flyinsnow 发表于 2011-8-4 09:41

请教关于涨房租

政府有没有什么法律规定,每年的房租涨幅不能超过一个什么百分比的?
如果不同意房东的涨幅,是否就要到期搬出?
谢谢!

peterpan1668 发表于 2011-8-10 06:07


http://www.sinoquebec.com/bbs/image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAvgAAABkCAIAAAB8e9OlAAAgAElEQVR4nOy9b2xUddr/X5N58I07zcZQaHDJJia2cMufB9TarUGzbSYGvYvMA/6kLgakYTcNQ0WDrsImdmUjNuDeXYxlSH/FNqy0ZfUesGJoF8w0toF2Rne2fqa0cKaWZabCdMSme0pBT9vfg/c517nO55ypyLK3uM5nPxnPnDlzOoWFvni/39d1Zc1kVmZlVmZNT89MT09Pa9NT+tbX1ze0r298c2PymxuT1ycnJyfUyQl1Uh1Tx8fU8bHxL5PYX40mvhpNjI5cHB25ePmScvmSkhgaTAwNfj7Qd/FC/+cDfYoIKyI88Leegb/1RMNd0XBX5Gx75Gx7b/A9vv/6/vt/ff/9jpOnAsc7mls/PNQUONQU+OP+t7Fr9vlr9vl/93t/dfXuqh1vVO1447nndz33/C4cV+14Y+Nv/sB3+caXcPDc87vWlW9bte7F8o0vrSvftmqNb9W6F9eVbysr860r37bxN39YV77NU1bhKat4vGyHp6zCU+Zb4XkG2+PZvGqNr3zjSys8zzy04imPZ7PHs7moeOXCRUXe1d7m1g8VJZ5SVVXTVE1TNVXVVE1TVWNrxsbx6LWUqqmaps3MzHS2HT5QXtC2c+35Y3tGe5ppJ8XR0Z7mid7W0Z7mK10H4+37Pz+x6/MTuwaaX3bc0YNbO1/f0HNkZ7x9//lje2q2V2zzFlc8sqjikUXLlxX84r7527zFb25fFap/Qe1v14Y/1WJdE+Jd3Ply66u4A3bbzrXHn31sm7d44b25WVlZWVlZbpfb5bTcxn/cLjeucRsn6dHNr3K6gdu4Kjt7Tnb2HFd2jtu9APueeffzY75dP/25dNKVneNyu3ET/VYu/YNlZ8/Rv7rb5Xa78ZCdPWeue+498+4vLiqu2V7R8lp5Q82ultfK//KnrR2HX+w4/CIdYPcc2cmPPzpaFznbHg13KYpQFKEoCg6EsRVFKEIIIRRFCBFWhBAiLERYKEKILiG69Kf6tjwNRz8ORz+2XkDvFcZjWP8q8lb454nFFUVRYnGFH+BYUcTnceH4Eh3gAiWeoFftF+vXKHiqf2mHC+IJdhlfcRFXRFwoShxbKJeEohjHCp6KuHnGvCaeUOKJxEgymVRHr6VSqqqp5p9Bc2mqqqlZ3/ffr5mVWZn1va7paWfKYYjjSDljY2OcchIjCU45Fy/0z444kbPtwWCwN/heMBjsOHkKiNPW9kHgeEfgeEfbse7m1g/BOm/5j4Byfvd7fRPlEM3wp9jryrfhESgDmlm1xse3p8w4XvciPa7wPLNqjc/j2fxo6dqHVjzlKavweDbjVg+teOqhFU89Wrr2oSUr8xcsrtleEYudS4wkU6qqaZoBNAbuqJoBP8aBfo2maeq46Kr+1S+PP/vY5dZX4+371f72CfEuQAeIA8oBjtD+/MQu0AxxT/QdX8+RnQPNL6v97WNjY9rwp4CY0Z5metdE+IQ21IG7TfS2ToRPTPS2EuhE3/ER6PQeqOyv39G9d8ub21eVLM3Pdf/E7XJlZWW5XG6JY1yMXZxRyOlK6bzbSifZ2XNAMK6f/pwgxu1eQGRD6EOgQ1fqb3e5ze02H10u49Ftgk7+gsWlJaUAHVAObU45nHV6juwE6PQG34uJLuNHu8JZRxE6dgBxiHL0AyUsiHucd5cQXeHox9GwBYl0kCLiEWFOV45kQ/TDzlh4xf6S000c3mueZARjvXO8paW1oeHQbd/dZ0JCuSSUS4mRJP7oYRPT6Aeq8WdS1TRNy4BOZmXWj3gR4kzLiEOg8/WkqlOOOgbKkRCHtJzRkYuJkQSnHIDOLJTTcfJUZ9thUA4QB3yDffhAJxSdP+xt+d3v/Xv2vAHKgaIDqaZ840u+yioc4yRAB5oN4KaszIczj//3ryHYrFrje/y/f208rYDeg5Mez2ZTvCmrANk8WroW8g9wJ3/BYu9qb8fJU1BoVAY6mv7UJBum62jQcsa/TLa8Vn6gvKD3QGW8fT+wRu1vV/vbR8MnRnuaJ8S7xCsAFEIcUE68fT8pOqH6F650HdSGP9XVmt7WePt+jjVXug5ebn31cuurEjldbn014a8iysHur98B4ul8fcOb21f94r75JuLo+g1HFrek1rjZgfQae6/b7TZBR2eR7BwADTY/tp/hGAQ8chHWuIl1uNpkQpXblZM7b37uvPl5efne1V6Azl/+tFXCHUfW+ehonQQ6gANJXyHcEUIojGwUxY416aCnS9J+FKIcQ9qxKzpMVlG4uMIxxZl4rLxCSzq2S0Tsmrh0/4aGQ3X/hhUMBiHnQMtJmVyj/9HDvzFU448lXsqATmZl1o9y3QTigHJmt6tAOYmRBAk53K6yI04wGIycbf/r+++TUQUhR+IbopxDTYH/eet/SdEhyoGEA9mG9JvyjS/ReSg0YBquyng8mz1lFsrBwao1vnXl2zxlPvhWHHfwFHco3/jSQ0tWLl9W8Jb/yFejCU3TUibWcNnG9LAmxlP8vKapHx2tO1Be0L13C+Scid5WkA1YRycew8kCnZCHBYjhrAPnSxOdWqwLag0gBjvhr6JjsA5/NXpwa8JfNdD8Mvimv34HNo7Df94KdafikUUL7811uVzws4hogCsu04Vy1nXSu1+60ALfCvIMF2/4mXQvMbvKDdzJdf+EqTg6/rhcLl3ycbsJdLZ5i2u2V7y5fRWnnM7XN0isAyGHRJ3zx/b0Bt+LhrsEJxt2oFtMJu6EDS3HeUfDXfwgGu4KRz/moKMoYcWQhcyvoh+QeEPIpT81XzXsJyuyCEmYcXK4nIUfaDbc0pLp55ISCoe+dXefcXjafcZynk7isa8vxiknRWijqaqmfT2p4s+ZRdrJgE5mZdaPbtm8Kh7H4XYVUQ4Q51tDORByEM0B5QBxpFAOp5y2tg8CgQCnHK7lHD7Q+T9v/S82RB3K4sCx4kYVSAUu1ap1L5aV+R7/71+DckAqeFq+8SWDfnwrPM+QhLPC84ynzFdW5vOU+R5a8RTBDeVyysp8T3o3PunduHxZga+yKjE0aGg0Gik3BtOoqqZ+PUm4Y16jaWrkbPub21d1791y/tgeUAvJOdKmvA5XYiTugW8FfwqGlIQy2EAicBWdiR7cemHfZnq1v35H74FK6Dp4ijtf6To40Pxy74FKIh74WcAHN7eoTMXGEW0s1xlX4wY5ruwcsqK4XYUzkthDuJM7bz6xDrerjPSQIecYmwyy3HnzS5bqis6b21cho8Nxx67oSNZV5Gy7lNHRUcMwlQwDS5h6DMkzaYQcOFaGb0V41GXcwUj/yIBFH0BIPpQkzKSTZOwqjuOjIwA53p89NZ7EE0YQRychHixS4gnpKf7DBKtL+tsNyrGkcFQjGKfizx1P6mhqxrrKrMz6cS2inPShY0nIIS1nYjwlIc7oyMXh4eHLlxTim88H+hQhYqKLQMfuVVEiJ3C8gyjnUFMAfENCDrQcvknU8VVWcSGHMjeP//evn/RupJNQayhTDNMKr3o8Pk+ZDxyzwvOMx+NbWriGosdwrMA3+i6rKCvzecoqli8rgGk1/mXS8KQog2z89apJGo955qvRBDQDUA6BTlIcnRDv/lPpUvvbU9H2cdEF1qFIMt8S7pCZJQV6CGgk6Omv35HwV13Yt/nCvs2dr28AzST8VQCd7r1bADo4b/9aLa+Vb/MW5+bcTZTjdjmLNm75qWlduQylBad5QIf7U0Q5XM7hGg+Xc3QXzLSu3KTlmDaZSw/o5M6bv3xZgaToNNTsgoeFPPIsBhYUHeYWWbch5+jOlCnqzJ7O0VnHGlK2uFf6PZ2TyILzih1NHIWZWSCGO1+OQCNxlYOuE3f4DARAQlFicSlKHTcQxzhjABAlkSmaQzEcVVMN+VT3qjRScgw3KwM6mZVZP5qV3q7iiCMlciTEkbQcVFdRgZUiwjHRZS+tIsrREScQCAQCBDQQb8A64Buu5fBNog7iMpTCWbXG96R3IyyqFZ5nIOfAhyLvCcSzat2LFMdZ4XkGeg9Sxtg66xh8Ay1HV3eWrFy4qKhmnz92SaHwo2RUabYzdNnM9DTknFD9C4jmgHKwU1FdyKEDRxuLkwfxB+QZiWagyiT8VTCn6PHCvs1//60Xj0hDc1GHDCygGGw1qfirv37Hm9tXwcyycc5sIWXrpTrfuNxulyvH5Xbb6624aUU7O3sO96140Bisg0eXEc3hrDPXPRcXSKCD/a0xHV51FTnbLiySCZVZMSHHCCM7pXPsoRzLU157xd6ug5QcCbJ+EkYhPDrDg8my2GMjodnqttJld/jTUDgUDAaFIqL9/W1tH7S1fRDt7w8Gg4FAIBQOkWVm3CYu4ibQQOjFHdraPug4eUooSveZUDAYVBTFTB/rco75D4yvJ1lUh+WTM6CTWZn1I1jcrmKUMzUlJ3J0LcdAHLKrOOLwAnKGOEIqsCItp+PkKZ7ICQQCLS2tnHK4hJMOcf6wtwWbrKt15dsQtYGpBCjR66TKKjweXeMhlAHW4C1IKHPEAQZJrFMGM8uzuazMh5Lymu0VfeEBVUWhuBk2dtBvVO3rSRN0ZmZmRkcutrxW3r13i51yADT/VLog6uB4Qrw7Gj7BpR3UUtlBJ/qOL/qOr/P1DcAaEmzogPbff+ulffzZx44/+xiFmkE5ZF3F2/fTV0+Ko9wvg/BzoLwg1/0T8opcFhtLBh+OPxSgcVvpBOXlUgyZUw7AiOwqEmlMcYhXXVkrsFzMuoKiU1xU/MoGLyEOBx0u6jiGdXRFR4Q5FkhhHWcJhyHLTUBPlwRJJBfxYiv+AYxjGVY41tjEGyG9ak8xcyXG8jSeSHdBY2NTbW1tKBwSQtTV1fn9/kgk0tLSWldX13HylGIwTSyO6nGFGVvxhoZDfr8/GAy2tLT6/f7GxqbBoSHcMNrfb1Fr9D9vPJGjmYqOcWkGdDIrs34EyzGXY+2R8/WkeuPaOKccCDl2u4ooJxbTczmKCEejnwJxBv7Wgy4jUuk4EIe649B+y3/kLf8Ru1EFuOGIg/273/upXBwcA2QpK/OhPIq8Kp4pNkDHR3GcVWt8Ho+PazmEO8gm485lhiy0cFFRaUnpoaZAYmhQL7YyszgcdDT2yI0tNVC/t23nWqKc1Cmzd85E+ASBDlhHE50TqMAKn6CcMhd17HkdNNSBIYUDiWwkxDlQXnD82ceIjRBMvrBvM4HOhHhXi3VpQx2paPuEeJdMMXyh7r1btnmLjfpza4GV24o57ICiORRDNu2n7BypzpxXVxHrEPGgskoXdZhpRQEd0nVwMbHRXPfchffmVjyyiEBHYh2e1LGzDmV0hAhbBRJOOZRKDgseSU5TbwX9xogh65RjJnWYrkPRHymvk4Z16FNJflPczj22R0tHnDQ5HvMa82Q8oSgKmCYUDkUiEb/f7/f7hRA4GQwGybQyPuIlvBHo09jYBNAJBAJ+v7+lpRX16nV1dQODgyyXo+mPFMcxdR5dy0GPqwzoZFZm/UcvJy3HDjq6lsOEHK7loK5KLyAfGuTRY0WEPx/oI8Sh6DG8KruK09jYBLj5n7f+F4iDg5unHLhXEHUQJX60dC2Xc0ibWeF5Bi/p9VN6OZXPpJl1LxrXWNQd8r9QpbXC88ziB59YvqygZnuFEOHESNII6GhWFUfWdbi3JUQXegMS4lzpOpiKthPlkJCjxXTWGe1phqYyyi4YDZ9IZ2BB2ul8fcPxZx9D67/jzz7GyYb4hjZ5WKAcqrrSy8EM/JoQ7yLpDOsKoNP5+oa2nWu3eYtz3T/RWcdt0W9mTyRDabF2+XNz0KHcsVRJbl7PyMbBsTKKsIz/mIpO7rz5+QsWS6CTjnXsHpY1jMzVFLPqittMTulj8ymjmS7ADUWSbX6WCTpO1V4m0wgTaBTur9kdKBlu0tSZKzYdSL7AKu0oitLW9kFjY1MoHBKKaGxsamg4BNCpra1ta/sgEomguorKqT7pi37SF+3riwlFQQ+e7jMh3CQQCCjxBKBHUeJGkyoScDSN/phZcYeiPBnQyazM+s9daRwrCiBTNIeixxPjKWg5X40m0mk5vE2OvcCK+h3zRE5LSyshDrb/4NuoG0ebnD/uf9vuUtm3BDqI5uhN/BijPLTiqcUPPrG0cM2jpWsBQxxrADpLC9eUlekl6ARGvKS8rMyHr/LQiqcWLira9PSmQ00BIcT4l0mu6LBoDv2Va/xNbFhbX40muvduoWgOlVNxmiHQoeNUtD0Vbf+n0oUDNBXEI08lkwtGbQCj7/gu7NsskQ16JdPmlIN9Yd9m8rD0gI54VxOd3L0i6QisA6JCNRa6C1p1HbuyY3k9O3uOy5XjduUQ2fB8MY8n0wXAFEs0x8AaOmkijqHp8D46UHQQ0Hllg7f6V7+UcAes0/n6BjKw7DEdAh0WRla4xGL6S0zLoWPOPVzLkUuuLD119LebHQjl8nI768hyjlMoWF5OCWXzq9gFHvY0rly6cG7oXCgc6jh5yldZ5V3tXb9+vXe1Ny8vHxu/d7znES3U/C9fVrB8WQEuLi0pLS4qLi0pXb9+fWNjU3X17urq3UKIq1evqSpjHYN49LyOcR6Ug8cM6GRWZv0nLgNxpBorHs25MXVDohy7XSXVkBPinD//GQk5vIa8N/je6dO9GONgj+OgxzEe/7C3pWafHw1yCHdmgRupLXLVjjfKN76EAE1pSSmI54HChx8tXUsazOIHn+BulKfMV1i4BQSD81CA0A0ZtFRYuAUKEO6DcvSHlqwsLSmtrt7dcfJUYiSJvz1NwdwWPeZ1WGCdyNn2v/xpa+pU85Wug0lxlOrA0R5Q7W8fF6aQkxRHHVPJIB5cILXYoR6DOAndJfznrYQ7xDqceI4/+1h//Q6YUL0HKlGfBUUHAyVGwyd0H22oY6K3lUCKRB0oH4jsHH/2MTRT1hvtMKyx4I4xNcJAE4g7OTr3/PTnEui4snO4pWWcd3MrSmcb9sOTirlchrQDKCLfqrioeJu3uPpXvwTZ0IEk6vC5EGkUHUlZscRo7GXkaSc8GKwTOduOC2zlV0YTHacRENa8jink2NwoStgIERfCKYtDfGOfEWGDJPF5XABr6urq1q9fv3xZAXiFdnFRsa+y6rnnd9XV1aEEoePkqWAwSD1ywtGPcYzcMbQfYI2vsmrT05tKS0o5IaEBUnFR8fr162tra4PB4PnznynxxFfXvtIjcYxvKJKcAZ3Myqz/uMURB0ION61sLQFvXBtHjRVRDjlWhDi8HyBqyBE9JsQ5fbo3GAxyymlr+wCU4z/4NiHOW/4jGFlFPQBx/Lvf+8E06RCnascbnHIg6njKjFLwsopNT2/Ky8vPX7AY1LJoycolS9YsWrIS0g5CORTQ4UYVgsnkeSHZQ3YYYsibnt700dG67jMhAh1VtVhUUhyH21iXLykdh188f2wPhXK4DMNjyMjlcL7Rzw9/qg1/CtAhNUjaE72tSXEUG6wTfceHGREJfxUZWNy3OlBe0Pn6hug7PgrfUDAZFltSHNVipsLEQQoeWctr5ceffQweFoCJz46YpZsOpYMJfwAlc91zzb44KKqygo7kdpF+4yJRx82mPfAwsttFteUlS/O5bwXKIdbhFViOrGMHHSmdY1BOWGad2crLu8BA2E6iDpOCuE1m5HWktJCIc11H1m9icUU46TSGCGTmb2xjqnBb0djY9Nzzu/Ly8gEfxUXFm57e9Nzzu1paWoPBoFDCcJpC4dAnfdGWltaWltbz5z/rOHmqpaW1+0xIUqKo3gobf3WAfvDeixdHGhub9ux5A0+BQdCKgLboboWk8/DwMI/pZBSdzMqs/6w1Pa0/kl1F29YyB7kcgA5pOTCt7HbV8PAw96o44nSfCaFNDhAHpaS8ehx8Q4M5pcFV2HblRqIc1FtJG7M2i4uKHy1du379etTjQMsB35ig49HLrDwenY2oDstTVgEXjGI95IJ5yioWP/gEyTmKEh//Mqmq6sS4xbqSCss1puVMjKfi7fsbanahVFsPF/e2jvY069wTPmGBifAJSsboJ2NhbDQ+BtMAa0bDJ/QJoIalxT0mEAltVGaRVwXj6fizj0GSAdwQ7uAYoKPFusy+PoZrBlGnbefatp1rW14rxwGCO3x2BFN3bHlkY3yW22o/uV05PI4jUY7blWMrI7fYVebEK1PeMSPJcL4g58C64ogj6To4QEyn90DlrBkd40c2pYMtrXS+JYnMwjpd1siOcUCFVworMifRyEJaVnig0ndrsphoxsmBMhCHUZH0NBgMut3u0pJSv98fCATC0Y/lK+OJQCBAYWRedQUZRuEf0UqLg0NDqLrqPhOiMPJX166hAisxklA19frkpKqpY2NjyaQqhIAU5KusWr6s4K677iouKh4bGyNFJ5UBnczKrP+QNSviTE87RHOkYvKJ8RSGWHHQoRpyyDlAHPyljOoqIA4WKIfmVXG7Sho/XrNPH1xFE6xmQRxJyIGWQwePl+0oLNxSXFSMwigMMLpn3v0/u68QvLK0cI3eDLDMB8oxa69QmaU3A/R5bAXnHs9mjLUK1O/tPhNS4gm9h4elb4feEFnScibGUxPjKZSUd76+Id6+nxQdeFj6OKrwCbDOP5WucdFFPQMnxLsTcI4M0NEVHSOerBMPy/eAcoA7PKGMjoLRd3xEPOE/bwX3YKYVpW1I0UEHwqQ4ivlZlJJGqEgvaD+4FVoOEIfnnbF/cd98Q7yxcI6ptUitlV3G0KvsHErn5M6bz2Z25pCQw8vLTX2IwQ3PJuOY+gRWPLIIoMPlHEnRkXQdKZXc2XaYNwx0qCo3Kccm3igWuLF3CKRBEJZxVwY/KezAOK+jgjV9bGEd5mTxCiy5cY5ii+ZI5hd9v9H+fmHwE6M9885UdfVJXxRVV7y83ECcuFD0psmOoNPW9gFAJzl6Fe8dGjzPWuRo+mQrTbt+fQpYc/HiyODQELOuMn10Miuz/pOWbQi5JXps65pz49o4mVaOAWQqI6cCK6IcUnFOn+5Fs2PiG3soh1MOaTkgmD173sABpxl61X5SAh0ysB4tXetd7UU1DQ5y581HRmfJEh109ETOuheR1PF4NqMCy6CfCoyAIMqB/7VwUZGvsqq59cMLnyloyTp6LUW+lSTnSJGdifFU5Gw7foLygQ9mEx0rpvAgDmhmXHSpsbA2/ClABzA0ahSc44DmZFmKs1iCB6BDUWL4WUAZqqIK/3krOVC9Byqj7/jwCbXhTzXRqYlObfhTfGm6IdwrvAseFpV64RjF54Zm49Kpw8WgxMI6ut9EoMNxB811oO7Mdc+VIzus6opTlPQIOQe+FVEObxiYbmP6Ve+BSrBOoH4vm17usKkhshRGThfN4WFkXnglV10pYX5bBlgca4TBOty2siCIPXDDz3NRh5eR02WAuVA4ZEtDm/8R1vJyzOMkRYdAR/qFA+4MDg75/f66ujooOnV1dY2NTQQ6sdg5g154VbnRH3l8LBgMmvHkTEYnszLrP2fZpjpMT2lTUzfsiAPKIesKoCN1BeSmFRDn4oV+qU1O5Gw7QjmccmCfA3EodMz5hiiHBnNK2y7ecKChLZ3xlPnKN75Us8+/cFGRy+0uLiq+Z979ufPmP1q6duGiogX/5Vm0ZCWknRWeZzDG3Oiy4+O5HOSUUZAF0Fm4qKi4qLi2tvav778PyrEoOlbcYcOt9AsmxlNtO9ciAozacj5XXGqIzCuteMkVyTm8yw5MLkrn6E/DJ9T+di3WNWq8xIuzoO6AbGBOIYhDDhfyy20716K/zkDzy2Cd1KnmifAJsA7v5YMBWEjqQNfBG2mje3JWVpaldw6lg83JU2a8hh6pfyANtCI5B6BDBeR6LseosKIpo9zVcrvcblcOFB0UllMS2R7NkawrycMC6/QG31Osld5W0OG9c76ddcLRj7vPhIhs6MAeW1aUMDPFpEiyLNsQS/BgsuNyAhppbJaJJUIRgUAgd978gcFB63hR/TMIRTl//jMCHXRG7jh5Cp2R29o+CIVDxu0uSaQG3MFfLIODQ5FIBMnlr659hRsqisLHkzPi0VRVbWv7IC8vH2VZPJKcAZ3Myqwf8nLqkaNjjWFUTU2ZcMMph3wrqcyKyzm8jBwFVtT9AlpO4HgHNu8EKIVyCHRQIApMScc66eCGU450BrVRza0feld7XS738mUF+Im46elNDxQ+nDtvPrEOoscbf/OHMthYxqwrKix/0rsR9eSQc/IXLEYMuS88kBhJjl5LpYzCVlZXZS+2Uml+Z/WvfnmgvKD6V788/uxjNMgTReZgHd4nEHCjCzMG3ABrIKhwXYdUH16jPhE+oQ11EAPx4DOpO7SlloNXug5Sh2VElcN/3nql6yB9AKg7xDoEOmAdRHMo5gzWAegYuRyjVIoQx5XjclkiOPwpjyTz5jo8j2ydaUVoYxF18F/IOXPdcwl0KKPDy8tRLQ+7CsccdFBtjowO4wyGFHwWFZthbq8Vd8QdhN4M96qLD4JQDDlHjyTLfMNzOWRjyXaSlDi2HuNRbyTo2EuQrt6z543lywoaG5usfCP6+mJ0Gbik+0yIqT42lckythPccwljO80hD6qqaurk2KTZMFDT8O8KVlKuP3pXe4uLigcGB1NmH52MdZVZmfWDXlIih3cC1LSpqRtcyOGbYsjwrRwHktN4B94pB//uhIrTcfJU27Fu7liBdRobm9Amp66uDqBDKRxoNs89v6tqxxvPPb+LDhzzN+lAR9qPl+3A7KpV614sKl65+MEnYF25XK6Fi4oWLipyudz3zLsfkWRgTZk+vbyC986hdA7uhsTP8mUFRgxZIUXHSAXYR1wZnXQ0VdXUb25Mdhx+ET9TqcSJT8pE/RSaII8LS0AnFdVBh4rMkQgeF10ov+KgM2qkmyHtmOd7mifEu7xEi1iH91aWcAeqD1in8/UNE72tWkwv+0IgWhOdiOnAAkNtOcWQeUkXKrCMwioTO9I1RIZs42YlVLYL3Jx7SOvlltgAACAASURBVP7hdVXG/0xdh4qtoOgsvDe3ZGk+FB300UnXMJA/5QMiOtsOW0eXG5TDkzrO5eWO0o7UQadL6hxoVXSolY6lZ8+sEyEsK51v5XilYvOtFEXEYud8lVXBYNC72ivIvRJCsXx5QYoOnVHoOmZUSdYVKAe1jarRmurrSXX0WsqS0eExHWP5D76N7oJtbR8QJ2X66GRWZv2Ql9Qph9VVpeMbiXJuXBtHYJbXk1Mx+fDwMOQcXmOFuXrQcjjlUPqYazkoGifKgZwjYc1zz+/ibpSjnIMxnI6Uo0/oXPfiqnUvPl62w1NWsa58G3lYaLnhcrnz8vLLN760aMlKlF+t8DxDoMMRhzwsTJNYuKjIjCEr8WRSNfoEmo3KHJM6gJ7Ll5RXNnjhW4F1jj/7GOqbqDkySTIwhiDqmKlkFkCm0ifiId5aEL15KKxDAITNmxM6zj+X5pMjaIzAzfljeyAv6YoO3CujOzPcLrAOlV9RETuBDq/0NhM5ZFHpYWFjYKfLQjlwrCzCj0tWdFjcx2gPyIu5jPY5bvcCsA6BjlRs5VhYTqDz5vZVsK4M0NHnP6RtaWP0R57dt5JCOWi5ScSjcBFIETQFQjDjTFgZS1J37FljTi12srG/KrFRKBzyrvYKRUG9t6LQoFEjpiMEgU73mRDdhA8jhXSEM2jwI5RLGE6eTLKhnZqqqdrEeIqsq8GhIeMlMolVVdWSo1eXLyu4evVaKByqrt5tGMxqMpmpusqszPqBLqd+gKTiwJ+yb3KsEEMG5dBkct41Rwogc7sqGAy2HevGlgqs0OzYf1CusaJQDkQdaDk3aUuVb3wJqRoJd0A2NtDxrVrj81VWocMYFB30+UA7wXvm3W+MJffhkWqsSO8BAC1cVJS/YLGvsupQU4B8Kx10VIuWg2iOpqkzMzO8fU5n22HkXikRgpYzEHVSp5qh1oyybA25V6AZehwXekKZ+hQT6BDujIZPIKZDdVjkauEYMCQ1G6RBoZS8QUUVPClkiuPt+/UvZFS5/1PpwruQ7KGkDkCHFB3kk0xFxxxEZVIOBx3K35iF4tYqKs5AZGCZ3QB5nblN0cGVHHTwm2JP6nDQwUbeCC+xJHJYyv+atEEddKytkB3rsKDZSKBDuo5iM7wMhDK1HD3ynCYwZIUYkV7OSUtCJO0AaAKBQHX1bny/pSWlA4ODivmZBGk2BDqx2KAw9B4Jr2JxiwAFLSeZVFVuDINkxscaG5vq6upisUHLSCsDdBoaDrW0tKZUVYknSktKr169lmLNkTOgk1mZ9QNc6boeWxPHEuXQ5qAjyTlUZmU3raiGPBgMBo53oJI8cLyDT+hEb0DHZjnkUm38zR+4ewWUccQdvCSBDj3i4PGyHfTUYwzgfGjJykdL164r37Z8WQF+IgJ6UIqFGivkdXg9Oe1FS1beM+/+5csKnnt+V2fbYYCOvbDcwBpz1AMVln81mqjZXkEFPvRj9c3tqzAIApXhlCDmJAF2oXorKrkaZb0Eoe5QbHnCOgyLH0+wEi1EeaROg1KIh6eMqX4q3r5fixmgwyLJ54/tQbSZwjqUTT5QXlCzvaLikUUus/BKV3Z44tgStbF0+cuxKjpuyhdLXQFdjGOMyi632ZOQmMm4P1d0OOXg0e5eSXmdj47WRc62Dyl9iaFBNv9BbmnDnCbK7shww+PG3WdCXNqRkjr6CAjeLRBakZOcI82FsDdNViz5Yhl30nTWIQ9L+P3+hoZDA4ODQojq6t0NDYcY5yn0kQh0ov39aDxx/vxnCCNHIhHc85O+KD5BX1+MojljY2P4q+bixZFP+qIII4+NjemKzuCQRDmapiVHr5aWlCZG9O4Pvsqq4eFhyDkgnQzoZFZm/dAWb5kzpdlBh4Dm60lVQhw76ABxKIYM1iHEGfhbT0/PudOneyl9TGVWXM7hvtVb/iOYXYUhD9LoBmIdrtnQoyTkAHE46HCsIUWHLni8bAe8J8SKn3t+V1HxSvyc+9l9hXl5+TjQx38aA7A8ZRWPlq6FooMhWT+7r9DtXlCyNL9me0XHyVN9fTH8BUqF5apsVMndkKPhrm3eYrTfxcaP1Vc2eFF+RT2RqdgKZKPGwnCv9CAOdQsc/lSf9Bk+wSuzQEiUROb3nDA67gCnUtF23mPQ0lU5fAKdAKlhIB/beaC8oPdAJQJA+EhQmCDqINcMAwtl2FSB9eb2Vdu8xawWSk7n6F6VNZGTzUZWmT1y3Lanhj1F/GQ2ROa4Y20eCEWHGgY6KjqOoAMAgm+FDjoEAdZojlFmxUdcOQk50rhy6cBqXUn9A80ic57RYcqIDD3cXxMm30gKi8XwEuYZea1fv97o+CdC4dDyZQUU0jG9K5bRCYVDKC8PhUNUXm4gkf5IplUyqY6NjTU0HML1bW0fyOXlgzHW8Vj/l0fHyVPPPb+L0sd79rzR1vYBiT0ZRSezMusHuUy4sQ0kh5YDi8qOODyGnK7Y6uKF/qHB8wN/6wmFQz095zCS5vTpXtqB4x28cU66eqs/7n8bAR00y+FlVrCu8EiKjl2/0fcan3zGIB67nLPC8wza5CCFs3xZwT3z7i8uKoZvRaCDJjqEO5j/gNaCkHPcrpyF9+ZuenpToH7vJ31ROP18lifPI/MREDgZqN/7ygYv6nr4xk/WUP0LqVPNE+JdAhrADcQbgh6K6dABrz/HMXlb5GGZE0DDJybEu4gqExiRn8Vxh8I9KDW/3PoqNQOk7jjRg1tHe5rJTaMWzDRai0QdXqy0zVucm3M39bmxazkut9uVY3Gj9FwxMYpBLDoAsVfZ7CyXy+0i4cfFyMZtFny53C63FEZ2FHWo/MrOOn/501bUW7HWeRJemPMZnALIgmZdkagjjfM0Zl2lBx1Fb6hjgo6hG3G+wdQtx4Y6JLoIq1Fl5TYlFlcwR4LfwQjomGzU2Nj01/ffHxgctBp5pnUldUY2GgaaqWQRV5R4wnCsdNDB9dQwMKWqFtBhFVnJ0attbR+IuCCyCQaDvsoqGFdAn38X6KD8PRKJ/Jvun1mZ9SNdUHGslVaWeitGOZx1CHGo2ArtczjikHv1+UBfT885OFaQc7iig4BOc+uHHSdPNbd+yKc98CaBUodAEnUc5RxOOevKt+l8s8a3at2LZWU+iDePl+2gA7uThYyO2fXYOF5auAbTAR8ofDg7e84DhQ/ThHN6xPyHpYVrFj/4xMJFRXA6Ft6bW1pSuunpTW/5j+BfnGZEkok3vNIKtHP5klKzveKVDV488k3t6XqO7BztaUZBE8VxMG+Bwjdm4xxD1wFhkBuVbsNmGjWEHO5nmd0IraKOyiY8oBlg2861GI+FcPHxZx/DPHPCMrhgFGHuObITrANFB7izzVs81z2XBBtqgaMrMS69AaDbleN2mR4Ta7pDJVRmcpmJOdZ0jsRAblPLoaqrue65eXmmn2hnHSg3mIxhp5xA/d7I2Xa7fMJDwVQBTgYWb4VsV3RgUVEGmZtWgCEjj6y361R0eCI5B8TDA0MU3FGYkyUjC+LATkue/2C8TQhFCQQCvsqq8+c/M5hJCQQCqOjmAR1HRUcaAWH8ClrqyTVN/eraVwQ6HSdPAXSo6io2GFOtIZ1QOFRaUgqvSlW18S+T/7hyxbvaS7Xltw46kUgki63lywo400QikezsOdJJx+WrrCotKQ0Gg7f2MTIrs35Ey3Cspqc1nXMY61AxOR/VyRGHKz1gHQrocMoB6ChCfNIXpQwyUQ7vg8yb6EiKDhlYdsohRYfLOeUbX9LhZt2LmEm+ao0ONzScoazMR7INhx6zwpyJOkasWJ/WWb7xJQwgzM6es/jBJ2iEJyaWU9Pkh1Y89dCSlT+7r9DtynG5XPkLFhcXFS9fVuBd7a2u3n36dK/Z20PTVE01eurIFebRcJck54Bv6LGhZldDzS4SSIAydEwyD48kU1JHAhdcgOEMeElSd8jGgrqjGiOx7MPPiZPQI4dndMA63Xu3YOK6pbDLMLB6D1RSqTlVYNVsr/jFffN56NhsDMgYZZawDiukYllj8wLHWaEuk4GYgERJZAl07NZVujHmCOiwCQmWEIwwrBhhUXSITuQMsj2RQ0+lUnNIOwq/D8V0bH0LBf8wckCHg46k9MjXOIV7BKZyKorySV/0r++/713tdbndeuKY2V7UMBDzyRsbmxobmz7piwYCgYaGQ9ZZV3HIpfQnCwVWjY1NQoiOk6dQMa6mdEXn3NA5TjlY1dW73S73nj1vhMKhixdHrl691tLSehusq8bGpqysrLy8/Orq3cuXFeCYXg0EArW1tWNjY996H2SObubKzMqsH+2antbSDbH6ZvobDjpSCocohwDo+uQkr7oC5SCao1PO+U+j/f0S6BDloNIKj/Yk8lv+I//z1v+Ccv7nrf+1j/Ak94oSx6aQs8bHRR2MJSfK0QeMezCsyucp8wF0CHFI6eHzqvQJD2UVHs/mouKV+QsW/+y+whWeZ/ROOWU+3irw0dK1j5auNXwrd1ZWVv6CxaUlpQ8tWQncKS0pbW790Ki54pEduU9goH4vKEeyrmq2V2DjB+dHR+u4cqMLNsyxkoY/AGIg6pB/RKEZkIdUpYVCLd3AMkyrid5WAhRqpUOiDs0EjR7cytsco5BKb5dsFK7DC0MqGYoOwjrkeb25fVXFI4ty3T9xs2JyLs9QcMftNuuqzKlYUptjQ56xijeW+VnWYxenKLQbkOLhlJ2apfYKReaGb9WFGLK9a46ZzlHsHXS+vX0O6Tq8vJyHkTkwKRR2JhwxAUsa85kOdEzBxpRX2GXC8l7dzHru+V3r16/HzHCMzwwGg7HYoMRMgo2AEIqI9vdH+/tjsXPR/n4jiQwQu2SUWenoommqOj6WGEkkRhLjXyYTI4nh4eHESGJStYaRNQvrwNjKnTc/KyvL7XbjHycpVVVTeivzWwQdX2VVVlaWr7JqeloLBoNZWVnZ2XPwL85AIOBd7S0tKeWsAx5CL0VScSKRCJRhXBOJRDY9vam0pBSR6dvyEyKzMus/YXHE0abNxylnOYcjDg/rXJ/UAYhAR+qdAy1HEaKn5xzlcuBV4bG59UMJbkjFAdmg5AphZPuIcj7kQWIdruhAyCnT9RifMYzT5+FnbKyj45HHx/vi0GxOGkgOuah840sk6tBGk0Cq2YGiU1pSmpeXP9c91+1yLbw3t2afP0WiDivCItD5ajSBgA7fXM7BbqjZFajfCzQhs4lvTj+8VaBUn0UtlUdp5nksrNKcLKMbodrfjpnn0mgIiDHSEC7UjaOVDvU4xjElqVHAxUGHKrBobBb2Nm/xL+6bD9YhMYYnclxMwjHOuCwSDjlZ1jJ1FsGhR8ssdJfZO9CdnT1n4b25fKKnVA33rXnkjsMvRs62M6VEscg5Vl2HiS5hSd1BBIfEGzAN+AaF5VzmkVlHoYlXeujHCNs4wg3HFAejzeklxfooL+9qLzDCV1nV0tKKaA5vogNC4iMgQuFQQ8OhhoZDkUgE08hJ0TEb57CpDlevXmtsbGpoOARFp6HhUCAQoDCyWXXF//ilVFVV/3HlSktL63PP79r09Kb169czErpV6woqzqanNwWDwdKSUkDPzMyMr7LqrrvuAqzgAjqZlZWFK3E8PDxcW1ublZXlXe2dmZkJBAIkEWVnz8nLy5+e1m7jT4rMyqwf7pqe1r6ZZl6VtQ8yKEfyreyIg2NOOQQ6iaFBaDn41yCXcKTqKmCNfVonYQ1vgpxuiBXFkKV0jlRjxUCngrMOdB04U5Kig3wxTSw3W+MYoRyg0pPejQgA4Tz24gefWPzgE/fMu9/lcmdlZbncLgzMyp03n5rc4d+LNdsrhCJo7hVttNL5ajTRULOLk43EN3/501ZQzkdH68A6oByqJ5c4xswax8L/VLo00UnH5FJBX+FpHirIorDzhG0AFtAEEzrR3Yefhw9lF3VQHo8pXaloO9ES3tVzZGfPkZ0cdMA6C+/NzZ03P9f9EzSzMXGHqTVm5RRLGXORhuGOi3MPG46uY5KZ+DFEoFz3T6Rqf67o2PsjS6zT+foGBHTsoRybZySLN46+laOHRYhDrXSsdeaGe6WEHSZt8TyyBX0IyCz6jZB7CdqNKlPIIasOB7HYIEMlRfBv37iJlNHx+/2ouuLTy005RzOjbzyMTBmd8S+TEuiwCA4da6qqquNjRvmVyUO3CDpZ1oWQTSQSueuuu7Kz58CQAgzNzMxkZ8/JyspqbGyamZmprt6tyz8zM5ue3pSVlVVdvZuugXuH85ngTmZlFpaJOFzOmbZOtmL1VhLrXJ+c5EoPBx0plwPKIVuqre0DmtPZ0HAInQD9fj8FjQlrnnt+FxofU48canYs1Y07JpGJb+jx8bIdXLzxlFVgNJWOOx7deOK6Dik0yBSjDzKpNQQ0uKasDKKOHtZZ4XlmyZI1P7uvMDt7Dv3MtC+32wUG8q72dp8JqQbi0AysmZmZxNBgoH4vUjgNNbtaXiunR/ANIQ7azATq91KzHMf5ndQ/kHI8RDm0ycwi1jF7DMZ0jWcC5VendMcKsk34z1ujB7cONL+MYeZ88CcKr4A4VIEFgQfTQCHqcDwi3KFUMhVmVzyy6Bf3zc/NuTvX/RNkZVADlTtvPhGPKe2QM2XUipPhxY0qs0MPy+rQHQincPyL+8w+gXb3yt4iWaq6+suftvYc2Umgo5dcOZlEhoQzu3XVJQ0t5w2RQTlO3XQw1JPxkyKMR4uBJbGLTidxzjSK9al8sWJOL5dTPo69lY0aNLOWioOO3+/nVVfBYLCvLwY5x2AcUxOdVB2qrlSj6mpgcNBkGuOdeo+rlNkh0BriuSXQgVcFFgHN1NbWzhgQwxegB8d4L64pLSmdMWQhUFGWbWUqtjIrs7CcEWdab5zD+wRKXXNIxcHTyQnVLueAcoaUPtRYAXHAN9gIEvoPvu3363CzZ88bwBqa6vDc87t8lVXY5Rtf2vT0pk1Pb1pXvg2Pq9b41pVvo426KuRyHi/b4VxVvoYhDpgGKo4xdZxOGud9RDlLC9csWbKGQId0HZrwoBtY615cV74NTXSoSaBZ0cP5xk48LldxUfGhpkAsroByjOJz7fIlBTSDIh2Jcj46WvfR0bqGml2wAO6Zd793tbc3+J4li8NqrPjYh8T5T6XAMu++Q9ejboumSYCixkUXQGeitxUscrn1VSSOO1/fANbB1innHR9VmLftXIvLSNTpPVAJwwtBn9Qpc4oWTUHvPVBJEyHgfFX/6pclS/MX3pub6/5JrvsnuTl3Q+ahMnBDjWHdcaSWyrKiw+DGGltGIgeKzlz3XJSU200ryb2axbpqqNmFJLJkBlkiMtTTDzM4HYqtupiiY6o4QBw8Sk8BPSi8irFIsgLEMXSd9G2R7VIN//wWZLEmcuSDxNCgFXQ4OTnchINObW0tqq4aG5uMPjpx9EE2hRn9QZtUx/x+v9RHB/liA3QkLcdckpBDR7cCOrCcACv8GPaTd7UX0RyQyvDwMIHL2NhYXl4+VJyxsTECIBzn5eUjmjM8PJyJJ2dWZtGa1qa/mZ6enta+mf6GcEfTdND55sYksQ6JN+AbhHJAPKAcmuJJcg5aIQ8pfd1nQr3B9zjomIhz8G0UiNbW1jbU7LIjDnxxvteVb3vSu3H9+vWesgrvau+qNT6kfUEbOEYDG8NFMuuqDJSpsJaLV3BJhg74DAdszO/k7pUk6pCfBYMMr+pV5W7j56hc0GMiDtlYuTl3P/f8ru4zIcwgRAnb+JdJCDYNNbtC9S+QhBNv398bfC9Qv9e72pu/YDGS0T+7rxAD0vWRUv0muPC5VyTqkBXFeUgqPpfa6mhDHYQ7aixM8zj763dc2LcZBNO9d0v04FbM4cJL0YNbaVQnWAdPSdSh6aSRs+00RwK758hO6h9IoIOvAtz5xX16MxtAD8hSrzxnCR7TljKFHV5/TiqbdKyzDm44SzTHLurMMgiCtwpkcy5Nz8iMAuOMk5AjhW8oowO4QQcdzjck59DEK511FH2YucJBx0nLccrfSNBjOWMd4cndLkcAcmQjfRHoDAwOoqZBUQSaciGPnBhJjn+ZTNFcTnNOpxqJRELh0D+uXBkYHAyFQ0IIsq446KTBGs1qXWmqdkuKDqwlhHJQZw4ramZmBikcWtJJ1JxnZWUFAgGoOMuXFeAaSQ3K+FaZlVm0LCoOxZCndTlnekoD2Tg2QaYaK2qfw4dbkZwTiUQokfPR0ToMIccmxKmtra2u3l2zz0+gAwmHyzlQdMo3voQDUnGe9G58/L9/DcShBsQPrXiqqHglVTxRpTdhjaHo6MRTWLiFU8tDK54qLNwC/YaGk/PBVdi4xj7ngYLJuNXCRUXo5mK4V263k4Vltvl1ue+Zd//CRUW+yqrm1g9RIguCBNBAvMEPsM62w2/5jwANHy1dmztvvtu94J5594N1li8r8FVWnT+2Z1x0aaJTwhruXkkGFve5qPCKT4ow2yUb7ZW1oY4rXQcT/ipQzt9/6wWOdL6+ofdAZfQdH6VzoPTwyeSdr29AjxkMNpeKtrh7Fap/gU/LAujg/qH6Fzpf3/DKBu+B8oKKRxaVLM0vWZr/i/vmI7CMzHJWVpab/0qzX3uLw2X9PaLacpeh6PBx5QAdR9yRYjr2jA56IqPkCqAjdeqjMm96dLSrKJ3D68m5dUW4wymHH5iKjjELwiAtW2SH8YeweFIWvrG5WpxshHWAuckxwjS2HO6psPLyUFivPB9S+ozrhKJQh0AZcb6eNNpR0ZQrVVVVDQllZl1ZLaqUaiEbRjwYwXsroNPY2FRdvZusJfyVRxpMMBisrt5dW1vLvSd6CxQdDLOort6N4A5WJBLB36QZysmszOLLouhMWXwrLudIrKNLOBNmh0CSc1BVTn2QI5GIDjqBAHLHRDl/3P+2/+DboJyaff7a2lr4Vuh0jGgOWIccKPvATiogxwbTgHUeKHz4gcKHFy1Z+UDhw4gDcxlGCtak2/wtjkxjP19YuIUMrFVrfIghYyKB8aPUYmDxvKvL5cLEUGM4qM/j2VxdvRvSjqZpFy/0R862A3T+uP/tQ02B6urd5RtfQl77Se/G3HnzXS6X25Vzz7z7Fy1ZufjBJzBu4krXwQnxrmRI8R45vBw9cf5THMCZsoMOJoBS3Ti6EdLg8Qv7NlMROCCm90BlqP4F1EzBdbKDDk/q9BzZCdbpbDtMig58MQIdyiN3vr4BFEWP3Xu34JruvVsAE9u8xSVL84uLiouKV8LSwr97mZZGgWXzd8NmMur2FlgH0Zx0ck71r36ZruoqDeiEhcWgEZZ8DDojOzcJ7DICyDLBgGy4V0UCD87ErG+JWfM6XFWafXNqcao5t8g81vSxFEaeRdoxb0V9dIaUPta4GaAT562QzUG5aNagt6nSVFX9elJnlq+uOVtXVEBu5pHZpE8DeG5LZ2QMF0y/UIRVXb0blIMyq8zKrMy6yWXJ6Eyx9jnTDohj6Qo4YUEcPvaBYsgXL/QrShhyTnPrhy0trQAdpI/5rqurQ0CHx3TgXpGBBS1nXfk2rujwNjnI6zzp3QjWKSpe+UDhw5i4+bP7CnGwcFHRoiUrKWQDAJIwhfI6HIPskg83ueiALvN4NoO9Hih82PXTny9+8ImHlqzEpAj7D1HjTM7P7itEARffaK9cXb37k76opmqKEHCvqqt3v+U/gsj2oaZAzT5/aUkpbjzXPXfhoqIF/+V5aMVTy5cV/OVPW+EBWfr+sSY6VEgFxJFq0cmuwgH1FcR8K13d6W2lkiup9zGxDjZOhv+8FVCC1jgcdCDq9BzZibAOp5yeIztD9S+Q1dXyWjmYBooOzwPh5vi6F/Zt7j1Q2XNkZ8fJU33hgbZj3dXVu72rvXl5+bk5d7tcLgv0pDcWKd9DAeRZTKtZKswl6wpDy4XSxWUSYZpWxqgHxWxhzO0q3juHpB3ONxxuOPHEbIijoEBdMRslKzR3ghVeSS1wcB45m8TQYDoYYi9h/oNIDA0KB9nG+EWIW84Q7kDRqa2tDUc/louzhFAUJZlU4VvpXTdVTdXUifGUMadTNQrONVVVR6+lHIZ6mv6Ups9m4XxjlXX+L2ZdlZaU3nXXXXfddZfb7fZVVmXyN5mVWd9pAXEQ0OEdAqUMMp//MDkhUw4FkCXfCi44za5qaWltaDiESiuaRt7Y2MQHO+BAGktOuEN886R3I23DgarAMQI6j5auhXUFuMnLy89fsPieeffD0yHiWfBfngX/5YHyISWLpdiNRDNG+tjH8z1mKplGna94CpiF2i6kkplgQB5Kzj3z7l/84BMrPM+geyEgCU/xRYuKV64r3/aW/0hMxKPhLr26ap8frYYONQWqdrzxQOHDsF3gfD20ZOXCRUXbvMUTva0T4t14+/6kOIrKbV2wiZmBG1J07AEdvcGg6LSoO2w4OSVpKHHMex9DWSH9Bi1zkNdBBRYfZUWs0713CwrUybcC5QB0eJA5/OetXNHBAQLR0Xd8YKlQ/QuRs+1xZUwRKSFSiqIqItV2rPst/xF0X0OpPxGP22UkqmTecdubIKezrhwrzB1BR6ot51soQrG0t+lij/ypxYqSHCs76PDCK+wYcMcM6IRN02pWUScWVyhNDOyw4o5FpLHWW5G3xdds6k4srgim6AghQuGQkdQWkUhkYHDQ8K1QaqV+Pcl0HU1Dw8Dk6NXk6NXESDIxkrCHkblvZXTSUU1FRy/M0m6fopNZmZVZ/86l99GZZoM8tWkJdMA6vLZcohyKyqIPMg0qH+jvlUAHiAPrioaTU/scqDuwtGiaFe+UA10HxVZQbh4tXVtaUlpUvBKbrCscFxWvxIQp0AZAR9rIsgB3oPRIXtXSwjUgGyNorMMNKtIlJGIBIJ/Hs3lp4RrXT3++aMlK6je4+MEn3O4F1LEXHwBwRoMmqLsPxav5N+KrrPrr++9Ho592nDxFvz7wrVw5qDBakL9g8cJF6i33KAAAIABJREFURWi/1tl2WBvqmOhthTSCoZsUzeEiDQcdXpSuR3BEpzmfoacZlVBI0kDIkaQUAh0iEpo9LptNho3FQQcwxEEHvhVdiRRz74HK6MGt0Xd8uBJv4boOvkq8fX9feIAoR4S/ECIVV8aSSVURqZ6eczAB0cLRsP/MVoGGa6UbXBTN+VZFZ/aSKzz96GgdBXQILAQjDINymHvFQsQccTjESN0C00EPyTnRsBFGZkXmDj110ko1Ft2Fgw4w6PO4fH7Wp45bUawNA4UI28vLATqUxPl6Ujes8LSxsYnKy/HvLmoYyDI6PI/M53wyRUdTbz2jY1/AbR64mX2VlpSWlpTeydJOJBKprt4dCAS+7w+SWZk1Q77VN9PfgG/4I6k4FjnHRjl8SjkoB60CP+mLUvtjND6WNkAHGCRN7kTohDog85mdJO1AwvGu9gIFiopXYpY4QjmwrrC5roMOK7Ql4gH0gHuoktzeHpDghtQdCjiXsYbLD614Cm4UvwaWGSQl6t/D8EhnHXLK0LkHe+Gionvm3V9aUlqzz//R0brnnt9VWlK6rnwbfkIjxYzvBZMlarZXqP3t2vCnE+ETmL3AO/JRa2M9pmOIN3Y5B4oOgjh83Ca5Syj/hn8EcJGsKwomc4ghEKGQMu8fiFoteFignFD9C5iZwDPI1KqHqMj8PAe3Rg9u/ehoHShHUVKKkgLu6MQjUop1f9xxATJPcVHxXPdcqmLhaZ7cnLt5sZX9wK7ozDICorPtsFHLLf+wRzMbRR7hqQ8e5w2O+THJNjdDOfxRYVqR3jxQ4VHo8E2QiuWkzcmSxZ7P4/a7yTaWVH5FQz27z4SECEvTy4PBIG/3hykqehxH06SGgXV1dRx0DOtK4yxjOTAML/P2t2t6OcI3Nxkiluqt7syFBoaZWHRm3RFLTyLrKo6EO5x1uJYzMZ4iypFYh5LInw/0CdEF0Akc7+CTOzGinJQeSdrh3ZChWEhdjy3TOtf4YFSBdQA6y5cVQM+gXI5kYKFqRm8u59arhR2Vnp/dVwiHC1EeqjCXksicY2A5kR6ztHANvcqnh9or26mvDy8fA98s+C8PRCk6gNVVVLwS3xr/2PfMux+ztDY9vamhZlcq2q4NfzrR23q59dW//9b79996++t3XOk6OBE+kYq2a0MdAB0agMWbJlNLZVPO6WlGY8DLra+eP7YHUgpxBuqqgBdUGEWIQ9bV8Wcfix7cit6AvA0gdstr5QAdXBY9uLW/fgcyyDCtQDnRg1sR9KEWzERdpDBF3/H11++InG2/8JmiO1ZKyoQbRSceIeJCxyBVUVJxZUyIVE/POaR5SktK8xcsRkfHrKwst8vFMzqzlFzZq67SJZGdmhHjjP4oeEkUU3FizHuS3ChHuOkNvsdf4s0DgTgxA3f0PDLxDcqv0npYPKnjLM+YiONwEwdIsmWQ9XgQV3QikYhd0VFVdfzLZHL0Kh5pq+NjY2NjUHQ+6YtSw8BkUpUVHaqz0jQONXyaBD3eOujU1tbiTyl1ypmZmWlsbMKUq5mZmbGxMUflBpXkNOKqsbHJu9rrXe3ls7EikQhiaN7VXkyZoOvts7TwRVHYVVpSGggEhoeHMTaLSzL4wN7VXlKecD3qv0iRwt3wHX0nmSqzMuvftKambmAExNTUjanrU4Q4N6Z0xOGPUHSIciiaI+3RkYvDw8OKInp6zvX0nMNYK76BOG3Hug8f6ATlkHvFhRyyq6p2vEGl5pxyKKxDoFNUvHL5sgKwTl5evrRBOVzUcbNljrl2L0CFNh4l7uGSj2R1zVLGZc3u+Pg1PAbEmy9j4ysCbvgBgMb+KggPf629ssHbULMLQzdR+E0qS/feLZB2RnuaUXvFu+xIZedEORNGXRU1xSHUoDN6NNhWVEVPIdigMSApQxjbaU/qtO1cSylm7lshwYOhEAAdgBcHHdz2/LE9iaHBuDIWV8ag6IBswDqCbTwNnUkgwcMln9One2v2+X2VVSjaItApLSnloGM3s+yKDiEOjhHQ0RUdS42V4FkZc0RDGsdKWInHEXHo0VHd4ZqQpdScGurwD+kMKzdrP0kAFIsrlhvyCaZWacc+60oaAREMBr+eVDHHStrJS0mu6AB0GhubSNG58JmimmVWXNHh4+c0yyu3nNEBCqAvDsQPKDQ4D9CBcpOXlz89ZZla5V3txTVjY2M0+ZwOxsbGhoeHcU8YsZiNxcdmSbO00NcHb8EBHaOUfYYN58JXB77gJL84GAzW1tZCoMrOngMM+td+SGVWZv2rS0ecqRsQdYA7XM7hI65AObMjDvbw8PCFzxTM7+RTPGlKeeB4x+EDnVB0ZqEcbF9lFZ/QSXzDA8gEOsQ6Et9AyKEhU2hum509Z657rgk7NMZIz9AsIOi5Z979rp/+XJJ8eJaZargo2szlH25FSU0IiZO4fiMxDddy7KDDjS2iHHQeqtleETnbPiHevdz66oV9m6HoQNSB8TQh3kU6RxOdkHO04U8RxKGQMuVyKJrDmQaZYupZDCLpr9+BtoFcy0GBFWI61AGZGh8T6/ABWGAy3JNEnc7XN4TqXyAtR9p8pChGKySTamIkGVfGlHgCgo0u3hjSDsOdOB2HziQQ5RFDKUXgXWpPz7nm1g8BPWRXVTyyqLSkdJZWOo4xHRxgnKeihD83CpGMH+1hs8ybiMfQWvjUcUnFkcqseoPvEeLwY6k/srW8vIuqrszOgWa7wu+CMsJ2MCv0KNaieprZTqQlbBmdQCAQCASi/f3BYLCt7YNof7+qqbCl/GzV1dUlRhLoPtNx8pSiKIgPBoNBqrrSw8jGZF2m3NAxz+vo194K6KBJoD6lYXoauID+gdzxgXJjLyYnnwtdlfPy8pOjV+k+aBGN85qmjY2N4Z5ozOM4S8vebRkUxdkF8gyNm0ArZ1yAYVu4W3X17ulpjWaz/4s/nzIrs27Lmpq6QXLOjakbU1M3bhisMzUlj7jiQx6kTcVWFy+OKIrS1xfDcCuu6ABxOk6eIrtKQhxebAUtBz+tQTm8QyAJOVB2sQl0JEVn4b25eJTSOfinOYcccwoAlUUZYo/LCX0kpYfQhzaghys0dJ40IXrK8cXRROPmFHfWiopXLi1cA9ApLioG5dCwz7/8aeuVroPkWyX8VRPiXTT3G2h++UrXQW2oQ42FL19S9AByfzsUHTTOAeUAR8AQl1tfpVIp+Eq8VhxyDjogk0iD81R7BYKR1BdKMXNFB6KORDkoPoeiQ6yDEI+9Il0R4WRSxdbTx4Y/RZEdxVR04sIq8wiRCosRS6ZHUePKmBDxjzsuNLd+GKjf66usAu5INha10pEUHT7r6qOjdeHox8ylIt/KOo2BaTnUNUcaWSUNebALOQQ6nHViwiQkefqVEQxiqWTr9CtnCcd+0o4+ztqPZbwXUY5eXS8URSRGksqlCwQ6ihD4yXvx4sj585+FwqHh4WFVdQAdv98/PDysjo8JIT7piyZGEoqiRCKRaH+/rbxcHndlCSDzpd2qosPnVc0YKk5jYxP3sGaYcsPfy6/BG8EZ09Majc3i52cMHIHBlGVd2dlzCGgwOIJuzo+lfs3ALxCP1NMZVhd9R7fwi5NZmXX71/T0zPS0CTeGewXKwXBymtapjo9JoAMhJzl6NTGSuHhxRFHiFz5T+vpikUgkdCaB7uyQc9qOdZ8+3QvE4SoO1ZZzLQd2FRI5ZFdx0EEAGUZzUfFKPBYXFVNGJy8vH6EcbGANHRDl0AxqBjuuNG2L9ea5eIvd4eL0w0FEkmHSbf5eu3Q0S6XYQyuegsOFbxAees32CmotDdYB6Aw0vzwRPoHRVACd6Du+id5W3g2ZhnRCwqHSdGw9PnxwK9of02wHDGcAiOAkST58k3uF+Z28aAtcQikc7l7hnrh5994tkHM45aCYHDIVn3kO34oQJ66MQdrBI/ezeHZHF3L4AXsaFiOKkhIirgNQ+Iu+8EDHyVOYpXozFeak6DTU7OpsOxwTXdByKJkrmITDQMcsLLePerD3y+GKDt+zGFhc3TGTOrqApMeTiTkMIGPg8m0JHnlbXDCF8w3DHRNxCDACgUBdXR1McADN4NAQz+g4gg6sK2R0MOsK1hWVl7M+OtZuyKzrIOCGv3qLnZHJZqJ5nJFIhI6Hh4cx9yrLlufFeUAShBNIPrgn3gsrCuchxoBXHGdpkUFGF8BE48f4QkROeKMkONFXp+NMyVVm3SFriiGOLucYx9/cmLyBR2NyJ1d01PExNM5BLwqoOLQ54qBhIAqvHCmH5BzqEyhRDvoEYpAnyTmgHGwgDlEOYshEOffMu99RzsnOnpObc7fbuqiHCu/p53YiHoBRdvYctyvHUez5rpveSweYV+Uo5AChYHgZ79Ib2UFaWL9+fc32ilc2eKHuABeQyEHU5nLrqwl/1fFnH7vc+qo21EExZJhZNH6BeuSAG1DKRNQC6wqiTvjPWykpDObguEMJG6CMFNMhOoG9xUEH8g/5X2RakftGAR2JcgaaX/7oaF1iaDAxkoQMAyGHs04yydQdSzzZSjwiJcJfhMUIOxkPi5HQmQQXe3p6zqHm/5UNXseJVxLopE0iQ+Ch0iebokMzO9N1QE5HOemIRxJ1aFvqsBTK6xhSk/N0CAumfJvPZUefMEk7sMoIcaicCqDTcfLU4QOdABpFUQKBQG1tbfeZkKZqHSdP+W0LggUvL9fDyHLVFck1krqjOr16S9YV2UkgCa6L8KAMV3doAS/gCg0PD8N1ordAROHDzCGuUImWfZaWySvT0zzmPMsXAmZBcAL9OKo7nI0yK7O+xzU9pV2fmpqaunF9aooTD4k6XNGBqKOOj02Mp6jjlqLEFSUOvolEIhTKwUaBFVVXoZsOEAeUU1tbyylHMq2w7ZQDvqEmOgQ6jhlkLupYds7dFkVHH9noADesuZ8dfPTecoAevo0Z17regwPXT3/OYQjnOSc50hIXdXjXH3QgRN8XlzGD25Wdk79gcXFRMUoxKK/zygZvNNyFEqp4+34MpQJSjPY0a8OfIpUMOYdXj3PFhVr8IW6MAA3vcUzV4xBdUHDOFR28C5fRze2g8+b2VaCcikcW4WK8sefITsATtQck3JG0nFD9C/H2/RTNIRUHZIPMDYiHxB6p/pyARkgyD7ZxTLgTOpMInUlAuWyo2QXcsXdGxnf35vZV6ImsiDBruGfIGKyenDQVspZoahVhjT2ALGFNZ9thbA461GgnHP3YPkKLx5NZo2QTegiAbAVZaflGjjbLlpblglhcIaigUQwpA3SaWz88fbqXFB2cDAaDjhmdmwGd2GDMQc4hUYcFdHha+RbDyGNjYxh/A1GHxloNDw9j0JV0nhZqo0jmGRsbCwQCGHrFi7NwH8rr8LiMNEuL39B+TB+AfyHINpirhWN0zSGvCt8dvZpZmfX9LpANuiFfn5qCisMzOpKco46PSYgjlEt2Lef06V48UsscGgFBlIN+gEQ5FD1GH2TIORt/8weMKyfKwQ9vSucUFxWTooMMcsnSfJ5EJjnHwjo5d0sBHcO24pqNBDoOZyxPgTtG2Ecv4HK53a4c4+Y5HINc2Tn8jMvt5jA0i/DDRZ3cefMd+ve6XS6XC2Msf3HffCKemu0VKDXXRCfPJh9/9rEL+zZDyKG48fljeyhlDHrAsCpsgA7hC0I5BDoHygt4mxwc4F1SY8DeA5UAHWKp7r1bKIxMok71r35JU8pD9S+gRTIqqvjmE0CBWeiGDNkG0RxsswJrKKUoKdJ1AD38SiHievE5hXisiIPSQp11wl+0Hevu6Tknwl9E+/thaXW2Hf7oaF1n2+G/vv8+hpRh7Dx8K/RE/jwupH56zK7qooEPvNKKjCrHMisCGhzTleHox6FwKBr9NBQORfv7+/piQsRjIh4Tcf7tCBHHSwjbkWXGkMswsGjmKBI8FOtRwhK0KXrEJ6yg86FROW90RwwbxVa4XsTiijmbU9Uw2hZyMik6iZEkQQxOdp8J3SToQPWRGgZaEUdTLUVYVvrB2TuzM3IgECgtKa2u3g0PC77Y9/2hMiuzvrdFiAO4uW6Vc24Yog6nnH9cuTI8PKwoKYlyIpEIBx1eYEW9AbljhVmemFgO1qFpDwQ62BLrIIYiUQ5AJ52oky6JjInWJuo4TXO0LWfVhws+xrBruqvOTpTvMfnGFvrhCpC90J1nenLnzbdN4LbBmdu18N5cdPLd5i1GUxz01OGgc6C8IN6+H0LOQPPLiBtjU08/0m+ouoq6EvNJDkAT5IJp8+Jzagx4oLyg5bVyohw88qor7l6RqEMjQh0pBz1+qLC8N/heTMQh2NgpJ90ZHuJRlLjccYfkHEPCgYcFSvi44wKJQ4mRpKpqiqISSAkRp54LHSdP/fX997vPhPrCA0i4KII3m+Fdc0zi4S2Pu8+EQDDdZ0LEOuCM8+c/+zwuEiNwlpP/uHJl/MtkYiShxBOKEsf3y78XfH7a6CpkfCOY1SkM4gmbc9QV8yRcJ/0kyyxbZpQq9EYDdHRvTlhizkLE4kpiJJmS9RVVVdXRaynK6KiqlryU/MeVK1evXkuMJC5fUtAvx9G6UhRF1dTESCIxkhz/MolavH9cuWLtjKymjPGfppaj8oSOpPfckaDT0HCInCapF05mfevKKjjouH99MJzupdt+h8y6vYsQZ3pKIy0H0s60Nk1aDhdySOEXinLhM0UoSl94oK8v1hce4GXkvAMyL7OyyzlEOSTnAG4kxMEjxAl7OocyOiVLHSgHWGDBnZy7JUXHOr/aWciRsjtOuON4A/LFzLouNsxc9ryMlLRJOdB4YFrpnpeDxpSGz4xLF96b+9HROm34U/TU4aBT8cgilEFdbn2VKsMv7NvcvXcLTaRCZTheBeWE/7yV54I56IBguJ1ENVlSQ53wn7dSUmeg+WWaSc5rr6p/9UskdUjXgV+WrrCcRJ2+8ABxjMw3ggyslBCpmIhTBZZxsWoQkmp01ombdVjhL3QmYNLOxx0XIIeAcgx9KIW69NCZRNux7o87LqCDFN9weNuOdQNZqJ6cd83hPXK4hBMNdwEmLl7o/8eVKxA/aEQTJlxS0RlgSxj6De2POy583HFBAh2qVsOGQ60w3DH4Ricza05ZSJaWYN+UedIm/ICixr80czkMdzRVVUnROX26F5LPxLisuaQFHYelWcvLeb2VtWGgRekx950IOjMzM9PT2uwT0TMr3UrHKDMzM+lI5bbfIbNu74KiM3V9CnBjJnVY1RUJOYmR5MWLI0o8MTg4pChxgA7kHPKqKJdDcg6f7UCUw+UcSucQ5fB0DvENWlVJoCMlkSXKWb6sAJQDVUOWc3jDQBdpL2mJwZ2eJdIBhzEmyQApnTso+OyWpB0gjmlmuXIIdyimg1FZs3xRvrKM2QW4oOKRRZBt0DwQGzDx9996qYSKN/pD3BigA9qAbYR54DSBAeYUVY9D1OFFVfCbqMicIslI6uDKy62vAoC4gcVFnTe3r+KRZAAWEQ8P6EDOufCZQnEczjGMZozach7NCX9BBedW7Ue/CcGNyToiDsohvkF7ZWII/ImQ+CbdPn26ty88QPSARyMsHDbzNIpQ4onk6FX6GZxSVTWlplR9fLeaUqFbALx0FVak8OHxwaSN7ygm4vhGwBnJpH4rsI7VzNJFHYIVkmd4CofNrzCsK2FcIyysYxRYaeZ3ZGAHlT8R6PSFByzqi0FFaUAnrjFDisypNNaV5YtKqZ1/teoqs+7kZaeQwsItoXBoZmYmFA4VFm65BdD5rnfIrNu7aFy5TjyGjXV9cvL65OTk2OTVq9dIywHlKEp8cHCIKAeN2LldFQwG7Y4VgQ5N66QAMhVbEeisK98GOYe2hDh0wOUcyujYFR05jJxz91z3XGdRx4keZsnr2PHC+pLb5UBIXD0ySreMhj2ALjPHYw0mGzqQ49f6lpWVleVyu/7yp618HASkncutr+JM5+sb+BgHEAlsKcrfHH/2seg7PoALl1XwRiIYFJBjtjnUGpKC+IDPA+UF/fU7qHYdcEMdnDnlkKhDnZEpi4Pjj47WkWmFTY3+uJBjwRdzHIQqFVuZrGOQkLW9ctwSTA5/0dNzjoQTYATI5ub55vCBTv/Bt9/yHzl8oPNQUwAjUzCjW1EUWEjkRtFP2hT/j/FTH3SCKy2fmSEasMbOOuA8fC8kC+GGuOcnfVHjU5nxYTOhbJSdC8YuUhiZdQYKc1oSwtRyZlkAHZiAsJokf2tWRceSKU6pqnV6ufkLKB1w6krpL9xq1dX3u4aHhxE0xqZU8v/9QmAZoyq+lw/guOyMIukxdlK57XfIrNu7gDg63FBSZ3Ly+uTkV9dMxIkrYxcvjly8OKIoqcHBIYAO7KpQONQXHuATHqRojkQ5mEwORYdiyDydQ7kczjoEOrP4VsVFxVBxJMRxLrnSS6LcOuuQ7KJzg3tWdJj9VUf6sdzfZfWwyMYy8ssG8WTn5M6bz/I6bpfLne5r3wzruF2uTU9v6g2+B1EHcgsohwZEtO1cG33HBw8LI6uQ1OEhYtRVYbwUHmFOoYacCAZZYxJ1AEwk5xDKdL6+Qb/Dwa2EMqToUPkVJXVQKs/76FDpOw2jOH9sT+Rse194wEI5ikXR0ZsjU89AFr4h0CGxx+ynrMQRcwFCAXd6es7B61FVra8v9p3gBnxz+EDnH/e/zZ+SqwWhSCcPAzh4fmX0Wgp8gKdEJPiWY7rjFrcjjh10DOsqTtFsHXdSKklEyaRKuo5ioRnSaSw9cgQFcQQtS90WCTnpcjmEGvgYHHT0XwrjDfh1+FbritdwJS8lpYwOX5bPk7K88YcHOo2NTahmt6+8vHx0Rv73fXU0CuJneBn8nWO0cf44fKDzm+npwwc6s7IOzszMZGWxMzcHOrd2h8y6vYsrOpqmEuKQkAPTCpRz8eKIQTmXenrO9YUHaLwDb5kjUc5b/iP4d6qk6HA5hxQdVFoR68wOOhLulCzNB+s4ZnTkPLIh6rAOOmlry7+VJEw+svENHejjJugM4jxuFt9hFVsU3KGuhkwc+g4fSb4gO6eszNd2rLs3+B6fai5FdmiaJtIwSBzDmSIlhuiE5Jz++h2wtIh13ty+ihQdCDZS7RVHIrQ2lsLIxD0cdGBdYdtHQBDo9AbfY4BiYo1pZnHKMcnGrLGSIju8DovfBJOzSD4RIvVdQcce1kGDzdOne3nuh+IyKSN8I/1IBpqYQTohG22ICkmIw8/gAnw7+Fq6C2ZlhGRSFSIOXccEF0UYNEMlVGbTP8opG1VXRm/AuJ4O1ht0OfFNyvr1ATpCCEVJifAXuIbz300pOin9Yt4w0G5REdmYn8T6GX8YoIP5oI6II+HOv0ndQVcee1sd3tHnDllcibl+fSoUDoFL6DEUDl2/PsVVmdt+h8y6vYtndK5fn5qcUDniJEevkpbDKEfp6TkH0yoUNtPHcKykmeS8zIqncxxNq1kUHXsMOZ11lZeXz92rWShH9q3ccpT428nm5s5b6s7lCRMubmNRnkeiHMPkYm+8ia8uPc3Kyrpn3v0bf/OHwwc63/IfGfhbj1RqjkdqXYOADgaAU10ViTEHygswGZSGVaE4ixoD4hpMmeCjQCXQoZlWiDn31+/gL0HR4TYWuIfP2KIkMu+SfP7Ynmi4y9L7WFge48oYPQpmV0lCjjWpo9r1IWAB0IdO8sQxGVi0+cmOk6dAG/iXA2wjyjgz9tLrvXt6zilKnIsf9POYKomg4igiFbN6VVL02K7l4JG+NFlX/Ee7/oM/pcaVMfxTx+xoLMENGwIqaz86GylKPKFS+IaGTDku8zPoGZ3BwaFkUoWWpqoavn1c5gg6Fy+OSL4V2U+NjU1c0aEEtFnfnrIQz23oo/N/uWj2J9ampzdxmsGcc3o1O3vO7WWdsbExqnK3gw7h1238iv/i4kJLKBzKKjiYlXUQsBIKh7Ky2PmbUHRu7Q6ZdXuX2TBwchKUgz2LnNPXF+vpOUeUQ6zTcfJUIBAA5QQCAccMsiTn7NnzhkQ5m57exFmHKOdbk8gAHamJjpTRkXDH9K1s5eV2XPjWNMzsxVlm5ZXBN5aX2Os8r0OWlnG3tKKO2/JMusB0zQA6v/u9f+Nv/hA5266JztSpZmneJ6VkaGIDDbSiGnKikJ4jO/mocMmcApfYhzzwweak1lDdOOlGnHWkkeZgHeqmY6/Airfv7wsPMFUmztI5KhVS2WeYczlHWBDHcgDlhjrrUOdl3BkFVhLlpEv+6m14wl8YPXvQqkcvRMerNGGUay2SUaXHcXi/H6McbPZQjlxyFf6CStLIL7PShoavqyipnp5zyNZYmhpz34rXYbEadbO0yjDFUvJXodpuCwCRotN9JpQYSeJvJEWJI0F48eJIYiSBZoB81dXVRSIRTKrhOzGSGBwaMkEnZc0pJxn3mKxjWXfQT2jHxSlnFoihCRKY+nkbPSyiKGrczNcdDjo8R4zlmCa+7XfIrNu7YF1NTqiwqyTQiStjBDqgnIHBQWg5YB2ScxCcpPbHRDnYf9z/dqB+L2k56XyrdHKOZF3NEtNBQEfKI9sVHbfbDV3HquekLbm6SdaR3iK/i4qubDdxG+e5gSVXtqf/quna/+AbgpDDx44WFm5ZvqwgUL9X6hwIOQcJ5StdBz8/sQvCDM2u4uOrwCjUCIc8I15DDogJ1b9Aqg/pPUQ5IBjUt8Mp43oPjKq2nWuh60hDIcBMwB0aOgHQ+ehoXV94wBK1sZZQMePJYlSlgx6GMilWcK6PhjDKyOP6nQ1Rh+rJiSfAPRJzEIuASyjgbJKH8bF1IcfICFM2mWy1sBihoPTN8I2dcoSI4xsBUY1/mcSWf8JrqqpqMRGHvoteO3qsWLEiDpvnQOcJ18ggI1OM2UPWYm/UzKd00AG+2Jddy+G4k+56Pr2cgxdUIoY4mlXkuuMVHT7Ic3aphqZiZRlTIP71RaPO0/XyufNBJytTXv7DX9eL1Nh5AAALJ0lEQVSnpiYn1MkxPZeDADJAB920MKoToNPXF4NvlY5ydDnneAf3rQL1e9Olc+xyDqec9evX2xFHohzOOnbEobnlkqKDdI4emmGY820ZZAtVcLaQH63iEHUMNFnELZGQc+8d+5eWC9edPiH9ZeVyuXLnzX+g8OF15duQ+F7heQZDRu+Zd/82b7G9RTJGX6GhDhLKKBdHIgf531D9C9T6DxiEII7ULEcaVI4LSNEBwfCGOhWPLIJOQ9VeHHco0EM9dUgBwiMSQoCtUP0LAB3mPRnl5YoVXKxwY9pYzMlSFMtNLIOxwl+I8Bcfd1wA+kCGgcCjKKrkGeFK0A8MLw46SDTjMmpYTMBB4RvSb/DIWwRJeDSLS5WOdci0wj0piUzqEf2k57ClKAbrxBOMbPggT8VsG6hjkKLfIaUjDlenrF9OxquUqra1fdDQcAi7sbFJOqbHWbb9goaGQ7HBGK8vo+g3V3Sk7E7qDld0aAK5o21kXzzHc1umN0QikdnbFf5QQAeqjGNl+E2Czne6Q2bd3gUtB5vLOXbKkUwrKaADu0qScwL1eyHnEOKgnBCss2fPGxLr8FbI3zWJzDM60ogrx6orx9HlNkBxBB3nM26XpSLK6KBj3ND0lhwiz27jBbdbPs9DPZLnxe9G4k1WVhZaBJWWlD73/K63/EdOn+5V4omUqoqh1OnTvTX7/E96N0LlqtlekTrVTD11IOdgsDkoB20DASIoJgfKAC/Iw0IQh2I69q6AEHWotIqrNRx0QFQQaSRlCKIOL7+ibjoI66Dcnbau6JgxF1ZjRT6UtdkxD+tI2WSz2py9UTGaI/f0nKPUM29RQ+TB+g3GqW1gX3ggdCaBmEtPz7lP+qKGmpKyI46lcV88kRhJcoGKBjj09cVuDXEIxSAI8ZIrXWsxfKPRaymSNOg0CA9z7mIirsQT+lYUNNwSiujri5GxhU45/FsDRtCXoz6HqvmV9a/HXSQij2RS/bjjQl9fTG+WqKoqGglqfESVKQ4RvkgwR/hFxMMlNII8+t7vdNDhIs3NuFE0Mp3AaNPTm/BXLQ3slO6PV/Py8qWKqpmZmcbGJk5Oy5cV2Au7OOgEg0Fq6IwqsHSfs7GxieeKZi8ZGx4e9lVWSeVmmEv6g16OwJTZd/L+f8X/3/f+GTI787uQ2Zn9nff3/fNutkUYcfM/12lqOt4yPDxMcGC/eHpKIzThoBOJRNLVsS9fVsAdNPqE09PmrfjFEr7MUj7mmECCc3fXXXfZr7/JX5A7dn3//9fP7MzO7MzO7B/D/r5/3s22iFpuxrfC4hghnXG83ldZJYHO2NgYp6VAIBAMBrm6w/GFTtbW1npXe6urd/sqqzjxSIhG/JSXl9/Y2BQMBgOBANQdxKi540bVXllZWZue3hQMBvkn+U6/knfg+v7/r5/ZmZ3ZmZ3ZP4b9ff+8m23Rj/mbBx0eXsaZ2UGHrifQIbzwrvZKF9Ot6PPQGR19jLaBnFHozvS1gErT0xrdma6nGDXZcI5Kj6+y6iZ/Qe7Y9f3/X59t/nm+988m/RLZD+7MffO/s47f3b/1K37rF7otH+Pf8X/sO/w3PbMzW9r/Z3/Df7cvcTt/dt3u9X8POjz+bI8zE3zk5eWDaWa5Oek6BEwkFNkDznaLjd5ur2n/z1jf+x/IdH9mvt/PNstXv9N+0aTPho/3XX9z/5Vvaua70NLs1/zrv7b/pt+dO/k3PbMz277v0P/H/v/tnTtuGzsUhkfdbVR5DXKZIkaKlDcbsDYQwM0tBAhagwBvQK2BW+SuQFtQ7xRagpYwRYoUzvAWhJkjPs5wHtHI9PfhFPKEQx6Sw+EfDh+X7d26IT/cZN4yUOi4/Xha0SNvmhcXlZ0HfTweM2M+HA5O90TnULcUWqKmUyvDq+z/kubHMMTPyRun55v0tjUjw7MW3m6EgPD8jKalOBl1e5QaiRZg+EMpUqUYlZxGU/ci91JJFcKQ7Cs+hPXYWgLevypPhfJ4YNgkltPYo2H0VqC32fbn31wxckZL5i3uG5CbHNNJ6Eid1CpH9MjPTsI6/7M1Zjd01GN1VbSar3AfnckbZKpxRn+b8/4m/JG62MMTr3y6pqU72TXYkAJUPHd5VAJ7ATplIbw3sxCGl0AqTiXLUZ9TBaXn9NpaFvbeLPWgKsE6vYv092HSenRRFyM600XHffFxs1j6CZ1MhaFHnhI6rdF2deMs0aCO3dbGqY1wRo+hn5/TNs6ob6atO1ECD3emX1qtN+bE38PnHAfCdPXAulf59ZVfCMNLIBWnVwhe6u5P5a5OyWHYJKa3rJzXbHhX9MawRWuOmStG7ouT0+VLMeEm8PYe0cnxMGdEx35+kr61bmboNhBaLG7lnOUcvAq2ukSOx/Q4AqJrDD38nLxx6r9NntAZMXe901JuVLJWDespM2MOnwE9jO5Va951r8bKe2Z5Zl7vd9dYucCwgZZ6UHN+tz7tehjt+df6oslpGrlUW9+k2CT23XEXIydINI37OmaFjpQjrckZVei4OTrhjj673U6PVrqROZTlkLXrjhyvqidjTFWJK8EjMmIMXf2c3ExeCzRqgxw3U73TUm5UsjbQf1ensnJzPA8fiTBATq3p9ZVfCH+ovpQAnf70YpPFPlZGMGyIKe038zWbGYnS/CPWvYe6KHJQRz+ZPHUqltuDOFy6FdUTbm3Uxw93re4lhY6QaG7ZlAucc+yodKPTGaWuaj99+ufnz1/21HGnTuwJ5D9eXuSozOgxdPLzGswkWmAl+pLMBjkwd2EMMi3vejQt3duwCsaqkajnrRejqUc91GtNry95PVUIw7Mf9SEngJJfxUOXHb2UMOySFrZl+Tv1TkgFVm5sbXFnZq4eOVNnPr8JB1rqupZhvPXY7jOQp5P2+70TE1LoeIeDhiKjruv1amOvR4WO9MctRDfnuiolX7bbR/thS7oRDXw6naKr7mXtPn9/ru6equrJipXn789VJa63PX+9Y8hh8gaJWRu3LqhZDMOG28hvkh5d1OWROqZ6PXbKbhP88PVB6pVw1xm503FVVV/+/hIeHVWdfyGSyS0Wt+vVxu5KvN/v16vNfH7jlru7mNerzW63+/btP7kzcjgEJYed5vMbF/PhcLA3yo9unsJbrzZ2m+b9fm9zHd1ix6tgN4/YEp1NPHoMOUzekDBro9cFlYth2HAbs6fo0UVNwm63k3olSmpWjbc7jjs66uOHO3cEhDc6klpnPpvNZrOZHXSRuwuGx1F5p2JJZ2xGbFTeXd6MHOdeGDg1OztazSwvxzAMw96Ejd9T9OiipqKu6+32MXXcZqVO4jkcDsv7pTzEyg6H2KOjrHmLocJjw+fzm+X90skpewi5d0jnYnG7vF/q2xnXdW0PTveES3SSsnVDTsq2bqRyGq1mOyoTXRle5QmdTjHk8Nfnf7H3Y5O/OjGst03efLCB9paEjjG/D5M6nU62p6/r2pM+rWua/riHr06OHzMAAAB04a0JnRh1XbulVW50pOuqbAAAACiPEoSOxVtFZb8iPXx92G4frU3tIAAAAFyacoSOeZ3EI6ezWKKrxAEAAKB4ihI6xhjTNM2vl+Px6JZtI3EAAADeLcUJHQAAAIBXEDoAAABQLAgdAAAAKBaEDgAAABQLQgcAAACKBaEDAAAAxYLQAQAAgGJB6AAAAECxIHQAAACgWBA6AAAAUCwIHQAAACgWhA4AAAAUC0IHAAAAigWhAwAAAMWC0AEAAIBiQegAAABAsSB0AAAAoFgQOgAAAFAsCB0AAAAoFoQOAAAAFAtCBwAAAIoFoQMAAADFgtABAACAYvkfJoocYbvm78QAAAAASUVORK5CYII=
AVERAGE ESTIMATED RENT INCREASES IN 2011                                                                                                                                                                                                      

                                                                                                                                                                                                                                                                                                                                                                     Basis for discussion between landlords and tenants
         Montréal, January 25, 2011 - The Régie du logement today disseminated the average estimated rent increases established pursuant to the Regulation respecting the criteria for the fixing of rent.The estimates provide landlords and tenants with a basis for discussionin order to facilitate an agreement on a rent increase that each partyconsiders satisfactory.                   The Régie wishes to point out that the average increases areprovided as indications and are therefore not recommendations or fixedrate increases. The estimates do not take into consideration the specific features of each building; the operating expenses for a building may justify a variation in rent distinct from the estimates.
                  
Here are estimated basic increases. They do not take into accountvariations in municipal or school taxes, or major improvements.
                                                                                 
Dwellings heated with                              Estimated increases
                                                                          Electricity                                                         0.6 %                                                                              
                                                                                           Gas                                                         0.6 %                                                                              
                        Fuel oil          2.7 %                                                                              
            Unheated dwellings                                                      0.5 %                                                                  

For a calculation specific to a building, the Régie du logement offers landlords and tenants the form entitled         Calculation 2011/How to agree on the rent.Using the form, it is possible to calculate the rent more precisely bytaking into consideration the variation in municipal and school taxes,major improvements and all the building’s operating costs.                  
The interactive form entitled Calculation 2011/How to agree on the rent           is now available on the Website of the Régie du logement, at http://www.rdl.gouv.qc.ca. The form will also be available in paper format during the second week of February.
                  
         It is important to note that specific rules govern rent increases forrental dwellings. The rules and the models for notices of rent increasesand responses to notices of rent increases can also be obtained throughthe Website of the Régie du logement. Furthermore, when rent is fixedby the tribunal, the legal calculation is made on the basis of thebuilding’s operating expenses, not average estimates.         The Régie can also be reached by phone:
         Montréal, Laval and Longueuil areas
         514 873-2245 (BAIL)
         Other areas
         1 800 683-2245 (BAIL)

huahualala 发表于 2011-8-13 07:21

在租房委员会的网站上下载表格,其中一份是你拒绝涨租,但要续约的表格。签名后一式两份,给房东后让他签名拿到回执。或者寄挂号信。不管他要涨多少,全拒,让租房委员会去定。

zhenzhen0001 发表于 2011-11-23 04:44

生意商业租约, 是否可以用这个办法呢? 能否找到相应的表格呢?请教!!!!!

生意商业租约, 是否可以用这个办法呢? 能否找到相应的表格呢?请教!!!!!:confused::confused::confused:
页: [1]
查看完整版本: 请教关于涨房租