Attraverso scelte ponderate, ognuno di noi può contribuire tramite il modo in cui si sposta a migliorare la qualità dell’aria che respiriamo, del traffico e quindi della vita.
Qui di seguito una serie di “buone pratiche” su come ognuno di noi può agire concretamente sulla mobilità per contribuire a salvaguardare l’ambiente in cui viviamo.
Non sono buone pratiche ipotetiche ma reali alternative agli spostamenti quotidiani!
Esiste un mezzo per ogni ipotesi di spostamento quotidiano!
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3TYVW20W0WORwP9dKeZH/Fsmvin/gnbYXn7c/7cHjz9oXXIpH8PeH7htH8JxSL8oA4Dp/uqAT7yV9l/tL/H7T/gD8NrzVrqVWutmy1gz80rnOAPxH4CubGYiOHpupPodWDwdbE4iOGoK8pOyPPP24P2kbrwdpVv4P8ACubvxZr5MEaRnHkK3BY/Tn8q6z9j/wDZstv2f/h9CJcTa1qKia+uCMySSHnk15z+xL+z7qXiXW7j4peNM3Gt64TJZQT8/Y4ScrgHoecfhX1NvEf3tu3GBmvJy7CyqVPrtb4nol2R9XxBjaGBwqybBO/L/EkvtS7eiPHf25vjR/woj9nLXtWU7dQuIvsdmn96WQFVI+mSePSsn/gnV8FD8IP2ctLNxEV1LXSdSu2b77GTlQT6hcfnXkP7XWoP+1D+2z4L+FdmzSaToDDU9XUfdyAGKE+oQD8Xr7WsbH7DaxxxqFhjVUQD+EDiv0bGP6llVPCfbqvnl6fZX6n5Lg4/WcwnX+zDRevUvCJvUVJQOBTXfaPU+lfLn0g6imhspnGPalRty5oAWiiigAprnDrSSSbGqtfal9kj3MVVVXcWPRR7/wCNK/RAZXjTxrp/gPw5qGrapdRWWm6dE89zcSEKsSKMkk/TNfAfgfSdW/4Kz/tI/wDCSatDcWPwd8GXRTTrWQFRq0o5yw9WAGT2XA65qf8AaJ+K+uf8FOP2hG+EfgO5ltfh14cn8zxPrMRPl3ZUj5VI+8M5VR/EeelfdHwj+D+h/BjwDpfh3QLOPT9N0uMQwRouPqx9WY8k+9elG2Gp6/G/wOyNqMP7zNrRtCh0GyhtrZY4baFFjjjRcKijoMegHFaEOB6fhSMgDLjnJ5qRUCnivO13ZxvV3FooooAKKKKACiiigAooooAKKKKACiiigAooooAKim+9UtRTfeoAS1+7Uh3A9a5nxd4xh8GeH5NQuYb6W3t/mcWsJmkUAEk7R2rQ8O6z/b2kW99Gz+TcRrKm8FWwRnkHkHnpQFj5e/4KuDyrf4GzH/l3+JelEn/gVfXIOa+Q/wDgrN8nhD4SynhI/iDpjnJ6fPxX10jrsGGH19aAHUUZooAKKKKACiiigAooooAKKKKACiigsB3oAKKM0UAFBG4UUUANaFXPI/WkWBV7U+igBpiU9qGiUg8U6gNmgCC5ZYV/hXvz3r4b/wCC1v7Qep+HvhPonwj8KvJN4w+LN0mlpDFy8doXAkzjpvJC59A1fbHiPVbfRdJnvrqZbezs42mnlb7saKCWY+wAz+FfnH+w1pc/7fH/AAUD8cfH/WYS3hPwi7aL4YWQ5QOvy+Yo6cDJJ9Xz6VUZxh789kONrq+p9ffs/fCrQ/2KP2V9C8NiaOCz8O2Ie8nfhp5zh5ZCfVmz79K8K+Fnh2+/b2+O7+MNaikXwH4cuGXTraTOy8cHhiO44Bz61N+0P481T9r/AOMUfwx8K3Df2FpsobWruNvlwCDtz36Y+tfWHwz+GWm/DDwfY6LpcK29pZRqgVeCSOp/HrXzNPmzHFe1l/Cj+LPv42yDAucv96rLT+5B/lJm3Y6cthCscKqscfCgDjFYvxQ8b2/w38Dalrl9KI7PSbaS4lyeoVSR+Z4/GulkiWFTjd83rXx//wAFUPiRdah4M8P/AA30eR31fxtfpFJHH94QBhnI9C2D+FfZZNl/1vGww62er8kt/wAD8tzbFujQlUfxP8Wct+wTBqCeBPin8etTtftWrayt3dWMcp2q8MIZyB6BmAXPogqD4f8A/BYHUPG0fwbhHhvT4r34gX8tprUXnE/2UqyFEdfZuvNfTukfA2Pwx+zBN4C0jyoGk0KXTInPC+Y8RUsfTLEnivj/AMLf8EefEWi+KLfUG1bTF2zaW2xZW/0cQxuLoocfeZipU9zXVm+KjjsbUqt2jsvRaL8C8lw8aOHjCe+7+Z9E/GP/AIKV+Afh18OPEGuaTqEPiK68PTwwzWcKuplEkwiLq2PmUZPzDjIxUnjX/gpH8ObHRfEFvpvinT18QaLZfaTHd2c/lRMQpRHAXcWbeAFHzdeOK+ffDP8AwSv8Xaf8OfE2izDw9b6gNMTTtI1Frqac3rJdCZTIh4jQhQCBn5iTXol1+wv4y1zwb4yvLxvDMPjPVvEtn4o04Rh2svNgiRTBISM7GYPyOma8f2aT3PV93ofTnwV+Lmm/G74b6X4k0e8t73T9Sh3LJFnAccOpB5BDAjBAPrXYRf6sV5F+xv8ABnU/gV8IZLDXrmyuNa1LULrVr/7FuFpHLPIXKRBvm2KMDnnqa9ZjkJiBXjk9TRJpOyMmTUHpUe5z/kU2aRRD8zDPtU8whl/I0Sg/+Pe9fDX/AAUG/an8Q/Fnx9a/AP4Tym68S643la7fRHI063PDx7hwvBJc9lGOpr0D/got+29J8A9Ds/B3g9X1T4j+LD9n061hXzJLdW+XzSPX0B+tXf8Agnj+xEn7Mfgq61zXZv7U8eeKj9s1jUJfnkUtyIgx9M8njJ+lelRpKjD21TfodlGMYR9pPfod3+yJ+ypoP7JvwfsfDmjxq1ztE1/dkfvL2cgbmJ6keg9MV7BCN3y/w14n41/bw+GPw8+LM3gvVtdktdftpobe4VraRoYXl+4GkxtGfc17JHeA7fmXDdDnqK82eIc5OUmc8vaP3pl5V2jiiq0dyhddsitx25qdJNx6URknsZjqKM0VQBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUU33qlqKb71AHK/Ejw1eeLvB82mWTrHJdSRCTexUPFvBcZHqorV1rwlHrumfZJGuIYVwF8iYxOoAx95ea0rWPJVvQVYoA+Jf8Agqn8N7Pwr4H+HOoQ3WqySQ+ONNXE940ycyD+E19oRDES/SvlT/gsDF/xZDwXN0EPjTTG/wDItfVsS7ol/wB0GgpMnT7g+lLVVtR8rhselCaiZGA2/eGRU8yvYnbctUFsVXe+2AdOaR71k6qKJOwLXRFjePUUu6qb6qI/vbfzpRqHIxtZc7cjvQpJu1wsy2Dmiqr3zAE9PqOtRjU2OfQc5xRKaTsxcyL1FVUvGZeSv0oe9MaszMuF70cyGWS2AfamlN55yDVRL3zUG2TdzS/bt0jL5i7vQHpRzLuDT7FtWycYx6U6qK3QmlADn5euT0o/tNWY/Nz6BqOePcLMvUVTNwfNX73P6VbVsge9UAtFFFABVd/lR+cDpk1NHJvrN17WbXRtHuLy8mSGztUaaaV22qiKCSSfTFFrgz4w/wCCzv7SupeDfg7pfwv8LTSN4w+KVwNMhWM5lhtywV2IHOGzjPoTWRrc0X7Gn7N/hH4IeBYVl8Yahboly0A3ESyf62Vsf7RIHsK+efAvx+sfjx+1544/aG15WvNF8Ku2heCrNgSJ5uVVwp6EDLE9MuvpX2R+wx+z1qV1qF18TPG6tceJtdYy28Uo/wCPOI8gAfwn6dhXzeYYiWMqrB4d6L4j7zI8soYHDLO8wj7sfgi/tS6fJdT0f9kT9mi3+AXw8ijuPLn1zUP399dHlnkIyRnrjNezQxbQvfavNMihURqf4gOakH+rY9MDAFe7RowoQVKmtEfH5hmVbG4iWKxDvKRDqU6w2zSM3yqCeewr4g+AdrL+1n+3/wCJPG86m48PeA82On55jaUZUMP/AB5vyr2//goD8ef+FE/s361eWz41bUk+xaeAfmaSTjIHsMmof+Cd3wQPwR/Zt0mG4j2aprSjUr1j94vIAQCeuQuPxJr63L74HLauMe9T3I+n2j4/Gv63j4Yb7MNX69D1/wAZx3x8J6kulTW0Op/ZZPskk/8Aqo5dp2s3+yDgn6V+ckXxW+JHhXwX4rit/iD4l8W+HrrVbDTP7VgULcXt9JIRdWunP3UdAenHWv0m8U+GIfFnh69024aaODULd7aUxvtcK6lTg9jg/nXzz4S/4JWfDnwd4QuNBguvF1xpsjJJbxzavIw0+RG3LNCOiSBud1fL8t17x9NTfKeZ6h8avE0v/BK3xvrn9r6wfEnh2W4tVmuJfL1C28qdQscrL/y0C4GRXNfs7ftreLNN/Z48R/EfULWbXPHupeI7XRX8N387W8GkRuqrDgfw71IctjnNfWujfsbeENI/Z/v/AIcCG9uNB1Zna9knuC9zdO7bnkd+pYkDn2qjrP7CHgPxB4tm1iaxvI7q8Fi1wkV0Y4bhrPHkO6DhmGByetXTjBPUIy967Pn3wP8A8FOvFXinS9aj8TeD9J8NbtB1S5sJ7TUGnkkurRvKeMqRwC7Da3XvXF/Bb9oX4ifswfGzUtHurd/Evh2aTw/b6nPf3ztPps97GSfKQk7vmY5PsK+qNS/4J2/DbUpNPabTtQ/0Ce5mQC+cBzczCaYN/eVnUcHoOK6bxX+yL4L8X+JtT1i90uR77VrmwvLh0nKAy2RJtyAOm3PTv3p2p3uVzLsemI2xGH93j8a8P/bf/bE0f9kP4Szapc7brWr7MGk6ev8ArLyY8A46lR3rtv2gfj3oP7Onwx1TxV4iuktbLTkZlBbDXD4JWNR3Zj2r4z/Y7+BviL9u/wCNknxy+JtnNDoMMv8AxSmiz5CIgPyyEHqBjIJ+8fYV1YPDx/jVfhX4mlKl9uWx2n/BO/8AY/1nUfEN38Zvico1Dx54nb7TaRTAn+yoGHygK33WxwAOgr7METW4O5flPZT/AEp9jafZGVQqhFXAx2pmq3n9n2s0zK8gjiaTbGMuQBnCj14rnxGIlWlzPbp6GdWo5u5+Xf7anhvWn/a2+JFrZWnja6utX1DSbvSrCy0hptL1WSIqT50235NvsauT+L/iLqXjF/B93a/EDT9QsdU1ue9uba2lkhiglgHkrE/3XAOcDPHavevF3/BTS7s/2dfEXjnTvC62dxpvi4eF7Sz1iRrZnHy/vJepRhuJK+mOtdt40/a01bwl+wXqHxaW38P31/YWH2x4tPuDcWLYkCfK45Ixn8qxjVpXs4mirSdkYf8AwSludcX4RaxZ6xY6lDb2OogWl5d+crXwKAs+yXLLhsgjOM19VtcCE5P3c4r5V+Dn/BRTSfFXww1j4k+IGs9I+Hg1KPS9EuII2luL6bADuyrnCl9wUdSBmup8K/8ABRj4a/FDQvEM3hvW2uLzQNGm1p4ri3kh3RJkHG4ckNgEds1m6ijLRaEypuTufQQvQ3apUfeMivjj4If8FJoV+KbeDfiV9n0fWrqDTJNONtZysrSXkXmbZmAKxkZUDJ5JPpX2HaOXh+ZdrZ5UnOK0jJvUyasS0UUVQgooooAKKKKACiiigAooooAKKKKACopvvVLUU33qAEtegqaud8UeL7PwV4fm1DUbg21rb4y20szZOAAFBLEnsBmrnh3Xo/ENlDeW03nW1zGJYpB911PII9iMe/rScktwPmP/AILFHb+zT4db+74y0g/+R6+qolxH8vZRxXyl/wAFjlaf9k/S25DR+MdGOfb7RX1XG4fTUY4yY1P6UX7AfPf7VI1rUfi34TsdMXUpI54LmWaO1vvsuNhQbzjlsbulea6F+2B4w8MZjWztZtPs7xYZhKzyXEnmXEkQ2t2wV79Qa94+MHx18O/CXx7olvr0Mca30MrRXhj3NAQUG3ocA7uT7Vjap8ePhRok10Li40uOS2kRZcWeCXLErjC/Ng5wRnBz3r4nHU6f1iUlX5H1Vz7zK60/q0adTCOrHo0jI+Gv7UeseKfAnibUtSis0fR7VLyOaFWMcYdWOxgedybTu+orn9Y+P3ibxz+y3qGsR7bHUotRFjNcJlFSPzFzJ6qNh59K7S0/aR+FNsG0u1utMjh1VfNkhS22xz71z85xjJGeDyavaj8WvCafBLUtW0Gzsr7TLaZYZbMxeUrMzqrblI9Dn3rsjWpVY29teyszGcY0pe0eEcbyTV107Hlfj7x54mvf2T9DvNFe6GsLqSWluzTmTziJWUfN3UgHBNc7YftO+MNC07R7Dw+9u0UdvEt22oQvNMLiSVkcEhhjDKeMdK+jPBPxj8HeME1DS7NrdV8PxiWaAw7UhUZIZRjnGDyO4riW/ar8Ax+INMW2sFms9Ued5rsWu1YTEN248cgnvnvmuLEUKEbVoYhq+m56WFrzbnQngnJpt2ttco/FL9qXXvCfwA8M6/arbx6vrSZZTFuifajMwXJGM4wMnI9Ca8w8Z/tieLvF3hm8s7OaPS74LPNK8cR8yCJPKZDg4IyGcZPp0r2yT9qn4Z+I1sdOkEM6XEpSK3ksiRCRwWZcfKOQc+9MT9pP4Wy2El9HFDJDJcG1kkFjy2QMknHKYA5PpU1o060044pr0KwKjhqdq+XOUrt3d9u23Qxv2fv2ifEXjX4hXOk33kXVulvIwEcZD25iKqGY9/MB3Cq/wx+Pfij4mW/jq3v7f7PBY2kz25jGJLdsyLs9eig5PPNeh+K/jX4M+GWvRW8kQjvLy0+0bra03ZhXuxUcAdBn1Fcyn7Zvw6so1eFJE/tFS8x+yY2kN5ZEmOnzcc101J0KUFTqYjU81YeripyrYbBuzta3SzufPnhH9qnxlo+m6Wscf9rtpcTbLgRsQrG2YlTj7xjxzn+ddLrH7SHieDX7W6t9St75Z7NYZdXitWWCHdOqmTbnHyhgMjjkc9q63Uv21fDuk2Gjrpuk6fcXl7IRdOluVgt0KyENnHBwoGOc5pND/bL0eXRbuSbQILe3sLi3gYrany5IGVXZlGOAuSQD7E814kauF5uX27bZ9diKNZpVllvLpZ+fmcHr/wC0Z448M61ql3pztcDUHtd935LeQD5BIKq33Q7AD/gX41Qi+I3jjw/4xfVr7UtQhjtdVnea3MJZYt1sHUf7Q3A4HSvtfRdP0vXtJhuIrW1ktZ40lTMYAYEAr+IFWpdK02ZsPa2sjnkkqMk17UuHno3Xa67nz9Pi7CUlyLBx7PueY/sd/FDW/ij4LvLnXGElxa3hiR9m0sm1WGcf7x/KvavNU8j7yjvWTp1vZaVHtgW3t167FAUfkKtf2lCo5eP65r6TCuFKkqale3U+Hx1VV8RKrThyp7IuS3ixd/0ojvo5E3Z/SuJ+MnibVvD/AINuL3w/HZ3WpwjfHDO+1JQOoyOhPrXP/s5/tIab8bdGkhkj/s3xBYt5V/pspHmWz98eo9DVfXqSqezclcI5bXlQeJhG8Vv5ep6sbhD8v97uBXw3/wAFs/2pLr4ZfAe2+HfhyYr4s+JDNagJw1rYr/rpD6KeE596+0NU16HRdJmvLqZbe1t0aSR24CqoyT+Vfl5pvw31b/gol+3Bq/iKc3A0eGUWgY8pY2MZISFf9p8F2x3c1z5hjHB+wp/HI9/hPIYY6tLEYrShS1m+np8zf/4JafsWyeNbDSL7W42PhLwmuyxgkX5L+4J3PKezDJ7/AN0Y4r9LLW0+yokcaqqRqFHsKy/h94Hsfh7oFjpOm28dvZ2UKxIiDAAA4roIoss2fXmtsDgY4anyrWT1bMOJ+IJZriuaK5aUNIRWyS/VjTGxb+dMllUH+Lpip5CIV49s1w/x2+K1t8GvhVrvia6ZRHpFo8yqT99gPlX8WIFehTozq1Y0oK7k0kfJ1qkaUHUnstT5D/aUnb9r7/goH4T+HNu5m8P+BwdS1bDcNKpVmU+4Gxfqxr7ms7DyUEcflrHGAqgDAUDsK+Qf+CTfwvvLjwjr3xK15fM17x5evOZX5YQqzdM9i2T9AK+zFjGFx92vpOJ6kYVYZfSd4UVy+st5P7zyMjjzxlipLWb/AAGrFuUchiOppRAw9P8AGpFQL0pa+ZPdGCEY/WlKhPm9BinU0vmPI60ANZ8rn5dvasbxr40sPh/4fvdW1W4hsdN0+Ez3E8rbVjRRknP9Opq9qd6LG1aZ2SOOMFpHYhQgAznJ47d+K/Oz9oD4o+If+Cpv7Qn/AAqrwHcTWvwv8N3CyeJNYjB2XxU8oGzgrwQq92+Y8CujC4b20uaWkVuzalT5nd7FXwnaax/wV6/aYbX75LrT/gj4LuttpbvlG1aVefzbgtnopxwa/RfSPDln4f062s7SJLa1tUWOKGMbUiUAAKB2AArE+EPwj0P4OfD7TfDXh+xis9L0uJYo0Uct6sx7sepPeut8hSBx0qsVWVR8kNIodatzuy2QghVG3ZP41DdnLpgfnVqmvGsg+YZrlsjA+WfEf7J/jXRvCXjiTwzqHhWTW9e8cy+K7KPVbT7TZvA0caiKXIJV/lYhhzz1psX7EGtD/gnr4i+Es+qaafEHiWO6nmuI4zHYwzXE4mKIo5Ea8qK+pvs0efuj0pfs6E/dFPbYD4wi/wCCcmteF9Un0fw9qmj2fw+k8Q6P4jj0uRG3WM1qAt0sfbbKAGA7HNZS/wDBMXxRbWdjb2/iHQ4IDaalp2pDyn3TW95qS3TbSBwRCNhBzk19wLbQg8evpUn2ePGNoq3Ub0ZaqSStc+XPiV+w1qHjP4k+JNds9W021g1bWPDuo2sTxNutU0w4kQkd3U/KV9819Q2ZzB68nJpTbRk5209VCDisxXFooooJCiiigAooooAKKKKACiiigAooooAKim+9UtRTfeoA82/aB8DX3jrwLa29nDqEz2eoW95JFZyCK4lRGyyoxIAJ+oNangTwzqn/AArXT9P1W4vLXUFhCzSxuvmqR0GRkZAwMjI+vWuzthuTHtT/ALOtS4p7gfGf/BWrwE2lfssW182taxdLa+JtLbybicNG3+kDkgDt1HvX2Bosgk0G1YHO6BCBn/ZFfM//AAWFtUf9jK6z/wAs9b02T8rhf8a+kvC5z4Z03/r1i/8AQBVbbD5bnA/Gj9nmz+M19FPdXU1u0NpNZgKoPEhU7ue4215jpf8AwT1tbbXReXXiG9utkyyqDGMuASQr84OM4BGOPWvqBVG0cDp6Uuweg/KvNrZPg6tT2lSCbPbwPEmY4Sl7HD1HGPY+av8Ah3xoz6XJay6peSxzSRyEhQrZVCnb1DfpXUaD+yZZ6Z8MNU8PXGpXlw2rTrNLc4CsNpXaoA9AoGa9t2D0H5UjwK/aqp5ThIaRgkViOJsyrpKrVbs7/NHh/wAH/wBka1+FOua1ef2pdXj6tAbc7kAZVLFgc9yu4ge1YNj/AME/9IgsfLl1nUpGNzNKwVFVWSRChTb0HGDn1ya+jhGoH3RTTNtOMVP9j4NpRcFZbEx4kzGNSVaNV80rXfofNtt/wT10W2srOFNVuo/ss4mdo4Ej83BGAMD5TxgsOveqk/8AwTo0ma6kb+3NSEM0pkaJUURkEYxt6Z96+nll3nGKdsHoPyqY5LgovmVNHR/rdmzTi6zszyLx1+y9pnjnc0t5ewTSaZ/ZheL5SF3Bt4PZuMfQ15U//BOmFvFFvH/bUy6P9nIugqgSTOZd+3pgKeOnOa+sejcL261DLDg59e1VWyfB1Zc06auZ4PijM8LHko1WkfNw/wCCcvhxBaxxarqkMNuvMahCrvhgH5HBAY8DiptQ/wCCd+g6idn9satDbnbm3AVo+ECZxjqQM89zX0ltHoPypJH2LRHJ8FHamjSfGGcSVpV5HLyeAo5PBLaGk9xbwi1+yLMjbZVG3bkH+9715DN+wetw24+PfHJ9M33T9K+hPP8A9mno25c10VMJRmrSR5OFzLE4eTnSlZvfY+eW/YKRhhvH3jr8L/H9KZ/wwNbEYbx94+2nrjVCP6V9FVHIGC/e/Ss45bhltE7v9ZMx/wCfn4L/ACPlj4ofsg6D8NfCF5q2qePPHiWdohdydUclvQD1J9K4T9hP9lXUovidP8RdQu9Xs7GZiNPt7qQm4uoz0eX6jnFfamuadDqirHcQxTKccSKGXPbgivDf22P2o9M/Za+F810skP8AatxG6WcXYHHL/Qda8nHYPD4Wp9ca1WyPosn4kzXFUp5VhnzSraNtLRdemnqeQ/8ABSP9rmSxt4fht4WdbrXfEEi2cgibLKXO0Jj+8w/ICvf/ANk79new/Z3+Fum6VDHH/aE0avfTgfNLKR82T9a+BP8AgkX8OtR/az/aW1z4weIllutF8MStDpjzci6vX5Moz1CLkD0yK/U61dWnXj7vFaZXhZuTxeI+KW3kjPibMKeCoRyPAS/dxd5tfal1+SLH2faVPI28c1If3X3TQQ2//ZzRMNo/GvoD4UbIfNQ5+92xXxH/AMFQPGd58TfF3g/4O6HIzXviS8juL8xnmOINhQQO3Un6CvsrxJrUOi6fcXU0ixw20RklYnGxRyT+lfE/7CGnTftMftXeNfjBfqzWVnK2naQXHybPugr7hR+bV9Jw3FUnPMam1JXXnJ6I+dz2o6vJgobyevofYnwy8B2vw58HaVoljGsVrpdqkESqOAAAP1rqkGz5e2OtQW6qGX5ewHWrNfOyqSqSdSe7d2e9RpRpwUI7IKKKN3X2qTQKq3Um6A88/XFSyXKqtfGn/BSj9uK/+Gr2fwr+HP8AxNfiZ4v220SwMGbTUfjefRyDwD0AzWmHw0sRNQiVGN2cb+3n+1Z4i/aQ+Kifs+fB+aW41LUJDD4j1aAkx2MGcOm8ZwBzuz1Py9zX1P8Ashfsr+Hv2S/hDZ+F9Ct42aIeZe3hQeZfzkDfI31PQdAOB0rhv+Cev7DGm/sh/DtmutuoeNNdUT6zqTDdIzHrEjddinPXqck19H28ZTquK6MXiIRSoUPhW/mzSpOy5FsPiXZGB0p1FFcZiFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUU33qlqKb71ACWvQVNWTqPiG28OaTNfX1xDa2dum95pDtVAfWpNF8QQ69Yx3VrLHcW8yB0kT7rg+lAHzb/wAFiV/4wf1h/wDnnqent/5Mx19HeD4/N8JaW2etnD/6AtfN/wDwWMnK/sDeKZDj91eWDf8Ak1HX0h4Eff4J0c/9OMH/AKLWgDWAwKKKKACiiigApNo9B+VLRQABQO1Mml8pfX2z2p9QXjbTGfQ8n+lADDcsG4Pfb170NdblXdhWA9a/LP8Aar+Ifivw7+2j8TdattT8ZWth4P8AFGgRfb7W/C6ZpFtPHH5izW5OZCwJxjjrntXrPwX/AG5fFWt3snhnwL4f0vVL6HVda1PUZNb1Zo4/sUGoGDEUj8AtywBIC4AqPfT12K5Va9z7z+1f7R9etBuNw7n8e3rXwf4Y/bW8YJ8TPEngzwH4e0W98RXXibWLqVtc1R1s4ra0iid9r5O12Z9gH3FA3ZxXK3X/AAUB8TfBbxr44srOwS+17xT4xMFjb3Msl/aackWnJPMqGEsXBOACuFOS3TNa8kmtEVyo/RtJwv8ADn+nrUguQB02+2a/LD4o/tb/ABi8f6X8VPEml3kPhm0h8MaBqQ06aWQT6YZrhVcx/wC0xzu9VYV9A+Hf27vF0X7Yvhn4b6gnhvUdO1KVNKvJtPWVmt7v7GJ3Jk+6rHn5OoXB7isuWbu0iXFJbn2gZf3e7FRbkGPpnJPShXBs19gKzdX1KLT9NmnuGCQQoS7HgYpVKihDnkKMXKXLHVmH8Y/ijpvwk8EX2t6nNHDb2cZcFmwWbHCj3JwK/Hr/AIKCeOvE37QU2kzzJcf2v4+1BdK8N6Whyy2wcB5dvbJIXPqfavr/AOI3ie8/b1+OE2m2101t8NfBkjT6jeb9sVzs5K56EYB/AE15v/wTu8HQ/tzft3+JPjNLaqvgP4a40Pwjb7P3W5RhXQdMj5nPuw9K+foUZ47E/WKn8NfD5tH6OqkOHMDyxSeKqrX+4nsvV9ex9xfsXfs1WX7Kf7NvhnwXZxx+Zp1sr3kyDBmuGG6Rj+PH0FevLDxkBVz/ALPSobRQbb+7x61aXpX0j3ufnMpSk+aW7G7SB97v6VHdkIQW9KmbpVHVJmRNw3cHPB9ql32RLaSuz5l/4Km/GyT4Yfs/zaPp8g/tnxhOulWsYb5yrH52HfgcZ/2q9E/Y5+B6/AT9n7w9oO3bdrbrNeNjBad8M+foePwr5j1GRv21P+Cm8FrtF14U+FiBnbG6N7hSPl9DmTj6R198WKgQqMbdoxivps4pywWCo4FfFJKcvK+yfoj5zLV9axU8Y9lohwG11/CpqjEOGzuqSvmY6I+jCoXl2SsvdsU+aTyxXkH7Yf7Wfh79kH4R3/ijxFKvmKvlWFmpzJfXBBKIB1xnqew5rSFOU5csdyopt2Rxv/BQv9uGy/ZF+HOyxVdS8Za0fs+j6YnMkjtx5jAdFH6niuB/4Jq/sO3/AMO5rr4nfEaRtW+JvirNxI9z850xH+baAekhUjJHQYAxzXFfsA/sveIv2jfidN8fvjBC0upakwl8OaTMpMenRfwylT7YCD8a++oLFYJU2/KMngdq9GvWVCl9Xhu92ddWUYQ9mt+pNaxeU/bp2qemiIZ6n8KVV29yfrXmHELRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRTfeqWopvvUAcP8YtBXxP8OL61kt9UuYW2PJHpzhbkhGBOwkEZGOg5Pao/hpZa3c/DG1jvJ7yzv2DBJZ41e5SLe3l+YvC+Zs27u2c13dr0FTUAfGv/AAV18Ka1b/sKeK7i48RTXlvDPYs9sbSNFmAuUPUc5719X/DeUzeANFZupsYenf8AdrXz9/wWB5/YC8afLuwbU4/7bpXvfwlm+0fC3w5IOjabbkf9+1oA6GiiigAooooAKKKKACq96OYz/dOf8irFRXUfm7R70AfMHxa/Yi+Cvjf9pJfEXiZrqTxZ4mlS/wD7ObU3S31A2irtdoBwyoFU4bjmuf8ABv7Pn7OP7Sur3Gj+G7hdWv8Aw/e3V/eJY3s0bk3M6yTxuRjdE0qg7DlRjFXv2lvhZa6P+3/8NvF9pbalJqGoaFrNpeSxFpFRUt12bV+6rHJA9Tj0rzT/AIJcyf2B8btT8P8Ahm+17WPCsOj+Zqbarpn2OTTb8TN+6DbQXyOTyRRep02A7jxN8G/2a/infQaPcP5t9rfiy+t4orO4uIrqfUhGsd3FlCGERjQBwfkIr0/xP+wL8L/Euj3Vq3h+ay+2agupGazvZLeaCZIRb5jdSCimEBCBgFcjrXw/+z54W8S/AP8AbL8SfEjVrO8vPCeveLNa8NxI1qzPok0nzx3CHH3Xb5Swxx3NcVZ+G/iNpFi3iNfF3xOe6j02LX/Ikvpmje4TUjFs24zsEXY9etaQVXuVKz2PtTxj8K/2ez8ZG+H+p2c0XiLVNHtfCz24lmEVzbbDNDEzZIMiqm4MTkYFeg+Bf2A/hn8PvH+n+KdH0W6g1XTrlbq3ke7kYLMsXlGQqSQWaP5Sx5IAr5D+Inwj1D9oN/D3im6j1ixn8a/EG7ma5tA0d1a2kFm8MZDD7qkL7da+x/2ArvWJP2RfBg1+a+m1W3tpIJmvM+ewSRlUvnnO0DrVSc46XIlTXc9hV/ItsM3bk5xmvkL9tz48ax8SPFNn8J/A7tLqusME1KZDlbeEn5lJHTI6+gPvXpf7a37UUXwF8EtBYj7R4i1c/ZrC2UZJZuA30zXPfsQfs4f8Kf8ACl74y8VTFvE2tK15e3E5/wCPZMbmXJ6Y7n29q+UxE54+r9Wp/Cvif+R93kODpZbhP7bxsbvalF/al/M/JP8AE+fP+CiGpR/sefsfaH8GfBSibxt8UZ10xniOJnhYgTSHHOGyE9cBu4NfYH7EP7Mdj+yj+zP4b8F2Sqs+nW4lvpkUbp7p/mlc+vzEj6AV8a/sc2En/BRL/gpL4s+MeoQyXHgn4cynSvDayDKGRchXVendnOO7Cv0otEKhiwILcnIr6GnTVOKprZaHyeYYutiK0qtd3lJ3b8x8MapEFUDbT6Kaz5Vtv3q0OES4z5LYryz9rj43w/s/fAXxB4kkdRcWtuyWisf9bOwwg/Pn8K9InkkRWDHtjivhz/gopr9z+0D+0R8P/g1pUxkhkuk1DV9v8Mfv9EDH6sK9jh/ArF4yManwxvKXotf+AeXnGKdDDPl+KWiO7/4JVfA+bwD8BW8TalGy6542um1O4d+X8osTHn8CT/wKvrG3Ty4fX39ayvCWj2vhvQrLTraIRW1jEsMSgdFUADp9K1oxtj+X1rlzTGyxmKnXl1enp0X3G2XYVYehGmv6ZJTZTheTtpskm6JsVn+ItZt9C0a4vbq4jt7W1QyzSyNtSJV5JJPYCuHd2W53at2MP4z/ABZ0X4KfDzUvE3iC9Sy0nSYGmuJGPLAdFUd2Y4AHcmvgH4CfDDxB/wAFS/2jf+FsePre5s/hr4anZPDujSf6q52twW7Nzjc3Q9OlM8W69r//AAV5/aUj0HSJruy+CPgu5Ml5dINo1WTkD/eY87eyjk81+h/w/wDBWm+AvCFjo+k2UNjpulxLb28EYwsSLwAP8e9enGSwkPd+KX4HZyqlHXf8jSsdPhsLSJIolijjUKiINqoAMAAegFXEVN/HWnIMIPlp1eZ1uzju3uGOaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKCdopFcMeKAFoopGcL1/lQAtFAORRQAVFN96paim+9QAlr0FTVXgfZFu9BTbTU1vQDG0bKc/MDuHBxjIqZAfOv/AAVxg8/9gXx1/sRQOfwmQ17Z8EpBJ8HfCrD+LSbU/nEteN/8FXUMv7APxEYj7tnG35TJXrvwBkMvwP8AB7H+LRLM/wDkFapbAdfRRRQAUUUUAFFFFABSMm4j2paKAK0+mR3FwsjIrPH91j1T6Uy20aGz3eTDBG0hy5RApc+pwOT9auUUAURocYfdtQk8njqaG0eFcsyR57n+n/1ulXieKhuZP3Xr9KL2AqxWEUIwqx/L8wwowK5H4yfFbSvgx4JvNY1G4jt7e1jLBc8uwzwPr6V0es6zDolnNdXEiwQQpudmbAAFfFOqX+of8FCP2go7GAzRfD/wzcZnkB2reSKc4/z2rxc0xs1FUKWs5/gfTcNZHHG1JYnEvloUtZP06LzfY2f2UPhbqX7TfxSufin41hkks43P9i2kg+VEz8rYPtz9eaZ/wWW/abuvg1+zfD4H8MyM3jD4lTjR7CCI5kSBziSQAc85C/8AAq+tdC0ux8EeGYba3WOzsbGLjoqxoo5PsABX56/st2Df8FGf+CmviL4rX0clx8P/AIWv/ZugrJzHPcBmAYdjzuf/AL5r0MtwkcLTSWr6vuzHPM4lmOIdWK5acdIRWyS2PsL9gP8AZhs/2SP2aPDfg+3RftkdsLrUpR96a6k+Z8/QnH4V7aq7aiit9g9MH86mFdTk27s8B66hTJV+XjHqafVeY43Yo30EY/jbxFbeDfC+oapeyLFa6fA08zN0VVGT+gr44/4JreF7r47fGbx58ZdXjLPqd21jpm/nZGCc49tu0fXNdX/wVX+MVz4W+Dtl4N0t2fWvHVyunxxoxDiHI3Hj1JVf+BV7d+yp8GrX4E/BPQfDNsqq1jar57KOHlb5nP4sTz6AV9VQX1HJ5VPt1nyr/Ct/veh87Uk8VmKpP4YK/wAz0SKHYo+UnHGanjbanenKu3P1/KoJrnZKy4ya+U20PovQJp4/IYbscHoa/PH9tD4/eI/26fjfD8BvhXcMNGt5M+KNaiLeSEUgMmV/gHT3PFdl/wAFHv2zNXfXrf4J/Cpn1H4geKD9nvZoDn+zYX6qWH3XKkkn+Ec9xXs37CP7Fuj/ALHvwot9Kt9l74g1BRPrOpP/AKy7mPJXJ52KSQB369a9OjRVCHtp7vZfqdNOKgueW/Q7j9nD4A6D+zj8LdP8K+HrVYbKwjGZSP3lzIfvSP6sTz+lehIpCED9aIlADbT+NSDgV58pOUrswlJyd2A6UUUVJIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUGgAopvzf7NGW/2fagAO7PG2jLf7NNWVu+BTZLnav8PA59qlySAVp9nXH+NI11tFeafFr9rDwF8DLeaTxN4q0rT5IwT5DTB5T9EXJr5t8Vf8FdofGWqvpPwr8BeJvHOoMSkUvktDbs34AnH5fhXPLENbI5qmLpQ3f3H2u17k53YzU0VwHQfNu+lfFPw+8KftUfHLxppereKNY0n4eeG4LqOeTS7MbriaNWBMbBckZ6ZLfUV9paauYv8AgXStKUpvWSHh6yqXkk/mWgciiiitjoCopvvVLUU33qAOY8d3urHwXqi6KiTao0DLbI7iNSxGPvHpwSRnuK5X9mnStU0P4BaXaT2Mmlajb/aFSC7fzGi/fyEFyOuRg8etenWsS7fur+VTeWuPur+VMD5N/wCColr4uf8AYJ+JT3eoaHJZQ6Us0yxW8iyMoljztJOOenNe9fs7OT+z94I3ct/YVjk59YENed/8FRoPM/4J/fFUBeuiOeB/00Q13/7M83n/ALPPgF/Xw/Y/+iEpAd8v3Rn0paB0ooAKKKKACk3j1FI0qqeT061QfXbFdU+xtdW4vCvmeQZFEhU9wuc498dqANDePUUhkUd6rvKo4yxb2FcD4u/aM8O+FtefSom1DXNXiHz2ek2zXckR/wBvaNq/QkGgdj0YSKe9OzXlFt+1V4ftLyODW7HX/DPnHCyanYNDB1x9/lR+OK9H0/W4dRtEmhlWSF1DK6HKsD3BHUUX0uIuSTqhwarXFwJIWKHHrxSyMWGdo+7nIrwX9s/9qH/hR/hJdP0srceJtazBY26HJVjwGI9iR9TXFjsZDD0nOf8ATPQyvLK+YYmOEw6vKX4d2/I83/bR+Muq/GHx1a/CPwVK0l9qRH9pTofltos8hmHT3xzx719Cfs9fAvS/gF8ONP0HTYQ3kp++mwN9w/d2Puc/hivOf2I/2Xn+Enhq48Ra4ftfirxE32i6lkOXiB+YJn2yc+/0r377VHBbtJMyxxqpZ3bhUA6kn261xZXgpRbxVb4pfgj6DiTNaVOnHJsA/wB1D4mvtz6t+XRHyL/wWO/afuPgT+zNJ4b0FjJ4y+I040TTreI/vhG+RJIAOe4UH1avVf8Agn7+ypb/ALI/7MHhfwisa/2isS3mrSqMGa7kAaTPrgkKPZRXyZ8Crb/h5H/wVE1z4hXaNdfD/wCEP/Ev0VWGYZbkEgMB67gz/gtfpQi4HvXtR0jZnx6HDiiiigBrShTjmqtzMERm9+M1KwIbmvIP22vjkvwA/Z78Ra4r4vvIa2slBwWnk+VcfTJb/gNbYahOvWjRhvJ2OfFV1Royqvoj5t8GRH9sP/gppqGsNun8M/DBPs8ORmOScFl+hzJubP8AsCvuqyiMWOnTHSvm/wD4JifBBvhb+zrZ6ldxt/bHiyQ6pdu3LgP9wE+y449Sa+k3zCfpXr8RYxVcSsPT+CklFfLf8bnlZHRlCj7ep8U3f7ySW68kevJ/KvmT/go7+3FD+yt8P49N0VV1Dx74mH2fRrGMb5I2bK+cyjkgZwo/iP0rvf2yP2sNB/ZK+Et34k1h1knwYtPskb95fTYyEHfb3J7Yr5o/4J6/soeIvi/8R7r4+fFpWuvEWsMZNDsJgdunQnIDbT04+76da4MHQjFe3q7Lp3Pp6NLT2k9jvv8Agmz+wzcfAjSbrxz43ZtT+JXi4m4vric72sVchvKU/wB88bj7AdBX1wsG2Tg44zio4IU2rx6Yq1jmuXEYideo6kzGpUcncbGnlinUUVmZhRRRQAUUUUAFFFFABRRRQAUUUUAFFMM6njP4UxmVR939aAJqC2KhWdCvXb6YPWobi5jtwWMijuS3aplJLcLpblp3Cj72KjaXzB2Aryn4x/ti/Df4KQSN4g8W6VbzRqcW0c4luD9EXJr5x1//AIKr698T9VbS/hD8N9f8VSMcLe3UTR24564/qTXM8ZG/LFXOepi6VPdn25PP5Y+Vs/SvOfi7+1v8O/gbbSP4p8XaLp00Q+aDzvMnJ9NiZbP4V8xx/s0/tK/tNBf+E88eW3gfRp1Pmafo4/eMpOcEqRz25Jr0L4P/APBJz4WfDqdbzUtOu/F2qL8zXWsTmUM3+4ML+YNOMcRJ3ZyvHVp6UofNnDeKf+Ctd58RNTbTfg/8O/EfjK6bIju54mitvrgfNjp1x1rO/wCFFftS/tRhW8X+MrP4d6PcdbHTP9eE7jK9/qa+2PDfgvTfCFglnpun2OnWsfAht4VjQfQKBWwg/d/Kv6VUMOr80ifqVao71p6dlofJ/wAI/wDgkd8M/AuoxX/iCHUPGur/AOsa41aYyJv7nZnH519KeD/h5o/gXT47XR9JsNLtYgFVLaFY1wPp/WttFYsOlTIGY/NW3odVLB0qfwoZHCChwozmnpHtOWxTwMUVR1BRRRQAVFN96paim+9QAlr0FTVRhv8Ayuqn8+tSW2qLdhfLG4N0INAHiv8AwUwhNx+wX8UkHJOhyH8mU11f7KEvm/szfD2Tr/xT9kP/ACCtc9/wUW/efsO/E8f9QKfP4DP9K2P2Op/tH7Kfw5b+94fs/wD0WKAPUlOVooUYWigAooqOeXyxx1NAHlH7VP7T2n/s46Ppf/EtuvEHiLxFepp+j6PaOFmv5W+v3VXqWIwK+M9a16Px5+3lJ8RPFVx8QvAcnh+2gstT0jS7E6paRsgyEnuIshQw5ICkgHnFfUf7VkOm6R4/8Oa1penxat8UryKXSfDMUz7obMPzLdMvQCMclu+AB1r0L4D/AATsfgv4Gh02GeS8vrpzdanfygedqFy5zJK59z0HQAYoA88+In7UGi/Eyy8M+GPAfirTJNS8dTPAl3BMpmsLVBmaYRnBDbfkGeQx9q9V+HHw10n4V+G4dO0O1jtbSPkuPnkuW7u7n5mY9ySTXxb8M/gz4P8AEHxXsE8U6HY31j/wmWu6GJHQx+TM5EsKhlIKk/NtwRzn1r6U0r9kOz8J3iSeGfGfjjw/aow3Wiaibq3Zf7oEobb9RQ/hTA9Y1TSYNdsZILmKG6t5UKNHIgZGB6gg15D4Ns5PgF8bLXwjCX/4RPxNbS3WjxsxYafcRndLbKf7jKxdR2IPavYtJtP7Ls4YfNknMaBfNlYF392PAzXjv7S+u28Xxf8AhrAZlS40/ULjVpmIGI7WKBg5PpksBWdSpCnDnm7JF06bnNRjq32Oy+Nvxg034J/D++1zU5ljjt422KW2+Y/8Kj6mvm39kf4Nan8ffidJ8WPGcbPHOSNHs5fuwR5OCF7f161h/aNQ/wCChX7QrQ5lj+HfhW4+f+5fOD09Dz+lfaXh7w5beG9Pt7G0jSK3tkCxqvAUDp+lfP4Wm8fXeIqK1OPwrv5n3uMl/q/gfqkX/tNVe+/5Yv7Pk31NBrVogqr/AAnpjrxXyj/wV6/akuP2fv2Z5tF0SRm8X+PpP7F0uGL/AFgWTiRxjngcZ9TX1ddTrDbM8jbET52Y9ABX5w/CdW/4KP8A/BU7V/GE2Lr4d/Bs/Y9ORxmGe5ViAR9WBb6AV9LGKe5+feZ9Xf8ABOT9laD9lL9lfw74feNf7Zu4xf6vKB80tzIAzZPU7Rx+Br36o7b5k6Dg1JSGFNL4fHtTqbIeVpPYCvdPuf5W28YBxXw7+3Rqc37TP7Wvgf4Q2EryWNjKupavsOFC9cE+yjv/AHq+xfiR4vtfAXg/UNYvJFjt9Ot3nkYnoqgn+lfIn/BL/wAJXnxQ8ZeNvjBrUMjXXiC9e3sWk6pEp+Yr/wCOrivqMhp/V6VXMpfYVo/4paL7j53OZOvWhgobN3l6I+y9E0mHQdIt7SGNYobeIRRqBwqqMD+VYHxp+LmhfBD4Z6l4o8QXSWOl6TEZpZCRl8dFUd2JwB9a3td1yz8P6DcahfTw2tnZwtNNNK4WOJAMliT2FfnJr+qax/wWB/aSTSbA3Nj8EfBN1ummAKf2vIpIB993OFP3V5614WFw8qsnUntu2fTYWgmrdEX/ANm34V+IP+CnX7Qf/C3fiBZyWvw70Ccp4a0eUfu7jBOGIP3gMfMe547V+i2m2sVpaKiqqqo2gLwMdsVm+BfBlj4E8N2Oj6Vax2em6dCsFvDGvyxKowBW4kOItuMYpYrE+1lZaJbFV6zk7LYeFA7D8qWiiuYxCiiigAooooAKKKKAGmRVNKrhulMeXa9Hn/7P60ASE7RSK4Y8VF9sGOfl/Wo21Dahboq8k+gqeZLcNtyw7MDwKja7WNtrYz9a8o+M37avw3+A1s58R+K9MtbleRaJKJrhvpGuTXzl4h/4Kt+IPizqcmm/B34Y+IPE03Ki/u4DHAh7NgdvckVjLEJu0NWctTGUYPlb18j7ce8jAaQlVVepPGK8r+Nf7cPwx+BUDN4i8XadbTLwLaF/Pmc+gVMn88V8zn9kv9o39qK4jm+I3xAj8G6POctpmjn94q/3eMD8ya9Y+C//AASf+EnwslS8vtHk8VaqPma71hvPYt67cbfzFS41pb2RyyxWIqvloRt5s8y1v/gqv4q+Md9JpnwX+FeveJpsmMalfxtDbxn1Ixj82x61Xj/ZI/aU/aiAm+I/xFh8GaXNgyaXoRAYL/d3IQPzY19waJ4PsfD9hHa2FvBZWsIAjggiWONB6ADir8Vl5K/e3d6qnhoLWXveo3g6tVWrz+7RHzD8H/8AglD8K/hdOl1fabceKtUVg7XOrS+dlx/EEHGfrmvojQfBOneFtNW30uxtdPhjAVUgjWNVH0AFbBtd3c07aY4jz/8AWrZK2iR00sHSpq0Ucr4/+LHhv4SWdjc+JNXtdIt9QuktLZ5zt86ZuFQe5re+2Ko3bSy9cjB/z+FfB/8AwWBj8RfFLxn4Q8IeHfDuseIn0WyufE0yWL7BbumFikYkgNtYE7Qc4HFb37Wf7Q99qX7Bfw38Vxa9qvhWPXb/AE6HVbywcxzRRsGWXtnAKntkHnFZylNPRHVGCasfXkvxH0mDxnHoH2pf7Za1N4LbB3eSG27yegGeOaua/wCK7Pwzol1ql/IlvZ2MLzzyMfljRRlmP0Ar8r4fj18XP+EY1G40a/16/tYfDd5/Z2oXEbCeSyF6EW6Z9uSwj3fN1I5xWD4u+I/jq++H8Ok+JPGHiQ+AbqPUhp99pLTXElxeCBTFbSSlQZFBLHPfJFZ03W5b2OuOHT0ufqt8O/jb4f8AioZ18P30d/8AZo4ppGRWCqkq7kYEjBDLzxXYLMGfbXxf/wAErLvWriXxNZ6r9ujs7HTNHFpHOhVY91uSwXI6A9cV9mRDbL71tTk7amFWKjKyJgc0U2P+L606tDMKKKKACopvvVLUU33qAOc8Ypaf8Ihqg1BrkWLWz+f5BYS7MHONvOfcVxX7L9ww+HWoR2P2W4t7bU7hbGSKRjayx/KU2E5IUZwc9wfWvU4LdZAMrUkdhDAFVI1VVPCqMAfgKAPnH9v2+8Z3v7GXxJjuLHQY7VtCuTMy3DsyIEySvGOnrXbfsPS+f+x58NJD/wBC9af+gCo/2741X9jT4qEKp2+Gb44PQ/uWqH9gKZp/2Kfhazfebw5ak4/3Kp/CB7Ohyg+lLQv3abLny2xnPtULYCK5uPLQt90L1rx3xV+238P/AAz428ReH5tb+1ap4RsRf6okEZeO1yQEiZhx5jMQAnJOelcN+374j/aDbw7HpfwT0HT5muoCb3U57mNZ4SSQEhRiMMANxc5+8MDivlP4d/s1+Pv2dfil8JfC99pmi6pqPieC48TapPq10wj13XFOVt3kA5aKPDKp4LbjzT5JbmkORp8zPtr9mv4d6pr+sX3xJ8ZW7ReJvEMQjsrCQf8AID0/rHAPR2GGc+uPSvaYSsKqqBV7cV4d/wAL/wDiZ4VmZdY+EOoXibuZtF1WK5z2yEfacGsjxr/wUU8MfDjSppvEHhzxxot5uMcFpd6NKDczBdwjRk3KWbGP6GjyMXfoUfg38NtN+KVz8b/DN6ZIVh8avcwTRkiSzkMEUkcqHs6sc49q7HRfjT4l+GcC6f470HVLr7L8ia5pEBurW7QcLJIiZeJiOoIIB7181/s8ftif8I38ZPi14kvLrS9U0DVdY0y4uYNLguJJ4BJbqjNGzAb/ACzsDblUk7sdAK+x/hL8SofilpdxqlraXlrpYuHhtJ7mNo3vVXh38tsFU3ZUZGSBmpmrLlZpKMopN9TltQ/als9Xj8nwzoPiPxBfOMKiWD28K/78smFAzivlX41a14k+K/xXk8H2NzHfeMPEG2HWJ7QlrbRbRSSLZG64GSWb+IjFfRH7bv7T3/Ck/BMWk6QPtPijXSbfT4EHzB24DEdgP1qH9hz9mZvgz4KfWtZb7V4r18+fdzyDc8ak7hHn1Hf3r5nGc2PrrC0vgWsn+h93kOHpZVhHneKV57Uovq+sn5L8z0b4BfBXTfgb8O7HRdMhVIraMeZJtw0z93P1rvGHyMQvzfSnQJ5katt2+1E03mwbQeT+lfSU4QjBQgrJbI+JxWKq4mtKvWd5Sd2fLP8AwVi/aum/Zr/Zav7XSZG/4Szxo39i6PFGSJA8gwzjj+EHH1Irqv8Agmt+yhD+yf8Ast6Hoc0f/E+1BRqOsTFfne4kGSD3+UHHPvXyv4TT/h5j/wAFY7zWWX7Z8Nfgb+4tcndBe3qvjPocyhj9IxX6TWSFEy2OfStDFk4XFLRRQIbMMpVdj69un1qa4JWE4qrdSmKEscLjrUuWthSaSuz5J/4KvfFu40/4b6T8PtJZm1rx1eJahI/veSGAb82IFe+fs/fC+0+B/wAGdB8N26qq6XaKkhHG+TGXb/vomvk34UW6/tg/8FHdb8VTf6R4b+G6fZbE/wDLOWYEqrD/AIH5j/QLV/8A4KRftka1f+I7L4G/CrdeeO/FRFtf3EGT/ZcT8FSR91mXO4n7i89TX2GY4eVOhRyyH+Ofk3tf0R4WS0/reLqYt7bL0Rx37X/xs8R/8FAvjovwH+GNxJH4X0+USeKdcjJ8napO6MNxlQeCM/MeB0NfbH7Pn7P+g/s4/DPTPCvh21EFhYxhXf8A5aXMmPmlc93J7/Qdq4r9iH9jTRv2Qfg/b6JZsl5rV2FuNY1IpiS9mx/6AucKPcnqa9yx5Tcda+fxmIi0qFHSK/HzPpqso/DT2JIo9mfr+dPAxQKK4TnCiijNABTTuzxtp1NlYqvHrQAfN/s04nFVzcMD1qO4v2RTnaPX1qZyUVdgWTId3T5aZJd7B0+g9a8r+MP7Zvw5+BNk0nibxfo+nzKufsqSCa4P0jTJ/DFfOGu/8FZtc+Kuqyab8Gfhl4g8WXEjFIr67haK1B9SBzj6kVm6ttkctXGUabtJ69j7bmvcBmO1cDPPavL/AIzfttfDb4D27N4g8U6ZDMAdttBIJ7hvoi5P54r5pT9mH9pP9qOZbnx94+g8DaTcfO2maP8A65V/ukqf5tXpfwf/AOCVHwq+Gc63eoaXN4q1ZcbrzV3M2W6khOn55rOUKtTXY5ZYyvP+FC3qeea7/wAFVvE3xZvjp/we+GOveJ2kcxxahdwtHb/72BgYHu1Z3/DLH7TH7U0yyfET4iQ+AdDl5/szReJQPRihA/NjX3H4d8Kab4W06O306ztbO3iXakcEYjVB6ACtBrUFeQAPyrSFCCWupMcDUq+9iJv0Wx8xfBz/AIJO/Cf4YXUd9e6bdeLtYDBmvNYmM25vXb06+ua+jdB8I6f4Zs1t7Gzt7KGIAJHBEsarj0AFakcChP8APFSbFK+1bRslZHZTwVGn8CKqQqrAjsasiMMgpHjAZfrUg4FB1DfKx/E350eX/tN+dOooABwKbIMoadTZv9U1AHh/7YP7V2hfskeELPXNSsTqd9qt5Fp1rawkLLKGb5mLEcRoDknpkgd64f8Ab++M/gf4R6H8Of8AhNtFW58N3+tJeeYs3kf2dJBEZUfYoxJyeUyAc81V/wCCjP7BmtftZaRFqXhvxJqGl6/pth9ggsNyLaXSNOsjliQSjDaCCOpUVe/bI/Ygk/an0T4SeHdVX+19B8L3rPrsk8/lzTxfZTGJFx1bzMEgds1MqcnrFlQavaRveFP2yfCOgfCjw34h+JDaF8PbzxNbvd6bpt3MDKLQnCFjtAGVKkqOBvxUXxM/a28E2fwQm8SeBjoPi4watb6LZ28KL5QvJXCqmAPl4bdx1rwjxX/wT8+KXxF+H2jaR4mg0HVLnwn4R1zwvYXk9wrm7854hZTkY+VhHHg55U810PwY/YD8WeCfj7Zz31vplv4Hg1y31944JVO64t9Njt48oBj/AF29vwBqeSpsmb8tJO9z1v8AY4/ba8L/ALSlh9g87S9L8YQyXIu9Fib97EkMzRbs4HHy9O2a+hI02t13HqK+Pv2Vf2GPEHwV+LvgvxBeW2kW66Paa7Fqb2z/ALy5e8vPNgzxlgqAdehr7DXggd8VUafKrMyrcvN7g4Lt/PNFFFUZhRRRQAVFN96paim+9QAlr0FTVUguljGDnIHTFSC/Xft2tnOPpQB5l+3Anm/sffExcZLeG70Y/wC2LVjf8E9Dn9hn4X/7Ph22T8lrof2y4zc/sn/EaNQdzeHrwD6+U1cp/wAE3rj7T+wp8MT1/wCJJCufpxQB7sn3B9KWkUYUfSloAhvWXyGPB9R618y/tv6Fqn7QlkngbwLapN428Nzwa5b6xJJ5cHh+4i+aLLDlnkHBQfwsc19G+I7/APsTw/fXjLn7HbyT49dqFv6V5p+yN4be3+DFjqs0vmat4od9X1C4zzLLI5Yfgq4AHYAUAee/s5v4u+Pnwhs/El78Rtf0nXsyW+p2aWkCQ6ZdRMVkjZGU5CsDjJ5GDXP6B8VfEHh/4gWvir4oXFnqXw+0+SSw0DxEkX2eO3lJ2fa7mLJA38pHIvAyem6ug/aA0K8+E3xQjt9Js9Uk8PfEhmbW49OtmkkSeJeiY4QzKQpY4HGTXYN8AR8ZPDPk+OLSCPSzAbax8PRE/ZdMTYVUt2klUH7x4U/d9aNyeZot6dps3xtmS4+wR6P4O81Jwht1jutaMbho94x8kGcN/ebA+7W78cPjLp3wN+Hl5rWpSxpHax/u4lwDI/ZQPesH9mbxiw/Z30241q5LSaCJ9OnmlbLH7PI0YYnudqjJNfO0jah+39+0Msa+Yfh74ZusyHBC30i9ie49a8TNMXPTDUfjf5H1XDOTxxlSWKxelCmryff+6vNnQ/sg/CHVP2gPiFcfFrxrEQ1w5GjWUvK28YONwB9a+xILfy1XcOM8AVn+HvD9voGnw2dlCsNtboI40XjYo6VqQW237xz7V34HBxw1PkW71ZxZ/nU8yxTqpctOOkIraMVsh0a/uzkV8v8A/BVf9q5v2Xf2TtXm0uVv+Eo8Uk6NosaH94HkGHkA6japOD2LCvpqedkLL+7Ue/SvzbuD/wAPLP8AgrAsa/6b8N/gqfmJ+aG7vFbJ+uZP0Su1bniH0t/wSx/ZN/4ZJ/ZV0XS7yFT4k11Rq+tTEfO9xIoIQ+yD5R9M9TX0un3RUEEfkOo9sADsO1WKJasAoPSimyMAvzUgIpv3Kk14t+3b8c1+BX7OHiDWI5hFfTwmyseefOl+UED/AGev4V7PeMWhbaB0IJ9K/Mn/AILHftL2tv8AFTw94V3fbbHw0Vv763DcXE7H5Yz+AAx/tV9FwrlLzDMYUn8MfefklrqeNneKdLDuMfinojR0f44r/wAE+v2MNJ03S7f7f8VfiUxvLa0C75ojLwkjr1OFwFU9Wx717p/wTX/YXm/Z/wDDlx4z8YMdU+I3iz/Sr+5mYyyWYfnygx5z2Y9zXm3/AATb/ZJ1v4o+LV+OXxUtxca7qShtA0+VP3enW+MI4U/dIXAX29zX3zbxBYlKptA4ApZ7mDlWqKDu5N3ffsvRHs4OlDC4OFClo7a+pNAu0L9OPapCoPam9lPpQ8mAMd6+dXmA7OaM1VeXb/E3vimtMV53N7+9O4FhCqxnJ/WmrMsZ/pmvNPi9+1X8P/gbaySeJvFmk6fJGCfIMwkmb2CDLfpXzT4q/wCCtN1481VtL+D/AMO/EnjW+LFFuZoWht8+uByV9yRWXtb7K5xYjMMPR0nLXstT7duJxEpIYAt0rzD4w/thfDz4HW8jeJPFelWckIJNus4kuG+iLk/nXzA3wE/ak/aoYf8ACaeMLH4e6HdA507SsecFP8LFPmJ+rV6V8Hf+CT3wx+HFwl5rFleeMtXXDNd6vIZAW/3M4/PNT+9k+yOZ4yvV/gQt5s4XxX/wVk1L4i6h/Zvwd+Hmv+LrpztS7uIWitlPqQOfzIrPX9m/9pr9qE+b468dQ+AdDuPvadpOfOC9cEqevbljX214R8EaX4N05bXSdMsdOt4+FjtoljUfgAK2zFkfy46U1h4Xu9So4GrP+NNvyWx8qfBn/gk/8Kfhrdx32oaZceLtWzva61mUzZb1KH5fzBr6S8P+FtP8Maelrptja6faxgKsNtCsSAD2Xitry9nTmgj/AGc/j0re9tEdVHA0aS91FeOLAPyt+VPROV+X9KnXp6UUjqWmgY4ooooAKKKKACiiigAooooAKKKKAEZQ3WmtAD04p9FAEf2f3/SjyWH8X4YqSigBqqf4tv5U6iigAooooAKKKKACopvvVLUU33qAMTxC/k6DfM1wbNFgctOP+WA2nLjPcVxP7PbXUfg29uo7y81SwuLgz6Yt3cebcCLAHzPnjc2W29s+lejSaTb6lbPDcRrNDMu2SNxuSRT1BB6g1F4e8EaT4TtGt9MsLXT7dm3mO3jWJC397CgDNAHj37Vvi/xNdfs3ePIX8LfupNEu1Z/t8fyL5TfNjr+FVv8AgmXN5/7CHwwz97+x06D3Neg/tJ2jXH7PXjdf+oHef+iWrzn/AIJdnzv2AfhjKfvf2SOf+BsKAPoQHIopsLbkp1AFfVYEutPmikXdHMjI4I6ggg147+zBr/8AwhdjffD/AFJjHqvheaT7EHOPt1kzFopE/vbQdpx0IFe0OnmDFcR8Ufgro/xPjs5rn7VY6pppLWWo2T+VdWh6/K3cHup4OKGB1eCwO7t29TXH/GT4nQfCjwZdajIrSXH+osbdeZbu4b5UjRf4mLY49M9hXPx+APiPpUX2e18fWc8C8LLfaQslwB7lSAx714t+094jt/2e7eO5k1bUPG3xK1gG102W++ZbEvwWhhXiMZPB69s9a83HYv6vSc29ei7+h6WU5XVzDFxw1Hd/cl1b8kcF8QfFOueItF8O/A/wzK02tXW668R3MB+W3eVzJKuR6Fj+FfX/AMCPgppnwI+HNjoOmQqq28f72Q43SuerE9zXnH7EX7Mf/CmfCDa1rGbjxZr+Z76eQ7nVm5KA/X8q+g0gWUDrz1rnynAuN8TW+KX4H0HE2bUo0o5Pl7/c03dtfbn1b8u3kRQRsHDZxx2HWrkbEr/L3pFgVR3qK4KqVy23r+Ve1e58XFWPnf8A4KeftTr+yl+ytr2rWsx/4SDWF/svRokP7xriXjcB1+VcnisP/gk/+yk37M/7LOltqULf8JR4sYaxq0rn94zSDciHvgKenqTXgXxImP8AwUf/AOCqdp4VjDXXw5+ChFxqWFzDcXanPJ6Fi52Aeisa/SGzjXCsq7fl+Ueg7U7WLvoTKgB+70706iikIKjkmXyz93jqKWRmU8dKy9X1a10ixurq6lht4LVDLNJI21IlAyWY9gOtC1dkG7stzC+MfxV0v4PfDrVPEOs3kdnYafCZC7vgM2PlUDuzdAPevzr/AGOv2PLz9tv45X3xW8bwtN4cj1CS7htpef7QlDfIpH9xOOR1xXl/7bf7bGq/t9/tE2fgvwjNKvgfSL5LW0VQQmq3TEKJ2/2RztHpz3Ffqt8BPhtZ/Br4ReH/AA7aqqRaXaJG3GN0mPnY/U5P41941VyHKee9quI081Ff5nz9SKxWY8kvhpr8Tr9Nsks0WJY1jjjUKqgAKAOMAVdaTCDDKPWvPfi5+0v4F+C2ntceJfFGk6ZsXIikuF81x7IOT+VfNXiv/gravi/UZtM+FHw98ReOL1W2LcNbtHbA/wB7gEkdK/O5Vnc9etjqNP45H2qLoJ/EDn3rgfjB+0t4F+Cliz+KPFGkaNtXIjnnHmt9EGWP5V8op8F/2pv2qXLeLPF1l8M9Auvv6fpQ/wBI2HqCUO4kj1fFd98Jv+CR3wz8EXiX2vJqXjfV926S61e4JVj/ALikDj3JpSjOa7HJ9eq1P4MH6vQ5TxR/wVnj8bXz6X8J/A/iDxtfKdq3DwGG2B6Z9T+OKzovg3+1F+1O+7xT4ms/hvoc55srD/j4Keh2nP5mvs7wp8PNF8EafHZ6Rptjp9vH8qx20KxrgdPuity2gXaw2+xraNGMVvcn6lWq/wC8T07LQ+V/hV/wSV+Gfgi5j1DXre+8Zaxne9xqs7SIW7nZnGM9ua+kPCfgDS/BenQ2ekabY6baRpgQ20KxKPwXAreMIIxzTguDWl+x2UcHRp/DEri129FFO8ptmOfzqYjIoUbR3/GkdW2w2JNi06iijYAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqKb71S1FN96gBLXoKmqvbzKvBbtmpTcRj+IUAcp8foPtfwO8ZRdN+h3g/8gvXj/8AwSgnab/gnX8K2Lbt2kEflK4r2b41Ks3we8WLw27Rbwf+QXrxX/gk5j/h3r8M1X/lnp8iflNJQB9HW/8Aq6kpE+4PpS0AIzhetQ3Eihdv40yc7ZTxzngVn63rNvoely3lzIsMMKlmZ+AMVnWqRpwdSWyCMXKahFXbOb+N/wAXdN+Dnw/vtc1KVYYbSMkc/NI3YAdznFfOP7HHwj1T4/fEW8+LfjKBt0rFdGs5Qf3MechyD0PH61gXL6h/wUJ+P5gjEy/D3wvMN+chb2RT+vSvtXwzo1v4d02G0tYkt7a3UJGiDhVFfO4OnLHYj63WXuR+Ffqff4z/AIx/BfVIP/aayvNr7EX9n1fUkWNoztEfy7cnA6VehbPp0HFSA5FBOK+mPgPMbI/lrmvAf+Cj/wC1VD+yL+yx4i8VRzKusXER07SIyfma7lGFIHog3P8AgK94vipTt05Nfm/8f52/4KRf8FP9D+HMLGf4d/CEm/1sj/VXFzuAdfQ5O1Pb5qqN2Fz3D/gkN+ypcfs5/st2+pawkn/CXePJDrWrPKT5ke/mOM554U7jnnLe1fWkWEiXtgY4qtZLHBbeWq7Y0GEVRwijgAfQUsl4sKN8p+UZrOU0viAtGZRTZLhYl3HPzGuB+Jf7R/gn4K2bT+JPEml6TtGSk9wPMP0Qc180+O/+Ct+m+I9VfSvhh4J8SeONQztWVbdorbP82HfIrOVb+VXOSrjqFP4pH2bJebZMfN+Nfml/wVC/bztfi58Q7f4LeE/ENrpOhXVwIvFGv7z5UargvANvJVRy2PvEBR3rz/8AaC/bL/aK+Ifxb0/4dzf8UzrWtbQmjaUV82FZBgCZwSVG3k55x2ruvjV/wTn+Hf7JX7NeoeKPFAuPEXjK4gWKMyzH7OLtwR8iA5bbuZsnrjOO1e9lGX15YmnTqRtKe3zPOxWdzoQdaEHZdXoeC/Bnx3ovw/8A2prK5+FngTVPG2ieF4fs+lBISr39xtx9rlwpPzyEuFJGBtHavsRPht+1N+1NEza9rWnfC/Qbg5FranddBT2JXLZx64r1j/gmh8AY/gl+zRpMk1rFDqXiD/iYXJ2gN8+CinjsuPpX0hFAEbd3zmtuJsU8Ti/ZTlzKkuVPvY4MpyupUpOvWk17R3a/I+UfhV/wSM+Hfhm/j1LxRNqnjjVlO4zapOWjY9/l9Pqa+lvCXwx0XwHpqWej6XY6bbKMCK3gWJR+Vb8HBb161KOleDotj36OBoU9olWKwERChdq4xwO1SC2VOvpgVNRQdi00RGI8/dNORdq06igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqKb71S1FN96gCslu0nIYfdwM9jXI/B7VdUvdD1hdYvF1G7sdWuoFkji8sBFf5Fx7LXZ28eR1+8KZa6JBYmTyUWLzpDK+1cbnPUn3NAHnPxf+I9wfhh4mhXwz4iZW025jLrANvMbDdy1ecf8ABJafzP8Agn94BDK2YoriP6ETyda96+JNks/w911WP3tOuAccZ/dNXgX/AASTbf8AsJ+Exn/V3F6g9v8ASXoA+mwflyfSkeXZ9aIj8g9uPrUUj5b6e9AEF7Lzu4HpXyP+1r8XtT+Nfj61+Fvg52+0XRzqtwvKW8fdSexP+Feh/tpftK/8Kh8Lrpujt9o8Ta0/2eyt0OXyeN2OvFJ+xV+zV/wqXws+sa0WuPFGut9ov55Bltzc7efSvnMQ54/Eewp6Qjv5+R9xk2FhlmE/tnFpX2pxe7fdrsvzPQvgN8GdO+CvgGx0PTIVWKFAXfGGmbux9zXcRp5akep4psZAfPLHJ6Giacxg7cL7V76jCmlGOiPjsTiauIqyrVneUndlgzEL/D9Kjkl3j+GuJ+Jn7QHg/wCDtg114m8SaPo8Srn/AEqdVc/Rc5P4A181+PP+CvOh6he/2X8NvC2vePtTkJRJILd4rcN2zkbiPfHej2q6anm1sdQp6Slqet/t7/tQQ/sofszeI/FTPH/aSwG10qJjgz3T8IoHfHJ49K8A/wCCaWj+Ef2Mf2X28XfETxBpek+MPH8n9s6o11MPtAVslE28tnBzj1avm3xD4t+KP/BVn9puP4Y+IILPw7B4RMl5eQpCWi03GPmfruf+EZ5zX2J8Iv8AgkV8PfB0lvdeKJNT8bajGo+e/lbyB7CMfwjjg+lLnnKNuWxxSx9ebtQp6dGzP8X/APBW/S/EWsHSPhb4L8SfEDVGYqrRW5it89jkZO33IFZC+Bf2r/2ngza5rmj/AAq0G5+V7ayGbrZ+GWz/AMDWvr/wV8M9B+HunpZaLpVjpdvGAAltAsYIHrgc/jXQMkcQ6fl2pewgtZamkcLiJr9/P5I+TPhf/wAElfh/4e1OPUvFl7rHj7WlO95tVnZ4i3+5nP0yTVv9tb9pXwv+wf8ACyPTPB+i6avjTXR9l0TTLS3UNvPHmsq8kL1x3xivWP2qP2m9B/ZS+FN94m12ZX8tTHaWwP7y8mIwqKP6+lfMn7BX7MWvftBfE6f4+/FaGSbVNWbzNA0ucHZYRZ+V9p6YGNo/GvWwlOEV7asrRW3mz0MHltCkueUTrf8AgnB+w1d/CG2uviJ48kbU/iR4oBuLiS4O57CN+Si56Oc8nt0Fc7+2fct+07+2B4I+F1nvm03Q5BqWqBD8meGOfoox/wACr7C+IXiq1+H/AII1TWr6RYbXTbd5nLd9q5/z9a+U/wDgmL4PvPiF4h8afFrV42a88T37wWQfJ2QA5JHt0H4V9FkuJmoV85q/YXLD/FLRW9FqeHnlSWIrUsFT05tX6I+wNKsYbC1t7eONY44ECKi/dQDoB9K01gVR0/WqUA2Tldp471eiGBXxvNzPmZ70VFRUV0FVAvSloooKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKim+9UtRTfeoAS16CpqhtegqagDL8bx+d4N1aPu9lMo/FDXzf/wAEfpDJ+wroO/rHqOoL+VzJX0t4jUS+H75eCWt5AP8Avk18v/8ABHS53fsNaSG+XZrGqLz/ANfUmKrTldwPqOdvmVdxA781xHx4+M2mfA7wFfa9qcwSO3jwik/NK56Ko7k8Va+Jfxq8L/C2387Xte0rTF6KtxOqu7dgFznmvzf/AGqf2vNU/aJ+P1jZaJ4a1jxZoOkzeZbaVaIw+1kch5GwdqseB3xnFfO5rmUow9jhNZt2PpuG8kWKm8Vi9KFNc0n3S+yvNn0l+yT8JdW+N3xAm+LXjKLMlyzNpFrIPltoycBgPpwPzr6E+JPxz8I/CPTmuvEXiHS9ISME7Z51Vmx6DOf0r5J07wb+1N+0PY29nNcaP8JfDCoFitrVM3SJ/d/vA445wOK7j4cf8ElfA2k6jHqXjTUNa8fat1eXUrhvLz67c/zNehg8FOhS5Ou79T5vPOKMRmmJ58PC0I6Rvsl0VvzKfjP/AIKz6PrGoSaT8MfCviDx5qoO3dDA0dupJwDuwSR+VYMvhT9qr9qCRv7U1jS/hL4flP8AqLTL3jJ05Iy2T6FwK+vfBPwv8O/DawW10LRNP0uCNcKttAsefqQM10KRxjGUAPXJrt9jC3vHk/VcRNfvZfcfJnwy/wCCRfw80DUf7S8XXOt+PNWlIeSbU7phGT1+4Dz9CTXa/tPfEPwn+wN+y74j8UaTpOk6L9gtWjsbe2gWL7RcMNsanAyfmwT14Fe+yyqFC5yxPAHevzo/bX1Gb9vz/gov4P8AgVpcjyeDvh/Kut+K5Yz8rygBjET03KhVQPWQ+lXTstI7HVh8vw8Nlqeq/wDBHD9mq6+FnwHm8c+IoWbxh8TpTq17LMuJlhJJRfxzux6EV9mRRqEHvzWdounx6Ta29rbwxw2trGIYo1XCoqgKAB6AAD8KvLcjHQD8ac5Xd2dSioqy2C4AHGO1cv8AFT4o6H8HfAeqeJPEF7DYaTo8LT3EsjAYAHQZ6sTwB3Nbmt6zb6NZyXVxPHBbW8bSSzSsFSNQMkkngACvzn+IniTWf+CvX7SP/CH6DcX+n/BfwXcLJqt/ESq6tMPQ989EHO0ZY84FdGDw6rT5qjtCO5vRoqbvLRIm+BPw+17/AIKoftFH4meMrW4s/hb4Wuinh/S3OFvXB6svcd2b1wB3r9ELKwj062hijjEcMahEVRgKBwAB6AVn/D/wPpfw28LWOiaNZw6dpenxLFDBGMKij0/qe5zWrqNx5UBZWXAHX0p4zFKtLlgvdWiRFesreSPlD/gqT8TrqPwJovgDSJP+Jx44vkthGv3/ACcgE/iSBX0J+z98KrX4N/CjQ/DdoqiPS7VIWI/jfGWb6kkmvkv4SMf2tf8Agobr/i6ZfP8ADvw9X7HpxIyjyqSoI99+9vwWvuC2bYv+6eMflX0GeS+q4Ohlkd0uef8Ailt9yPl8pvXxVXFy72j6FzyhtxzTlG0VCl1uP/16HvAp/h/OvlT6QmoqJLncPX6GlNx/nNAElFRFnAzTDcnPP6UuZICxRUQm4+8v40v2jj+E/jS5kBJRUHmH+8fzpQzepo5kOxNRUYdsUCQBuW/DFHMhEh6U3a3979KR5FC/xfhTPMb1o5kBKoIPLZ/ClqHzWH8QoLse/wCtHMgJqKhy3qfzoy3r+tHOgJqM1CMn+Kg9fvc1PtIgTUVAHJHDZ+hpQzH+9VKSAmoqEzNGKaLhiO/5UOSQFiiq5umHb9OtKtwWHXil7RATlgO9NaTEgH51GWVh3/Kms2O9L2iCOpPvHqKN49RVYyfX8qVW3H7wP0queJXKWN49RRuFQd/6UCYdKOYnUn3ik31Dv/vbsfSkQ4Pc+6ijmROpP5iigyqKrrNnjv6FeabK7KCdrH8Kn2kQ1J/NZeT0ppuwO5+mKga43L0OMcdq8t+JH7Q//CqfHFnZ6zZ+ToN8RGupI+UhkP8ADIP4QfWsa2JhTtzs6sHhauJlyUVd9j1qOfcf60S53fjWfpGqRanZRzW8iywy4ZGU5BB96vscnrnmumMk1dGMotO0lZi21TVDbVNTJKeo2zTWE6Y+Z4mVc9CSCK/KHR/gD+2l8M/AN14G8I6Za6X4bh1G6uLeW2v44bhxLIW5brjnOBX6zSxtJ6VG1luHzY3cYNGltVczq03ONkz8ZdQ/Ye/aIs7qxudZ+H8ureJNUuDbi9u9ejkUDBJwGJ2ngncc/hX158DNS/aA+A3g610fRP2e/DcUcMQEs48TwLNcyfxO2Bznrk19afEKJj4g8PsW+7fY+nyMK6aO3HsGHBNefhqdGFeU4x12+89aWPxEMDDBRl7l7tHynrf7Sf7SmgaDd3s/wM8OpBZQNcylfEaM2xQS3Trx2o0X9oT9prXbG3vLf4N+FRb3CLKm7XgMqwBHH419LeNtNk1LwpqlrGvmSXVrLCozwWZCo/nUvg2wk0vwrptpMFWa1tYoXAOdrBQCK9K0ep5rl2R83D42/tSyMR/wqXwPHjpu10n+lA+Lv7Vc7ZX4UfDxf9/xA4/9lr6mitABu3E/WnfZV/i5FZ8sQuz5Nv8A4k/tcT28ywfDD4YW0kisqSf8JFKzIcfKcbecHt7V89fsDfs/ftH/ALPH/CXeLLHwX4K8R6x4+vTeXepajrBjmXazZiCrwF3Ek9z9MCv0xnjVJ1O3c3suQMVzPwv0C68J+C7TT77ZHNCXJCNuUhnYjnoTz0q48kVsHNI8EPxF/aycKP8AhAfhpGzdS2qudtNHjX9rVmwvg34XLnnJ1GU19TiJWb7uM96kW3Cjq350+eL+ygPzz/bc8E/tdfHL4Q/8IzLZ/DvRdJ1a7htb77BeS+dco7gBWJHEe7GQOo/KrX7IXw8/aW+BPwtHhHw34Q+ENpaeHrh7OeWS+nEl5MMb5mOPmJ456Yr7g+I3hqbxJo9vDbOI5IbuCfORyqSBiPyFQ+C/Dc2g32tvNt231+9zFt7IwGM+nSuj60/ZeyS0Nfavk5D59l1T9ryRfl0n4Qr9LqY/0rJ8bWf7Xev+ENQsY4/hbaTXlu8SyxSylo9ykblzxkZJ/AV9fRxq44HbB96hv41FvJx91c8VjTlyyUktjnqXcHHufnz+xl8CP2nvgB8LmtdGi+GNwusXDX00920puJGbgBscYCjt3NeoaX4v/a21XxjqWkwQ/B+GTS4YpZWkFztcSZIHHpjmvpL4XMG8CWDD+6w9OjEUuj+F5rL4gavqjMrW+oW8Ecaj7yGPIOfrmrxlWVeu61R6sywVNUqCpwR4IYP2v5f+WnwUhXsVW6IP51G2gftdMv8AyFPg+rf7MNx/hX1JCFaAY9euc5qyFArm5FudGvQ+Uh4V/a3JGfEnwlh46Cznase8tv2uLfxvZ6K3ir4XLJeWkt0so02VkARlBB5z/EMfQ19gTFV7Ac4BrmtW0E3njrTdWWSMQ2NrNbyIx5O8qRg/VarmitA5mfP7fD/9riQfL8QPhTHt7/2LM272PzUp8C/tdY+bxz8IT67dFuP/AIuvqS1ZSm1fmGeeKl2j0H5URkt7D5mfKx8AftYNGdvjz4YKf7y6RKMH8TWF4g0L9rDQfEGh2bePPh2y61cvbmVdIbEBWIvn8dp/GvsXGxfm5+tcz4u0Vda8QaLMLqNP7JujdyRsR8yFGTp+P6Gr5l2QtT59b4W/tVXSfL8UPAMPv/YZbinf8Kc/aslkU/8AC4PAMIA5H/CNlv8A2avp6zuUkC7HWRT0YHII9R/jVqo0JsfLY+CH7Ur/AOs+NPgX32+GCP8A2esT4gfDD9pzwdoCXh+MXhS4/wBJhgYDQNn+scJnOe27P4V9eyHC8jPGa5X4h6dB4w0FtK+1RQTTSxzR72wzeW6ucDv0o06lHgI/Z/8A2mD8q/Gzw+R1LHQRu+lOT9nT9pWST958ctDVcdB4fQ19M6fqUd8m6GZJl+6WQgjI7cd6u/N/s0WQao+Wm/Zs/aTc/L8fNJX/ALlqNsfrWZ4u/Z+/aU8NeGb+/Px8024FpA0xT/hGY137RnGc8fWvrjLDrj8KyPGkEeq+G72zeZbf7ZC0IlfGF3cf1pp26BqfM+k/s1ftEanp9rK3x+t1MsYkIXw/H8uRnrmph+yh+0JK2W/aCdR6LokfP619I+Hby1t7SC1huYbqWzjEMvlsDhlGDnHTp0PNbKH5B246UuddgPlofslfHxvvftC3y/7uiQc/nmmXX7Jnx8it3b/hozUlEaFkH/CPWrZIHQ8dK+qScVS1O8SO3k8z92ighmYhVUHjOaPkB8peCP2aPjl4y8J2OpXH7RGqRyXce54o9BtgqnPrgHjFbH/DGnxmkH7z9ofxAw9tIgWvdvAEdn4W0W30mO+t7qazQnAIDbC2QSPx6966tH3rmlyrsB8wR/sXfFsKfM/aD8Tt9NPhpw/Yo+KhbLftCeMkbplLGH+VfTx6VT1XVY9Kt3nnZY7eEbndmChR6knjFNSa2QHyd8Ov2Svip4q0/UHuf2hvHVvJaajPahY7ODlUYDPPqB+tdGn7EfxEVDu/aH8fP9bS3/wr2LwZrmjaTcvbWur6feSa5cyX1uqXCFpQ3XYAct07ehrtIQJBn9KXtFIJXPmeT9ib4hSP/wAnAeONv/XpCD/KgfsRePmPzfH7x1ux18qIV9NAECqt1PtVsKo2jrS5Y9g1PlnQv2QfiFf+KdZsLr4+fEFIbF4hA0SxbmVk3Nnj+90reP7DPjAsu79oD4oe4VoAP5V65pXifQ7XXbzU49Yt5P7XkSBQZBtLxjG1ffmuxgHnID09Qe1T7OJXNJHzq37DvieRGWT46fE6QH1eHP54qJf2C/EDxhZPjd8SWGeD5sY/pX0rsX0FQ3bGBAV6d6OW2qDnfU+VIv2LfEbfEGbTZPjR8Rmt4bFLiNxcoG3FypHT0Fbh/YK1wj5PjZ8Uo1xn5L1B/SvXNS8XaDp3iG61STVrZZraIWMylvlU7sj/AIF1rrLC6W5tkaOTejLkMv3WHtTXI9kFnufO8f7A2vZDf8L0+K25eRm9Qj/0Gmyf8E/9alfdJ8cPihIw5wbqPn8hX0S4aZMRgHnnnpUiQsu3cF6dqcHZ6CcnseIeDv2RNT8E6XqNuvxL8bapJfhQs17MjtbYOcpx36GvI/2pfgze6do8Wjt4u1zXtY1aRYrexYId/qzADhR3NfZxtt7fdx+NUbjwfYz6ymoPa273ca7ElZBvUegNebjcrjiNdme7kvEFfL66rQ1t5I8//ZS+F+rfCn4RWOk6vqEt/dRruJb/AJYj+4D6V6ey7TUQtmjk/hPsT0pJlbPC/ka7qNONKCguh5GKxU8TWlXmtZO5PbVNUNtU1bGAUjdPxFLTZD8lK4HKfEQ7NT0M/wDURUfTIIro4W3Bs4HNc38R+Z9Fb01KL+tdInAauCjH97N+htP4I/M5X40yXz/D7U4tMuIbW+mRY4ZZJ/s6xlmA/wBZ/D9ab8G9dfxH4MtZmWZJIJXtZPMm85i8bbWIf+IE9DXRa3pNt4h0+azvIIbq2mXbJE6blkHoafoWh2XhvS7ezs7eO3t7VdsccY2qg9AK9Ax6WL8ZynNOPSo/NX/ao80E96AOL+PMuoR/DTVG02/m068hQSrNEq7yAwJA3DAyMiuG8EeIbq4+MKtNqt5JPdXd3DNYM+YYoY40MbBP4Tz175r2XUbWO5RkkUNGwwyMAyuPcd6x9E0LTZdSm1aGxt4dQmzbyXAjXzZFUkAFvTiiUboDeRPLUFeampqDAp1JKwGP42s5L7w1fwQ3M9rcSW0ixTxHEkTFThlJ6GvC/DWu3tt4y8D3l5qVvqQubC2spLaW+mW88x92bny1wj9PmODx6V7X8QfE6+FfDsl80bTeVIiFQcY3MFz7gEircPh6yW8huPstu1zbqUil8obo1PUKcZAPcU+lwNC0QomD1AAqHU13wyD/AGSP0qxGhVPft7VDdAmJs7ueKqO5MtjivB5W0+FatJM9vHHHLvlT7yqGbJA9QK8HXU7a38y8j1y7XTJoHudAtjqBaQ3AdB8xDfNI4JPlk8A9K938A61ZW3hdLee5t4mhmmDxu4DD96+Aavxv4djiVF/sWNYX8xFCIFVumQOx9xVyi27oxoVoqNjo7Dd9lj3feKgk9P8AP/1queYABn0rBtvF+kwJhtQsz9Jhmlm8c6Tu/wCQlajH+2DUcrNPax7mveAPEx9uCOor5b1lNN1tdb1DT9et7Gxhv1WSO9WSf7ZPGzljIq/cViAozjhRX0NJ8QdFHySapaqW55fFU38R+F5QypcaZtdtz7UX5u+Txzz3pOncPaRezNbwBqE2p+FNOuZoWt2uLaN2j2ldp2jIA7D/AOtW0Xx2b8q5lfiLocIx/a1ruz/CSB/Kp08daXIOdQgPphif6U+UPaRW7N24bMD8MOO9fMnx+NvH8RnbT0vZJpiV1dEEgkEQEZMmenkhMjA6sTX0A/jfS/L2/bYzz6Gq3/CTaP8AaWlN5CzMoXO3tnPpRysPaRMX9nsxJ4Jk+ygrpwv5xYjDYEG/5MbucdeK9AEinvXOw+NNHtQyrewqFAwBkUf8LE0Unb/aVurehJFHKx86OglkUoR1GK8I/aMgjk8VaPJaxXn9teaixNFC8hkhO4OIsfKGXIZs9QAK9Vb4j6Lnb/aVs2eOCT/SoZvHWh4/4/Y229CqNkfjijlY/axRyv7NE8tp4Yu7ESfabCxlVLW6+zm3a5GwFsqf4lPHvXqocE/TrXLW/jzRUf5bpl9QImwT+VWD8QdLbJWaQ7uv7l//AImjlYe0i9jekm5x2/nXjv7WWma/rvgW1j0XTbjUo4LyO4uI4J1ikYo6lAAT8y7uSB+NejReO9NaPJknz7QP/hTG8X6X82JLj5u32d+T+VHKw549zzX9nayNl4r1Bf7PnsbiK2K6iXiKiS589zktgb22nO4EggivZ47hmHQflXPDxlYjHz3Bbt+5fj9KePHdlH0W7b6W7/4UuUn2sTf84k4+UfWvPf2j9J1jXfhhqNjodiNQmuhslgE4haWPB3KrEHkjjt9RXSnxxaS/8s77Pp9lk/wqOTxvZrt/c6kcdcWcp/pT5GL20Dyv4O6Ve6D8QNPdrXULW5vLFG1K3ubJNloFhQJsnC5fnjBY87uK92RvLgXA/A1zY8c6ahP7m+yTuP8AocnX16U4/EazQYWDUOOn+iP/AIUOnLoP2sX1OjSQsre1ct8WtNXW/AerWU39oeXdW7KwscfaP+2eeN3pUkfxHtZG/wBTqC+n+itzRP46tnB3W2pEdz9jc/0pKnLqHtoJ7niPw/0fWF8WwteaTq1wby+t30u+mtSkkVnEXDGchR5bYbocFga+krflWPqfzrmbPxla6nq6WUa3MdxMjSIstu8e5VKhiMj1IrprfiP6GoVLk3NPaKSuiSs3Xrcy6fNGgdmkjZeOvII4rSpsp+WqA+boPDmtWXlta2vitE051XSy6oWWRgBL5y/xR8cN6V9GadkWy7tobaMhemcc0jQK7ZK7+wz6VIi7B8q7eKVkgJKrXcu5f93uKlUsW79O4oaLNMD5wsvAfiPwtr0ktxp+parp9jdTT3MbIjfaGkZ9piHUqFYZHtXuPw20650vwNpdreJ5d1b2qrIhbcUYDpn2raliY4wpx605EZU4Uis4Rs7lOWlhkGIi3RVPOd2KnjbcgI5H1qFoCR92nRFokC7W4qo32ZNybHzZ5oPNAORRVAFRTffqWopvvUAJbVNVO3uNtTfaaAJqbIf3ZqP7VVd7za5570uW4HOfFGb7Ha6bOyytHb38MkmxC+xQeTgc1OPiRpYBHmXTZbtaS/8AxNast4kvPv34FLHcqP7grn+r6uSe5p7aDiotaozV+JGmgfevD7fZZf8ACnL8RtPbot4fpav/AIVoNdID/Cf6Ueeqj369OlX7Kfcnmp9ij/wsCybkR3/HX9w9Qt8SrFb61t2W8jkvJPLjL27KpbBPJP0rVMyH7xxxzx0rmviDMryaE25spqsXOM54YD+dc9SNWPUqLpt2OuWRZR8u7bjBOOlUvDWfsDFtqn7TJwOw8xqljnxEegbPOKy7K2v9PEiQra+S8rSZaQlsEknjHvXWpOyMzfIKseO5PSpEl3ED2rKF9qRjxttMk+p6VA0uoBj/AMeuPxp8w0rmV8cLW4uvh7era29xdTK8LrFbqGmk2yKSAD7CnQ/FO2Yqf7J8RfNkgf2c/T9a0zNfyPtLWmex2t/jT4Li+BX5rXnhsK2AfzqlJNWZXKluZrfE+PCY0fX23c/8eLDFH/CyBLH/AMgfXj8vT7Gf61prPdBTmS2+hVqVZboEbnts4yMKaOddhe6Ydv4psXZy2g6urckg2P3vXvTx4psX2n/hHdZYtnpYrxj8avXuq6hp0Jm/0WXDqNoVtwBODWvbXu48/wAIAx9afMyOWPRHNnxPakfL4b1n8bFB/WgeJIj93w3qn1Nqg/rXUPMhOTTJZ1Q4o5rbi5IdUc03ihUH/Iuag23t9nShfGDHG3w3qwAG7/VRj+tdEt4vHcGnveKB/D8tL2mo+WL6HNDxrdM3yeGNabjssQ/XdRF48vpJVT/hE9eU7cktHDj899dEb1Xk9O1Aulz3pqYR5V0MGHxZeTjd/wAIrq6+zeSP/ZqIfE19Jtz4XvlGTkl4gf510Hnx+pz1xQs0bD7x/OnzD5Y9jBm8TX8P3fC90xbp++hH9aIvFWpkrt8M6goyc4ni/wAa6BbxB97H1zxSSamq/wAQUe/ajmJ5UYP/AAk+qiP/AJFnUPcmeH/4ql8CeK28X2FxK9nNYyWd09nLDNtJDJjPIJ45FbU16rIfmGcZx0zXL/DktY6h4iWRWXzNWlkTI4YFVOR60c11oVGETshbqB/qUoEUY/5Z/pUY1BcctzSNqaetTdhyrsTqi5+7j607y1NVTqsZB+YccGmnUFVgqtRdhylwx88HFKFwKqDVYx1b6+1EmprgYP3qnmQK3QtBefuj/vmozER/D+lV/wC01GPm/wDHqF1eMIWz+XNHN1uGhY+zbqQwqv3ufpUD6uvZvwxQNTU9Rk5xmq5g5UWvKUj7305prxKFwRu45qv/AGpGrfdwaYNTXLfTvS5ibKxj6guz4laTj+K0uR1/2o66eIYT8TXJaozS+OdLuFRjHDDMjuOik7MZ/I10sV4oX05q6j0Qo2LVFQ/avej7V71JZ8Y/tt698UNB/wCCifwA8IeF/jb4+8HeE/i1NrMOq6TpuleHriKzGn6cLiM28l3pk8ymSTPmeZJIMEhBHxjh7b/guxqWp2XxO17TfgV4y1LwD4C0fxRf2niTbqdva3c+hyPE8F3cS6YlhB9peGYRNa3l4w8sCWOJyUX7U8b/AAK8I/Ef4qeC/G2taT9s8T/D17yTw/e/apo/7Pa7h8i4Plo4jk3x/L+8VsdRg815qf8Agmr8G1g8dWkeh+JLfRfiTFqMPiHQbfxnrcOg339oZ+2OumpdizhllLMxlhhRwzMwYEknGSqqDUWr8s7X/mfwX62W7+Ss0aR5OeMpbXhf/CnLnXq1y2e+j1XXwG5/4LReNPC3jDVLfxJ8D9L0vQfDepeFY9a1C18d/a57aw8RywxadNDB9gQTXCNI/wBogMiRxiMeXPcbuMPX/wDg4EX4fy3epeKPhHNYeFbmPxlbaFeWPiZby+1XUPDl4trLbyWxtY0giuC6lJjM5Uhg0YUB2+rvE37AHwf8YJra6l4R+0L4j/sL+0R/at6n2j+xZFk0z7sw2+Qyg/LjzMYk3jivJv2dP+CNXwj+EWleL/8AhLtPT4kat40vPEhvLjU3u1sYrHWb9rue1isXuZbeF9vkxvcQoksogQkjAUbT+OSh8P7y199YxVNPdXUuaT0tb+bSJz0edRg6mrvDmttZczm1tv7qXW23LrJd5+zT+1/4h/aCufi94N8beC4Ph/44+GItY9Qt9E8SHWLSeC+sPtVvPb3jWtu4kA8xGVoBsaMEFwQa+Qv2aP8AgtfqHgT4FfDnTU+HmveJvD+l+EvBWoa14g8SePzqHiAxa7qU2lxszf2eq31zHJCsjs7W6yK7nKFQr/en7P8A+yj8P/2YfDGuaT4O0fULaHxNc/a9XutS1q+1jUNSkEKW6ma8vJpbmQJDGkaK0hCKoChRXA6J/wAEr/gBoHhhdFs/AJh01NO0XSRD/bmoti10e8e906Pcbgt+5uHd92dz52uXXC1UWlWT+zeldd1FT51u93JW1Wz+HYnlm6HLf37Ss+iblCz2/lTWz1a33KP7dv8AwUD8R/sofFDw74P8K/DnT/HmseIPCev+LA1/4mOiW1tDpC20k0bOtpcsWkjnbYQn+sVFbartJH82fF//AIK16h8X/hFJFrngnxZ8PbqM+APHWhnwr49EN5qmkazrkdtDHdziyxAwKYuLRBMksUjIs4yWH3X8Uf2aPAfxo8d6f4m8TaF/aWt6ToupeHbW5+23EPlWOorGl5DtjkVD5iwxjcQWXb8rLk54XVf+Ca/wO1yztre68E+bFZ6Lofh6Jf7Yv12WOjXX2vTYcifnyZxv3HLv0kLrxWeHvGcHV1SlFv0UqknbbW3slr2nrezemIvKEo09G4tfNqC136e026uHnbzP9kn/AIKv3/7Sv7Suk+BtS+Gtv4a0vxPN4ttdF1WDxKdQnml8PamljcefbG0iWFJRIkiMs0jA7lZQAHb7Or531H/gl98B9Y0SbT7nwKJLO5tPENjJH/bWoDdDr8wn1ZcifP8ApEgDZBzH0jMY4r3Hwj4f0/wJ4U0vQ9Jh+y6Xo1pFY2cG9pPJhiQIi7mJZsKoGWJJxySaqn/CjGfxJK77u8rvysuVKy11va15OV/aScfhcpWXaOnKvN73u9NLN3016im+9SfaahmuMtQMhZGU9KblvQ1qYoxQBlGQgV5N8bP2m9N+FOoSabJFcNqMls8sJ2fumYKSFLdc/hXsUo+99K+Gv2yB537QGqb/AJvLtotmedvyv09K+Y4ozCthMPz0XqfV8G5TQzHMFQxHw2b0PUfA37bljeWqtrVvJbtNcpbo0C7lQMqnLZPHJrY+Jv7W8Pwy+IjaTfWrtpr2cc0N3GjMqM2R85/hX3r5J0xFPjyBNo2L5BVccA/JyK9O/a+bf4/8tvmR9Ptgyno3znqK+Rp8Q4z6g6t1zX7H6DjOC8up5lTopPlkm7X7WPXZf209NfwsZIY53ultVmeb7M32aJjztY9c47UzXf20LOO3t20+CZo1vEgluJoysEiHhyp77fSvmH7XLaaG0cMkkUcsEe9UYqr/ACDqO9aF1I39rSWe5vskd1EywZ/dqTJyQvTJrenm+LlBScjOXBeWxny2e/c991/9uyzuHtP7D0641DzrowSAjBC7GZWXnkEr+Va/w7/a+0/xtJ4cs9U0u4s77Wm/d5wVR+cd884zkV86+D41ttFtTGqxldajUFRjAw/FU/gNcST/ABl0HfI7+Xd24Xc2doy/StsvzfF1MWqc5XXoTjuEctp0ZqEXeKunc/Qi3O6QnJZiMGpEVivsasWQ/ft9B/KtCFQIxxX6RY/F49fU4L4hfESHwBa2st1DNJFcS7CUI/dr3bB5OOOlZNr8XJ7T4d2ur3FnLdz3V2bSKGAhWdt5VevHbNZX7TgwNPb+IRTgHuOUrn/ixI2m/s3aW1uzW7LrAwYztI/et6UuVFHQXn7TOn2scPmWtz5k1tJPsR1L5RSzKR1HQjJ703Vvj5fTeGb66sdE1KKS1tEuDJM0ZWFnAZUYA5JKmvH7BFt/El5HGoSNrCKQqowCzW7Etj1Pc966zx+7WnxQt4omMcUmjRl0Q7VciFMZHeolBNgdVH+1LbafBDHqGn3VreK5jng3qWjAIBcYJ3DkHHUCpj+03bSCFYdLu7ia42m3VJlAlVt2CG7cKTg1z/iy3ji8U6aVjRTJqkiuQuN4KpkH1Bri/EenW9tJ4wWO3hjWGdBGFQAJgydPSqirIakeqaf+0ItxHNJHY3N3ubzPKLqPIiCBmOf4j7V6lpVwLq0iljBVZkEgB6gEZH868A8PWkK+AtFYRRhnvIVYhRlgYBkH2r6VsIljjUKqqNg4A9hVCKbbiO9cF8efiqfgp8PNS8RTWz3sdiuRCJVjL5IAwzYA/nXp0own5/yr53/4KVoH/Zc1hmAZo7u2ZCRyh3jkehrbDwUqsYy2uaUvjSZ4fo3/AAUn1bxP8TNPvLYw23hW5mUvbTqolVfs7uyb84++vWu/8Qftp6l45/ZH8TeNvDOn/wBn6ppV0tksc0gkjjLOq+YDjkAMDXzjbaBYSfCaSRrGzaRYonDGFchtknOcdfevZv2YLGG//Yo8ZRzwxTRvrYDLIgYNgxYyDX0OY4GhTjFwXU9rGYelBRcUWoP+CoFvp92dHHhPWNU1iGaOxtwkqqt7cZCOC2NsfzHIyelEH/BUW6tfFn9m3/w71OzignaK5uf7SikW3Cy+U77cDOHIHXFcjp+h2TftE+MYTZ2vk2+oWUsSeUu2JzOmWUYwCfUc1lfGvQ7KSXX5Gs7Vna8ukLGJckfbk4zjpThgcO5Wceh0LC0HvE7vVP8Ago9q3iXxJY2ug6DaQRR69DY3kkt6kiz20iuQyuPlDfKSeeOOteh/C39uqz+Inw68ea8+kG3/AOEJG944rgSrdKVLLtfpk4xXyn8PdAsX+D/iZWsbNlt9QsvKBhXEfzyD5eOOp6epr2n9izR7R/gT8RI2tbdo5oGjkUxDDqFYBSMcgDsazxWDoRXuxOXFUKcEuVGNof8AwU11bwq1xH4k0CS41C+1OVltIZS62dmqo3DqCHYBxxwOuTXTz/tS+NLv9lTw74q0uRb7WNQ8Tiy2O6wrcQGVx5ZbaQg2gc47da8v8E+GNNf4Q+FpG0+xMkniTy2cwLuZSVBUnHT2r1/46eHNPt/2MprOOws0tYtclKQrAojQiZ8YXGBitcRg6MORxjuzKVOCtZFLSv8AgptDqujTXFt4VuLu6t7xLB7eK6VmMxjdiAccjKkZr2T9lj47S/tA/D3+2rmxh0y8iuXhntkk8xoCDwGOBg47Yr5bfwLodt8T/AXl6NpUfmaJbs+20jG8kMCTxya+lf8Agn/ptvY/AmMw28MPm6hOX2Rhd53kZOOvQVxZhh6UKfNBWIxVOEYvlR7IRgDiqHiDUBpWnz3J4W3jaUnPQKM1vsowvHpVDxVCkuj3SsqsrROpBGQRg8V4cYKbSfc8es37OTXY+LfHf7bviTxU4TSVbRms2nV3hYyR3C7VZGyyjtmvXfg/+1Pc/E3xprWgixiVdLsftNrcRyswnx8pD5UDOeuM1z3gPwBoLaHcZ0TST+9mHNnH9PT04rtvgp4X0zRPiV4g+x6dY2e6KRT5NukeRuXjgV99muFwkMPanSScet35HwmX4vFVK8lKo/uR4t4C/bc8TeGdNsbPVtNl1i8l824upwW+RDK6oBwAAMAcnnFXr/8Abm8eaX9hb/hFdJ/4mUEVwoa7f5BIxVQeOvGSBXq+p+D9IXWfCoGl6aBmdcfZk6HecdOmST9at6x4X0zZZj+zrHENpZhB9nT5B5nbjis5Rwba/crXzYRrYpXtVf3I8Q8Vft+a9rmjSQ6PY2NvPc6a7mUbnFlcAZKk9OnYV3nwQ/a01Lxz8TrHwveQ6ddRz2AZry1djtuEjVnVs8ZO7OBmt608B6Hb+MpjHoukxn7D1W0jHVSD271qfDrwbo/h/wAZ309hpOm2M0dpFtkt7VI2XdtDYKgHnv608wwuBjh37Oik7Xvf/gEYHFYyeJSnVuvQ8R8b/ts+JPDHxN1G4+ywtYQxvZ2lgjs5SRbjyxLMACQ3oBxg12nwg/aP1zxnB401+7s5LdtM0yG6hsHJ2ROEfOO4DFenXmu38RfD/QX8Xa5M2h6QZrqKXz3NnHum6feOPm/Gut8L+HdPstClWGxs4VmtljkVIVUOgBwpwOR7GufGQwscLGUaSvprdnZRqYiVdxdR2Pmlf+CgXjDR4rp9V8M6cy+U32f7I7uxkCK43e3zfpVe5/bK8dT6lBqX2LTrWNtNkC2E7Hy7icTKgkGOe/QE8V9GXfhLSit0P7M0/CpIo/0ZOAY1GOnpVfT/AAbo8un6KG0rTWELKIwbZD5eSM444z3xW8fqcad1QV/VnFPEYr2jj7R29EcJ8JPjl4i8Q/G2bRtWhsY0uFe2aG3d98MsKKzSYJ4R92AMZ4r6Ctyyoue5/OsLTdBsbbxXdX0dnax3rwKrXCwqJWAPALYzj8a6yJfnXj0r5DMZRlVXKrLsfW5PGXs25u7K+Wo+atTFGK5D1jLAYetA3VqYoxQBmfN70m1sCtTFGKAMsBqApB71qYoxQBl7W96ChJrUxRigDL+YetGWrUxRigDLy1KEZu1aeKMUAf/Z)
In base a questo grafico (elaborato dall’Università di Milano) negli spostamenti urbani, fino a 6 km di distanza la bicicletta ha tempi di percorrenza di un’ auto, un dato su cui meditare attentamente.
Per la scelta del mezzo:
- Privilegia l’uso della bicicletta e dei mezzi pubblici, specialmente per tragitti brevi e nei centri storici.
- Privilegia il ricorso a car sharing e bike sharing, anche in forme auto-organizzate, per ridurre il numero di veicoli in circolazione e aumenta il numero di passeggeri che utilizzano lo stesso mezzo.
- Usa i mezzi pubblici disponibili.
- Condividi l’auto con altri che fanno il tuo stesso percorso (car pooling).
Nella guida:
- Mantieni una velocità moderata in autostrada: viaggiare a 110 km/h anziché 130 km/h riduce i consumi anche del 30%.
- Mantieni un’andatura regolare in città, evitando frenate brusche e accelerazioni. Utilizza le marce alte appena le condizioni lo consentono, limita la circolazione con il motore a giri elevati.
- All’accensione dell’auto, non premere l’acceleratore per “scaldare” il motore.
- In caso di coda o di sosta prolungata, spegni il motore.
- Fai regolarmente il check up dell’auto: i componenti usurati possono far salire notevolmente i consumi.
- Controlla una volta al mese la pressione degli pneumatici: con 0,5 bar in meno rispetto al valore previsto dalla casa automobilistica i consumi aumentano anche del 3%.
- Privilegia le gomme energy saver, che riducono i consumi fino al 3% in città e fino al 5% su tragitti extraurbani.
- Elimina i pesi superflui dall’auto.
- Al momento dell’acquisto di un’auto nuova o usata, privilegia i veicoli di classe Euro 6 (o comunque Euro 5), più recenti e quindi meno inquinanti, tenuto conto che le alimentazioni a gasolio (diesel) sono più inquinanti di altre.
- Per i veicoli commerciali meno recenti, in caso di impossibilità di sostituzione, installa filtri antiparticolato omologati che abbattono le emissioni di polveri sottili.
- I veicoli elettrici non hanno emissioni allo scarico e i nuovi modelli consentono una elevata autonomia di percorrenza.
- Nell’acquisto di un motociclo o di un ciclomotore, nuovi o usati, privilegia quelli con motore a quattro tempi (più performanti e meno inquinanti) rispetto a quelli a due tempi; inoltre privilegia la classe più recente disponibile sul mercato.
Per approfondimenti: https://www.fondazionesvilupposostenibile.org/mobilita-sostenibile/
Ultimo aggiornamento:
17/05/2024 16:48:37