H4sIAOzYjGoC/+29C3PbOJY2/FdQmW+39q0JbJKibtm5lGM7iSe+re0knZ6ZcoEkJFOiCA4vUaju/u/fwYUUKVESZTuWYmtqt2ORAAicc/CcC4CD316NmEO9V2/Qb6/exGlA4a9XMUtZTPZtNgqYT/04gj/9GP7Yv6PEoeH+N0P99eo1evXGjekoEi0EoTsiYeqTb26fxC7zxdM716GHSRSzEQ0vWRgT79T1h/CqR7yIQgse6zNZEooEpE/V+1ev/uDtr9+t/fmOVHZ0RPtkRP1EPKM+sTzqfDm9uSz0rZdQ7xi+w0bpKbEEpV7xxujIjSJouPQwumPjQxK+c72YhvxLcZjwRmwS0z4L0xs1EkHzSxgor8TJc0pJ5Pr9rDFVLQiZk9jxWVaat/jPf8sXIxZT55SkLIlF72M39njbfuJ5vCeJNfPEA5re0O/x9AmQoD9T4CwXBlFcdff84vz4VbkJMVwXqB/6OTslXb7PP7NjkjVFR0GcztZ9S++AUSwJeYmj43cHn05vbq9Pbo5v3x5/OPh8cvHparbpmlXYNxp6JL3hpDhRX8x6VXx3/L38znEjLgznLKQ9GoY0LEhE1vMbRV8ppZw20akbceL887clxDw5vzm+Oj84vb08uPkwS9WDYZwQz6dIcNge0Coy7zPoU5ziKKD2gJfeH3ouTAPs+k46dh3eQvqnfSFkMEfuwhp8YT50g2IrZPZdEtJnxyFg0b2Zckh93x26aBxN0igeuvYdErR1K5njszHFEQHu3TEn3bdl5Rc6NW4EZKPfEdAwRUCaFIiXEedfiab1GmOEkT1PYQK49iCuXWcsQA6LYjK2JxSp7lyGMIMEesOwqnhouROfRqBFyuVeLgOLFANuHiTwzEVJBCzUTSPpu8jxCLoZswEdoJ4bjtKHMe+CIxxBH6HQhWiat7kWFkoWgsC9bMZhxCQpMyKiMfKksZEo8nLlvopZx7/UmmkJl4e2nY6JT+saCHdxHERv9veTiai2x0EiIvZkT5p7eMgsFu0F3lPw7Pz4y+3Nwdun1EvcnPtP4tpD3pnoQcbDp1GGqJHLGaF3kU/QgEwc9SumYISP+Q+tWTmZhmBPk2G8z+sQLIuTGhOIl8RO6H57bobDOxaOEo+EEzQhgRtl9F1MVq7j1F9iBipicwvRtYU/9Oo6pjSE+Xf75Y5SD0cj4nmvHgKWH5nfc/tJmAxQBAg8+3m9W8NOqcFkm4S2+hKJWfhMFR3zoiE3WD4WhqrMPWU+lJgJ3l7GwX/z59DqKDrwnUPmOy53PKO8NzSyQzdQXrF4xN3PM3A/p3hQeDh1A4u8PgeuoRLXbOFZX3J/ATrjKAgJWOSqT+m8W9kXRP2DtM/QLxWdunDQX6I4ZH7/bx0ddTUNTaSG/8u+ejxT6YYxL3aDqRMJQqLk5Z+vPqRWmDrwQV7pzKWDaOjSV8J/hYdhHBJ36j7zwq7zqvTykHlMyMafDLur9XqvCk7rb6+A7GF8GLLgmnrUzoZwzqTqccjojMbEIcAwXppEEY2vY3DEeSmw7GywZ6j4YBZfOBkpjzwg8d004EAT+Abdv7n4egujww3tttXRvje67dvAu9UxJ+btL9jAjVuYUiyyxdfZCPpfVG8R2Li0rZTaHk32ebEe8xwhluVPqUCHP4ps7j8ALTysXvFoxT50I+LBDvFv4Immcg6v1c+e61FOlESI6WVieW50d+LzEItHY0GMKH/9zvXhraQZ8eJyMMGxb8rxBihxSsDKUHEL9TSQn7hxR/y7o4LkSAK9gw4dfCtU4D284vOX+rYYXx70AQ6vTanaxNkL/D4fp09G61FVVPxDzBKbAXpwnZjP5DyU5XwPquJYUrj/ECjgJ2+JU4j5sBBEhc+tEwk9ij7543IgZz0NUseRFT8JDBd/f6EmNWAnyVxICaFgXt8pkEuRHbIo4h8DhxONXBIpVTEfioOv2h6BKRAeAUS5XlT1qgytwj4ogLpRnPJfSehGK+C8u4PzVXB+eXprYEHLW6OJG0+M47FNVwJ5RQ8rEfzwKfFbb5tds9XUuqbRaj8JkHNSraZODQivqvEcsTvNAOLlBkIEl4VdPwrAxeWAfUdi+84i9hAeF0z7H4LXjeLMfn+FFkM29zGJluG23hXALR8+BL2vAxbGHLyrATub3nNgPbNW9FsBOUrjeGL4hh9iMvdDnAv3Bo3uqu68NNt6lgaz+Fv5/jmibVEIXi7gZuAA4Ho9Sa2hi1wUxaknkJfFEn2fAHmbM+GPVHXrkJvrdRBY13am86zpjKUhhfWWpn3vNkxstKQdhQVZ8fnFl4vrQ3z8y/Hhp5uTz8ebj4ncp8cvMDqyLpkqjOx7NfFsrW5sZzjzwiMmBdQFn1HT/kuFTshr+WsaPvlxuqA1pws+hRbxoVeJG8ndbItDKHqz+WBFcOzRYRym9sQvqwL4+/rTZ9CQN3wqLzbTeQN2HLr2T6AelJONBYmxIrGa/VuiD1Z18aUqgGV0WYT4K+s8R4hPxGDtKXy8cJAvwSn6V2JoeoPv6qL2nUBLP32NaI6BKQLQ+3Fo3y5O+UMWMs8j6EMW9Klj+hsG0namf0XUPJvsiqof3m5LsLyyYy8KxovB8TlqLIqJVxd8johtyxHiuyIOvNwozRwsot/RZUiGMcdnvsdzyEY9ETkmTxCr6VYh9jV1iL/CNNe7qPUYUfISWl8xZ+L6/rND6+ujLUVr2bEdWmfUqInWquBzRusow4AdUgs4BCyWUEVQcw/1QUpDYg/cJ4BoXavC6JtrvrBqubWM6hY3qndYXQurb663FKtlx3ZYnVGjJlargs8Zq+MIDzMs2MF1hoxIIhAg9Je0zxywrVX4+ykwW6/C7NoLoGYDdR4dsIuh7+cI3nKty2htAL7Hw5DVgfFiF7dhG2Gn2W41tY7Z7ehPhucZrZaQpwayl4o+083fBGcA/5JXNGfQXTA+i3OHEsZ+cFRbL239zvqDP1ytDpH8QBR/Nsj94Qrk3MNn7eYGkNvQjNYK2C73bytgu9XtNMGjM7qdJ4NtQagltFmJ2TNFnyNmq/PTNr4LXzhYAzjyXYhq86HLz+gye0Ijv3ho5wnM8MYC5EaXXtLHrl/HGG9pj7MfPIfx4sdXwbkqKlyXnw7WLz8cf966YEqhX7tYiiJGHfDOyz3LSApANg6m0/KFQ3eGOnkE5SKa2BOZ2sDxKU8VxJ4Cvs2Z3YP5rhfeyz/XAe/mIx3mWbSN8OfdNAg/SrvIbJgB8kA1/mY8LmoHzCO+IzFp3uBe2ZHnBNNzpFg6+ooDPSsKP3OzmmP0bmu3wj/Ec+RkiYf6Lh3xY/AtTUPD0VOAc3MROFu/mr/UMqybPwSbn822bvnj1pqY3zeT6ET5/c05vK7o1ouzpQVh5mlRAdlVJZ4jTvMxvmzjmSNfFpv+B8/ohsYooBLafLewD5sOfiAwt5YBM/yd8FxoK2LX3e4Om5dhc2aBcZJiRdLNnLRZuP64oosvDrAzIi2hyyx4ryr6XFEcx1OQeOGWdhEzxU7tCQUYnEhQN0WSV5tIgKQDtSCZ/kBwLx+xIaMwrWVqP3Iyque3f4RTEhtbYWAv6dvLtLIXEGRl1LpQ7FkGrbPZ/9KDIZwOgM1gNvaJb4u8J4UFx0ht3/7hAZFOcRJfhm5SvdcvA2UJ0Xqz9XjQXLmyWAOuf9pVRkHlrVxnLPfsxa80TsmxCrVnSj5H4A7EEPly40tfbRTMnl1u9ImAb+TQHsyEZCDWG0me95X+QAgvHYc8cwH/KiD8VxKkMRmgI5gyIUEMZVdhqDzw4v6HaR74+4RKFprVTsj61P+JEFoQcUsN60LfdoZ1gSCrILpY7Dni8yib+C8QmL8wh4UF41rwmu8A6fsuPA2I5465pWkUDkH+wKTbxlz+qKuDz2adkEdHF2uhj25XV8dBase2lY5zZ5TeT4To53SMORNutyWx1KrevdQrFxaQZBW6VxV/jigfkm/mLnoi8BRh5Lt0QsbM8dPCBQs/9FiNUdqcDdPIqZcVsNF9eDB7bdyun637idGZ5/y8PT28PTnfChO73J2XaVVPaTALtTNvniOq8u2Nu/R8FI1tF+Y/oCryKBjKDgl92mfyXrMEFdHuCULTRmkj9QfXS76v2P8hrOdOaf+Hsq8zuPVpHLO17kMo4yy8Pcquif3ZQHfWZJpSdIsi0HmnXnzwWVBildk7LfQcYfkuE4aXG2uWDEbnZGCREMw/OkDjNA4n6Ujt30hR4NpDnAQ8As0fNa2xSwHH934gMs9flrAYnpdu6tjBc46jgoL47MPxZ3zif3N92wVZwc3DNm5oDu3fqjz5ze2IYNyjty8torEmiWah/j7Vn60SkP/Fcqkfm51vuxiIhNw34ljjazSM5aXTYcoP1PC9ftGEZ9RWxx9BcTyFxd6q1guouDd6RkH8JfhbwYQ3jOowCRKa4S/7wd/+Ff7LhzqZ4pAPHm9zdw0N8jPs9Jbg8Raw44Pbv8P6mTGDGluhPlb072UqjCVEqVYRqyo8d6VAC9NxpxIAbUEg3pSuT8g8hCfQAKWd3pdXFweHx+iMfF+6pxDpehu12tqjBm5mYH4lqF9J/Tn2XbFLvm0j+lPcoTOzDY0Rm2b03p71zVK/XvrKZk6M1ZsKiwWfI4xnp5sCMVI8Irs74wmaoiY/usMGdAQQ7ij8Ik9xC7HRmUfxFaH3Rhc1F9rtO9yuhdtbuuGw2LndjsMiReoB+DPecyhxe4fZGWYPaBSjPhPX4DgMBSGx0z10xMYudSYoy3qCxuoPmw5+ZJS+W2GLf6ZhxFYfo2//gGP0xe0rLwnWBcm3GtsLPdwB/BxZ6qF8sfDzhXr8LcOPHeDncIomI5f6LkERoK/ELQsFzAnl3xK/oC4U+XFo39Aq0P7w5ObrCrDXTH6vcgns0S7qcg+YP3TjdKtRftrBHcjPUqUexhfKPmOIt934pR7Q/1K4gngW6jmWognhtxRX2vk/ENr1BdBex5rvmj8kJ9ZLNeY5BGy/QT/Tyx3eV5KmPui/EOOeI//Owq+AfWXmk4COuZ2fX3aszs7P2vo/UBXMHy19f4Xe31Qf+HejadDpNSJWiqxUdLnNN4taGRrLUdjrGPo/+db391e3729uv3y8urhRKxvbhuNzPdxh+BxZVuH3fOHnvIbaD3E/frm4rYAQYXTz4RhdX3w6Racnn4+v0cU5XzG9+Hpxc/CIuMw5zzN3eW8JWMGhZOv097HPO+8U+gzAOoxZcJJDYBnkFs0hKXTMgufrV+V1rWB04HkgMsXOuPzHq7ZJuu1Og2CnaejYpGYbWzrt4g4llmloesfutl8VZ4eawxUT5I4SEHc+f9VfQQhzJkxHQBI+ZcQw1DMfxKZPOOa7MR1FYkSrJuCCqrxz4q+LUOLyP8UEveXPbptNvSWT2ZSfGcb8s4ZeUa5TUc6seNaef2Zqwhd6Mx3hXL/4QzkXZ/lSNYQH8KBMtAxizviZvjk0Ov5lCRpdZ5iDEmk4pGMiFfYyeMkn6apZ7d0PVLKmFbrmClxdwDBkFov2Ai/Lei5+38JvIM2QxoFH1JG0Wdh8jHbqDIfPDJt5yciXKuWPKoEtCovSWVWyIkX7iWRlqea6puHYjZCLyBCMNRa6pLac8Gy1fU8apU76Gjku6fssitMheQ12axCSMU+ceJDELEwnPK6eIvU5tTHmaQRtPxIfxS4ujXFOX68udg8x+S23fIXlBzaN75zSb9Q7zzl4orDnn789jIm1GbeQI2mWXl4kGeNX6yWRDEUlfXe6n2ljbOP+L0DbgMLDJOIZ7moycnXFuqydmdzxnRs+Pj+v6ASGQOwBQWN3kgInxkgOyq0P48o9/h39SkLRXjKQrWWbG/ImUQAzeYJkCzR+Kv7uj8fjzG8DfA7zQWPZsQQzHwrTvzuUeDQ8cf6qaYdHJu4eHzc6/L/vDrCha5qGNd1oabhRKQw//Ct1JefOdRzqX/hH0sDMCCoiB/eUkws+TYniY4JG1L4jvstDv322Q4MnQIMfwNNrle6RSLITkQSeJDEKGOqPSUh8e+DySBaP5YO7MKjNaMXbI2aFqX2HDinPW3zN1bQjzEQiNq9KdAh8jgqSStxV2zSr1SNH9h3bMktlHV6vrrk9E9gC4/SOhNGQYY8MXeghTOZ15rLk0xv0qTBRqxsVYnXoUktqlKdgq5xqOO+PK+afRSeBS6FH/gKzbP1qG2ToZTZnymAZ0QnLji3WtK1lO68z8M1amGtYSs52oXHW2fvD8ooWNsjh9wqDqVKStVk6W5GnvbTvQgZInwUJE3CbxjTmS9W6hjwSb5Cdma6p6ystrrBBZr0FlJCThcT8ZtkhJ7/s+zqzMVtpYl405Bb1QbmdKUOL2nSDvBuSUQCGIMWlodZh4uqam5x6HrOEZcT5SHL6E3RDhiSuH7g4mK0u2LeHvqQjl0DzYFwl0YQO4Y+xS+Nw4nN7afqRDXE1zjtQh5PVpTepGjm4I55inNN8zJ3ONCDOMEEEkMN1kZdYaMg8dzJw152ZhyGJ7tBBFLlgFfv2NIcCOk5CZoMDLI5oFTqwPUbPfsD7hQv9uocJtLyRH8v1pbHoE7/HwhHheBmDeyq9020NRU9DBZh3NltNXhRxrlF8g/PtxAcDShCem/rjtM8XBD56LvVVCpJxbTZ8cWMy4kGoYqxgpIIFbqb/9jaIja4cbDrwU6W66uLk6poP5eG/xSKkMG5j6pySlCWFVf7FIeHj4qKTkIQnCCVfhGnfhYGDtWSrpDQyWZnNLz5iHl3f8M0DkcvanhC+Nx/ejGfFaoNSxfIOY37dk13bk1lZcavCzUv4smPyEzD5RwSWplwQc7Y2H2cropyxN+FYpTJkkqFqhxqgQjTJWO345ZfiRgeyHdzNCbEmcyvrPVwpPIC7B2uv1Sou5hWz0D4PIrskmvB9hlGcejBnU9RLfPCQGB99iZt/3w4+rruKW6vutgJy3uF7at0dxx/K8R+BzgHz+XrakKngFJq4o3UCUosaAJh+q7xCYO9AXBIPb9T25y0IEjPecXgCfj7B00HX4unqqhtk6a/ESsStFlksV/lYeUKY1L6rv1In1wBdmJ/cXQa7aaZxyWrJTT6v5Ra4p+DpzKbWrGd1NsAuKrtZrhWCKHwXlEfCUX2QnalP/DgdhoRn8cwOE+cGFEafmUN6zOdLOHxX6AZn4aTUbVzo9mSNCbleKxuMQV0PPRqsqz+fOPQU8T4W9qksizutKvuiAhbXMTCHoKEIbK1tEE/4NsVoIk6Hwt8M1KZIEJBlgJlQdH1zdfxOaFATfTw9OT6/OdjkRggxXFwYbq1NEEtrbZXtexB47lBsfTtLp+ZKLZ4Wdz0ELE9Pyc9MTTju/o7mG396owis7xiLyZvui5A481jfpVmQPwDzRnS3mrf3rb3RQDSIXyKWTJk1ZdG6UxUDT8OYeOiMDfLDf8qpWfKJp+CpnFf7I+In0HIl45YX2SB3DoYx9MidiFkxIsE9F8XfoNmG+B7wMcCCPXBfA7sS++6/37OtQc59UuguVuNeH0pXNrPJnYRpBGiM3noJjRmL70RugftvephtDszYCeW+DeqXwoI+Gynfx1Xgm24P162s9/dk98L6G+TzR8I3iF2RmI3F1r7aHOYVCQqzinxRPvPWSvcQbA33hnykOCyN9B5MXNXMRmO72Y4G5mUHrtfdC5HXBA5+SQdyEsZDuXmQh/z4X30itynZFGRn42swahXdLg261i6XVRW3yrb9yDw6tO+9grrj7LYgbpmP6D2ZMAYIbLvyoHs9poqjzuj9wa8XF6pumcPvi4zkeziGruXahb0bm9oZykcL8Ml7fA/G1qy+URB+d/B/605O5vDdgsQhfGHFJ4PZxW86QBN4y0/ioiCNidq3viEe9sh/6vKrouhWgep5bVrv2Pkwdv6A0OyXdEgmaJw6ROyxnZDsZkTigGEm/AoTMeCGlcbpCEWTIeP33ibofwKn9/+2NZgLfduL3JhGhSDtmI8UZyPFExKpQfp7UHxZuPfhrW1fQHimrZXh4crvP+CMXXmbfkGGrNjHsisk3J2r/RnO1U6TVU0zKL26D2+eONeV6Lem6bj1aImt7Gh/5PbBsaXOvravlzNXKYMaetqDnrp8sweWSSUk7SsTVx2un7aqdpYqvdU0jLamGY12q7FOuqoocr41bkfU4a49AKO+b4lkPtF+t6V9b2jarfxt3J78n5l81qK9QVBKQLWYFKLkw7NP8bkYnbpRnGHXfxLXHnKpfpit82saDckA+XlGu+zQlZLvK+qR7+j84MvxDTq64IfITg9utk1Lrnf0708ALZ68b+hhZwgXNFQbZmTWsFeHzP8GzBZCc/uFhCFf98aAHZ736iEuBz98lBs8HpiX//gkFJSFLo6QqXeyK3t+dm4y13sMXlY0sy4njwA6AdsegXe/EseCacn4KvSIxClfDcg0ToGtgGRxiD6dcRfeaXxB1yeiUOdnZ+lEDB8zbE/4GgHOjs1RPMYksV36GAxf+yPrisOBG95+hpn9yHN56DF76KI7Mko8sR+oOK8b7eZzmddWSIY0egxOV7e0Ljs/kNC5fSuayjj673JWwVer3IJ4us1rTWvyj1puETcr/qjII9bQ6+YRk+nwtiGPmPDb+c7i+J7BbSClw7eturS0KScaswHtM5THBTazU2PlZoyfJVXYjk9bHMo84pt3OBUlrf9emzdtflQ933P8Wq4W5DfN88PrknniPgSfDDwaRJN0BNaJBZwZbWTvk6MGK3+T1dudVlTY5H5+QV97jeRsF8CFaHpK/Xd0PZmLMMtzuxE3d4au3D3+5EySxF5owtUqukHGKPKORRqAYA3+LLsKEOz8O3DtGc9ZoBYASx94+l2EMpwxlnm66/BqVY0Nrgi8I1aYDt0t3649DX4G3h7YWzXzBCwovPkZ8oWsbQhAFcCtKzYZSz0zQC4/7DLkgRHqC5uYx0SzczCWO/HB+B+nG0KyTORJWn96kHT7sOyM5xh315gZR6zn+sSPxMV2FF2+u7o4RxhYFYudmj7fBD9MgkISqqfe+CVTnOFIZT6k+yKPus8iGxiCx0z8Wcm1e9XcPA+JMpNDfpLLhSlz3023b9BNyPhfDDGRS0xpq3Lzm9nbHpVGt3zCLS67QWad88Q16MvpzWVt9qBDblULK5vX+zv6Is03YA8P2vMV7JjwpcXNbLCsJvn+2IuDdXhUWWGDJsNHnjnqig5Z6Aj9gnhmcsul/Uz3bL8tMYQhhGoEkt6rDoHVr7XBKfRB2MnyEKuoTtdJS0xeT51YMCfYiKmd5imKxyycZHckKWtcYR/P8+8+8cwaibHxBUWHn0IhGFQq8/lBnGq/do3yG+TebhfcD9029VMds+QYK3ehctUlkkGN1LGP6XHntX2Io5CSETokIToIY3TIg9WgOg3NaIFy/OXkF0SdlBupMDmGSRglmwlU8U5im4Q1QlSLij51mHGpvlTE/+g60fb710PoZR1duLz0Bq0TRe1/JL7Lwp+A4APZ0fo0X1Jho3v0BWRMIWaHTQ/Eph+y015eV8yU317MPbQmv14jz3VoyG8snmvQfrKTwOWvL4harCq0VWtSpyuoumPRU4clSKBy7aG71ArTLKVOvcxCZJSljHKSQXY+l9/WNdfmdHVKHbIfp5ZyxqB8nITE89NNMa2Q+4DgrMukFivrVd0yBiMw8RMUeEkfu/VPhH74+vbq69FXdHn66T0+ORc5sJ0sXA8e2DBzokV2zqcOR80xRo42xYVhrubmikrbwccxc1i4zjy9mcpoVpnk9/CgMzckLjL2UJ/6NOQZFrZiHmYdXX8aLqq5HdyTXedRrFTcx02ggyraVJuhC5qbEiG7ohxmZDQpJVTYhqkJCoI6uNDzejxeWW2jud+yxf2+uF+r0Ms1UvVlAf7XyGZolET8KnexdUDGRLQ24oml8i9NF9fQxnjJu0P79RhYXXajXPP4ceiARTzKKJLu3Zt3l1kjtLD4OSkYQ3RUbHm0BbzLxz1NrJjgCRbzjI6KM21Uj8EPaHDDKZB53p17uyKZTctX5VghwT0/URnKZI4YRZu4zafosvPOLUxIXqPgdp3TXkTpHeu2K3f8OR1HALLQl/rWTV5luqPxnAyyzcBqeSCaUORO74PhJ2gDri+jgjH1JOnamB+TYbzvlwY6n7JtZbGN3qYUEiddQ9Xx4uiMiftbxHUn/F5P8dh3hy66rsgs/FT8CPKxzPGg+tUG6X5F+4knxPfw4N1xbfqXq/EochMgS1zo6LkjFywaOnKjgYsOLzi8dQzOBJEg5qmYYJNe9cbRqhcva+lT4sC6amosdmnZNNNXMdhSPZm2nTghjVKkAEYlS35C5FsGd1ttQ1yrTiaDQopeMNhH7o47G0hVN80/u23LmlU03GrJzm9ru3d+zkOXDgnYkjFo8+lVe9kJBbCQi1/YZKbjtRIbb9/m3Rt8RmK6bpq3G44zmoXlP2cHN8fC/HJCGY2XBjLAWpZSHxzywSb3ycd4pEZZa6t8dfENMktYuhHPGL3+FWaZLZyCT5k5mH1uqmH05epQeJeMp1wd8W88oX6oInwxm15tbi2rtPmExfSQn9Zen2uyttp/yG/ydUVy28TnCTL7bNruRtO8U1v1on5u98oqG+TTYdrji1mInxwbJj6PwK4dxAFmiEt5Z9u6UeeI82Dk5nOXUn5/8JppSyvrbJBlYkFJJ446BLQutz6wET28I2Gfs2ymLYeNikGDzcXGvaxL6oAwvoNe26LX9WLhazSwydnHfJ/ascy+VW+NKuBrq86ESnahJL8hAZUvyZiG01Geclh9LNtBt6GpaGf94Nnlvrl2/Uwjq2vusiPOZCFYcvb5vtkSX5i7XZmTMJtS1I9D4skT4zlBlBu3gTyEaqgqAd4uF+ELy0U4mxRpcYgNrQsU8Wz++qWS/7CcSUanbs4keVfiNuRMuhCnl1F+evk5B9GeOs9RMZcXkpf08CutBcW3LtXa3DF2eVMJdn0nHbsO73v6J3loEMTzLqx3Fn7NRrbrFriMY1miuB3PHsKzHxGsyYNk2Q23+VWnlwVdtsadt4UJK+iilAq/p7riWxtPUsGjHjjvTz32Lq+zyQxWvKckT9JC1r+cj8kW+AnRnhuOwOL3KIlcML7QR/j0Bbo4P9703Mxz0Kw1GRfW2uStfSBIKFGnbvlp6rWXjegY0BWaYXtITj1xRSaZbVfcCeaBqUM3O9GSST7MmtNsQY2NrphesSEKmEK2vos6oN/oyF1jp9VsC5Kde2BFT3wygAZ9mQJDtSvOK27obvCQDTF0lfZd3MGFca66J7xOvR9hrPxUm1KOh8xifhIJwJVnYO6Z0PN3dO5m+/O4qWynE5G9QeaomN0PnZ9IGm0MD6gaej0sWFT6x0jQw1Uw5ydTWdMsTn2XBjKXtOEzsa11GqVdZ9/LLg3YTwkhP/FFOXM+HHJnThyWTPsNC1uF53Vvl+1Rw8ZZxmaJwXEyoKMUNZrIy1M459H1DUSPG4am3Rq3PMS2Cx3vrrGpByufshuip6FjgIIBmTjqF0+1kd1xM4M7/BV2Qj6iKtB5x8JR4pFwwrOTu3n20cXNFy7TEbNp+tGnPIrAO0ew7BdZehphacl1L0m4jikNwUe//XJHqbfonoQLZximA4454+Kls9zNEGhY+x6FdaDsgVcomLWvUDC3ZTlA7RT8ePH24hqd800x19nC/LZFP/9UJaJ/+lnWBi5EhGr7Ni0/LlWfJE4v8thvX2z+VjJYGRS33AVc4C7WKbnJY14haHZ0xdhoe4kc8D7ehqqPi0m8uNwm04SR0KUh2b8MiU22l8ZD2c3lBF5QaKNJNCIXXYJDAmbsJN1iES52cYkELyq20YQICbThonOyfRDBcxODteVkp07mKLuswEYD9TIYtzMQHr4PI4/vnKutfVsloT4d85SI1cbBopebX6fNVlm3jp5WErk+qHmejiuSsTKCobc46+0ckdeqsRX7HY6K6/dbKc37eVR1xQaFdSpsMIXulPaf7rPk/cSpdNXC8x5fiY2IPVGxTyx8i73Akxei7+t6e1l+3fu3ssFJ8ik7vrhWXpenmh5iAcym2PWjhN+aTfeTYn+xy9MehWScYssj/NxHNHRnylTOoh/Q7iaz/heWCbeThapzQksAJUM2ttN9tdsI5gdwAWxKe+guZtZ9W9ik/hFHW9AZP5AkjnanP8eNwRPa94iD2TBcvPPqPhU3z4p8MjPsES5FnC0pwujUHY5dRyyrR5OhXIJwngsaikuai48eExJXNr7Jc3czV5kgFx1k4rqNU5GfdcPEdzCx+aIudJNG+33qJ2BuYx7JiPYXTcZ7VN2ot75uhp6du744DUmeno2p67O28GBKvhg6zSZ3y/oMero3iJi/dP20XpWNZhizaQC6Y/swJSa93n4/ZEmw3zV1HBY6Oo8iNQtvkNBHE5fIjXV8B/SEOkQ5l3kCkGz3wHl+benWMkTXdOzAgHAkhzJJ8x21bIz9fABLGXWfRn4KBhbCBtvPyMYSHsioQD1e3qudLXE8wbja7lhCmdQmLrmVLl4dNHhIA1sy54QblGw5a5pqFkw7u4IVyytsB+nnfJFfycilPp/QBbdEod+WM6gl6Q2SHtkunuQDKYQD2LgG3+7Vznaw81z4wuhtHlDgQYRpSGHrNVZbkl669Lg6LlJLZd2voY2uvocTuUnP2WoeNUwNpkQ4Ic5KLiwuuknb4PTi5mD/6OL65uDL4a/H203rTgfXWflcs85GIyzv+WLTFpph/Wm/5ui74N2LPzp4ra6gT9GFfRfyJEwjpYiYR2PA2K1UN7LLmMku4xHxir2tmlz1a2yvSFRtbW+XtrZnpK7c297elr3tWxqh3Z5AYmEPfAXPTa3ucQYouSUs3+Z15J85s9F9t4Cp4955go5inmMWMYsn8XRRafvPWpw4P/5ye3PwdvUWMZFOo3ovWOWryq886dFsRToh0bZLPB76yFNJ1iJ+KbblsICIv0U2zpsxc3nCBhaHE2o9+anr3sw0XbphYqvXrj6G1Elj5OfZDHg0JMyOlhF0TKJ7JEdY2KpKX6fS6osLdWZJ9dT826cwRDwUPV7Jy2WFN3kgQ9I7s9/WuTR1vmp2qnAiD55HMb/Fj4ljzn4syTDaCKMk2XHW1dXMWlFhgww7ldum7sWxfJZVNCI0lUgHPhAKK90Io7JNYfU5tarGy7o7qZj6az2R4Lmp5mQAjTNRSeYheaMCMoSRsPrSUVl8u9Rpxrp8clYSfMfUR2Lqj9Clcyyc2dta73JHDsaAN/2QjKZJ/Qot8fsaFIePTg/Q4cnx25PN5fqruxH4PhW3gpfnZEBH60+9L+DaQ0XkZMn/QX2EI5fv6gC/T1y6MRGXK29kxo1l71bPtQUFt4IzhdWgifD0el4xoch6/FrSWOZ7hGwyVhfHyyIcWZ0sfSPgZxYgeHJ2ygUk0SnM+01WM3ZllQ0eQJIsPuNZxdxHyB+t9PYjnzsaj8d7QgPhkeooT7cUePB/yw4arVFtd1PGI6ZH2030h070ynRpKzB4E+nR9F16tF16tLU2lQRpTAaIlfKg8ykfKa/Ju0eeVwUls3m6f0fTlGn5HTzpU6+/CRzAvawnuNyThWtw9autmxntAOZ5FI14ZkeVFe1BSWa8IXQwZuFaXnO5GljnKlumOlG20aWC/WHeuRrBy4Vl12XLIfFs2dKiZHUf2QjkIV6oIWslqlumRNZKTPfHtLTH+kyITaXaWpgZHIl6T6+5+Gfz5OGPobb8UWTv2/IKIKxecb0IsO6AEimrseLXK1XWiW+vr7QcOxPsdbVYZqLWVV6ZsgC21B1/NuS9wC+psdLzOaWVzfH1tNY6adfBmKenUnbrfqwg8OKLGYmF4LJQzgKxeWH21S3tkWaraTYw0awmNnuGAX81KXZaHbvZ1i14ouW9UpWvp+0qHR65wEG/n5v82WfeAb/OFV0Dfu+UiPBkb8VT4fR4zCae+o0vT1/VGPPsSPjOirmBCzh4wzdWRBehnCv/fKU2Xoxon2R2YuVejOhVGUuqKCv2joSUAEuVa0O/B8R3qDMH6Tlx+AiIHZcKqGefQi970qPUsYg9LBXLHhbKRUnAb0cuFVPPCqUcVyAY9414J6cDPdD1lN82Gih+XIYTOsiuhXEYimKxY62fX1zJd7j78r4xTsEzoCBv44o4LnvP91YekpCr2uiUWEJv1yrGsQFeX3sgZpch5SpKog8Tp2l8F0UeGThZucoi2cvzaTI0he+BPLzPX55SEvpnoLUPLMmxVzfUB+yfpLYbcZUwGRPQZLzJgdztL9RQm9Ni2f1rPOMtyAyYDb9pf+TDgY/Zd0cuAfkRF4Om0SQZkkH2/sJLR4Frq9kuaG9PhClabJkh8D4maTQkPAGs50KVAcwkua2uzElO5iJtPnru0HcHrxGxUn5Ts7r93Hangwoy8vGAZDYfeOfesxtWIRHZayCG7zHiVHzGColsv8TWSrZM2VoeCNftx2omFb6A4kR+RDjovrQQ1FhgSnLzERU9d74SnXXiClyREuNXXac35aCwXXLOlXt6KaFDSqLDN/OAEQbSMIYy6vylwIeLJObFL6TBd+ixiM6RbkJGw9KgFtS+CKhfpgrIjGwiyk1yxYPirYLFhMt/1Nu2lmMbL5/4ClkAhUI2jmgoXUKBKTUaW1h/GU5Pyf2qiLXLuiNQGVSqks/fpvaB6hvoIhAtHnRTvjo/fN9jPEKPQY8M7PDNzL69uc7sz6oR4aHAB/kd71PVnRuI+R/ydjHpsNrwdwbRVpJe+KAoilYGjCGjR/ZIVM90Ks/xhg5SmLm/lA0wqVQkxApiflD3iAjz7cylA5HtgasjaQ7lwTooEoLJ5Po5fvOqrpijMy8PmSeMgFd/Muyu1utJTQfOf5x69ERZ3VJvyfQUvHMnMfHSQg+PaGSHbpDZ11IbMyexY+H4XapWZq0n8ZPAyPH32SrFhTSSLZRJIiE8vVAF2SGLIu6AcRgcuQBL5FUWrgTt5ByBfe8KTr26cNBfhCbs/62jo66moYlUiH/ZV4+rat4w5sVuwZydFnAj2yNg74bTjywus7idk9y1eWJv5ebi6y0wDze021ZH+97otm8D71bHnMy3v2ADN26BQ+oWkB/rzoh8ajBpxb8wo8s3oa7Tz+fu+MxSqjZxZl2k9So+PPAn5F0AocKz4jzIn5/YJQiRM2T6ubEXB0L4ewn1jqEsG6U5xgn2T59/Jl6Sgxd4ZiKcWSpsM+OQjSyAa2daWOwV4dMvdO2DbzCveYiogN13Akmr3gQ8EY8fVb1yi0AKSsemxz4v4hTK2CS6u+SvpqCRdejhSuYrCd3ohamXNBtzpWJROkUQhm9ZBdmVUVB0R2L7jntopWDhKpXS3amUSpVyeXprYEHlW6Mp11OeUJfENl2pTCp6+FgrPvfXIXrb7JqtptY1jVb7SZQJJ9Vq6tRQI1U1dvrj59Yf769QlQopPi6qkmvu0XFNUkd7ZIys1hzq7VMpjX6Ia+mNbOT8SNAktYY8tR3vn1AgLJZKpIYC4cEcomVaRO8KNSIfbpsuWcD3J1Yx8EMATpFRG3ROqrrz0nyQWRrM6ojK9zuN8HNrBLHDWULgIQ/CvETnAtvZyFfGrgqUAuNO0/5LBbHIa/lrGsiqrSt0bedyCJMVSwMU6y1N+95tmNhoSfsTC3rj84svF9eH+PiX48NPNyefjzcfz7pPj19gZGtdMlU4J/dqYqebnoFu+sRXkgBxEzeSmzKWaKdjjw7jMLUnflk/wd/Xnz6DaX/DhbquQ8ObExTdMp2VcIqAzsopslJrlWiY7YYcRxNq3wlt46ev+Zqtol2KgFg1YmV6s7nTXFPNpeImWBAbK2IrYNoSVbWqiy9VNy2jyyJltLLOTvv83NrnkIXM8wj6kK0jvDDXyJbjx3fF8S+Lpc0RDP2OLkMyjLlSIaB9h3J/MldMa0fUDANpO12Thekz8FEk//B2W9ZjKjv2otRKcf1ljhqLll2qC+40yPPQINfUIf462uOKORPX95+D9oiysdfRHIJQoBskMQhq7qE+zNeQ2AN3nVV8vsWyta3rL9uhMq6PtlRlyI7tVEZGjZoqQxXcqYznoTJurvlWJst9oVojjvAwG34dxZGRC8lRiZQvfeaA16GWZ+7hcLS4w7FTIYtVyM31lqoQ2bGdCsmoUVOFqII7FfI8VMj9l/Ofhy7huWlxplCWr/DPaBNBuWn+GUGJFYsiM8rDbKDOTnksUh5yyfYpztfPYeR4GLI6aqTYxW3YRdxptltNrWN2O/qT6ZOMVkvIU0OzlIrudMvPrVsyoMQfrl7YaojKqGTju3ClGgHq8P3Eahuxi/gBLH43m1886LhmOGunThaokw9XoOQ9fNZubkCd8OQkK3RJuX9boUta3U4TfFuj23kyXSIItYQ2KxXJTNGdInk2igRdQj+xW3uBpFh+PcWiKqK7rQx9gWbBwXRoKzVMNpo85HURTWx1OarjU0R4vvG1w14tbXtPrmyBqrn8cPx566JehX7tgl6KGHUUSl5up01++o3C+V5Xjo1/vuc+4Z95V3DBQeFqpN5xFkEsNEETkqUm6rs8Tz7jy+doOFpffzS7O/0xRfnSTlEbOCNzceBvxuMqEZVESUDkvE+ysiPPSWvMkWLp6CvOOK4ovNMVz0dXWL+av6ynKp7RMRJrYn5f5WhwAmULIf8gE4egMQqohHXfLZwZkWn66nkYzZ2GKEH4LefEZnJ0qdBMsyqR/my3XpxrIQgzT4sKlVFVYqcnnpeegL+T0JWsf7H6AsdTIqx0LopUE0dBJtBP+I/AfFNkqbeJVAB0oNbZ0zrLId2dj5GhfWanclpjRevNnDlcuLq+oosvTq1kRFpCl1kVs6roTtf85Fu2yEjelPWStvpmY14dpOIlQYGAXuwTfjVleUk9UodG1l3o2GV6rFrj4LTGxla4IUv69jJ9kQUEWbnUUSi20xQ/t6aAhpPoQSvla2uPrV41Dzg9sOTYqmCWoN3ssrlPhC5BDoXOuclArJuTPDU9XaxPMk0i9YrebO30ybw+ETTfylXzcs9e/Lr5lByr1MlMyZ1G+bk1ypkLQL5GUKumx+GErE/9LdMWo2yslWriC3NYWPA7BGX4vqq+78LTgHjumGtVo3AqfZF6yO4xPYJZGxLEUBRQe0A8daVQ8XbTF64hBJW31OMo9G3ncRQIskpFFIvt9MMzSMJ4dfDZvI/XUR20uue6iLLY3RkTfst0TEi+mbXCWpymCCPfpRMyZo6fFu7DWuesYUcXm7V2jkcJgs7pGHMK325LAsZVvXupN14tIMkqFVNVfKdqfm5VA0Lq1Mz0+0BdslV3lfD9inXS+VI0tl3gOr+U3aPggjgk9MVVsbxkgorkW+d4YaO7WwoBlOKpxW9PD29PzrfCFyl352W6H1MazKqDmTc75P+5kf+D6yXfV0D+DMy/5rdG8zue7clPiPl32YCXLVgIquyhczKwQMwmLh2gcRqHk3Sktk2lKHDtIU4Cvowhr0gfuxSUxF6dbVTCceiUtlEp1yLTAD6NY/bCHYlcNLdp8SLv1Itft5BzZIWzMC20UxTPIBr1MrWF/C+WfMNm51utKJOg1RtxGPw1GvIlB63XCFN+xo/vxY0m/B4QdWgcNMxD91HtFMi+oDg++3D8GZ/431zfdmGC4OZhGzc0h/Zv1RVGze2ITN2jty8tUrUmiWaV0X2q79TUc1FTqHia497nRtZWX9t6iKSoyWixi7X0GHp7/PlN6aaqzP9Zpbb+Evyt4PoYRnXECwl99Zf94G//Cv/lQ51MnckHL1KRAcnBfu7fYf3MmEGsrVBdK/r3MpXVEqJUq6dVFXYK6SffN3x1cXB4jM7I9/X00Jpa50r6F2PfFaf82jai26mHskNYUJbYFI/I91paaEpGfqCRDegIdJCjaESGNbynTAUhXW+jVlvbhd9WbSDmDFJyu0Ur+KV+vfS1+5wYq/cOFwvulMpzUCo7hSIPonDJXkeJDKBfqM/EdYgOQ0FI7HQPHbGxS50JyvJxobH6w6aDWqs6jS5qLnRtdsqEa/vt3Gxc7Nxut3GRIvW0ym6/8XPyVD7TMGLrqZbinrDnrWbwt4w6dZWNICeajFzquwRFAYvkiC0UMCeUf8uRQ10oUjMNS3uXhmWJohFE32ptU+jhTuXMkaWe3ikW3imfZ6F8Dk9uvu7cmoK+sd14ca6WL9GE2ncC+P1ZvcMpiSZkDEUqHZ46ekYzkT6jZ9AuRjaHQ4fAo61WNtMO7nTNLFXqqZpC2Z2meTaaZufrrNQ96zs8U8KC+gnomLs9QzbqsRD0jzqEP+v61FBGXXOXenKlFtp+v2emlzt9VEma+kpp5wM9s71r76/Q+5vlKumn20Wdrfn3Q9yPl+kSNXyE0c2HY3R98ekUnZ58Pr5GF+d8hf/i68XNwZLEL240Xb55jYiVIisVGqfNj+lYmdqVSsh+6c7L+6vb9ze3Xz5eXdzItcStUxlzPdypizmyrFIV84V3amJzaoKDNTyA/vdcm/ApLzD8t1eukyVaybO25PsE84dCy8iSxaySfp5QTD0rlLsOhN1dKpc/K5Sb8XKyosXHxVbnNknnbZffFOoUHaesdP6sUK4ync0cLfKXhZpTd6xQY/pQEJ9nMvbeEvhmKISv8HuejUoTZlrWzZHbodEwZsEUystgvQgLhECOmOVONW79qn/wyn2PWcS7pnHs+v1IapHijxEJok8RPSOBxb5fv70WKA3zTSBjxK6oTYLYviMfqVDrrVP75Bd81jvg/ztuGsZxNHDN65N3B2e6dzv66F3R46anC53NIuvDYak21bta22xr2LJ0gk1b7+AObWrY0Lot07I0Q29r4sMANjxlQnqYhHxA6WHBULKN96DSxiR9SyL6KfSK6sfWMSj1vnyPAx0nttJFCjX3AKaEBtEPPRcw6tiH8UWJBzUcfgs0jWZbDDBUGTF/vh3xTrSyL2yiaP9Gx+IvDJqD+g51MC20v2dHkSJrVdcDrLRm5YfUw0i61jZYAOE3gItopolIPa4e9Uhw+YYNqcDZYLhH03/oJwPmOu+7TatxdWd96WpW4x+e88s/vtnvP8WO8dk9ccfu1+uT1snoPDzzvfGvv9x9/zo5aFqT/5t8Nbrxr1/00VljaNjGmdv7v72Ld/RT+jb5R3g7uBqcuzdv8bvG0YEk+ilMHuBmFF0qe+O+NLQD0A1gbdKRoMA+cH0/gcFH+78liev8wRWiFML4y50bU9DJsZipr+TXPNeK9n/fF/9wPfv7PugwPKYW1APZ67n9CjYMeJUSL+D3NxLyuvvSzo1kkyEldqx4zWeXa4dMcaw4wTiscjBZRxiEcWJDk/1QqIPD4K1hH/T74WVIv30A7BKDDCzDjoLq2h6LsnLZ92Dg8LRiyOJrdHRt39ERqe7ooukhNK9AyMvimFl4eEftIUtiMIViGr5Ni6IsXaArYS+ry0ts/ToJwuLHFbiocc+OBd5gGD0m8A7ELWZhdd/sJIoZ6NlLwQQpjOrRvmSMcMvot4PAnf1GVlCWw2S8YMKxsIJmTiMhTmoN2986/aS9Z3sscXoh2Ex7Ps2As6qa7g2iVL/rW3bf/D5TbZ+POHHl1PhM71wbNEY+O77JB2KGZBNEPYv+nkHGXxOX/bcnJuhfc2bFwVTJ5SzM5vG7UBh6zvpyURTgiwdz0nEj3sdcV/E2hEYW0k4i7jaC+SQHwS8axFoH650bvfGm2XqjGXtGW/tVkm6mJ3IeVX8VprakzTWzXeKdsr50hfIvQwEl2jPEgRejBY06Ryw+8gmIXLHCkPl9DBbx97Ra1AQA9Vg4AjBzWOz4RCmJOxYEMI04Vqo+7Mcj+qf9UarwZR+8FBbSHC7VhE2su8R6x8KLMZg5Z8RPiHSZMwkAg8r3GHEund5b8CvvklC6LmBOCyjm/Qmc3t9jobn/+kZCKv/7v22WgBuT8mfij//2lBP11zfZX/wLbi8Ee+xIOJgCwU/dsnDEI+h3bw++lnmbgfc6Fz8QTEDgvQgqRhXvHQDoEYx5YYHxeLyXAkYlliDw60X+rfQkuKBfLsHyZVPhznVohoBHlHg0BCNSucu5KNkB1yLg8L1NXO5Ln5NvJUyNrCt6OGOo9SZ3g/EnYaidXXxwtE+f8K/njtmMIota3fgq/X6VdDNBnTHUOrbdso1GB1Or0cJml1DctXQN94yGabaaht5rGrJfF2sj3Ax47ldYmvzwbeRa6lKiU7vXvfvqiZG8PbzrvPtyPGDMaPvRfxL2/t0hnpxozY8iH5cbfT45F/oFxPasArrKoF/FrZrIbgcn0TkdH4Hf9paBm1r1Lc40XsDiBa7JN+rARIxmGHcDDiWgYBUVbUYIZd+j/1j97xVqAtC8KDCfjfLHD4Lg5Aj+o3JUaRz4jHZD8k0X7kRuB+yDr97HLIjdkTuhC+wAUAZzejDA8HQRhQ6F2N9fMxyuA8e2Xt8tWAjoB0kMgui4IbXjw5KoHH+3aZC536/2mbBTMnMbW4wNAWf/Fww/m3je/2ZXPHOM4g8nNBwTe0B4hbEbJVjW/9/ZdkgQMNcHiPZjGUAVM0LFTF7dZfpNUHdmyupt27Q6pIN7zZaNTYsYmPR6GnY6beK0GrZlWJrScRWiBjO6Own8ePAtakwqZA3s1yi6CF3QcdfC0I1JH0jiJVFGkjmS/l5u5XdVoBeJlwpBlcO8NyJD5hFLvqpA9sqHoGqC3Ba0FlsQ1moLojCPjmiPJF78ASauWE3dVyE9UJq36gJJ+EvWAH0r/hW67K+6se/6bgzGAJaPcQxeeYTl2662H92xMfZZjEcEOMdvBsuNLwH1+27kpD4ZuTZ4asII409EU3xG+P28GFgDFFx+T/wLb8FNkuVUCflhj3Ad9tfv3n5Ewa+5yx64Qur2wW6KOfVxAr3+63Ak+xdS8LXiCEQUB4ARmOv5v5ZCAg6N3L6/nqrj7xI381/n7L8HcY+F0pWIrkTXp4sKdMxviJZONwxNBNiKIClnq9IXmYHEuM0T7XPDA4xbQZ+MS2p6F/HVd0Img0nQGeheQqCrGUSpoX4E862CWgWrzuWRXZgkC5AXkP5E7/jv4NsWsYdl02AmRHJ5KrIQWtCeM52XajnGsQTuT2E/1jmFxErBIvfv8PDkmhso0iTZl1HdBSDMyxZ1SnXJ/UCSMPcDBZWPI5DfOc+UjJw9Kt7slQBEGqvfXIAXgZZv8jUivioiTIF3Ieln73JyudHltFhBFLiUcxU97b1tR/C7SpKFMVusVCTPwmqKBbI2iMIXanHrcxqPFuawGIgno9kgmoWH4rL0KVhl0bu3DwvonI/i4KtxpX+9OdC+fulMLOP75GxyPiRH59/JjQjonH6wjlJw+T59/eWgf91+94/3+PPF/017sthZWSLW3EPIMJR7DGrNhYa+WGQoDHzqlsCMg2ZBquJieD1DsU8AYrz8UMrGd/i0bMWVoYXM2JY203kysqgwxvLY/mJDPCvigXkUXwsoPVJf5S1nQUv+XEKQ+DC8MjQFPWo8l8xL+1JhqkUN/vIsPWUytn8pXEj1in9ediRfuPjVJwNHrEkSdE085iMXXQuTQu6pSacdufQAee7Eylte/XqSDMkAjftoCHPgNRq54ByTaZ23eUfyKh+ZgwJmT2K+1uollqzDinUUQbM1aTLhm0bFZRoKu85UHDeea/3wzs4WX+VKK7VSFIQT2vfkmqtDwiFBERkRxIYhlYkTPVdu5yHIY0PiuRMwrWQze2rNLy4MmuuGMOH5GH13KCIkSeCACOUFvqSRpMu006EIQNHwxOdedbnPRyDRQD9wMIfZOkmmH0AbXATUB0X9gSVhlFd5Ly/MRSweA8nkkY0+jY+EnckNqOkNXsxyaTgBESDR9M4Rjig37CyV+6YKHZeFp/2OxOLVjNBUFONCB/ZU4bNDonaYFQ4xipAxFKuiwpdpMeTK9+qOFYDqqKrGme/Olc3ofMRodM7iA5sb2TIG+Faa1FPZ5WLhkLFNeB5+RIa8KL8ELLeuXSStaRGiol5e8waI0pNKoUe+T+VCHggf35E4AkNyOjL+4EBalj7LRDZ6BzPYOYOxKeviHDrBHB8oPYHXDCbJJOV9ePM/sqJkwqpaYhInavKqunJegVk/ZqFzw9j1HXgghTakvLpj4hPUC8mEyO3aEyuN0VDtkouHRKwd9Tz63bVcj28K5wojsxbOEr7ZwHMFvAmQGrNA2EdFSHQS4mVLMNLBzV6KhVKbCaIFLEjEwuwf2XKZNV0uy5fqxShABvPlzeL6mFiqulFO6VSbZiqlhnM6fKiNJRacc02qqf/hiv9k/xMqqxfndZxWz9Z7WhfrTdvBJmnbmBiOganZbDeJ3eu0aedVtoXnjARyHVf8yoy3t7/mBQT1pGWpaU1L421qRodgU9dbuOv0Gpi2KG2Y8KJNRMPcYAX9OdOaBxI88yhb6py9LN2mYZyvMwtRO725FC9svm1MPWztfThaHFltYEO70c03ZuONJFGc0cfq9KhtdG3c6vSa2DS7Jraa1MCdFnVs22o4Rs+WyMhvbFJd+K2ys+j8PZJpp3VpO2Wj4w+F4AMQDNUK5zo3pYOB9j4kTq2yFo/F1WmYSyHYfEnIXRgxwwNqT9fzazXBq6Q9d8ijCNKS6d958P9xreqCJMLeBvsEpldG3XyLAo9lvS/SXc5ysVZektCDX6oktNF2NEM3wVVrmG1sUtMGrpo97Oim0+tonZbT1aokVLZWklD5KGP6AZhL6JfHk00e9W++abRnZbNjd6jeajjYboBEmg7RccewTWxYltnq9roa6SyTTdlNdHaopFIrSuXBL+tKpfhJoE38fZVQzhRdKpOFsvcUyWIL60tksa+PJpBHx1UC2e5Z7V7L0bFjWTY2Ox2AzA4lIJCdZos2OnrTsaoEUrZWEkj5KN8tJbeuczB6LKlsw//daN03DWNWKk27RbqW0cGWZoFUEphgnTbXKFaz0Wp1HBvm1xKpLPQ1F02tXRTNBSXWBNA6wFkLMB8AlPcEyMeTw0P84apKElu23m04LQs3dUBFs9HqYWKZDdxqmk63TVua7lQq76y9kixmD2c4nD1+DGnsYF3n+hsEckYae7RL2r12E9Nmr4tNq93FXbOtY2q0NY1aWqNjNFZLI++rUt+NGaBcUGINaVSmnY3vwlVCOVN0qWwWyt5TRIstrC+pxb5yakSJJXZCl7YCdptGjzRbXUxMMBDNlq5hq0coKGIwrZodx9RopaAVqT69pq0kdtVFqhg7fetG6m8ZzyjsumuAoqVg8OFOV+9BR8GmJe1WGzfaDcBmzWnStrWqo/P3yi3s8HzRqo7Pl5odwL8fDSneVuGE0zAMvdPt4Ibd1cCEoibuUIPintltWB3aMYnVqsSJt/Mo8XbBKP/8WCDRwoZ5o7ff6J1ZkGhbThdwooUdo90AI592sdUCkGg2mrbWMcAHsEk9kPjz1MhfhBKlIveDCX4hebQGVuTl6wKGqPBw1JDNPAg6ZNcfT+EdnF19rZJkq9VptbSWhm0QWm61NLDVbXWw0QR10dXaVte2KyU5a7AszNnTTEQOyShMH9db1d9whTdje+maZpAu9J0bYKbh9LDVhqE4xGrY7Y5ODSmWCwRZ9FKJp7mvtYoSPPduDdG189Evkde80FIhFaXuKZmy7vriKHu2UIe1W42GQxpgpzd6hO87MTAhoM2apEOtbq/ZAaOjSnTUfaO5aJQkaPZlcWt48fmPA/xKn5lQp2X3ejbutgj4zBrMkI7WotiihmFTU9M77WrDcN5nPiz5zIcsZJ4HCMnX7B/PSWmAWai9acwhvtl1DOq0LWx0uN3Ra3GTow2edLfVNnoA+g5tLZsoxd5OnZBmacKUytzDmwYAlE1gOyfKcqe6osYq33qmyv1d7NmG7uVpzw7g8XBfNfuh0ozpADKCyQIuqwkmndnpNkGq2ya2LdtsmJpt2x29UqpLrZalu/RqVm4+8K0UYlX80Wwbrcsl3ZyTdK1DnJZB25iCdQ2uHGlg4nTa2OkZek+zDdPq1ZH0vMdK2hv7ml4l7ZXl1lEVim53JQotUxtVFZarkNka91Unc+3cQ7XM9f7xRP7i6uL09KDSvW9aPaerO7hnEDATbMvClmPZuNFpmJapaWbXIJXyPm2yLOzT57Nyc00d4j+KlDexbmCtyaXcmHPzNUBw06ZgwTebMKKW42Cr0eNBNK1L2w1Ls9pODSlfLtsPk+gop0QNac4L15JkUfqBUizbuL8Eyx4vNJKsnm62qG3glt3oYrMNnjTRuwR3jY7p9Hq6RnV7mZE0K06VxtJsoVmjafb9jzOeFFFurisXHuxOt2vwtTCTx6QI1cFe57EErdnuaA3TaOqdZepGtlqpbuSrWbG+uUYf+bHRx9I2JtY6N3qrYh4CY5sd0jYw1Xs6D7e1MWnZJkxGo0NJ16YW7daYh9mKmTjDGa2YlosL32OWxhEe5qSqMVGL5WvN1azCA6dr3sz9Z2ze9UdTOR9OTj9Vug1Ub+lar9vCtM0l3rZ03HFaJshGs9uj1LDarUqJzxssT/fsqT97vesjxZI1HiYytDklQztNqwOgpdsg12aP79DWdQvMxFarZbR1YnR7S4RbXjEkxVObcRbm3q0huvldr8vkNS+0VEjl9Un3k0xZd31xlD17NBk8PTg/Orz6dHJ9fKU3tUrrRyPU6HTbuNcF5DV7vRa2bLCNu23TMRyNOlazVyWM8y2XpHL+tb/g3vnHMfh1g694zLu2RtvpUQdsH7sLVpBptGF4/GejZ2gW7XRNs7dMSku3vBtNbbqoYRQFdlmxNWR39m76ZSI8W3apJBcL31OgS02sL9el7j6aeJ+5IXErQ/HUabe0jg2OIF92bZvA9o5t41azqXWa3WajYztVUp03WBLm/Ok064J68HgBTO0NmBAzwttq9JpGz3AwzEQ+N7UeBv/UBgludNugKNq0uWy5TvRSiaI2s89m7t0aYjrKR79EPvNCSwVTlLqnRMq664ui7NmjyeDl+0oBNNpE1zQbt1vc8XKAyx3qmHzhmOhNw9K6TqVTKVsrSZ98lDH1MnSTqJgm43FCg3qbn6Wd37/QpgbYqdTC3R74nKYOXme3TZrYoUazYzQcXTebS0Sw1NscFTWzKIoLy6whkgFvA8sMLqskc7bsUgEtFr6nnJaaWF9cS919PKnNb5OZlVyz2QLXC3zTRkunYJ2C+2JRYmOd6MSyHOLozUronLZYlt78sT93kU190f3zyfnN8dXJxRV6f3B6eqwWmRbIsqGLhc359SDNtI2eAzPRbsKcNJoW/NWxwMjV7QbptBqGSZfKMk/Al3tUZQtg/uVa0ptdZ7NcbrNSKySWF7u3rIrK95FS0bmFEQ+Ttlsts0dwR+dr46TZAUSxHUybbd02mk4X/OJKqcoHXZaq/HGZO8XUQKZu62DaNnDX7Daw2Wr2cKfZc4DnWs9uW03NtjqLP1m6Srbi26X3MyKSv3q8GEoh+33lgq3Wo3ar2cYt0DLY7DR59L6tYUq73Q4hzYbTIYvHmjdbMc78nb/gypDHn8RN8Dmx3hKLumDQt/c6jfI8pr0eaYFxZxst8J+bDfCfLfBU23arp3db3Ya9NIivmCTT1S6dzXNF1p7T01S6q2f2tGyN+S0LP2iWqybuO9dVdxfOeN22HfArwV4wuB6xNJh5Du1iChwy2u2madD2kum3TCbRvFAWnz/irDuqmmx2t0cbHYvgttHtYBOMInAumhR3uy3H1uwubTmVC2SytfJ4jiqmVnYhwo9Sj23uKhtz3oZJ+M4egI+mI9bG7BZYqwbwTwdrFRR/zzFrTCueoHb5rJotsf6kyi5IqDGnsqJ1phQv+7AZJVq494QSfV04nwynZVotE0zvFjDF1DoO7nbAemna7Z5l9syGRrtL5tOhIkTVdMreVbCyqFCbvU7HJHYHJKjHF4Y1HRODb8vWiak3Na1lVu/6K/J9lVadK1QlXj9Cv76r3INu2q2uZgFytYDcZtvpgdViwn86gGCODhZys3KdRrZWHt+7BTP9R2pSOd8bXJMa+lx0waGdtgEmWZcSfmDCENujTMw33jeaerfdpnbN+V5Dl1aXu9/cX0urlivUxYHH0K+Fdh6ECas0bbentTQdbCbHMXisoWvwSDzhMc5Ws0VbVO85q+blUnVbLrFQAIpYQXQwtYkFaGWZ3CClLWy1YProPUPrdGiv0TM7tfpUDzHmiy4W0x+AHleVGwvARgU/p8fXdjWwgHSegslsdnGDtG0TWAaQWRlav5rfU3B18NksJVFVvx9piachlnjmLAK90dQco9XBoHHAIjBA7xAw6rDtEELNhkWb9rLDK7yT0+29JVAQr9bdBRaSb+aqSZ+VWTrPeaF7Tm1Rdf3ZLLr1aMGbT4dV4tZs9loW7TRxi2omNnt8H0uvY4LT61gWOMPtnjzcMStusrWSuMlHGR8/hRbxH3vJpins0NYbozkndR1Qus2OhjtmtwXunaODvjW7uEdbNgEjtalZ1hKpK/U2F7/yAuOnw3VlL+Gt1l2bmSu8VBpLpe8pluU21pfPco8fTVC/VuKi1iUtcNoJtht8W4RjOBiURANTy2zaltVomtXbZr/O4+LX0jarryR0o8deltHmTpo2dL0JKlXDts1j4l2nxTcRgpZrWg1NN7oNvaUvEVDRS2UEmTO7OOberSGiaT76JaKZF1oqkqLUPUVR1l1fBGXPFho5xCC0Y4HLwXf1y116XWHpaMRs6o0G+D+VES5J0QWHjGZflln0BAeJ3lcev2hqdqPbArup1W2A4dA1Ke5YYvHItpu0pxukevXy/fzZi/elgxfvr9CPmSNz6+6WqfUM0mphh5oA4tRu425bb+N2xwLtpNlWe+kWxKyj06lQWjKqer3GTOmHuNZkKZZbOl+ygvecMnn19WdN3sXHw+zKTeFNu9to8HSiTg8cDbAmmtjqGjwAQAHAQSgB9Sqn3/xm8K9v56faox506HCpNIw3zTnTwqKW0WkRMC06wp83wfnVHQvrWscilmk4tmOsRO7iMYfWzGnsBSXWRfF6Zxxmiq5G9AWHEdbA9XsfZyj29b6iKlA38WKZqnjKlsDDl6cyx1ifp3nMb/1j/JcUNp6RLHseMC+SaaTydMV5yjZfJBV7J1IfiY+ck3P+licsEjl6PNeeWDKzlSjPsxpC2ycw732ZoucVhsLRkIkMV6Y9YT6TSa/ktUQya3zkztb68+paNLRlMrzf+G0/fKKJ2wqx/1+iK/8lriTc44295g9e87/k7XmS5ioPUEUD6P8TLcA//5Y3xbgjmS9aJBZKRxYTOXnUJXxSJbJCrsLFH13SHeJRfkWEutIiJvyHI37sCzLKTGBhFB8R3mddXJCURjnvhX3AOeNMXOrJW9SZ/ElkR6k4/zDm+bHFX5KiIZN7L+zJmISxfBO4kqfqZ8QsnnLx3wqoogPLCqdf21Of2pOt7xWa3lMNyyLyFTS2N21KZFESbQnKXYo9CF/ivA0iFMfhRLwUj6/Zq3/LW0T8+G52+FGc2hMqpUaIdCJjuSMSTmT8bjh2gZ+FIiMykL3kaedkGc8N1F+RS8OgWHoM7UTFB4HMM0Y41UPfHcr6UcwCIlV6mPBX0woVZIxUMDqJVV9VR8vdUz1T3VKdKXZBfVp9VX5rSinAEFdddzRHMV+mcIMO0D5TfZDHmjm5YvUaukJyUtnqc4H8QxBKleM0kgKgHszSiBSJRDIqqcJPT5+Ds+m1M5eFvxUoSBkTGjWF/+GzM+wI1h6JrU3oDP6H+BuhXMWO3Q9vRiJp403+643USr2ZKigv+q7yjap2Nn3Jf34Ve9byz/4hb8YRGVLlLTCnriW5u09je69wQ4i42Gr6M/8zu51jajLsDcSXH9CAutmkdgsWiWheX2uu24FCdb7pZe3POzTg17P4AA7RA+gw24zGl+9hNLw7QtpUttUsvRxPOKckLE8ld04dWyTXOz46nMkwl0T2OfNF4tBv0sqDnzzNtvwtUhAS55RGIkXo4SSNyQCNeKZCkd0tdMm15zr8DoTv+S1hI/IdfeM/oBfi3z942f8kLJaJRk+yFIeUX5w+lgkJoSP8HoUesbkFEn4hIYhfzO8pc51PfuwKDSl+oYT/LLXNLdVTMImiOE9hfE4GvitTNkYTgkC1ExSJFImooSEAByR/MCsrNlRX6RbaXdCpj6NTnuhUpP88Q+LvUnemJBb2dXnIDuMIqW5MpMhOh16CMjscPggjAKONeuk18xy1g08+QBF/wjFKJiekx37f9enFNO36RcC/ELleBorzDBKX9E2TRop3Wd8RcM4dJTI/rCMHSJ00Tgaqb0U5OSjICD9NeMMO+R1tSWjfwcyRFuI4y7YIo0YTMkwCAZPFtInl+9yO4A3KLCkEJmpZhr65dHzgiZ6PU6kSuD7x0DiapFE8FLrmLgsmvJqGGAIah9LIupR/ZW6Ia1+Ex2HIwvzSzAsWRK+B1CMa8wzkaAwTEY35rciI70MfA8tY4jn+vxJD07sxUvdGopQlIQrpfxKQwj15h6TMDHoTymnhsCiWOUEDKfLiQpI9mc3ynMnEuIKNb0MylOlY1f3W8CNLaSmV2jc+Ed6FbCSmxpG6wvLCYmNlaU145k/mAN1nxMD1a4gBmM1KDCRn3+XXtr36UrhmWmtzvooU9RHL+waWp80vo2KSsG+TOJZ+5XWg6lrJAIGBx/i93XuoNJ4lQ0HLDokZ+o3WfmO035jdva7e/nXJ7BXXgRavBZ3iJOBjndkqcPRV5XWH8kpyp/Hl/ORYwIqFPnx9e3VyJL8ELpnMkSv/kuE4BSW/khiEOXSmxgUM4FPEL8VQdx/mjtOr/4oytt6wfh+QICbT+1FfyWfo+OYAZU8Xk+P4e+CGkpjZn/NMzGfHDUNxOCYymaoj/YCkz4TAj8BDziN5r87gF7rLZ2B5tl0nVp749AtFJKRozEKezxbFXKK+I5h8EXKjKIG3EUxH5vN/wbUT957soUuPAszAhOuFNLqD4qBMwNdEIFWIhdDJFJE+cX3Er0WTjgPXZDyrb0GTzSTznYrCIQMMEjeqZcqz8GRejR7oenrKiMNTSUo/TDd14ohJQatnoNCU0L95TWl7TALor2Q09N3BEuZ98lV4QTKw+BMqHfNwETrK0qG/qmDszP3Dh1O3GBxJoLbySZnIKRyT4R66cHLgzS//hbLi4nhJTJEGOypN9sLV9JwigxJAvhO552UYYB4kE+odUon5H1InZCBIpaVooMzCCTJS3J5hc3aDqbqPM2+KABcV1AHGEI/nqpaEveRr275KpU2mkCczVseF3NIXvd5UPZmGQo6J6uk1sEeg7ldpCvF/5Bt+WchnElcOBdHve//tW1Hwv58PbmZbOmcSzBbKrwK1pfKrNsDzkfKTAifFPF9B6PrcrgJhci5k1DAVs5lLN0MzBo+8gxZ0v8PTgHPiKJGyXTRJpMSktktgtnqgz5CL+O2zQNPDC65ROwaa8PtFJfVSNBnx1NyA1GjSZw4XwgkCzcwcZaxZhKe8VgAtzKhiHnQpkfBijK7YJGChKuhMwHlN0P98Ov5/CLR4e5+vOe2hc+AsGQoHlhY7S2c6q8Q87/E4UN0dcxuTRUrwuWkwJuJbMFw2IBMnAWwiE8RvaEX2JPV5xnX0PzCveACMK30SJj484nIO9uxr5BM1HVT6d06BMLHvEjBRYuJnzb5Gtpu5yKIMgCBoWGLfvQa7y/WhrMfZBS9S6CCZtvYaLGBbadriUxGJ41zKC4eZMeLGwd7/20O/Un4PrPzcEs66Bc7y4iEZ5OpUyoi03Vz7joN3Cv9kgc3sg4wHjMQbESQsYQQHJuYoBpBYjj1L1u6kIxQAQTkLpfGvXqSKcOoLe6ig8hmahri4TQOfLVkBvB/MgT4PExhjSLlNALifzHUbesx6xOflJ4gOo8BjJOZ52N8gfn1afk3PXjalY2YPF2KZghcxAcdlcMkNmRH18/uGjqa//pD/+/8BJZVnPVbmAgA=
Jeśli chodzi o bezpieczeństwo warto współpracować z najlepszymi! Dowiedz się, dlaczego oryginalne klocki i tarcze hamulcowe Toyoty zapewniają siłę hamowania, której możesz zaufać
Układ hamulcowy jest jednym z najważniejszych elementów odpowiedzialnych za bezpieczeństwo w Twojej Toyocie. Zatrzymywanie i zwalnianie samochodu w szczególności w trudnych warunkach drogowych i w nieprzewidywanych sytuacjach zależy od wydajności Twoich hamulców.
Jak działa układ hamulcowy?
Gdy wciskasz pedał hamulca w przewodach hamulcowych wzrasta ciśnienie płynu hamulcowego, a klocki hamulcowe zostają dociśnięte do tarczy. Tarcie występujące pomiędzy tymi elementami prowadzi do zwalniania i w ostateczności zatrzymania pojazdu.
Z czasem klocki hamulcowe zużywają się i wymagają wymiany. Jazda z zużytymi klockami hamulcowymi może być niebezpieczna. Jeżeli klocki hamulcowe zużywają się nierównomiernie, pojazd podczas hamowania może zboczyć z trasy. Oznaką zużytych klocków jest piszczenie oraz niska skuteczność hamowania
Klocki hamulcowe należy koniecznie wymienić jeżeli grubość powierzchni ciernej jest mniejsza od niezbędnego minimum. Poznaj cztery najważniejsze powody dla których zalecamy stosowanie oryginalnych klocków hamulcowych Toyoty:
Wszystkie oryginalne klocki Toyoty są zaprojektowane w taki sposób aby zapewnić maksymalne bezpieczeństwo. Na każdym etapie zużycia wydajność hamowania wciąż wynosi 100%.
Tak wysoka wydajność wymaga zastosowania materiałów o bardzo wysokiej jakości. Właśnie takie materiały znalazły zastosowanie w oryginalnych klockach hamulcowych Toyoty.
Hamulce które działają efektywnie nie piszczą i nie skrzypią. Oryginalne klocki hamulcowe Toyoty posiadają wysoką żywotność - dzięki czemu zapewniają pożądaną wydajność hamulców przez długi czas.
Oryginalne klocki hamulcowe Toyoty są zaprojektowane z myślą o konkretnej specyfikacji danego modelu samochodu. Pozwala to na ich to błyskawiczną wymianę z jednoczesnym wyeliminowaniem problemów z dopasowaniem.
Sprawne wydajne hamulce są istotne dla Twojego bezpieczeństwa. Klocki hamulcowe Toyoty zostały stworzone w oparciu o specjalistyczną wiedzę o samochodach Toyoty, którą tylko posiada wyłącznie koncern Toyota. Aby zapewnić bezpieczną jazdę, zaleca się regularne sprawdzanie układu hamulcowego w Autoryzowanej Stacji Obsługi Toyoty.
https://www.youtube.com/watch?v=Nwv39GPvDpE
Najlepszymi Doradcami ds. Serwisu dla Państwa będą:
Szymon Kafel - Doradca ds. Serwisu
T +48 18 441 50 50
K +48 608 437 211
Michał Słaby - Doradca ds. Serwisu
T +48 18 441 50 50