{"id":42529,"date":"2026-05-11T10:04:41","date_gmt":"2026-05-11T10:04:41","guid":{"rendered":"https:\/\/arklabs2026.nuovosito.cloud\/?p=42529"},"modified":"2026-05-18T10:03:48","modified_gmt":"2026-05-18T10:03:48","slug":"sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto","status":"publish","type":"post","link":"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/","title":{"rendered":"Sisma bonus &#8211; Elenco dei Comuni compresi in Provincia di Grosseto."},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-post\" data-elementor-id=\"42529\" class=\"elementor elementor-42529\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3b058be e-flex e-con-boxed cmsmasters-block-default e-con e-parent\" data-id=\"3b058be\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0450f02 cmsmasters-block-default cmsmasters-sticky-default elementor-widget elementor-widget-heading\" data-id=\"0450f02\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Sisma bonus - Elenco dei Comuni compresi in Provincia di Grosseto<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2a0eb7a cmsmasters-block-default cmsmasters-sticky-default elementor-widget elementor-widget-text-editor\" data-id=\"2a0eb7a\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<div class=\"field field-name-body field-type-text-with-summary field-label-hidden\"><p><strong>Che cos\u2019\u00e8 il Sismabonus<\/strong><br \/>Il sisma bonus \u00e8 una detrazione fiscale introdotta dalla legge di Bilancio (L. n. 232\/2016), che prevede la possibilita\u0300 di fruire di un incentivo per l\u2019esecuzione di interventi \u201ccertificati\u201d, finalizzati alla riduzione del rischio sismico, che siano realizzati nell\u2019arco temporale compreso tra il 1\u00b0 Gennaio 2017 e il 31 Dicembre 2021, su edifici di civile abitazione (prima o seconda casa), sulle parti condominiali e sugli edifici adibiti ad attivita\u0300 produttive, purche\u0301 siano ricadenti nelle zone sismiche di classe 1, 2, 3 di cui all\u2019OPCM n. 3274\/2003 (vedi, in particolare, l\u2019art. 1, comma 2, lettera c); modifiche all\u2019art. 16, comma 1 quater del D.L. n. 63\/2013, convertito in L. n. 90\/2013).<\/p><p>Il decreto rilancio D.L. 34\/2020 ha esteso le detrazioni fiscali sino al 110% del costo dei lavori realizzati.<\/p><p>L&#8217;ELENCO DEI COMUNI IN PROVINCIA DI GROSSETO CHE POSSONO USUFRUIRE DEL SISMABONUS<\/p><p><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAigAAAFrCAYAAAD7KXLaAAAgAElEQVR4nOx9X3LqSpK+nhSzgUYsALEAxLz\/0GxA3sAgZgGWF9CoN2B5BZZnA8YbaMATHTFnom8jPC9z5gkxcft1ELOAq\/h+D9ysk1WSQMLgA3Z9EQobqf5JlZWVlZlVaUBDQ0NDQ0ND48Jg\/OwGaGhoaGhoaGio0AKKhoaGhoaGxsVBCygaGhoaGhoaFwctoGhoaGhoaGhcHLSAoqGhoaGhoXFx0AKKhoaGhoaGxsVBCygaGhoaGhoaF4ejBJQ8z0\/djg\/Fofarz\/nva393DQ0NDQ2Na8DRGpSyiZru5XleOZHvy7fvPi\/7UL66ddURNsrqPfRsXx4NDQ0NDQ2Nw\/gQE09dYWWfYHMo72+\/\/ba3rjptOiS8NBE4tHCioaGhoaFxPEoFFJpcsyxDHMcYj8d4fHxElmXI8xxpmmI2myHLMpEnSRKEYYgwDJEkiShjPp9jNpshTVMhRBDSNMV8PsdyuSxM6EmSYDqdYrvdSvezLMNsNhNXmqaFdlP+KIoQhiHiOBbp1Hap7eH3ZrMZkiQpTbPv3TU0NDQ0NDTeh4KAwoUTy7JgGIa4xuMxACAMQxiGISbzMAxhmiZM04RhGPiHf\/gHALsJnvK2Wi2pnjRNpbJ53fyZ7\/tSPqqbX77vS2YV3\/dhGAZs24bruqJdcRwDAKbTqcgbhqHIR2WLj2MYcF1Xatt4PIZpmtK787aYpnlEN2hoaGhoaGhwVJp47u\/vYRgGoigCACwWi8KkPJ1OAQDtdhu2bSPLMmy3Wzw+PgLYaSlM00Sn04Fpmnh+fi6Ub9u2JBQAwO3tLQzDgOM4sCxL3OdCxHw+BwB4ngfTNIXm4unpCYZhwPM8kS9JEhiGAcuyhAaGftM9\/l4E0zQxGAyktqnCGb37ZrPBdrsVQpCGhoaGhobG8ag08fzpT38q1WAAxUmaJnvVvEGCQBAEMAwDo9FIaCIcx4HjOHBdF4ZhSOaZTqeDm5sbUc9kMhHP1bqpbDITOY4DwzAKbfE8D4Zh4OnpCdPpFKZpirKGw6Eom2tASIPC21b17mVmKg0NDQ0NDY3jUKlBSdNUmHhs25Y0A1VCgmma8H0f6\/UaeZ4LASUMQyEgbLdbodGIokgIKAQyv8RxLNJxIYmECN\/3EQQBLMvC3d3djxdiJiMC17yEYYj5fC60MFT\/bDbba+I59O4kgHGfGA0NDQ0NDY3jIGbjstV\/mqbCn4M0IUBxkgaAOI6FucayLOFMSkIBmV7iOBaTepZlBQGF6iOzi23bkpmH6ibtC5lpSGNSJqDwfGEYinaRoy0JIlUCSpkGhUxMAPD4+Fh4dw0NDQ0NDY3jIc3kVVtrl8slWq0WTNMU2gjuKMpBAsYf\/\/hHSUDJskz4hliWJXxEVAFFdcyli\/xXVCdVcqil8trtNgzDwGq1Km1XHMeYzWZSGeTHMhgMamtQyP+mrA5yvNXQ0NDQ0NA4DpUaFFUL0O\/38Yc\/\/AGArEHJskzacjuZTGAYBh4eHoS5JgxD5HkuzDx8Rw0XUCiv53kIwxDj8RhBEAiTDq+bNBgkbJCAMhwORf30TtvtVmhattutpEHJ8xzr9VqYqPiOItu20W63pfej9qZpWnj3l5cXmKaJKIq0P4qGhoaGhsY7YFSdguq6LhzHQRiGBc0AFxKm0yksy4Lv+xiPx2JS32w2QhCg7clxHMM0TWnnDBdQSIBJ07TgNEtmn7Jtxq1WS5h40jRFq9USvithGArzy9PTEwAIHxTSoOR5jtFoVDAPxXEMwzDQ7XYlPxoydc1mM7Tbbfi+jz\/96U\/odDrSu2loaGhoaGgch8pdPJPJBL7vw3VdeJ4nOcmSQ2mapthutwjDEK7rwnVdBEEgtC\/r9Vo4pQIQAgYvK45jIfhEUSS2NXNMJhNR32KxEIeiUVkkEPBzVMbjsWiT7\/tCW8LbxbVE9B5q\/fP5HJ7nie9AQg5\/H9d1MRgMcHd3VxCuNDQ0NDQ0NJpjr5Nsk\/v7joZXT5A9hPe25RjUjctTN5CgFlI0NDQ0NDSOhwEcDsrXFKcob59Qs6+sY+pr2rY6wpmGhoaGhobG8agVLPCYqMFNnlOa9wboe0+eumXpSMUaGhoaGhrnx95ggXXva2hcOrTW6zqg+0VDQ4MgCSgU4ff19RXz+bz0OvRcX\/o69TWbzfBv\/\/ZvmM1m4rea5hiaLCvn1Nfr6+uH1MPP\/TmVJvIjoJqD8zyv7Eve\/+\/hQYfyUvkf0W\/60tdnv\/g4Khv3+yAJKK+vr7UYiYbGR6OM\/pbLpZiY9\/k9\/cwJ+yPqSdO08enFlzSe1bbM5\/NaW\/WPfYdLencNja8ACtILNBt\/koBSdjKshsalYrlcVk7Ml6JF+IidXXUFlGvxn+ICyke3+dK\/jYbGNSLLsvdrUHgBdaAHs8bPRJmAUsd\/6qPp9tz1kYDS1M\/mUsfv6+urpEF5r\/9Q012F1yLIaWhcC44WUPhgnM\/nBwenHrQalwIuoNSly59Fv1W71E6BNE2xXq9FPfxvVVsuBWXCA4XQUNH0PCVeJv0tW4TRsyAIpEMkNTQ0ToPNZtNYAQJUaFAovg2PT0OXDoSncSkgAYVPcrPZTIr51Ol0BM3+TOFkPp\/j8fHxLO1QTTxUfpIk2Gw24v5qtWos0P0MqAIKtdVxHHQ6naPbniQJDMPAYrEolA3swm5QWA4NDY3TIcsyvL6+Nh67B008dJS7iktmcBqfC1W0ppp4Zr\/HfoqiSExwSZKIQJN1yjwXKPTCqevN87zSB8VxHOm37\/vS5HypKHOSXSwWsG0btm1jMpm8u46yfnBdVy\/ANDTOANXEUxcHBRRirComk4mIUROGYSGiMcWuoSB+wC7Wjno\/TVMEQSDi5jw\/P4v0pHIlIYmvbtR8p2BaGtcFVUDh2hIVPAgm0SfRTJZlCIIAg8EANzc3mE6nIl+SJILOOW0STfq+jyzLRPlxHAuaJHNBHMewbRuWZUn3qV7XdaV6m\/pArFargomHYmkRsiyDbdul3+TSUCagBEEgLlXg5H1KfbRYLEQsMa5Bc11X8J4sy0Qa4k2cfojHDQaDAo8r6\/8kSXBzc1PgRyQkU\/qmO640NK4dZxNQwjDEYDCQ7kVRBMuy8PT0hNlsBsdxhBCTpqlY5cRxLJhxGIbodDp4eXnB4+MjPM8DsGPeURRhPp\/j\/v5eRDMGfkQ6jqJIREL+85\/\/LOWbzWZ4eHiQ8ml8DXABhdT3XFgg8N+GYcCyLEwmEyRJgizL0O124XmeoEHTNMWONtu2EcexCFiZ57kQQma\/B82kCW88HqPX62EymeDl5QWtVgtxHCNNU\/i+j16vh9lshtVqJQQGz\/Mwm80QRREMw5CEo7oCxHq9ls5BAYDhcIiXlxfxO45jEYW7Sdk\/A2UCimVZWCwWWC6XME1TMl0ZhoF2u43JZILlcoksy9ButxEEgTD50XelKOYkrLiui\/l8FxDUNE3Rx8TjHh8fBY8jPvj4+Fja\/91uF4+Pj3h5eRGCDtFlGIaYTqcYjUY64rnGl8NZBRRVg0JMm5CmKUzTRJIkSJIElmVJmpOyPCqm0ymm06k0Obiui9vbW5GmTAU7m82Ez4zeJv21wAUUogGaeMfjsfBD4fdN0xSr7DzP8fT0JGkW8jyH7\/tCgCYhg54BwP39PRzHKUwytm0jDEPMZjMxGdHYUTWRj4+PBY0Gr7cJ0jQtCCiqecfzvKsR4FUBZTKZSO\/T6\/UkXmKapqSxII1VGUhAWa\/XhUWN4zhCS0vCBrDr99VqBdM0sVgsEEVRaf9bllWgldFoVND4dLvd0qjtGhqfFR8ioNCgMwyjkJYGPgA8PT2h1WpJ6lT+nK\/ekiRBq9USWhieThVIuJlnsVjAsqzSfBpfA8vlEuv1Gnmel044wA+\/FIJKJ2UCOL+XJInwfeAaiSAIYBiGpOI3DEOstGl1HgQB8jwv1HOo3iYaDtUH5fHxUdKWrFYr\/OM\/\/uNP3WrdBKqA4vu+MLOQoMf9eVTeUqb1pWf\/8A\/\/gOl0WqALAKIOKnMfj6P+Hw6H2G63wsSj+snwMtV6LrkPNDROiQ\/VoJDqk5CmKQzDKJzq6XmeWBG2220pD8F1Xdzd3f1okCKgcL8TLrAQ8+f5+DZpjc8P1QfFtu3CapU0KwR14omiCN1uV8rj+74oh+iJVP4cZKa5v78H8GMFXeZDompQyuotW23XgSqg3NzcFHy\/qI3XMD64gJJlmTCR8MswDCGccrMNUPy2qolvPp8L04uqQSH+ompDiMfx9NT\/qjaE04rneRgOh1JbDmmTNTQ+G84uoPBBHoahsPmS+pUEkaenJ8RxLOy2o9EIeZ7j9vYW3W4Xz8\/PiONYpPd9H47jYDab4ebmplKDQjZjWnmMRiORj+zH3H6v8fmhnoOSJAna7TY8z8NkMsF0OoXv+wUNCqfzLMvQarUwGo0wnU4RhqFQ5SdJIkw2w+FQTHphGOL5+RmTyUSayMIwlHyzoigSQjlNWtPpVPi+WJYF3\/eFL4NhGJJg0cRJlhYHWZbBcRwpr+M42Gw2V6lBieMYvV5Pep7nOfr9vqTt4FqxNE1hWRaCIBD+JbR44XyCfICm0yk8z4NlWaJM6svn52e8vLyg1+sJnhWGIV5eXjCZTMTCi2iFaI5MTHxnGfG4brcr+dBoaHx2nE1AUZ3rAAgnMlK18hXEYrEQtvfb21sxELMskzzfabuj6kkfBAGSJEGe54WDk\/jvzWYj5bu9vcVyuRTt4381PidUDQqtdEnFT1o2rv53Xbew1VbdZcFp8\/b2FoPBAL7vC7rkO9jU1TPfxRMEgWgfp3NS\/9NYGQwGGI1GRwknwM5Jlurh2hJ6t2P8Wn4muIASBAGenp4KaSaTieBLg8Gg4PNGC5fBYICHhwdxn5udyXmZdlZxp37gx67DwWAg9XNZ\/\/MdWZxWVHoJggDb7fZEX0pD4zpwNgHl0tAkxooWUD43mhx1v+\/5Oc4maZrmPW3gTrKO40jfpOx01EsfF4eCBTY9up6n\/Yj+\/+jyNTQuHUcLKHzwXIOAovG1wem1KljgV5sQ+AmxqiZB\/X0NqBvN+CvhZwhWGhqnwpfRoGhoEI7RoHw20BZYOqiN3z+U7xJBYQG0gFLEtfgQaWioOMlR96+vr6dsk4bGSVClxi+LxVOW7rOj7KC2MlzLd5nNZtqJtATat07jWpFl2VHHgAgBhVYudM1mM+m3vvT1sy9Ok1X0OZvN8Pr6+mXol97zkKlL\/f\/SJjk++b6+vv7073qJl\/4u+rr2qykMzhzm851qVV\/6uobrr3\/9K75\/\/44sy7DZbMT9zWaD7Xb709v3Edd2u8X3799LNUn7BAH1\/58JtR3z+Ry\/\/vrrT\/+2l3IRbRNdfyX61tfnuP7+978LAaUJ3zH4yoVLOJfCvDQ0gPJdL9pJdocyE881OlVS+2azGbJM+6AAP2\/nkYbGKbHZbI4TUHiGY5xYNDTOjSqarPJB2ZfnMyJN00I0Y44y34VL\/T5k4tECiobG50Ce58iy3S6epn5UehePxkVjnwNslQblK4EOp6vjJEvpy\/6\/JMznc32YGUOWZVe5XVxDg5BlRSfZOvynVECh45nLLn70\/Efg2HoulflqnA5lAgqdIEr0ShGGgf00UZdejjmEjdpVFX\/lvbsz1Fg8+8q6hp0g5AvHEUURbNsu9OkxOEQHH\/1tVKFxPp9Lccvu7+9FbJ\/3tO2S+1zjc4M0KE1RKqCocXfUYIFN0GRQ7GMOxwwuPSA\/NyiaMYHHPaEJjo6x5ziWxurkq0rz3nG0r01lAgqwO1WWvgOFjnh5ebn4caEKKBTHiFZgdES9ijr841wCWlX5dc1rvO1NaaWJ4H0NAqrG58PRAkrVSbK\/\/fYbgPJggYAcj2I8HksM5fn5Ga7rwvM8KT7Ow8ODuM\/jYVAMC4pTQnXRMd3UBr4SVvM9Pz+LZ\/yvxudFWTTjKm0J\/SYa4zFxNpsNbm9vBW1yVSTFsnFdFy8vL+I+jyvFaZ\/H4iGNSRzHsG0blmXBdV0RW2az2QgaVuttAorFw9+Z2s3vUQC7Sx8bqoDCAzKqaMI\/iE9xfkJp7+7uRLBIladtNhvBuzgfAn7EWKLYT67rCu2H67qYzWaFGEzA7vRftd1AkVbiOEaSJBgMBiLvYrEQZfK2bDYb3N3dwXVd3NzcVAZP1TxS46NxUg0KBwVe46AVTRzHmE6n6Pf7QuJfr9ewbRuTyUQE38rzHGEYwrbtQjTjOI5FpM8oiqSQ5q7rihXx4+OjFIn28fGxkK\/OTgaNzwMuoCRJAsMwKp0riRYMwxCRuJMkwWazQbfbFQLC\/f09TNMUwoJt24jjGJPJREwGJITMZjOMx2MRGC4MQziOI6J80xhZrVZS1O40TbHZbEQ0XU7DxwgpPJoxgcfgyfNdwLrRaNS47J8BLqDwfi0bz3X4x\/39PeI4hmEYsCwLURSJ3\/S9B4OBiGb8\/PwMx3GElma5XIqgk2oEax6QkgRN6guqjwIbWpYl3iOOYzw8PGA+nwuaI18ilVZmsxlM0wSwE0La7TaCIBBRmGnXUxk9HRJSNDQ+Au8WUMh7nv4nlKkbiWkTVquVCBW\/WCxgWVbBqUvNw0F2V1LR06ByXRd3d3eiPYPBoGB7ns1mIt+xK1CN68RyuRSTwXQ6FUwc2NEt950CdnRmmqa0ko3jGJ1ORyrX930hQLdarQLdRlGEfr9fEIa63S7G47GgSVpZU3v4OKKVMh9rvN4mKNOg9Ho9bLdbcc\/3\/asZH1xAobG9z1l6H\/\/gkdjV35yfqM\/iOBZ+H4QkSTCfz9Hr9UQ+oi1qK1\/MGYYh0VoZjyrjXyqt0HNql0qvdJ80ZPRNRqPR1UWy1vicOIkGpYyBlQkoZQNN1W60220ptHmVAJEkCdrtNhzHESseKkdVw\/Lfy+USlmXBcRwMBgPBmPTK4OuAa1DW6zUMwyjEpJnP59IkotIhp+8yH4AkSWDbttAKEoIggGEY8H1f7DgxDAP9fl9S99\/d3eG3334raCLVcUUaGPVeHfBggQCEcETIsgz9fl\/Kc8njpEyDwoUt1ZTVlH9QGfy3ai7hWossy+A4DmzbljQtVMbd3Z3QoPDyOa2pv5MkKfCv2WxWSgdcQBmPxwV+XJYH2O\/Lcsn9r\/H5cFYTj0rkqk14tVrBNM2CmtnzPCHBW5YlbO8cNMBFg9ggVpkG2Ybpf77i0RqUrwcuoOR5Dtu2C86T0+lU0qCodEK7Q1RNBi+H\/Kf4ipr29ne7Xdzf3wP4QeNlDpHqxBJFEbrdbqHe4XAo5TuEPM8LB7UNh8OClohrIi99cirzQaFvzMEFBMIh\/lHFTwaDQUGDQhqJMAzR6\/VK8xHNqcIQtYWf\/cCFENd1cXt7Kz0jzY9KK1xAKaNXfp9DpWP6ZhoaH413CShEtFzap79VkjnZVieTCRzHkXxKyDeF7Li0g4BWoU9PT7i5uQEAjEYj9Ho9zGYz3NzcFOzCVQzG9330+31pW6kWUL4WVCfZJEnQarXgeR4mk4nQJOzToGRZBsuyhAmETENJkiBJEoRhKMrpdrsAdvRPtM9NQDQunp6ehB8APeM7UZIk2VtvU6i7eBzHkZ7f3NxcVdRnLqCQvwYdcTCdTiUzx7H8Q\/1N2hfqW+5w\/fT0JPgd9RM96\/V6CIIAYRgiDEOp\/1QfEN624XAo\/Ew8z5P8njitLBYLSUBZr9dotVrC74V8TjabzUF6uhYBVePz4WwmnjiOxcqCE3YURUKNHUWReEbbOknDQU5h3Hve930xcMgLnsoJgkA8445+\/DeVV5VPD8DPg319yX1QCGmaCjrjDoxUFjc7EjjN+r6PxWIBYEebtCuC0yzfwRZFkVQWOdDSipwEA06vpN3g9Y5GI4l+m9AwF1D4eKVnJLBcywRVdg4KTcbUF9Snh\/gH19qq\/OT29lbwE6KVKm0I0VQQBIiiCE9PT9hsNnAcRwgo5AhL\/avSGv0m\/jUcDuG6Lh4eHqR282fkzM3NkCSMqfRH9DQYDCR61dD42TiJBuX19bWRarnOvSaok7\/Jnn+Nzwfex29vb7VPkj0FbRw6Y+MUbTimnfyoe9rCT+U8PDxIk9iljhH1uIN9R9036YdD71vmn1InHwChJd5sNgB+7GBUhdayMpvSUp28GhqXipOfg\/JRA+KYsvd59B9bpsb1oUyDwrUPVX952rL\/m6Q9h+DTtEzuJPvw8CA9e3x8lI6Nv7SxUfbuhwQUnu8Yoa8sjyqgHCqH\/r+9vUW73RZbirn26ti2NLn\/XqFZQ+PcII3hu4MF1pFw6q5Iyu41HTTHamn04PycUPt1XyyeJsLHoXqaoopu67TpmDHCnWSb5L\/UcaIKKMe289A35\/d+pua4Lg619VpMeBpfC3meY7vdHuUjKvmg1DXxVNnIywbIKVaep1TpalwX9vVnHRPPsfRXN21TYee9K+OyfGXnoNTJdwng7aDTq2e\/HzxWlfYUWteye00WP01p4pzCg+aDGpeOd2lQCPP5HMvlsvJ6e3tDkiTif7pPOx7of\/6sTllqeVUXT19V5tvbGxaLRa3y9HX5F9GJSntJkuAvf\/kLvn37dpBGqsrg6dU0x9KPmo\/XqbZhX31N6v\/3f\/\/3wvkv+3Bpk5cqDL6+vuKvf\/1rrT6t+70OPd\/HW3j\/VPUTz6+Wpfa7mkZ9duiqwwc\/cozqS1\/7riRJ8Msvv+D19VUsQuqi4IOSZRmyLMNmsxH\/77uXZRm22+3Be5vNRrqnlkXPN5tNZdr\/+7\/\/q2xDWd110urr8i\/qT6IPuv\/LL7\/g+\/fvEp2U0SIvo+z\/sny8nqoy1fSH0vEyq9Kr71jn+u\/\/\/m9Jk9TE1+aSQG2bzWb49ddfK79N2Tfaxz+q6IDno6vs25fV26TvqtrbhHbUfE3q0pe+fvb166+\/Hm\/iqeODcsjh8BQ4pW\/AJTNijeNQ5YNySv+Bunb+fc\/430NmzyZtrUJVNOND5V3qGHl9fUWWyT4oVWZljlN\/11Oa9s6Z5j3pNTQ+AlmWSYcW1sXBk2RPgVMPGu0oqwEUT5KtwnuF6kunpToCyjVBPahtH34Gb6mTv4lw816fmlPR97Vo2jSuDySgNEWlBqVsEJ1bdfweLY0eUF8PXECpQh2aairwnnu3RNPym2pQLn2sNN3F02TCb+ocHcexOJ7+UDlhGNbaVVaWjmzzhzR6dTRJ++quyn\/pNKFx3XiXgEKgAujkQgp6xoOf8RDuhKoB0FQdXva86nedZ3rQfW6UCShZlkmnHNeN4nuKFe++dGmaFk72rDNx1EGaplitVo0ErUseG2UalMViIZ32e2hHwL73m\/1+NHxVev6\/elz+vnJ5oEKeVi27KizHer0WdEsnEdN3eHh4wB\/+8IfKuk+5QDxlmRoawAk1KHm+O1RlOp2KGCQUM2I+n1c6472XuA+t8PRg0VCh+qCkaQrLsuB5Hp6fnzGbzfDw8FAIolaFY4WEOvS6L7IsT3+MALFarUp38TiOIx3SFgSBFETwUseUqkGZ\/R6LhuIiPT4+1u5TFSQg1N3yqEYo3penTPAoS1sloPz5z3+GaZqYz+fiaH8KDLjdbrFcLivfqc69JukvlTY0rhMn1aAQ8rw8WCCwmwyiKBJMQ30WhiGiKJIYzXK5RBiGuL+\/l+4\/Pz+LYFvcpyCOYyRJgul0KurhA2cymWA8HpeqTPUA+\/xYLuWTZF3XFUErObjgQbRCgd3oPgWCi6JIWl1nWYb7+\/sCbc5+D8jGY7vkeS7K5umn0ylc1xUB6HgAuap6qbw6IA2K+m3Ub6FGwb3UMaIKKDxwH0HlA\/yb0zPSpvG+oCB6w+FQEjzW6zXCMMR4PJZ4yb4TZqn88XiM7XZbEDyIb6l9W6Vpmc\/nMAxDaj+lTdNURFAGdn1OdMnjDRFf3m63iKJIqpvKfXl5wXg8LvBn9btqaJwKZxFQgPKV32w2E5EzwzBEu90WRzxnWYZOp4O7uzvxHNgNCorCORqNBPMMwxA3NzcIwxCe56HVaolB47quWBEPh0MYhiFWipSe\/rbb7cJg0\/jcWC6XWK\/XQjAwDOPgrh46kvzu7k5oE2ilymmJ6IxMCnd3d4Jm5\/M5bNvGeDyG67piUnp+fhbHnQdBICas+XyOwWAg6qD0ZfU2dXald1fzqYHxnp+f4ft+o7J\/FriAwvu1DCofsCwL2+0WeZ6LvguCQOI3hmFgNBqJCZ94093dneg3EiJd15UEAw7HcUQAwU6nI0UkDoIA3W63lD+pUY4J0+kUpmmK3yT0qBGNAaDT6YgghZZlCT5L6YiubNuW+t3zPHQ6Hel7lTmaa0FF45Q4qYDCVZnEhPl9x3GkaJ\/T6VQwkdlshm63W1gNUh4qh6uk+QqXr0LUFTEvo\/AiFWpTjc8L7oNCq08CRRWmi2AYhhR9ezKZwLIsyeeBJjZKr\/qOEHNX4TgOHh8fxW91YuTteH5+LgjVFIW2KXiwQN4WXjb54lzDxMMFFOItVVDNLpwPlPWdmgYAer0enp6eRBm3t7e4ubkBUDTxqHSz2WyQ5zmWy6UolzQfXKhyHEcEEaziVUTDZOIhAQiAJKDsMx\/OZjOYpilF3qZ8Kq3T+12L4KpxvTiJgMIHDVeJqxoUPsDKGMNwOBQSfJZlex3DsiyD53kwTROGYUirEFW9yh3WNpuNlE8LKF8PXEBZLBYwTVMIxiQsR1EkTXAqnXD6JlrmQnkcx0JbSHVlWQbHceA4jqSl4LRIF5XDy1Tr3XevDlQTD\/mOETabDfr9\/lU4yAKygKIKniq22y08z5O+OfUv9d1oNJKEBVWDsa\/fqkw8VXyRfPfU8siHhtLtE1BIqCb+CaCgQYnjGLZtF9qrpqPfqrl+H3\/X0Dg1zmriGQwGcibDEOpxcuDiq5U8z5EkCRzHkVaiLy8vhfI9z4PneaWCjMoc+G+ej8rXAsrnwz61s7qLx7KsQjRflWGr9v8wDOE4jpSHaz6AnQDg+37BMZNWpAwDjdIAACAASURBVKQ1oXFRJgCo44jXS+nVeutCdZL1fV9yho3juBBl95KFFNUHhfMbFZ7n4ebmppIPpGmK0WiETqcDoHwXjcrPOIjnlGktVLqhconmqvw7qkw8Kq1ykPmHeCt\/B1WDwsvgAl4Yhuj1elJbOM1dMk1oXDe4gNKEzmr7oPBCaWcPHWM7HA7FYOU7fUiIoP8HgwH+7\/\/+D6vVShI0SJ1Kq90yAYVU72QPvrm5EWXf398XmI4ebJ8HVUKKuosnjmMYhoGHhwcxOXANStnktFqtYJqmEDKm0yksy8Lz8zPW67Uwizw8PKDdbiPPc0wmE3GceKfTEUIRjQui\/yRJRF3j8VgIOFmWCd8K0sCQX1fVRLwPqgZFnTg9z9t7FP6lgDuL8sk9CAJYliX4EwmMgMxjqK+n06nQoNF96jsA4rtTHaPRqNBvVBfnOfy7cSGBeCDtwAF2PiK+74s6JpOJKJ+EZJWuy7RFqgMt1U1mnDRN0ev19mpQyK9lH81di3ZN4\/pAO4NfX18b09fBaMZlKkDVLON5nljBTSYToXp0HAfL5VI48rmuC8Mw0O12xSBJkgSdTkeU0+\/3a2lQkiQR9dzc3KDX62kNyidGGWHzXTzcN4DojGiQC7nchEigbatEm\/f39wB2DN1xHJimCdu2Bc2SYyLRLE1Cm80Go9FIqpsEnPV6LeogXwRS01P5dJ\/a2mQXD01+j4+PkraE3uGaQJM+f3\/+zfmuHs4HPM9Dr9cTiyTHcUT6OI4ls4ZpmrAsC8Cu33zfF\/zMcRxJQCnToJDJxLIs4aTKHabpLCkyW3MhsUrbqzrJcqFBFTxub29hGIYQhOqYeIAdzRG\/7Xa7Es1paJwDJKCc1AelSeX8b930xzw\/VR0a1wN1lalqUGgXT90yjkl3zBkRH3muBAkoeZ7j5uYGi8VCPKOtph\/RjveAt4s0KHX7Y9\/9pmUcQlNaOiUd7OO1egeOxiXjbD4oHHUH3bkHkFZHfi2U9TftnDhkuqgj8Dahoypa53+bCjDvpWPaxZPneWFFzE0Zl4iyd399fS3sAqzKe6oF0qFymvRpFb0ei7rlnFvo0tA4FpvNRrLQ1KW5dwcLPPUKpSrvvsGv8TVRV4OioqkAQXFSqvI3FciP0cDsQ91ggZc6ZtR2kYmn6nkd\/rAPan8eak\/Z\/Sb1neq77\/sOdYSYfe3XGhiNc4BoabvdHuUjetAHpUkj1N+nUoUfoy7Vg+xzgtNCWSyeUwqwx04+H017x0QzvuTxMZ\/PD2pQjtXSvle4qVvmucs5hfmr7JkWVDTOAXKSBZrRVcEHZblcIkkS6e\/b25v4n1\/83tvbW+F5VVo1fVnZTa8kSfD29nawHfr6PNdf\/vIXfPv2TbpXp\/\/r0Bun\/ao0deqiNE3pvcmY+PbtW+lpoNeK+XyOv\/3tb7X6gvOqMj51bB+duk8P1UHtb1K\/+ntfG6p4uFrevnT60tex1y+\/\/HIaHxTaOqxetK1ys9lgu92K39vttpCO7vG\/ZffVi98vS1OVT1+f\/1Lpbbvd4pdffsH379+l5+rfQ1cdmjo33W02m9rtLbu+f\/9eOEn2GlfC1M7ZbIZff\/31ZP3XJL\/Kq+rQJM\/3Xvqu+15qepUvv6ct+tLXqa+\/\/\/3vhcNd6+AsPiin9FxvUk5dB0WN60ee53h7e9sbJPJU5p665oRDDrPHOmgeQlmwwCb1\/0zUcZI9tY\/RKUwaTergv9\/rm1SnzkvsZ42vDXKS5ahDp7UFlGO85JsOwCYDizu6nUsg0rhs0EFVhHMw6GN9HeqUc8z9MvBtxtdK+7zd6kFtdfKd0hfoGH+NOvXVEYze61d3rf2v8TlB9JhlWeFwwjp4twblUMPqPj\/1wNID9fPjkAalDKcQCOqUX2ciO9WkqmpQrp32ZyUHtak4h1as7P7T05NQTU+nUzw9PQHYnUBM\/5\/Ksf89bb32Ptf43CABhVCXXoWAkue5kHDoFMSyi07TPEYdemiFe8zkogfm18VyWTwHZbvd4v7+XtArRfGtwjE0Vfc5T7der5EkyVkmXX4OSp22XDLyPC\/dZpwkCXzfFxGfmyym1G+glr8P\/CRZHk9pPp8XYpTl+S4cB51E3BSn0PhooUXjEpFl2VHR1A1AHrjAbs8yReWk+CLz+RzT6bTgjKeiyWqxKk\/dZ\/vS6MH5+aGaeNI0hWVZuLm5wWQyEdGMeZC\/Mvo8pYq9CmrIiFOq69frdekuniAIJE1EHMcXGQ5Cfc\/X11dJgJj9flx7GIaYz+ciNEGTcvn\/asDIqnYAcngNNSif2p9PT0\/odDqwLOsk\/Gefye5UpkcNjY\/Adrs9z1H3FCZeJf40TRFFEcIwLHjnUjDAKIokRpMkCcbjsXQ\/z3O8vLxgPB4jDENpwonjWARcI+bEMZlMEIahyHdtq0WNeqjqT1WD4rruwcisRCthGIro2wAEDT48PEgOmlmWCTrndc3nc4RhKMV4ASDK5ulpMut2uxiPx9I4IxpWx0QTlDnJlsXgsW376Do+EqoPSqfTKY2HQ5hMJgX+kee7+B8PDw8Yj8diYUVxeHzfl+J8lfUbUK1BWSwWBb7oeZ4QUnjQxyRJRNnj8Vhoqomu6CKsVivxjDTW1MaHhwcsFguEYSiET17+MatUDY1zQzXx1EXBxKOCBqXqxGZZlhjklmXh9vZWNMS2bQRBIDEBCk1P92kiCcMQnueJv5ZlCebkui4sy4LneSKYFzFiNV+r1cJ2u238ATSuByrj5QIKRWo9dGCZYRiCXmkS8TxPBKC7ubmBZVliQiMzEQ9LP5vNRHrXdcW4eXl5QavVQhAECIJABIWbTqdwXVfkIQGF10u0f8x5JvygNsqnxuBJkkS0\/xLB35ebYA71K+cD1HeUl8xBvO\/G4zEMw6jkTbzfgGoNCm8zLdhM08Rms8Hd3Z30rbkAYdu2MAGREOL7vghcCADdbhdBEAjeSgISaZKIZmjxRgExqe3HOCNqaJwTZQJKHRo96CRbFs2YR4gFIEJ6p2mK+XwurdSq8lQxHK5+dV0XNzc3lWWo+S5Rfa1xPnABhZg3N2e4rovBYCDRL48mDOwmp1arJdErCSV5nsMwDEnTAvyYFFX0ej1pxXt7eysJ4rwdz8\/P0mRK9Q6HQwDNBRRVg+I4jjTGgiCQ2nbJ4BoU6te64HzAMAwpcGJZGmD3rbgmjAs0+wQUjiiK4Ps+gB9CFV8wkYBRxhtd162MKqyalQzDwHK5rHz\/wWBQySM1NH4W3q1BAeoLKGU2XD7ofd8X6mxSl9NzlfFmWQbP80SIep6OMwdgN5DH47HId3NzI+XjKwe9gvj84ALKYrGQJoU0TTGbzfDw8CBNcOrkVEbf\/F4cx2i1WhiNRqKuLMvgOI6Y2HjZhmHANE3xP5Wj1lO2Gqd7TWl3tVoVfHFUAUo191Cdl4gqAaWsvWV8gPo3jmNYloXhcCh9H9M0MZ1OxW+el\/qO+kY18VQJKL1eT2jHptMput2utKGANMvqIiqKIlEmF65t2y7QEC0E1e8QBAEsyxLpiUdqaFwKPlxAeX5+BvBj8KmS\/WKxQL\/fF6sKwzCESp0LEZ7n4ebmRggypmkW1KuUngssnufB8zzByHi+S2W8GqeF6oPSbrcLK9H5fC5NcKqgHIZhYfLmK2hgN+H7vl9wzJxMJmi322Ii4uNChSp8hGGIXq8n2lVWb13wc1AA4O7uThKcXl5exDi8Bqg+KJx3qFD5gGEYkvCxWq0wGo2kvuOLGaKJsvJpkUQTfpWAkiQJLMuSdjv2ej30+32Rpkzrtt1uYVmWpOVJkkQSoMo0KBzkBE7jQF3UaWhcAj5UQBkOh+j3++IYW9\/30e\/3hRqT1M0kfADAzc0NXNdFlmVYr9cFQQMA7u\/vC\/ZfYg5co0KCDeWjVTJnTJRH4\/NCFVDiOBYmHJqwoiiCaZoijapBWa\/XMAxDTOiz2QyWZeHl5UWYLPM8x\/39vdid8fLyImi\/0+ng4eEBAMSON9rySz4CwG4cdbtdALvBulqtYJqmqHc6ncKyrMqJeB\/UYIG9Xk+a4Eej0VGRRH8WVAGFNAQ0vklgBGT+QX1NPIjeOYoiaWcN9TfVQf1GfGuxWJQukqoElCAIMBqNxG\/ySSHfmeVyKZkRqR3kO8PvJUkizIrk6My3NnMzJr0bmY2IhrQGRePScFYBRd3vv9lsJLWq53mCQU4mE3S7XRiGgX6\/L+z3aZrCdV3h5EU23yRJRHrP88SW5jITD7evJkki1KCe56HX62kNyhdD2Tkok8lE0BnRIBdyy3yVuErdtm2hhVmtVnAcB4ZhSCr7MAzRbrdhGIak\/SNhnep2HEfUlaapqIPKr6q3KbiAMp1OJW0JmaP4Nyr7\/5JQdpIsOYxyJ1Fgxwc6nY7EP2azmZjcKf3j4yOAH6Y0cpYGiv3W7\/crnWRVXgjsNHeTyaRgXqa85JhrmiZM0xSaNG5a4nRJzq62bWM4HJZqUKiOLMsEvTuOIwk9GhqXgrMJKFU+HXV9ParyHbrXNO2x6TSuF1xAaeJ7VHa+RF06PvS3adq6bd4HLqCMRiNJC\/P4+Ii7u7tCfZc8PlQBpW6f\/kwc6tOm9HmKNmhoXArOJqAci0ODhcfSqZvnFPVqfB6UaVD4X46Pdp5+bz3HbjOmXUCEMAyF6eJaxsa+WDynfIemglrTxVjV\/SYLsmNwLf2s8XVwcQJKFdSV5qlXk6cuR+NyoQooHD9j1f2e8t6TV\/VB2VfmtZp4VJySb+zLey6tl4bGV8LJBJSygXgNTE3j66FKg\/LVUCWgVOHSv1OVgKI1rBoa14mTCSjE7OhsBfVar9dYrVYi\/oe+9HXuq4wWV6sVvn37JoSUNE0FTRJ9HqLRKho\/9UXtONeYWS6XhYPaykyolwpVaJjP5\/j+\/ftRfVXGn9TvrpZFv3m+j6INfenrs1+r1Qrfv38XAkqTRULhqPs6lfG\/+tLXuS8+wXC6+\/btG5IkKTz\/n\/\/5HymdOgHR748QsvfVcar61aCJ6sR\/DVoD3sYyAUXt+2O\/eZlwwoUazdf0pa\/TX1xAaYKDJh4NjUtAmemRtCfXQLPv2ZF2CMQEPgvKTDyHHEv3+Ygc850vfaeThsY1YbPZ4PX1tXE+A\/gxgJuoYPTg1fgoVNHaPifZqjJ+Jt2eqw1pmorghucUhM6FMhOPGsemSf66+U6VR0NDYz+22+1RsfIkDUrdAi6B2Wt8HVRNuk0ElEvAoR1sxyJN5WCBdcbnpYzdsu8wn8\/F4Xf7zpdRy6l6tq\/uY55paGjUR57vwuEcrUGhQsjEs1qtRHhw9TpGCtLQOBX4xFHmHJrnuRTenh9prpbxkZPQOeskh2C1rrL6z9WG90L1QVEPattsNojjGOPxWPRpnufipFa1DBVpujvJ+pBAO5lMpAjqGhoax4PGZNkunjp8qFSDkqapGPiu64qjpbmAcolMTuNrQdWg0LHfnU4HQRCIAG10pDnHRwsn+yLhvhfcB4W\/VxAEYiIHdqfKqvGqLhGqiSdNd2EC6Oh43\/dFn04mk8oAjQRawYVhePB8lSRJjg45oKGhUQ4uoBy1iweoHyyQQMHQ1CBYwE7YoTg8HGX3syzDbDYraGeSJBFB2abTaYG5UL6POGBO4\/KwXC5FYD5gNyGrgfIASEIM0ZhKT0RjPCI3gQf94+lns5lUP2E6nUoRk9M0FQHpZr\/HiVHLKRsrdaE6yeb5LlidGqWZgspdOlQNiuu6hUjA5Bydpqn4dpvNRvyfJEnhm85mM2y3W9Ev1K\/z+Vzwsc1mU8qHptNpod8oCjHVVcZ4y\/iahsZXw4dGMybmR6say7Kk8O6O44jntBqhkOR0PwgCALuAae12G4PBALZtSyHKXdeVyrIsS9im4zgWIc5t2xah6zm0ludzg2tQsiyTAq5V9T0FVev3+7i\/vwewiwhrGIbQvlDUbWAn9Ni2LQKxATv6tywLg8EArVYLy+USeZ5jsViItESzaZri8fERtm2j3W7DdV0RuI6i7xLt83qboGwXTxRFkiYgSZLCJH+p4AIK9WuVAED8Kc9zEUzPdV0RQI8HzjNNU2iQhsOh6CuiieVyKSIGE4i3UHmkrZlOp6Lvyuqaz+eC3zmOg06n8y4hVEPjmnF2AYUzh5ubG4nZUThzWg3ylRsxTs\/zpCirFNCMM9btdgvDMEQ7SEAhdS8Pbc99DzabjQizTtDCyecH16DMlEiv8\/lc8p0iejAMQ6JDHt4e2A0kHi3XMAwxWZKfRxiGQsAmDR8AEUmW6rq5uRGxcdRIuGq9m80G3W73qEi03EmWnE4dx5HG1t3dnYggfungAgrv1zLwBRSlpcUSLWJ435O2qtvtijJGoxGiKCrQESDzpyAICnU9PT0hz3M8PT1JdVmWJQmInueJ\/r+GPtDQOCU+TIOS5+Uh6w3DwOvrqwjv7nmeZO+mPGWDM4oiuK6LwWAglU02Z8rjuq5wiOP5aAWjrp41I\/jc4BoUmjCoz2ezGcbjMYbDoSS4qIJsmYaQCxOj0QiO40gaQtIGBkEgTWCmaYrVNmn2qGzy56pbbxPQwWT07uv1uqAtUc09lzw2VAHFNE0A5W0uE1AIqtDKBZROpyPSDYdDIUyoeZIkge\/7hf5U65pOp+J3mVBFGhcNja+IDxFQ1JWIVBC7t91ucX9\/D8uypJVomfo9CAL0+308Pz8L9aoqoBAGg4H4fXd3B8dx8PLyIvLxg+YumQFrnAZcQKEJaDKZFHyh+GSh0m6VoMBp\/unpCY7jSMJDmqYIgkDS+BmGgSiKhN8B9y1R6ykbV8c60tLpp4Tb21shUOV5jpeXF0lrdOmoMvFw8G9G\/bJPaADkvrcsSzLHkW8KN\/GQKY82B5CgwuviAvE+AUU1HWlofCWcTUChlR+P7aE6rd3f36PdbgunNUIQBIJ5OI4jMUmy5bqui7u7OwA\/1N6kaVEFlH\/6p38SvweDgci3WCxKhSYtpHxuqLt4giBAu90Wjq55nouVK5k+VA0KTSbkR5JlGbrdLu7v74X5hiZ5PnER+v2+0OrRuOB0x81C3E+K6uWmpU6nc9QOEtUHxXEcyZdlOBwetcXvZ6HMSbbX60kOriSA7dOgqEIBCZNkhubOz6qgwYUVbsKro63Jsqxg4rm5udHblzW+LD7USZY7vDqOA8uyhDkniiLhaGgYBl5eXoRtt9VqodfrSU6yk8lEOLbRqobKUgUUbvKhCYPnU01Il8yENd6PsoPaSKtBphbTNCX65RoPgu\/7aLVagpZI+CY6p\/tEs57nCUdby7JEG5IkgW3b6Ha7kvM4920YDAZ4eHhAnucYjUai\/FarJQn9TWiXYsgAuzHMFwJkcr0mqALKZrMR31M1tdQ18QCyBsW2bRiGAdM0pb7lJiUAgl91Oh04jrO3LhKEgZ0ARfyp2+0WfIIAzZ80vg7OJqCsVqtK7\/OqLXRpmkrbj4EfZxHM5\/PC1kxKTzZfyqcGQVN\/Uz5gN1ldwxZKjdNh30myfOsoIK+Qy+hkvV5LW0n5AUPq1mCgfOsxr6OsHqJXfkpqmqaYTqfSQWtNQYHu8jyH7\/vCAR3YTZQ0+Za19RJRFosH+PHNeV+s12tJC8X7hG8ZJo1IlmWIokgIg9QHJLxst9vCWTFU52azEdo5leGW5aP20HZkjkv+\/hoap8bZBBQNjUuCepKsXpX+MPGQVoYjDMOC0HXp36hKQDkVnp+fpcMnabdg2XlOGhoa78dJTpLVAorGNeHaYvGcC2UHtfG\/HNcw+aonyZ4DPBzC4+NjLYHoWgQ8DY1LQp7n2G63WoOi8bWgCihf1f+IthlzXNv774vFc8qy1d9Vz67t+2loXDJOZuKh1Zi+9HXp17dv34SQ8lUv8hEr82GhnUtl9y8Z8\/kc379\/P9k3IgGO\/tK2bLrHf5c9r0qnL33pq971\/ft3LaDo62tdWkDZXW9vb0jTYrBAFdeiYTq1gEJOxFX3yp7rS1\/6Ot11MgFFQ+NaoE08OxATqMI1fJdzmXjqvu+hdJf63TQ0rgF6F4\/Gl4N2kt3hkIBCuAZBBTi9k2yTd63jr3LJ305D49KgnWQ1vgz0NuMi1KPurx3n3GbclD6yLJPON5lOp\/q8JQ2NhjjpNuM0TaVIsPxSj4Y+RoW6b5XSpByNr40qDQrfQhrHcaMtpHVQ18+jyfP30HWapu866O3SUCagZFmGOI4xHo+lPqV+3oc0TeG6rqCVJjxr32m0atoqcHoMw7Dy4LZ9Ds3v1d7Q6dtqEMmqtIeeaT6s0QQnMfG8vr4iz3OsVivpECMKA88FlGNQZwDWya8HhwbwQ0Ah5p5lmTgKPQgChGEIz\/NgWVZp\/vcIynXK4\/ebBgJsetR9mS+Oer7HdDotnRwvDaqAkqapON4+DEMMh0PRp5PJRDo5l8C\/32azQRiG4gTfqr4oW0SRgEK\/y0IlHEIYhuJguCAIYFkW7u\/vS+vdd28fqgQZXs5isagd60nzWI1T4iQCSpnwsY+xJkmC+XwuBr5aVtkR+fP5vHB\/u92WHptPx95vNpvKVRXPpwWYr4Xlcili0AC7ODy9Xq8QYoFrF4hW1KPoiQbLaLbsWHs6Rr1Mg6PSZJqm8H0fvV6vkIdomNfblH55LB7C\/\/7v\/6Lf70v3XNcthJm4RJQFC1QD7ZFgmqapCPQ4Y2EEgN23pe86nU6x3W6xWq3g+z76\/T5ms5lEG2V9cUiDkqYp5vO5aEMZKOAq4enpSRKaq\/gY8IP25vO5eAc1pAJ\/Z+6PRLSmhm3gdaRpeViSfeNBbaOGxiG8S0AhYiMNCkdZWPg0TeE4TiEoGsFxHBFkiyR2CrymBguM41gKAsYDmw0GA\/T7fTiOg06nA8uyxECK4xjtdrs0n8bXANegbLfbSvU7h2EYIsgl0WYURSKwG63Uic6CIBD0RZGK0zQVtGdZltBKULDAfr8v6DxNUzw+PsK2bZHn8fHxYL1NUOYk+\/T0hNvbWymN4zhXMbFwASXLMinqMyBPjpw\/8T4FgIeHB2HSMAwD0+kUT09PsG1b8BziWyofoijsPCJynudStHXf99HtdjEYDNBqtUR0dRUqD51Op6LMx8fHSj7m+z5s20av14NhGOj3+1gsFlIQSwrWyqNmUzmO40gan\/l8LgU09H1fCoZJQm4ZXZYtQjU06uJsu3i49E+E7XmeZMuMogitVksEzKJBxlevnudJUVZfXl4AQLILEzOaz+fI81yEWSdmZdu2UI2W5eOrg2tgxBrvAxdQ1JXubDbDeDxGGIYYj8cAfkwwnA4XiwVM0xRCRpZlQh0P7CY22lHCJwESsDebjXjueZ7kD8FpniYposskSaSJN8syYUptCtVJNs9zeJ4nys7zHA8PDwfNCpcCLqCo\/Uqg9odhKISJKIrQ6\/VEGsdxhADCBYsyrbBlWeL5druFbduI43ivBoVrrSgqexl4fRRdmmImkUZL5WMk7NJ7DodDPDw8iDK4IOs4jqDxMAzRarVE3\/u+L3g1fxeiPxo\/FIi1jC75eODfXkOjLt4toOR5jtfX10ICElA4UaorVb6y2G63YrVJA74qD+H+\/h6u68J1XZimKdINBgNpYJANmhBFkchXtnrWA+lzg5t4ptMpTNMEsOv3+Xwu\/BXoPvBjJU3gExzl5ROK7\/tiouPChWVZCIJAmqRolTsYDKTVJ9XDJ8WySVI1BdSFqkGhSZCj1+tJ5oFLxj4BRTXjcsFvvV6LSTdNU0njyvmD+u2JdqjfSKNAPneqgEILqCzLEAQBBoOB0FaoIHoyDENcvu9LGomHhwe4rovBYFAQUAi+7wvtUJ7nmEwm8DxPaitQpCH+rrPZTGhQVIFZTV+lpdLQOAYnMfGUFaAycEBejaj3qDEPDw9i4JAAU1b+7e0tHMfBZDIRjIImEBJIqB7XdcVKIQgCOI6D5+dnMfD4xHMNjFjjfVB38RiGUXCY5Cp6SsMF2TL6VrWGcRzDcRyJSadpiiAIpPIMw0AURcI3YDabYblcinoOCSjHTgSqgBJFkWTqWC6Xhd0blzw+qkw8ZW1WzSc3Nze4v79HFEVSZGdVQKE+J2GWnvMrTVPJHMPLyfNcLMTm8znu7+8lAbmqjfx5nue4u7tDr9fDZDIRwhC107IsyVxD32QymQiz+nw+L2hQ9gko9C5VbTolXWpoEE5q4imTnvk913Ulhnd\/f492uw0AEqMMgkCyD\/\/zP\/+zKJ8mksFgINTlpF6kAco1JmTyod+u65bmu2TGq3FaqAIK7ZAoc3Ks0uTRc1Wl\/fDwIKnSuQqf1+k4jkSTqiBAGpbxeCxpNXi9tBrnJswmdKxuM3YcR2rj7e0tnp6eapf3s1HmJOs4jtAAkdAIFCfPx8dHMaE\/Pz+L+1xzFoah1BdZlsGyLEmoo76nxU9ZOYZh4OXlBXmeC7+NMuyb4AeDgfBdWSwWkqDkOE6pgzZvv2qCUQU2\/psLW0TPRCdk4qkaD3V3\/2holOEkJp5DGhRVxU2MgOy3wG71RqptvqKdzWYiD3eSpYFCqkrbtgsCCtXLTT48X6vVgm3bWoPyxVB2DgppNUjjQTRCUE08wE59zp1eScjgzoiWZQmnU8\/zBO23222Jydu2Xeo8ThOd67qC2atOinXOqCgD16CkaYqbmxuJ\/lVzz6WPDVVA2W634huVmc64BoyEDW4eAWTBlCZh3hfkJNvr9URdJByoTrLT6RR5nguBmDukUjqOMgGF0pTxMWqnbdvCLMTpb7VaiXrpLxdQ+Peo0qAAOzrmdE\/CNNHlYDB4F11qaBBoJy7QjP8cdJJdr9eSepUXPpvNCsweKN+6BvzY5sa3vgG7AUeDkrYW0\/\/cxk9SvloPsFt9qDb2S2fEGoeh9qG6BbPqBFVahRItUT7aqqlitVqJYJk8PZ0kqtazWCxKxwvt0ijbFk8mA14\/3VMPWqtLu+R7Qe0LgkDaUTeZTDAcDhuV+dFQ21XGO4AfW255XxB\/UtPxjiuoGgAAIABJREFU817IiVr97ip9qNt9AQjHf4J6kmySJKJ+VdPB69p3\/gxtVabysixDFEWSoLlarST\/PGrrZrMRwQ6pLL7lmRxfeR56X\/5NVb65Xq8LvPpS6Ufj8kHb1pvi4DkoVdg3cdRJXzffofL0oPk6UJno29ubEGDfS0dVvw+1oW65VXmb1l8GvouH+yoAu9UwH9fXMF5eX18rt7XW+V5V947hGXX6uG4fHup\/\/v9kMhGmG9KCqGf8NG3nKfJoaByDLMtKN+EcQuEk2TqoQ7znIPAqRlA12PUg+xyo6sckSUoPHmuifTiU51T36dk5NHxlB7VVtesaxgTXPh37vY5dMJU9q\/Pt9tHgse0uC9nwHt57bN5z0a3G1wE38TRBwQflWOm\/7Pehco7JoweHBkE1AZbhmMnhmAmqaRtOScdcxd+0HZeIKhPPe1CHfx3Kp+Y9Z7++R+D5CM3ItdCSxmXgZEfdkz276iJ1MjHFQ+lpdUf56LdaJpWjPivLs69OXs6htunrOi7ej9Svq9UK3759w9vbW+F+GY3xslTaUPPw\/1V65\/eatF\/NU3fc1Cl\/ny9OGS59cnl9fcX3799r0QO\/+Peq4hd1vmlZ3n3l0e8qflin\/5vwKqpHbVOdd+NtPfTuVe\/RlP71pa\/\/+q\/\/en8049fXVyRJguVyWXrxZ29vb4V7at63tzckSSLSqs\/qpCtLf6ht+vo8V1m\/U1\/\/5S9\/EUKKmo7uldFFWVpOf2XlqXWXlVn1rC5t1hkHZdd\/\/Md\/HNQkNWUMPxPz+Rx\/+9vf9n5f9TvxvlP7+FBfqmVX9WUZf6uip0N9S\/+rf5uMBfUdq8bKf\/7nfzaiw6rrGNrUl77e3t7wyy+\/lMaaOoSDu3iaFliFc\/qkaH+Tr4nlsrjNuApNTJTntvOfGrRKuVao36xsB9S+9O9NcwpH5SY4R311zTpNzZXnNk9qfA2c7Kj799ovNUFrfBRIQDm10\/a5fKlOVbeKfQLKPkfyS8UhAWUf9vGf9777Kb\/hNfSDhsapcDIflH2o65z13sngkNf4z9pFpHFZqNKgnGtSrirvt99+25v+UHnvRZmAckkanqY4VkBpoklt8n1O7aR\/DX2goXFKnERAIQ1KmqZSJFja6kbBs6pwyl0O6v19k40e8F8TXEDhNLBcLvHHP\/7x4PbMuqvtUwrE59Dk1DXxXMtuOFVAeX5+RhiGhQPZgB3jC8NQisF0TF9ULYLSNMVgMDj4fS\/5e2po\/GwcLaDwgUUFpGkqHRDU7XYxHo8xHo9LBZSmK8VjV5ZNJxmNzw1Vg5JlmTgK\/e7uDuPxGJ7nodVqFfI2ncTeO7mrMVIO1dcE6jZjKoOEM7o3+z1K7qVDPQeFjoEvO3Ld9320Wq3SyLx1cIg3bTYbhGHYWKNzSHuneZTGV8KHRTPmAy9Jkkp1rMoMKV8Zk9xsNoUjpoEfxz7Tc15Pnv84mvrPf\/5zs7fW+BRQBZQgCNDv9wv0yA9zIxqbVRxzvlwuC5NHWcC2qiPwqWyefrVawfd9OI4jHdWe57k4Sn25XB71DfI8F9tO1fZRDB56H9d1G+32+VlQecpgMMBoNIJpmtIJs9vtFu12G6PRqBCRuuxY\/O12K3gPP6Keg4545\/WotJKmaSkf4wu8Kk0zhUHQ0PhKOHs0Y34\/TVMR9M91XbTbbcRxLJ5T8KxOp4MoipDnOZbLpRQskAJfUZCuwWCAbrcrBTajKKaUp9VqiXga\/\/qv\/yoFD1MDoml8fnABJcuyQqTiMlAgwX6\/LwLFUSRaHoiOJqQgCARd0gp+vV5LQf74pGfbNv7xH\/9R0GyapojjGJ1OR+ShWDn76m0C1cST57tovxSQk9Jcyxgpi2YchiE8z5Oi6j4+PsLzvEIwvk6nIwWLJPMPRfN1XReu68I0TSlaOtfG8CCQpmmKeDy+70vBIImPARBlUxBJ3qbZ78FS+\/0+er0ebNu+Cm2WhsYpcNZoxqr61PM8Sd16f3+PdrstVqGO40jCDOUZjUYiD4VCV1X0fJKhwU7Mioej5zFY6k5OGp8Ly+VS0MHs90itXFPCfacIpmnC932RLkmSQnj5Tqcj8pimKeiPtBRhGIrJP8sy8ZwmS4LnefB9X+ThE9ZisYBhGFgsFoKGKfYK0MwEUOaD4nmeNAFGUSQm90s3L1QJKCToEfr9Pl5eXgrfVtWqqdF8Hx8fAewEHMuyxALKMAyRlx9+x3kL3zVGkYgJhmEI2krTVKIry7LEYg3Y9Y8a4VhD47PipBoU4AcTKwsVXiYM0L3NZoN+vw\/P86Q0PI\/KIKMoEqsaVUDhDJt+U341n1adfi1wDQpNPgQSUHzfL0winC7L6Jvf830f\/X5fTGrAbvKyLAtBEEiTIWlniCZJK6KWmed5wXRa1ZY6UAUUbt4hqEEELxlVAgoAtNttEYPJtm3xLfl3S5IEvu\/DdV10Op2CgAL88Mmh3+pCjPMoTjNZlgmhx3GcvbRFv0lzw6HSq4bGZ8bJBRRCGSPdJ6BQY6IogmVZgrFUaTiCIIDjOJhMJmLQlgkowM4WTb9vb29L81366lDjeKh9q\/qgmKYp7eYAipqVOgLKeDyW7sVxDMdxpHGQpimCIJDKMwwDURQJHxTu06LWc0gwaoI0TSXfEq4tAXYTdpmD6SWB963qb8b5gO\/78H0fQRAILRb\/bmR+C8MQ0+lUCCrAjr+pQqwqoJS1i\/cxmfpms5kw0RFM05TimVE+VTBS69bQ+OwoE1DqzNV7BZQyxgrsBIWbmxvxm0w8ACRGydWrjuMIdTfww8Tjuq5gNKRup0FepkEZj8eiDWo+PvFoQeXzoKovy5xkLcuSHF3VSUmlE5ooyEk1yzJ0u11EUSTMN3meS+p8XqfjOIJGXdctCAI0HsbjsaTVoHrJBLDZbES9TcE1KHmew3Gcwnd5enpqXO7PQpUGhUwxrVYL7XZbfFvOo0hbwc1uZRoU9ffz87Nk4uG0xbWz5NOS53lBQDEMQ\/iq8HxZlqHVakkmtpubm4sXGjU0ToWzalBU1SepuMmBtd1uC+1FFEVCtc0d1MhJjJwHSbggxk9OZ7ZtiwlkMBgIgQSAJKDwfO12W8qn8TVQFiSPtBr9fl\/QIDetlGnyfN+XnF49z5MmQ7ofBIGYXIj2LcsSbVgsFuh2u7BtG4PBAO12G09PT8KcYJomXNcVE9VwOJTKVyesukJ2mqZip9L\/\/M\/\/iPYTypxjL0mAV9vy+vpaqUHJ81x8X4Kq5SUnVHKeryOgADthhtMBF1Cm0ynyPMfd3R1arRb6\/b5k4iHaIgElz3OYpiloLY5jQYvkdH3N4Qk0NJpgu92eR0BJ07TU25yYLl8x8Dzq1jzgx3ZidWCmaSrKSZJEbPHjExBNGDwv3863WCzEDp9LYr4a54NKD6qZQDUV0P3tdlugEaIllTbJ8Vuth7axltEa1b3ZbKTn6rige7Rd+Vi65RqUIAjELiFgJ8hzzSW1\/1JBfIV\/I1UQVX1uynjUfD5HmqbIskxygOZ9Rr+pXqpL7VdVo5MkCRaLBQBIaafTqURb9B4q\/9O7dzS+GtSxVxel56DUPVyo6ndZ\/n15Dx1qVFXGvvyXzIQ1ToO3t7eTrUKb0pCa7lh6q1vHPnAfFNUZ1vf9ow5X\/JlQJ\/Z9KOMrx37TunyvSXv23b\/kPtDQOCVUE09d2q8VzfhcOEYQOgUT0fgcKDPxqHgPvTQRuPfdP4Y2j91m\/N62\/izs01hUpTv0TO2\/uu97zPfigtGx9WpofDZwbSV3IK+Lo6IZH9KkHMp\/rrSaEXwd5HmOt7c36ZTYJnn536bP1XR17zdNUxd1YvEcO2bPjbJ2vL6+Sie5NtG21um7JvziWGGlDi6lDzQ0zo3NZoPX11fpXh36L2hQttut2L1Ax8zT\/+qzqnT7rkPpttstNptNoa59dVeV0yS9vi77Irqhft1ut\/jll1\/w\/ft36XlZWvq\/jK7KLkqrlld2Ty27LG2di7erad7v37\/v1aBcC7jvxq+\/\/lr6zXn\/l30\/9W\/ZtyzL+57+KqPTMtrhbatLi\/rS12e4\/v73v1eeg7YPBQFluVxiuVwiSRK8vb2J33S9vb1VPqtzJUkilV9VR1ne99atr891\/eUvf8G3b9\/2pnkvvRC90kU0qN4\/VBe\/X5aXyt2Xpur69u3bp9oRMp\/P8be\/\/W3v96nTV+q9sr4pe34oXdV1DJ2V9btaDk+zjy\/XobOyNOo30DxWX6e+fvnll9Mfdd\/ESfBQ+rK8TZxs31OuxucB7+PlcllrYn6vafGQD9QpTDrvod06Jp4mbfnZmM\/nkonnEE75PqdyuD8lHb3XPNck\/6XThsZ1IssyYeJ5lwaFUDWYjrHLn3pAHONEq\/H5UFdAIRzrU3JqnNpptUpAuRZnTbVds5Lt4Wraug6r++o5tn3vzXcOAeEU\/jSaj2qcGkRH2+32qINUD54ku6\/Aj3AGO3ZS+e23346uU+OyUMVAuYBS13myzrNjVr\/HYF+bm9SxWq1Kz1H5qPd4D+o4yb6nLPXZvm9S99kpvts5vv2phRQNjVOBnGSb0pl0DgpJOFm2O1RlPp+LQ6fof3Wldk6Nih4sGio98N\/7NCjT6RSz2UxEIK4q+5C5cV976rb73Ghq4gEub2zx9tA2Y+qfsgPuOOigu3O2qew3r3+5XJY+S9P0qO2VhCiKkCRJgfar2rZcLqWoyYfSlz3T0Dg1suwER92ThLNcLuG6LgaDAbrdLlqtFgaDAVzXRRzHjYWSpsz+miYHjY9BWZ8ul8vCNuMwDMVR5HRkuRpL6tCq+Bib\/6HV99PTkwjvsC\/vMSvZ9XpduosnjmNpUp+x4IVN6\/hIzJSD2ihkwWg0KqQNwxCmaRYCmjZFXZ5WZo4yTVOK40NpsixDu90uHIHf5Lt7nifChTw9PeH29lbKHwSBFGl7MplIcdLqvFPZe2lonAp5np9GQCnzQVEjuzZReR5D9Oc0B2lcJ6poTdWgPDw8oNVqFY4Sp3g452pLndVpk0jFTdu6Wq0Kgtpms5Fi8OT5LtjmJe\/2ofarB7VRcFLLsgrpbduWAgIe28\/H8rDZ7\/F8PM8rBHqM4xie50kBUI9FnpcHblUjvtdpu9amaHwkSEDhJp66MFTVqoqyQZFlmYgcSwGw+KRAAdssyxLSf5ZlYrC2220h9c9mMxF0yzAMaZXpui6GwyFc1xWB1ghqvtvbW\/ExND4P9jFPVUCxLOugho9ozDAMoQrntGRZlsTw4zgWq2C6n2WZWNXbti3akGUZfN8XK2rf97HdbjEejwWd8nKq6m1Cw2QC4VHEqd18LKVpWho08BJRFs2YokHz\/n15eRHRpDlvGA6HgjfZti3F4hkMBoV+e3x8FOmpD9I0FfyKeBxvEzeLU1BU27al547jiKCmZD7nfW6apghASe\/p+z7a7bbQgpAAEoZhgYaIBqksMserEZbDMIRt2zAMA3d3d6Kt\/H3z\/EegV6JHHtNJQ+M94BqUJvytdjRjjtvbW\/T7fTHAfd8XgzNJEhEPhAfz831fDPI0TSUmTQwkSRIpBD2p6OlIcy7YTKfTynxNP4LGdYILKJwxc78FugiGYQj6JFq0LEusfilSNzFnimq73W7x\/PwMYOcXMBwORb3koDocDuF5njiAiyZPoDiOeL1kVrUs6yhtT5kPys3NjTQeoigqrPAvFWUCShiGiKJI0pR4noc4jgvflpu2PM8TUaIfHh5E4ETuT2dZFlarFbIsE32cpqm0uLJtu\/T7cbqzLEvQWpIkgidyEw+Z2ShNGb9bLBai\/VxDokZtVp+r7aG6id5JWFJ\/03eYTCZC0I2iqKCx0tA4Fic38RDUwZ\/nOdrtthjIpL4xTRPT6RTr9RqtVgtRFEl2ZMuyRB5eFrAbqHyVQINcHXz0m\/ItFguRj4c2V8vX+JxYLpeCoaqMOY5juK6Lfr8PwzAELXD6AnaMmDQLlCYIAjEROI4D3\/clAWAymaDdbosJjGBZFnzfx3g8FuOGxg79pjqoXm4m4vU2oV01Fs92u0Wv15PK6ff7lU6ml4YyE08YhoLPkDBhWRayLCvwqCzL8Pj4KCZ0evb8\/IxWqyX1G2k6RqORoCX6ZmmaIooioYEoM6VwuguCQAhAd3d3Ir1Kcyq\/I+GlzFyjCiiHTDxlAgrVned5oS3q75eXF4zHY\/i+L5WjofEenFVAUaV2EgY4c+V21iRJ4HmeMPGoA4Mz38fHR7TbbQRBIAQNakeVgALsJiDLskQ+ql8tX+PzgpxkAYjJS\/U\/2cewgXKmz+9lWYbRaIRWqyXR4vPzM3q9nmQqILMOTT5hGApNjDqOeB3H+KlwqCae+\/t7PDw8SAsA0iJcA6o0KMBOI0LaFBIGuPBHmivKQ87+hMlkAsdxpH7bbDbwfR+WZeGPf\/wjgN3ix7IsjEaj2gIKad+yLEOr1RK0STSX5\/levkWCGAd\/d9UfUH2e57vDNsvonQvonM9zAWk4HKLb7SIMQy2gaJwUH6ZBAYBOpyMNpPl8DtM0Cyu0IAhEXhrgfHUC\/LAvA7vDXMo0KOT5zgcj\/z\/LssLAA7Sg8tmh+qAMBoOCpoB2WRBUOqEJg5+74bqu5L+R57lQh6vo9XqCDtVJjAvwNI7ofJ44jtFqtbDdbkUatd66SNNU2k7d7\/clgSUIAjw9PUltumRwAYW+C\/GIyWSCbrcL27YFn+DCH\/U314aVCX2O42A8Hkt9NJlMRF5V48XNdXwnjioAk3BEedXFGRdCiG+RAMHfk8B5IL0n78P3aFDU3\/z\/5+dnadxoaLwHHyKg0MB4fn4WzobkLEv2WZK+wzCUHP\/IphkEAYbDoXAC4+k6nQ7a7bYkoPABywc3z2fbNlqtllgJaHwNqNuMafVs27ZYofb7fViWVWniIRU\/d7a0bVucBUQTAE08wG4Vf3d3h9vbW2mCeXl5kbQotNoHdgKJYRgYj8dCq+g4Dnq9nlgZ27Z91AFl\/KC29Xpd0Jb0+\/2rEEwI+zQowM6Uxh1SVQ2KZVnwPE9oRUh4ubm5ETyL+m0+nwu+wvuYJvq7uzsMBoOC8zSB0nHTnWEYkoMppxHaBk98i\/ut7NOgkPaFHFvJXO77PjqdDsbjMZbLJabT6V6N4b7fruvCcRwEQSCcZTU0ToGzCSiz2UysvoByvxGuVs+yTDiuqTb62Wwm1N6cEcdxjPF4jCRJEMexWBXHcSxtz6Pfh\/KpbdX4nOA+KARSc5MfyGQykbQUYRgW8nCafXx8lCbHyWQiaJbKSdMU9\/f3CMMQi8VCKoscwMMwxMvLi9QuqoPvKiFfCfXMkibgPii3t7fS5DiZTIRD77VAFVDiOJYm1clkIv2eTqcSj0rTFOPxGHEcC94A7AQ58inhPIv3sap9o37kztacr3CHfwDCJ4YjDEOJNz0+Pgq+9fj4KLRf9J5cQxPHsbTwIhoiuttsNnh4eEAYhthsNoX2hGEoadfUtvDfWZYhiiLc398XytHQeA\/OJqCUoWzif8+9sudNt1o2zaNx\/Sg76r4MdZ\/Vpc266Y8ttym4gEI7NAi+7xcm1ksfJ6qJR8WhPlPf8xS8qU7f1\/muTejtUBll78eFmzptu3Ra0Pgc+FABpQrvYfZ18tRNo\/E1UHbU\/anp4xom9UNH3V9y28ugalCA+sLhof46lu8cSneKb3ysANw0\/bXRg8b146wCynsHjobGe1BFb4c0KPvo9iNpmE+a56j3mFg8l4zX12KwwGM0qu9J\/55+OnV5GhrXjpMJKHSA1WazEQdOqdd2u8Vmsyl9pi99nfIiOiyjub\/97W\/4\/v07siyTaLWKbvn1kTTM6zpHvf\/93\/9d8KtR8bOEszpQ2zOfz\/Hrr79WfktOG2X0ciqao7LqlKmm4b\/3PdOXvr7C9fe\/\/71wTlkdFASUOtdsNsPr62vt9PrS13svojnaeUH31Of0W01bVt7Peo9zlKnG4rkWlJlkeD\/S96J7ZbznUF83uV5fX99V3iXSnL709bMvov2ysb8PjX1QrsEmr\/E5odJemQ8Kf36JOIcmQzXxXLuJYfZ7NOO6eI\/prG4+Or9GQ0OjObJsZ+JpKj8YPEMdAUVD41LAT5IFzuuncGqcsv71el3wxTn3zqFzgNo0n1c7yf6M96rjHFt3Z1FVHg2NzwiicRJQmqKRBkUPKI1LgqpBuYZdYOfQoNBBbfvqOnWd58A+AaVOvkP33lOO3iigoXE8TiKgkBPLdrvFdDqVosHS9Zl2C2hcF9TJvWwXD\/1V6fXSnERP1YY8zwuxeMrKv4R3rgtVQFmv1wWzD38f6udzvONkMikcOFlXkFHzas2JxlfFuwUUbuJJkkTEk+h0OrAsS\/zmp1RqaHwE6mwzpnQUAoGOLSfa\/dmI47gQZ+dcPiiEJEmkSb1K03JpUAUU13VFCAEV4\/EYhmGcrI9d15VOmaVTgcuw78C0qrxaSNH4asjz\/HwmnrIImk2hB6PGOaAKKBTviU8weZ6\/W6huegBWWXo16OYhn4QmY4b7oHA4jiP99n0fy+Xy4sdjmYDieR5arRYA+dvYtg3P8\/byqCbapLJYTXXQtO8uvQ80NE6JswkoZdGMsywTQQJp9cJjklAwLsuyhIozyzJ4ngfDMNBut\/H4+Ahgp551HAeGYYjgXMBuALuuC9\/3xQqKt2M+n6PX68EwDJimeVQUWI3rhiqgWJYlhJGqCYBozDAMRFGEPM8FDZqmKQWFI+Gm3W6LIG3AjpaJJm3bFuaV7XaL4XAI0zRhGAZGoxGybBebheibAgYCO9rv9XowTVMEkDtm4lI1I3m+i8zLNQ5ZlkkB9i4ZqoDCg\/kR3wB2JhQK8kgBAUkTTDxFDfL3\/\/7f\/8O\/\/Mu\/YDAYwDAMkQ+A1EcUKE8NlhqGoaAH0rbQ\/cFgAMdx0G63xb1L0N5paPxsnFVA4YMY2AkgvV5P2H1HoxFs20ae50iSBI7jiMBVtBohQSPLMikQ1Ww2E8JNkiQwDEOsgElFv1gskKYpWq2WmICm06lYDVI+NXCbxucGCSh5nktRXMkvg\/xQeLA1wzDgOI448Gu9XkvRuJfLpSRAW5aF9XqNLMuEsB1FEUajkRBuaCcRRenOst2BYjR5AkVBP01TWJaFh4cH4U\/D6bsu6F1VDYrv+5L\/QxzHQvinfJeKKgEliiLpG3qeJ4Ln0X36rvf39wB2PIX6kxY9rVZL0A4XaoGiBoWXHccxut2uEEiJp1E6imJMba8SUC7522tonAMfauLhmhGqnAY2CRJRFElMpt1uF5zNCMvlUkSfNQxDtEMNs67+XiwWCMMQ4\/EYpmkedVKdxvWCRzOezWYwTVMw\/ziORfh4LriodBJFUcEUEgSBEModx4Hv+5IT6svLC1qtlhStGNiNC9\/3he8B+W2Vrabv7+\/R7\/cL9R6z4l6v1wUn2V6vJ\/32PO8q\/E+AchNPGIaCz6RpiizLYFmW0FDRd354eCjtT3p+iKdUCSh5ngtTEvEc3\/cFzZUJI1qDoqGxw4eaeNRBrN5LkgQ3NzdotVpCKOHP+QoijmNYloW7uzshaNCKt4yZkHqc8t3e3kqCjV6dfB1wDcp2u5W0b4TZbCYEFGD\/Cploh9\/LsgzD4bBgKnh5eYHjOLBtW7SBHDlJQAnDUKzOuaDPTQJV9fL7h8A1KGSW4ibP1er\/t\/c1Saozy9kaKb4NGDE3Ym6E50ZegIU30MILaPACkDfQYgNGrKBpbwDRjuvwccQx4nhy2yOE7zu+iA28ivwG3MyTVZRA4qcP0PVEKLoR9SNUWVlPZWVVrvYG7SrlfzZUBAX7fbfbJWsKLmHx96Z6r\/zddzodKgvL5ktrSGB5m2B5ruuSNYdf8jMUtSf\/7lbfvYbGNfCpBMW2bUFZz2YzME1TCPCV57kwE8U82DFxxsdJCM6QVBYUefYj59MWlK8HbkEBALKYcDlUERQu50h05QFR9ml6fX0VykE55ss4cr\/gaeV+JNeL8n2KL5W8xON5HiyXSyp3NBrREtY9oMiCArBrB9u2wbZt6u\/yMkzRey1rQeHywQnK09NT4ZJNETGSl8f59xoaXwVXJyic+U+nUzAMA\/r9Pjw\/PwtrvkEQQK\/Xo+2eSErCMIRarQb9fh96vR54ngcAu05cr9dhOByCbdtgWRYpHnl2g7MXrAfLt20barWa0kKj8biQnWSzLCOrRr\/fJ8dKy7IojYrIOo5DRMN1XbBtG7IsgziOafaO25YBdgSg3++TMziWh\/0CrSie55G8jsdjcrSdTqeQ53lhvQDVjlbnBAXfAUer1YLtdns3Z6McIigAu6W0ZrNJn2Xy12q1wHEcspw0Gg0q7xhBaTab0Ol0iCiq\/Fswj+\/7gh4rWuI5tmNLQ+PRcTWCEsex0nEvSRIycXKzepZlMB6PSRHLZQVBAOPxWFCYURTBcDiEJEkgiiJStlEUCYPJZDIRPqODnJxP42ugKBbPfD4n2ZxOp8JgFwSBcDw+AMBmsyEZjKIIttstfTedTmmpBstZrVYwGo0E2UdZXq\/XVLfso8Llldcrl18VfBdPGIaCtSRJEvA8764GRJmgyHpgOp0Kn+M4hslkAgA\/z1xAHSS\/1yiK9ixo3IkaHfjxHcr6L8syCMNwr2xMJx8gp8+N0tD4pKPuNTR+NfgAoDpJ9iuCW1AcxxGWvfr9\/t0NklWPutfQ0LhtbDabk1wwlATlKyt7jduFLJcqC8pXlN00TWG9XtOWe4Cf70F2Gr6HJYb5fC5YsTQ0NO4bcjTjshAIyvv7+yWfSUPjbBwSaJmgoN\/GLQ++10DRUfdFuHWSoi0oGhqPBfTpqwq9xKNx8yg6Cp5vM\/7KKDrqHnFv7+f9\/V0TFA2NBwH6hb2\/v1dy\/gdQEBS84jgWPutLX7\/yiuMY3t\/fhc+\/+plu5cIDEouUg\/z\/rROWX\/0+9aUvfV3nAqimfwyeAQvQ0Lg1qIS6aBfPVwIedY87k6qQkFsgKvgMfGY1n+slHg2NR8JISb9xAAAgAElEQVTJu3i4ktIEReMWoTq\/gy\/xHEv\/6FAddX8Mt\/iO+ERJExQNjccALvFwflFW\/xz0QblFJabxtVG0zVj1\/VeRX25B4VD9\/nt4J5qgaGg8DjhBOWsXz6UtKKcqyHtQohq\/Hqcs8fwqP4xr1ldmF0+Ro\/EtogxB4duo5RAbHDyujup7tMa5rktbspMkEY7KP\/YMx9Idyqeh8RVw0YPaMLaOYRjCZZqmcCw0dm4VjnXsY857VTq\/7vBfEyqCEscxeJ5H8mvbthAcToVjcneKfKkGyqID086tk58ky\/PxgVZOd8uQCYrneaSDMEAonpNiWRad+rparQT9lCSJMoCkCjxkAS8TQOsXDY1zcRGCotqnrAqCVbbDHor9UZbYHMujlcfXBQ8W+Pvvv1NgwDAMaVa9WCyg1+sVllFWpsrcO0S0eT8q+xxlUbTNWI7J0+v1Sg3WvxoyQeHxctI03Qs8ioilwJAyDm1xNAxDOPK+Ck6ZpGlofCVczIIidyo5TDxiOp2C53mkPLhCmU6n4LoueJ4nKMQwDPfur1Yr6Pf74LouuK4rxO95fn6mWCU8UCDATlEV5dP4Glgul3SCKgBAo9FQRhPmQFnhMpNlGcmS53lCR8JYNrKMYSA43\/eFU0+jKCKZRIvJeDymQJiu61LcmEP1ApQf4PgSD+aZTqfg+z6lybIMGo1GqfJ+NVQEhVvBONnr9\/swHo8hSRJwHAcMwxCC\/eHSDTpVY1vihXqIRzHm4QFmsxn0ej1qo8ViITwX\/\/719bWUjtTEReOr4aK7ePhMQ44UCrAjGpZlUfA+jPSKWx4bjQZMp1OIogjG4zGVY9s23ccooFEUwcvLC8RxDGEYgmEYdPiW67pgGAaMRiOIokgww0ZRBGEY7uXT+DrgFhQ052dZdnBGa5om1Go1mE6ntARi2zZ4nifIEsqZbdswHo\/h7e2NBskoiqDT6VDwSxy0MHry29sbvL6+gmVZMB6PYb1eg+\/74DgOnVmy3W4P1ltlEJN9UPI8h16vJwQrjKII+v3+XQyOhywoeZ5Dt9slqxgf\/F9eXohoyMQjyzKwLAuiKILpdEpWGLS0cQsKry8IAvjXf\/1XiOMYfN8H27bpuXDJaTqdQr\/fh3q9Ts\/98vJC9cVxDO12Gzqdzl28fw2NS+MsC8qhc1BUFhTbtmkWCLBTkLjWmyQJWJYlzDTyPAfbtmlWwk3h+H8cx2SiRSXtui7NhPCz7AOjyqfxNcB9UGazmWDeHw6Hgv8UyplhGPBv\/\/Zv9DmKImg2m8LA0ev1iEAjyeAIwxAcx9lz5MRBbzab0YCGfUcm+lEUgW3bQr1PT0\/Q7XYrL6WqLCjy8o7neXdD4FUEBfu+53lgWRbtWuI6gS\/x8PbGQ\/34EhtGnMa0st7h3223W5jNZjAajQQZMwxDsKohGcrzHJrNpqDvuI7UJEXjq+EqSzx5nistKCoyIFs36vU6uK5LRMU0TSEP1rNcLqFWq5EVhqeTCQlf5kEihPk0Qfl64AQFBwB5oI7jGEzTpDyynKh8rDgpT5IEbNsm6x+mGwwGYBgG+L5Pg6lhGOA4Dvz93\/89DapIsHk\/UvUrvCc\/SxnIFhS0liBWqxW02+3S5f1qHCIoYRgKVjK8j5MV2QcF23uz2UC9XhcsKFwOTNNUWlDQcuu6Li0hyWVzMoRl4P+8HbWO0viquOguHgDRuU8mKNjRMZ08OCA8zxNmotzqgpCtJEUzGfkzzyfPgDS+BjhBQSsd97sA2HeclOUkDENoNptCHt\/398rBZU0E7u23bZt2fKBJX4aKkIRhKCwXFNVbBjyaMQAofb\/4rpRbx6ElHhncP0W2ogH8bG9ceub+RDJ5QP3H6zNNk4ipXL68JCfvBFJZmXH5WltRNL4SLk5QECqCEgQBreNPp1NwHEfwKcF1V8dxoNfrQZ7n0O\/3lT4ofG0etxOWIShF+XTHf2zw9pW3GaNVzfM8eHt7o2UW0zT3TP6ILMugXq\/D09MT+ZTw5cogCPb8D4IggNfXV5hOpwIpCYJA8DsIw5C+Q4ITxzGd3VGr1cD3\/b16q2K1WtGSR5Zle8s7quWoW0ZVgsKtqoZh0PsH+Ek8VqsVLcGhJYbLThFBQdL79vZWaEFRfUZZUOlIDY2vhu12ex2CEkURPD8\/C\/d+\/\/13GI1G0Ol0wHVdCMOQBoDFYkFr78\/Pz+SEttlshJ0PqIizLKP0YRhCv9+n77g3PX6eTCa0Lvz09ET5np+fBeWuicrjQ7agAOxmqihnaGXjs1y+cwORJAnJ4NPTEyyXS7KQ4C4b3\/dpuZLvzpAtE3wXz\/PzMz3fdrulOnBGLteLz1X10C9+1L1sLVksFnczMHJfOE5QZD3AMRgMBB8hbHtuaV0sFrBcLulMnCAIwPd9sCyL2ocvR+PuQYCfu7g8z6PdX2gBcV2XZAXL4D4muGtRJSfaiqLxlbDZbE5a4Th6Dsohhz35u0Md7tg5Ethhq5ah8fgokq8kSYSlDTl9UTlV65E\/y+dpHDr\/5FjZVZ9RBe6D4jiOcOx90eB+S32J9\/s8z+H9\/V1p8Tn0fvk91XdBENDOH+6vUpUUys9a5RkOPbuGxiPj7KPu8zwvNMFcqkMdGzjOIUN6RvKYOCQT8hLPJdq\/ykBVtc6yRKoq+AmxSZIIBKpoyeiW+0ocx8LZMgDlJjhF6QB2CpKfSCvvsjlWThVieYnyNDQeCdwHpYruFLYZv7+\/nzz7LIsqM4uyz1JFUWncH4raFA9qO5Tn2L2qac9BWYJetcz1eq20JFV9jl8F+Xnm87kQX+dY+qrv9RIWt1Nk6ZgFSEPjUXG2k6xsQTk2Izj0\/zGUSXtOGt35HxvYvqcEC+T55XvnDvBV5e5ScloUzfjewCdKpzr1HmqbMktwVcqVyyurD\/UkSuOr4SIHtcVxDO\/v7\/R3Pp\/TFf\/lsCP5wnRyejnNoe9V5RfVJ5crPyvPV6YMfd32xdsX21P+zOW2TJmyzJaRT\/59kdzJz8CfU37mouc51AcPPVtZonargyJ\/riI5kP8\/9E6ryliZd1ykF+X2U32nL3191Yv306I+X4S9XTxZlgnXZrOBzWazd59f2+2W0my3WyEv\/59\/d+jCtKoy5fr4vTJl6+u+LmxXVft+\/\/4dPj4+KpVTJFPH6lL1AflemTSqq0yaQ9fHx4eSoNwqGTmG+XwOv\/3220XflayLTsl\/TMeUbetz21tf+rqna7PZwG+\/\/Xb+Lp75\/LCT7LUU3jV2Nmg8Pg75oJyCSy9TFqW7tDzLJ8neO3CiJONX6IFz\/YNOKU\/vANJ4NGTZBQ5q4wznWEcqWsM9FNL8UHlVcW5H17h\/8GCBl5KDIl+UsuWXzXtJ\/ykkKI8i7yqCcqi\/X3uHTFVfu2vWr6FxjziboKCT7KUUwCXyHCtLO8l+bai2GZ9rBbmWxaPKIFe1vrIWlHvpF0UWFI5rtPMh8PhGSZLQgW1VyuN665B+VP2vdwBp3DMuRlAAdjEnTNOkMwP4\/3I04WPQu3E0rgUkKFxO4r+EPkCZxdNDywCtf6fuxjmUL45jOgX5WDlVUURQ7nVwkwkKP79EDtCIKLMz65zfzkN+xIqghKpnOXeydw9tpaFRBmcRFL6LhyPP1dGMj+HULXaaqGhUAV\/iAfg5cIRhSAd9JUlCJ4hyHFrKKWuxq7JtlUcqLpO+isxjLB75edrttjCQ9\/t9Oma\/ah2fCZmg8CjmaZqC4zhCUMVjuqTsuz10n+tBnMBVXfa75DKkhsY94SI+KFgA7wCqsPAAYjySIAgEhfL29gadTkeIqprnOcWm8DwPlsslAOyUK8Y74XFKAH4e043KnVtv1ut1YT6NrwHZgtJsNgVriUqRu64Lr6+v4LouvL29AcAuTgTKkud5wlJnkiTQ7XYpPd4fDocUowdlP89zmEwmFKMKTyodj8fQbDahVqsJ97Fe7CtFS6yHkOe7g9pkC8pyuRRi8OR5TsEOb32A4wQlz3OKWIzPLeskWRfxQ954vKMgCIR25fcBdvGSUEfJ+kZlQcE4Pd1ulwKV5vkuhhOm9zxPmPih7PErz3MqK45j6Ha7exGpx+MxdLtd6HQ6SguShsYt46IEhYN3TOzco9FIiNrqOA6lwbDmGLWYR3pVRTOOoghGoxFFf8WQ5AC7wQRnxFEUgWma9Izj8RjCMFTm0\/ga4D4oGMk2y7KDA7BhGBRlNkkSyLIMms0mDQ4oSyhntm3DZDKB19dXGrAwIGD8lyjEGGQuCAJwHAem0ym8vb1RH0nTFHzfh3a7DXEcQ5qmsNlswLZtIiYvLy970XHLQrXEwwPeAewG8aenJyHNrRKVMhYUJKJhGEK9XofxeCzoojzfBRS1LIsCRuK7zrJdBGu83+12YTabQZIkMBgMII5jmE6nUKvVBP3FCYppmtBqteDt7Y0iUWMbdDodIi1cN81mM7BtG97e3iCKIjAMA15fXwFgZ5UxDIMitCN5Qfi+D6+vrzCfz\/csSBoat46LEJT39\/e9BNgxuTKzbVtQfmmaCiHqLcvaiwEi55ERxzHNTFBJYzRahCrsehzH1LlxFqPxNcAJiuwXgIMGXgjDMARrWxRFZFlA+L5PBBoHP44wDMFxnL1ZLPq7zOdzmM1mNEPH5+EDzrF6q0BlQZGfz\/f9k8jPr4DKgsLbkusAHlMHQNRFqncMsP\/uZZ2RJAmRHayLL9GhrPF4QY1GA15eXqj+6XRKh1NhOXghkOTib0aCzevgz7heryGOY0GuNDTuAZ9iQUGYprmn7AzDgNlsBgAAk8kELMsSQtvLs0NUCovFAizLopkPL4cTElRU+BmJEM+nCcrXAicoODDIAzWSVwSXLwC1fPN7SZKAbdtk\/UP0+31y2MQlBZwBc\/M9EmzZB6WoXp6mLOSj7nEQQ2RZBu12GwBu12rCIVtQeL9HSyx+L7cn3kPrlmogL7q\/2WzAcRywbRs6nQ5YliXUW+Qky3UTEg1cJuLLfXEcC1Zky7Lod8h+LXIdvu+TTrVtWxMUjbvCpxIUy7JgPB5TZ5IHB7zveR7NCC3LgslkInwPsG8lkS0o8owDP3c6ncJ896CENc6HvM3Ytm3wfX9vV49MUDhRDsMQGo2GUK7v+3uOtbiUwLHdbsG2bRiNRpDnuSDjAKIcos8K4uXlRWlBOcV0Ly\/x4HIAgm+RvQccIigAO6tJGIYAALSMhlitVqSLwjBUWlCK7g+HQ3Ach9qNLy0hecTdjtzaAfBzKRCXGmWinOc5LQ3K\/nkAopzmeS58lutTWbU1NG4ZVyMosmIF2HUQXMefTqfgOI7gUzKZTMi0ieveg8EAGo0Grb9iet\/3wXEcmM\/ntJ3wGEHJ8xx6vd5ePtnJUHfgx4a8iwetcd1uF15fX2mZRUVQUDayLAPLsmgJBJeGFosFJEkCQRCQRQKJTBAEJPt8gBwOh\/R5NpvBaDSi5aEwDMGyLIjjGBaLxcF6q2K9XgsH1jmOI3zved5d+Wcd8kEBEMldEARQr9fJ78dxHOh2u5DnOaRpCpZlwWAwgNlsRn5GeJ\/7oOA2cNRrw+EQTNMstKCg9fbt7Q2en58Fa4jruuSLFMcx9Pt9SJIEptMptFotCIIAhsMhRFFUuKSDpARgR7pM0yRfPLSkaGjcC65GUIpmX+jt7rouhGGo9I7v9\/vUATebDXVy3\/dp9rDdbsH3feh0OhCGIXVmgJ+7eLDswWBACj\/LMqpnNBpRPk1Kvg7wqHu+NXi1WpGcua5LTo8AP03xsn8UbkXGHRL4fZZltMvG931YLpeQ57mwawRn8lg\/zpKxbiQGm82G5BWXinhf4fVWxWq1onrk\/opOpfwZbx0yQZH1wHa7Bdd16Te\/vLwodREAkHOs3FZITFzXhZeXF0qPstPv9+Hl5UXYidXv92nHzfPzM0ynU9qpw9uO6zrUT1mWQRRF0G63YTgc0vftdpvK5KRD\/ox1+b5\/dxYxDY2rERSOX6HgTj3o7V6UscbpkJd4zsE1LG\/nymXZtHyJh2\/hB9gN3vKgXfU5PhuHjro\/5V6Z78rg3Hfouq6wBIiWaF5e2TNabrn9NDRkfApBATjtkKNzy9KdU0OFsrF4ZFxzEMMyjpVTRIhOqZ8TFLQSICaTCTnx3ks\/OiVY4LF3eEm9VeYZVFgul+A4Du1GchxHaTU792A5DY1bw6cRFMQpB0qp\/h4rr2p6ja8D1VH3MqrIzaG0XA7LpCtbxyWAJ8keep578s0qQ1BOIYCnWGPPIQdaZ2lo7PDpBEXGLXS+W3gGjc\/DJZd4bhGnLPGckv\/WUCZY4Dk4dXJ1qTz3RBY1NC6Bi8Timc\/nkCQJLJdLSJIEfvz4Acvl8uRLVQaWzy9Mw+suSlOmznOeWV\/3c\/3Hf\/wHfPv2DZbLnXyUaXs8TLDou0N5uQzytPL\/croysnuO3P7nf\/7nQxG1+XwO379\/V777qjqp6ntV6aBz9eC5z3WOPtSXvn71lSQJfP\/+\/TIWlO12C1mWwXa7hc1mA1mW0V+8j\/\/zi6dRfT6Wnl+87mNXUbqy+fV1n9dms4Hv37\/Dx8fH3v3NZiPIaRlZ4LKukvFDMsm\/k9Ntt1v485\/\/fDD\/ObK62Wzg4+Oj8lJX0b1bwPv7O\/zpT3\/a+53YLvj\/ofem0lly\/irvGesrk++QDKlkRpVe\/o7L16\/ue\/rSV9XrT3\/600mxxs7yQSnjDMjTq\/4\/lrZsnlPTatwvlsviJZ4iGSrrO3Cq70pV\/5Qq\/hFF4NuMy9R566jqg3KK38ip7+Wc5Z5r7g7T0LhlZNmZPih5nsP7+3thwmvsrDmnDO3ZriETlEvtwDlUXpHMnkPUzy1TFYvnWN23DCQonCie4pRaBuc6wZ66O+jY3zJ1a2jcA\/J8F7gzPiEWmGBBURVQlUScOlu45KyvimVH435xyIJShEsNANfYrXOqzKKT7KM4Zp7iJHvqQK9KW4UMla2v7PdxHAuH0slpbr3tNDRUONuCAvBziSdJEgpyJV\/8oCEZlyAWp5SnrSmPi0NtqLKgZFkmnHLs+75y7fOaFj\/VoJWmqXDmxaUITp7ne7t47knuVe9KJij8VFYMvHfpCVBV\/x28v1yK4RZU+aq0ZVEgw3tqUw0NGWcRFBR+LAALw1gmrVaLQocXdUaOa8wuNTQ48jyHHz9+CAMzxljxPA+m0ynMZjMhMNyxpZRTrQxl0paNVHzKLFk+BwXLcRyHDmkDAHh+foa3t7eL+0RcAocIChLN2WxGsWh4bJ5T66nyfZFsyPHCqpSjQhFBKZtfQ+MWcVELCkdRh0nTFEajEQVTA\/jZedI0heFwCGEYkqLJ85yCr2FsCsTb2xsEQQBBEAim6iiKIEkSCqaGYdXx++l0KuTTeEzwAZUraNmCgnFRDpUxHA5hvV5DEASCRQNlicsswC6uCso5rwtlkkfSBdjJviyTs9kMXNcF27aF\/nKo3ioDEQ8WiEiSRHgXeZ6Dbds3OcDJz6QiKMPhkD7LAUwxcrH8bgF2ijGKIkF\/AOzi+eB9nme5XFL7yWWNx2MIgoAsclEUgW3bRFLQWfnl5YV0Hf4ObOfhcLgX9R1lCYMUyjF5ip5HQ+MegJbtTyMo8\/mcIrFiPAkMXpVlGdi2Df1+n74HAIr82u\/3odfrkfIMggA8z6O\/clRQnBH7vg+maVLnHg6Hhfk0vgY4QUnTFAzDOGjhy\/McDMMgOcSgfd1ul8gDyhKWi7P3fr9PMhvHMaV3XZcGDpTxwWAAg8GAIierCEqe5+B5XmG9VaA6qA0D7CGm0yn4vl+57F8BFUHhVgrUBwC7tqjVakpdBADgOA4RnGazSaS03W5TubZt00TIcRwYDofQ7\/eFCOnY1pgeAPYISpqmMJvNwDAMsG0bhsMhEQzP80hncV3F9WKn0xEiFePzBEEA\/X4fTNPUJEXjLnE1giIzegCgkOGI+C+hwrGD2rYtmJbR3MzzFCliVOoAuzDrfBb4N3\/zN0IZfOZlmqYwQ7rFmaLGZcEJSiyFq+dRhbn8GoYhBM97e3vbI7dISjC9HCUbBxxZxhzHEfwjOKnhRD\/P88J6n56eKr+HNE0pqjOi1WoJ1kvf9+9mcFMRFNu2odPpgG3b0Ov1SL\/IeoXrIhz8sSw8S+Tt7Q1qtRpst1sA2ClPrq94vVg2j5SsWuLhy+QqmeH\/I\/FRPX+32xWWAnm+Tqcj1KWhcS\/4VAuKaZqUFjsLJxa9Xo9mhqgcith\/lmXgeR4F0MJy8jzfmzlxZVCUT+PrAAkKOisahkHbU9M0hTiOIQxDgbhwOZSdEvkyEN5Dn4der0dkaLPZgOM4REgQKIemadL\/WI5M9FX96pj\/QRFkC8psNoNer0e\/KcsycBxH+I23DBVB6fV6EMcxeJ4nDOCqfo9trGpbgOL3nOc5DAYDqNfr1H6of5IkIWsud7qWdZRMlAF28lKkqzhZUTnJDgYDqNVqJFe41HUP7aihgfhUgmIYBpnHsXKcNQD89DdxHEeYib69vVEe7GDdbhc8z6OBhVtC5M6PMwiAnZkX82H5so+KxmODW1DyPAfLsvai+coDBifAADv5dhxHkBlu+QDYEQDf9\/d8OHCGPh6PqWzeLziwH+EMHOvlGAwGVG8VGU7TVFja8n1feI4oiqDf799Nvzi0xJNlGViWRcTQNM1CXRQEAbTb7b3ygyCAVqu1dz8MQ2g2m\/QuZetIlmUwGo3IQiM\/W57nSoKi0lVIUOTn5\/o2DENoNBrkAM31H9anoXEPuCpBwRkLdoinpydwHIeOsfV9n5RtHMfUebFjAuyIiOu6kGUZORLKaXC2izOUIgtKUT5tQflakJ1koyiiJRwcDMIwBNM0KY1sQUHfFRzw4jgGy7JgOp2SFSbPcxiNRlCv1yHPc5hOp7RcYNs2kSLc8YYDCvo1AIDgu5BlGaxWKzAMg8jNfD6HWq1WSHCKgL+B7+LhxAd9Xe7JiZwTFNQD3El2MBjQII66R6WLFouFQBrDMKRYTPL95XJJO7622y3MZjOo1Wqkb3DpDvPiZKzT6ZC1arvd0hIPB07CsC4+CfM8D7rdLmRZRrLHCYpt28J3p+5e0tD4lfg0CwqajLvdLpkrPc+jWcfr6yvYtg2GYUC73aaOnKYpuK5LDmQ4ICyXS2g0GlROu90mpX5oiSdJEqrH8zxwHAdms9lNbqHUuA5UB7VNp1OSM8Mw9tb4uaUNMZlMSJY44UjTFBzHAcMwoNFokMwGQUBmdz4zzrIMer2eUDfKcpqmJOej0QgAdrtCms3mXr1VwZd4ZGsJ\/oZ7wjEnWSSV6\/V6b6m32+2SLsrzHMIwBMuy9tpqNBrtteFmsyHZcRyHnPABgOqo1+uCE+50OqUloSRJYDabgWmagv5ZLBbUzqirkPgmSUJ1uq4Lo9GILG1ZloHrumCapvA8Wrdp3BuuRlCKcMrBRlXTnJIWAOD333+vlF7jPrFcLmG9Xu+1d5Fz4qmK\/dB5KVXyXwNoQUFfnG63K2yfDsOQiM+9kHfZgsL\/cpxyZsyhssqkv9S7u7SMamjcMj6doFwKZZXFqQcsaTwuZB+UMjiVWMvfHRvsP1MeuQXl5eVF+G48Ht\/d9vtTjrovi8\/SI1XJk9ZfGo+MqxMUzfI1bg1VY\/E8qtziAWH3\/vv4Vt1j0YxPLfsSeY\/pwntvBw2NS+MiR91rJ1ONW4VK6f\/48WPviPdbxTUJvuqgtnsbJPnzxnG8t8SjSnduPefkO3fZT0PjK2Gz2ewdTVIGggXl\/f0dkiSBHz9+QJIksFwuhevHjx\/K\/\/Wlr2teSZLA\/\/zP\/+zJ5B\/+8Af49u2bkA5lF9Oq5PjQ\/Utf+Dxyn7pk\/\/mv\/\/ovwTEUcS+Dpvyc8\/kcvn\/\/vveezmkzbINz88ntyf\/+6n6iL33d4pUkCSwWC2XQ1mPYIyjozY7b9vjF7xel0Ze+rnGhvHG5+\/79O3x8fOyl2263sN1u6f\/NZqPM\/6t\/z3a7vUhZHx8fd7WN+BDyPIf5fA6\/\/fbbXtur5OHYJctB1Xcry08ZGa36jPrS1yNf2+0W\/vSnP520QmPIptUyCuReZmYaj4s8F6MZf2WZlM9BuTeoLChZlh1Mc416z01XNa2GxldBll3AB+X9\/R34Zxn3aD7WeFwsl8u7cA699vOhk+y9o8hJ9hKOqJdug3OPWdDQ+EqQCUrZPkJLPHhMM0fVrZUaGteETJCRoJRJ\/8jgTrL3+JvxHBtOULbb7UW2cH\/m+7jHd6+hcW3keQ7b7VY4wZv\/PQTlNmM83VB14dHcZSvQ0DgHh2RMJih4+mYYhiSvchTfzybZ\/ERXOcLtpaDaxXMvULWHbEFJkgR836doz1Xfo5w2y7LK6+FYBp6sLUfKxiPrNTQ0fgL7zWazgff39\/OcZJGgZFkGs9kM4jim2BZxHMNsNitlUj935lN2KUkTpK8NmaCsViuKODudTmE+n1M8k6q4tPXwUKTic8vmJ8ly9Pt9YaCPougujhLgBCXLMopBE\/8lOjXGxUFUPTQvVgT0KwskSXEc0wWwTxJP0Vtan2k8Ks7yQUEcCxbIkaYphGFIioNjvV7DcDiEMAwFUy1GGB2NRrDdbin9dDqFIAggCAKhk4\/HY4pvIdeT5zm8vb0p82l8DXCCkue7oHI8CrEKKCtBEAhHwr++vkIQBBCGIWw2G7qPFpkgCISIwXEcQxAEFJ8HkaYpDIdDIX0cx+C6LjQaDQiCQIgFhLLPAxxWhcoHRY7Bk+c5BZ67dXCCwsmEiohgu8k6YDgcQpZlEEURfZfnOazXa\/B9HwzDENovyzIYj8ekt7B+mTTIEYX5M3NZ4HXz+3mew2QygSRJIAxDCljI9aksUxoa946LOMnKa0QA6mCBs9kMLMsC3\/chCAIhgFaW7SK8DgYD+h4A4O3tDSzLgufnZ\/B9nwaSIAgoCNY\/\/MM\/QL1ehyzLaMDBGfHT0xMYhkFKn+fzPA9qtdqneP5r3A44QVmv1xRA7hB4wDccHHiLdwIAACAASURBVDzPA9u2SZYsyyI5w2Wifr9PMhvHMaV3XZf6DQaO6\/f70O\/3KcI2EhTMg+kP1VsFKh+Ul5cXIfhgkiRHydutQLag1Ot1ISIzX27xPA+GwyG9P8xnGAbpG3z3ALt3pSIonueRvnIcZ0\/nIXjAUo7hcEh5UAdiWsdxBLLoui7UajXwPA9GoxGRx36\/D0EQ6KjFGg+Hq1pQZNO0HCEWZznr9RriOIZmsynMQlV5iiweqNQBYG9GLJcB8FN58HwaXwPL5ZIICcogykMURYKfAJcTPnAjqUBSDPCTlGD6xWIh1IsDo4x2uy34aHFSwwcwrNeyLMHC6Lou9Hq9yu8hTdM9YuM4jjCgPz8\/383MXOWDghF\/fd8XrK8cXAfwds6yDAzDIP02n8+VSzzYDqqIxAgkOyhXODHjluZ\/\/ud\/FqzOuEyF75\/rNdVS4qHlQA2Ne8RFCIrsxCJ3Fq7k5ZD1pmnSvaenJ5oZouJXEQh0aux2u2AYBpimuUdQ+GyFh13PMjHMuiYoXw\/cgrJYLMAwDCLGq9WKfFD4EgEfqAB2xEFewuRkYjweQ71eB9\/3iQRsNhtotVrgOI4w6HNZRHlGciQvlaoGIbxX1fKH56Bwh1zusJnnObTbbSHPLVsXVduMcZcht24c0gGyPsDPWI5pmkKdi8UC\/vZv\/1Yoi0Mmr3Ecw3w+p2VC3p6qZSDXdWE4HNL\/\/Ps8z2E8HoNt21S3Jigaj4SLEBTVAK9SpIZhwNvbG3VanKHwNf0kScBxHGEmiiZ1gJ8d3vM88DxPMM3ikbhyR+cdW85nmqYmKF8MaEFBWbIsS7CO4GDEBxt54EITPMdgMBAsJLgsgMsEWN\/r6ytYlgWTyYTKVsk4wL4FRVUvt7hUwXq9Fiwog8FAIE7T6ZT6ofxct4hD0Yx5e6IOQCvUMYKCE6jZbLZHQCzLIgIhW1i470vREg8nl9yygvkcx6HlHJmgJEkiEGdtQdF4NFxliYdbUHiH9H0fWq0WHWWLO30AdgoEZ7WoQPB\/13UhyzJYr9fUybvdLqXB2a5sQUHwWQgvG\/O9v7\/vnamg8biQd\/FEUUSmfbSkyBYUbukD2JEPwzBoQI\/jGCzLgtfXV0jTlGbdYRiCZVkAsPOnwmPMm80mkSLsB0gWlsslyXIQBNBsNgFgZ4FBnxm5Xk5wymK1WhFRw8GQD\/DyVmt8F7cKTlAmkwm9o81mQ9uN8zynrb3YPpyEyJYyrldwCWe1WlE9SG5Rn8kWFoSskxCcVERRBJZl0YQNZYf7NfEyFosFmKYJSZKQc7MmKBqPhIsTFHnfv1wZN61yB7bpdAq2bYNpmuA4DnXSNE2h0+mAaZrQaDRorT5JEjJtep5HW5oB1AQFP\/N83W4XHMfZW3bSeGxwHxTE29sb+SsYhkF+S3x5Uu4ok8mEZMm2bSIcOFjgfRwo0ZHRNE3BiscHN6ybb0PFOsIwpN0cqnqrgvugxHEMT09P9F2WZXuWmlsHJyjc\/wR1BJJPWXe0Wi1qWySi2O6yhRXLxElOFEVQq9XAsixycFahDEEB2FnDLMsCwzCg3W4LGxBUVhis07ZtImEaGo+CqznJamjcKopOkr1l68A1wJd4fN8XrDDj8RgGg8GnH1B3DuI4vovt0BoaGuVwNR8UDY1fjaJBVWVBuaeB+FLAJR6AnYO6fEyAvD33Ft8Nf7Z\/\/\/d\/39sFqKGhcb+QT5Itq4P2dvFoaNwLcM1ehVschK8F1Umyx04rveX3E8dx4VZiDQ2N+8N2uz3PgpLnuXKbsYbGLYEPsKpYPF8R6\/X6oU5SPrSLR0ND4\/5wsSUeVHb60tetXHiUu3x9+\/aNSMpXvo5FdQbYRQy+RQKneqb393f44x\/\/+Mvfq770pa\/LXB8fH8pdwscgWFDm8\/kv\/yH60pd8qUjzarWC\/\/qv\/6LBuYjEfIWrDEGpohQ+G6pgfh8fH3qypC99Pcj18fGhDKVzDHoXj8ZdgQu3amDGs0DktI8MVAKHcMtLt\/Lz6CUeDY3HQpZl5ONaRT9rgqJxN5AFuoigqNI+MsoQFID7eSeaoGhoPBbQB+WsXTyqg9oO4dIKj89+z6nnXhSxxnmosrRxDuROdQ25P6fcKk6y99A3qhKUS\/6mQ2VVqUdlsbqHd6+hcQ2c7SSLcUsAdkcv80iwrutCp9MB13Up7sipnfXU9GUHCa0Mvg5Uu3iyLIMwDEle+THv1yIWZZCmO1+Ra8gnt6BcaoD9lVBFM8bTVZ+enoSYX5dE2ffzCO9YQ+MzcRZBwU6FJhgsbDabUXyROI4hjuO9sO6n4Bi5qJr\/2GeNx4RMUNbrNdRqNfA8D6bTKcxmMwjDEGzbPioTRTJ07H5ZWTsWAO4cGUYHYTn\/YDAQBvooiu7iMEZOULIsA8uyIAgCiOMYwjCEKIoOvq8qeqTqe9c6SkOjOi5iQSkbiwdgpxTDMCTFwZGmKQyHQwjDkCKNAuxmQkEQwGg0Ek6KfHt7g+FwCEEQCEHPJpMJJEkCcRzDcDjcq+ft7Q2CIBBOy+TQSuCxIZ8k2+l0jkYDRlkJggAWiwXdn06nEAQBBYwDEC0ysozFcQxBEMBkMhHkbLVa7cnkbDYD13Wh2Wzu9ResdzQaCfWWRZ7ntMTDSdN6vQbHcYSybNsWCMut9g9OUGIWvVg1yCdJQrqGk5ooipTtGQQBZFkG4\/GY9A0vG+\/zNlqv1\/Dy8gJBEAhRotM0pfJfXl729F2e52e3r4bGI+CisXh4B1IRlPl8DpZlge\/7FDhtMBjQg9i2Df1+n74H2Cliy7Lg+fkZfN8Hz\/NIYXieR38ty6KO7Lou1Ot18DwPfN8HwzDIgiPnq9frWgF8MXALSpruohIjwS2CYRgkhxizxvM8aDabMBwOodvt7kWe9X0f+v0+kZ\/ZbEZkw3Vd6jdvb28UbA6Dv8VxTATFtm1h8OP1ouxjvedaUMIwFIIPLhYL+Md\/\/MfSZf5KqCwonufthTVAndLv9+Hp6UmInI66R44MjO0\/GAyoTRDYnkEQQKPRoPuoz1DXoU5D8oTtioH+EJdqXw2Ne8dFLCi4DYhjOBzuERSMEIvAjpqmu\/D0jUZj76hqnifP80KnPow2m+e7qJ98RixHppXz6WjGXwucoPCZNsBuOYP7UCEwmjBiOp1CvV4XLHqu60Kv16P0ss8DkmIZrVZL8NHipEbuR0hm5Hp93688eKVpumcJcBxH6GODwUCY\/d\/yACn7oCyXS4o+7Ps+fddqtWA4HFI6bkVCyHJhmia1f5ZlRCIBdu\/\/WERp3o5xHINpmiQf0+mU6ppOp1Cr1S7Svhoa946L+KCo1qeDIIBOpyPcw1DmQkGMIPR6Pfjrv\/5rMqfK33MTaJZl4HkehVOXFQYnQvzzoXwIrQgeG5ygJEkCpmnSgLBarchngQ9QspyoLIR8EJpMJmQtxLo2mw20221wHEcY9LksmqYJhmFQOXI9qnqP+amogGSfk5E0TfcIVKvVqlTur0TRLp7ZbCZYREzTVCq9JEmg1WoJ7YHgEyD8zDcHoMU2jmNKM5lMwLZtKosTFL78NJ\/P6bNqYndK+2poPAIuusTDoepUhmHA29ubUDnONLFTL5dLcByHTJ6YRyYN3W4XPM8TiMwhgoIzJs\/zCvNpfA3ITrKWZe3NgOUZtIqgOI4j5BkMBsIAn6Yp9Ho9aDabQjpcYkCSYhgGLRvJUBEUuV5ucakCJCjYt\/r9vkCcptOpsPRw68RdJij8eXl7Fr1v1TIMQra0yvKw2WyI1KZpCkmSCGn4hG02mwll87ou2b4aGveOT3WS7fV60G63Icsy2Gw2tNMHYNdJcdDwPA+63S7keQ6e50Gn04Esy8hJEeAnQQEAUgwyQcFn4YQFCQoAwGg00gTlQXFoMJUJShRFtISDA1wYhmCaJqWR5SRNUzBNkwb0OI7BsiyYTqe0ZInl1Ot1yPMc3t7eIMsy8rcKwxDyPKd+wK06fGBDf4ftdks+M7zeWq1WSHAOgS\/xAOyWd\/gA3+v1rrbV+lyonocTlPF4TMtm2+0Wnp6eSB91u11wXRc2m42gUyzLIqdU9F1DmKYptD+Xh\/F4DABApCRJEvp\/sVhAmqZkwcFjGYoIyiXbV0Pj3vEpFhRUJvLyiud5pJSn0ymZQ1utFq3PrlYrWke2bZs6bpIk0Gw2qRzc0gyw25XBLSj4Gb33G40GmKa5l48\/q8bjQN5KKu\/iwV0TruvSEku73SarW57nNEDxsqIoIplFwgEANCDJMovOkiizuKzEB0SsG+v6v\/\/7P2g0GmAYBry8vCjrHY1G9JxV5He9XpPzZRzHgrUky7K9mfytgxOU5XIJnU6H2pNbTVerFX3H2yeKIrAsi5xhD1nQ8HOe59DtdsmJtt\/vUxp0eEYnWNUSD8C+ReVS7auhce+42i4e1edj+MzOpzv646OojQ+dJHvpA9FOKeeUszlOSc938fi+Lyy\/TiYTeH5+Pvk5fgXe39\/3fFDKvssqukuVtsz7ucQ7vId20NC4FC5y1D3fxaMqoMohRmUe5BRlcui5dKd\/bMjtixaUSx2uBQDw+++\/n\/Qsp9RXJLen7OLhBEU+JkDe4XNKHZ8JbkG5xnNWJSFldM6l9JyGxqMBN8Mc4xcq7J0kW6YygJ+K\/Joz1EsOPBqPB25BUQ0Up5LZogHlEvJYlOZUs79qF88p9d8S4jiGLMsuMvEoM7Epk79qPjmdXtbR+MrIsmxvab0MSkUzPsVycipO6fyXqFfjPsDbeblcCqEX+GB0qhwV3S\/7+VID0alLPIeejf9\/i\/0F351qiadMXtX\/qs9Vy6tSxqXTaWjcO1QWFLx\/DHsEBWdj\/MKjtOW\/\/EIlKX8n3+ff4\/+r1Yoc\/Q7VX3SPl11Uhr7u++JyhP9\/+\/aNrCiYBr8\/VRZUso7llclX5beoyijqR4euHz9+QJqWD\/Vw64PjbDaD\/\/3f\/1W+s0NtUfTu+Oeid39IZuRyDz3DoXY7tX31pa97vVDe\/\/d\/\/\/ekg1RLEZRTHujYdWwAqarwyw4k+rq\/q0hOvn37RoNz2Tx8oFOlPUSGTyHoZQbHY2Ufuw45C8u4ZQsKAJAF5Y9\/\/ONJMnGOXBXpD1WbViWt57SvvvR179fHx8d1thmj0qiqZKqUUWSevVUlqnEbKBqYLzkIl\/Vt+VXgPihlnG5v6dmLUHSS7Ln4zN9+D+9ZQ+OzcLVzUBDHlP4pBEROU2Ydmae7VxO2xmUgE5RLDMTnytalnCqrAAmKqox77AvnEJRL\/95z\/FfOkQUNjUfCxYIFnuLZXpaAHEtz7LuqebQyeGyoLChVrXFlLCTnkp2yz8K\/K7vdGUAkKGXqqJLmV6DoqPsqbVSFHJQlnVX01qH2u9X3rqFxLVzUgpKmu2Oj5Ws4HF4sYvC5nVRWAI8wc9SohqIlniRJYDgcQhAEEEXR0TM1zrFwnCt3l1iOUhGUe4ZMULIsgyiKIAgCGI\/HQoRgFU59l6jjDpUlt1eVydq9LbVpaFwKVyMoruuCbdv0OT4S7+aSnfIaA4LG40AmKFmWkbz2+30YDofgeR5YlkVpqi7RnGqFkYF96RryWuSDwskZAEAcx7BcLm++z8gEBePfBEEAnucJ4S\/kpWG8J\/9f5je\/vr4KsXJO1V2nLANqaDwyrrbEIwcL5N9jMDQ+o8HvZ7MZxeHh91VKEg9xkcnPYrGgoGzxXw5vkn+0Kp\/G14B8UNtgMADHcWC73dI9dCJFecNOMpvNBHnabrcks3If4EH\/ECh7Kt8PWSZXqxX0ej2KF8XPbsFyeF+pgjzPaVeJ\/HwYgwetjZ1O5y4sLZygxFK8GxVUeghgR9ywLebzOaxWK0EPzWYzmM\/n1Fbr9RoWi4VQBubnspKmu904ADs5Ur3Tc9tVQ+OR8KnBAtfrNbRaLbBtG1zXpZDz+H2r1YJ2uy1Eel0ul1Cv1ykfBuOaTCZgWRbNfFGp5nkOruuC4ziUx7IsUhQYEEzOp\/F1wAlKlmVgGIYQ70EFwzBIpjAoIEbRRllyXZdOMh0MBiRfGD07TVOSPcuyiNRgAEvHccBxHGg0GpCmKQWNq9Vq4LouRectqrcqVE6yURQJAe9WqxW02+3KZf8KcIKyXq+FAIsAP38jt5hhW6AFhOsHDNY3mUwgyzJotVrgOA4F8kP9xnVdkiTUXo7jgGVZ9I6DIKB2brfbQsBBgP127XQ6sN1uL7Kcp6Fxj\/gUgoLwPA+63S59DsOQyEMcx+A4DnVC7NSe58HT0xPlwYBmsomeRxtF5YDKikeaxRkMz3cp\/xiN+wASlDzP92bacRwL\/lMI0zQFOUySBEzTpJlulmW0pAmwIzQof3yAwsEfLXwAsLf84HkeRRaW+1GSJGAYBiyXS2W9VYBna3B4nifM3sMwpL5z65Bj8eAkhkcszvMcwjAU3mkYhmDbNgAAWJZFVqUoiohchmEoRHtuNBr0nngb8XYF2C0zYdsEQQD1ep3y+b5P5WO7cnlqNptCRG3+V0PjK+DTCEqe50oygMQCTcue5wlmbgxzj2VwoKLB2Q4nKFxhy5+L8qnq0Hg8cAtKEUHxfV+4L8uuioDze77vQ6vVooER67UsC\/r9vkAM0DrT6XSEmT0vE+XyWL1VIC\/xbLfbPYsiJ\/oAt90\/VNuMN5sNBEFA7x0AhHeMkxlsa27xOERQbNtWEhQAgOl0Cp7nQafTgXq9DkEQQJ7ne+n450u2q4bGo+BqBGU4HO4t8chkQL6XZRlZVfhMVOUrgn4Dr6+vNMiguRQJCdbLCcrz8zM4jgNvb29CPo2vA25BAdjJGFrmEDJxKSIofMCWB5QoishRE5GmKfT7fUFeDcOAMAzJr4H7YR0a1Dhp6XQ6ld8D94kA2LeWJElCA\/Q9oGibMcCONBiGQfrB932Yz+cwm80E359ut0tLNPIyHBJJ27aJrCDxwPc\/nU5p6RqtwtyCci5BuWWCqKFxaVzdgsI7lOu6gsIbjUZQr9cB4OfSS57n0O\/3qWM6jiMoA1wrdl0XBoMBAOycYk3TpAHkkAXFdV2aSaHS0QTla0HexdPv98GyLFo2AfhJUDiJ4X4q+D3m2W630Gg0YDQaCWZ+HBgBQPD3cByHzPfYL3hf4ctC3KqB9SKB2Ww2whJmlQFM3sXjOI7weTAYCEsjiFsdJGUnWd7GLy8vtIwTBAHYtk1O0QA\/3ze+W9nBdTgcQr\/fVzqwciIxHA6pveTlNz5pk\/PJ7Yp572V5TUPjGrgqQcFZBSq0JEmgXq+Tk1itViNyEIYhNBoNWnZBIjKbzcCyLGi1WtBsNolcoOJ3XRfq9TrYtk0DCCck8meer1arQaPR2FtCulUFrHEZyBYUgJ1lDWfIKIPcUsEtKJjP932o1Wpkyuf+BPV6HTqdjrC04HkeyX69XqdBcbFYgG3be87jADv5x2dBh0\/f98mRk9dbRX5xlxI+w3q93rOWcMfzewAnKK+vr2QJwffNB398z7jcg5OgXq8HhmHQ5XkeZFlGTrd42bYN4\/EYAETigY7Q6CBb1oKS5zn0ej2wLAs6nQ7UajXBX09D4yviagQlTVNhRorI81zYosexXq8LtwVjQEKuLDE9mmBxu6A8AC2XS2GtHbcRAuwGE+0p\/7VwKEieansoOtOqDvpK0xRmsxnJF98pEsexsIQCoN56zOuezWaCPGIdqi2r2Cc4qsgvBr0D2BE03CUEsCPyvV5PKPPW+4bqoDZcxlEB2wLfQZIk0Gw2qZ2zLIN2u03nqHBrRhRFZBlbr9fCNnN+vMF6vYb1ek3bunm6NE1pezLeW61WMJ\/PKY+MW28DDY1L4tNi8fD\/L3WQ0aFyytSlO\/vXxHK53CMOHIfk4pxBo+xAf+qBYVXBl3ja7bYwuPu+f3fO4\/IuHhlFv4ETBjzKAB2lLcuCxWIBg8GALLG4XZg7zarqKKvv7uHdamj8ClydoAAUd9BLdcwqZWploHEoWGARjg0s15Ar1QBXJdbOMaRpumf5KXqGe8ApwQLld5ymKYRhCEEQwMvLiyAn0+mUCAo\/OVYuq2qdVfJqaHwlfApBuSZ0x9aoCvkk2XNQlricWs+p5KkMjsXiuZelHcQ50YyP4dC7ONUKfMp7vZe20NC4BC5CUHAdl194xgJ+xv\/xLx4SdejCNLwsno+Xfyh\/mYvXVTaPvu7rwrb99u0bkRR+HZIn\/p0sI8dk5poydY7cHvLF4bj1QZHvrPr4+Dj4\/g+1cRXdUkV2tE7Rl75Ouz4+PgrPQTuEPQvKcrmEJElguVzS\/z9+\/KB7SZLQPUzDL0zLv+d55bRyHkwjl69KU3SpnkFf93tx+eFt+oc\/\/IFICv\/ux48fQroyclAkm6p6D+VXyWdZWTxVXr99+wZpWrzUJc\/2b5mo5HkO7+\/v8P37d2W7lGm3Iv0j67GiNuD5eTqtT\/Slr9Ou\/\/7v\/xYsKGV1kBAssMo5IrKp9BJKr6pTo8bXA5eD5bLYcnCuUzX6iFRdEjjHd+pUGee7eKqUdQt9SvV+4zgWzjaRvz9W1qWfR0ND4zxsNpvL+aBUVbJVHQ+rfi7znd7Z89hQyRMSlCqDyilpjpHxMs7j19yFhmbUe5V5+bmr+qBcYnfNoXz3+l41NG4FV3GSLUMkLuV0VjX9JXdBaNw2iuTikAWlbDmXHHywrCLZrLo7pGzaNE2F84EuVfZnQKVT3t\/flWfVqNKXvV\/VAqYJi4bG5bDZbOD9\/b3yuC0s8SBBSdMUhsOhEA02CAIYDoelz0qpiiqKhyuKaw86GrcDeYCQCQreT5KEZDaKooNB8srsxrj0NtJLzPg50ILC8166jmtCfmbVQW2TyQSGw+Fee\/J8h8qu8hyHnu3UsjU0viKwj+Chh1WxZ0HBGRkqeDxCGglL0WmOpz74NaAVx2NCbleZoGy3W5JXPKTL8zywLEuZ\/zOhCgR4qVm6iqAAwN5gHscxLJf7p0LfGtAHBX8LRojG9sTYRyqUJWiqPGXSayuKhkZ1nL3Ewy0oHIcicSZJArPZbO\/UxzzPlcG4AEB5H9mVTH6SJIEsy2Cz2RQenR+zCKYajwvVgCATlH6\/D47j7MkJT4MyhvLEGf58PlfKLB6lzi122+12L5AdQpbJNE3B931wHGcvD8owr\/ccCwovlwcnBNgFM6yyJParIAcL5NGoVe8G22ez2QjtifoD2w6B7SOHHMB3E8exsGSGedM0LWxzDQ2NYlzUSZZDjmaMFhYMV46B1DAoGgBQILVGo0FxL5IkoWCBOMMF2M3yMBiYbduCUnVdFxzHobosy6KZVRRFQpAwWRlrPD64k2yWZYURrbnsYiBBx3FINsMwpEB+GOgPB69+vw+2bUOr1aIgfGmaCkH+kFwkSQKNRgPa7TY4jgONRgPSNIXJZAK2bUO9XgfXdamvYL2dTgeazaZQ76kWFEQURdTHMM299BFOUNI0BcMwKMAiR5qmpGcwaCDGIUJig0EjZ7MZ6SAMPGhZFr03jIyMsiHLElrisB7+bjU0NA7jqtGMOUEB2HVWHqHz5eUFLMuCLMtgNptBu90mZxhUAJ7nCTEv8Ihprlg3m42gGFzXhVarRVsObdsmRXUon8bXALeg4ICEchrHseA\/hfcNwwDf9wUroGEYFOxtu91Co9GgyLWmaZLDJsb9CYKABqgsy2gw9TxPqAtlPs\/zPUsk1otLLlmWQbPZPLh8UQQVQel2u4JVJgxDImS3vjwh+6BEUQT1eh0ajYYQCLHb7QqRm8MwFPSQYRjCxGmz2QgEEAMIAuwiGVuWRe+s1+uB53mQ5zmMRiNoNBo0OcK20\/pGQ6McrkZQeAhyruTlzon3MHKo53lCWHvTNPfM5IgwDMF1XXBdFwzDoOfAoF5YBv+M+Tqdzl4+ja+B5fJnsEB5KWA2m0EQBPD09ASmadJ9WXZl4iCTCd\/3odVqQRRFAqnBWTQnBoZhQKvVIlnGmb2KoKiIv2o5tQxWq5UQNDHLMmi1WkIaJPr34EOh2ma83W6JRCA5PKSHZHlATKdT8DyPLCFIKIvaB+CnHuLvTNZFGhoaxfg0CwqayYsUA8BuphKGIdTrderEhmEIhAWBfgPT6ZSUCregcCXgui7NMJ+fn6Hdbu\/lu2XFq3FZyD4opmnCdDoVZHU+nwsDFRJlhIqAy4NVFEW0VIBI0xQGg4Eg14ZhQBiGMJvNaJDEGbnsJMvrRZxCUHDJlTvJhmEIo9GI0iRJIlg8bx0qgoJtM51OyVJWlaC8vb1BrVaDyWQCcRxDq9Ui\/SK3D28LdNDl0ARFQ6M8PtWC4roumT8BfppWAUBQlP1+n8hNu91WLvG4rkszItl0KisG\/pnnWy6XggVFk5SvAZWTrGVZsFwuhaUePlChnMjfJ0kCeZ7TEk8YhsLyzdvbG5XD63Qch2Sy0+nsEQHu49But8mCiPXi0tJms4Fms0nLMFUgn4PiOM7eexmPx5XL\/VWQnWS5ThmNRtBsNgHgpx5C4FIzliE71wZBAI7jkM+SbdvCEg+fiHGCgv4puNS3WCzANE2lQ7WGhsY+rmpB4TMLXIO1LIscyizLolnky8sLORoahkFEJI5jsCyLnNqen58B4OeMCE2ujUZDucQjf8YBA\/PZtr23C0gTlceG6qC2fr8vOEeijBxannx6eoJ6vU4O391uV5Bz13WhVqsRIfY8jxxhuaPlcrkE27ZJ\/rnTJvpEuK5LJMT3faq3Xq8Lg20VcAvKer3eK6fdbtP\/99AnOEGZTqd7jq1I6lR6CNtWtfsHnZuxHE4u\/+Vf\/kWwXvGJGe6IQkdm0zSVTrsaGhpqXI2gpGlKs0sZqq3BADslKW\/jxIeczWbCejnWgYpluVzSTGW5XAozwyRJhNkUz5ckiRC\/4x4UscZ54ARFPvdiPp\/vySBaLrgvBiJNU5jP5yRvfLuqSmYXi4VAdI5tYwXY+Ypg\/bxeeetqVdnlsXien5\/JMTTPc5hOp4Ll8h6gOqhtPp8XnsGkOmoAt4HLwO2O82yfLQAAGExJREFUm81GCBGQpqlwRkyapkSEELiducox\/BoaGlckKGUgO95VPRhJQ+MUlA0WWBb3enjger2m9yCfA+P7vrCkdQ+oGotHhuyIX+UgtkNp7ukdamjcEs4iKNjxyhagO6rGLeCcWDyPJMOqbcb3Bt4epwYLfKQ2rYrPINen1vGV20Vjh5MJirzj4RAeVcFr3AdkmSsiKMcU6qPJ7qMTlKoWj0dr37K4JoE49\/1WyfNV2++RoTrRuQyEJR5cXy1zbbfb0mn1pa9zr81mI8jcZrOB79+\/w8fHh\/A9HsZVVEaWZUfT3dv18fFxtwRFNfDN53P47bffDrb\/oUvrpurXNd8vL1vud4\/UD\/VVfP3pT3+6jAUlSRJYLpewXC6F\/5fLJfz48YPu4\/\/60tdnXlwm\/\/CHP8C3b9\/gx48fe7LKZVT+Dq9HkOEkSeDbt297zr3y\/7cM+Tnn8zl8\/\/59r82L2lElG4\/Qtp8pQ9d+v0mS7I0bP3782Ou7x55BX\/d5ff\/+\/TI+KIccyu5R+Wk8LpbL3S6vsrL4qL4KfDfKPYOfTcN3OvHvDuX7yrimn8gl369uq68HPHfo7F08qm15vBINjVtBnuewXKq3GavSPjIe3QdF\/v5Q\/kdvaxmX+r2f+X6\/Whtp\/HSSPdsHBUALkMbtQSWTnKCUzf+Isn3PBEXVHqc4yX518K3VVd\/Xr36\/v7p+jesDzx+qCuU5KNvtFmazGR12xa97VYQajweZoKgOS+MH\/T0q7pmgAKh9UDhBwcPs8ABHOc9X10uq4\/mr4JrvN0kSIS5UGRIVhqEOI\/BAyP8SQuRiBCVJEorIats2HTXtui5MJpOzGW\/V7Z+PPPvVOB0qC0oQBHSMOR43LyvtS8hv1a2Zk8mEjsq\/9PbnIoISRZEw0Md\/CV5Y9vl\/FWSCgsfLPz097T13EAR74QxkVDk40nXdiwyORf56ZcqvIls8rSoAZVFajrLvt+wzcWD0aMTz8zOFfwD4OdZweJ5HIVLKosrBercs+4+Kk31Q5LVfGaey8lPPoih7\/yv7HGjssFwuhSPoMVicPADwo98Rx+RJlVY1sJclz6p+VJS3qvzKBAWd0lqtlpCu0+nchTOtiqB4nkeBADls2wbP846S0LK\/GaNdq\/KXbetD3\/OgpofyVt2QkOf5Xty0onLl8qq+3ypkQP5ejq8WK6JOV4XevHH7OMtJlu\/i4UChl4UzyzKKHIvsmseteH5+BtM0oVarERPOsgy63S4YhiEEUYvjGBzHAcMwwDAMmmUC7IT56emJGD6Pqjyfz6HVaoFhGGCaJgUflJ9f43EhW1Dq9frRqL2maVJAQQzax2WwVqsJCnQ8HkO9XgfDMCAIApJ\/DETYbDZpGWm73YLv+yTLvu9DlmU0C8VrOBzu1WtZFpVfFSoLShRFMBgM6PNqtQLHcejzLfcNTlDyPKdBzXEcIpsAu9l5q9Xa01FcN+B7RXCdYhiGMKDzNjJNU1g6Uek6rBcDFQLs2gL1HJcBLN80TTBNU4iMzdP3ej1aapnNZvT8lmWBZVmCZYHLoeM4ApFAHV2r1faeWx7QD71fDKjI3+8\/\/dM\/wV\/91V+BaZpg2zZNCOK\/BITFPpAkCQXJxHcv9wP+GetwXZf6CJIuLLPRaEAcx\/TZtm1B9kejEdi2TWlfX1\/35OuWZf9RcZFdPLKXrUxQ8Lt+vw+tVosE4+npCWzbBoCdyQ7jgfBgfr1eD1zXpfuoNNDsjHlRsAF2glqv1ylIoGVZ1IF4vsViIeTTAvg1wAmKPBPDgJV4oUygMscDhFCuwjCEPM\/hx48fUKvVSM4sy4LVagVZlpGyC8OQAvDxAINPT0\/Q7XapbFTuvB\/hc6zXa6oX4GdkXj5AlMVqtSJLEpbveZ5gSRqNRlTXrUNlQQmCAMIwFN6h53kQRZGgo9I0hVqtRn4Py+WS3isOxpZlkezwyRLAfrTrKIqEQRDJDcDP5Y\/JZELP22q1iJSgDPBgjXL5+L0qPco0fh4MBtBoNABg185cpyI5cF0Xfv\/9d+j3++A4Dj237\/tg27ZSNx56v+PxeI+gjMdjCrjpeR4t4cRxDKZpgu\/7ROTxHj4z1oV1qCwo3MqC7xiXK5Hk8M\/4fl5fX4WI1pPJBAzD+NL+SbeCswlKnufw\/v6+l0BlQbEsC97e3ujedruljoed\/uXlRVAy3JoiY7FYQBAEJIw4oHQ6nb3ZD\/+cJAnlM02zMNqpxmMCl3jyPN9TdFEU0ewW7+d5LgwQeZ5DGIZ7loV+v08yjwMG1gOwU4T1eh1eX18FhY+zR5RJ9NsC2O9HLy8vQr0AO8vjIV+KIqzXa8EZGAc6Dsdx9s4WuVXIBAX1QJZlNOBkWQaWZUGWZYLvBbYnf4fYnjhADofDwiUHeQkGrRLD4RCCIIBer0fyJLfpcrkEwzCE9zydTgW55PKHEzL+W19fXym9LNOz2YwGe4CfOlXlJGtZliCf+O44OSr7fmVynWUZTCaTPRnn1hKE\/Bu4dUT1PX8elQW\/6DOSJW6Bz\/OcJgkavxYXs6DIUK2dG4axRwbkjodrmkhKijpHFEVgWRb0+32BoADsKw\/++VA+ja8BPKgN4CdJRidQRBzH8P\/+3\/8TLChcTmTly+9huU9PT3tLP2j+bjabNENDEz0SlCAIyCIiOzCqiP+p\/l48mjHAbpDm1hLsj\/eCIgtKnufQ7XYhCAJ4eXmhmTN\/byqLL79XNOkpkg8cgHmbFlnFVIPtfD4vJCg8vVwGLmPzvPw71bPy51HpQ5mcn\/J+kfxiHnw\/OMEtQ1BkCwpfTsM0fIlH7jd\/93d\/t\/ebedkcqnvawv75uNpBbSoF3mw2qdFx9mqa5t7hSnwmatu2ICioULkAySz\/EEE5lE\/jawDN9Hw2jMs33K+qaIAA+El0cdaLs2w+EwMAeHt7UzrzoQ9EnufQbDaF2SGHrGixXnkglustg9VqJRAUvvwKsOuH8tLRLSvpQwRlOp2Cbdtg2zZZWvm7xff65z\/\/Wcjf7\/cFC4pcNoJbUPI8B9\/3Cx1P5TZN05ScbHkabtHh8rdarZQko91uA8A+IZEHe9u2BSLKfVBkfYv9QNbRx94v\/53cUsmX+7FOvpyDkEkYf995niutLvx5ylpQAHZuBEhecIlJ9tu5Zbl\/ZFzVgiJ3UDRb9vt9eH5+hnq9Di8vL5Te930YDoeC499oNCKLh+\/7NKNDB7AgCMC2bajX66UIyqF8Wgi\/BmQnWZzd2bZNljXuwAigtuQ5jiM4A9q2DVmWwWw2I5lrtVqkCNGUjM62WN7r6yutwQdBAJ7nCRY\/dLRFhVlUb1VwJ9nVarVnLZF389x6\/ygiKAjLssjnDWB\/0Gq1WtBut5Xv9ZAFJc9zsG0bOp0OEUVcssZ0su6SLV79fh\/q9Tql5T4RADviwIkobjbg6dE6LQ\/uMkFBHYhLg2jZABB1NNaBfjmqXTxl3y8O+p7n0fNygnLMgoK+MEEQkG8h+tkg2eJtJI8\/hwjKarWCer1O\/a7RaEC32wWNX4+L+aDIwhvHsdJxj\/t\/cGe8LMvIcU1mrnEcw3A4FJzKAIDSJ0kCURSRso2iaG+2yz\/jOuhisYAoir7EoVwaP1F0kizKGcogl7UgCPbycJmNomjPhwDvYzmr1QrCMNyTfQAgB\/DhcLjnc8XlPM93hxfhPblPVAEnKLK15PX1VXDSvEXIjvnxX6KqI7DfY7rpdCosMc9mM+E3H3qvKp3Cy8L2wwkXloftjXKAz6nSja+vrxAEO6dTWdawfG75QBnj6fM8h\/V6vWd1lpcr4jiGIAjI\/4\/vYkuShPrBobNXjr1f+XeuVit6F6iz8zxXPl+apoLFKssyGI1GMBwOqV3wN6A\/zWQyocFMrvvY5zRNqa2qnqWicT2gw3RVCASFM5xDs6yi78rOzE7JL39367NAjcvh999\/Fz5j21c56r4IKjmqKlu\/Wm45QZGdYX3fV57rcYvAZ3x\/fz961P09\/B4Z+MxlZeLSslNUXpX3e4n3LvfnS9Rz6Ldo\/HpkWSYYQMq2k3AOStESybWEVQuTxjEcEuhDR90X5alSZ9FznDJgXpOoqA5qK6rrVvuc7Nhcxpp0yu86R7ddQp5OmfidWtelyirzzJf4jaf2kVuVaY2f2Gw251lQAHYzlyKUYf\/XVozX7twa9wVVNONLkpKy5VVVpIeU+ikzxzKxeFR981b7DPqgHHo+1Sz82ABXxYJwrOyqqEpgi74rIzOX0JNl3u8pZf\/K96jxa4DL2dz5vCz2nGTxwCB+bbdb5X28NpuNkHaz2RzNc6x8LKeoHtV9XnfVZ9DXfVy8fb9\/\/w4fHx9738npZDngssW\/U8mcqu4y3x8ri9d57jv5+PioRFBuTYnLA+18PofffvtN+Z5U7YbXn\/\/858K2xbYp0jVl26dIbo6VVaaOMnqrSK7kZ+DpNpvNXrmqPnHs\/aryy++Y1ymnKdMfiuorq8+1zr\/N67fffrvMUffy9f7+Lvwfx\/He\/UtfWM8pdWCeaz6fvj73QpnDv4fS4cVlVZWvSK5Vn+X7h2RLVaeqPFX5vOyq8o8O4seIyK2SE46i98X7dpn3oyrjkAxhmXK5ch65\/mNyqbqqtO0l0srvVH5\/Zd6vnF8uXx4f5H54javoGbX+v82rKoRggXyNqKr5+Zrr\/6eUeWuKWON8yG16yEn22JLNqU54RXmvIbdl863Xa1iv16WcD095ps8Ab5f5XNxmXJSuSrll713C3+LSJLGqTJzTtuf0j2N+Wpes71g5tybfXx1Z9nMXz1lLPKcQjUsLgxYujTLgJ8meK6fnEIxTCPyh9FXlX+WDUqa+W+1nhwgKwGXJiTywnlLnKe\/xUtatc97FOWkv4bOl+ntJmbxV+f6KyLIrHdQm41c1+q8gShq3jVMsKKfiUgPBNRwz0zR9qDOAjhGUY7jELPrU9r4WEbgmedHQuDbOIijcB4UXhmu2uK43m82Eo8XLokwnrmpa1dBQERSchaH8yrt85LSXwrHZ3zVlt6wF5V6gIigYGf1Qe1bFMb1yaVIKsDsErcwBYkXLOteWYw2Na+CiFpQkSSgIlG3bYFkWdDodcF1XOKmwCvEoUganrLlraACoz0HB47\/xaHp+FDfHpWa6ZWfQk8mE4sGULb+KBUU1cVgsFsJAX2Y78i1AJih4pHqn04FarUansF6SpJT5\/ty0eZ7Tya5lnqGKdebSyyMaGpfExQiKLORlIqyeYtY+Z73+XtbSNa4LmaBgvKfFYiGkUx1HDlDdMnfMCfWQjMrRjI\/JcBWZTtMU1uv13n3HcYSyer3ewSPPbwWcoCRJAoZhwHa7pd9RdTlL1S6HfFEO5Vd9PlZX2Werku+c9Boan42LEJT393f6H4VeRVCyLKMAVIZhgOu6guLDIGq1Wo3MmdvtFrrdLt2fTCaQ5znEcQyO44BhGGCaJgXRyvNd5MunpydwXRdM0xSiKs9mMyHf8\/Nz5R+vcd9YLpfCwGxZlmDh40C5wQBqhmHQTDyOY2i32ySbfIaL0XEx0F+e76Kkuq4LhmFAo9EgkpRlGfR6PTAMgwKgZVkGQRDQPSwH60UZxoBxp0BlGXl7e4Onpyf6vN1uodFonFT+Z4MTlMViAYZhkH6RCUAQBFCv1\/f0EBJC3\/fBMAyKzoufm80mEZ0gCGAwGMDT0xOlfXt7OygzYRiCbdtUFsaRAQCqF2WkKLhdmqbgeR7Jheu69Lvl5+fPCyDqPwxOqKFxq7iID0osbQNCBaCK2Ok4DilF3\/eh2WxCnuewXC6h3W7DZrOB9XpND4VEY7vdCgGk4jimGS\/OllDJoIl+sVhQVFEkNvP5nNItFgswTfMuZocalwNaUFAeeORX9FmYzWYkg3meg2ma0Gq16AAhjICKweGWyyXUajWyuliWBWmaQpZlNAiFYUgB+OI4JpKEkW7xwCiMVAwgDkz4fJZl0YCXJAnU63UKvFYF6\/V6j6A8PT0Jvg7j8RgGgwHVf8uQl3ienp4oSjT\/nZPJBGzbFvQQvmMkhePxGLbbLXQ6HTAMg4JBdjod6PV6QlpsiyAIoFarUT2GYYDjOCQzr6+vQpTiyWQChmHQc3Q6HdJb6\/VaIM4yQcE2yrIMbNuGMAxJ7xqGQcEO+fOmaSrIbJIkpBsBbr99Nb4eTiYoXJjf39+VMxRuuQDYKW2u\/LIsA8MwYDabwXq9hlqtBqPRSFAylmXB29ub8iEwMvJwOBTC18thwF3XJWKDZEiVT3fQrwFuQZnNZkJY9\/F4TCHo+X0uJwC7mXCr1QKAn2b+fr9Pg4jjOOD7vjB7nU6nUK\/X4fX1VXgey7LA932SSfTjAoC9fhSGIS3BIJ6fnw8uAxVhtVrtERS57G63K\/yGW+4jKifZOI7JIoHk0fM80glBEBCRARCX1FQTLf5ZJo+oz1BOTNMUovt6nkeWXgSSUbT8ot6SP8vPgdF3h8MhNJtNIV2n06F2wt+DBBllFjEYDI4uxWto\/Cpc1ILCobKgyEpevrdcLsHzPIHIqPIA7GYf9Xod+v0+zRpQGXQ6nT2Cgp8nkwlYliXkU5Wv8bjg56BkWbZnRcMlRJmg8I6ikm8+uGVZRk6aPGz8dDoFx3GEGbxhGNDr9SAIArr4zLnT6RysVx4oy0Je4omiSBhAV6vVHmG5ZRzaZhyGIViWBQBABJC\/b3mAR8gEsYigILg+kWVGnjgBiLpK\/h6\/k4kSWj6Q1Nq2XWhx47\/nmOxoaNwarnYOikrwm82moKxnsxmYprmnVPhMlHc+gJ+Obrxjb7fboxYUWQmoZjyIW54lapwHtKDxgdl1XVq+wTTHCAr6mHDZdV13b4Y8nU6FcrB8vowjyziHPKM\/VG9VuZUJiud5AlELw5CWL24duFyH70W2DE2nUyIofElHhspiggO8TBSQHGCdKDP4WdYtcr1ZlgmTsSKCIj+X\/IyO45BePWTxiaIIarXaRWRHQ+PawDH6YuegcKiWeKbTKTm0Pj8\/C+uhQRDQLJI7b+HMp9\/v01o9pkcHwUajIaztHjOVYr5mswm1Wk25C0njcZEkiTCAZVkG7XYbbNuG5+dnCIIAHMehAQ1AbclrtVrQbrdJ1nGwwmWFIAig3W7TAIEm\/n6\/D6ZpQhzHkOc59QucEXueR\/IaRRE5yOJSp+M4RHB4vVXBCUqWZXu7d9B\/AnFLfUS1q4YTlJeXF1r6QF2Dvhbox4Nt1Ov1BL2iGuC5BQWXUFCXIMG0bVsgqLLMYL3YvrZtU72yngIQl6Y5UUK\/KZzIoT47tiQFANBut6HVap0tOxoanwF+1H0VKC0oXFnMZjPlNk30GwmCQJitZVkGURRBEAR7BxLN53MIggCiKBI6E6ZPkgTG4zEp2yiKSPnzz3K+xWIBURTtnYmh8ViQ\/aOKjrqP45j8QKbTqSBrQRDszcq32y3Jkiyb0+mUlmq22y0A7JxSwzDck32A3eCF\/QLln8svyiuA2FfG4\/HeAFPlHBT0xRmNRjAajei7JElo8KxS5mdCfqb5fE7vGuBne8rvG2dm2Bb8HcZxLOgtWY\/NZjMiOmjdwnpkfcdlBp+V+47Iek6lp\/Cz6rmCIIDX11fBoVt+Xp4vz3PYbDYwmUzoefk2bNU71dD4lciybM\/HtQwKz0E55+AfeVZ0ic5y6pkCGo8BlSwVnSRblPecuo6dpXFJGa9aFneS5bvrAHbLrOgHc6sDmPwscRwrLT7HnvlYuqL7sr9K1fzHnufYd8fa5VLPo6HxKyAv8VSRW4GgXHIXzKmE4lhnLNNZdcd9TMjteigWT1HeQ0TjErJXBWUHsGPgFhTZoiMfWsfLvsV+kuc5vL+\/w2az2btfNn\/V+1EUwWAwqPQ+ypKlS+ct+l7rP41bBi7xnG1BOYQixVa1c1yqA+mO+DWB7V6FoKjyqz6fO3hcooxznWRV5Rz6zbeGc4MFAlQnYZ\/xPj6zjltuX42vBdmCgvfK4ChBOUXQT1UKx2a5epnn6+FQe55KUMqWXzVflVnzJUnKI0Qz5r+3iKAcW2YrW\/6x\/NfQIZcgxccmiJqcaNwqLuYkW+Z6f3+\/yPfH0uEV\/yWasvy\/vr7GVabNry0X7+\/vpeoom06V75znO0bU7mnQOqeNuDzI71TVLue+d97mKr12SvlyHl6+1n\/6utfr\/f29Mok2jifR0NDQ0NDQ0PhcaIKioaGhoaGhcXPQBEVDQ0NDQ0Pj5qAJioaGhoaGhsbNQRMUDQ0NDQ0NjZuDJigaGhoaGhoaNwdNUDQ0NDQ0NDRuDpqgaGhoaGhoaNwcNEHR0NDQ0NDQuDlogqKhoaGhoaFxc9AERUNDQ0NDQ+Pm8P8BaI63te5mVCMAAAAASUVORK5CYII=\" alt=\"\" \/><\/p><\/div>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Il sisma bonus \u00e8 una detrazione fiscale introdotta dalla legge di Bilancio (L. n. 232\/2016), che prevede la possibilita\u0300 di fruire di un incentivo per l\u2019esecuzione di interventi \u201ccertificati\u201d, finalizzati alla riduzione del rischio sismico, che siano realizzati nell\u2019arco temporale compreso tra il 1\u00b0 Gennaio 2017 e il 31 Dicembre 2021, su edifici di civile abitazione (prima o seconda casa), sulle parti condominiali e sugli edifici adibiti ad attivita\u0300 produttive, purche\u0301 siano ricadenti nelle zone sismiche di classe 1, 2, 3 di cui all\u2019OPCM n. 3274\/2003 (vedi, in particolare, l\u2019art. 1, comma 2, lettera c); modifiche all\u2019art. 16, comma 1 quater del D.L. n. 63\/2013, convertito in L. n. 90\/2013).<\/p>\n","protected":false},"author":2,"featured_media":42531,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"footnotes":""},"categories":[72],"tags":[42,43],"class_list":["post-42529","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-professione","tag-interior","tag-interiordecor"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v26.8 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Sisma bonus - Elenco dei Comuni compresi in Provincia di Grosseto. - Arklabs<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/\" \/>\n<meta property=\"og:locale\" content=\"it_IT\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Sisma bonus - Elenco dei Comuni compresi in Provincia di Grosseto. - Arklabs\" \/>\n<meta property=\"og:description\" content=\"Il sisma bonus \u00e8 una detrazione fiscale introdotta dalla legge di Bilancio (L. n. 232\/2016), che prevede la possibilita\u0300 di fruire di un incentivo per l\u2019esecuzione di interventi \u201ccertificati\u201d, finalizzati alla riduzione del rischio sismico, che siano realizzati nell\u2019arco temporale compreso tra il 1\u00b0 Gennaio 2017 e il 31 Dicembre 2021, su edifici di civile abitazione (prima o seconda casa), sulle parti condominiali e sugli edifici adibiti ad attivita\u0300 produttive, purche\u0301 siano ricadenti nelle zone sismiche di classe 1, 2, 3 di cui all\u2019OPCM n. 3274\/2003 (vedi, in particolare, l\u2019art. 1, comma 2, lettera c); modifiche all\u2019art. 16, comma 1 quater del D.L. n. 63\/2013, convertito in L. n. 90\/2013).\" \/>\n<meta property=\"og:url\" content=\"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/\" \/>\n<meta property=\"og:site_name\" content=\"Arklabs\" \/>\n<meta property=\"article:published_time\" content=\"2026-05-11T10:04:41+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2026-05-18T10:03:48+00:00\" \/>\n<meta property=\"og:image\" content=\"https:\/\/arklabs.it\/wp-content\/uploads\/2026\/05\/consolidamento-strutturale.jpg\" \/>\n\t<meta property=\"og:image:width\" content=\"1520\" \/>\n\t<meta property=\"og:image:height\" content=\"884\" \/>\n\t<meta property=\"og:image:type\" content=\"image\/jpeg\" \/>\n<meta name=\"author\" content=\"arklabs\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Scritto da\" \/>\n\t<meta name=\"twitter:data1\" content=\"arklabs\" \/>\n\t<meta name=\"twitter:label2\" content=\"Tempo di lettura stimato\" \/>\n\t<meta name=\"twitter:data2\" content=\"2 minuti\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"Article\",\"@id\":\"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/#article\",\"isPartOf\":{\"@id\":\"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/\"},\"author\":{\"name\":\"arklabs\",\"@id\":\"https:\/\/arklabs.it\/#\/schema\/person\/ea87152ea3394cc9cab90c4ccfeea95c\"},\"headline\":\"Sisma bonus &#8211; Elenco dei Comuni compresi in Provincia di Grosseto.\",\"datePublished\":\"2026-05-11T10:04:41+00:00\",\"dateModified\":\"2026-05-18T10:03:48+00:00\",\"mainEntityOfPage\":{\"@id\":\"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/\"},\"wordCount\":156,\"image\":{\"@id\":\"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/#primaryimage\"},\"thumbnailUrl\":\"https:\/\/arklabs.it\/wp-content\/uploads\/2026\/05\/consolidamento-strutturale.jpg\",\"keywords\":[\"interior\",\"interiordecor\"],\"articleSection\":[\"Professione\"],\"inLanguage\":\"it-IT\"},{\"@type\":\"WebPage\",\"@id\":\"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/\",\"url\":\"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/\",\"name\":\"Sisma bonus - Elenco dei Comuni compresi in Provincia di Grosseto. - Arklabs\",\"isPartOf\":{\"@id\":\"https:\/\/arklabs.it\/#website\"},\"primaryImageOfPage\":{\"@id\":\"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/#primaryimage\"},\"image\":{\"@id\":\"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/#primaryimage\"},\"thumbnailUrl\":\"https:\/\/arklabs.it\/wp-content\/uploads\/2026\/05\/consolidamento-strutturale.jpg\",\"datePublished\":\"2026-05-11T10:04:41+00:00\",\"dateModified\":\"2026-05-18T10:03:48+00:00\",\"author\":{\"@id\":\"https:\/\/arklabs.it\/#\/schema\/person\/ea87152ea3394cc9cab90c4ccfeea95c\"},\"breadcrumb\":{\"@id\":\"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/#breadcrumb\"},\"inLanguage\":\"it-IT\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/\"]}]},{\"@type\":\"ImageObject\",\"inLanguage\":\"it-IT\",\"@id\":\"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/#primaryimage\",\"url\":\"https:\/\/arklabs.it\/wp-content\/uploads\/2026\/05\/consolidamento-strutturale.jpg\",\"contentUrl\":\"https:\/\/arklabs.it\/wp-content\/uploads\/2026\/05\/consolidamento-strutturale.jpg\",\"width\":1520,\"height\":884},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Home\",\"item\":\"https:\/\/arklabs.it\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Sisma bonus &#8211; Elenco dei Comuni compresi in Provincia di Grosseto.\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\/\/arklabs.it\/#website\",\"url\":\"https:\/\/arklabs.it\/\",\"name\":\"Arklabs\",\"description\":\"\",\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\/\/arklabs.it\/?s={search_term_string}\"},\"query-input\":{\"@type\":\"PropertyValueSpecification\",\"valueRequired\":true,\"valueName\":\"search_term_string\"}}],\"inLanguage\":\"it-IT\"},{\"@type\":\"Person\",\"@id\":\"https:\/\/arklabs.it\/#\/schema\/person\/ea87152ea3394cc9cab90c4ccfeea95c\",\"name\":\"arklabs\",\"image\":{\"@type\":\"ImageObject\",\"inLanguage\":\"it-IT\",\"@id\":\"https:\/\/arklabs.it\/#\/schema\/person\/image\/\",\"url\":\"https:\/\/secure.gravatar.com\/avatar\/1826bb2bb26479f7a0463b351f4e1fb0f89d8680a01577343630b7c4418a523e?s=96&d=mm&r=g\",\"contentUrl\":\"https:\/\/secure.gravatar.com\/avatar\/1826bb2bb26479f7a0463b351f4e1fb0f89d8680a01577343630b7c4418a523e?s=96&d=mm&r=g\",\"caption\":\"arklabs\"},\"url\":\"https:\/\/arklabs.it\/index.php\/author\/arklabs\/\"}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"Sisma bonus - Elenco dei Comuni compresi in Provincia di Grosseto. - Arklabs","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/","og_locale":"it_IT","og_type":"article","og_title":"Sisma bonus - Elenco dei Comuni compresi in Provincia di Grosseto. - Arklabs","og_description":"Il sisma bonus \u00e8 una detrazione fiscale introdotta dalla legge di Bilancio (L. n. 232\/2016), che prevede la possibilita\u0300 di fruire di un incentivo per l\u2019esecuzione di interventi \u201ccertificati\u201d, finalizzati alla riduzione del rischio sismico, che siano realizzati nell\u2019arco temporale compreso tra il 1\u00b0 Gennaio 2017 e il 31 Dicembre 2021, su edifici di civile abitazione (prima o seconda casa), sulle parti condominiali e sugli edifici adibiti ad attivita\u0300 produttive, purche\u0301 siano ricadenti nelle zone sismiche di classe 1, 2, 3 di cui all\u2019OPCM n. 3274\/2003 (vedi, in particolare, l\u2019art. 1, comma 2, lettera c); modifiche all\u2019art. 16, comma 1 quater del D.L. n. 63\/2013, convertito in L. n. 90\/2013).","og_url":"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/","og_site_name":"Arklabs","article_published_time":"2026-05-11T10:04:41+00:00","article_modified_time":"2026-05-18T10:03:48+00:00","og_image":[{"width":1520,"height":884,"url":"https:\/\/arklabs.it\/wp-content\/uploads\/2026\/05\/consolidamento-strutturale.jpg","type":"image\/jpeg"}],"author":"arklabs","twitter_card":"summary_large_image","twitter_misc":{"Scritto da":"arklabs","Tempo di lettura stimato":"2 minuti"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"Article","@id":"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/#article","isPartOf":{"@id":"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/"},"author":{"name":"arklabs","@id":"https:\/\/arklabs.it\/#\/schema\/person\/ea87152ea3394cc9cab90c4ccfeea95c"},"headline":"Sisma bonus &#8211; Elenco dei Comuni compresi in Provincia di Grosseto.","datePublished":"2026-05-11T10:04:41+00:00","dateModified":"2026-05-18T10:03:48+00:00","mainEntityOfPage":{"@id":"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/"},"wordCount":156,"image":{"@id":"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/#primaryimage"},"thumbnailUrl":"https:\/\/arklabs.it\/wp-content\/uploads\/2026\/05\/consolidamento-strutturale.jpg","keywords":["interior","interiordecor"],"articleSection":["Professione"],"inLanguage":"it-IT"},{"@type":"WebPage","@id":"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/","url":"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/","name":"Sisma bonus - Elenco dei Comuni compresi in Provincia di Grosseto. - Arklabs","isPartOf":{"@id":"https:\/\/arklabs.it\/#website"},"primaryImageOfPage":{"@id":"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/#primaryimage"},"image":{"@id":"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/#primaryimage"},"thumbnailUrl":"https:\/\/arklabs.it\/wp-content\/uploads\/2026\/05\/consolidamento-strutturale.jpg","datePublished":"2026-05-11T10:04:41+00:00","dateModified":"2026-05-18T10:03:48+00:00","author":{"@id":"https:\/\/arklabs.it\/#\/schema\/person\/ea87152ea3394cc9cab90c4ccfeea95c"},"breadcrumb":{"@id":"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/#breadcrumb"},"inLanguage":"it-IT","potentialAction":[{"@type":"ReadAction","target":["https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/"]}]},{"@type":"ImageObject","inLanguage":"it-IT","@id":"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/#primaryimage","url":"https:\/\/arklabs.it\/wp-content\/uploads\/2026\/05\/consolidamento-strutturale.jpg","contentUrl":"https:\/\/arklabs.it\/wp-content\/uploads\/2026\/05\/consolidamento-strutturale.jpg","width":1520,"height":884},{"@type":"BreadcrumbList","@id":"https:\/\/arklabs.it\/index.php\/2026\/05\/11\/sisma-bonus-elenco-dei-comuni-compresi-in-provincia-di-grosseto\/#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Home","item":"https:\/\/arklabs.it\/"},{"@type":"ListItem","position":2,"name":"Sisma bonus &#8211; Elenco dei Comuni compresi in Provincia di Grosseto."}]},{"@type":"WebSite","@id":"https:\/\/arklabs.it\/#website","url":"https:\/\/arklabs.it\/","name":"Arklabs","description":"","potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/arklabs.it\/?s={search_term_string}"},"query-input":{"@type":"PropertyValueSpecification","valueRequired":true,"valueName":"search_term_string"}}],"inLanguage":"it-IT"},{"@type":"Person","@id":"https:\/\/arklabs.it\/#\/schema\/person\/ea87152ea3394cc9cab90c4ccfeea95c","name":"arklabs","image":{"@type":"ImageObject","inLanguage":"it-IT","@id":"https:\/\/arklabs.it\/#\/schema\/person\/image\/","url":"https:\/\/secure.gravatar.com\/avatar\/1826bb2bb26479f7a0463b351f4e1fb0f89d8680a01577343630b7c4418a523e?s=96&d=mm&r=g","contentUrl":"https:\/\/secure.gravatar.com\/avatar\/1826bb2bb26479f7a0463b351f4e1fb0f89d8680a01577343630b7c4418a523e?s=96&d=mm&r=g","caption":"arklabs"},"url":"https:\/\/arklabs.it\/index.php\/author\/arklabs\/"}]}},"jetpack_featured_media_url":"https:\/\/arklabs.it\/wp-content\/uploads\/2026\/05\/consolidamento-strutturale.jpg","_links":{"self":[{"href":"https:\/\/arklabs.it\/index.php\/wp-json\/wp\/v2\/posts\/42529","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/arklabs.it\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/arklabs.it\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/arklabs.it\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/arklabs.it\/index.php\/wp-json\/wp\/v2\/comments?post=42529"}],"version-history":[{"count":5,"href":"https:\/\/arklabs.it\/index.php\/wp-json\/wp\/v2\/posts\/42529\/revisions"}],"predecessor-version":[{"id":42535,"href":"https:\/\/arklabs.it\/index.php\/wp-json\/wp\/v2\/posts\/42529\/revisions\/42535"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/arklabs.it\/index.php\/wp-json\/wp\/v2\/media\/42531"}],"wp:attachment":[{"href":"https:\/\/arklabs.it\/index.php\/wp-json\/wp\/v2\/media?parent=42529"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/arklabs.it\/index.php\/wp-json\/wp\/v2\/categories?post=42529"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/arklabs.it\/index.php\/wp-json\/wp\/v2\/tags?post=42529"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}