%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
RDReasearch_infographics version Italian
2018-10-18T16:09:48+02:00
2018-10-18T16:09:48+02:00
2018-10-18T16:09:48+02:00
Adobe Illustrator CC 22.1 (Windows)
256
180
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA
AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgAtAEAAwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A7prXmnUIJzHcuNLt3upr
eJ5lMTPHBE8jyRn94XUpQ14rQjYknLvy8zXDUr50eQJ2+P483EhrLNGEhwzkDxGhIVtW111u9050
y58wQXlva6pAZBcRt++t/wB5FG6GpDuwRgCv2ag/PITEbPD9PS+blabHklj48hhGUQPSCd/MWnmQ
ShNX+s/om9+q8vrPoS+hw+16nA8eNO9emShXELV4fo35jeb4USfTrkX4aHTdPnOoi4ljS6S1nluO
IDR/vOUX7w132rm3npoHYiuZ2rlYpnTKvJv5uahrvnS10Oe2hjtruwiuFZUdJFna2juGUMzsHTd6
fANu5742fRiGMyB5H9NIIY5q356+abC/1C2EGnv9Wnngj4QzuyGGYxqJqzIv7wCoII+WXw7PgQDv
+PgvCj7P85fNc0xl+p2M1m1szxxQLMZfXGmG+C8+bKQHHBhxrkJaGA6m7/31LSzS/wA4/OF9FcS+
jp3oWdrd3ctxHBcuJEtljp6SGVT9uYKxJpsemGeigO/cjuWkPF+d3nG8sLOaxtNOErK/1sypORy+
tR26FFWX4drhCQWPz6ZI6DGCbJ/Av9C8LVr+bHmhJby+mNpBLJLaWc0k/wBaaxt6Peo8oiEhK8/q
61ofvxOjhsN+p6Wfp/WtMn8ofmjf6x591Dy5crbfVbeOc208aPE7SQOqkfHJJyVlJb7KmmY+bSCO
MTF2pDDof+cgPNKi7N1bacnpRy+kUjmKGZaGJPUEzK3IE1Gx+WZR7OhtRP4+CeFYv5la7pd7qeox
38l5HbHUlignMs0HI6jAkYaPnHThFL8PxDiDTvQn8rGQAquX3FaZfrn5p6xa+QvL3mO0jsop9Vf0
rr6yJXhjdUctxCOjD44iKEmmYuPSROSUDeyKY/efnr5kXUFsreztElltbJ40nhnBW4uVgLqaSgso
9V6fCOg65fHs+FWSeZ+y14VXXvzZ86eXm1uCYWV5e2eow28MckcienFLAXLempjrEzqODNIW3Na/
Dkcejxz4TuAQtKt7+ZvmK6vlq9pC9hq7QDT4DcrL6ccFzxNy3NFkjkMasoC9tx0xjpYgdd489vLk
tJbJ+fnmqLQ4L57KyeaWdkEiRT+g6rDFI0YLSqVkjMtGNW+XczHZ0OKrKeFMNP8AzP8AMOsC0uS9
rci31pbaO3076xA88ItrhgZU9SX4ZmQempr9ncHIS0kY2N/p613hFIOL87/O8tgt1HZacVRbiWVv
SuQjLbxwO0aEyijoZyrHcVyR0GO6s/Z5rwsz8ofmHrmta75rsp7CL0NCZxZRxB1nk4PIFVwS/IuE
G4UfI5i5tNGMYEH6kEPPbP8AOfzda6dqGsCOC9mvL62jKP65tLZWtq+lGjOCjMykE8qVVjQ5my0M
CRHlQPvO7Kmaxedda0v8rX19DHJex388Je9M0qBHv3iBJL+pRFIAHLoMxTgjLNw9K6e5Fbsd0f8A
PfXLrVYrO9Wwtbd4bgyXZimEaPFFI8UorNyeNii/CFqQaBq5dPs+IFi+n45LwoKz/OXzY1vqWumK
1uZYrK2pbQfWDb2/K7kQvLD6rL6hSlaMOq79snLQw2jvzPdvsmkxk/N3zxPFOqwWUKyWbtC8Ecjz
Rz/ov6+rAu8kbANtxKZAaLGO/n/vqRTLPyp8y6jr761cXs6TlXs+DRSSPEC1ohk9MPQIC4JIVRuT
1zG1mIQ4QPP70EM/zCQlXmXXLDRrCK6vb+HTonubeET3DBVbnMvJBUHdo+W/7IqxIAJBGOc9oc/0
dUEE8mM6L5o0+78zQ6faa+4lGoavDe6Xcx8pJZbYqFhiYhxHHEhEilX+IdvtBMrNA1fDQ4Y8vvPv
ZaXHHHjmJXOcpWCSfTZ5DflVCvjsy2x17Q7+1N3Y6ja3dqJVgNxBNHJGJWKhY+akrzJdQF67jxzH
ljkDRBRTBvzE8uXPmPzd5atY7N20+1ueeqXtSqEcGmjip0enpE1p8JYD9o5n6PMMeOZvcjYOFqsR
ySiOl7so8kHUl0CODUxIL+3kkjn9SpqQ5IZWYnkpBrWvXbalMo1vD4lx+ktPZHiDAI5b44kg37+/
r+B0pP8AMR2bsVQV3rei2d3FZ3d/b295cCsFtLKiSyCtPgRiGbcdhk445EWAaVi3l/8ANzy3rmoR
2drb3cSvDLdPd3CwxwR28XKs0jeqSqEoQNq+NMyMmjnAWaTSIsPNv5b6P9YtrLUreNJp1uZjG7yx
tLfykeoJBzTi0gPIqeKd+ORlhyy3I/AWinNn5n0m4sLy/kmWzs7G5mtLia5eJEV4JDExLB2VVLdO
RB9sqlikCBzJCKQ3l7zx5b12G3ezu40nuzN9Ws5pIluJFgkeNpEjV2LIfSYgjtksmCcOY5JpEXfm
7ypZ3L2t3rVhbXUZpJBLcwpIpP8AMrMCOuRGGZFiJ+SKQ+seefLWlw3DveR3U9pJFDc2drJFJcRt
NKsI5x8wVAZxWuShp5y6VaaXnzv5Q+s29smr2s01zKbeJYZFlHqqpbgzR8lRqLtyIr0G+PgTq6K0
oWH5geVb5meG9jWyS0jvjfyukMAillaFQfUZZFbnHQ8kHbDLTTHTe6paTS517Q7WC3nutRtoILuh
tZZZo0SXkAV9NmID1BFKZWMcjsAdkJZf6r5E1FLC9u9TsJo7S752E/1uMILpF40VlcKzBZfsmvUb
dMsjDJGwAdxvt0SmMXmHQJrKe/i1O0ksbZilzdJPG0UbClVdw3FSOQ6nKzjkDVG0LW8y+XRDaz/p
O0MV8WWxcTxkTspoywnl+8IO1Frvh8KW4o7LTGNL/NPyp5gK2PoXMUF2rpPJciOOJIvqhunaR1kP
FfT2J8fvzInpJw322/XSaTqz8weRtI0uwtrfV9PttOWEJp/K7i4tDD+7+B3clwvGhNTv1ymWPJIk
kG+uyqUH5h+VbjU7rTob2KSa3gW5idZYfTuEZXYi3b1P3hQRnn2HjhOmmADX7PetLtN/MHyjfWTX
Z1GG0SJLd7hbt0h9L61EJolZmPpklG/YYjtXGWmmDVX+xaV/MnnHQPL2jnVb+6QwMnqW0Ubx+pcD
Y0gVmQSGjA7HI4sEpy4QFAQ2rfmD5Y05okN0t3K84tpYbV45ZIXMbyj1k5gptEw33rkoaaculLS6
31Pyj5y0yG1eSO4FxDb6g2mPKq3MaVSaJpI4n5rRivenzBxMJ4jfwvovJVm87eWkv7eyjvoLiWaS
WGVoZ4GW3aGJ5m9f94GQcYm7H3wDBOrpaVh5x8okIw1zTysqs8ZF1DRljrzZfi3C8TU9qYPAn/NP
yRS8ea/KxERGsWJE8bzwf6TD8cUfLnInxfEq8Gqw2FD4YPBn3H5LSNsr6yv7VLuxuIrq1lr6dxA6
yRtQlTxdSVNCKZCUSDR2Kq+BWNee/J6+a9Nt9OkeOOFJJnkaVPV4mSyuLaN1Q0BaOWdJBuPs9a5d
gzeGb/HMFINMc0fy5+XPlDTrnT7uH6yJRa6dqcL2r3Udzc2cBvDcfV1W4YfDcc3J+FaDpTe2ebJk
N+8jf4JsllF9rpbX9J02xv4reS6jNxLZzWksryQmjLRhJCbduMcgBdWFdiK0DURiKJI+38Wh4rD5
P82xrBJ9R1SMoqROqW9DSP0TyAWRa/FFUdPpzfnUY994/P3uqGKe3P8AFead+RvK/mm0806Wbq21
CK3tZFkknmipEVFt6VCTLsx4gH4fbKNVnxnGaMd/1+5nhxzEhd7fq972/NG7F2KsG86flrc+ZPMu
m60mrm0TTvRK2TQGaNnhmMoY0li+1Wh2OZeDVDHAxq7SCltn+SGlQafcWjXaNJPpY00XCWyI6yiR
5Dc/abduQVlrUgfa8LJa+RN1/FfP7E8SXxfkEIbWOGPWo2ZYo0keaxSUM8Vw04NGl+w3KjxkkN1P
YCZ7Rs/T9vkvEyWT8tg/k/UfL36QCvfXz363KwAJG7XCzhPRLnkoKU+1lH5r1iVchSLSTSfyWvLD
WdG1JvMPrLpEhkFsLTgj8p5JnpSaiV9YrWhp+GWz1wMSOH6vP9ieJF+ZPybtNb1bUNRe/WJr+SST
gbZXKF7M2w+LmteL/ve3h/lZHFrjCIFcvPztAKXD8i7kX91d/wCIfUFyEVUktS3BEuIrhVU+uB1g
C9Ohyz+UBQHD9vlXcniWad+Q9xZ6il9J5gW7kW4iuCLiyEob0xItDznYVpLsafCRUYy7QBFcNfH9
i8Tl/IOP9Fz2La2FLwww280NosRUwzNKHkAlPqMQ5BNQe9e2P8o73w/avEyn/lXNv9Q8s2n1sBfL
iyBWWEfvWeExhwGZghVyJN+W4+nMf80bka+pFpF5Z/JMaRfW1zeaz+kkt7o3Zje24lmMLQ7s0snS
qsDTt912XXcQIArbvSZIrRPyfi0vyVrPlldT9U6u3L68bejRgBQoKeoefHj4jI5NbxZBOvpRaDm/
Iyze90+5TVCi2V7NdNbm3BjeKWcTLDQSLx48aV3B/lGSGvNEVzHeniTDy7+Vd1ouga3pCa2W/S8E
UCXMdv6bwmKH0S1DK/LktNtvnkMurE5Rlw/T5oJSa1/ISOO1hgudaFyYOXB2tBX4rmK4b7Uzbn0m
X/Ze29p7R32j9vlXcniV7b8i7aC/huf0uTHF6rNELZAS7tO0fF+ZKqouaMv7XHqNqA9oEiq+33fq
XiUrj8iTIgEetRq6paBZHsUkbnaWotdyZRVHWrcOx7nCO0P6Pf17za8SaeZ/yjXWdF0TTINVNr+h
7NrH1pLcT+rG6RqW4l4+DfuuoOVYtZwykSL4jaAUvj/I7hf3d6NaBlu75b5ibTdV4zCSJaTUo31g
kGm1Ohyz8/sBw8hXP3eXkniRvlL8pLzQfM9prkuum9W0tltBam29MemsCwrxb1nC/YVvs7/jkM2s
E4GPDVm+f7EEql3+UFrcWzQDUPTEl1qV07rAvIjUoXhCfb/3SJKg9/AYjWkG66D7FtLbv8jnvJ7a
4udZjMlvYTafxjsRHGfUSVEl4LNQMnr1PXkRXYnJx19AgDrfP9ieJNL78qDJdyT6fqq2KT6cmnTq
LSORwY4XiWWGQspirzqyruf5t9q46zbcXvfNFp3+X/k+TyloJ0l779Ifv5JxOYzEf3lKqQXlr8QJ
rXKdTn8SXFVKSyXKELWkVWRSDVzxWikitC25A+EbdT8uuKoZ9TtkuRbFJzISqhhbztHVgCP3gQpT
fc8tu+KoPT4n/dxSajqF1JFIsvq3ECQ8hJAwEbenbwRlB9s7VD0BPRckZA9FTfIqxrV9b8xW2qyW
9naevaqE4yfVp2+IozFC4YKeTBQGXZa/F03zsODFKAMjR94/Hw69HU6nV545TGEbjt/DLu5Xy323
G0f4uW4i91zWYry7t4dKZ4YAfSuqu3NvRaVeMYjAI5JwNH6kZCGDGYgmW56fGu/48m3Lq8wnKIx+
kcjvv6SeVd4r6u5Cr5k8wqUibRXllcRfGPViQGRELVPCWgRmNd6+xoxFh02Lnx9/ce/zH4+DV+ez
ih4ZJ27wNwL6HlZ/UdyE9a8yva2Vve398dAh+tRgiW2aYyxvCjGI/wAn7yShenamVjCLqPr27/Mu
w0+SUwSRX9gP3mmL/wCKb4WaXUnnnjyL3Jji0n1KwwsYpIQWSM15qdyobwFMu8EXXB/snIpu68x3
U8NhDbfmF9WnYfHP+iFZbj6zKy25HNeKBacNjvTemIxAXeP/AGXzWla480GHUY7R/PbJM37wQNpQ
JZJJ5Io/iCAbF40/2NejYBisX4f+yWls3m1KXLnz28aXE0y2YXSamLg/PgKxsX4JC61I+KtetMRh
5fu/9ktIuHW72Ka6E/nYShPTkVF0sKI0uDI8dSOXL4RT2477nInGNqh/slZT5W8z6Pr1iX029N81
rwiupmhktyZONa8JFSnLrttmNmxSgdxVoIThCeUlTty2+XEZWh4nq/5j+c9N1i90T9Ixi1iuUWfz
C9v6iWSXCl/RmijjZTLGQyjem2465uI6bGYg1vXK+fnza4AyAlZHlt+q2a6/rrwWOku3mo6W9zaR
SGVLJLpbhmkhBl5BGReQYqAu3xcui5hQxeqQ4eKj313s4EkAkIC581GSa6gg87CKaA+uUXSjIUhu
LfnCh2PPj/eVG/Y5MYeXo/2XmzpKbLz1f23q3WtedrdYHnQ2UNvYSSq8MkXrRI5+rxujujAmnLwG
+WS04O0Yfb+1aRi+cDZHT5tR8+owdZfVgTS+SStbjhN8SIGXhICe1R2pvkfBu6x/7JaVLjzbLbqB
N54RUt4YxPcLphZnlidXmb01jIAeK5hA4tt2HXAMN/wf7L8dxWm7rzO0f7sefmikkLtCTpSvRZwY
oQ1E39OWJ2HSv7W3VGL/AGv/AGS0nvlttb1Nba7t/Ni6hbQyh7xF09IRLGwYiMcjyTZl33O3vlOX
hjYMK+KCy5yQ0dO7UP8AwJzGQlOv6lqlnLaCxi9VJC/1iltNcFVA2YemyLsf2SantvscrTYoTB4j
7vUB9/473X67UZcZjwCwbv0yl8diB8Duem+yAbWvM31CK4FsgeW3mkobW5LLNHMixo8SkuvNH6Cv
QkEqMu8DDxEX1H8UeVG9+Wx/VzcQ6zU+GJcO5jI/RPmJAAGPMWD59SCQEp84+ZL6wgsZrjzCvlsT
WQkmVrBrtvXMsIr6dH405MnHnXeu9K5DHhiZECPHUu/pv+OTt9PKUscTIeogX03+1DHzZGLa6vD5
0Jt41eIn9Fk+lIFlHOgXk3Exk+B4077vg7gcH+ybqU7PzO+pObaw888rh5FkjJ0qgEd5EBbR/Eqg
8WPOta9m2wyxcO5h/su7mtLIPNLRyQSzeffViuJIHhQ6UERoZ524ISFqC6xvHzqKAVp3JOH/AGv/
AGS0h9P/ADC0+SSp8/JdxorTMiaSysIknRm5kA0Ppo8fQbMGpsKmWmP+p1/nLStqHm97eOaxXz1G
dRDKqSnTfgH1r95B8SJIjUjYcafa70rgjhvfg2/rdy0rWPmGQQC9fz291AkUU0inS0UFEePmwVYx
J+8UladQWqPs0wSxdPD/ANktN2Fx5q1K6ntNI87pfXtsQZbeXTUt1ES3JjkJk4NycelInwih60H2
sZCERcoUPf5KzrRrPVLS0aLU9Q/SVwZHdbj0UgpGxqicEJHwDavfMOcok7CmKOyCpDeeevKtndS2
tzfcJ4WKSp6Uxow2IqEIzNh2dmlESEdj5j9bqs3bekxzMJTqQ57S/Upf8rF8m/8AVw/5Iz/80ZL+
S9R/N+0frav9EOi/n/7GX6lS289+VrqZYLa7eeZq8Yo7e4djQVNFWMnpkZ9nZoiyKHvj+tsx9uaW
cuGMjKXcIzP+9U9X1HS9QjhiN3qdkS/7trW3u4mkPEnjX0Ty+EE0wQ08xe0D/nR/W5H8pYhX17/7
Xk/4ljUGk6D6ZMXmrzM6FiOXqXT7zoiooYwH+ZWT3PvmQceXrDH/ALHp/nfNgO18BFji6fwT61X8
PWxXvDLbbzHoFzHDdQie5EYKRXS2dzId6KwDiI9SBWmY0tJkiaNDy4o/rTj7UwzjxR4jHvEJ/wDE
qiea9GdEdDcMkgrGwtLohhTlUH0t/h3wHR5B3f6aP61HamEgEcdH+hP/AIlRi87+WpYlliuJJInk
ECSLbXJUytuIwRHTkfDrkz2fmBogXV/VHl382qPbWmkLEiQTX0T59308/JWHmvRiISGuKXG0B+qX
X7wkcvg/dfF8O+2Q/J5N+W3P1R/W2/yph2+r1cvRPfrt6d3XHmvRbaH17hriGAUrLJaXSr8Ww+Ix
Ab4x0eSRoUT/AFo/rRk7UwwjxS4hHvMJ/wDErk8y6UZHRVujIAGdBZ3ZIDEqpI9LoShA+WA6SdX6
f9NH9bIdpYia9d/8Lyf8T5FLUvvJNo0qiy9Frq5Prg2E4MlzMOZDVhq0jqQadae2XDBnI2PT+dHl
8+TVPtLTWDLiu63xz58wPp59aQ+s33l2e4s1bUtT0tlV7a1trWK6t0kLcVoIzCQzJsF22rhx6bLR
IEZdTvE/pZT7XwQIEjIGXK4T393pSmDT9BPxR+aPMkgWUx153TD1F4u0Rpb9QItx1oWyw4so5wx8
u+PLv+pMe18B5GXOvonz7vp5+SpHp+lXllEbHzL5hlCB/RnQXUiu3NG+MpAOYUpxpyGxI74JY8kT
UowHxj+tOPtXDMXHikPKEz/vW49L0pBCjeZPMjS0Z1r9aq4XkHNDbmqr6nvSi4PDn/Nx/OP/ABSf
5Uw3Xq3/ANrn0/zWRad5t8vyW0Udrc3F4I1Efqi2uZWYoFBLMsW7fEtfn75Tk0OWJ9QA/wA6P62v
F2xp8m8DKXuhM/73zHzVl8w6GkzSLHcLNKo5uLK6DMqUpU+lUhfUH3++R/K5K6f6aP62z+UsX9P/
AJV5P+Jcnm3RHDlHuGEcnouRaXRCy1C+maRbNVgKdcTosg7uV/VHl382I7VwG6MtjX0T59308/Jq
TzboSSLHI86yeoIlRrW6Deoy1CUMX2irVphGiyEWK/00eXzU9q4AaJld19E+fOvp50tk86eXY2Cy
Tyox9Sga2uQT6NfV6x/scTy8O+EaDKeQHT+KPXl169GEu2NMOZkOf8E/4fq/h6de5Wj8zaXIWEYu
nKEK/GzuzxJUMAaRbHiwPyOQOkmOfD/po/rbY9pYjdce3+15Pf8AzWO+arvSNZUWUOuappF/JC31
dbSK6jJ35CUxrGruF4How2rmRh02SI4uGMo++P62H8r6cSESZcR6cE7+XCsisNJtrYfWdb1+SOEm
aZ5VvOBCNzdX5Qn92OhDH7OxJx8OZO0YfOP62yXaeIAk8YA/2uf/ABKDt7XQiqSW/mfXDp8MYbhG
twFVUMYB5pAFEdLRhTj3fcb5ZLDlBowhxe+P6/MfY1x7Z08hxAyI53wT5b7/AE+R+RRDQaBFZmaX
zFr4tWWSQXDtdqoS45KpEggGy+p+7NdiBkRhymVCML7rj0+PzTLtfTiPGTIR7+CdfPhQ0fl3yit1
JrR1PWpLuS09FtSeKdnEPwOZBKbbb4VH+TQnbfCY5fpqHPlcef8ApmX8q4eHi9XDV3wTqu/6eS30
vKNhdSM/mnXLcSMXjtHkuUijCs6cIozCOKKSV49BxHcZIafPIbQgf9L+tpydu6WBqUq98Z+7+b3i
k+0/zz5Ns7GC0/S8tz6CLH9YuEnkmfiKcpH9McmPc5VLs3UE3w/aP1tf+iHRfz/9jL9SOsvPHle+
u4rS1vfUuJjxjT0plqfmyAZVk7PzQiZSjsPMfrbcHbWlyzEITuR5bS/UnuYbtFKKKL0k+BfsjsPD
CSrxfzTo+rSeY9ReKxneJrhyjJE5UivYgZ12jzwGKIMhy73zPtXR5panIRCRHEf4Slf6D1r/AKt9
z/yJk/pmT+Yx/wA6PzDr/wAjn/1Of+lKvYWXmawuVurO0uobhQyrIsL1AdSppVfA5XkyYZjhkYke
9uwYNVhlxwhMS/qnr8E4/wAQ/mNzDlbgsp5BjZoSDx41/uuvHauYv5bSeX+m/a7H8/2nd1P/AJVj
/iVsWu/mHEvGKO4RRxoq2aAfAAq7CLoAooMJ0+lPOv8ATftRHXdpRFASH/JMdP8ANQ9leed7GOGO
1guY1t2LRf6KCQTz6s0ZJH719jtvlmTHppkmRjv/AEvd5+QacObX4gBCMxw8vR7/AOj/AEj816an
59RLdEjulS1ULAottlCo0Y/Y3+GRhU5E4dMb+nfn6vj3+TKOp7RAiAJ+nl6PIj+b3EqKT+dEsbWx
SC5W1spRPaxi3PwSKxYNy4cjux6nJmOnMjK43IUd+nzahPXCEcYjPhgeKPo5Hn3MsgmDW1leXl1q
TahEiMbe3slVI5Io5OAXlbBKfvGQdd2r0FRrJR3lGIhwnqZc7I/pX0v4PQwlcYTnLN4gA2jj2BAl
/tddTHrue4WBGoXcoYzWeq6i8lvCy2qPYHduJbjX6so3kSLqOx332hjgOUoQ3O/r/wCPd1/Y3Z8s
vqhkykxia/df9Wx1Efke/ZKHXdVtdOnmb1dQ1KaC25Ry2MsY5+q5mi/dxxrxRJOpO5r40wy08JTA
2jAGX8Y7hR3J7mENbmx4zI8WTIYx545DfiPFHaIFAHv3N+5u/aC5uWdLzUlRLyG6QG1c1dPST1F/
0avwRc1CsTuoJrXHGDEVUPpI+r37fV318+i5+GcrEso/eRl9B6cIv+76RsUeove1OW4u+ErjUdQa
WCJzaUs25PKFgkQM5tlJDTRsG5dQBU9ayEY7DhhRO/q6eofzu4sZznRPiZbiDw/uzuagRZ8P+cDd
8wB52HtVmg1qVYr2/j0tLsXUMhsS8jyTQMJpeRh+GjHjx9Pvt/Nk5kSxi4w4+Gvq6A7D6vjz/U0Y
oyjnNTyjEJ8Q/d2SZRPFL6Nt9q4evxcbzVzbRxzX2oTvdTiLUSLIpS1lTlJwLRO3wO7Ku/8AqqB1
eDHZIjAUPT6v4hy69RX6Svi5uEAzyyMpVP8Ad16CLNeknYkgfZGkz1HVZo7O4ktL7VLu6EZW3he0
CKzOSp5H6qNlBDdd/wBWPiwgyAlGEY9fV/x9ztRqpRhIwnmnOtgcdc/+SfTmhFSCJruRL/VGluLu
KRwbZ2SRHVEmZle2psryALSlANjtlpJNDhhtE/xe+v4vdv793HEREyInmuUwfoO4NCR3x9xlty2G
3Jdd3MxuL24jvtQeWOCWKzdrH45BwieNGb6sPhMocEGn0VJYQiKiDGFWCfVy53/F3V+ORy5JcU5C
eUkRIj+73O0SAf3fLi4u74dQ9g91aWNywvL763cKL141sPha/cOzKQ8D7KyxdGpWpFO1mQRlIemP
CPT9f8O39L3tOnM8eOR4snHIcdeH/lDd84HlUetXuPJS9mml120c3d5NpsEsV7I7WDc2uI5BGASk
Nuaeia13pTvsMjjiBjO0RMgx+voRf849WeaUpZ4niySxxImf3W5kDXSEf4ffy67BWiuZxptv/uT1
KC49VZrmFLIyBmmFbgU+rxAUeRti7ig2BNAIGA4z6YEVQ9Xdy/iPQDoGyOSXhx/eZYyuyPDv6vq/
gHUnrIUNgTQAG/1HXbe2NzYyXF3e3DzR3VtNZmRfTdRGrrI1vD+xFHVaUJoSOoy7HixSNSAjEVRE
uvPlxHvLjajPqIR4sZnOcjISBx3sRQN+HHpGNjqeY5pS+vfmK/pcluawsXjItVBDMrITtHvs565l
DTaQX9O/9L9rrjru0jW09v6HkR/N8ypPqvn14poWiufSuIfq0qC1ABiHIBABH8IHqN0yQw6YEG42
Df1dfn5MJantEggidSjwn0dN9vp25nktGo+exbm2EVyIWgW1K/VR/corKqV9Ouwkbfrh8LTXdxu7
+rr8/Jj+Y7Q4eGp1w8P0fwixX0+ZV4Nd8/2yRx2sE1vHFHHEqpaA7RosYJLozEkIK7/hTIS0+lkS
ZEHe/q79+9thre0YACEZRAAH0dwA6xPcpnV/zANn9TKXX1b0jB6f1Yf3ZUIVr6dfsjD4Gl4uL03d
/V1+bE6vtEw4Knw1X0dOX81AanD5q1OdZ760uZZVUqG+rldi7OdkRR9pycvxSwYxUTED3uJqcerz
y4skZk/1a6k9B3lCfoPWv+rfc/8AImT+mW/mMf8AOj8w435HP/qc/wDSlOPJ+karF5m0+SaynSJZ
fjd4nCgUPUkUzE12eBwyAkLrvdn2PpM0dVAyhIC+49z2SWKL02PBagEg0GxpnJgvpKE1HUH03TRd
JayXSRKDJHBx5hQPtAEioHtluHEMkuGxH3uNqtQcUDPhM67ub5j85fmT5ufzRqT6frN9a2TTMbe3
Wd1CIeihVNB9Gb/Ho4RiBIAkNukzxzYo5ANpC0BZ/mV5uWC8F1rmpSSvCFsmW5kASb1YyWb4xt6Q
de+56dwZaWG1RHycimaD81/LbSzSzXuui3kuVMFvb3U6TJDHDDXk0txKgWWYS1WrPQ7OtAGxPycu
6PLu9/kilTS/zb8rFbBb+41tGit/9yLfWrlhLOkaE+mVuhxDurgDh1YGqjoJ6Oe9cPlsP1LSHtPz
IXULy1tdMfzBeXJuEeSGOW4ld7dLILIoijuebf6UrSkB1+DbkuSlpeEEngHy7/d3bLSd23nGs98Z
dP8ANo4UFvCBdyCIukUSNLS7hb/eqC4XjX4q0DKVoKjh5b4/s/V3UikuvvzCjgt9LvZIfMtrYi7i
e+uZJbkRT2rxMyxRs1xTm5FeQYcqFhxHwCcdNZI9F15c/l+PtTSH1Hz850W1hjbzNa31i9lJrt4J
ZgRbyR0kask8kaeszq0XKID3oclHT+o/RRuvxXTrutOu/wA2/Lcjw+hP5giiW4WSUJeSCRrdY5Kx
FnuJVJaUxksEX4NhuOTI0cv6Hy/YtLP+Vt6H+nIZnutbOkizSOe3juJ42N2LhWaVA17Myq0FUoZT
v274/k5cPKPFf2V/V7/JaQvmz82bK50pYvLV1rdlqQnRnuLi8lZDAFkDKFM8tGLFPu6jvLDoyD6x
Ej3fsUBiH/KxvPv/AFMOof8ASRJ/XMr8tj/mj5Jp9PeR/ND63pltS1uOMUEaz3s3Hi8oQcqGpZiT
v+vNLq9J4R3I36Oq0faI1EpCMJCMSRZqr8t2T5guxdirsVdirG/OvmlND0y4L29zylhkFveQqhjW
UoeIJLggg79MzdJpDlOxjt06/c6/Wdox08oiUZESNWKq/Pd8yf8AK0fzC/6v93/yMzc/lMX80O0p
OfK3nLzxrd+1rc+cZNLRRGxnupo404tNHHJQyvEpKRu0nEGrcaDKsuDHAWIWpCb6NrHmvUrq3gP5
gSQGa+urV2LI3C2tYWm+uECUUjbjT4qDvU5XOEIi/D6D5nohFG78yDTYbk/mlam4NyILmBZiVVPV
MReMkrI9Nm3jVOO/Om5jwwuvCPL8fj7F+DYuvND6hYWkP5kiZLv6809xG6OkEdnGZY5HCylwsqKa
8gOJr9rqWoUT4fKvtVdaXutSaZ6835pIl+shjktI3jKUFyYDIkss0HJeA9X7AJXoDgMY3/dbfs93
wX4K+snX9OsbyZfzQEl5ZrMJNPdokmMsQJVFVbiQ/HTwqKgFeVQBDhkR+62PX8Bfglut6p5t03QL
fUo/zDE95JDBcS6Wz8J0WeOKQKFVpGZv338oHEE17ZPHCEpV4e3eqKtp/Ns9uHP5kJbSSG4+qm7m
ihhlSC4e3VxJ6zNxf0+VeHf4eVG4giAP933fdfcqt62sRi0jn/NeH6zcy+i4hdJYYmVObM8vqoeG
xCtx3NOlTxjUd/3S/Bg2p/mN59s9RurSHzPc3cMErxx3McnwSKjEB1pyFGpXrmXHTYyAeEBNJh5O
/NLziPNGmnU9Yu7mwEym5t+Qbmg6rQ0H445NFCUSIgAlo1WeOHHLJLlEXs+ldN1VNV003aWs9vDI
p9MXCqrMtPtBVZ9vnmizYfDlw2CfJo0mq8eHGIyiD/Or9ZdqcesS6aselSRQXLqB601TwFOqgBqn
544TjErnZHknVxzShWIgS7z0ea2//OP+l3l9eXev3cksk7K8bWknE8jy9Qv6iNX9mlPfM/N2nv6B
t5tXZ2LNix8GQiVcq/Siv+hdPIX+/tQ/5HR/9Usp/lPJ5Ow4nf8AQunkL/f2of8AI6P/AKpY/wAp
5PJeJ3/QunkL/f2of8jo/wDqlj/KeTyXiRelfkV5S0m+jv8AT7zUILuLkI5RLCSOSlTs0JHQ5Gfa
E5CiBX480cTJbbyfJa3EtxBrd8k0wCyuEsTUCSSUdbX+eeQ/TlBzWKMR9v6/JbQdx+XVrcQWNvNr
OotDpssFxZKGtV9OW2QpEwpbivFTTfr3rkhqSCTQ39/X4raXa55O8qx6fPpGs+ZZ7Wz1ARtNaTT2
NuJBAI0jIHoofhFugqvh7nLMeed8UY7j3/r81tiv/KpfyU/6mL/uYWn/ADTmR+c1H837Cmy7/lUv
5Kf9TF/3MLT/AJpx/Oaj+b9hWy7/AJVL+Sn/AFMX/cwtP+acfzmo/m/YVsr3/Ij8v9T0+c+XdVe5
u0KhZPrMU8SEsCefpJX7FaYjtDJEjjFD3MMpnwnhri82f+TdC8w6Fapp93cwXWnxLSHjyEkdOwqo
BBynWZ8WU8UQRL73VdnabU4bjklGUNztdj9jJswHbMf83eY73SVs7fT7dbnUL92SBJDRAEALE0K/
zDuMzdHpo5LMjUY83V9p66eHhjjHFkmdr5bJbonnHV380Hy/q8Nt6zIGjmtC/CpiE1DzLV+DuO+X
59FAYfFgTXn76cPSdq5Tqfy+YR4u+N1y4uvkzLNW9Axnzpo3mXWrOTTbCS2gsJl43DyM/qvXsAI2
CjM/RZsOM8U+Iy8v7XU9pYNVlqOIwEet3Z8uXL7WAWv/ADjv5SttMWfXdTuYLhK/WJIJ4UtwC5CU
M0PIVUrWp65ae0pmVRFj3b/YXaYZT4Rx1xda5foWf8qR/KT/AKmK4/6TbL/qlh/PZ/5v2Fssu/5U
j+Un/UxXH/SbZf8AVLH89n/m/YVsu/5Uj+Un/UxXH/SbZf8AVLH89n/m/YVsqlv+RH5W3MywW2u3
c0z14RR3do7GgqaKISegwHtDMOcR8j+teIo3/oW3yN/y3an/AMjbf/qhkP5Tyd0ft/WvE7/oW3yN
/wAt2p/8jbf/AKoY/wAp5O6P2/rXid/0Lb5G/wCW7U/+Rtv/ANUMf5Tyd0ft/WvE7/oW3yN/y3an
/wAjbf8A6oY/ynk7o/b+teJ3/Qtvkb/lu1P/AJG2/wD1Qx/lPJ3R+39a8Tv+hbfI3/Ldqf8AyNt/
+qGP8p5O6P2/rXiQd3/zj1Z2V/ZXfl6+l5QMzzi/kU/EOPp8PShH+Vyr7Zfg7U3/AHg28v2l1/aW
PNlxGGLhuX86/wBFvUNKXXI9NaPWDBJcopAlty1HFOrKyoFPy2+Wa/OcZleO682eiGcQrNwmQ6x6
/YKW67oFnr+inTLySWKCQxSF7d/TkBidZFo1DT4lyvHkMJWHLSOD8tYoIooYfMmuxxQRyRQxreKq
qjqVACrGB+7B+D+Wgy46q/4Y/JNomw8iNZ6pDqH+I9buDCWJtbi7WS3fnyrzj9MVpz28KCnTIy1F
iuGPyW0LbflfpNvHGE1TVDNEblkuzcr6/O7jWKST1AgPP92CG61r2NMkdXI9I9Onctrz+XEb+sJ/
MWuXEc8E1u8Mt4Gj4zhgWCemByTn8BPTbwwfmf6Mfkttf8q4+LkfNHmDdAhH1+g+GIxctk+1vyJH
7W+H8z/Rh8ltpvy3PBYovMmtRIZJpriVbqk8skqJGnKUL9mNU+FSp7eGP5r+jH5LaCi/J7S4i3DX
taHIKEP1mGsfB43Uxt6PJCPRRaqfsgDoBkjrT/Nj8v2raUfmH+TN95jbSU07UI4LfS7QWg+tcnkY
BqgkoKdMt02uELscykFhdx/zjlrNtC09zrljDClOcsgdFFTQVYgDqcyh2nE8olPEg/8AlRv/AH9e
kf8AI3+3J/n/AOhJeJ3/ACo3/v69I/5G/wBuP5/+hJeJ6l+Tnkz/AAvYalD+k7XU/rMsb87RuSpx
Uije5rmv1ufxCNiPegl6HmCxeaNrms6rrl3axaw9hP67wWVnHGzKQlaF3FAvTc7/ACpmnOac5kCX
CboBwPElKRHFSR+bdXu9V0DQrm7IadWu42cCnLiYqEjxzq/ZnKZ45E89v0vM+0czKOIn+l/vUd5f
vrW9/MqzubZ+cLRBQxBXeOx4NsadGU5sNRjMNIQed/75r0WaOXtKMo7ivux0yKf85fIUN41sb2R+
LcGnSJ2jr0JBpUgewzQjDLufUY9g6ox4uH7d2Z29xBcwR3EDrLBMoeKRTVWVhUEHwIyp1MomJIOx
CQfmJ5fk8w+TtQ0eO5jtHuvRpcTVEa+nOknxU8eFMv02TgyCVWgPFP8AoX2//wCpi03/AIJs238o
j+bJlxO/6F9v/wDqYtN/4Jsf5RH82S8StD/zjlrM4Jg1yxlC7EoJGp9wyJ7SiOcSvEyX8v8A8j9Z
8s+brDXLnUbaeG09XnFGrhj6sLxClRTYvXKNRr45IGIB3QZM61L8vdMvr/VL76/f20ureiZ0t5lS
NHt/T9OSNCjLzHoj4mqeuYcdSQAKGyLQyfl3e/WpJX81600TszhBc8WBYxMN6FKAxP8ACEAo9BTv
L8yK+iPyW0YnkVFit4zr2tN9XnFwGN63JwFjX0pCFHKM+l0PdmNd8j+Y/ox+S2gU/LQidXk8za3L
HC0b2we7q6MjSFvjKmodZOB2rxFCTkvzX9GPyW2aZiodirsVWy/3T/6p/VhCtQ19FK9eI/ViVX4F
YjqH5badd69c65FquqWF7dq6zCzuREhDxJEaDg1KCNWG/wBoA9hTJjqiIiNRIHeE2tf8uS7xsfNP
mACMg8Vvgoajs/xUjqft8evSnhh/M/0YfJbV5vIFtcXVjcXOs6rcGwma4hjkuEKFzL6oLr6Yrwrx
XwXbIjUkAgCO/ktoWL8sLa3tFtLTzDrlpbpxCRwXaoAAHrSke3L1CWPUmh65I6sk2YxPwW3L+WUS
rKE8y6+hmEYldb6js0Y4hy3p8uRAAJ7gY/mv6Mfktq9v+XsMd5BdTa/rV2IJkuFt7i85ws0chlUN
HwAK8j08APDAdTtXDEfBbUoPy4VYkafzFrMt8sc0ZvBdsrUuKcgikMFClap1p4mgoTqu6Ma9y2o+
Yfy6muvImq+XLDUJri61KaOc3upymVuSSRMeTqlacIaDb8MOPU1kEyNh3Lbyv/oWvzd/1c9P/wCC
m/6p5sf5Uh3FlxO/6Fr83f8AVz0//gpv+qeP8qQ7ivE9N/KP8vdV8l2Oo2+oXEFw95LHJGbcuQAi
kGvNU8cwNZqRlII6MSbZ9mEh5BFqWi2d1rKXJuYr64uJY0ubdI3KQljyVebpxLdCfDNAMkImV3xE
ncdzrBOIMru7SrV/+UX0X/jNe/8AMnOu9lf7qXvH6XmvaD6MX+f/AL1S8okjW0I2It7uh/6NZc3v
aX9xL4feHF9mv8fxe8/cUD5Wmubj8vtZ08hklW3mubWWazjMH1aH4pglzQP6rsWUVJApQb9NBMDj
BfftbGMdXCfSwDUjdnl6e4c3sX5aknyJolf+WZf1nMXJ9ReT7W/xmf8AWXfmH5au/M3k/UNEs5Y4
bi79HhJNyCD050lNeIY9E8Ms02UY5iR6OAC8X/6Fr83f9XPT/wDgpv8Aqnm1/lSHcWXE7/oWvzd/
1c9P/wCCm/6p4/ypDuK8T0T8tfyuv/Lega3pGrXUUyauOBe0LVVGjaNt5EHxfFtscwdVqxklGUR9
KCVWb8nrQ3NusGuahBpsUE0MtqHDySNO0zep6j8lDL9ZcBvTLb/awDWmt4i/7P1ItMm/Lisbx/4o
8wAOiIWF/wDEDGKBw3CoY9WpsfDIfmv6MPktomfyFayw6rbnVtSS21ZxJLbpMipETMZnEP7uqiQs
VfkTyXbwyI1BFGhstpZF+V9xHcFV8162mnpEIra2jumR4yOVfjH7tlo4Cj0qrxHxZYdWK+iN+5bZ
B5b8rRaEJiuo32pSzqiPPqM3rycY2kZQG4qf92n8Moy5ePoB7lJTrKkOxV2KrJq+i9OvE/qwhW4v
7pP9UfqxKrsCuxVpwxRgho1DxJ6V7YqwED867SOyjLaTqEhLR3E3xqoBjDLLL/cHaQFf3an4T9kn
M3/Bzf1D8fFOyY3Un5sC1t0tYtEN80kxuZZDdG3EK8PRCgUk9RqtXYrt1ysDDe/FXwXZBw/8rskl
E7jQIozG4S1ZrqqswqhkKq9WUih4vx69diJn8vy9X2LsioU/NxKB5NClX1SWZvrYb0iymg4hRVRz
A2/lr3yJ8D+l9i7NlfzTivryRW0qe2nvI1sYiZQsNkvPm0nwq5lYBOjMOR6Bcf3ND6uX2rspon5x
BQ7SaAZWFGj/ANM9JSOdGXbmSapWppQbDH9x/S+xdkq886B+ZmreTmtYpoG1s6gsyfo6VraNbURF
ePOUoxPPc1J/pbp8mKOS/wCGuveop5l/yrH88v8Aftz/ANxFf+quZ/5vT+XyZWHqf5O+XPOeiWGp
R+aGkaaaWNrb1bgXB4hSGoQz03zX63LjmRwMS9CzBQ8z1r8tNZm1S5ns5YXt55GlTmxVhzJJUih6
VzTZuz5mRIqi6/JpZGRIRGsflzqL+W9PtLWRJr20eR5FJ4q3rceQUn+XgOudH2LljpQYy6uu7W7J
nnxxEK4o39v9iH8o/l1rFrqn1rUwsMCRSoFRwzMZY2jPSoFA5zZ67tHHPHwx3txOxexs2n1Ayzoc
HL3sWn/J38xUDaRb6okmiF6qhuJUhoTXk0FCOXc0B375rvHjzrd9gj27pD+8MP3nuF/N7J5d0ddG
0Kx0pX9UWcKxGSlORA+JqdqnMSRs28nqs/i5ZT5cRtKvzK03XtS8k6jZaCHOrS+j9WEUghf4Z42e
kjMgHwK3fL9LKMcgMuX7GgPC/wDlXH57fyXv/cSh/wCyjNv+a0/l8v2MrD0X8nfK/n/R7jVm81rc
CGeGNbb1bpLj4gW5cQkknE0IzB1uXFIDg+5BSjQbCZ7oWEVr5102ymaJTcGUxcGkYwx/CIlUIkLq
Xbl8AUDcKCbcktrvGSqJls7fTjcwabaedIHVvSmeBQqyLBKlZo3VJQx9NeMY2BUEbVJMRIyqzjVH
RQS6nfWunRjzrYwMbx/r8kpiVS1WVHL8jxAjIiLbglRvy2gTwgn92eW34+1V9haNq11b2In876f9
beQvczssMcJQSvxkkIbircuK8a9E3rTGUuEX+7NKyKH8tbSKe2ca7rL29q8bx2LXYNsfRCcVaPhQ
rWMNTx3GUHVHf0x+SLRNx5GM1vHCPMOtRcFdTLHdgO3Of16sSh3X+7X/ACPhyI1FH6Y/JbRWgeVP
0PeTXP6Y1TUfWiSL0b+59eJeAA5ovFaO1PiORyZuIVUR7gtp7lKHYqtl/un/ANU/qwhVkMZEKAOQ
AooKL4fLElXl+u/n5oOj61faVNY3sstjM9u7p6PEtGxUkVNd82GPs6UoiVjdlwoH/oZPy3/1bb/7
4P65P+S5d4XhcP8AnJLy3T/jm3596wf1x/kyXeF4XH/nJLy3/wBW2/H0wf1x/kyXeF4Xf9DJ+W/+
rbf/AHwf1x/kuXeF4Xf9DJeW6/8AHNv/AJVg/rj/ACZLvC8Lv+hk/Lf/AFbb/wC+D+uP8ly7wvC4
f85JeW6f8c2/PvWD+uP8mS7wvC4/85JeW/8Aq234+mD+uP8AJku8Lwu/6GT8t/8AVtv/AL4P64/y
XLvC8Lv+hkvLdf8Ajm3/AMqwf1x/kyXeF4Xf9DJ+W/8Aq23/AN8H9cf5Ll3heF67bOZreOZXcLKo
cA8agMK02Ga07GmK8o3+/GH/AAP9MFq3wb/fjf8AC/0xVaqlgGEjUYAjZR/DFV3Bv9+N/wAL/TFW
gjf78Y/8D/TG1eYS/wDOQnkVJGjK6jyRiDSGHsf9fNgOzcnky4Vv/QxHkT+TUf8AkTD/ANVMf5Ny
eS8Lv+hiPIlfs6l8vRh/5rx/k3J5Lwu/6GI8ifyaj/yJh/6qY/ybk8l4XD/nIjyJ/LqR/wCeMP8A
zXj/ACbk8l4XH/nIjyJ/LqQ/54w/814/ybk8l4Xf9DEeRP5NR/5Ew/8AVTH+TcnkvC7/AKGI8iV+
zqXy9GH/AKqY/wAm5PJeF3/QxHkT+TUf+RMP/VTH+TcnkvC4f85EeRP5dSP/ADxh/wCa8f5NyeS8
Lj/zkR5E/l1If88Yf+a8f5NyeS8KvY/n55Jvb23s4V1AS3MqQxloYgvKRgoqQ52qcEuzsgF7LwvS
JYz6b1ckcTVSFodvlmACxSPza2hDQK6vIYk4j0GjNJvUpt6dDufw8czdD4nifuxff3fF1fa5wDCf
GNDpXO/L8e985af5H84ax5kutQ0bTF1JbK6SeSOeSJEcM5dBIHkjLK/A14n6c3OozwgTGR4bbOx9
TDJp4CJuogFnGm6Z+eenXGpT2nluzRtVnmubmMzxGLncKFkHpm74MKrUcwxBrTYkHAlPTyABkdvx
3Oy2Wabqn5r6Nrt/fTaLpJvb+SaR4nvbWNkllWNCE/0rnw528ZZf2qUqOoZxwyiBxSoeR/V5poLL
nSPzm1CTWbw+VtNefXo/TuLxJbdpFj9FYeEMhumIWiBqGo5fQMIngjQ4j6ff+pdl0Oi/ndDoa6ND
5YsIrRbSSy/dyW8ZKTRtG8jKl0sbSHkW5sp3rTZmBTk05lxcRu76/qXZXl0386Z5bD1/KtmltY39
pqEdvb3MUShrOMQpHGrXUkcSGMUIRMiJ6cX6juCOXf8ABGyIVfz2W9t7z/CelGe3hFusjG3Zyiyr
MlZDdGQBHX4VVgoqfh6UH+D1XHL7f1Lsq6XJ+e2nRXnpeWLR57y6S7Z2u14KREkTIEF2DxPopxXl
xUVUDiQFE/y8q9R2Fcv2Lslmq6R+euqWBsrry9aGMzXE4ZZ4OQNzDLBwFborxjjnKx7VAVRWgpk4
T08TYkfx8F2RF/pv5zXnl6PQJfKGnzWEVrFaxNdTw3Esbxwej68Za6EaSfExUqm3TemCMsAlxcZu
/wAdF2Vrk/n7cBkm8t2Dws0UhgaSBk5w8ODANdGhBjU1GAflh/Efx8F2ed+bfy+/MqMfpjXNM9NV
S3tWmE8EhPoxJBHULLI5ZhGKnxzNw6nF9MT9h/UxyZoY48UjQe6flYdDOmj0pWfWAgF0sx+JQP8A
fYqfg9x9PbMTtUZRLcejpX6fN5r2fnglEmJvL1vn8PL8Fnead6V2KrYv7pP9UfqwlV2BWJ/mIdJT
SvVubuS0vlB+p+ixDu38pUEVXxJ6fr2fZnGZ0BxR626Ht84hhuUjCf8ADR3Pw6j7nzLa+Q/OOpiW
4sNJuLqESMjSRryAYUJB360YZtZ6iETRNF3emzwyQEomwr/8qu/ML/qwXf8AyLyP5vF/ODfbJPK+
lfm15bjEdj5bkkCzPOPWikYFpIWgYMiyIjjg23NTxPSlWrRlnhnzkg0maXf5zJe3t5/hg+rf3Bup
QI7hUDtEsVAqzKCvGMfaqftL9lmVq6wUBxcvd+pdlaXU/wA5ZL+G+/wmqTwiYApFcpy9e6jvGDET
8qCWLYVpQkEHsBHBVcf3d1dy7NXmp/nRew38V35VWZb4SCrQTVhWWBrdliImHw8JHNH5fExbqcYx
wCqly/t7l2U9buPzb1Xyvb+WpPKKjT7aGGGGWSBprhWhiERkV5HKKzfFQhKqDQHvhxjBGfHx7rsr
aRqH5u6XY3trF5QW4XUbu5u71LmKZ4HF0io0QhWVF4UDV58q19txOOCRB4+QA+S7K0XmD87oFRLT
ypDaRR8hHFBaOiKjBBw4iWhUCMUr8ulBgOPTnnO/itBjHmfQPzZ8xrZR3vl6aK206P0rS2giZY0B
CqeIZnI+GNRxB4imwqTXIxZMMLqXNRSRf8qu/ML/AKsF3/yLy383i/nBNqTeSvN2j3llPqGmXFmj
Tp6cki8alSGNPkBXLMeaEzQNuF2jnjjwTJNek/c+nfJI0k6AZbG5kvJmX/SnmYmUPQ/CVJPAeH6z
ml7Q4/EqQ4R0rk6/sTwjgBxyMz/ETzv3dPxzZGsUbxR80DUUUqAe3vmDZDuDEHm83/Mv85NH8nO+
m6ZBHfa8VBeLpDDXdfWK0JPfgN/cZmafSSy7k+llDGHk8Fj+c35lsbkyXDabIdnkf6rZAdPgQUD0
6VVWPjmeZYcO3X5lt2Cbxf8AOMfmgoDLq1ir91UTMPvKL+rKz2lDuKPEDGbryd508oXnqaJrtrcX
KvwMek36mcvWnA25KSOa7cQrYx12DIeEkX5s+Ekcizz8vf8AnIWY3KaX5zVUqeCaqicOLVpS4jGw
/wBZQKdx3yvUaDa4fJrlDue7RyJIiyRsHjcBkdTUEHcEEds1TWwzzX+Y6aJqjadBZ/WZYlUzuz8A
C4DACgavwkZtdJ2Z4sOImnnu0u3hp8nhiPERz3pT0zz/AKrqGn3F/Fp8Kw27BHBeeRqlS3SGCSg2
6tQYcvZ8ISETI2fd+mQY6ftrLlxnIIComucj5/wwKdf4hulubeKWOKJLhjEkrkqHlohAi5cRIjCT
Zq70NATQHF/LiiRe33b8+7k7L85ISAIAvb47cu8b8/I7WkGvfmTe6RqT2Mmmh2jCkyF3RWJG5Tkv
xLWoDd8zNP2ZHJHiEnVa7t+WnyGBhdedfLbl5pf/AMrhuf8Aq1p/yOP/ADRl/wDIo/nfY4n+iqX+
p/7L9i1/zelccX0mNh1oZSR+KYjsYD+L7P2oPtSTzxj/AE37FWw/Ne3N5EtxpaQQswV5o3qyA7cq
cRWnzyOTsg8JqVlswe00TMCWPhHffL7HpWaJ652KrIa+ilevEfqwlV+BVKW0tZmDTQpIwFAXUMaf
SMlGchyLCWOMuYBXQwQQqVhjWNSakIAoJ6V2wGRPNMYiOwFL8DJ2KvP/AM6vMOq6P5Xh/Rs7W0t5
cCGSeMlXEfBmIVhupJA3y7BEGW7vewNLDLmPGLEY3XxeV/X7KVrX0/Ol/B6gVbhGF1MUagqwp6VR
UkcRXp1OZFH+aHpPCkLvBA930j9aImexjWIt58vYmYossTR3bOp4j1SQHBXhJVeLb0FRXAL/AJoY
REjf+DxPxj8Ond1Q5um+rpF/izURqbUYwkXe/KTiECda+mfUBrTt1x8+EV8GfBvfgw4P83u/Xs0t
9aO8Z/xxewpIzB1ZLuQxqKcSSGXly9hho/zQnw5AH9xE/wCl3Zd+R3mfWrvXtQ0i7vpb6zFu1xE0
zs5Vo5USql6sAwk6ZXqIAAF1ftDo8ccUckYiMrrb3E/oez5ivIuxVTmtrefj60SS8TVeahqHptXD
GRHIsZQEuYtZ9VtYY5DDCkZKkEooUkU9hkjMnmURxxjyADEfzR87nyh5Me9hIOp3NLbTwaGkrqSZ
OJ7IoJ+dB3y7TYfEnXRtiLLxX8ovJen6zrMGs+aI5rqC8mYWULqWS4m+ItLO7UqgZSKVJZuuw322
plIQPBQ4ef7GjUa2GPJHGb4p+W3z+D6AtPNujs9lbQQTrHds0Nk6Qn0WEbtHVWX4ePwV9l3NM1kt
HMAkkennvu4cO1MUjEAS9ZIBrY0SOfwv3bsI/MH8zdUtDqunadHGkEaPam4bmJg7fu3dGVlClWPw
7HpXNfllUSXbYYgzALDZvy10tNGuZXuZWuEiZ0k2VVdPi5BR8u5znxlNu7MUPqflq4/MHSGv7e0R
fMtlYx3D3ECkG9CKodJhWhmatVYeHE9qdhoNYYgCX0n7HSk1IjpbIP8AnHbz/Pcxy+UdSkLSWyGb
S3c/F6a7SQb/AMn2lHhXsMyO0MFesfFjOPVNvzD8ta5N5muL22sprm3uVjKPAjSUKRqhDcQabrmw
7N1WMYhEkAjv97wPbvZ+aWpM4xMoyrkL5ABBWFt5yNyxmtrq2LAn6z9QMjqwUheBEfNK9KqctySw
VsYny4/2tOCOsMvUJx8/Ds/D02Pgj4dF1eN4Slzdw/VADb+lpUqqGlVVlIVUUcwP2juademUnPA3
tE3z/eDpy+DlR0mUEVKY4eVYT159Ofn9qvNbeY4ibqG7vJ7wpxXlpcy8fTm9VP2eNXYcmND75CMs
R2IiI/1x3U2yhqI+oTnKVf6jLpK/dvzOylHo+tqGjF7eqouHap0ucgiU1eX7JPb7P3ZI5sfPhjy/
njp0YR02Ybcc/qP+Rl15nl9iprw84BR9XNxdSseMyR6fIgAMcVSGZXXZowvw+HvkdP4HWgP648/1
stcdWB6TKR61jPdHqbHTox1PLPmvVdT5T2Fwk11JylnlhaJAWNWYkqqj6MzjqsOOG0hQ87dOOz9V
ny+qErkdyY0Pf0D3TORfSnYqti/uk/1R+rCVXYFdirsVdirsVea/nzp95deU7ae3iaWO0uhJcFRX
ghjdeZ9qkA5fpyBJ6H2byxjnIJrijt8w8fl8+eZ39FRdKkVvvDCIoigP1cWxNHVuVYlpvmUMMXq4
9mYRe258z38X3sgXX7aYmJ/N/wBWtJ/TaVRp/qOvoCURhiscXKlF6d33+zlXB/R+1wPypG/g3IX/
AB99X1Pn8vNq01fTEmi9TzcyLEn1eGVdPIZYSZOXMcWLVDeJ+112piYH+b9qzwTINYee/wBfXbz/
ABSTXX5geafrbmPURNHHK7QSNBAagyrKGoYxSrxq3Tb6TlgxRrk5kOzMHDvGtt9z3V3+bMPyDtr6
fzRqeqOhMH1V4pZ6UUzSzRuFFBStEJyvUEAAOq9pZxjhjAc+Ll5AEPdMw3i3Yq7FVk1fRenXif1Y
Qr52/wCcltRuJdf0TShUxQWX1lUHd55GjPz2gGbjs6PpJ823G9lXyZ6HljSdHsp1tpNJjURSBahp
BA8XLtSrvzJzBxarhnKRFiX6wXXa7THMBwnhlEkj/SkfpVpfKCPNpHC4WO30kRBEEQ9RmjNSRLyq
oeg5ChyQ1m09t5312+Xl0ceXZgJx0ajirpvt/S6X1ea+efJWtL9fv7tEW3u7lyPSYyN+8cuNqDb5
5i4dP40uAnhvq5ur1p00PEEeMjoEnuLi/m0ZtKP1gRsgjaYH94V71PHevQ5kR9msIlZyfd+t1Evb
DUEADBv8f1frZf8AlfofmfTorWe09L9GSiOK6Moo7JDVSVH2getKGnjlGXB4UuC+Kurt9LqvHxjJ
wmPF0PR5trsA8pfn9FJaVjt31CCYBBx/dXvH1kA2FP3rqM3ED4mn37vuc0bxfRPmfUJ9O0C9vLcg
TRJ+7JFaMxCg0PhXOd1GQwxkjm4uWXDEkPJbXXtelkMsurXAjR0MkZuZELKzUPAch07+GaKObIdz
I/N1kckj1+1lI1EnVZHi1YCwRA5tWvnEp+NqRLI908RZlpydX2HZW2zN8T1bS9PdxfZ9Vfa5PF6u
e3v/AGtf4j+s+WHX9J/UtTRGCn6yZHMcfvyU85HTr8bb7fCfhfzF4vqqXv8Ax+n5L4tw50fekZl8
x+iZV8yK1AxKfXpA3woGpRiOteI98xbyVfH/ALJp9f8AO+1Ylz5hZFf/ABGFq6x8TeyVHL9oiv2R
3OASyfz/APZIuf8AO+1s3HmIJz/xGOleP12StCqHpX/iynzB8MPFk/n/AOyW5/zvtXWHmLzDp2tW
yvqb3qM0fNfXaeJlkpVfiJoQDTxBxhnyQmPVfxtMcsoyG9vYs6B2iyEAQoBsAo/VhKr8CpB5p83Q
aD9XiW2e8vbon0beM0qBtUmjHqdqDMzSaM5rN8MR1dZ2j2mNNQ4TOcuQDF3/ADgdG4voxVhSoNxQ
77jrFmwHY1/x/Z+10kvakg0cX+y/462v5uzMAy6IxBDEETkiiirf7q7Drj/Iw/n/AGftSPaeR38L
/Zd3P+Fav5wszBV0cszGiqLipJP/ADyxPYv9P7P2oHtUSaGL/Zf8dVI/zdQsv1jSHS3LcHcTcqeI
AMagn2rgPY3dPf3ftZx9qN/VjIj33+wM6totNubeK4hhjaGZFkjbgu6sKg9PA5ppRMSQeYerhnM4
iQOx3eZfmjoWq6x5hg07S9bGkx29olw9nCGR3MksieoxRkLL+7AHh9OU5u1o6OIMsZmJdenuc3T4
5ZAfUyPyPZW2s+ShZatLBrHEzWc18qD98sbFeRP8y9OVdyK1y85DKp8Jx8QvhPRr8WeLJcZbxX+R
/wAs9H8rC6kqL26uHYLPKoqkANUjA33/AJj3OSyZTJze0e1smpofTEdPPv8A1MwSOONeKKEUdFUU
H4ZU6oknm3ih2KuxVbL/AHT/AOqf1YQr5v8A+ckraeHzXo18o4xvpyRRNTbnBM7H7vVXNz2cbgR5
tuPk9Pi80eaJNT+swavo66Xqun/pDSLS+MiSoPR51dkVF4q1efxk8QSAKHME4oVVSsGjTCgh4fPW
vyQyRXHmLyrHLLbXLQ3NtcSlElWKMRH1JC0fwSvVwd+NCB1wnBH+bNNLU86+a/QSWDWvLM0dyss8
U91cPDGqKsLRx0BWUERO0j8k2qNwMfBh3TWgvs/NvmpJbWO/8zeVfqkbWz3k8V0RO8ICiYjl+6/e
uaLRQAD44nFDeoz+S0EGvmb8wZry7srbzP5Wk1CWNAloZJKW8kj8F9FgtZOVejcqNxFN95eHjoEx
nS0Hm3m2Q+Y/z3gtYyJAl9Z2crgVWtvwFwaV6Blfv0zNxejBfkWY2i+ldV06HUtOuLGYlY514lh1
B6gj5HNBlxicTE9XHnHiFPPJfypvkDudRgEa1JdlZaKO58M1X8mS7w4Q0RPIsc+oeV4pd/NGnMUO
4+NlND4gUIyY7IyfgOePZ7Vc+A/JkbWum3N2YreTS/XlX6zDClncM4iJADqoFGT4evGnXLZaGXOo
fJZdl5gLMYgXXTn3c1KSDSrdGkmudJSK5EkyNJa3CrwDLyMZNPhQrTbpU+OI0E+6PyWPZOckgRB/
b8UEL/yqGkb9MaGRIHHEwyUXmSfh7jjX4d8P8nZO6Pybf5B1f+p/Yln1Hyt/1NNh/wAlP6ZR/JGT
va/9Dur/AJh+SL0q38k2+oQT3nmazkhhcOY4+dWKmoFSNhlmLsmYkCeTKHs9qgbMC9b0vWNK1a2+
tabdxXcFeJkiYMAR2NOh9jmzII5ss2CeI8MwYnzRMJrCh/yR+rEtS/Arzf8AM2Yw+YdHlFx9VKKT
9ZC8/T+MfFx708M3nZcbxTFX5PJe0E+HPiPFw896uvgk8mvKtqYrbzEyxqHZbdrQElzGQAWCKKHk
V36H4vllDT72cfx4vP3/AB+xwp64cNRzmt9uDrXuHu+33Ng1aSscja+0JK+sZTbDiDCvpxoqFV5N
2qD8++MsI5eHfT6u/dYao7Hxq63wd2wAFbn3frVf0kkSQI3mgGBlmKEWayFA7FSCtSy8hvQ9B0we
Fd/ut9v4k/meED/CNt/4L/aLSXXdU+u2VmH1BryeMFGjMYjVFQlUAoq/sgHqeuZWnxcEj6eEe912
u1PiY43PjkPKq7unc9R8ieYtO1LRbW0hfjd2UEcM0DfapGoTmvippnP9oaaWPIZHlI29l2NrsebD
GMT6oRAI9wq/c8v/ADN1zWdG/MaXVEtvUDWf1KzVlDhok4yu3wnkKSP3zXZ8eLU4fCkT6Z2a23rl
8nrceTBhhGR4pTkDYHvZj+RInTyV6ToRb/WJJLVyV+JJKEii9KPy65fn1EckzR3FA/j3OPrI4fTL
ETwyHXndn4L/AM0tUv4Z7KzgmeKF0aSRUYryblQciPDNL2lkkCADs6TVzIoBi8thdrKUTXLdhzVA
xuGH2yQG2qKCm++3fMIwN/WPm0GJ/nfapx2t+62zfpiBfrJIo1ywMdP9+bfDXAIy29Q380AHb1fa
q3GmanAE9TWYAXCtx+sPUcuQ3FK/CV+LDLHIfxD5pMJD+L7U08jX+o2/m6PT2vPrEEvqJLxkMkTc
I2cMpPuvXLtHOQy8N2GenkROrt6lMAYXB3BU/qzeh2Tz785fI8vmryYr2UfPVNM/0m0QD4nXjSWI
e7KAR7gDMvR5vDnvyLKBovO/yR86+XJRF5X8z2trJcQFl0W9u40YgSE8rXm6krVnbj41K+AzM1uG
X1xvz/WzmOrPb7yF5ieWCe20Hyiz+lxuYJrRihkKx1ZZBEX+0JAB/LStTmJHPH+dP5sbSNZm+var
amTyQbXT5iIIZ7d4xBMqhFG6qrNwi+LizEEUrSmW1sD+83T81c+QvN2oTxavpdl5TFndwRmNGtJJ
E4VqjJ6kLMgaAKhVeI3Y05b4PHgNiZ370WFPz9rflvyhpc02oaHpS+crgPFp6WsSPE0ZKOt26Mvw
8GUAcxyLJt8PQ4ISyHYng/GyQLeW/lp5o0Xyprp8za9DcXl3Ikn1CKIKWJkJSWd2dl/ykFK1NelM
ztTilkjwx2DOQvZ9KeT/AMwPK3m229XR7sNMo5TWUtEuI/8AWSp2/wApSR75pc2CeM+oNJiQofmg
0i+QdaMZIb0ACV68S6hvop1yGL6g7HsgD81C+98zWrWSxTNMZlul4m0aLiFDCtS9d/ClM2Jt9EmJ
Eiq4etvSNA8zQeYk/Rt5YXGqyyWVla3ckkgMkkkN3K32jc2rESG4Uci+xFSpGY0ocO91uXn9TpDp
zxxkIDimR7jEf0ZcuE9PijZ01JfLU+lajo93LZvb3T2jCe1UxiFEe2T1I3DSxxQopZmryIAoQoGR
FcVgtMTDxhkhOIlcb2lvd8WxGxJugOW++6TH8trYTWUS2WpSGYRTTETWKAwNCsjtH6jKa1SWnICm
1cn4x8vtcv8AlaVSPFAVY5T53W9D3cvNZH5G8vwQvf6nBqlrpaqZvUElm7CESejUhC7VEjL+xuK4
+LLkK+1J7SyyPDA45T5cpc6vr5ebFL8eUhZn9Htfm9IiK/WBCIg1D6wPAliOnA/eNqm4cV707TF4
/F6+Dh35Xfl+16X/AM48NJ9Y1xan0uFuSP2eVZPxyjVdHnvagCsff6v0PZ4v7pP9UfqzFLyC7ArA
fzP8uatqUlld2EDXKxK0csabuKkEGncZueytTCFiRq3mPaLQZc3DLGOKrBYH/hDzR/1a7n/kWc2/
53D/ADg8x/JOq/1OSapB+YyQGBbW5EZQxkegteJ41FeNf91rmOZaUm7Hz/He7AR7RArhlXL6R5eX
kEJqWheddSu2u73T7iW4cAM4hCV4ig2QKMsxajTwHDGQr3uNqNDrc0uOcJGXur7kPH5N80u6oNMn
BY0BZCo38SaAZYdbhH8QaR2Rqia8OT1zS/KWkWltYs1rGt/axRq9zDWJmdFAZiUKluRG9euc1l1k
5GW/pJOx3e803ZuLHGPpHHEDcbbj3MN1PzNZReablpow6Qia3kaP4pUlWZvhqwUcWREJHjTwzQ5C
MVj+KUuL5u2n2phxARIPH9lf2pz+X2ofX7C6tY+NtJGoaV7cKojeSWUqFVlK/wB2FNd965fggDKU
4k1OvfY2XLqsecA47EfPn+L+9i35g6Q+nanCXvJr0zoX53B5MtDSlRQU+jNbrsXBIbk33un1MOE8
7SbSrkiKe05QRpMUcyzg9UNAtQeh51Ox6Zj4pbEbfFqxnmNmRCbleKYG0OGKWUn03NEp6auPUC/C
AOg8GrmXe+3h/j8fNvvfbhS3VHW208RE6ZcSO0sZa2HqTAGRjzaQ+6/BT9n55TkNRr0H3c2uZofw
t/l9/wApfYf89v8Akw+Oh/vR8fuXTf3gexzGkLn/ACT+rOiDtW4v7pP9UfqxKvH/AM0/yJi1uebW
/LPC31SUl7qxYhIp2O5dG6I571+E+3fYaXXcPplybIzYFpP5rfmd5ElGka1bNcQwjilrqKsHVR09
KYUJWnTdh4Zlz0uLLvH7GRiCnH/K9vJE8cjXfka2aaRzNIP9HcPKTyLszQg8iTWtK5X+RmOU0cB7
0Jq//ORHme9hXTvLelw6SrARQcB9ZmUdAI14pGPlwOSh2fEbyNqIKvkf8kfM3mTUv0351aa3tZH9
SWG4ZvrlwfB6/FGviT8XgO+DNrYwHDD9imdcmTfm1+SFzrMsOq+VxFHNbW6W7aWaRqyRCieix+EM
F2o1B7160aXWiO0/miM+94HJFregarxdZ9M1S0eo+1DNGw6EHYj55trjMd4bOb13yX/zkLJ6H6K8
624vbORTE9/GgLlGFCJofsuD3K0Psc12fs/rD5MQDE3HYh6PpP5dflHrlouoaXZxXlrKaiWG5uOI
J3IKiUcSP5SBTNfKeSJo7Ox/lzVjbj+yP6kb/wAqe/Ln/q0f9PF1/wBVcj48+9f5d1f8/wD2Mf1L
m/KL8vWjWNtLYxoSUQ3N1QFutB6u1aY+NLvYjtvVXfH/ALGP6l1x+U/kK5k9W4015pKBecl1du3F
RRRUynYAUGIzSCx7a1URQlQ/qx/Up/8AKnvy5/6tH/Txdf8AVXHx597L+XdX/P8A9jH9Tv8AlT35
c/8AVo/6eLr/AKq4+PPvX+XdX/P/ANjH9TINC8t6JoNq1rpFolpAzcnClmZm6VZ3LMfpOQlInm4G
p1WTPLiyHiKPhr6KV68R+rAXHX4FdirsVdirsVdiqhqF2LOwubwrzFtE8xQGhIRS1K+9MVfNV7+Y
tjcTXP1q1dbqWV7qGWEoUJuishjm2DD0605Cv+rvksnZXigT4hH3uNm08csRvwlnX5Ved7W780tp
Vooe1uIDEswAQs9rWUykEBqP6zKtaGiiu+P5Q4Y8J97dGIhUR0H4L0nzJ5U03XkiF0Xjlhr6csZA
NG6qaggjbMXUaaOXn0Y5cInzSD/lVGj/APLZcf8ACf8ANOYv8mQ7y0/k495d/wAqo0f/AJbLj/hP
+acf5Mh3lfyce8u/5VRo/wDy2XH/AAn/ADTj/JkO8r+Tj3lNPL/kTSdFvfrsUks9wAVjaQii8hQk
BQNyNsuwaKGM2Ny2Y9PGBtkUv90/+qf1Zmhvahr6KV68R+rEqvwKo3ljZXsBt7y3juYG+1FMiyIf
mrAjCJEclY/L+WX5eySF28vWAZuvGBFH3KAMuGpyfziniKa6X5c8v6T/AMcvTLWxNKFreGOIke5U
An6crlklLmSVtMcgh2KpF5r8keWvNVn9W1mzWcqCIblfhnir3SQbjxp0PcZbizSxm4lINPnvz5+Q
nmTQPUvNG5axpa/EfTX/AEmNf8uMfbA8U+4Zt8GujPaWxbRO2F+UPMvmTy/rcE+hzSpdPIiNapUr
P8QHpPH+1yO36sycuOM4+pkRb7VzmnHdirsVdirsVdiq2MERqD1AAP3YlV2KuxV2KuxV2KuxVL/M
f/KPap/zCT/8m2whS8ZHkLzBw0TV/L2i2+oW15oVkLkTyIgFz6ZZmAZ423qn45dkMZ4+AylGpXcf
2pxTAG4tN/JXlK58u+Y/K639sltqd5+mZrlEZWov7r0lqtV2U9j3yWfKJmxyoBgTuHr+YzJ2KuxV
2KuxVZNX0Xp14n9WEKlHmbV59D0xLy20y71YiVI3tbPm8wjb7Tqory4gdNq+OWY48RokBICUyeeZ
1uo1Ty3rT2jg85/QcOCfR4UiJrQifepUrxbbY0s8Hb6oppY/5hKFlJ8r+YiEkMQ42ZJagcl1pLXj
8Gx9xj4H9KPzXhbn886hDczI/lfV2to09WKaONpGkVU5MvBeknJgqry333FMRhBH1RWlaDzq8sEd
0fL2tRwSAcI2t3FwrmQxkSQ8vhX7LA8jsakCmA4enFFFIVfP2o8Tz8qawrLbm5YCJ2GzqvpAgbyc
WLcfanvkvAH86KeFFWHnSW5WUyeXdZtivqmH1YGpIsfDj0YlC4kBCsOzdxkZYa/iiilv+OSJDDL5
d1wSL6Su8dq7xlpVDHg/NSQlaMaCmPg/0oppL9K/NfTdVmkistE1d3gUNcwmIeunKYwD90sjH4XV
udSOI8e05aUx5mK8K601DQX1OfVH8lX1vqUUbXK3/wBQU3D/ALtjx9QHn6p4leIJ6rvvsmMqrjFe
9fiun89+YI7n0k8pahJHVB6gaWlGWIsf7qnw+qe/7J+gDBGvqC0o6f8AmFr88dvJc+UNStBL6RuQ
31lzEJJSjUVYKtwRedAAd+3XDLTxHKQ+z9a8Pmio/P8AfPZ3LnyrrK3sDSosBhk9N+CO6MstKlXE
dPhQkMQKbioOAX9UaXhV7bz0zPJDN5c1yKWKSKOotpHjcStQMkhZahBvJUDj74Dg/pRWm087Ttdi
NvLesrA5VYpvQavIvKjeovIBFURcgeRqGGwqKjwdvqitJj5a8zWuvwmaGxv7JRy4/XYmiDcHMbUI
Z1qCOhNfxpDJjMOoKCKR2pX9ppulXGp3PqehbRGaUIxLcVFTSpA/EDIxiZSoIY9Z/mh5HvGiWG+k
MjtAkiFJQY2uR+6DGlDyNFqhYb+G+Xy0mQdPwE0qH8yvJAMKR38ksk8RmtkSK5PqKFLfC5QJ0G9W
FO9MH5XJ3fctKk/5heTrcst1eyQSxgu0RjnZuPN0BpGr1r6TGnWnXANNkPIfctIVvzW/L9JFV9Sd
FkCmGQxXHGQsgkotFJrxZeo6mgqajJflMvd9y0iJPzD8oxxTStcyhogh9MpKGZZJTDGy1+H43BA3
+dMH5afctNyfmP5HjmWFtSb1GlaCixXTUkVyhBIQgDkh+I7bdcRpsnd9y0o3X5leTorCO7iuJ7uK
WD6wiRJLzMNXUNxl9M/EY2AHX6MI0uQmuS0tufzJ8i2Fi8yXMhtrNoYpUhimAiWUsiHiQoKr6bV4
VpTpjHS5Capabn/Mr8u0b15NSDtCPglWG5koHMY+BlRq8vVT7PX6DiNLl7vuWm3/ADL8oiaJUmuJ
I7iETW1wscoikqCwjUvx+PirHcAbUrXbH8rPyWl835k+S0019SS+ea0ilSKd0WUNHzLrzZHCNxHp
PUgHptXANLkuq3Wl11+ZHkazmWC41JklJiVU9K6YkzcvTpRDXl6Z/wAyMRpch3A+5aX2/n7yjcpB
LBdyyQTxvMkojnUcEFd1ZVfcVp8P8MB08xzH3LS3/lY/kb6wbf8ASZMwkaEqI7k/vEXmy1CU2Bw/
lclXX3LSc6Rqela1YLfafM81pIXQORLGaoxRgVkCMKMCOmUzjKBo80JhkFS7X9CtdbsBZXMssUYl
jmDwMEcPC4ddyG25DwyeOZibCQUhH5b26zW8ya/rSNbMvphLtVHpqxb0SBGP3e4BX/JXwy38wf5s
fkniRjeSwbv6z+nNYHw8RCLsiIfu0jrx49f3fKv8xJ75HxtqqPyRaTw/k/odu8kkGpaijvM9yn72
LikjyxzbcY1NA0K96+9aEWHVyPQJ4kv1byuNJntRcan5s1SdowpuLGT1Uj4wsj7heaepx5Ecj8XH
Jxy8V0ID3pBQss5UpYC284tFeRyTJNbQLEIheKgdZ3YjlNE6M2425HrkgOvo/sX5IO0gMbitv50b
S7lJW9KZmYxlFfjD9VEdFjdKhRyp9kEA5In/AIXf46p+SKmW3nWYJb+dY5ofUYNGgjlMYuR+5ima
nwHkGVQ/2F9siLH+p/gI+TdvBCGuBY2fmqOWEhIluYilusg5widAoDMQm9V7cRUYk95gqOtYq2x0
d5PN605TS6o/LlW4IQqJBzekXGqqqnj7k5Enfi9HuX5J7d+Q7iWGZYPMuswyyFyjm5DKpeL0qBQq
mg+2Pi2bfKhnH82PyRbo/wAu9PiFt9X1TUrb6qZfTMFwsdVmoXRuKAFSwDf62+P5g9QF4lSPyKUV
FHmLWyiIyANeBieU3rcmYpyLD7ANfsbYPH/ox+SLTHy75f8A0Jam3/SV/qdQB62oz/WJNmZvtcV/
np8gMhkycR5Ae5SU2ytCyGvopXrxH6sJVfgVi2uaD57uJrybSfNAskkZGsrVrKB1iCrRlaRg7MGO
9aVGZGPJjFcUb+KVw8v+b470zx6/E6zxmK45WUKODQ+nKrrXk0Z6I3w0Jx8SFVw/aqBsfKvn5dTk
vbrzPFWghBSyiYyxLGoUtXj6REpd+Kkjfrtk5ZsVUI/atqt3o/niyhlu18wyXfEmaeOOziMhjjhe
kUENeJZpCD1B2pU4BPGduGvirHLDUfOqarFaRfpSzspKxu66XE8QuZY1dpG58OEStU1TYuSCB1a+
UcdX6Sf63RLWn6n5xhkS5vbvX7tfRa4aEaPFEC42VeKSmjBXA4fZalftYyjjOwEB/nKhNT82efbf
S727F1qdvcRAxQw3GkQRRGeacxwhJpHUMq1UV49CGp1GSjhxkgVH/TLSvaeYvzCSzuzPDqou+NxM
pXThIvxSQmNUDDrHDVQoHxMW/l5ESxYrFcNe/wB60E/0S38/avoSvJrVxpGpKPSn+tadbk8+Ibmi
1UFfip4VBGU5DijL6eIe8oR6+VvNPBll80TOfV9WJhbqhAKjkrcXHIcqsB0FaUpTIeND+atoG98g
+Zb2zSC78yx3MsExntri50y0uGjcj9kS86UerClCB8I2GTjqIA7R/wBkVtFjy352j4SDzP8AWXj9
ORoJLVY45ZY1IPJkcuiSNxLKm3Wg3yHi4/5v2rbJ4rKzinkuIoI455f72VUUO/8ArMBU/TmOZEik
K2BXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWk48F4/ZoKfLFW8VdirsVdirsVdirsVdi
rsVdirsVdirsVdirsVf/2Q==
uuid:77960975-50b0-411b-ace3-0b61abd3d664
xmp.did:27c89836-25ea-fe49-a43d-7327d9edd79d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:128876a7-8144-6147-b9fc-7aa06ab89e22
xmp.did:128876a7-8144-6147-b9fc-7aa06ab89e22
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c02f2808-60a7-0142-bbea-21f5cd36c9e5
2018-06-07T16:19:41+02:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:27c89836-25ea-fe49-a43d-7327d9edd79d
2018-10-18T16:09:46+02:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
M:\01 Logos\04 Projects logos\Rare Barometer\1 - Logos RGB (with baseline)\Rare Barometer Voices - verti - with baseline - RGB.png
0
0
EmbedByReference
C:\Users\berjonne\Pictures\Rare Barometer Voices - verti - with baseline - RGB.png
M:\01 Logos\04 Projects logos\Rare Barometer\1 - Logos RGB (with baseline)\Rare Barometer Voices - verti - with baseline - RGB.png
0
0
C:\Users\berjonne\Pictures\Rare Barometer Voices - verti - with baseline - RGB.png
Print
False
True
1
297.000083
210.000144
Millimeters
BloggerSans-Medium
Blogger Sans
Medium
Open Type
1.2; CC 4.0 BY-ND
False
Blogger Sans-Medium.otf
BloggerSans-Bold
Blogger Sans
Bold
Open Type
1.2; CC 4.0 BY-ND
False
Blogger Sans-Bold.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
83.126569
94.921792
8.676279
1.174945
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
Purple
PROCESS
100.000000
CMYK
80.000001
89.999998
0.000000
0.000000
Blue
PROCESS
100.000000
CMYK
69.999999
0.000000
0.000000
0.000000
Cool Grey
PROCESS
100.000000
CMYK
72.000003
54.000002
46.000001
22.000000
C=0 M=10 Y=25 K=0
PROCESS
100.000000
CMYK
0.000000
10.156250
24.609375
0.000000
Pink
PROCESS
100.000000
CMYK
10.000000
89.999998
0.000000
0.000000
Green
PROCESS
100.000000
CMYK
60.000002
0.000000
80.000001
0.000000
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
Color Group 1
1
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=32 M=35 Y=31 K=0
CMYK
PROCESS
31.958494
34.998092
31.198594
0.152590
C=32 M=25 Y=36 K=0
CMYK
PROCESS
31.543449
25.293353
36.047912
0.012207
C=18 M=0 Y=22 K=0
CMYK
PROCESS
17.956816
0.000000
21.530479
0.000000
C=47 M=42 Y=13 K=0
CMYK
PROCESS
46.726176
41.763940
13.006790
0.009155
Color Group 2
1
C=68 M=62 Y=58 K=46
CMYK
PROCESS
67.870599
61.602193
58.211643
45.648888
C=42 M=82 Y=59 K=40
CMYK
PROCESS
41.797513
81.869227
58.843362
39.908445
C=51 M=49 Y=89 K=30
CMYK
PROCESS
50.749975
48.627448
88.879222
30.109102
C=55 M=0 Y=70 K=0
CMYK
PROCESS
54.970622
0.000000
70.028228
0.000000
C=86 M=80 Y=32 K=19
CMYK
PROCESS
85.552758
80.059505
32.394901
18.802166
Color Group 3
1
C=45 M=37 Y=38 K=2
CMYK
PROCESS
45.221636
37.183183
37.769130
2.063020
C=27 M=34 Y=75 K=2
CMYK
PROCESS
27.325854
34.073395
75.036240
2.059968
C=65 M=0 Y=78 K=0
CMYK
PROCESS
64.599067
0.149538
77.563131
0.000000
C=42 M=38 Y=0 K=0
CMYK
PROCESS
42.212558
38.428319
0.000000
0.000000
C=27 M=67 Y=15 K=0
CMYK
PROCESS
26.959640
66.582739
14.673075
0.009155
Color Group 4
1
C=45 M=37 Y=38 K=2
CMYK
PROCESS
45.221636
37.183183
37.769130
2.063020
C=27 M=34 Y=75 K=2
CMYK
PROCESS
27.325854
34.073395
75.036240
2.059968
C=65 M=0 Y=78 K=0
CMYK
PROCESS
64.599067
0.149538
77.563131
0.000000
C=42 M=38 Y=0 K=0
CMYK
PROCESS
42.212558
38.428319
0.000000
0.000000
C=27 M=67 Y=15 K=0
CMYK
PROCESS
26.959640
66.582739
14.673075
0.009155
Color Group 5
1
C=45 M=37 Y=38 K=2
CMYK
PROCESS
45.221636
37.183183
37.769130
2.063020
C=27 M=34 Y=75 K=2
CMYK
PROCESS
27.325854
34.073395
75.036240
2.059968
C=65 M=0 Y=78 K=0
CMYK
PROCESS
64.599067
0.149538
77.563131
0.000000
C=42 M=38 Y=0 K=0
CMYK
PROCESS
42.212558
38.428319
0.000000
0.000000
C=27 M=67 Y=15 K=0
CMYK
PROCESS
26.959640
66.582739
14.673075
0.009155
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[8.50394 8.50394 850.394 603.78]/Type/Page>>
endobj
10 0 obj
<>stream
HWK$)jZ !
}` }{gdeVwB4t'._~5,m CKXݾa?n?/vhKi+O7K[cmz6>۬祗їun\g3T/
l)U8t$bf[XpdqzۀkhЯTr.C7U>pxY вvGn"?[KWþ~UiUx˳,wWh°`]NXaG#=qxZr!;M9F,U~NK|mi$C#Z| m[
h~Q+@B⢵*Bv[Wa_iy'35$3"
J
%Kzy >多-|gn ֈya?a݂Ƴ]LFulVܐicAb{dn,)@[s`\M_[$nYJƨf$ R4B`pw,u l=6/U Ac%"I^1;ji"VQZ}8tXYI$[1!~^
^ʅ
Zni"Zn.}M=Cz^