFtYLgSiU3Jn5fCE4cePF03PI+OSiAVZLkVdirsVdirsVdirTEAEnoNz3xV5
/wCafNNtrtrBpOlMxe6nKT8lK0SM/Cfk32vozX5s4yARj1LiZMnHUY9U2uGksdMYwKJWtYv3ayuU
DCNejPRqbDrTMr6Y+52eHGCRHpy73jd55t8xz6mdRXUWthB8cXH05IrZbok+mylC8vwqo9jmEcpJ
t62HZ+OMeCru9uRlw9buhvZ57h6t5T1iTV9EgvWVQGHBWDh2bh8JZwAODEj7O+ZmKfFG3mtbp/By
mHd+K8/eoeftR17T/Juq3eh38OnX0MJdbq4pwVV3ahb4VcjZSQd8vhzcOXJg35T/AJveffP/AJzs
7cNY2Gl6bZltYtiayXTt8PqwqfjBD02HwqK8iaqMslEANT3nK0uxV2KpB57/AOUS1H/UX/k4uY+r
/uy5vZ/9/H8dEd5K/wCOBpP/ADDJ/wAQy3SfTH3Net/vZe8sc/Mn/pS/8xg/hmJrf4fe5vZf8f8A
VZpmc6l2KsImk8kzL9bttSurMQwx2ay23rIVj3nRQzRsxJVDX2zAJxHcEjptbt4jUD0mMZWSd693
e6a68tGF5RrepSvIj3ETRtLzEZKsyxt6YCqOG4rsOuJlj58UljDNdcEO7p9u6ceXr7RZ7uWOx1O4
vZ/TEjxztIQqSNzUgMqgfbp402y/DKJO0iXF1OPIIgyiIjypKtfsprO/mnfVry6F4G9K0l9D0rbe
v7nhErftf7sLdMy4lwqRUeqz6FpYW4ubjVJa8YjMEe4lfjUIvprEvRSdxsKkmgyF2WfDSqPNOpw+
o93YQiGCMSz+jc83Cnl9lXjjDH4a7lfYk4ggmkGJAtOtK1Ww1bT4tQ0+UT2c/IwzAEBgrFaitNqr
hIpi3qk9xBpl5PbNEtxFBI8LXB4wh1QlTIarRK/a36YhWFweZvzUuZ7OKHyxaLaXBi9XWFvYZ4VR
o1eSVIVeN3XkxVaN+zXcNtKgqs3m/wDMhLOznfyMI3kMh1BH1a1Ato0YBWDBWEnJCWoKUpTBQ71R
Pk/zV5o1nTrq41jRI9IeGIuoS6iuSspeQ/V5UT4kkjhETtypXn9kUpiQFcvlvRU1B7pLi8XVpIDO
zhbcRcmi5kgelQV+/CNLAS4q3ahGIlY5rxbxaisFtdswtpoXluVRY2LBEDceMqulPoyMIAkguTxm
NEGikz/l15PurizeN776tW5m3MSOjxKj/uwqAKPb7sfymPucqPa2ff1cxR2G48/mnFpbWdoljFp9
zczWTRTKFuhHyBhMQUgoisdpD9o4Z4xEbOL4pmTI9UFrvlXy35m0KOy8xyXcltezzcILf0lRTazM
ikPw5qeK1PxePbLIRFW1Skl+j/lh5E03WtN1uKK5tNXt57qw0+SzWBI+MFxJapzQRhWf06VZxvX7
p8KCVfzJ538yaRqcWn2J0665w36gX1zbW1w13FJMlinBpoOSztAU+GOlQTUUOVGISl2qfnitpZzX
1pp1je2KpbCCZNZsw0l1cJye2MaiSRHjb4alaHdtgMHAtp1+W/nvzJ5rgguL3RILWwNvL6+q2t/B
dQm9hnMLQJFGWajIPUD8iKbVPXBIUlO/Pf8AyiWo/wCov/JxcxdX/dlzez/7+P46I7yV/wAcDSf+
YZP+IZbpPpj7mvW/3sveWOfmT/0pf+YwfwzE1v8AD73N7L/j/qs0zOdSlHmieS30szLf/o6JXX6x
demZSI2qtFVQTVmIFRSmU5yRHnwuVpIiU64eI9ByY0fMTLcSW581nkiBGYWC0WRXRD1BqW32pTf5
Zi+NvXH/ALFz/wAttfhf7P3t3nmc20lyreZalHNYjYEPECknFBVaMeZX7RHTrjLPV+v/AGKIaTiA
/d/7PnyTfQdS9e7vWGr/AKQEKkS231doQkq0BKsxO232Qad8uwzsn1X8HF1OLhiPRw+d3sl3mC0v
rx7Nrd1BFwv1ovU1gb+840p8WwocyoSq3EkGtdkFv9UvpOQt7SUvPIoUmNCjDmeQPw/sseysTUAE
4I9yS6/ksYBJqEl28S8IvVWMoQyMxCbENyqSaBevapyvwrNgltGWo0QCyLy01y2i25ueQmPIlHVF
ZFZiyIwjCrVFIU0HbLS45CF89WV1f+VNQsbbTF1iS7RYG095vq6ukjqsjNIGjICIS9AwJpQGpwx5
oebX3kq4ujfalN+WPq6ml00sCjXyjXJ9f1FlDhgqKWlkfg3SgFPCd+aEq1L8v10/1IV/K+TUNPX6
q1pEutSScrgMkccSlTzSKI3NwztKpWm5KrQA8Xmr0HyJ5avdB0zWIH0qLRdPlSJrHT4bmS64kWwE
5d3J5N6tRz2LACo2qYk2lG2WmpDrPrs8wnNpITCbqeeOjws1Qshp+1sONF+yuwGW8G9r4prgoVzu
hfz515Kf1eSeK2jRSx+rSNRZpLc/Ait9uL4u269GGx2JyqHMsz0Q+k2Fy+i2lvKjq5N6xC31wzAK
kTVFwAsh6fY6H7J2JyeOJ4aP339rLNkjKdx3H9UR/wBiNv1qukW0dtaafFG8kiUuyHlkeVjU237T
lj9FchONRpByccr2+ERH7BsuSNYrazLHitxdX7qWnkYlvVZSFjb4Yx8C7IaEkmlSa2xGwaZSIKvG
ghvLAseKz61eupaZ3JYXzIQsb/DGo4rshoSSaVJrJhPmGEeffMem6X5qtYLhtBhuJXmkiuNRs7ie
/BGqTIoimjguIkiId1+LcFiduuVkbtjB7HzrZHy9KNTg8nWFrL9ZmtvT0i/rDdrCY+XE2kkDNFcS
wIzKG+Coqx3xpXrv5d+ZPyzu7tdP8s/U4dYm0+G7vLbT7Wa2tzCrfbQPFElPUuD/AJe+/TauQKU/
89/8olqP+ov/ACcXMXV/3Zc3s/8Av4/jojvJX/HA0n/mGT/iGW6T6Y+5r1v97L3ljn5k/wDSl/5j
B/DMTW/w+9zey/4/6rNMznUoDU7HUbmSB7O/Nl6fMSgRrIHDAU2Y0BWmxocryQkao03YskYg8UeL
40gl0vzOtyHOtiSAuxaI20S8Uo3FQRudyvXwyvw8l/V9jcc2Gvo3/rFamha5Fy+r60Ylcyu6m3Rw
ZJWdg3xE048l+Ebbe+IxTHKX2JOoxnnC+XXur8f2Iix03W4jN9e1QX0ciFY4vq6Q8WPfkpNfCmTh
CY5yv4NWXJjIHDHhPvtLbqRoxAShYSOaUI+HgzIeXL3XtvmRHHs0SkveWSN3jeMq8bFStQd122pX
D4PmnjVrHyZZclv7Szso5pKn10RVkruDVlSviOuHwz3o4/JNNLB+pRuRT1BzA9mG2VUpLH9Y/L2z
1fU57y91fVHtriW3mfSfXQ2INrJDIgWBo2AUtb/FvvybxFJCSEMfyzJS0UebPMQNrMJ2b6+KzELG
vCWse6fua8RQVZvHHiVqP8rrMafe2MvmDXLmO/MPrPNe8iFiKs6onARgTFf3vwVap8ceJUV5c8j2
/lfTLqC21XUtRja3aMJqE4nAbnLKZFARPjYzUY9wq+GPFapsdd0/6kANUs/q/wBU4mP1o+VfSpT7
VeXL26ZkMUs027htLrT5Zp4rYehIqSzsEQOYxxBJIyjHzLZPkjZNdsP0jp7SapZtIqXQWQzR8VLI
nHnxYj7QPfpl7Wo3+pQXd9Yqt7BdypDclvRdHKqXgpy4Fh1rlWXkzxq2jaza2+nQQjUbW3dLm69e
KaSNXFbiQrVWYGny3++onDkGMubtI16xWzpBqlnGv1/UDIHliqVa8mKndvsnrt/Gokh59508zWmm
3txcW/neLy00tvcSnhpQ1ItENVdEuBMFaq8pDGI6kDkWp3yojfklKbHzizXdnawfmtLLd6hdqYY5
dDNZ/rAtvQho6KsamORd04Al+XY4K8lZP5B1nWPM2qx6tZedWvtHi+O40OXTLe3dlli9RB6yt6g9
P14wSK7r4NgkK6Kyzz3/AMolqP8AqL/ycXMTV/3Zc7s/+/j+OiO8lf8AHA0n/mGT/iGW6T6Y+5r1
v97L3ljn5k/9KX/mMH8MxNb/AA+9zey/4/6rNMznUqIvLNrx7ITxm8jjWZ7YOvqrE7MqOUryCsyM
AaUJB8MVVsVdirsVS+80lJyro5R0JK7KPtMWI5AcqciTucmJkLSHWx1SPkEnlAdizlZKVY9Tj4kk
0EwthqKIFa5KIooqIkYp/wAJj4hQQFaNFjjWNRRUAVR7AUyCrsVULu/sbMRm7uYrcTOY4TK6pzcI
0hVeRFTwRmoOwJ7Yqutbu1u7eO5tJkuLeUcopomDoynoVZSQRiqzULP65aSW3ry23qU/fW7cJFow
b4WoaVpQ+2RnGxXJEo2KSV/Ltna2cVo+t31vGrExsblUY8zHGqAlR8IbiFA7t75UNPtQMvm1+FtV
lG3Hl+KXTWskuZ42aIxG6D1m+JePqc/5+9fHLODanJwz4CD9Vd/X3sUufKVjYzzT3Pma9ijgkjnm
jm1AJGiliER+QDKjluO5323yk4gOcj83aQ1s5gRjigSRW0N/f70+0Py81pp8UK3st7Fu63VxL68j
hzUHmAARTpTLYRoc7cHU5+OZJiI+QFD5ICXyBY32p6nqEfmPWEF8iWstpaX5it7doXiZjbrGoaKQ
mDi/xdGcd8sjIdHHkCOaFP5Us1jcWrec/M5a4mhmNyNRVZU9BJE9ONliUKknq1cU+Iqp7ZLiYs3g
i9GCOLm0npqF9SQ8nbiKVY9ye+RVUxV2KpB57/5RLUf9Rf8Ak4uY+r/uy5vZ/wDfx/HRHeSv+OBp
P/MMn/EMt0n0x9zXrf72XvLHPzJ/6Uv/ADGD+GYmt/h97m9l/wAf9VmmZzqUtuf08ks7xC3ubUlf
Rthzgm4MY1k/e8pFLooldfhUOWVCU4l2KplgV2KvH/MNz+WzeY9QvV806npepR3aanqQs4p1jC6Y
JbOWN3it90ZYZV+JyW7VWgywXXJCXpr35U6retoMvnfXr5b3TBpohnkne3lW4jY+qa2/FrjgOXN9
t+5qA0e5UNBqv5d3kP6al/MHzJb6fqE0Nvp9lbSXsCQmgVbcLHHKC1bdwSlBQ+6nCQe5UyvNY/LC
J7ie+8/640UF8EmilmnaJJzc/WEj4/VqcFexdFPQLyWu4wb9yoLTPM/5V2V/Cy+e/Meoy2dul0Z7
hrqcLBFcR3J5f6MHZZqhZOIIMa0alMaPcr3JHV0V0NVYBlPiDuMrSpXdjZ3aot1CkwibnEXUEo/E
pzQ9VbixHIb74q8sHkTym8v6Hl8oW73fpmV9PGqE3P1UtABJLWX1JUaS1VeTbfDx7mtXjZf5v2hp
4p/zftRT/l35ftZNLMHkkPc2EkS6Y36QmMcRkRRNJM/JtoY4qKWVizBQvWoshkmeYpnEk8wxa48h
aedUbTpPy+jt2vFNrZwS68p9Szt76KaV4IEljlA4ymUgN8HELT4qNdfmyZX5E8v31r5r/Sl15BXQ
J7q1AudW/S4v2UxD0Y4DD7xqDyXbx3yJO3NWV+Z/Ldhc2Go3EelfpS8u0jSSz+sNbesEkRqeqD8F
OAPvxpmPkxgg7W5+i1Bhkj6+AC964q2PTqwjUPK+sXOqWs48hQm1gWNJK6lSdhGiqlJFmQfAEUUZ
W6dd65jHESfo+13mLWY4wI/MHiN/wbdb24Tzs8iERP5Rljs7G3tvIoaBQ8lxAdUJKG4rHNEGMi1N
I43ruvUCh3wnFy9H2tcdcDKROo36Hw+7cHl5kd/wa0vRL6MLcReQfTT6zZ3Nqn6R9N0+qxskUkiy
NUulSeJUV5fECRUsYnnwfaubUROx1H8MgfRf1HcChyP2VtsU+8m6RdaVPbpB5afRbWYz/W0W/W5R
WKRFHdSWLklGROJ+Hc0+LLMUSD9NfFwtfnjlBJy+JIVXo4e+wO7vPf8ABmuZLpnYqkHnv/lEtR/1
F/5OLmPq/wC7Lm9n/wB/H8dEd5K/44Gk/wDMMn/EMt0n0x9zXrf72XvLHPzJ/wClL/zGD+GYmt/h
97m9l/x/1U68xazq2lIk1npj6qj0UW0BYT8gweTieLRU+rrIy+o8YLqkYYmQcc8B1KUXus+YGX9D
3mkw6rc3WntHNbNb3cNjcXSJ+/T6yYbu3S3mHqIouCjAqBSRZVZTSpy2t3q6nplg2mTo96bk3E5D
PBAltsD6sSypynZlMSyFKpyJo6+mwpU4wK7FWOec/LGq69Hpy6drlxoj2V3Hczvbc/38SfagcJJD
s3+VyH+ThBpUovfJ/wCZc17cz2/n020TyztaQrpds/owy19OJuT8ZPSIWjleRod/iw2O5U18t6F5
y0+89TWvNB1u1CSotubGC1bk7o0Ts8J3Maq67ABuVabYCQrJcCuxV2KsJ/5Ux+WvGBf0QaW9o+nx
f6Vd7WspdnjP734t5m3O47dBSXGVp59a/lvrOmebNXu9P/L6y/RS80snOoStNcrLcC3kb95d+nHy
sZpmX90Cp2HvPi80KuheSLiazg06X8s2s9BuLkTxp+nJo5IFke2RpZo2k9RnCW4lA2K8eHEEksCf
NU38teVdSbzXp+q3P5ex6HJ9cuLm81B9X+uNE1wskkjxQo6pR5kj7bcjRKVOJO3NWb/mGZF8qzul
veXJWe0LJpvP62iG6jDzQiOK4dmhUmSioSQu1OuUygJCi5Gm1BxT4gAfI8t9nkXmzzB51t9cvv0N
5a81XOnRyGEz2001q920dpGVuaC1fjyMPDdTU9wfgyI0u98Rc6HanDGjjxyI5WLobmvt70dfa1qJ
uNCvo/Lvm+eXUYrK51VIRNGlldQtBayLIJbWJ5HERkZ3UAPxFPhYsidKCb4j82Me1JCPDwY+v8PS
RuufTohrvXNfHl+31CHy15luby4m1B9a023+sWktWkVIpGY6Za/W0l5q6ggGNSRxYKyq/lQf4j9i
jtWQ/ghsABYJqu6ya869/Pdl/wCWfmbXZ9cuNFuPLWrabpwS7nj1PVGmYu0d4QlQbaKIPcLOX2lL
UXoRRmnHCIDY24mp1JymyIj3e4D9D03C47sVSDz3/wAolqP+ov8AycXMfV/3Zc3s/wDv4/jojvJX
/HA0n/mGT/iGW6T6Y+5r1v8Aey95S/zh5autcgtUtrhbeS2kModgTvTalMp1OE5Ko8m3RaoYSbF2
Es/wx56/6mL/AIU/0yrwMv8AOcj83pv9Td/hjz1/1MX/AAp/pj4GX+cv5vTf6m7/AAx56/6mL/hT
/THwMv8AOX83pv8AU3f4Y89f9TF/wp/pj4GX+cv5vTf6m7/DHnr/AKmL/hT/AEx8DL/OX83pv9Td
/hjz1/1MX/Cn+mPgZf5y/m9N/qbv8Meev+pi/wCFP9MfAy/zl/N6b/U3f4Y89f8AUxf8Kf6Y+Bl/
nL+b03+pu/wx56/6mL/hT/THwMv85fzem/1N3+GPPX/Uxf8ACn+mPgZf5y/m9N/qbv8ADHnr/qYv
+FP9MfAy/wA5fzem/wBTd/hjz1/1MX/Cn+mPgZf5y/m9N/qbv8Meev8AqYv+FP8ATHwMv85fzem/
1N3+GPPX/Uxf8Kf6Y+Bl/nL+b03+pu/wx56/6mL/AIU/0x8DL/OX83pv9Td/hjz1/wBTF/wp/pj4
GX+cv5vTf6m7/DHnr/qYv+FP9MfAy/zl/N6b/U3f4Y89f9TF/wAKf6Y+Bl/nL+b03+pu/wAMeev+
pi/4U/0x8DL/ADl/N6b/AFN3+GPPX/Uxf8Kf6Y+Bl/nL+b03+pu/wx56/wCpi/4U/wBMfAy/zl/N
6b/U3f4Y89f9TF/wp/pj4GX+cv5vTf6mo3fkzzjeW721zrwlgkFHjZTQgGv8MjLTZSKMmUNdgibG
OizPy7YvYWNlZOwdreJY2cbAlVpUZn6eHCAO51mfJxzMu8v/2Q==
uuid:5a7c619e-8726-aa48-9374-83c32ae4f3b4
xmp.did:f504e87b-f70a-4a00-854b-fb2a1d80a3ee
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:dd06f549-4d82-4693-bcea-4d7779426d07
xmp.did:dd06f549-4d82-4693-bcea-4d7779426d07
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6f7b93fb-2269-4a98-b6a9-c89b62f4f0d3
2022-01-17T17:55:49-05:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:f504e87b-f70a-4a00-854b-fb2a1d80a3ee
2022-01-20T22:59:44-05:00
Adobe Illustrator 25.2 (Macintosh)
/
EmbedByReference
/Users/micro/Desktop/Nunavik_Job/regie/logo/logo_regis/PNG/Vertical/NRBHSS_logo_vertical_black.png
0
0
/Users/micro/Desktop/Nunavik_Job/regie/logo/logo_regis/PNG/Vertical/NRBHSS_logo_vertical_black.png
0
0
Print
Adobe Illustrator
True
True
1
215.900000
279.400000
Millimeters
BrandonGrotesque-Bold
Brandon Grotesque
Bold
Open Type
Version 001.000
False
.10296.otf
Nobel-Regular
Nobel
Regular
Open Type
Version 1.0
False
.31229.otf
Nobel-Bold
Nobel
Bold
Open Type
Version 1.0
False
.31231.otf
Nobel-Black
Nobel
Black
Open Type
Version 1.0
False
.31233.otf
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
.14548.otf
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
.14541.otf
Cyan
Magenta
Yellow
Black
Groupe de nuances par défaut
0
Blanc
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Noir
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rouge CMJN
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Jaune CMJN
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Vert CMJN
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMJN
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Bleu CMJN
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMJN
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 J=90 N=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 J=85 N=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 J=95 N=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 J=100 N=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 J=85 N=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 J=90 N=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 J=100 N=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 J=100 N=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 J=100 N=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 J=100 N=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 J=95 N=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 J=75 N=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 J=45 N=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 J=0 N=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 J=0 N=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 J=5 N=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 J=25 N=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 J=0 N=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 J=0 N=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 J=35 N=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 J=50 N=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 J=20 N=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 J=40 N=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 J=50 N=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 J=60 N=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 J=65 N=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 J=65 N=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 J=75 N=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 J=80 N=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 J=90 N=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 J=100 N=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 J=80 N=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
R=0 G=0 B=0
PROCESS
100.000000
CMYK
91.171128
78.686196
61.953151
97.448689
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=0 G=130 B=102
PROCESS
100.000000
CMYK
85.067517
24.365605
67.144269
9.332418
R=240 G=173 B=131
PROCESS
100.000000
CMYK
3.961242
39.340809
50.460058
0.112917
R=254 G=183 B=141
PROCESS
100.000000
CMYK
0.000000
36.337835
45.398641
0.000000
R=245 G=174 B=135
PROCESS
100.000000
CMYK
1.223774
39.899290
48.068970
0.000000
R=84 G=84 B=84
PROCESS
100.000000
CMYK
60.286868
50.438696
48.871595
43.375295
R=246 G=251 B=255
PROCESS
100.000000
CMYK
3.982605
0.045777
0.000000
0.000000
R=212 G=139 B=95
PROCESS
100.000000
CMYK
14.663920
50.807965
64.184022
3.689631
R=22 G=129 B=103
PROCESS
100.000000
CMYK
83.327991
25.745019
65.551227
10.428015
R=0 G=116 B=90
PROCESS
100.000000
CMYK
87.042034
29.489583
69.771874
17.587548
R=255 G=101 B=99
PROCESS
100.000000
CMYK
0.000000
72.722971
50.890362
0.000000
R=255 G=122 B=121
PROCESS
100.000000
CMYK
0.000000
64.757758
41.953152
0.000000
R=255 G=123 B=119
PROCESS
100.000000
CMYK
0.000000
64.290833
43.714043
0.000000
R=219 G=114 B=113
PROCESS
100.000000
CMYK
10.806439
65.831995
47.177842
1.513695
R=200 G=109 B=108
PROCESS
100.000000
CMYK
17.709620
65.600055
48.230714
6.039521
R=189 G=103 B=103
PROCESS
100.000000
CMYK
21.084915
66.128021
49.185929
9.948882
R=1 G=121 B=96
PROCESS
100.000000
CMYK
85.870141
27.972838
67.394519
14.514381
R=233 G=168 B=128
PROCESS
100.000000
CMYK
7.129015
40.662241
51.219958
0.531014
R=229 G=141 B=141
PROCESS
100.000000
CMYK
7.287709
54.750896
35.626763
0.585946
R=216 G=129 B=76
PROCESS
100.000000
CMYK
12.619211
56.282902
73.098344
2.374304
R=141 G=47 B=21
PROCESS
100.000000
CMYK
28.470281
87.734795
98.495460
31.778437
R=54 G=54 B=52
PROCESS
100.000000
CMYK
67.476916
57.943082
57.341874
64.748603
R=236 G=181 B=142
PROCESS
100.000000
CMYK
6.457618
34.448767
46.012053
0.326543
R=0 G=109 B=86
PROCESS
100.000000
CMYK
87.881279
31.549552
69.790184
22.143891
R=1 G=121 B=94
PROCESS
100.000000
CMYK
85.934228
27.908748
68.773937
14.447241
R=227 G=172 B=131
PROCESS
100.000000
CMYK
10.470740
37.112993
50.460058
1.254292
C=8 M=68 J=84 N=1 1
CMYK
PROCESS
7.766842
68.209350
83.822381
0.634775
Gris
1
C=0 M=0 J=0 N=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 J=0 N=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 J=0 N=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 J=0 N=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 J=0 N=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 J=0 N=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 J=0 N=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 J=0 N=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 J=0 N=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 J=0 N=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 J=0 N=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Couleurs vives
1
C=0 M=100 J=100 N=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 J=100 N=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 J=95 N=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 J=100 N=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 J=0 N=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 J=0 N=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 2658 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page/PieceInfo<>>>
endobj
2568 0 obj
<>stream
HWۮd7}~e"""hD
HŽFk.벪ûoއ[Sǟo?~Oݿ)01#8kՙ*5H=R!YBoC _wW}y7BZ?$z;f!T+Wuiv@nIz)e9F=<>N{Yz59f2)=-뵳!5R9x+.S1f}oGA
&U5~Cы-Q4P[:NIX8nRQyz%YUhzUn(EQҨ7
nm&ƌqkއS,Wc\wx]Dbp?i218(~AU)a;H՜&@cFjax,U58qQ(W'n b{nD͐Lif)r?
Lxq?ŗUB)AS*PC>H[}]]&xnLY*ưcq̀4TZnE}
ZS*PֵtRrO\,4>kPT\~r̝֛\>P:hᓼA`'T\}jYcrU^ZçF5-x"/
Z-~RF~2.KSJ,q0m#hU @Ô2%(.t 9RW{
%ǏM@g:ҫѓ5LЁ M p a
Eԓ?:sNבryU**X)p@G#3];N#ǜHƼh462Ƹȗqlt[.
80Ol- A9KzyHU}y5;iӈ7cڎCQ.q;.kYO6a)'6;-W&i1¦îM \dCX,'nT!kJ"4-轫%u4 =Nla-8& )ѵ֊3^`۳
_q@f(:lB/X̤.hh^?uw{FG c
!17R9c.=ZCέ]_d 7ܯ%S?lTJZt(1vsZ'`M:d&iJWAXj$1jFP^+qg3QdzPd',Ykl֨+f
Go HPe:B.~(7B ]ʖk6sDXdc3weu 5YEc!HYڗhb͟^j۫AuJ.^qUfˋ`eL= .,fޢȱvPӑ5D9,"}QT~ʵƦ96>p2%rE(l͉F=/M,t}br]Y2&2oY@tβ(,DMGW'6))ɩ
/ 6*l6v8Ys%sST57cd%{&*Ajfv
A4gYCs [W:~FEjVDM9%ޮ2ϼVf+/jf08Bs^R S@ $kD;avS0pwpV%v
z{dz1.Rh\pQuSSO}wXHoowv9O~fknw/3l{,zm8MiAxW9O/ hXW^2**Iʵkd%zx.YjI>5q7iJ!W'$pl7X*Z͉uLvL?ǸIuoO*BWc\e؞oqkwMFDUj6E2e=PmEgv`+hղ-*)bQE)ۈ?n*%'DH҆~-U`JkE[ڤ~Fi>Xpdպ
#`q¸6zh#5_dXffdҝ
P92SrEE[ h#g7ݥzZ/,O++_c[YV9Ds,RVb~ӏF7iuLlWNdS3y".$O=0]>c^_T:[0@J6hFpK%ļ"Q4~{n-ɣ|G@M %|Rz3c"
=qyz8.${¹mo?d)v60(̦JH+(ZB
颖$#쥃Cwe"],{Z 8KP6/T6)
CzR)yU6` lf3yTbm;fVE%,4UߤEXվ;EE~+!A$?C8미 (_O|Ouc$J`H;/&;UrTI
o̙i|Q=JP"G}C2Ig+&4(a)➚((oh ٯ諸`/vi$5\cfd+W
T 4D]stte-**@;]{Tه!Oygʶ7<ʮ!PhDE#ل7)aS0N6BzΨrOm|*룋#e\M&!|D41ky5W1l%bQ}B^QIdp[%MxɒI\=R7 :ԪW$
; !Lt&XB7.tY Rs!{cDQBk3at&SiA|0lŜ