tag:blogger.com,1999:blog-39453717393665809562024-03-19T03:46:40.857+01:00Lucani Nel MondoBlog di Attualità e Curiosità. L'angolo di tutti i Lucani nel mondo.Unknownnoreply@blogger.comBlogger120125tag:blogger.com,1999:blog-3945371739366580956.post-3945133689415448592017-02-27T19:30:00.000+01:002017-02-27T19:30:19.250+01:00App Android - Schermo Torcia Regolabile<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoCKrBVkkdXWVhWlWFRb3Kpj800fPKNtoTyXJ_GWH9dG78LXMHFCR1-hJvwnaDSlsLIoUmc3f79G1Co56UMIiDoe5Ro3UoG4mok8qyBbU7gcLsj0irbXLT3nL6AzNYvMUoaaWYy8UJrus/s1600/Italy.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitSOwbe4b2oGJ8CBIxb8hUartCdQaazhbnE0FgmxdWT4feQa5lrQMKpiivD7Y5c9xCCK5jr8U6lP0ScO-8FPK4YA5wngdU-phNOFWInksZY6KIWv0r9W9yVdl2ER-KFPPADgL7PJV7SlM/s1600/SchermoTorcia.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitSOwbe4b2oGJ8CBIxb8hUartCdQaazhbnE0FgmxdWT4feQa5lrQMKpiivD7Y5c9xCCK5jr8U6lP0ScO-8FPK4YA5wngdU-phNOFWInksZY6KIWv0r9W9yVdl2ER-KFPPADgL7PJV7SlM/s1600/SchermoTorcia.JPG" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoCKrBVkkdXWVhWlWFRb3Kpj800fPKNtoTyXJ_GWH9dG78LXMHFCR1-hJvwnaDSlsLIoUmc3f79G1Co56UMIiDoe5Ro3UoG4mok8qyBbU7gcLsj0irbXLT3nL6AzNYvMUoaaWYy8UJrus/s1600/Italy.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoCKrBVkkdXWVhWlWFRb3Kpj800fPKNtoTyXJ_GWH9dG78LXMHFCR1-hJvwnaDSlsLIoUmc3f79G1Co56UMIiDoe5Ro3UoG4mok8qyBbU7gcLsj0irbXLT3nL6AzNYvMUoaaWYy8UJrus/s1600/Italy.png" /></a></div>
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Si segnala un'app per dispositivi Android in grado di trasformare il proprio smartphone in una torcia. A differenza delle altre app presenti in rete questa app non utilizza il flash della fotocamera (che potrebbe essere rotto) ma bensì lo schermo stesso. Utilizzando lo schermo è possibile regolare l'intensità luminosa in funzione delle proprie esigenze.</div>
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<a href="https://play.google.com/store/apps/details?id=leolorlab.screentorch&hl=it" target="_blank">Link PlayStore</a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiObGEpI0wAYYtEPdpSrK0PnZhsQZnxe4Yi-1DS-Jzaq68YYc5GbHEcHpPT4IgnQVopYgIMWSipcINlHV2fqDr1gkMMj4lLb0wYkD26NbUYv_FYaIeDx0A7nmZMNVp_w29s2KOnAAHLPY0/s1600/United-Kindom.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiObGEpI0wAYYtEPdpSrK0PnZhsQZnxe4Yi-1DS-Jzaq68YYc5GbHEcHpPT4IgnQVopYgIMWSipcINlHV2fqDr1gkMMj4lLb0wYkD26NbUYv_FYaIeDx0A7nmZMNVp_w29s2KOnAAHLPY0/s1600/United-Kindom.png" /></a>App for Android devices to trasform the smartphone in a torch. A difference with others Apps is that this app is not using the flash Camera (that might be broken) but rather the screen. Using the screen is possible to adjust the light intensity according to the needs.</div>
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<a href="https://play.google.com/store/apps/details?id=leolorlab.screentorch&hl=en" target="_blank">Link PlayStore</a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-32787217560175971812017-02-27T19:00:00.000+01:002017-02-27T19:00:39.180+01:00Riparazione Furby Boom - Non si muove e dorme<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoCKrBVkkdXWVhWlWFRb3Kpj800fPKNtoTyXJ_GWH9dG78LXMHFCR1-hJvwnaDSlsLIoUmc3f79G1Co56UMIiDoe5Ro3UoG4mok8qyBbU7gcLsj0irbXLT3nL6AzNYvMUoaaWYy8UJrus/s1600/Italy.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoCKrBVkkdXWVhWlWFRb3Kpj800fPKNtoTyXJ_GWH9dG78LXMHFCR1-hJvwnaDSlsLIoUmc3f79G1Co56UMIiDoe5Ro3UoG4mok8qyBbU7gcLsj0irbXLT3nL6AzNYvMUoaaWYy8UJrus/s1600/Italy.png" /></a>Se Furby Boom non si muove o "dorme" probabilmente c'è un problema al motorino elettrico. Infatti tutti i movimenti di Furby Boom sono trasmessi da un unico motorino che si trova all'interno del giocattolo. </div>
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Per la sostituzione bisogna armarsi di pazienza e seguire qualche guida video che si può trovare in rete. Il motorino può essere "riciclato" dalla meccanica di un lettore DVD.</div>
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La posizione del motorino è indicata nell'immagine seguente.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiObGEpI0wAYYtEPdpSrK0PnZhsQZnxe4Yi-1DS-Jzaq68YYc5GbHEcHpPT4IgnQVopYgIMWSipcINlHV2fqDr1gkMMj4lLb0wYkD26NbUYv_FYaIeDx0A7nmZMNVp_w29s2KOnAAHLPY0/s1600/United-Kindom.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiObGEpI0wAYYtEPdpSrK0PnZhsQZnxe4Yi-1DS-Jzaq68YYc5GbHEcHpPT4IgnQVopYgIMWSipcINlHV2fqDr1gkMMj4lLb0wYkD26NbUYv_FYaIeDx0A7nmZMNVp_w29s2KOnAAHLPY0/s1600/United-Kindom.png" /></a>If Furby Boom does not move or "sleeping" there's probably a problem with the electric motor. In fact all of Furby Boom movements are transmitted by a single motor that is located within the toy.<br />
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For replacement must arm themselves with patience and follow some video guide that you can find on the net. The motor can be "recycled" from a DVD player mechanics.<br />
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The position of the motor is shown in the picture.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6W4ZFze6CRdruMUAfNEEFeyLrsFCk3FVkeAINk0G5qPsd6EkKoBI4qoUswWhXYB43_Vo909lqILN7rx4XclybtjdIkjQyy7TgmQwsc-FvcwwDwZTFZPim2E_2yW0jw5tYG-JEJVm6Guo/s1600/Furby.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6W4ZFze6CRdruMUAfNEEFeyLrsFCk3FVkeAINk0G5qPsd6EkKoBI4qoUswWhXYB43_Vo909lqILN7rx4XclybtjdIkjQyy7TgmQwsc-FvcwwDwZTFZPim2E_2yW0jw5tYG-JEJVm6Guo/s320/Furby.JPG" width="213" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-22206809347999503112015-06-26T00:13:00.001+02:002015-06-26T00:13:58.070+02:00Guida Utilizzo Google Maps Android<div style="text-align: justify;">
<a href="https://www.blogger.com/blogger.g?blogID=3945371739366580956" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3945371739366580956" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3945371739366580956" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="https://www.blogger.com/blogger.g?blogID=3945371739366580956" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><string>
Prima di utilizzare all'interno di una App Android le API di Google, ed in particolare <i>Google Maps</i>, e' necessario:<br />
1 Scaricare ed installare <i>Android Studio</i>;<br />
2 Aggiungere il pacchetto "<i>Google Play Service</i>" in <i>Android Studio</i> utilizzando l'<i>SDK Manager</i>;</string><br />
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<a href="https://www.blogger.com/blogger.g?blogID=3945371739366580956" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3945371739366580956" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3945371739366580956" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="https://www.blogger.com/blogger.g?blogID=3945371739366580956" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><string><img alt="" height="233" 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" width="320" /><br />
3 Creare un progetto con <i>Android Studio</i> scegliendo come tipologia di App “<i>Google Maps Activity</i>”;<br />
4 Ottenere una chiave (stringa) “key” per l’abilitazione all’utilizzo delle mappe all’interno del progetto appena creato.<br />
Il tipo di chiave da ottenere è <b>Key for Android applications</b> ed è gratuita.<br />
Ci sono differenti modi per ottenere tale chiave ma il metodo più semplice e veloce è il seguente:<br />
Copiare il link presente nel file <span style="font-family: "Courier New",Courier,monospace;">google_maps_api.xml</span><i> </i></string><br />
<string><i><img alt="" height="168" 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AycnJyEQiEcxy3Lcl13Z3tneGwklIxYpqXruiiKlu1lTuYWH77Wc//e7u5e8Cs3Oz25sbF+eXL7yUmm5NmiKOqabhn8nf3Jby2NqypmmY7p6ksDe7f+cgzN4Kala7rmOU4oDd1fWLy/sIQzjGM7qipPH3/p9fH/+r25z0Uyk55dDn7zcraZILJXNgBeVi3DeMEHaZcun2Asyzo+Pg6dnk5OTmYyGcdxRFGEIKhQKIiiiCCIfq6hummnNx8nVnoTq73pzcem7bque7C3c29y9cHobDqVdB0n75hXlhNfHDgc2AHjeDY4D9V1XVGUzc1NGIZt29Z13TAMGIYxDIvH46ZpGoYhSZJp63CYXHp4tD0V2hyM6Lqed+3RndhuIvNw6Wh378DQDcuytre3I/HUysQD4nDYcnKSJAV3QyEIEo1G19bWRFF0HAeG4UBSNzc3NU0LzkMdy1wH6NfmEklK0PSzWASCIPPz8ziOn5+H2qYd44A4ltrZ2sFxXNd1EEgzDDV18DfX5v9pHNkgYPDt11//1ve/3/Po7sO7927cufb48ROMzqKZDIZhCIKIjHDMRL6w/KenTNwxbF3X805uJrH8O9N/MbozyTN8cB4KgmAymYzFYqIoGoaRy+W2lzdfG337dx99kYTw4MOwbTuDkXfuP0RRzHVdwzA0VZmYnr0xf/TnA3sTJ0igoZqq5h3r0nLidx/tCpJqW6Zu6ksTO8N9t+8u/rP5w69Ypltwna0ofGls+80nW2mCdWzLMEyUObq19M9nj/9GUSXTtAMNzTvWYhTbT1NF1+oux+/S5SMIZCSTyYRCocPDQ8dxgjBop9OpVqskSWqa9iweqquyzBEyR+iqbJyFynRZtxTdDMKjlmkgrJggBCIru7YVXKTrun4e97wYRAguug3DCMJwqqaqsiZysq4aPCuZpunaVgKlp/aT2zFE17QggIggyPHREUkxbr5kmkYwuxLEWz3PC8Kjpmlms9lsNqvruqqqhmGoT288dW1TULScYwVuBHWexyiD81DDNPJ2ztQMjuOCypPJZCoJJhLxSOwYSMGJeGxtbX1lae7+g/u7u9sPem5v7x8DAJBKpVKpVDQaFUVR0mVFU0pO4azDpmHKui2ZmqqdB4Vt25Zl+TymbBiGZZgYi4eQqK7qwegFThIEcT50lmnABDMXxVcTRILkPceWJEnTNNsyGVGBaMGxraBBCEYS8M5B6k4MmQqCAKKsxjNkCqNVTQ8+DtvyZDWr65pteaZpnH1epsmJCi+d3XjapUuXjyDQH9d1zQ/7vpxpqOu6giDIsiIrqqyosqwE08SyLCuyrMiyJMtBiqEqpqZoinw+j3yeU/rBiKIoiZIsy0owH64qkiSJkmRoqmvqtqHJshzUEEhkMCV9Pn99Xs95K8FMmSzLwTaYKQt2qcrznpzXJj5dHhBUFdzrGhTnOI7PCgIvB+qsKKokirIsi6IgSbIkiRzHZbPZYCmVLMuKrGiyerEV5SkXE8/7df5eVzVLMyX5rHdBcjDZdZ7L0DXX0FxDM1RFPJ/ElyRNkYOUAF3XDN029YKhuWc+yLKpa4amXqxNVXRFfjae56OkfORH1qVLlx8FURRrtdqndF2Px+MAAABpCADTAJACfgQSiUQ4HAZBEAAAIA0DIAikPqQgCIKRSCQWi4EgAIAgkIYAAHiuCRAEQ6FQIpEAAAAA0wAI/SgOJJPJUCgUtA+m4Q/1/Gke8FmeH+DkRUKhUJAEQRACIxAEnef5URz7sQnGKhqN/l031KVLl5+cZDIJQVCtVvuUaZowDKMoCgNRJJ3ESCaD4gzLcSzDclmWoVEUwzAMw/DzbbB4PhKJwDCCohk4Fc7AIEay6FmeZ+A4DkFQNBrFcRyBQTgZQjEMIxj0aaUYhhEEkUqlEokEjhNIOgEDUYygMILKZDI4QZAEgaIo8fRFAIZhOI5Fo1EIglAUhVNhBAICBy7WjOP4xTwZCMBIJsjztBL8vNqnzuDBLwpB4Icnka29k9MYiOIUiqI4hgXZLm6DGjAMw1A0k3nW9AdAM5lM8OJZ0oV2MQwlSQpBkEgkcr6rS5cun1gymQyO42caCsEIAoFHw984mXgD3OxjoNPhR/ceDI4PP7zdMzBJ0RRJkul0miAICEpjGAZBMEmSAADEkwCcPD3o+1Jo9mp6qz+TOoXgDIYTaAZBkAyOoRCMkCQZjUahDJHYGjl4/P9FV3oSuxMoiqahdDoNwTCcTCYQJBOJRhGMCM1eORz6WnStN3m4SNLs6dH+5v4hTTOhk/3N7V2CJNFMBsexVCqZQdE0CMbjSQSIHfZ/+XT6ndTOMJIKwQiKIAiSyaBoJp1Op9PpWJBn4Muh6XdjG4Pp+DGKkxiaSUNwMh7e3t0lCJIgCARBUBQFQRCGkUgkgmJkfHcytvboZO4WDhyiOJFMJnECTyQTBEmmkgkUx9MgmIhHtnd3cALPZFAURWEISgEpCIJhGEYyKAJDYBpC0QyYTqMomk6nMQxLg2A6nQ6dnqZhBMdxKJ0GACCDZPZ2N2JJIBGPgyAYfEJdunT5xIIgCIZhzzQUSoVjm0Mohs9tbIaSsXe//sV/+T//5hf+19/4k7/86p/+hz/4yle+/if/4Y+//Ndf/pM/+qPvfO/7f/i7/+7KvSGe50KRGBDaSu5OwigxsbwcS8ZuXXrt//m9P/raX//1F//iL/76P//Vv/+9P1rbC2UQKJoAkjtj6dghgsDxtd740da9O/d6ex/cv9MzNjWL4kQ8Fkskk/GNAQQC0rGj1Nbg4d7e9etX3rl27crlK+9dfffarRsP7j1aXVgb7O27c/f2k9kFlmFC4SgQ2UvsTmPwSezJb2QO7o6Njt2+eeett9++cfX69OIGRVOhcBSJ7S3MD8+EcOhgCjycmZqeGhufuHfn9ns3b9y/f3d9ebP/wcM333rrxrXrQ6NTFMOEw2EAoZSNb4bf/VXg6q/qkUerK1s37tzuefi4v7+/71FfX/9AX2//495HN+/f6e3teeuNN/vHZvgs2//o1ltvvnW7p29qfOTdK9f6+h/29vZdv3JteesgyzEjj3suX7/R+7jn0cNHk/ML8fDx9es3ex/3XHr7zRs379++d+M4HIOhdHAq+qKPkC5dunwUz2koDEOp6PL91M7YN6fCA6f0aM+7//YLX/jDP/rTL37xz//Vv/r8F/71//Fvfuv//IN//zu/9Zu/9cf/8Y9//Z/906+9foVhuXgiBadCsaU7oZ2Zv5pMLobhv/nT3/n85z//b//1F37/D//w3/3WF/63//23F7eO4DSQhtHUwVx05WF8czi+3g/GT6+88+aD3ocDvb2jU/MohkejUSSDxjYGYxsD0bXH0NHs+uLi9du333nn7bffudLX//DWnZu3r9+6efnam9975/bdWw9HxiiSjMUTCBiLLD0A9x6Hh/5HaPva/MJSz507l6/eeNxz59HAKIYTsXgiA8aO5u8erY9Gl+/h4On44ONr1++8+8Yb3730bl//o1uXb373m9+59N7VkYHem3d6MjgRjURQnIzvTOxOXDmauZZFQ9NjE1dv3fj+G28PDQ3dvHy1t7//zrUb9+/3vHvjau+DO699+/X51U08A41P9E+NTg0Oj1x6841vfee7l6+/23P/0dXLl4fHZzEYvPzG977xne9evflez537j/r7lmanv/vd7w2MDk2MjI0MjV67fT2SSKWSCQAAuuehXbp8wnmfhsIwjAYROxhMQhkog0FgCkilQCAVj0Vi8dho751b9wd2V6ffevtKBsVODg9SAJhIxGEYwnEcy8Aokk5CGQRFY+HTyMneG6996+A0euPS92aWdyiSiMWiOI7hGIYhaRQBcQzNwOlQ6DQNQRkYPDo8BEAwmYiTBI5hKIqAKJLGMQzHkIP93TQExSKnQCp5cLAHI3D49CQeOb52+dLa3hEEpiAoTRA4hiI4kqLgYwJJwDCMIlA4dBKNhINqgzw4iuAIiGUggsAROA3D6Uj4NJFMIkj65OgwnU5HI6exaCSRSIBACgRSJIGDUCYBZlIQRtBc7HTnnUvvnETjp8eHGIaeHB3AMPjg1tUn0wsURSQT0YPdrfGx0XA0hiIwDEGxaDgWjYyPDR2H40Aqub2xOj42dngSioSOn4wOxYE0AoGhUDidTieTSRiC02kIAAEYhmPRaBBu/rF50YfWGS8wUNWly98FF6cx0IvxUF3XI5FIIpFIJJOJZBJIJWKxeCyZTqSgRApKAnAKRJIgDKQziRQEQJlEKp1KZ2IJYP/wNBoHonEgGgejcSCRAGJxIAHAKRBJpTNJAE6CCAhljk+jB8fhSBwIx55ZJA4kUnA0DkbiYBJA9g9DJ6H483liQAKAowkwnoJjiXQCgKNxMAHAkVjqNJKMJdK7ByfhWCocS4VjQDgGhuNIOJ4O/Emk4HgKisaB9+cJLBWJg9E4GE/B8WQ6eBFLBG+heAraOzgNRZLhWCoSB6IJMBoHwzHgNJIIR4F4Eoqn4KfOAyfhRDwFR+NAUFUsmY4m0tE4GI2DsSSUTCZTKSCVSiZTqVQqmUwmAQBIPd0mEolkMpkMNolEIpFIJVOnp6cnJyfBfaI/HvF4PPXJINGly8tFPB6Px+MX34Ig+Oy5TeePJJEl8TQK7oXxgyh+GCVP4tJhjD6I4ocx4jBGHEbxgyh+EMWP4uRhjDiI4gcxInh9FCcPnu4Ndp1vd06gowQdBvkQkP1wA/nQR+x9PnP2rKofochHNfqD649AUgLVwmnh9GliBJKeazScFuIZJZwWgrenQDaSFoK3YZA/jFEnp2EISgMAkAYBBEymwWBZ1UetkfoJV1AlEgkYhmu1Wq1WazabrVar1WrVXhDBwwl/qo/R6dLlhSFJEkEQKIpKFx7GJgbrQz3PCxa353I513Ud24omkZ1T9Cia3Tg5vrv0+4uH88dRaT+C7YexkxR7mmJPkvT2EXySZE9T7HGc2DnNHMWIzcP0QRTfj2DPLIwdJ+jjBL1zko6ks4mMHEekT7jFYDGJqodRbHJ+M5RiEqgSR6QEqhxGsSSqxhEpCvExiE9k5BDAru/FopCQwrRERokj8kmCCqXYFK4nUeU0xUbjCRzHcDQDouQxLqcyBI4iJEXhOE5RFI6fXbKfX7mTFEXgOIphBEmSJIE+XUFFkCRJECh6dhVx4UofD54iimEYSZI4jgdPlPF93/f9rKiCGYpXLP8FIUmSoig/+xtLunT5u8CyrGw2Gzx5xDSMwPRn98vrOs/zc3NzS0tLrmNH4tDGIbx5lBxYe/2tyVcfLP/lxklsdePk8u3+kfHl+/3zQ2Oz33rtcs/A4uOR+UdDs8Nja1eu3b3RM3sUJ7aOocC2j6HtE3hsZmNm+WD7CDhNMVFIiKT5T7hFIeE4Tj7qHxseX+gfno6mhUiaX9kOP3g8sroTjULiSZwIp8gYIt/t6f/Wa98ZeDKzH87shzMgaQ2PL9zt6ZtZ2j2OkydJNhKN4xgKZdDxlHLvkJpAHAQnZ8ZHIvHk7PTkaSQBwzCUBhLJFAxDmUxmcW76KBzHMvDR4cH2zm4oHMYJIh6NbG5unISjOIalASBY/w9BMIpmQCAFgmkMw9Lp9OHhYTweh2GYIIhAwlT0gDsZAlZu1kzc9zuO4/i+77qO7/v5nNv0/XIx77kWxdLNRr3RbPu+X69WPM8tl6vNRr1WbzbrlXyx1Go1ypWq7/vVSrnZaldKhWKlYltmtd7sdDrVSimf9wqFksCRlldot1uyLLuu6/u+KIrB0xG7dHkJME2T4ziKoh3b9hzLcyzLNFRVe6ahsiw/efJkb2/PNPRwPL26By3tHt6c+7++NvKpy9OfXz3afvjwyRf/6m//9htvff1rb33jO5f/819+7fuXHr797q1vfPudr3717a9+/XvX7k3uR9D1/dS5bR1Dt3sG+0fnNw+B4wQVBrMhgPuEWyTNH0Twnt6RybnNR/1jYSAbBrPjs+t3evom5jYiaeE4ToRSVBSSbtx+8M1vvcwMFoIAACAASURBVNY7ML51BGwfp1OYPj6zNjq9chQjQgB3FKci0TiJo4kMff2QeWfupBcpJ3Cu//61x32DN27dmpubvXe/58nY6NjY2KMHj5ZXV2/fuDL0ZHx+fmFmevLB4/6pqfGpqenx8bG+x496B4YmJ6eOj4/XVpdGBgfuPuidmp6em5m6dftuHIShNHjz5s3t7W0URc81tJK8e/TGZ0Nvf65JjrNUdnZhbmZu8eDgYGV+eWf/YH15dXNjY2Z5fn1j6eH9+8vbJ77vH+0u9PU+nppbjZwePu4fXNte3djYGh0cAVDG9/3w3tqjoZGN7ZW1lfXDSLScd0eGn6xvLg/1946Nz80sTCuW22o2nzx5kkwmuxra5SUj0FCR5xIY07N89HDlOAwRrmWeaahhGLIsv/feeyMjI57nhKLA/EZkZRuY29zpWfjy1Prc+i48Nrc1Nrc9OL46tbD/eHjmQf/s7GpoaHzx8ejy5PzO/cfjo/MHq7vxpe3omW1Fl7ai6/uptb3U0mboMEaeptiTJPPJtzDIb+wn+0dmdk+REJAN3J5d3j9NBbEL8iRBhoDs7ik8Ob95EMUjkBiERNd2Y5uHQCQthFLsfgQPzkPRDDIHCFePhImEgGPoxur8497H49PTg48f3bpzt+dRz5Mn46NPRu7euTM1PTPw+NHjgZGdnZ0no6OrK4sDfQMLy8szMzOz0xP37j/c3dkeHOi7e/vO4MiToaGh6cnJy1euh+JAJoME91ZBEHSuoRIRj6wPJndG/ZqFpdNjkxP9Q08O9g/W5pa2dnc3l1aWl5ZHpicO9jYfP+6Pp9FCoZBMnYJxMBaLjw4PP3w8MDwxuLq6tTAzvXMYLuRyMyOD9/v6R6eG11c2dw72kDQ4NDS8f3oEJlLJaGp+dcHK5TvtdqFQKJfLXQ3t8pIRaKgi8tMHyavTu+9Obq+GwbxjPdNQjuMmJycxDPM85yiUHF84nFo+nF4+nV1JTC+HJpcOZ1ZPZ1dP59ZDM2un8xuRhc3IzOrx3Hp4fj08u3a6sBmdXT2ZXDqcWj76EFvc3z7N7EfJvQjxc2GHceYkxR/E6ODtfoQ8SrD7kff5fxijj5PZgxh1oRQdFNmPklvHyGkokkEQGIIQKJ1MIzCUhqE0mAYhCEqn04lEPJGILy3On0ZiyUQiFk9gGI7AcCwSjkSj8XgcDO6ySkNQOr2xtry1e7CzsbK8tpVMJgEATEMQkEpFYzEIgmAYRhAEhuFkMomiaKChtWanVG1XGr7v+wVHmRyfNLy8Y1u+73uu3Wo3DzaWTpOI7/vVctFQ5VAoZHmFVqvVbrcrlXKpUk6DUcsrVCplVcyGQiHT8cqlfDIZLZSrfqedy+fbnXatVmu3261Wq9lsdjqdi/HQ4ClhapcuLwW6rjMMwzIMSHIAwcZQmuAE07gQD1UUpb+/f3R01HWdeCp9GoMjyUwkmYkk0UgSjQJ4NIU9Tfl4Fk2ipzEoBhCJNBX/xbBEmgrFM7F4ksBJDCMIgqQIEscJHCfPjSAogqQoiiFJKnh9lk7SBEERBIXjJE6QOE7iBEUQFEnSOE6SJB1kCNJJksZw4twQBBUEqeP7F8Ws4/vvF7e/QzoXTNNNmma5LP+LbNksz3Ev3o2u/eSWzQoYRtA0bZuGyGd5jjUN/cLzQzVN07Tl5eWRkZHg398+8OVo/Iy+hS8LzUZDldlK2aqULcfRPE+vlsxSwaiWrVrFrpatH91qFbtSsn4Uq5asSsks5vUPWqnww1N+ulYumuWi8YtspYJRyL94N7r2E1nBqJSsVjXXrOYsQwgej3nv3r3bt28HJ6dnGmrbdjQavXHjxtrammEYoijm83lN06rVqu/7zVo5Nvnd9NotI7Ndz2svWp1+PqhUa5aO+23Rb0uaTpoWVS1mcw7r+2qtQLWqvN+WfF/2fcn3Jb8p+C3Rbwp+U/CbYqfG+y3R9yXfl/06Vyuxvq/6Dd5vCF37ObJ2TaiXeL/54j3p2o9vTalYxEh5P0zPHMPTuqyyLHfjxo1QKGRZ1rPzUMMwaJru6+tbW1sLnoKczWYnJiYKhYLv+2VXE8CNejkfih6LMh/anv/bb3z7cc/9N99+p+fOnW98/eswJb1oyfrEUanWLJ3w27LfVgyTUTWqkM8VS+VMfC0SWlmbOx0a2LtxY2N+4vDWra2tjfDkyMH6fHhh6nB09HB3I7owcXDzztbk4P7g8GHoYJxkAL+t+Q2paz9H1q5J9bLoN1+8J1378a2p1OpS7+Hb9/dfNw1YFAQum52amhocHAz+sfh960MHBwcfPHiQTqcVRWm327quB3JQL+eokzEVP/nqVHybsvuuvfbPf/1f/PHv/fF/+rM/+4+//4e//W9+ezsMvVjB+gRSqdZsHfc7kt+RDZM2TbJecauVvMKcIOmd8FE8HooPD+zMTewP9O3ubob2t8ILE4crS8dpAIgcxrZWj0eG9yaGdqenj+DksqZhfkt68b/JXfs41q4J9XL3PPTn3cRWnQe51QS7qKgJVZZTKeDSpUvhcDiIgj7TUFVV33333Tt37pimKQjCc4rQrJXr5ZyWK5caLVMRSJq5e/ntOMLODNyfWz1qvxCV+mRTqdY0hW7UjWbdlNSsbgq1klotGb5f9Due33Z9P+f7Od/3fD/v+57v556+ON/rXciQ85uO3+raz5O1G069Yr5wN7r2k5nbadrthtVsWXlPEHiepumrV6/u7+8/r6EMw2AYtrOzo2naBzW0y8elWq3yvJjPF4uFIsVrrKhbplUoFNs/eIq8Vqt/xN4uP3e023693nzRXnT5qVEsloM5pQcPHiSTScdxnmmo67pbW1v7+/srKyuqqn60hrbanXy1O03/Q6hWq4IgFAqFUrHACBqVlfM5z/O8Wq32fNZOWxF5RTMkUXLdnOO4Oc/NF8svwusuP03a7Xa9Xn/RXnT5qVEsFgVBIEnyjTfeWF5ezuVy71vbpCjKweEhjuOGYfA8f7Fkp9OxLKvZPPtFJTTv23OJmQR3TGr1VqfT6QS7Op12sG01G5YqxRNAo+37vt9ptzRNq9SbrVbrZ93pF8dFDaUFlRGUUrFQKpXOh/EZnY4qC6bteLlcvV4vFkvlUqlS7X73fu7pauhLRrFY5HmeYZjh4eG9vb33XcsrqqqpKk8Tpq6pmvachvq+v76+Hg6H2+227/uAYGcUt1RrbGYUw8ttrUyMDI1sH4ZjoaOJ2bnl+Zm1je2T/Y2BvifTU5NTU7M7W7tj01MTU7PhBPwiOv5ieE5Ds7Luuk6lUnnRfnX52dHV0JeMYrEYXMsPDw8vLy8HC0DPNNQ09MOT0JXxrbXdY0N7/lq+0+mIolgqlYK3lJ5bBPgjUl0EBNe1To/WE8ex7b39xw8eXb5x4zR0PDsxub23F9s/efDw4cbm1vzM1Mrm7trq4sLy5i9OvO+DGuq5TrDe9oPIboWwqnqhLnvVrFfLVxp68Sxa0ml3WKviVs9O4fnzVz8lPvQDyVcatVan2rgwWdjplOvtZqvd+HE/wk677VaeOwfvZJ1Kpfm+CovV5nlKs9muNtpO6UMCR41m2yk3ZK+q5eu0Vam1/Xa77VU/WcHHroa+ZBSLRZZlVVWladowDNM0n2mobRrH0eRXJ+NP1o50WfiQ+5TeT6XeLNUa9Wbb77QrlXKtUqtWq5qmmrZTq1WLhUK5XGo2Wp5rWbZtmlYhnxNFwfHyP5uufhL4WBq6DKjv7gmriPnwWHx4Ij04lTdRG9HK9Y7fajSvbLNX9sWhhLaMmANx7YB01jL2BuEsQ8Y4ZHd8n9UKAxFlA7NnAWMCNCin5vt+hHHmM9ZSxpoFtFnYbvm+k6+OxNRV1FqCjEnQOKDdRcQyKs12p7OdMScAfTKlD0SULco7oF3SKO1RLqEVo3x+Lm1sYdYMZCWyXlIqHhH2aFydRexziQWy7mBM3cLtKUCfgU293PLbrbGEuk85I3FtPm08SerjMWUacXzfj9P2Cu75vo/LubtH4pOEtoZaW5i9hTsLsLmJOykp33sq07lGrd64vsXePpLmQGMK1FdRezKpHfJF3/fTrH3vWL57KCxl7AXEqrX9VqP5xhqzhtmDUXUa0Jcw54UvF+lq6EtGsVjkOE6SpJGRkd7eXpZlDcN4Gg/VdVEQ4okUTVHBWtEX7e3PPR9LQ+Oce8x6R6QzBxqzkDENGIhSzGilju8Xy/WxuDaaUB+G1TnIBJXiKmQsw+Yhl1sBtTHI9n2flrzrh+I2Zi9AZs+pBKgV3/e3MSutlEai8p1DsTeqVTp+sVh5b0/YIew50BiMKRMpfZ30fN+v1ZsPj4RvrTAPQ9Lrq8w26S4j5hbuLCLmFmZvE87NfWENdw4Zbxuz1jF7AdBuHQoDcT0lFu1qy/f9Y9S4H1bWM+YibPacynKplS9WHx6Lj0/lx1F1MKIMxNS+sHwsFH3fn45JgynL931E8AZj6iSgzwL6NKA/PpFGUsYR7YwntesHolJpOYXqAmxOJ9Vb+8Jrq8wsZD44lhJaxe+0ZxPqpe3sKGQrbmUFdXzfr9Xq1/b48ZQ2lNTvHwq7XJ42yy82AN/V0JeNepljWdOylpaWBgcH33evp6qqpmm6jmNZlqqqH62hzXbHKdV+Zo+x+DnlY2los93xnz6q45xghDsdv9E6S261O+d5Ll5Sm/mqmG88V7Dd6QTbZrsT1F+sNGjn2aqAVrvTvvApUkZJzNUwvVTv+O12p9JoN9udTuesbJC/3mq3O36n43c6frPdyVXOdgpOxaq2LrbbanfO3fbPHO6cJ3zoseOV63yu3mo/a/H8QVCddhuUix+MYnR8v9Pp1Fsd//3PVaGtcrnZab3oY7SroS8HnNfoB7xhKD8cV2iG1VR1dXV1b2/vffFQTdPOH3mvfWBOqdPp6Lp+fjRgqvftucR0gt3H1Vq9bltmvXH2BW63mq3WC7+E+kTwsTS0y0tJV0NfDuxKKyJV4kr1lLF4QaQpamxsbHd399m8vKqqOzs7h0/Z2dmBoOfv3XxuXh5TvUq9uZVRFNPKwIn97Y3+sclwJBKPhAaGhlWn8CJ6+smiq6Fduhr6ktGqlWma3t3dHRoa2t/ft237TEMlSVpYWNjY2Nje3t7a2pqfn0+lUhdLdjodRVHO1+UwRn4R4A9wZQkUi8Xcztp0X8/D4cmZmenpna2dty+9R8gv7H/QPjl0NbRLV0NfMorFIsMwR0dHjx49Oj09fRYPlWV5dXV1amrq0aNHQ0NDS0tLAAB8dF2NVrvaaLXaHUOkw7GkaRrFcrVeb1QrZc0wW784K5h+MF0N7dLV0JeMYrEoiiLDMG+88cb6+vqzeKgsyxsbG729vV/5ylcuX768tLQEguCPWOmH3HXTxff9j6mhlXIpXyh+6K7OD5sYaTZqlWrN9/1Go95oNGvV6nMFOp1Op9MJbhJrtZoX0tvVatX3z3b5nXb7/W1VyuVmq+P7fq1aazabtdrzctDpdDrtdvu5n8xOu9lqffDACAJBFx34wT364XcSt1qtSqVaLpfKlefvnT3vRbVSqV7wOXAgcLvdfr6z73Pgp3RUdzX0JSO4T4ll2fHxcRAEXdd9pqErKysbGxvXrl27e/fuysrKR5+Htpv1kiO3f5Fu3Pwx+FgaKmZpNIMLvFAsVf1Ox9SUbDZLEiTH0Jyo+L7fqFdlSVZEMcsLJI6bdu5p0Q4Gp0makyTZMoxcrmAZhud5oiCyDC0puu/7jiFzvMiSpGqYlu0U8zmK4Tq+73daqqLlc67r5SWe41iOZrLnulIt5ZPxpChKumHpml4qFjVVdy1T4EWSJHOFsu/7LE0pikYQlCQJJMX4vt+sVQiM5LJCvljUJIllOYIgTMOQRAHFCdd1LdvxXFuRVY5lDdNkGLbZ9judVpbjVE3jWE4WJZLmfd/XZCEriJIgcmyWIEhD03hRlgRetzzf93O2fnocotisrmkMxdIUJQiiJIiiwLNZgWcZQVRQKE1nFb/T0WRRFEWCJGuNlu93aIpUVZUkKVHgKZrzfb9azOMYrogiz4tZjstmJcexf/KLqa6GvmQUi0VJkpLJ5NDQUH9///s0dHV1dX19/ctf/vLly5fX1tae09DgPqVsNhucsFh8+qj/r4ijQRlea7dq9Xq91Wq1251ms1FvdE9Lz/hYGqopoqLoBIYVSlW/04YAkMBIAAD5LC9Iiu/7Rc8lMJzECQzD4/E4L0iqqnV8v9NuMDRrajpFsQLHyqrG8xyfFViaScXjiuH6vp9zLJqhCQxnGZaiGY5hQBhv+36jWqIZRhJ4imYokkBgEIRwy9RtN+/7fs4x+awk81meF1mW1TSNYbksyzEUFY+nao2W7/uSwLMch6FEBkpDCNbx/VLOA1JABkVFSSQwLMtmU6kURVGyomU5TpElkqSFLE+SFIZiOIYCYKbV8WtFN3xygpMUimJIGiJY3u900sl4BiNgGM5yPAAAOIoiKJEGAMX0fN/vdDq1SiXLS5osYBhF4SgMw9FIJMtLgiBk0gDFCsEpfLvdTEVDBMVxHFetN32/I/DZwG0kDSIo6ft+ztIT8TiBEyiKQ2mIZBhF03/yY6CroS8ZwbU8giBDQ0MjIyOO4zyLh66srCwuLn77299+/fXXp6en0+n0c4VDodD29nZwNaRTMU/LFrST2PD/VJQj2+vrk+OTQ8NPJsdnONV+EV37JPKxNLTRqLdarcbTa1hNlQvlavAXm43gZ6nTaTQazVaz1Wq1Wq1atVIslYP0eq3earWarVaj0ajV67VardlsNpvPrhI6nXa9Xm82m41Go1arNRqN4Oq73WrVarV6vV6v1xuNRtBcsVAIfghbrWa90Wi1mq1Wq/40W7PZuHjl3mo2641Gs9lst1pP17R16vV6vV4L6ux02q2zf/1stVrNp5U0m61m4E8ruL7udJrNRuBDs9loNlt+p6XIcrXebAaVtFrNZrPVaj93ld0I4hfNZrvdDva22+1Gs9luty76eZbeaASX761ms9FoNJvNVqt15oDfaTabjWaj1W4/3fVTWKLX1dCXjOC5TQiC9Pb2npycPFvbFGjo/Pz8pUuX3nrrrb6+Phh+/uEg1Wr1/H55T6Xo8JwEDCRG/xeXOwSB1Nzk5Nrm1sLMBIAyP/N+fULpzil16WroS0YwLx8sojdNU9f1913LLywsvPXWW9evX//gtfwHabebnWa5U7M6rVqr3WnUK67neZ7XaHaDpGd8uIa+6Dtnuvwsaft+V0FfJorNBi1JpuMY+hnvOw9dXl6+dOnSyMjI6urqD9XQLj+U5zVUMTzbqnDZtiB27RfEmlm+yrAv3I2u/bSsgBPcyakpiLppPq+h6+vrY2Nj3/zmN8fHx3/ovPxz1Epe0eo+o+R5ntNQznSLHOf88q+6f/8fup9+9dycT//yc/YRuwLzXvnsxb0fzOx++lXvlR9Y/AeZ++lXvVc++9EZgjzeK591f8DeD/big3Wep39I/ldedc62P6rPH9roB8fwQ0fJ/fSHNOd95rMfOg4X+v5qkOds+8pnvc+c9eXs7bl95nNBuvss5Vn+C9k++7xvFyo/b9p95cxV95Wz0Xuu0QtvXz0/Bs4aetqE+8pnz4ufHUuvvOq+8n7/n7rtfeaz3mc+96zsp191P/1q7rxTn37VPav5l8/SXzk/8M6aOD9U3Gc9Pdt73rsLb1/9kM4+PTDOGz3vu/vKq8/17mMcNh84xs7H0/30q7l/8LnGr/xa9bP/pPAPf+XcvFc+6/zSL9v/5X9jPhnTq5XnNXR7e/vmzZtf+tKX7t+//6Ncy1+EOp04Hv4aHZmRM4e+71u6CGJEtVwulkrn0/SNeq1SrfEMKhuOqnB2LvfSRwY/REMZxvlv/1FtdaPNsB2abdNsm2Z8jve5rM9lfZbzGa5NMy2SblF0k6SfpXO8z3Jnr1mumkGbFOPzQpuiWxTdYdgWRftZ4SwPL7QpqoJiHYbzs7yf5X0u2GZ9Lutn+TbNtKjzys/q9Llsh6YrGdTneD+bbVF0m2bPMnBZnxc6DNsi6RZFlWGknMHaDOtz2aeO8R2aaZL0+/rCck2S6dBMJYOd5eSygRsdmqnjRAXJNEj6zEOWaxJkk6QbBOkzbJOkfI73eeHcZ5/jA09aFN0KBi1wjGGaJOVn+aAjTZJsUUybohsk1SSoFsWcj1uHZpok5bPZ86FoU3STojsM2yBIn+V8XgjcLkFwJYP7XNbPCkHfAx9aBFEAoTKC1jGimIYrGbQIIzWMqCBIIQ01CKpFMdUMWkYyJRgpwUgVxYsQVIIzLYquYXgNI2ooXoLhSgarZNAGQVUyaDWDlWCkCCFNkvEZ9qxTHN8kyKCScgbzGa5FUnWcqGNEHSc7DNskiEoGaxBUk6R9hquiaBXFSzBSJ2if4SoIUkGJDk1XMaLDsE2CrGN4EYKbFNNh2AZBNHCyjuPB2xqK1QmqSZJ1nPIZtgTDVQwvQXANpzoMW0EyRQguwcjTsmQDJ4ppuEHSHYZt00wNRYsQ3GG4NkWXYKSG4VUU7zBc8Lk3CKKQhtsM12G4JkGWkUwRgts016boKopVMmgVJYKydYyoZNDA4RZJVjJYgyDrONlhuBZJNUm6gRM1nPRZro5iRTjTZtgGQTZJqkmQVRQrB8fS2eHK+7zQCQ7y7IUDMjjSsryf5ZsEUcWI4CvTomhfVn3T8lXNV3Xfsn3L9tlscnqG2d4pwUgJOjNfkusULf3Sf+c8GjBr9bzlWoapnmvo8vLy2trawsLC4uLixz0PzabWZkKQ47kSuKKL/NzM9OPhx/t7Bzub6z39QyvL82PjU/FoaHB4ZGx6bHFpZXlpbn5m4u7dHtV5mR8n+qEa6v3DX8mnEmwuL5qGmstxqqI4tux6Rs7Ti+V8vdb0fbtYqnQ6ZqGge56ez5uFomKZVrki27ZVKpnFslUoOuUyJYpB7Fk2TYKXWEXWcnnFtnCed8sVs1Aq1KqiaQqmqTo2b5qGl9O8vGCawR27Zs5TPM/IF5xSycgXdc8xigWzUDJzTtZ0fN9v+b5s22axqFgWKfCljl+o1zhJQHnRKBSLzabiuLJlGYWiaFll33eKxaymqq4n2ZZdLsm2RfK8U6mYhZKZc0XbMfM50TIl2zGLhZLv664pmpZkWaJl6IWiXamWOy23WnNLBZyXVc9lZUl0XLtQEC1TtGy7VBQd1/f9tu/LtmMWcrLjKrbNKLpkWno+b5dKTrlcarVwTqj4ftNv4VzWLhVVL+dVy4KuZw3LKuR53VQdWy8UOUVTnFyuVuU13a1WWEU2CkU9l0NoCuMk3cvRsqTl8pyqGPmC4riSbUu2xZt23fd5TUcZGmHZDMUyogBTTM33275PcFnVywm6IRoaxnGRNJxrtnzf50QJ5wWU5jhZokUhhaCEpPG6LhimaFqMJEiO69VqdrEgWrbmeazIp2lWd+2s6eTqtVy1iHG8bpucYRcaDcXUWc2w8vmq7+fqNV4RQZxmRFH2cl6trtoWoygZmtaL5XyjLhoKlhUZUdTyhXyzyasSo2gZlnaqtUKzSfFZ1fVQhrFrtVy9IWgKLfIxBDWK5WKrhVAEiJMpnMo3GsV22yoWnYIXhVG7XCm2WpKu6rkcI6u5Rt0tF5NIRrJtXjcL9VquWkEZRnFd2XG9WjVfq+AcR/BsmuG9Wq3u+4zIwxSJ8XKhUSs2ajjDZAickLRCo254LikpWUXMGk6+XsvXa1axrFmG5uW9arXYqFKSKlumYlsgTrrlEs5lQRzLGpbmuueHa/nsq6HLrqu5nlsuS5aV1RRe13nDcMplu1QRNMWqNHzfD8UjU6urs2tr26cnE3Ozf/PNr//3/+JffupTn/ov/t7f+6VXX/3MP/7Hgf3Bn/0pxGXFz/2a/eDOhgJeiUzTEm/qxrN46NLS0sjISH9//9TU1AfXNn0EKn6SOZ3hEssafqQK3Nzc/OTcJJZB5kafjEzPzc9OD4w82VjduN/TOz43tbayurOzNTvxZGpusfhS/7Hdh2po/h/9ir63CzM8wzCyomazXCIeS0NYKpGgGF6SZduyHNczTcOxLZKkWIomcCIDwziOJxIARdIcxwsCz9JsLBbXDcuxHRT6/9l77yBHsvtAc0KK25W02lDExSlWu6e7i6BIkRQpLkVSJ2m1oqg7KaTV3uq0e9qVuLGSKErTM+2mx3M8x890T3tb1eW99952OVQVvEkACWQmkEAivbewBbz7A1U1PT097WZYw8HkFxkoZObDy99LJL7KfO/ly6DL5fb6/MlEMh5Dtre2cDyVSqVTSdzjdDpd3qDP5wsEoGAIT6acTg/D8ZIkh4PBOIzGY3EEjsdhxOvxEUQmnU5HgoFQGOYFkefoWBxNoGjAF9hY3YghqKYbqURCkpRUCk8lU0gccW5t43ja7fKkM5QiKwGvOxgMRyIRr2t7a8sZCIbSeCqVJmAI8vp8zs3N9fWNYCgCRyOMIGmqgsYiayurW5vbKJqIIQhNUXEUQ2HYFwhCELTt2HK73VuOzfX1DZ8vBAUCwQgKAFB5cm11LRaPh0LhYCDkC/gjkTiOYckEjiDxNJ52e3w7AOQ0yevzQz7PttOdSCYTaNzjCSCxmMvljkYikQgcCoa8Ho/PF/D5/BiacLnccTiGJVJEhuB5Puj1bW1uhqHo1tZWPI4EQ+E4ivMCD8fiNEkSGSIeg2NwLBSOptNphpcAAFlDC0EQSZEEQeCJBAJHfX4oX6pUdgqurQ2nxxOFY/EYgiFxr8cHQREinUmnkkSGTGAYEg27PQE4GkkmUxAEhUJBBEuZRlbXVIIkRZ6BwtF0CicyGZphyDSRTKZxPCnJMklRGBoPBULxGEKTJEXTKTyZwnGvy0vRDMNyOIbG4iiKYlQmw/IChiBJHI/CcZZlWI5PoFgaTwX8QYZlaYZOYhgCwwTFqbJIUXQykWToTCSK0BQlynI6haeSOM2JAkdLGBfRzwAAIABJREFUkuTa2pZV0zQthqZIkoCgcArHMxmSoimO4+EIjGG4LCskmeFZxu/1xeC4apg0RcqyjMThYCCQxJIkRSmyGAr4g4EAnsApmmEoGkHQGAyTNEPRtMizqXQmlUywDE2QVLFY0nU94PUQGdLj3E4TmRgMh4JQPBrFEsn9wxVPE7KsQj5PCIr4XG4o4F9b2/A43TeWl13uII7j6XTG63Im8LQsS4/80z/8i1/8xV/4hV/4xX/5iz/3z//5z/7sz/7cz/3cL/3SLz300EM//y/+5a/u8e3f+tbswhLx9d+DTv3wlWDPY8v1G6hP4aT37/VsaGg4e/bsG2+8ceHChUgkcr/KqD6QDgAgS4KVy4NKxTT0XKFYLpd3ypVioaDpRjGfE0SpeoeMoii13UR9W4fKX/xaAU8VACgBUAKgCAChqToARQDKAJQAKABQAaD6vyW/l6YIQAGAIgA7ABQByO29LwGws7dqv9vkzWmEYpYtlsFezqW9D+4AQBqaflM+GUPTAcjurS3utSmX9vKvnr3uvy/uBVldWLhp09U0eQByAOzs5VndNGlo6l76CgAmAKmcEGBSHCiQOzpVNqiKRVcMEVRuzo2xDKECSgDoAJCmaQCQvym23Af3TAkAHVQoy5T3AtjfgaWb8twBIL8XZ2kvQjZnWQDkAVArO2w+R5pm6YM7NgdAdq9o1dfqt6YBQJqmureV3F5UOgBpVRXLleJe4mrk5ZsCqyauAFAAIL83smp1W1Wq4VX2dtrO3pTbW5Xfy6e8N1v+YMrSTWt39mIu760CN63K7X315b1DdH9D5b1SV3MGAFQAKO9FW7op2c2byO9tYmfvINk/aPM3HcP7Ye/cFFj5g99X5abvAuztqOrRSJYNARRoYHEgSwOLBpZ+004r7X3RBQDYrM6Xd3fXzk17wARA35sMAAwAxPLOZjTaMDhwsr6uOp3paIZ1jvrm74dOPXo+3NLlrktnghwrvn8tPzM1t7K0MTk23dnZeV/noTa35bYOFf+XXzX+v+9bjxwz96bckcetR49bjxw3Dx0zDx0zHzlm7L4etR45vpfsuPnI8f1PVZdXP2IcOmo+ctx65Lj1yHHj0NH9T1Vfs4dP5A4/Vp29+VPmoWO5IyesR4/fJozqRg/thrH/WevR49VtmY8c2/+gceiYcWh3W/uRVAO2Hj1eTbZfCuuR47kjj2cf3d2EceiofuiI8cgx6/Bx/eEju7OHjuiHjpiHjhoPH90t9aPHc0cezx5+zHzkuPrDQ/T3/07+4WFrL5NqYPulqL43Hj7MfP/vxB88cksANxdnb/nxm8PLHj5h7eb5WPbwidyRE9Xlxm48+5vY3SH7m9b+8RH6+38n//DR/Zx398nDR+i/+Vvh7x7ejfPQrcHsf3fVVdYjx/fLvv+FmoduSr93kNz8Ve4XxNifPXSbxMb+7AfWfiDxfnjGTRutRm68H+GxvQPv2M0R7u6NQx84ePaOpfdLtB/Vzek/PHvr+2pIh/a2+MG1xqEj+sNH9P3XQ0f2kn3wgHxk/1h6/zsyDx2zHj2eP/p44egTN0/F40+Cp58Hz70CXnh1d3ruZfXhI/zP/89cXV3CiiRIN/OB/qHjU+NzA9cmn++ZuTY9Oevz3kd9aE4XNDpeKds9Qz/ArQ5lBI0itRdeqf4g7cl4+Gj1QL/9dPv01d/z3bPd/dkfXEFuH5j+8O4P/tPf1bU93fsh9PEm5R8eYX/wMLO4vLrt9boDgiDc1LdpfO760tPP1f31qcGHR8YHAv5bx2C+xQ7JZHL/Bgxko3u1/Vl0a4COrqkShyYThmEUd3YAAFlLFxUFALBTKkUikGLWeFv8zdzaPzTDKIp86xBDNjVN5aYaD5sawACAMA2n39/e1tbX1xeLxXie37uWH50cW2sadzROrHYMjQzceew7wzB6e3txHK/O7rXLK6R/iiZiq6tLnW3NnYOjS/Mzw8MTC4tzs5NLkMt7+uIVQrz98G41iX2vp419r2eNUR37DkXRS5cuTU9PV7uI7jp0bGxseXFlZKp/bn52fPwufZsKhYIsy/uzTHwT3hxMusfp6JqmsHNTY9euNUxOTXR1dK+tra+srEyPjg90DY3PLNZ2Z6ZbuC+HVof4vMecd+4+6uDHb67bDadc3rnDOJt3YH+wzt3Zygdm77Gwt2Ryh7W7cf6U3UprO7TGqD4bmSCIjY0Nh8PxgTFHxsfHp6en52bmZ6Zn7mUc+4+iUqmUyzumaeFYNI6T5VJBMyxQ2TEMa6dUzBc+R1c29+PQCpNJxxGEZjhFViRJ2ilXyuUdnmUlURQliWMZWTMAAFlT50VZ4HnDtBiGURRZlKpVJQWO5RRVTmB4hiBoVgQAKIoiCALL8aqsKIrCsywnSACAQs5kWZbneIZmMhlSkRUMTRIEIfACwzAZIs3woizL+XyeZTlFlhRF51hGt3IAgEwa50VF5PlsrgAAUGVJkmSKInPFHQAqDEXygiAKoiJLhpVVJIGmKTyd0TTVMEyOoWRFpWk6X9rZKebTaUJVFSJNSNJuKaq7QlNkVdVYlpVkWTdMkWNFWWFo2soVAajgySTP8XiKUFXVtLIiz1ZHMtVkSZIUWZZNQ6dpmmVoQZQNXSt+qk9ItB1aY1THvvN6va+99trq6ur744dWn6c0uceHn6dk8wDc3xjMSTQWx5BYDIvF/YFQqQKyugLHYMjn3tx2QcEgnmEAAPGQ1+UNkSSZSRNbW84YHEOxNACAzyRv3FiLwzGny+N2utO0AABIokgYguEojMWRMBR2u9wZRgQA0BkcSySCgUAsGnc4HDAUcbs9jo3NYBAKQeFYLJYhSQxFEmh8Y2ObpMgMSTk3tzjZAACkEhiWwMNBSNEsUNlxb657A5Df75ONbKVcdm46ICjs3nImMCxNkAGvF45jCRwnUjiWxMOhYDAI+QNQaadSyumbDicSi287XbEonMQJXuBL5QoAZSQagaCI0+nBMCyRTMai4WAQ8noD2XwJVCpoPIZhiUAwjCJxgqQ829skrwAAWIrIkFQCRXA8FfAHthwbURhJp9PFT/WxNLZDa4z9a/nLly+7XC5VVXcdKghCNBqN7xGJRBAEufd8LYWRiVC5dJsHRXyi8X/GuC+HWpZVKBSzVrZQyKuaDgAAlR3TNLNZyzB0c++u2Zxlmqal67phmNlcfv9ZF8VC3jDNrGUZhqHrer5YApWdNI5buYJlWYVCXtN0XddLO2UAQCGfMy3LNMxSqZjL5fK5nGEY2VzOylpWNpfP5y3L0jXNMk3TNA3D0A3DMMyqi/K5bDabNU2z+tWapmGapmGa1VE487mslc1ms5aua4ZhmqZVKpUsy6xGZVlZWeTQBF4BoLxTsqxsPp/LZS0inTItSxSl6vFimYauG1Y2m7VMTdNMy9JVOY5g1SqFahkty9I1tRpY9eFdpq5ruq5pmmGaVjaby2bzhUIu/ym34dkOrTGq49i73e66urrW1laapjmOy+fzD6mqynGcIAiSJImiyPN8Op2+Q0a5XA5BkH0dxNe7b7Q/j24NZILzoLIj8BzL8aoscxzLcWw2X1BlgWHZbDZv6FqxVBJ41vjQM3Bqj/tvU7qPKlFw07+o2z6h6KOGEL5zDSMAoPLhutSborq52vaWrKorbinBJ/B/9GPkcM9b/0n9s7cdWmMYhoHjeDKZbGhoaGxsjMVigiDk8/mHFEWpCpVlWZ7naZpOpe40DpNhGP39/ftpcO9U/0ZQUmTSP8VTicbrl1qbOkZnphcXxyemxiZGRru6mlsbW2dXNkYH++rb2qamhheWHDX/zJD7cigSgZAEnkomaVYwDIOjCCJNEniCE2TTNBNInOV4nuOLhbxhGHAEiscxBEFEWTVNC8cQgsggCKpommWaCTSOJ1MIgiiqms1mkTicyZBwLG6ZlqFrMRiWBB5BMd00dU3FUASJR32BsKobpib7fD6/1wcjCcs0LMuQRJlKJ3xBWNP1XC5HEgRDkVgybZoGQxL+QIjKZGiGMwxd4Jg4gjI0SdKcruuqLKIoCkGBOJY2dD1navFYLBjwkxRvGIYscggcD/r9NCOYpkmkkhmKQeKwICqGacqSoKp6OplUZFU3TY4m8TTFUKSmm4ZuqIosCKIkShSZqVbvFvMWRVGqoqiqJssSyzIkSTI0pagqx/KapmYyFAAgbxnbTlcwGAiFI9FwKOjzUjSXSqewBK7KimllRVEEABRylt/nm56bf/rpp5966ql/+MEPvve97z3xxBMj4+MPcAzYDq0xquPYwzD83HPPTU1NvX8trygKy7IURZ06daq9vZ1l2TufhxaLRU17v4WdRZ3I9gjumWBiDkmgnNuOqC98Y2N1bm64s7t9dnreF/TEg/Da+lpzY3NzZ3tnd/PahvfTrOo/EO7DoZUdKOAjKE5TDUHgSJolkkgURpOJRJogaIZDonAmk0mlCVkSMiQZDgagAJRIJIl0mqbpJIah0YjH42cYhuO4CATFETSZSKZTKZ7noRCEoUg0htI0xTAcHIUxOBoMRRiGJkkKQxDIH2BFmaUpkshgWAKLw1giTWYysiSmUmksHhdkNUOkWSqzuek2zKyiKJlMBk9iEBTFUIQiqQxJkhkyFAgncEJTVYKk0hji9Qai0Ziu60SGlCUBgiCP25tK4iTFsDThcXt9Xl86idMMi2MYhiVCQYimaZrhGJLIUBQaR2iSpDkhn80JHLPp2OIEmcpkUBRBESwCQetLK75ASJRlmkhtbDggn8/v9W051h2O7bUbN1ZX11EsmSYy8UjE6fIyVOaP/uh7Dz300M/8zM/8T//sn/3sz/7ML/z8z//Kr/zrhx566KGHHvrSF7/0f/zv/9sv//Iv/9oXv/gr/+pfVRd++1vf+jf/+n99aI9v/86/e4BjwHZojbF/Hjo5Oel2uyVJet+hHMelUqmWlhaHw8Hz/J3PQ+8RTWYjsdhOBYC9i6V8Pq+rQjgaKX0OHkB/Pw4tq6psWtlyuVIqFvL5QjabLeTzumEUCoV8vpC1rFw2q6paPp/PZrOappqGrulGoVDI5XKyIhdLO7lcNpfNFgoFy6rWKJrVZyVZppXPVas9c4VCwTStUrGYy2VzuVwuaymqahjmzk45l8tZlpXL5U1D0w0zm8vlczlVVXTDKJfLlmVVKhXLypZKO5XyTjabtarpTLMaQz6fy+ULhqGblpXL53dKJdMwDNMq7+zkcvmsZRqGqapqPp/P5Qv5XC6btarFyecLuWy2WglbKOTz+YKuqdlszrKyhUI+XyhWO3Jls1nTsArFomkY2WxO1zVdN7OWZZhWsVioVsuapqGpiqrpisBForFcNqfIsmVl84WCrqlenz8SiUQikXA4HA5HIAjq6Oh47rnn/uzP/uwLX/jCr/3ar33pS1/6whe+8MUvfvErX/3yN3/rm9/9wz/4y//6l489faxnpM8Z2A7AgZ3yfV872Q6tMQzDQFFUFEVN06oC/cB5aCqVqq+vX15e/qQc+jnH7mP/meaWDq23XXL3TGyH1hbV5ynxe4PYvz8Gc7WnKM/zY2NjjY2NHMfd+Vr+FkyJFJOeUsH6yYX+WcR2qI3t0BrjTg4VBCEUCtXX1w8PD9+1PjSbzXo8nmQyWZ2Nr3cvdbyIbg1mAnP5fL5YKmmKLCtaJOyVVLNU2smahqrqsiRVH0r+OcF2qI3t0BrjTg4VRXFzc7OhoWFycpKiqDs7dGdnZ3Z2FsN2H4OMeyf71/2iLFGBKTqN9vUP3JifvXj56tBY342F9c3FG++dOtPU1Nze1k0K6oGU9KcC26E2tkNrjLtcyzMMU30gHc/z6fRd6kOLhcJ+5zs+4cE9YynfJBvfBEVzfGzMsbpyvaltfXt9eXamr2Ogu6fHsbU1OTaUyHA/+WL+tJD/bDj0wRr37vSpz/m9FTdjO7TGuItDWZYdHh5uaGhgOY4iiY+9ucpNr2BveOzPE5UCQdxju3yFZ+lUKs3xQjaXlSVZFEXdsAAAWcvSdV2WZUM3dF0vFEugspNJp618XtdUTTdURWZZtnr3ummauq7LsmIapmEYmqLKsgoA0GRRVjRVVURRNnTDyuYAAKVCXuAFTdMlkas+ygJUyoosMzQlKrppGJZlyaKUyRCyamiqks0XAACGrquqqmq6IosMxzMUqVk5AEDWUAP+EIYmeUEiUilJVhRVs0zDskwoGESxVDXCKlnTECVZkkRRFCRZkURR0y1d03K53F7ZTQCAKvEsJzAUqZmmKAjVm6zSCTQUjkmSpGmaYRiGrlmmJYqiKAiKookCn8sXAQACz+qGZRqGJEuyohmGrhkmAEARBVnVVUUWJcU0TZ6lPR6/lf9JdVa2HVpj3MmhLMviON7b2+vxeExN6J6NPHwlfaLhwSbiyab0Y43UiQbi8Ubi8Sbi8cbME02ZJ5oyD5rh+9NjHzuHg5keu04cvYoEIolc1rirQ8ulQhJF4zDs8Xgj0QiKYI7VFRhNAQAEhgr6oUg4jMRQv9+vmPnKTsHv9UFQyOHYwhIJKAitLC2RjAgAIPBkKBCOhCNoDAmHIx63O5GiAQApJOr1hX2u7SAUjYQismZWcyaJdCKJZ9IpBCcAAIYiOhzbCIIm8MTm2nokGg0FIwkUSRHElsPBSDoAwL25HotjiWSSJskYgoT8/gRBAwBKhRzPcVtrq8FwlGbYdDLp9Ye2NtZxkpUliUilJEXTVKVYKgMAUDgcDES2HBuO9Y1AMIKnUhki7Vhdg+NxJI46VldgBAcAcBQRQ5BwEAoFodWVVc3MAwAMTU0n8YA/FIdj0TAMR6JRCA6HYYoiU3h67cYyLxsAVLZWV10u9+a6Y2vbGQxGXFtbCE4BABIw5PNHPc4tKAxHwlFBkkRR2vmJ9bSzHVpj3MmhPM/HYrH6+vrZ2dmcIZzq9P/qP4a+dgy63+krRyP/74ur3391+T+8sPXFI/GvHQ196dHQV49Cv159PRz66lHoy4dDXz4Mfe0Y9OXDoa8cgb5+HPrK4dCXHg19+TD0lSPQlw9DXzkcqr5W11aTfflw6MtHoG88Fv6No9VkoV9/NFTN8GvHoN84Cn3tGPTrj4Z+Y28rv3449JUj0FePQl89An3p0dB+moOZvno0/NVHPdsBrJAz7+VaXlNkRVVVVdU0VdMNQ9Oq530UgbO8rGuaZVk8z5fKlcpOUZYVRZJEScrn84VCUdOUQnEHVMo4hsqqoamqZZmCIIiiWL3L3tRVRdU1TRV5Fkvs1tIYmiJLMi8IpmlpugEAyGctSVazlqWqiigIsizrhpnPZhVFFUWptFMBAJiGUSgUeJ63rKwsS7KsmGZ2twyVsigKgiiIkqQqiiTJAs9n80UAgCrLpVKRIslqJoosZbM5XVcjYYjhZUWWREkSBUHXdU3XdU2zcgUAQCGfkyRRroauqjt7osvqcjgS0zVNN0xNVQWOgWOoIkmSoqiqIoqSLMuSKMuyxAscFApxoiJLsihKoiQriqyqevVTieR9dD55MGyH1hh3cqgkSQ6Ho6mpaWxsLG9J53oDv3Es8rvPRO93+uZT2Kmz9Y3vvTB+5fHDb4z/1rPJvzqJffd5+D+/g/7+j6J/+Tb6h8/Df/4G8l/exf72DPZ/vxL/45fg7zwZ+dPXkL96F/3zV+N/9FLsT1+J/elryH96Pf7HP47/yUux7zwZ+dNX43/8Uuw/von++Wvx/+d15HsvwP/Xi7E/fx35L++g/+HV+N+fT/7Ji/B/ehv9z28hP7yS+puT6B++GPv7C/g/Xkj8wXPwd5+Hv/di7C/fRv/be9hfvhH/9pMPUqgHmP7Pp+HffsLvCt6rQ20+KRRR4EX5w8tNXWVY7oDv7bAdWmPcxaFLS0ttbW2Dg4OWxj+wQ7/+ZGrg8gvRS7+XqPt3r79b/1cXhFc6Mu8M0Y/Vpd8apJ+oT7/aRz3XQrzSRb7QRV6d5k5cSXz1WPjZDur0MP1qV+aplsylCfbFtsyzrcTZUebvT6G/cTz8TCd1ZYL5UUvmpU7yqTr8j19DL08wz7dl3hui3+gl3+4l/+Rl+H+cTx6vT/24izwzzp4ept/pp55ry7zbRz18BX+7j3qpPXOkLvX3ZxPffuKn1KG5rKWqMknRWSuryIqiqrlcTpalXC4rSXIFgMpOSdP0rGXKqgYAKGQNmuFEjpVUTde1YrGoKEq5AgCoYHE4kSJ0w9BkSVF1WRKLO3Yjz6eD7dAa4y5tStVx8RiGyWrc2Z7AV49Gfufp6P1O33oy/sjbc6+f637xTP+/f9rz12dTp4bolzozR66ljl5PnahPH6lLvdRJvtFN/vAy/kJ75q/fRf/kVeQH55Pffw/72/PJV7qpH3dl3umnT1xPnWgkjl1J/smryMs91Kvd5Fu91LE6/NBl/AcX8efbiIcvJP/7e9j/OJd4siH9Bz+K/s3Z5ImG1DPNxNOtmcfrU/90Gf9RC3H0WuqFzsxzLcSb/dSzLcR/exf5rccfpFAPMP32U/B3Hr9nh1YqkaDPHwjHURRPoMFQFMcTRIbyez1QKByFkTIAxayOoCiOob5guAKApUqRaDQWiURjCJZI0BS1vrGVK5Yr5QIUCrMMnUxnJJFPJVOryzdImjNM+w6ITwHboTXGnRxK0zRN0xiGxeNxQ6ZPdwe+cAj65uPhB5i+cQL+xuOxr5+Ife1Y9Pefjz16Ff+dJ8LfejLytaPQt5+M/OZj4b+/hP/Fq7GvHIa+cSL83Rdj//Uk9rtPRb5+PPyNx8L/9kT4m49H/uIt9DuPh7/xWPi7L8b+6iT220+Ev/VU9C/eRL5xPPybj4W/82Tk68fD33w8/I3H3p9+55no7/8o+q0nIl87Bn3nycg3T+wlOxH+vedih67gf/py7NtPRP7tiQcp0YPshMciv3nM67zX+tCKKAiGmdVUVZJETTcUSRRESVaUdAJFkwQAoJDLsgwjy7Ki6QCAcqkkiYIkyYqs8Bwny7IoyZUKKO+URFEyNFUQdlu9VVXdb5W2OWBsh9YYd3KoLMsTExMjIyNjY2ObG+sRlPRiViD5IJM/abniWiidD+JZf9JyIaYvYQWSVnU2kLTcqOlGrQBuBZKWD3s/QSBpBfCsP2m5UbOa0ouZLsT0JS1/wnKj5n7+t24Ut3wJy5vYXXXLqz9huRBzN0/8AQv1AJMTlrFEyjTe79skS2I2m737F2VTK9gOrTHu5FCO4xA4jKHIDYfD6/PzLP3Am8GTiVgMJknyEwz9s0mBINLaXv/QBMFommpZ1m1HQa7sUSqVCsXP0VOnahvboTXGRzpUVRSaptbCmSiaojY36BSeSj94H3ve3xefeNXb9ViJ8xuahsWiK5ubJJFBUYxI4wwvSTyVTGdYhlF10zQMVVXwJBaLxzPppC90p2cyf7a4+V5PLM0geMY0dE3T8rd7QIUkcLwg0hTFsQwERQulz9HAAjWM7dAa46Mdqiocy743FRpedIbPniSjkfTHOIuU1k8tv/W7W6d+r0wterddba0dHX3dUxOjyzdm+nram+ubR0YmBydGmhtb4ilyZXLwWmPrYH9re1N7V3///NraJ1jgT5db7pdPELQo8LIsl0p3uivG0FXTsvs/1Qi2Q2uMu1zLk2l8oedSOOTlRfnjjB+KoxGPYyHsXa/s5BOx4PTUzOraChyPxaI+KBzyOLb6+wYau7qXlhaWl1fXV5bm5hejMQiPJV1ejzcc/gQL/Olyi0NTFCdL4m1PQm1qFduhNcYd2+UZhmPZwPgFAgkynPBJjcFc3rnNNSkc9PigeLnWR6b48HmoJAqKotz2PNTSFY4VJTkbD7MYrnGsniHUdEaTJcswiyJvyGoBACBwwMwCXQOyDBQFaAqQVVAoAFLCHIRbyYq8KYhZ2SoYSk5XsgIhYx46lC0aQlYBAJh5VbRks2AoOYU3eatoCZZUAUDPMpsZl1m0GINRcqpscivJFaWQBwAE3YDhAUUBSQK6BgQBZLNAEAESBRgOdA3wNAgEgGkAMgn8ASCyIBACpg5EGRQKgFMJJ+mNsN4N0q/mFFJBwzym5WS9YIqWkBThzYwXAGDKwOsFlglYFogiEHkgCAAJA5wAugqYDAiFgKGDKASWloDXt5uGYQDPAVEEogTcW8DnBcEAUBRAUUBRgMQBnw+YBpAVoEiAooEsASsLisUdR2oVkXAxK8kWzxicmJWMgiHnVD2vSlmF0QhcJaSsxBiMbPEb6fUURRrmg1wc2A6tMe7St4llWUFWOV6gaerjOLRcLttnW+B+6kOLOXNybGh9JXTi+Gx7q39+PtFQvzW3kOjrDva3+S5edF4451hcowAAHVdBWyt4823woxfBE8fB8cfAe+fAhQtgI8yhor/H13h6/VyTp6nOWV+3ffW84/wANDgRnbiw8caPN64CANbjA/80fPjU2jsvLb/T6G5ucF06OvWcUQY7+cyhkR9cc155dunVVnfTbHITEdDsThEA0NsElm+Aa9dAXzf40Sug7gLo6QInHgdTU2BuGpx5DzS2gaE+0N0Onn0BnDkNJibB2CA4fRK8+jY4fwHc8ImEhk9F+xzp7RcXX5qIzczG5+s2Tz0998KJ2afXCH9STgMAxAxouQ4uXQAnngaPHQPP/whcbwbD/WBxHpx8F7R0gMFucOptcOJZ8NIr4OF/Aq+9C1pbQFMbaLkOnn0CvPYuaLgKmhpAdyeYmwWNreDse6C+BQz1gIvnwbMvgoZ60NoIWttBbydo6i4nZHQRHr3mbqp3Xb7uqn9q9sk617Wnp595dv7pK56mOuflntBAvfPK0fFDTaExTE4isH9waCJ3/6Pf2g6tMe7u0Cp3fa7nnYEicW8gDKP4h5uf7zJiWm2dmH7oPJTRP7JdvqKIXDSSWndQPGfEYjyCSSJvrK7goQDr91FNDS5fTAEAxMPA7QLrG2DxBlhdARubII4BXQfVLCfC3aPx5TAXjguxMBcdgroHHFrJAAAgAElEQVSn0JVNwhFkA14mxBkcxHjm0YX11No0PNro6wqxgfX0Jm0wlJpcw1cgDgqygd5AR0JX9iNjSRCFAZ4CBA4WloDfC9wusLkNoCDY2gZbWyCWAAkU+HxgcQlsOQEcBQ4HCAZBGAa6DqptY7iMECq5md5wka7tjNNFOoNMyEm6jP1T8gqIwyAYAk4nuHEDtF0HQ5Mg4APbLrC5CdAkQBEQDIF1B/AHwJYDBMIARQHHgfZmsLoJfAEQCYFUGiQTAI6DDAX8bhCOgyQG/EEQCIKhPtDdBSbmQD4HDAsAALYT00PxRUREWIMNMF4/7dvOuAKMHxbiiJTMF620QkQ4PyKTAACBIbnq0Fb3ie3QGuOAHCr6emKjz3vbD5dYj6YoCByeWlhUDSsedkcQhEilaIpmeTFrWbIsE6lENBpO4GmvxyHpNdV38sNjMB9w/9DKzc//KefchDupMfsLdvb+ZYUYt4+D95fnS5+la4jb1RXdnmIB3FyJUiwfRAcy26E1xgE5VNo4vfzOv986/d0yvezZdra1tncNDU9MTAyODHS1NZw5e6GrrW1meZNLx06fPj8xPdzW2NzVM9Q10K0YNdUefV/j2H/4Al9gM063M+D1Orfdnm338vyCw+XbKYOcoXjc2zNTEwuL64GgNwKjAIA0Bq+tbSzMLjo2trecbtemY3nN/RMvoc3dsB1aYxyQQ1OJmHd7NRJwVsrFZDw0OzPjC0H9vb3OQMi9uTK3sBSGAlNT0x63a2FhIRAJ4kgiGo2tba5b+ZrqW35fDv3wL82UuMHevvX1tdGx0eXpjZ6WrjMX6osAgJx0/typxqstgxPz26urzkAMABDcnDt76dqVCw2zs4sXLlxruNQwOrvykxsW0+YesR1aYxyQQ2+mUq4AAMrFbAxB3l/2+fhtf8zz0GLWhCIxHEOiMILE4GAwFPSHYDgGR0KBYMDn9Lj9gXgsHkcwFEWhYNDn829tbm07t6FQxL217fIFPif7+acZ26E1xqfg0M8zt60P/SiH3mNPLzqDJ1OZm5cUc2Y8HleMmqpKrhlsh9YYH8uh2YIymnR0xpfzOyUAAMvQ2cIH6vPL5Z2dm1qcRZEv7A1bWd75ST2v5qeZWxyazDCaqmSz2dv2Pyjms6pmSJKoaFnLKsAQpxoFWcpSpCbJOU3L7+yUFdmSZf3gC2LzwNgOrTHuw6EUReE4HggEqh3Cc0XdmRx+xdXzmrsvafGxgG9qbgFLJvEEnsSTsqqFA86e4YFIDE5iiKia6Zi/b3jSMPQoHEkmEpFoNJXConFke2t90+0nSOZuodYCt/QPRVOkZRq6rt+2f+jY4CCM4FgCHu3yvvLGekdLYG09efW6Z2EmPjIcbbniau/yNzYEJifml1Y37Wv0zwq2Q2uM+3AowzAwDC8vL1d/8PmivoF2veZsWUSHsjlybmohHkc7mq6vrKx1NNW/dfryzPR0e3/nSH/HG2+8s+6JmJq4ODfd2tTh8ftmx4eWV5f6hnsmx8avN7YNDg0MDk99Hpo7bnEolqYkUZBlufihYZkqlTJFEKFgSFOVsI9a36LwpBSCGCQhYzFubj7h3soszsfqrntD4ZggqZ9KcWweANuhNcZ9ODSdTt/yU+c0LJqZSHBblUqJTKFTk1Nr645MOjk2NLywsr64OL/scEQh/8zMLCsbpioszswtLy47NjewBEYQyb6+pvGZJSgEra3fWL6x9nl4OsWH60MlUfg4/UPzeXswp88YtkNrjE+zTUngmVLta/MDfFR9KABAVZRsNsvykq7nC8WdUqlcKpXL5UrWKhaL5XxhxzQKuXzJ0AulUrm0Uy6Vypqm2QPifeawHVpj2O3yB8pt60Pz+bxvc2Vp3ZVOYdEwVn/Nef7s+unz22feWTt7xd3b7Wuuc48MRK83OHsGI5Oj8Mk3ly5edb/20vLYbGB6clx5oJEvbD4tbIfWGLZDD5SbHYqkaCRFypKoqqrMs5FwBEWxQrbg89NQkJqbT0yMw2vr6e3tjNdFLMxj2x4qQyjb25kbN7ClpeToSMzrw5LJRGnnNmPg2/zUYju0xrAdeqDsO1TXNJoTOEESBcGy7Odrfo6wHVpj2A49UPYdqqqqrmm6roviR/axt6lJbIfWGLZDD5SbHaqqqqZptkM/b9gOrTFshx4otkNtbIfWGLZDDxTboTa2Q2sM26EHiu1QG9uhNYbt0APFdqiN7dAaw3bogWI71MZ2aI1hO/RAsR1qYzu0xrAdeqDYDrWxHVpj2A49UGyH2tgOrTFshx4otkNtbIfWGLZDDxTboTa2Q2sM26EHiu1QG9uhNYbt0APFdqiN7dAaw3bogWI71MZ2aI1hO/RAsR1qYzu0xrAdeqDYDrWxHVpj2A49UGyH2tgOrTFshx4otkNtbIfWGLZDDxTboTa2Q2sM26EHiu1QG9uhNYbt0APFdqiN7dAaw3bogWI71MZ2aI1hO/RAsR1qYzu0xrAdeqDYDrWxHVpj2A49UGyH2tgOrTFshx4otkNtbIfWGLZDDxTboTa2Q2sM26EHiu1QG9uhNYbt0APFdqiN7dAaw3bogWI71MZ2aI1hO/RAsR1qYzu0xrAdeqDYDrWxHVpj2A49UGyH2tgOrTFshx4otkNtbIfWGLZDDxTboTa2Q2sM26EHiu1QG9uhNYbt0APFdqiN7dAaw3bogWI71MZ2aI1hO/RAsR1qYzu0xrAdeqDYDrWxHVpj2A49UGyH2tgOrTFshx4otkNtbIfWGLZDDxTboTa2Q2sM26EHiu1QG9uhNYbt0APFdqiN7dAaw3bogWI71MZ2aI1hO/RAsR1qYzu0xrAdeqDYDrWxHVpj2A49UGyH2tgOrTFshx4otkNtbIfWGLZDDxTboTaVSqVYLH7aUdh8YtgOPVDu4NBKpVK2+RxQKpVyudynHYXNvVKpVO78o74Ph6bT6QPxTC1TKBQIgjBNU9d1XdcNw5BluVgs7uzswDAcjUZhm1onEomEQqFYLPZpB2Jzd6LRaDQaLZVKd/hRW5Z1Tw5lGAbDMPM+sT42xoNS3fr9BvyTRpKkeDzOcRzDMAzDsCybyWQURZFleXt722nzOWBra2tzc9Plcn3agdjcE5ubm5Ik3eFHzfP8PTmUZdlQKIRhWOJ+QFE0FArF4/HYh4jHb7v4fRAEaWxsPHfu3MUPcunSpf03e2/fX1jl7NmznZ2d6XT6vqI9GLAPUV2O2tjY/FSSSCRwHL/lh5xMJquv4XAYRdF7cmg0GmVYlud5luV4nuc+AM9xH1jIcxzDMBRFwTBc3RKGoclkEsdxPJlMJpPJRALFMBzHMQxLJpMJDKsGiu+uTGAY1tjY2NjQ0NTY2NzS0tS4S1NjY1NTU0tLc2NjY3Nzc1NTU2NjY1NTU3Nzc2tLS2NjY1NTc0NDw+DgIMdx9E8ZjI0Nw1R/ZjafCapfFkEQHMdV31d/yCRJ0jTNcRyGYffsUBhG4fDaxjYaj244thAEgeFYDIZjsTgSjyEoFoZCcCweg+EYHIvCMI6nMpkMBEHxeHxrY212bsHpdLldLo/XGwz4RocGZueWPB4PDMduLM4vLK9CEOTc2nR5vB6P2+cPxuOxxsbG+vr6/qHh6anJvt7enp6e7q6u9o7O5RtrM1Pj3d1dTY2NE9NzczOTrS0t3T19MzNT/f0D83OzDfV1/f0DNE1nbGxsbB4UkiRJkhwaGrp8+bLT6Uyn06lUiiTJTCaztbWVyWRomkYQBEVRQRDu7lAYjsEhX1dn9+joaGd7R3dP39zc3Pzc/Nzs3MTYcFt79/z8/EBvT1d379zs7PzCMoImCCIdCAQiUHByfGxqcryjvWtqcqKu7lr/wFBHe1trS2tdXYPT419dmh8cGhoZGe7q7Oho7+ztG3R7/ZFI5Pr1+rr6xpm5uenp2U3HxvT0jM/vX1lecji2nM5tv8/T3tK8sLLudm4tLy07HI6tTcfKyurayvL1uit9fX0kSaZtbGxsHpRMJpNIJC5fvnzy5Mnx8XGXyxWJREiSxDBsfHw8HA6n0+l4PH6vDg2HI0gcdjmdW9tOj9u1tuHwet2bm1ubDsfS0tLq2vr46NDE5Mzm1rbP615fd8QRFMdxj8cTCATWVpZHR0eXlldWlheHh0fm5mYnJibn5+cnJqc8Pt/ayvLU5OTQ8PDK6tqNpeXp6enNLWcwGKivr7927VpXT9/01HR/X09v38DszPTw8PDExMTQ0NDExFjj9esDw6NjoyPjE5MT42ODgwMjo2Njo0NXr17p6e0lCAK3sbGx+Rik0+mNjY2hoSEYhkmSTKVSBEF4vd729vaxsbFqe889OZTjOAgK4ThePcUlMpkMQaTTaYIgCCJDkmSGSPt8XhRLkmSGIIjqOSCO42632+12+3w+v9/v9/t8Pl8gEPD7/dVXv9/v8bi9Pp/X7d7YcPj9ft/uQo/X671y5crVq1evXr165cru28uXL1+5cqX6euXKlbq6uuq6K1cu7y+sznR3d2cymZSNjY3Nx4OiKJqmCYLYX1I9Ra0KEIbhe3Ioz/Ner7dqwI8gGA6HQ8FgIBDweDwul6vae2N5eXllZWVtdXVtdXXlo1ldXV1bW7tlyX570f1y/fr13t7e/TBsbGxsPlmqZ4der9fhcCAIck/X8pFIhCAIiqKqsyRJEkT1fJRgGIbbW5jJZHw+n9vt9ng81dPJUMDndLu3nO5QwOf1eoPBUCQS9vl8VSl7vV6/3x8Khfx+n9frrc5WlweDwRAEQRAUCASCwUAoBEWjkWAgELwHqirfx+v1ejwet9vtDwTD4bDf53O73V6vz+/zeTzum1OGQlAg4N+P/xOnGonH4wlBEASFvB6P2+32+fz7y6u4PZ5AMHjTQm/19LyKz+f3eDw+ny8EQeEw9H4ir9fn80EQ5PN6P6oAbrfb5/f/RMtoY1PbuN1uCIIwDItEIm63Ox6P32ObEiwIAo7j4XA4HA5nMplqZyZBELxe78bGxsb6OkEQgiBEo9FwOByJRCKRSByOrntClxehi4vh+e1gEkO2N1aHxyaicRRFEQzDElgiHA5tbKxDkSieTMZgOBwOw3AMw7BEIgkF/f5ACMdxBImH/N7lGytxBMUwDKu+oFgCS6AogiBIAktgKFrtcIklMHT3PRaPxxOJRCQSjsWRdDq17Vjt6+t3+4KpVAqOQD6/P5lMxuNxBEEwLJFAkYW56VXHNo4nMQyNx+MIilb7LiAIgiUSWAJD4vFIOAzHYnEE2e3hubetagtdAtvdeiKR2A0US+zmgCLhcBjDEngCnZ0aHx2fguNoCscDPk84CicwrFq3kkgkEhiyurISgCLJZBLFMCQec3u8KJao5u/1eOIoGgr6pyfHBodHo3E0mUxgGBaD4VDAPzU16Q1AyWQCRdF4PF6NH0UQBNnt6eZxbq5tbMZisYiNjc39s98nNJ1Oe73eez0PhWFYUZTFxcWzZ8+eP3/e7/dLksSyLM9xiUTi/Pj2sisksAzHcZFIBIKgqmqxWOTUuPPsCnp9C39lxA25N65dvTY0Nt7f2zs+Nt7e2bmwMH/23OlT588OD/U3XG8IhKCrly/0DY92d3cNDY60tTQ0NDZ0tbfPLKxub65ebWrdWF3t6OwcGx9taW0dnxhrbW0eHZ+anZpsbGken5pqaWrq7e1ube2YnBhrbGzq7e2dGB/v6ek+d+F8e09fR2vr5fq6np7u63UN3d3dDQ317509NTQ8trK0ujg339XV0dbRevLdU0urG33dnb0DQ6tLqzMTYz3dPf19/eMTEy1NTZ3tnSMTM1gC29rYmBof7ejuHR7q7ezpHxnub2lvn52dHxnoa+nqHhsZampu7Wxr6R8c7e/pam1rHxocHh4abG9rOXPx8sBAf3Nz89Xm5q72jqbm9q7OzqtXz1+8dm1ycmbtxtr0+Nj1psYba6tvv/bK2PRcV1vTyNhUT0fT2+fODA4MDfQPdPf1T06OT46NvH36dENj/cW6+pmJsabmlsGBobq6a2+98/bFK9c31tda29vGxqfWV9aH+nv6+wb6B/rHRkeaGpu7u/v6+7p7BwcQFAvb2NjcPxAEIQjCsmwqlbpvh87Pz586der06dM+n6/qUI5leUG8MhtyxzOqJFSv+vcdmohFG2edh7qdx/o9ZyddQcdyfUNTZ3PjG2+93dPRcfTI4ZdefffS1StnL55+5flnnn3+JY8v0N3VdvnSpWPHH3vz7ZNvv/bi8eOPXzh/9mpDh9O52Tc2NT3U/9hjjz/36ivXrl557cevnLtwpqGuqam+8fL1uiefePyll398/vx7l8+ee+QfD73+5psXL53vaGo6evzE6UvXXn7xxZdfefXc5Stzi4vn337z6PEnT59578Ll8ydff+vCmSuv/Ojly9fqLl6vHxnse/6ZF65dbz77zjvn37v8+ssvX754vr6htbXh2hNP/ejiudPvnbkYhKI+1/a1s+8dPv74O+dOXb14+dU3Xjt/7nxjXUP91foLV84dPXL89bfeuHjhzLs/fu3Qo4+9e/Ktxqbms2+/+fizz1+pu/b0k0+ePH2mvqN7cW762ceffP6lV8+cPXn58sXXX3796rlLL73wel1j/etvvvbGG2++9tqP665efuVHL52/dO3Nd1+7evnS1asNjXX1777z+rkzF05fvtIz2N/T1/nmSy++896Z906efPe9M/1jE20NV194/tXm1ta3fvz61XNXXv3xK5fOn+/o7Dn1xo9ffv2tk2+/Xd9wfXJmMo6gn+6BaGPzGeXBHSqKotfrHR0dHRsbi8VioiiyLCsIgtvlahmcmppdyBAEz/MQBFVb3gOBQDAYhELBttnN61OOYCAQjYanxofaO7oWlpbmZ6Za27smJ8db2tqm5+bmZ6f6BgahcHR5Ybazo6Ozu3d4ZHhgcHBmaqKjo3V8en7bsXKtsXlybKy7Z6Dx+sWLV+v7e9pOnjm9sHBjpL/7qWee6R4YGh0ZWb6xvLSwODo0ODw6ur62OjU+2t7dNzU1NTw0ODo2Pj01fr2hed2xOTo0MDs/39HWNDk9N9DdPTAw9M7rL5+8eHV4cGhiYrq3p3N6br6/u6u7u39zc3NksG90bHxoaGh+fq6poX5iZtG1tdHd0dnXP3DmzJvd/SN1V0/XNbXdWFquv3jm+VffGp8YHx0bW1tZXphb6O/vn5yeXl9d6evuGhodn5ycHBzsn5mb7+vp7Oob3txYGxgcnJudbG5pnZ+f72jtGOjtfvbZZ+qa231e3/jI4Pz8wvzMTGdne8/AoMPhmBob6hsYWl29MTYy0NLZs7a+trK2Njc1Pj45NTI8ODY2PjDQ39PdOz093dnVtbi02N7cOjo+ubmx1tvTPTE+Pjo2PjU53tp8vXdwCIZjH91CaGNj85H4/f5YLPYgDmUYRhAEWZZlWeZ5vnojFMuyaYKgiHQ6lareBZVMJqu9AWiarr5ReEblGYamKYoSBFGSJJ7nOZ6XZbmaocDzvCBIkkhRFMfzkiQpsiyKoiiKgijKsiwIPEWSqXRaEEVVUcgMwQkiTWVohlUUJZNOBoMQV82Z43mel2RJFEWO43hBUGRZFARJkkRRFARBliWO40RR4ncD4CVZFgUu6PenCLIakihJAs+LklQ9165+UBJFXhBEQaBoimVZSZJkSUyn05IkpdMpQRQlUYhFw3AclWRZFEWuGokkCYLAcZwoSZIovp+5KImiwHFcNdvqLlVUNZNOBgIhXhBZlhFEkd/dM5IkSizLCoJYzVkQRVmSOJbjOI4XREEQhGrmoljdYnUnS7IsigLLcaIoVj8rihJNkWkic4D3uNrY1BQURVEUxTDMfTuUZRhWEFie333dg+M4QxElgWdYlqIoSZIOajA5AAAAldsM8Fe5XYJy+S5DAdrY2NjcC/l8nqKoe3KoIAjV1TAMszxPxWMMTdN4ksYTLMfv1YcKvWvREEbKIk9RlCAIH7Xh8k7J1HVF1UqlIsMwhVKR41jdMC1DZ1gul8/pmm7oOkOlu3s6oViiVCzpihwMuGmex2JQBKdEBqcoGgr5JicGltddAADPxlzf2ETA6x4bG8cyDABgfW1xeGScoDjf9lqCYFfmRybmFubmZ+MJ4uD2sY2NTe2SzWbv7tDqCCUYhsEwzPM8DMOcJFM+V7LhAt5WRycwVhBYlhV43uf1Ng3OTC/cIDMZmqbv4NBiPovFog0N19v7eienxgf7ekfHB1eWNx0byyPjY31dHWNDw5cvXe0dHGzuaOvvHQxsB2enpueWxifGxnr7uld8UQLxI2hiYW68qbVuamYOQzAMiywuzcwvbJSK5kB3bzyGLmw6NVkcGxppuHZhbGELjgU8AW/fQC9Bf2RgNjY2NvdONpslSTKZTLrd7o90aLXGtLW1dXh4mOM4GIY5UaJicOL1Z5KXTzI0XT0PFQRhbXV1fGJyYmICx/FqnelHbXinkHOvr9XXN7d2NQ8OD02ODHZ2t25t+pbmx7r7+ubn5mEo0Nc/4PV5egf6FhYWR3uHhkcntz3rN5YWBoeHPLGkJrFjwyPLKzfWNzcKhaIiK2Qa9YdDQa97anomEI7KsrK4ODu/tLa8MLeysrK4tOz0eeNYfHJiJIIkD3Iv29jY1Cr5fJ6m6UwmE41GP7KPPcuyNE3X1dVNTU1Vr+U5Sco4NykokNnaoCIQK4gsy3IcS5LkuSnfehCReO7O1/KVSrlYLOQLBZZK4iRtqnwMRUs7O0QyhpNUNU0hny0WS4auAwDy2ezOXiWmaRrVt6ah75Q/nHdZUbXdHHKWppv7K3Z2ygCArGlohvnhj9nY2NjcL/l83jTNUqmUTqer9x/dxqEcx6VSqUuXLnV2dgqCUG1T4kSJFSVOllleYPfa5VmWJWmGZliOZe/sUBsbG5saIJ/PG4ZRKBRSqdRHOlQUxfX19fPnz4+Oju46lGVZlq3e4sl+EEkUeY5jPymH7hTcLmcivXtmqunqLet5Oh2KxHYLk7V4QQAAmKZeKBZ1Tcnl8zRFBPyBXGlnp2C5XK40zSWRKIymAADlUt7ncSHJDACAohhTV1wuVwJPRSJRM2s/+NvGxubu3JNDWZaNRCJdXV1er7faplSt/ayOPHLz2PeSJIVCIZIkOe4u1/LFnEWmUyurq/5QYHFpMQQFl5fngxAchfwLy8s+r9u97VqYn5uenV13ezaWlpaWb8zPL/QPdCyurmMIThOU17W1sLo6NjF8paEhGIJJPONxby8tz4b8nvrWVlHTPM51kqQ7etqbG69seQKmrg+P9c/Mza07nI7VRRglaQJdWN9wrKx5vd66a3WyIvcP9ayur3YMjOi2Q21sbO6Be3UoTdNNTU1LS0uiKFZb51OpVFtb2+joaLVbaPW0lOLkjq5ely8kyipFkndsU8oHnFvvvnPy7LUrU5Njrdfrh0Z6F+fWb9yYHRoeamm4Pjc5fvrMhZGJMScUgZzrb732VmdP78Bwz9jwUFtTV19zR2fX8NT8VEt3Z3tXZ3/3wHDnYGdPx/Rk/2D/aOfQgKDpW+tLm1vuto7GqbmFJIbiKWrLvba+vrbtDfm3V2+sbgd8rnWPNxrwNDc21127ur7p3nJveH2u9n7boTY2NvfEPTmU47hEItHV1TU0NLTbLs9xDMN0dXXNzMzsXtFzHMfS0FJHZ93ppd7zJOKjWf5ODi3msRjs9gYc6/OTswtw2DM4MoinKceN6fHZOZKmTUOPwRGWY7ccG2lKEFkSTaaweCgQhsl00usJri5OX21si8RigXCUzKScm26SpgSRSyDRTY9vpwIkNrO17eEEvrjX8MSwVKFUiATcwSgCAAClnGNjDUumaYbN57MZguBFUZYEt8ermbmD+QJsbGw+09yTQxmGoSiqvb19fn6+eh5avWx3u93RaLR6szzH8zSV8XQ/5et5xtn0T6h7huGVe6oPLe9U/+zNle4xdE0RFdV4sGLb2NjYfCLcq0M5jmtvbx8aGpIkqepQhmGqN48zNzXKc4LE8QInSCx3l/uUHoRKOZvLf5IZ2tjY2Hw87vVaniCIN954o76+/iaHsorISzx3k0JZTRJ1WdBlUeR5krzjvZ6loq5pkiwX8rkMmcnl8zRFKpqes0yGwtdWlkTdzGdNw8opIhcMuFmWW7kxNzQ8GkVTqqqkErFNp1M3s8VCoVQqUlQmjUWGJ2YENj02t6zIci6XY2hKkkTf1urc8qamqoZhChy95XJnS7fpU2pjY2PzANxrmxKO49vb26urq/vt8pLAb0bxUIKQeI5lWZ5jKZppXg7VL0EXZ3zOKC5wd7pPqZTPYnCkru5aS3fX1NREf3fX6MTg8uLa0uz8tts11NPS2dp17tzFhoamueXNldmBCxf///bOZLuRK83vtfXaj+AH8N7HfghvfHrjXtSxj5ft9rGrSl1d6pZKKqWUylQmmUwOIAmQmIl5CoyBiZgIEBMxTxGIecYMEBMJL4JJZaWyUqxSSq3Uid+CjAjcuDcIIP784n7DfemNJ69nk6MXO0++eaFQKkw2o+ZEk0nkTGqDA3CdmTUy2UuVSnlqtpq06p1DmV6lMlnMbodNfaLe2tpWqzU2o/FIczaVNFRCQuI98SAN7fV6Pp/v5cuXFxcXYnwow9A8Q/+zM3d4XulzDEPTLMt2YXjf5P3CGHliDJ0nL3junT6lxfVl7Pzw8ESpVRhMJrfdrNQoUslsIhyJxmO16lUyGJafqJPJVCgUySQjZpPF4XZ6A6FE9NxktmYuU1abKQRG7AazXms2GPUqs+kyFQbc/kQqoVQotRZLo1rxAK5C4SqXTBnN5mwuAzjsgUhc8rlLSEi8Lx6koWKlPAiCut2uuEqSwDHlDvrfjqL/aLggSIpjGJZl4U5LeWb+UueTe5LxSEis8/SXBr69vV2v16v1mqMRjGanI77T7d7c3m42t7PZ9C6p83a9Wt+sl4vl+naz2cxn07GV/R8AACAASURBVMl0ttlsVsv5+uZmPr/ebDbLxWK9mPgAV5f6ts7eavWmY2q1XMzn85vbzeb2Zv22/FAJCQmJv4GHPsu32+1EIpHJZMTF3Wia7nFsqgaXO5jAMWKIKIZhJrPZ4gS0Z8bLywzLvssOlZCQkPgF8NBnea/Xa7VaP/30U7/f3+12aZqmaLrPs2K55TunPMOwLMtQFMPQLPt+/PLrxSSVSrC98WazWc6no8n0u21uV9fpdEoYTjabzeZmTZHE9XK9uV0NxpPZZDgeT3o9vpDPdFBqs9k0K/nkZZ5jyEQyNV2sN5sN1KrGEheL1Zql8MFoXMqlssVStVLqYtQPvHgJCYlfPA+NbUIQhGKFWDwurh4s1rXjOX7EDQSWp+g7IR0J3KzPT/s8xzL49+V6Yl0YDIKZ3KU/4M/nswHQWyhWysWsDwQz6WQqnvQAbpvD8uTZk1gq63U5HYAznjy3W221eh0MgvFYIl8oeQGX2+t9sfvC6QkQXaJUyAdD7uTFhdWkjeRrWDPfbneCoEdxeqAxWIbD0VUuZrCa/b5gpXLl9QUHg6E74MteXkajSZNOEc810smALxTS6NRiHr2EhITEO3jYfChBcP0xUi/0+kOO58W4+kw6A3jdn4S+CTXiPVYQS4+Y0s3TWFUerZYhjKHeVYN5vZwXUokv/vTl070dp9OmkB0YzdqA9zwUchvNJsXhod/tfPp0y2I3n6qVZq3u8ZNtL+g9PXr5YvfA63R89qdHJ2rNwfbWV0+2HYDzWHmiUWntetuJ4tQN2vQa7ZnhLFaoUEg9CIJuj0OpVbYhuFFrtNvVSCwcDsUajarL4axW6q6Av1KtGTUahfxQa7Rf5DKFUkGrUzUgqda9hITE9/AwO5QV2klLffc/NZyfkyRdrzcEQQgFQ5Vq5e98/3hWcg25PkPTPY49u6j/563A/zGlMZKi31nHfr2cw61mvli6SIKAH2zW8mabBcWoZMTj9AUohplNJ61GDafoyXSMo91avU6zXI9nmq0mjqKFq3K704IguN1qMiyby+coli3n860OwvEMz1Lp9AXdG93erLPpdBcnJ7O7SYDr6ag3Gg8FOp5IXa9uNptNp1HO5EoMy8zmi77AEhQ1nozrlasOgv80n4GEhMSHy8Ni7IVRM67PffEfysbfMvy4VqsJghCNROudxsfg4wbc4lmOpmmGpic97n+q4rEKNOKZd8fYv4boJX/lir+VnOYSEhIfDA+zQ2kWaZXhagauZWmGrdVqvV4vEolYXTaTxQR3YJa7W5OOpmlPvp0rljweN8MwP55ffr1cTGd/Xd7n/Vqe8/ls9eOGN92MRuPlcilmps6u55vbm9n1YrPZLJdi0NXter3+MS9AQkLiJ+Kh86EMy7P8gOV6NE2JeUoEQcAQhCEo/ecMBFYsYv9uv/x6tRz2+wzLzmYTCIYnsymCwEJvMBB4GEFG4yHP8RzHDYajbhcaz645lh2NRzzL8zyHo12vy1lqQDiG8IMRRxPtTofvDdHWlTeUmI76GEHNpkMwDNbaXYEXukiX4ziO55r1ktPtdAIetjecTa/Hwz7U7U5nUxjqzJcrHO32x2MGg8OxJE0iNodnvZx3IGgym3ZhaLZY0iTe6/W7CDKbTRG400WwyWQCw9Dk+prnWARuW2zWZhvKZlIg6PcEo+lUPJW7ikWC+VItEgZDobDDbneDgd5wjLTKYBhkhV6f52ma7g2GPE2yfH8+v15J6zZLSHw4PDTG/nWVrNVqFE1zLNPnuVGP/04l+7s4p3dr6Go+a1XLL3d2DlWnLpddq1Ja7MZgIHZ+DlpsVpXi2Go0Pnu2rdZprA5TwAOeKuQ7hzKH2bS9/eKbJ8+KELcasDabE7DbVKrDk0O53Quaz9Q7MrkbsJ4cyc90ZoPdJD89NuttPh9os5gcdqvJbDQDrotkHHB5M9FLjfrUATg1SqXDbVcfq7yBsEmrspuNBrsr4Hc/fbbj9rltdotWpbQBds3RSSAcjwbDHl9Qr1GeKA6UJzqtSW93mAOegPz4cGtf5vKDVr0mVahBzWoHp+tX2RqEFLNpCCNK2aTJ6ctlEl8/f873haDn7MystxoNeoMp7PM8fvaN2XTmsDuc3uBiLWmohMQHw9+ooTzL1GFsP3Qlj5ZxgmLfJqPfY4curi9j58dylUZ/qjcafS7bqUp+cVEEfVaVTheJRNqNmtVqi8XAU5Ui7A+rlWozAMDtptVsLlerfq83e3np83nPI9Grcg6ud+KJmDsQzlzE3X5fvViwme12j+s8layXyx6PJ5VMJGJhu8MeuUgnQkGHE7DqrWq1wmC2eJwWlVYZDkQCYCAcBBEUzaYTNsBbKuaPj3f1RpPXZT/VnIT8oXAkepFM+QLBRDJerZSb5YbDaVDr1CF/8PRE6Q4EG1AX9DhaKN2oVUisq1RpLy8SepM1FQsZra5SIQt4vG633QcGM+moC7B6Pf5avRb1ew9PVeVWOxn0OMDUT/nxS0hI/ED+Rg1lGJqkKH+h9Y/GVBsluLeJ6PfE2N/e0eMIiutdT3oIjm82G5roUvxd1ubNeiVwlHj83td0s17dbja36+VydXNzs3qHzfZq8nGzWNwlyK9Wq83t7XR2vdls1us1x2Bsbzgd8ShBbjab1fKu2e1dSdONwOIU17ue9LsYttls1qvl7WazXC7vhxgItHjuzc2N2OfrF7CYX88Xi8V8vlgur6+vb25vb25vN5vNdDrbbDbr9f3F3/2u1UpDKZdfQuKD4qEayjCMmLAkaihN0+MeJwMLgUJrILDfFdDv11AJCQmJD5+H5stjGGa3210u1/26ngLH+rONVhd7qxH6Y2toOX9Z67wZAz/qsVD326DOfk+4Xr6yXlfL2fVic7smSLx0VeyPZ+/ofDabNRu1xc1tF+osX9mKvR7PcsJby+ZdX3/bG02Rs+vrVr16cZGqNxrlao0isFK1QWLwVbWBwa1iucYK/HKxoCh8PJVWHJGQ+LB5kIayLFsul4+Pjx0OB0mSdzWYaVrgWPatHqUHaOjyeorCkNfrSaZTXp8nk77w+lzZXOkqn3H7fMl4NBaJOez2YCTi8QG1RjsaCobPo4noOeByaNXaaKogcGwIDKQyWdBnP9Ppk9lSJuZTaM2VYtrucBdyWYX61Aa44tEkGAqlLzNXxZzTbparTh0uT6vVQVpIOnnu8fsymQuPF8jlrqKRSOoiFfW5TjS6p988isYvXh7sBEJRi9V5mb44VJ6cZzKVYtbl9SZj0UQ8BYZDpWIV73SPjo/8oYjVag2HQIPeFAD92cLVecgHE2zA4+xglM9pMtg9TrNWqbO4rDq13T0Z9dyuM/WZPhGPplOZ8/MIGI34XM5sodiGkZ/yGyAhIfFDeOj68tls9tmzZw6H4349pe/le3xKy3k+Gf/y0eNneztOp+3kUGY0a0FfTMz1PD0+Br3u589fWm1Gk+XMojVtP9/++uVOFPRubb04OzsLJ/NQpWixOV0mo9VpjHiCdgA4kssVpyeaM53HbN5/qbB7HOozrdfp9XoD5jOtTqs2WSy+WOwiCu7vH9t0tr39XYfTrjiU2ZyWo+0DdyB8dnIcj8cj0XNfwHG4d6CzWZ89eaJSq6xGq8lpM9sNRpXyXz//zOUBPAAY8PtOD09NKpPB6pTt7h7JFRaLkSKwZ0+/YTj+In3ZaVYcgD9zEfP6AuFIxGk5U+nNfsAi1xtqtbJGe2xz2E4PZYlE4uRg79OvviyWrrSKo3QZ+im/ARISEj+Ehz7LIwgik8ni8fj9s/wP1tAFCkGVauPyIuwLRTrNK7vLQZDMxbnPGwqzvDC/nsFQu17J2V0OkmLqtRpKEPP5Ndxpjqazdq0Eo0SrUUUJajTqjwdjkiS4/mi9nHURZDQcod1OoVRihd71ZHx1VeT7/UGfuyoVYRStVWoMy1SuyslYADxPtmp5O+DqD0b1aomgmfn1jMQximV6giAMhjSJoThJE0ihUusPelCrWW+1h+Nxj6Uq9WZPYEvFKklRKNqFYLjX692sVwiKzheL0WTCEmjxqlyvlCv1Fol1OwjOkAiMEe1mtdaCBIHO53MUy01Gg0atBiHoeNRzu129yfIvvWkSEhI/Nx6qoQRBfPnllwcHB/frKf1ADX2N23fu/gT8XOIxb9crMWZAQkLiQ+GvqH13dnZ2eHj4vp7lfyCL6+lo8i6/0He4Xb/K/5lOxovvX1JpPRw9aOHl29vbzWZzs16NJ9Pbm/VkOrtZLSez+WazuZ4vxAbfrasvISHxy+ChdmipVDIYDNls9j0+y/cFgaSo8XjYardG4zEEtVleEDimDUH9QY+hWZqmhF6v02mNJlOGpvqDHkMzDEPDnbbb6Sw1IKQLMUKfJpBGo8HwfaRRcIOx8YCHEXwy7nsDvnKjzTFsB+owDMOwTLWStzptdgfACIPpeDrs861OZzwZt1rN6XyBdCFhMKCQDhgMWCymdLFyPZ3MplMUgUiG4xkCJZnpqN9B0NGgl0kmDBZrvVGvVCsXschloX4e9ueuqgG/p1St+3zugN9vtVoBMDCaTqtX6UAIZIUeR9MkSQn9PoHAXG8wm02lxE4JiQ+avyK2aXd3NxAIvC87dDWfNSulF9vb+ycKAHCoTxRWuzHoj0WjAavdpjw+tBgNT59uqXUaq8PsA/yK46Ptg32n2bj1fPvZ0+dFiFv2aavNCVgtSvWh8ujE7gkYdMoX+0dOp+X0SK5VG01Os/z02KS3+fxBq8lgs5rMZpPV486kEnabKxW+UCkVTsCpOlE43fZT2YkXjBjVpw6rSWe2Z7OXDps17Iv6HU6NWeey2DRGncNsPlWZwiHwVC43GM0AGDRq1WAI/PqLzwORbKmYhTA8nUygJJmOh2yeUDoGPt07EPq8zaI0WY1G9anNAXhslkdPn9gsJpvF4gsnJA2VkPigeaiGkiS5vb397NkzQRDq9fp7sEMX19l4TKnU6Q2qM6MR9DhOVfJMpgR6LWr9WSweh9tNlwtIxIOnKsV56Fyv1Tt8PhRuOx32erMJ+nzZbC4Q8Cdi8UqtiDS7qYuEPxzLZy98QbBZLrnsLqfXnchkWrWaz+vLZNLpVMzpcp5nLlORiMfrcxgdWu2pwWL1u+0qrSoWSYDB4HkkguFYPp/NpNOAw+lxARa9SaGSRSNxtfrQHwhHQpFwJJLN56F2q9Zq+d0ulOk3ykXAarM6gIt42A74oqAH8IcLmaQfDHrcjtB5LJ2JuVy2IBjudFp+p0N1ZujiuM9hiuWbP+WHLSEh8d55aHxosVh0u93JZPJ+ffkfqKH3DASa648WswFBM5vNhqUxrj+8e+32pi8w4vHXuBFfWt/cvtsddF/s7uZVCqY4d7lYiI7v2x5H9kbT2bhHMuzmtRRP8X25O2W1QNDuZrNBUUicQ72fVxV7u2e5XKzXN6vl8ubm5vV8UHG4NxpvblfVWmUhrTAqIfGB81ANbTQaz58/V6lUvV7v5+BTkpCQkPg58LA69gxTq9UqlcpwOKRf5cv/22poIZOsNLtvHKTQTvzi8rtlSBazkTAYiNu1SmmyeGX93SwJhr1vNh6NNpsN3+NZhoonEr3R62FGt1e51GWuSHPftu+xRDqbf2O04XD4+u7tap5OJdLZXLZ4xQtCJn3RgrvD8WQ8GKD43Zp3b5qoEhISHw4PtUMTiYTdbg8EAu/rWX55PUWhDgC4oomYx+tOJuMer/PysljIXgBe73k0FA1FLGazDwTdXlel2giBfn8IjIUjdptVeaKKZUp9ngsG/IlU2uex6PUGlxMAvMFisZDLZH1gMJfJBYLB7GXO63W7fEA0Cuq1+qtK/eDldqZY9jjM0VgqHHAfaVXRYCh+nghHY7lcJpNMHJ0eKrXmq6vSZTplPFMbzfZoJBINR6xWzf7eji8STp6HLYC3Wqta9Cowlirn07ozQ8ALhCKJfC4djUWSiWQunzMaDIATyBZrjUrBGwiYHXafPxwKBXd2nrcJqtsqqTXHvlA0GPAXc3kn4IpFg15fqHB1JQzfsv6zhITEz5OH2qH1ev3o6Ein04k26Q/X0PVynkvEHz16/Gz/pcNhVR4fGkyaoD8eDAIGk1GlUIQD3udbL212k9Gst+rMW8+3n+7uxkOBra0XJpM5GL9slfIWm9NlNjkAS8wftdjsFsAfcDpf7ijOo5GDF4fhaFSxJ3d6vRqzzqiRv9w/tpkNWp1eJtsNh8DjHZnJBpxo5SEw4PEEQK9Ppz0xG20Gm1Frsof94NGRPBDwgO6gxWHRqZVKrarRagf99r3tFzKlRiFX1DuQ/UzzxWdfKjUar9+XCIOH8lOXTWdzBaMBz7PtXcButTmAZCrVG18Xk5Gdl3IwHFLI96Opi1TMqzdrbSaz3mBIn0c/+eNnKqOxdJnc2TteSjWYJSQ+HB5qh8bj8ePjY5fL9b7ylNarBY4gjWY7nz0Ho7Fuu+LyABTDZRJgIHou9PvLxRxF4Eat4PIADMu3Wy2CppfLBdrtjGfXcLOK4BTUbuA0M5kMx8PReHbNMUS5Wh/0hEqtPptOKpWKwBKy3Z14vjKbjJAuhJPUZrNhaZwXesN+v16vdBBsvljQONKCkev5jMThcrMzm45KxSIr9Eaj4Xg4Zhiq0+mMprPNZtMX2GajAXUaYDhKU2S90en3uC6CjCfT2WTMC735fNqFWhhBoWiXokgExYaj8Wo5r5TL0+m01WoKAl8sFrheD+u2as327HrGM3S92eZ7/WY5G0sXf7oPX0JC4gfz0DylarV6dHRkNBp/JnlKD+VmNXpYutFf2+1i+f5Tj+bza8kElZD4sHiohvI8b7fbFQrFe49t+tu4nowGo8mbR2/XLMe/VYbu3TbvcOC8HpDE89wb+aDT8Wh2/WY1kF6v98aR9VvSOt8ckuf56/l8PB6v1uvpdCpe1WoplRqRkPjweJCGchyXzWZ3dnbsdvt7e5ZfzgWOQzFsMOjVarXeoN9s1CiGY2my3mjwPEfiJI5hDMs26tX+aEziOMdzJE4SONas19wuoNqCO+0myfI40ilXKiiCJqIh8Dze7/XKtcb8elat1abXs0a9UqkUa816F4JG02urQYcx/U6zJvSHnXrBFQxRBIkhSLuL0hRJk7jb7wmHI34wiOFkrVqq1Vssw6Jd2OexqFXKRDZLkwRG0tfzWchj84QT17MxBHdJDOli5GTYa0MQjnVJmsVQlCRIiuGKF5FgIj8dCS6Pq1BtkgQRBr0Gi/nM7mrWa2aTyWSzkrxAIE3AY4cxgqVIHMMJimYIrIsS0+lkvpQWUpaQ+JnyIA3t9/tut/vx4ycKxYnoX/rhGrqaXzdKV8+fPXspPwIAh1J+bLEbQd95JOq32KwnRwcWg+Hx42cqrcrqMHsc3iPZwbPdl06z8Zunz755+rzQYecCZbU5XRazUnWoOdEcHR1bvOeNYk5xrA2FQ7KX8lAkerKvcLjdWoveqD15/PUWALhebG/rDQaLQSt7eWR3uo+VMovhzAUE/B6P4UztsLo0+tN9xRncbus16tPTQ+WJVm/Qmw0GtUbhdDl8oEd3qnjy8sBkMsWTifMwuP9iZ/vlrk6ndtodKrXGZFS5PJHzkP/RV0/Up6cuF6A9Pdw/lHuAgN5qlB3sx5LZ8lUBZ9hUBNw71F4Vsk+efokxTDLi0Jl0dpP5RKmKh8DPv3ykPdMCDqfOaJstJA2VkPiZ8lesSYfhXYqi3ptffnGdS8TVGoPBrNEbjSE/cKKSZ7Nl0GtR6fWp1AUKtz1uTyoZPlEp4tGE4cwIgEEcgd0uZ7PdCfq92VweBAPJZLLeKCNNuNJsJpNxD+CNhKLhSCSdvACDwVQsdnx8aASAwmXSHwDj8fN6s+Xz2Kv1eioSAzweV8CHdLuZVDx6nrgqZmORsMMP5ot5wOEKR+PtdrNTb1/m0h7Akcrmbm5uitn4mVYfip3rdGdtGPa53IDTFY3FWp0O0q6Ho4lW/SoUjqQvLjw+f6VcNOjU6dzVVT7jcgEuny8aDUWj0VqzPZuOz0NgKnnh8/sjkYDb5yuVsn6/0x8INVvNXCJ+qtHnK7VSOmp0gj/lF0JCQuKv4mF+ebrXhC9l3v9a6Zzz7PD9zoeOBlx/PF1ejxhe2Gw2Akf1x99OdA77PPNqmc83eOu85vrmZvNq0vP29vZ2NUvGYr3x/C+f8XZubt5l+k1HAoRgt+Jinq8W9XxbJ395xFdrfIr8peJ4MNTsT6SKohISP1++X0MHgyFFkobo//5n9b9Xh/4HSeL1evOBGsrz/L/1HyghISHxI7JYLL7XDh3QNJepWp/b/0uipGYZvlZ76Hyo2MW1hISExC+U8Xg8GAym02mn03nHfCjFsQJJERwr0PRfMR9KEMR0Oh1LSEhI/EIZDofj8Xg+n8Mw/K76oSzL8VyPZTmWZev1OvsARAfUer1e/Ags3zc/xkVKSEj84pnNZvP5/Pb2FsOwer0uCMK9BjIMM5/Pf8XzfKvV6rxGPp/vPIB2u12tVmEYhiQkJCR+obTb7U6n0+128/l8Pp/vdrv3GghB0J2GNpvN70okDMMYhmEYBsMwDMMIgkAQ9EaDVqtVr9fr9Xqr1Wo2m41vqTcbTbhDtJqder3ebDZbrZb4wv1Go9Fot9v3281m8/VmAACYzWaLxWK02I0Wh8lit1otNpvNZrNZLBabzWa1WsWf34vZbHY6nbVaTRwdhmFxXPE/R6vVarfb4jsgXtLrVyghIfHT0263RbVpNBr39+briGrz55rzZ9QbDajdQqEWCrVbzWa90RBv87tX63Xx9n99xLf29oZGvWFEdjqd15/l/wye51EULRQKhUIBx/Fut1utVnmeF2cHRqPRZDJhWbbf74u7JEniOM7zPMdxHMfynMAwVLZuxclOTxiwLEuSpCAIHMdRFCWeMhwOMQwbDofD4XAwGLAsKwgCgiBis1Ao5HK5fF5PNmwpRgzJoNXj8VmtVqfT6fP5xJ8ulysQCIAgGAgEAoGA1+sVt4PBIAiC4rbb7Xa5XCAI0jTd6/VgGL68vOzAqNAbIEi3VqvhON5ut8Wo2H6/3+l0cBwXr0FCQuKnh+d5CIIKhUK5XKZpmmGYVqvV6/VE3RDheZ5lWZqmB4OBKCDj8fj1TvoCn2mg7mIXyHc6GDno91qtFsuy940pimo0GuPxuNfrCYIgisB4PBb7HwwG/X5/PB53u93hcCgWZuI47g2dpGn6z2LsX6fX62Wz2b29va2trVKplM1mj46OQqGQ1+v1eDw2m81sNkejUZvNFovFcrmcSqW6uroSBEE8nWN72ZrjK/N/DOZejoYTw5nBZrMRBAFB0NHRUSwW83g88Xj85cuXHo8nFAqBIHhxcXF2duZyuUajEU3TwWDQ4QRCfncT+FPZ9FHNu2WxOb949Ojzzz/3+/0fffSRTCb76KOPnj59urOzI5PJdnd39Xr97u7u4eHh8+fPt7e3X7x4sbu7K2poIBAgSbLX6yVTKZ1G/c2X/5o8B0ul8sHBAQAATqdTqVTq9XqbzeZwOBwOB0VRD/GqSUhIvHcEQQiFQuItieN4PB7f3d1Np9PJZNLlcvn9/rOzM41GU6/XU6lUuVwGQVB86fXbVuCYQDL3qdr73HbeguBCPq/X6wEASCQS5+fnmUxGLpfLZDKXy1WpVEqlktPpLBQKgUDA7/d7vd5IJJLJZAKBgMlkstls+Xz+XtxehyTJv6ihgiDk8/nDw8ODg4NCoYBhWCQS2dnZefTokcViUSqVJycne3t7u7u7Op3uiy+++Jd/+ZdGoyEOwzAMy3DW+Ee/Of13cv/fcTx1olAeHh6SJBkIBD777LOtra3j4+ODg4OvvvrKaDQaDIaDg4O9vb3t7W232/26hgb9QMP8f3On/6to/dxksX3xxRd//OMfAQB49OjRP/zDP/zTP/3Tr3/9648//viTTz755JNPPv/881//+td/+MMffve73/393//9xx9//Pvf/97pdLrdblFDWZbFSTYXOksf/fdm0oBTXCAQ8Pl8Pp9vd3fX6XSqVCq3222323EcZxjmx/yeSEhIvB2O44rFIgiCPp+P53kQBI+OjjQazYsXLz799FOlUrmzs6NWq6vVqtlsttvtBwcHp6enW1tbCILc37Y8x0Tiqc/kVrkvA3fa8XhcqVQ+efLk/Pz8008/3dra2tvb29vb++1vfxuLxTKZDAiCfr9/b29vf39fpVLJZLKTkxOZTHZ4ePib3/wGBMHBYPDdS/1WQ+nvPMsLggBBUCKRSKVSEASxLIuiqBgehWFYt9tFEEScUIBhOJvNVqtViqLubV2eEwiq67183EELw8HEYrHodDqKomAYRlG0Wq1iGFYqlXK5HEVR9Xq9UqkgCJLJZCAIEt1ewWDQ6XJ5PUDcIUvZXwStRza78/e///3XX3/t8XjsdrvRaLRarTqdzmAwaLVanU6nVqvFN/p3v/vd2dmZwWBQq9UAAIh2qPjZDPq9Rhd7YfcVmlCP51AURRAknU5DEBSPxzmOu7y8FP8ZPCQyQUJC4sdAEARBEMQJwG63m8vlIAhCEKRWq4numXK5TBCEeLc2Gg2/3y+TycQpOLEHnuer1WquULzM5RAEYVk2nU43m00Mw7LZbKvVEtWmVquhKCre+K1Wq1gsoigq9t9sNsXdarWKIIg4e/AGtPgsz/N8u93GMAxFUdGDJM6YdrtdHMfFIxAEiW4lcbfb7YoyiiDIfbPXPU4Q1IGhLo6wXRjtdNriKRAEiSeiKNrtdjEMw3Fc7FY8guP4vefK5/M7HA6n02l1eixOr83pcTqdAACIz+bihtvtFucW7vH5fBaLxW633x93Op0Oh8Pj8dzPUkMQjKAEBMNQpyNejziuONWAYRiCIA8JS5CQkPjxEDWn80qIRKkRb09RMe7vVgzDKpVKu92+1y4RBEEwFMFQVFQwHMdFfRR7E3+KFqH46v2ullcTigAABuJJREFUuHGvS+LB+25FQ1B0TXdEn1Kv12s2mxcXF+l0+uLiotVqoShGkmSn00ZQDMdxgiBQFCVJkiQIDMMIgkAQBMNxkiQxFEUxVBwSw3CKolAUIUgSRREERQmCQLpdFMMIkiRJEkXRV11ROIaJYiq2wQmSpikMQ1EMI0niTs0hCEExmqZxHBPHFT1XOI6LLQkc78IwDHcxDCNIkiAIFEEwHKcoCsNQFEUZhiEIHCfuzhGFEkVRkiCwVxeD4TgiISHxoSE+GbdaLRRFWZbFcYwgSYoiEQRpNZsw3MVxDIJgURMI4s7OEzODGo2GKIXik6iom6JlKB7EUBSCoGazea9a4qAYhrVaLdEuFhV2Pp//ajKZXF1dGY1Gn8+n1+sLhcJkMo6H/Aaro9FsQ512uwPxAp9OxU12a6VWwxCEF/qZZPg8lWYYhqHpdqMOhvwQDIMBbw1C05GA1mDrQJ1Op9Oo11ptKJ+JB4JhodeHIYhluVgUTOZLeBeqVqvNZrM3GBbTUbPFFvC6LQ5PuwMznJCM+tVml8ASNost4AX0FicEw9VqFYa7CNLFCApDYACwydVajGJZmqjVKs1Wp9Vs1Gq1VqtF0TTH0NFIuN6BUQRBUQSCEY6lW602yzLlcomk6UajUa2WMrmC0OsxEhISHxQcxxEEgRMETxNa9UmthWYTQYPFMRiNcYLEEchqNHh9vlPlkdlqD8UTtXJObzRcXOZhGCIIgmXoTruNomitVs3mcpVqpVyt8kKPxJBcLofiBE3Tot2Wy+VIkuR5Xhw3EokEAoFUKiUIwl2e0ng8LhaLAADEYjGbzZYvFDkcPlHqLrM52e62w+7cfv50V6ZQnMi39neUctkf//hZttQEPca9w4OjfUXYG1arTvVnCo1S82xn66Jc95kMB/ITjUq283xHo1OrFAqZbO/5N0/3dna/+urx8dHp3v6OM5xoVi6Pj3aePn6aLbW69axCduxyOL756stHX3yTr7abtYJKrZMfvfzkD3+Uy+UvXu4eHGw/f/pMJlfubO+ki/XLVDSaSGrVylypnY55v/ryT9vb+1rjmUZ58GLr+YlcG/UGvvr6653dva+++vrl1rY7lGRw+OvHj3b25WqN6uWeTKfVO+1Ojw/Eae67s8USEhI/ZxiGwXEcxbBBn1Mf74eil/lU6PhIKQwmDMdF3A6bLzHkkI//8P9OlRqDy5XPRPePT/QG88VFiqIohqZKpVK71S5XKuVqtVK+yhWKKIrWKuV4PN5sQzRNYRjGcZzFYpHJZDAMixGfLpdLnDZkGObOpzQejyuVikwmUygUe3t7pVJ5NBDcTtup4uRUpY6Fg18/frwnk6u0Go1Rb9Sc7h4cdXEmFnIeyeU6tVb24kCp0bjdljOtbu/4KF9vVbN5AHCZrYag23NyorBZDHv7e7FIWLb14lipdlhtB0eHkXShXsqcmXRuuyNxccWRbQ/gvUzFTlVatVIeSeZwuKFSnABen0YuPzqU7+/t2QB7InTu9vkPDvbC8ctiNuEPR+1n2nimfFVIeNyekD+kN+ttDmPQ5z3c3T/aPTZabEcH+0qN3m7SWQCwfpV79MWXuzL5sfzo+Ytdo9Hodjg9/hDNviVqQUJC4ufMnYai6HDUD3mc0fNMvZxz2QG+NyRIqlEuKJWqAOg324wOi/ml7MDusMUuMtVqtdPpYBjGMHSzUctmc61Op16vNxv1NgTRFNWo11KplKihKIr2+/1YLKbX62EYFmNXg8GgWq0W7dBv/fIIghSLxUKhIPqhKJqmCLxarRIkSeB4B4Ioimw0GiiOMzTdbjVRnCBwtN5oUjTVarZwgiBIEsfRRrNJkhRxBy7+6nQ6KIYRBEHTVLvdwnG80WjgBEkQBI7jBH7XjCSJdquFYTgMQSRFQe1Ws93p9wc8z2MI3O7AFEXhBEEQeLvdJkgKQ+DMZabRatMMcz8WjuMEgRMEiWNou93BMQxFkU673el0UAwnCRzuIlCrenhwUKy3kS7UaNSr9Sb9qn6KhITEh4LoYul2uyRJEqLrBb3zmnS7XZKkulCrdnd34816vdFskSTJcRzDMKJniSSILoKIp9/3SZEkiqAkRYmuJJIkxXkDsRlFUc1mM5fLdTodiqJwHJ/P578Si4bcvkIsz7FcLtfrtVitY71e/fnuevlag9V6dV/X467+yJ8X+1itVqvV6tX2+r6H19rd7YjNVqvVcrEQz7tr9FoPd50sFsvl6vbmRmzzlhIlr05ZvUIcRhz65vb2Zr1erVbr9fpHqpkiISHxk/HW6kKvK896vV7facWbJz7w4D3r9fr29na1Ws3n88VicXt7+yuWZX/KRC4JCQmJXwwsy/5/GpiXYOu+6LQAAAAASUVORK5CYII=" width="320" /> </i></string><br />
<a href="https://www.blogger.com/blogger.g?blogID=3945371739366580956" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3945371739366580956" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3945371739366580956" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><string> </string><br />
<string>ed incollarlo nel browser (questo link rimanda alla <i>Google Developers Console</i>).<br />
Seguire le istruzioni per creare un nuovo progetto (o selezionarne uno esistente).<br />
Creare una <b><i>Android API Key</i></b> per il progetto, copiare tale chiave, ritornare in <i>Android Studio</i> ed incollare tale chiave nell’elemento <string> del file <span style="font-family: "Courier New",Courier,monospace;">google_maps_api.xml</span>.</string></string><br />
<br /><string><string><img alt="" height="167" 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" width="320" /> </string></string><br />
<string><string>Se tale metodo risultasse non funzionante allora seguire le istruzioni al seguente link: <i>https://developers.google.com/maps/documentation/android/signup</i>.<br />
5 Per testare l’App si può utilizzare un dispositivo reale oppure un <i>Android Virtual Device</i> (AVD). Affinché l’App funzioni correttamente è necessario per
il dispositivo reale avere Android 2.3 o superiore con installato il <i>Google Play Store</i> e per l'emulatore Android un AVD con <i>Google API Android 4.2.2</i> oppure superiore.
</string></string></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-88137931488581111832015-02-09T23:32:00.000+01:002015-02-09T23:32:17.251+01:00Adobe Flash per Android Da Settembre 2013 non sono più state rilasciate nuove versioni di Flash Player per dispositivi Android. Chi, in ogni modo, ha necessità di installare Flash su Android può scaricare l'ultima versione disponibile seguendo il <a href="http://download.macromedia.com/pub/flashplayer/installers/archive/android/11.1.115.81/install_flash_player_ics.apk" target="_blank">link Flash. </a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-84332475396971299682013-10-14T21:51:00.001+02:002013-10-14T22:23:21.343+02:00Driver Manuali Computer Acer<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFg4JogFr-4x9H1B8cBLSmXZMaRT9D2PudfMAXfzmRpAyWrZmKg3_vtm_hb6BB8pmn2IGsJcbDt9vRmhep62iU97RcQemxZlyXewbtPFGy9jUMwFRWNyI63D80WFU2JshKfz3sjRY84oc/s1600/images.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFg4JogFr-4x9H1B8cBLSmXZMaRT9D2PudfMAXfzmRpAyWrZmKg3_vtm_hb6BB8pmn2IGsJcbDt9vRmhep62iU97RcQemxZlyXewbtPFGy9jUMwFRWNyI63D80WFU2JshKfz3sjRY84oc/s1600/images.jpeg" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkmJRqvCy9dEfrOFIHSWuyHgv00Boe-_GPLr0t3aGmEU-Y0fGf5xsUzOWEpvBhXA29EqDpvynO-uflzS0i7Z9HhFUTH_p0ELPukQngH2Sbo7YTcuaZUCb3VEFfp8lJac8YWgqVdBpdPSs/s1600/ita.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXLLSqo6eupuTacVz8cnCSXeEb5hp0MgXsQntD-Zg0ahmC63kepJPh8FKusF3Da4RiAqgJKdLklqHCMKrWJy5lRSViwTB3ge_6q_KMbyXmwy12KxIe4LkGj_9s2jFhDe5We9kpWUNFIA8/s1600/Italy.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXLLSqo6eupuTacVz8cnCSXeEb5hp0MgXsQntD-Zg0ahmC63kepJPh8FKusF3Da4RiAqgJKdLklqHCMKrWJy5lRSViwTB3ge_6q_KMbyXmwy12KxIe4LkGj_9s2jFhDe5We9kpWUNFIA8/s1600/Italy.png" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwiic-q_-LvVD44dPyjwg8xgv3YLGc9H-FgxOBwTLDuUYjEHevdB5y1bxcJx321emMiKVQBo3MnlkYpS-DephYZoLicqjhsz-3jQKinIxnFMo5w9LssKwzwqkll6h3_gtRZb_zqo0y0Wc/s1600/ita.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a>
Nella sezione "Supporto" del sito ufficiale Acer sono presenti soltanto i driver degli ultimi modelli.<br />
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Per chi avesse necessità di scaricare i driver per prodotti più vecchi può seguire il link seguente che rimanda alla vecchia pagina di supporto download dei prodotti Acer.<br />
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<a href="ftp://ftp.acer-euro.com/" target="_blank">Pagina di Supporto Prodotti Acer (manuali, driver, etc)</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRHUYvEqfFLkZBEBE8YQ2eoJUKue-02pOLqLsE9Mz8LjrnLZsehJ__W9r0BiNZva8H__AN8AUh74MRM7OKn8I-H3hUUnbdVG60XZZMuPjj6nbX2DLhgDfTgBYIdGCbJQmjYksVoHHy_4s/s1600/en.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh05NtZyLysRU4GWiGG7Z2tV04barP4rpqWnvUuMtPTCPPGzQKlHKbFMJyvsN5qTZm2Rw1W-V-UTxbxfI41hEJb_TrUHZPZHU7uL6uFVjjnJARbN6Hwkt6uszkzdLRfoq9hPdwbLbjOWrg/s1600/United-Kindom.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh05NtZyLysRU4GWiGG7Z2tV04barP4rpqWnvUuMtPTCPPGzQKlHKbFMJyvsN5qTZm2Rw1W-V-UTxbxfI41hEJb_TrUHZPZHU7uL6uFVjjnJARbN6Hwkt6uszkzdLRfoq9hPdwbLbjOWrg/s1600/United-Kindom.png" /></a></div>
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<span class="" id="result_box" lang="en"><span class="hps">In the</span> <span class="hps">"Support" page</span> <span class="hps">of Acer official website</span> there are <span class="hps">drivers</span> <span class="hps">only</span> for <span class="hps">the latest models</span>.<br /><br /><span class="hps">For those who</span> <span class="hps">need to download</span> <span class="hps">the drivers of</span> <span class="hps">older products</span> <span class="hps">can</span> <span class="hps">follow the link</span> <span class="hps">below</span> <span class="hps">that refers to the</span> <span class="hps">old</span> <span class="hps">support page</span> <span class="hps">download</span> <span class="hps">of</span> <span class="hps">Acer products</span>.</span></div>
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<span class="" id="result_box" lang="en"><a href="ftp://ftp.acer-euro.com/" target="_blank">Older Support Page Acer (manual, driver, etc)</a> </span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-83062077613689914302013-07-28T15:45:00.000+02:002013-07-28T15:45:39.949+02:00La mela che unisce Newton, Turing e Jobs<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0NMsNQpv0vp-9lAqTVIYX-6ZkebBVv9Rkj0aKIUjtHlGnmfxz4vp5fSLuN2NqsgZbupwDNXVmPfWgTpRTujaj5w05pag_CrNWYLIg_jLrlZxbiuoXPJIQrXThNMDulRdMjEzvSZbYtDc/s1600/Apple.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0NMsNQpv0vp-9lAqTVIYX-6ZkebBVv9Rkj0aKIUjtHlGnmfxz4vp5fSLuN2NqsgZbupwDNXVmPfWgTpRTujaj5w05pag_CrNWYLIg_jLrlZxbiuoXPJIQrXThNMDulRdMjEzvSZbYtDc/s1600/Apple.jpeg" /></a> <br />
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Turing, dopo la seconda guerra mondiale, si suicidò con una mela inbevuta al cianuro. Si dice che la scelta della mela sia stata fatta in onore di Newton quando scopri la gravità osservando una mela cadere dell'albero. </div>
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La trama si infittisce con la scelta nel 1977, da parte di Steeve Jobs, di utilizzare come logo della neonata società Apple proprio una mela morsicata. </div>
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E' stato più volte chiesto a Jobs se tale scelta sia stata una sorta di riconoscimento al genio di Turing (riconosciuto da tutti come inventore del moderno computer), ma Jobs non ha mai dato risposta in merito.</div>
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Che dire? </div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-32348881365909454092013-07-28T14:52:00.000+02:002013-07-28T14:52:43.348+02:00Software Libero per Calcolo Fluidodinamico CFD-DEM<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwzqJ55q_Aw8WwWkqX980nG8odwoga51VyYqBI6N19VFi9q8VCGJ-WcLsTgeQLIlpOn_UHfM1cMUzbqPiBcVI5zG6SJBSo72EuKjMEfYUA3PkZQ-dJfxUWyRfkBU8KUKFDCtLqc8F9qeo/s1600/OpenFoam.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwzqJ55q_Aw8WwWkqX980nG8odwoga51VyYqBI6N19VFi9q8VCGJ-WcLsTgeQLIlpOn_UHfM1cMUzbqPiBcVI5zG6SJBSo72EuKjMEfYUA3PkZQ-dJfxUWyRfkBU8KUKFDCtLqc8F9qeo/s1600/OpenFoam.bmp" /></a></div>
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OpenFOAM è un software libero per il calcolo fluido-dinamico agli elementi discreti CFD-DEM.</div>
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All'interno del software ci sono una serie di "casi" già risolti che agevolano l'utente nell'utilizzo del software. I casi pre-impostati spaziano su diverse aree dell'ingegneria. In particolare OpenFOAM permette la risoluzione dello studio dei fluidi, il trasferimento di calore, le reazioni chimiche, il moto in regime turbolento, l'elettromagnetismo, etc.</div>
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Inoltre il software è corredato di generatore di mesh, post processing dei risultati ed eleboratore in modalità parallela.</div>
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OpenFOAM rappresenta una valida alternativa a costo zero rispetto ai più costosi software commerciali.</div>
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Per maggiori informazioni:</div>
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<a href="http://www.openfoam.com/" target="_blank">OpenFOAM</a> </div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-29263684773003385522013-07-21T13:33:00.000+02:002013-07-21T13:37:11.283+02:00Risolvi l'equazione e vinci 1milione di dollari<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizgWNtFGry-VueOj2cLO4bO47eUMN-wmZVDOsX-VqFFc8wwPGusHztEahdZ_SBkxoe0qKSHKzhmq6TcOknB7K_mDj3sc3Ifeb2ktnIzkhIdgq8Wvirzd2mPlZKlY2mSsOpccF0A0Uh5rU/s1600/Texano.bmp" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizgWNtFGry-VueOj2cLO4bO47eUMN-wmZVDOsX-VqFFc8wwPGusHztEahdZ_SBkxoe0qKSHKzhmq6TcOknB7K_mDj3sc3Ifeb2ktnIzkhIdgq8Wvirzd2mPlZKlY2mSsOpccF0A0Uh5rU/s320/Texano.bmp" /></a></div>
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Il miliardario di Dallas, Texas, Andrew Beal ha messo in palio 1 milione di dollari a chi dimostrerà la congettura ideata da lui stesso, che prende appunto il nome di "Beal Conjecture".</div>
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La congettura è la seguente:</div>
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siano A, B, C, x, y, z numeri interi positivi (Z+) e x>2, y>2, z>2 allora la soluzione dell'equazione</div>
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A^x+B^y=C^z</div>
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è tale che A, B e C hanno un fattore primo in comune.</div>
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Per maggiori informazioni, o per inviare la dimostrazione della congettura, potete consultare il sito dell'American Mathematical Society al seguente indirizzo:</div>
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<a href="http://www.ams.org/profession/prizes-awards/ams-supported/beal-prize" target="_blank">AMS Beal Prizes</a> <a href="http://www.ams.org/profession/prizes-awards/ams-supported/beal-prize"></a>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-23707226603158473332010-08-14T11:41:00.004+02:002013-07-21T21:36:06.214+02:00Samsung USB WiFi WIS09ABGN: Alternativa compatibile a basso costo<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz6BIV0dFcJmz9wnUSUGhL5bcONnreTJrgVibhDWLR-3StOEqrf6SKbrsUayEKWLSdRAHTL4Zlyhs5YysZRX6uZPeVAo8zww3xL7vlMi_7wsOH4EeEnNrEs_QI4zgIGxhYuXg1Co0B2ZI/s1600/UsbStick.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="75" ox="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz6BIV0dFcJmz9wnUSUGhL5bcONnreTJrgVibhDWLR-3StOEqrf6SKbrsUayEKWLSdRAHTL4Zlyhs5YysZRX6uZPeVAo8zww3xL7vlMi_7wsOH4EeEnNrEs_QI4zgIGxhYuXg1Co0B2ZI/s200/UsbStick.jpg" width="200" /></a></div>
La chiavetta USB WiFi Samsung WIS09ABGN permette la connessione ad internet @TV dei televisori LCD/LED di ultima generazione. Ovviamente non è possibile utilizzare altri modelli di chiavette WiFi in quanto i televisori sono predisposti soltanto con i driver della chiavetta originale Samsung, il cui costo è all'incirca 80 dollari. </div>
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L'adattatore originale Samsung è dotato di un chipset Ralink 2870 con standard 802.11n, 802.11g e 802.11b. </div>
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Effettuando una ricerca su siti di vendita on-line, di una chiavetta WiFi con il chipset Ralink 2870, è possibile trovare un'ottima alternativa a basso costo (circa 10 dollari).</div>
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La prova è stata condotta su un televisore Samsung della Serie 6 ed il risultato è stato funzionante e compatibile al 100%!</div>
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Unknownnoreply@blogger.com9tag:blogger.com,1999:blog-3945371739366580956.post-39283135391675447462010-06-09T21:12:00.002+02:002010-06-10T19:46:36.247+02:00De Felippo vuole ritrattare le royalties<div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7oauCIcIBsJJo8yc6Wlp3RPzLB8MzGR0vrfO8vJ-KfhcEulUOTRGCMoO9qSFVCAhMkn0EDUpne5eSZPDfqGc4W9BlsKxUchY3LP7qw1exzQTqOocISNnnj6sgvTizWwpCGnEFa8zYySc/s1600/De+Filippo.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7oauCIcIBsJJo8yc6Wlp3RPzLB8MzGR0vrfO8vJ-KfhcEulUOTRGCMoO9qSFVCAhMkn0EDUpne5eSZPDfqGc4W9BlsKxUchY3LP7qw1exzQTqOocISNnnj6sgvTizWwpCGnEFa8zYySc/s200/De+Filippo.jpeg" width="200" /></a></div>Con l'avvento del federalismo fiscale le entrate della Regione Basilicata subiranno un brusco calo (si stima una riduzione di qualche centinaio di milioni di euro), allora cosa fare? </div><div style="text-align: justify;">Il governatore lucano De Filippo propone di ritrattare le royalties, cioè i diritti di estrazione del petrolio, con le major dell'oro nero Lucano. In riferimento ai diritti di estrazione già da tempo avevamo affrontato l'argomento con diversi post:</div><br />
<a href="http://www.lucaninelmondo.blogspot.com/2007/12/petrolio-in-basilicata-la-piccola.html">http://www.lucaninelmondo.blogspot.com/2007/12/petrolio-in-basilicata-la-piccola.html</a><br />
<a href="http://www.lucaninelmondo.blogspot.com/2009/08/petrolio-in-basilicata.html">http://www.lucaninelmondo.blogspot.com/2009/08/petrolio-in-basilicata.html</a><br />
<a href="http://www.lucaninelmondo.blogspot.com/2008/11/numero-di-barili-di-petrolio-estratti.html">http://www.lucaninelmondo.blogspot.com/2008/11/numero-di-barili-di-petrolio-estratti.html</a><br />
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Ci chiedamo, bisognava proprio aspettare il feralismo fiscale? Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-91319185325333190872010-06-05T14:15:00.002+02:002010-06-05T14:29:19.412+02:00Video in Diretta Operazioni di Contenimento Fuoriuscita Petrolio Golfo del Messico<div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj_6fwcXzCmaKDeQQAJAhbwnhA73LNbAL4B9gLBw8zOTrFkhkWPwHSQ-kZJcMdLQ8Z-XT209dRGUiiiLiZuWLUSHvgqikOzbSa2vHLdNp_oI1HGi1EJUe0pEw-j40hEoqrw10PDPTO2HU/s1600/BPRobot.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj_6fwcXzCmaKDeQQAJAhbwnhA73LNbAL4B9gLBw8zOTrFkhkWPwHSQ-kZJcMdLQ8Z-XT209dRGUiiiLiZuWLUSHvgqikOzbSa2vHLdNp_oI1HGi1EJUe0pEw-j40hEoqrw10PDPTO2HU/s320/BPRobot.jpg" /></a></div><span style="font-size: large;"></span><br />
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<span style="font-size: small;">Video in diretta delle operazioni di intervento sulla fuoriuscita di petrolio nel Golfo del Messico.</span></div><br />
<div style="text-align: center;"><a href="http://www.bp.com/liveassets/bp_internet/globalbp/globalbp_uk_english/incident_response/STAGING/local_assets/html/Viking_Poseidon_ROV1.html">Video da Sonda Viking Poseidon 1</a></div><div style="text-align: center;"><a href="http://www.bp.com/liveassets/bp_internet/globalbp/globalbp_uk_english/incident_response/STAGING/local_assets/html/Viking_Poseidon_ROV2.html">Video da Sonda Viking Poseidon 2</a> </div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><a href="http://www.bp.com/liveassets/bp_internet/globalbp/globalbp_uk_english/incident_response/STAGING/local_assets/html/Skandi_ROV1.html">Video da Sonda Skandi 1</a> </div><div style="text-align: center;"><a href="http://www.bp.com/liveassets/bp_internet/globalbp/globalbp_uk_english/incident_response/STAGING/local_assets/html/Skandi_ROV2.html">Video da Sonda Skandi 2</a> </div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><a href="http://www.bp.com/liveassets/bp_internet/globalbp/globalbp_uk_english/incident_response/STAGING/local_assets/html/OceanInterventionROV1.html">Video da Sonda Ocean Intervention III 1</a></div><div style="text-align: center;"></div><div style="text-align: center;"><a href="http://www.bp.com/liveassets/bp_internet/globalbp/globalbp_uk_english/incident_response/STAGING/local_assets/html/OceanInterventionROV2.html">Video da Sonda Ocean Intervention III 2</a></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><a href="http://www.bp.com/liveassets/bp_internet/globalbp/globalbp_uk_english/incident_response/STAGING/local_assets/html/Boa_Deep_C_ROV_1.html">Video da Sonda Boa Deep C 1</a></div><div style="text-align: center;"><a href="http://www.bp.com/liveassets/bp_internet/globalbp/globalbp_uk_english/incident_response/STAGING/local_assets/html/Boa_Deep_C_ROV_2.html">Video da Sonda Boa Deep C 2</a></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><a href="http://www.bp.com/liveassets/bp_internet/globalbp/globalbp_uk_english/incident_response/STAGING/local_assets/html/Enterprise_ROV_1.html">Video da Sonda Enterprise 1</a></div><div style="text-align: center;"><a href="http://www.bp.com/liveassets/bp_internet/globalbp/globalbp_uk_english/incident_response/STAGING/local_assets/html/Enterprise_ROV_2.html">Video da Sonda Enterprice 2</a></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><a href="http://www.bp.com/liveassets/bp_internet/globalbp/globalbp_uk_english/incident_response/STAGING/local_assets/html/Q4000_ROV1.html">Video da Sonda Q4000 1</a></div><div style="text-align: center;"><a href="http://www.bp.com/liveassets/bp_internet/globalbp/globalbp_uk_english/incident_response/STAGING/local_assets/html/Q4000_ROV2.html">Video da Sonda Q4000 2</a></div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-3945371739366580956.post-5714170476899534602010-04-24T10:53:00.001+02:002010-04-25T14:45:42.954+02:00Nuova Giunta Regionale Basilicata<div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3m2AkOOEgvKtvcLyXDDLg94yIkusrDUMLfoagEyrZR58jJ-29KIkU3AKPn-Af2hTRizKsyQLFfjMPLfb7KM9QGsgTPyoZ8JB8_-0Q9KXj2PZCfbxKyn5EYRxHwTx8rv-AciciHND583A/s1600/Regione+Basilicata.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3m2AkOOEgvKtvcLyXDDLg94yIkusrDUMLfoagEyrZR58jJ-29KIkU3AKPn-Af2hTRizKsyQLFfjMPLfb7KM9QGsgTPyoZ8JB8_-0Q9KXj2PZCfbxKyn5EYRxHwTx8rv-AciciHND583A/s320/Regione+Basilicata.jpeg" /></a></div>La nuova giunta regionale della Basilicata, annunciata da Vito De Filippo, rompe tutti gli schemi di continuità con il passato. Nella lista dei neo assessori sono presenti 3 donne, mai successo da 40 anni di storia regionale, mentre sono stati esclusi Sel, Popolari Uniti e Socialisti.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">La composizione della nuova giunta è:<br />
</div><div style="text-align: justify;"><b>Agatino Mancusi</b> - Assessore all'ambiente e Vice Presidente</div><div style="text-align: justify;"><b>Rosa Gentile</b> - Assessore alle Infrastrutture</div><div style="text-align: justify;"><b>Attilio Martorano </b>- Assessore alla Sanità</div><div style="text-align: justify;"><b>Vilma Mazzocco</b> - Assessore all'Agricoltura</div><div style="text-align: justify;"><b>Erminio Restaino</b> - Assessore alle Attività Produttive</div><div style="text-align: justify;"><b>Rosa Mastrosimone</b> - Assessore alla Formazione</div><div style="text-align: justify;"><br />
Mastrosimone, dell' IDV, ha sostituito Donato Viggiano. </div><div style="text-align: justify;"><br />
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-27287952645669421812009-08-22T22:24:00.003+02:002009-08-22T22:43:06.629+02:00Il "Lucano DOC"<div align="justify"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm5ASP-s9CDa0RprorAHYDDlLCfpe9CIN6-kn_RZtnu8Jv3uYIueTdapp5HqRVayVOBTmXABBtuIL_t_I7q-tswzEKD2fLg2Ez9mGwv42VYScpK7P6SLO08NKqMI0uLeuC8b-kOQhwJHQ/s1600-h/Basilicata+Tatoo.jpg"><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 400px; DISPLAY: block; HEIGHT: 300px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5372887269743986322" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm5ASP-s9CDa0RprorAHYDDlLCfpe9CIN6-kn_RZtnu8Jv3uYIueTdapp5HqRVayVOBTmXABBtuIL_t_I7q-tswzEKD2fLg2Ez9mGwv42VYScpK7P6SLO08NKqMI0uLeuC8b-kOQhwJHQ/s400/Basilicata+Tatoo.jpg" /></a>Le origini Lucane non si abbandonano nemmeno nella lontana America! <br /><br />Prendiamo esempio dal nostro amico Pietro, trasferitosi negli "States", che porta costantemente con se ed orgogliosamente la cultura, l'amore ed il legame per la Basilicata.<br /><br />Dedichiamo questa immagine a tutti i Lucani sparsi nel mondo e salutiamo con affetto l'amico Pietro.</div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-3945371739366580956.post-19514266845268772592009-08-10T16:09:00.003+02:002009-08-10T16:17:03.692+02:00Petrolio in Basilicata<p><object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/0PaSS-TmBac&hl=it&fs=1&rel=0&color1=0x5d1719&color2=0xcd311b"><param name="allowFullScreen" value="true"><param name="allowscriptaccess" value="always"><embed src="http://www.youtube.com/v/0PaSS-TmBac&hl=it&fs=1&rel=0&color1=0x5d1719&color2=0xcd311b" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"></embed></object><br /><br /><object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/HMlEQlf-XAA&hl=it&fs=1&rel=0&color1=0x5d1719&color2=0xcd311b"><param name="allowFullScreen" value="true"><param name="allowscriptaccess" value="always"><embed src="http://www.youtube.com/v/HMlEQlf-XAA&hl=it&fs=1&rel=0&color1=0x5d1719&color2=0xcd311b" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"></embed></object><br /><br /><object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/z0c8BFTaMvY&hl=it&fs=1&rel=0&color1=0x5d1719&color2=0xcd311b"><param name="allowFullScreen" value="true"><param name="allowscriptaccess" value="always"><embed src="http://www.youtube.com/v/z0c8BFTaMvY&hl=it&fs=1&rel=0&color1=0x5d1719&color2=0xcd311b" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"></embed></object></p><br /><br /><a href="http://lucaninelmondo.blogspot.com/2007/12/petrolio-in-basilicata-la-piccola.html"></a>Unknownnoreply@blogger.com4tag:blogger.com,1999:blog-3945371739366580956.post-3245407458607868262009-07-23T15:44:00.006+02:002009-07-23T16:08:15.498+02:00React OS: il sistema operativo Windows completamente gratuito<div align="justify"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiM6pgsEpHebB59KD5mTVHq9qFmxjAyvOrRAXMzR61nY1m6XUV_eqs9Zd62ntvWj_3J8mJUPhCYVsgHY2-Tmqchh6RlOHH-LebycDIF4KB9CMVn81kyuvm9QjuWhI2G_C8WAf474fmnS0/s1600-h/ReactOS.jpg"><img style="MARGIN: 0px 10px 10px 0px; WIDTH: 135px; FLOAT: left; HEIGHT: 74px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5361652054437453362" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiM6pgsEpHebB59KD5mTVHq9qFmxjAyvOrRAXMzR61nY1m6XUV_eqs9Zd62ntvWj_3J8mJUPhCYVsgHY2-Tmqchh6RlOHH-LebycDIF4KB9CMVn81kyuvm9QjuWhI2G_C8WAf474fmnS0/s320/ReactOS.jpg" /></a><br /></div><div align="justify">ReactOS è il primo progetto di sviluppo open source di un sistema operativo del tutto equivalente a Microsoft Windows ma nello stesso tempo completamente gratuito.</div><br /><br /><div align="justify">La compatibilità è garantita sia a livello software che a livello hardware: questo sognifica che con ReactOS potrete utilizzare tutti i software che attualmente utilizzate in Microsoft Windows e nello stesso tempo potrete utilizzare anche tutti i driver rilasciati per Windows. </div><br /><br /><div align="justify">Anche l'interfaccia è del tutto simile a quella di Microsoft Windows in modo che una migrazione da Mirosoft Windows a ReactOS ed il successivo utilizzo sia per l'utente il più semplice possibile. </div><br /><br /><div align="justify">L'obiettivo finale è di permettere la rimozione di Windows e l'installazione di ReactOS senza che gli utenti notino il cambiamento.<br /></div><br /><br /><div align="justify">Il nuovo ReactOS in versione alpha e quindi ancora in fase di sviluppo ma aspetteremo con ansia il rilascio della prima versione beta. </div><br /><br /><a href="http://www.reactos.org/it/index.html">http://www.reactos.org/it/index.html</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-48699261848430766522009-07-19T16:24:00.004+02:002009-07-19T16:31:41.354+02:00Matera Città candidata a Capitale Europea della Cultura per il 2019<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1qriMEAfhhIXLRCgOtbDkGIRqCaVgbJPmZedWvMODpmJQYEGDS_mBivFMczCLFLKYcJg-G1tyKhqsIWmjEwNyDspGcW2w69HBcO-9a3Z1F7pWQZQt1JXx91KgFcXY_Vo0DDm-SvQsXNA/s1600-h/Matera+Cultura.jpg"><img style="MARGIN: 0px 10px 10px 0px; WIDTH: 320px; FLOAT: left; HEIGHT: 46px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5360178473770784722" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1qriMEAfhhIXLRCgOtbDkGIRqCaVgbJPmZedWvMODpmJQYEGDS_mBivFMczCLFLKYcJg-G1tyKhqsIWmjEwNyDspGcW2w69HBcO-9a3Z1F7pWQZQt1JXx91KgFcXY_Vo0DDm-SvQsXNA/s320/Matera+Cultura.jpg" /></a><br /><div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgKqtZO7uU2ZKl4ffinLOr-QlLBCfgfyYfRnHl4dQjcoIcc7PkdewTRqHfLuHjDpGMmKKa-9htMIgmexqhcbtTgVG0gk8Qaad-j1oucwk2dBmHRi8NPfBP1HJCVI__5xfupMLtWToE8CE/s1600-h/Matera+Cultura.jpg"></a><br /><br /><br /><br /><div>Tratto da <a href="http://www.matera2019.it/">http://www.matera2019.it/</a></div><br /><div align="justify">Matera Capitale europea della Cultura nel 2019:<br />il sogno di una generazione, il riscatto di molte<br />Almeno un terzo della popolazione materana oggi vivente è nata nei Sassi. Per queste persone, non più di 50 anni fa, era assolutamente impossibile immaginare che Matera avrebbe potuto essere considerata un giorno patrimonio mondiale dell’umanità.<br />Oggi può sembrarci impossibile che Matera possa essere nel 2019 la Capitale europea della Cultura.<br />Ma l’incredibile a volte accade, purché ci sia qualcuno a sperarlo.<br />Perché Matera capitale europea della cultura<br />Matera è suggestione<br />Matera ha ispirato artisti, scrittori, cineasti. Per la sua immagine primitiva, per la sua storia sofferente. Ma anche per il suo rimanere attaccata alla vita, così come i suoi Sassi alla roccia.<br />Matera è un ponte nella storia dell’umanità, dalle grotte alle stelle, dal paleolitico al futuro, dalla montagna conquistata e addomesticata all’indagine sistematica e appassionata dello spazio infinito sopra le nostre teste; è storia di uomini e donne che maturano l’esperienza del passato e lo aprono verso nuovi orizzonti, oltre la propria rassegnazione.<br />Matera è paese e città, è provinciale ed è “mondiale”; è paziente scavo esteriore e interiore, armoniosa coesistenza di elementi e influenze diverse; è una città che per secoli ha rielaborato il suo habitat naturale nel rispetto di un territorio, diventato per sempre parte integrante dell’esistenza di tutti i suoi abitanti, ricchi o poveri che fossero.<br />Matera è comunità<br />Nella storia “meticciata” del meridione di Italia, in Matera risalta l’impronta orientale, delle comunità dei monaci bizantini che sono stati un catalizzatore per lo sviluppo degli antichi quartieri. I Sassi, organizzati intorno al vicinato, cellula dell’organizzazione urbana e sociale, testimoniano di una civiltà in cui lo scambio è vita.<br />Matera, città isolata per la sua storia e i suoi collegamenti, non può vivere oggi se non in relazione ai territori che le sono vicini: alle comunità della costa e dell’interno, alle popolazioni e alle istituzioni di tutta la Basilicata. Non può prescindere dalle comunità di materani e lucani sparse nel mondo; non può perdere il legame con coloro che - sebbene forestieri - con Matera hanno stabilito un rapporto ideale; non può prescindere da tutti coloro che - come i nostri falchi grillai - vogliano scegliere questa città per farsi un nido, per costruirsi un futuro o immaginare un luogo ideale.<br />Matera è cambiamento<br />Matera oggi è un simbolo, forse involontario, del cambiamento. La sua storia recente è segnata da un cambiamento epocale, una grande discontinuità: lo svuotamento dei Sassi e l’edificazione della città nuova.<br />Se tutte le città meridionali hanno vissuto nel secondo dopoguerra vicende di cambiamento radicale, di modernizzazione accelerata, di dispersione forzata delle comunità antiche per via dell’emigrazione, solo Matera, capitale contadina, ha vissuto questo processo lasciando il suo vecchio bozzolo e costruendone uno completamente nuovo. Ha dovuto abbandonare dei luoghi, ma con essi una cultura materiale e spirituale che da quei luoghi traeva il suo senso.<br />Il trauma del cambiamento è cifra del contemporaneo: lo smarrimento del senso, spezzato da fenomeni che superano le capacità di comprensione degli individui e delle comunità, è una esperienza universale, ma che connota specificamente la nostra epoca di interconnessione totale tra “locale” e “globale”. </div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-70142351259876116042009-07-19T15:22:00.004+02:002009-07-19T15:26:37.569+02:00Idee per la Lucania<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixl2anwu17DvfPI3Of4eDgNpsY1tAxjtH1xwFxR3_sCDWsoule6Grgcf9MfXAUnOceTJsJn6Dim2UCouyWqNCoynmcGJkICHH3MooQS5Ha3_NnKZQmH9eSYNuZ_6Q7ZI3gk1m8dXIaUB4/s1600-h/idee+lucania.png"><img style="MARGIN: 0px 10px 10px 0px; WIDTH: 227px; FLOAT: left; HEIGHT: 238px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5360161266655271522" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixl2anwu17DvfPI3Of4eDgNpsY1tAxjtH1xwFxR3_sCDWsoule6Grgcf9MfXAUnOceTJsJn6Dim2UCouyWqNCoynmcGJkICHH3MooQS5Ha3_NnKZQmH9eSYNuZ_6Q7ZI3gk1m8dXIaUB4/s320/idee+lucania.png" /></a> Tratto da <a href="http://www.ideeperlalucania.it/">http://www.ideeperlalucania.it/</a>:<br /><br /><div align="justify">"<em>Più di 50 anni fa mia madre, preoccupata dal dover partorire in un piccolo paese dell' Appennino Lucano, andò a Napoli e lì, a casa dei nonni materni , esattamente il 2 aprile del 1956 nacqui.<br />Mio padre ebbe la notizia con un telegramma più o meno in contemporanea con i risultati dello spoglio delle schede elettorali che decretavano la sua prima (di tre) nomina a Sindaco di San Chirico Raparo.<br />Una decina di anni dopo, per continuare gli studi, fui mandato a Roma, prima a casa di una zia e poi in collegio, e a Roma, nel ' 70, si riunì nuovamente la famiglia.<br />Nel 1980, giovane e brillante ingegnere, sono stato fortemente tentato di costruire il mio futuro al paese ma, accipicchia, andavano tutti via ed era veramente troppo difficile …... e quindi Milano.<br />Sono sempre tornato per le vacanze al mio paese e ancora oggi ci torno tutte le volte che posso ed è l'unico posto al mondo in cui mi senta veramente a casa.<br />Alla fine degli anni ' 80, quando il petrolio cominciava a diventare una realtà, in uno dei miei soggiorni Sanchirichesi ho sentito parlare di royalties e dello sviluppo che ne sarebbe conseguito.<br />Confesso che in quella occasione ho provato un po’ di invidia per chi nella mia comunità era rimasto. Davanti a loro si prospettava un roseo futuro a casa propria mentre io dovevo continuare a 'scendere e salire le altrui scale'.<br />Poi la mia vita è diventata sempre più frenetica, impegnata, a volte, come capita a tutti difficile, ma quel senso di occasione persa mi era rimasta come un malinconico velo nel profondo dell'anima mia.<br />La scorsa estate ho guardato con occhio meno distratto, l’occhio quasi da turista che ritorna tutti gli anni allo stesso posto, ho parlato un po' di più con qualche giovane e mi sono reso conto che, nonostante le famose royalties nulla è cambiato. Anche la vita dei giovani di oggi è fatta di continue separazioni ed allontanamenti ed ora come 30 anni fa si parte per cercare le proprie opportunità.<br />NIENTE GIUSTIFICA IL FATTO CHE UNA REGIONE RICCA DI RISORSE (ACQUA, VENTO, SOLE, PETROLIO, PAESAGGI ASPRI ED INCANTEVOLI, CULTURA, BUON CIBO, ASSENZA DI MICROCRIMINALITA’ E CRIMINALITA’ ORGANIZZATA,…..) CONSENTA ANCORA OGGI CHE VENGA RUBATO IL FUTURO AI PROPRI GIOVANI.<br />Ma mai nella mia vita, anche quando sono stato colpito da dolori profondi, mi sono arreso allo sterile lamento o all'invettiva nei confronti della vita, degli altri, della politica, del mondo e delle congiunture astrali.<br />Ed è per questo che mi sono detto occorre fare qualcosa: a cominciare da me.<br />Ho avuto una vita professionale ricca ed appagante sia per i lavori svolti sia per le relazioni e le esperienze maturate che desidero mettere a disposizione della mia comunità con questo sito che è una raccolta di mie idee per rilanciare lo sviluppo della nostra terra sperando che si arricchisca del contributo dei tanti lucani e no, emigrati e no che amano la nostra terra.<br />Poi vorrei che i giovani, i sindaci e tutti quelli che vorranno contribuire alla costruzione di questa 'piattaforma programmatica' SPINGANO LA POLITICA a realizzarla o a proporre e realizzare programmi migliori.<br />SOPRATTUTTO VORREI CHE I GIOVANI RIPRENDANO IN MANO IL PROPRIO FUTURO.<br />Io ci sono.</em>"</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-17956799801044242612009-07-11T18:32:00.007+02:002009-07-11T18:38:49.891+02:00Superenalotto: Montepremi da Record<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7SUHtMlwzg4GM9CCZnUSXP6YJj5MxRgkmb0hYVctClJYlJjI6wCbBiwkTFUrHhx0nUc1eJUXqWP3RffI6BUxFItHUkwkLvZTv8fXft25erMHIfKZb-Wl-wg6smyIb6FwdCjWqgu4XeZQ/s1600-h/se.bmp"><img style="MARGIN: 0px 10px 10px 0px; WIDTH: 300px; FLOAT: left; HEIGHT: 76px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5357238454727110210" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7SUHtMlwzg4GM9CCZnUSXP6YJj5MxRgkmb0hYVctClJYlJjI6wCbBiwkTFUrHhx0nUc1eJUXqWP3RffI6BUxFItHUkwkLvZTv8fXft25erMHIfKZb-Wl-wg6smyIb6FwdCjWqgu4XeZQ/s320/se.bmp" /></a><br /><br /><br /><br /><br /><br /><br /><div align="justify"></div><div align="justify"></div><div align="justify"></div><div align="justify"></div><div align="justify">La febbre del superenalotto sale in maniera esponenziale, così come il montepremi che ha raggiunto, in questa estrazione di inizio Luglio, oltre 92 milioni di euro; uno dei montepremi più alti di tutti i tempi.</div><br /><div align="justify">Cercare uno schema probabilistico o matematico dietro, o dentro, le estrazioni delle sestine è un'impresa ardua e per alcuni impossibile. Per altri, per la legge dei grandi numeri, tutte le sestine hanno la stessa probabilità di uscita quindi tutti i metodi di ricerca dei numeri che hanno una più alta probabilità di estrazione risultano fallimentari.</div><br /><div align="justify">Noi vi suggeriamo di calcolare le frequenze delle somme di ogni singola sestina vincente ed osservarne la distribuzione.</div><br /><div align="justify">Chiunque abbia idee simili a riguardo non esiti a lasciare un commento.</div><br /><div align="justify">Buona Fortuna A Tutti</div><div align="justify"></div>Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-3945371739366580956.post-27181614419351655262009-06-21T10:31:00.006+02:002009-06-21T10:47:48.336+02:00Diagnosi e Certificazione Energetica degli Edifici<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio3UcUIyjhTusgayIrCU9KA0sbW3Bn3dPdEbMhyphenhyphenX8o03jLx5AzWmyMATAU0VkxOWLfLOIQCHu0DVunh3WZAyR-Zefcsg3fZw3Ungv7HO-Ljnch0xdBOuXM7-qdGy75EsMLIqgSTlriviM/s1600-h/Certificazione+Energetica.bmp"><img style="MARGIN: 0px 10px 10px 0px; WIDTH: 248px; FLOAT: left; HEIGHT: 320px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5349697935426165826" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio3UcUIyjhTusgayIrCU9KA0sbW3Bn3dPdEbMhyphenhyphenX8o03jLx5AzWmyMATAU0VkxOWLfLOIQCHu0DVunh3WZAyR-Zefcsg3fZw3Ungv7HO-Ljnch0xdBOuXM7-qdGy75EsMLIqgSTlriviM/s320/Certificazione+Energetica.bmp" /></a><br /><br /><div align="justify"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9AfifzE_n1h2NqK7DDNpSOlCtoNTN1vHu_ujQDTpkV0cnRSLv32t4hsycugmjvj19HZsqR6UAMaizJw2uL9g0jilnRlGqfixveHulKdxSkwLXyXU5cAq-owzgilTm-heHUYY5qWqL5yE/s1600-h/Certificazione+Energetica.bmp"></a><span style="color:#000000;">L'ITC-CNR e l'ENEA hanno svuluppato un software gratutito, denominato DOCET, per la certificazione energetica degli edifici residenziali in attuazione della direttiva europea 2002/91/CE.</span></div><div align="justify"><span style="color:#000000;"></span></div><div align="justify"><span style="color:#000000;">Il programma è di semplice utilizzo senza ledere la precisione di calcolo dei risultati.</span></div><div align="justify"><span style="color:#000000;"></span></div><div align="justify"><span style="color:#000000;">All'interno è possibile trovare differenti moduli per il calcolo:</span></div><ul><li><div align="justify"><span style="color:#000000;">Energia Netta</span></div></li><li><div align="justify"><span style="color:#000000;">Energia Fornita</span></div></li><li><div align="justify"><span style="color:#000000;">Energia Primaria</span></div></li><li><div align="justify"><span style="color:#000000;">Certificazione Energetica</span></div></li><li><div align="justify"><span style="color:#000000;">Raccomandazioni</span></div></li></ul><p align="justify"><span style="color:#000000;">DOCET calcola i seguenti indicatori prestazionali:<br />- Fabbisogno di energia netta per riscaldamento e acqua calda sanitaria;<br />- Fabbisogno di energia netta per raffrescamento;<br />- Fabbisogno di energia fornita per riscaldamento, acqua calda sanitaria e altri carichi elettrici;<br />- Fabbisogno di energia primaria (EPi);<br />- Quantità di CO2 prodotta;<br />- Risparmio economico ottenibile;<br />- Classe energetica (da G ad A+).</span></p><p align="justify"><span style="color:#000000;">Il motore di calcolo è stato calibrato per cercare di rendere coerenti i risultati delle analisi e la certificazione rispetto ai requisiti minimi previsti dal Dlgs 192/05 così come aggiornato dal Dlgs 311/06 e con le Linee Guida Nazionali sulla certificazione energetica in corso di preparazione presso il MSE.</span></p><div align="justify"><a href="http://www.docet.itc.cnr.it/">http://www.docet.itc.cnr.it/</a></div><div align="justify"></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-56852272713759273612009-04-17T12:06:00.004+02:002009-04-17T15:32:50.809+02:00Software per la Risoluzione del Cubo di Rubik<p align="center"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEkxXEedqS4riUmoBzCY3LfRCJVX1vm3dmy4k7QcjTy_ohkIip551NJ_J1n46aJtP6_VE4WiT9ZZP10JZ7uI_0Mtfl3QEKOTIS4kMpQJA6p4MWr5tTYR9MeQihLWFSek3zkx6Jxe_bayE/s1600-h/Cubo+Rubik.bmp"><img id="BLOGGER_PHOTO_ID_5325650600808718562" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 307px; CURSOR: hand; HEIGHT: 320px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEkxXEedqS4riUmoBzCY3LfRCJVX1vm3dmy4k7QcjTy_ohkIip551NJ_J1n46aJtP6_VE4WiT9ZZP10JZ7uI_0Mtfl3QEKOTIS4kMpQJA6p4MWr5tTYR9MeQihLWFSek3zkx6Jxe_bayE/s320/Cubo+Rubik.bmp" border="0" /></a><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p>In occasione dell'ormai passato decennale del Cubo di Rubik, vi propongo un sito all'interno del quale potrete travare un plug-in (programma) che vi permette di risolvere il Cubo di Ribuk in poche e semplici mosse. </p><p><br />Il metodo di risoluzione non è senza dubbio il più veloce ma può aiutarvi a comprendere la strategia di risoluzione e la memorizzazione di alcune mosse che possono esservi di aiuto per una risoluzione personalizzata.</p><p><br />Buon Divertimento!!!</p><p><br /><a href="http://www.wrongway.org/cube/solve.html">http://www.wrongway.org/cube/solve.html</a></p><p> </p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-47023313271138436832009-04-17T11:47:00.009+02:002009-04-17T12:05:49.822+02:00Mappa degli Evasori in Italia<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuRlhyphenhyphen3oHejo_lbsV1Hj58Enb0tJ1rKoEFBY9jhQR7mdQwExUh0rbXyln1Qm3AgoVLBpKt7Ev192x6Dj95nkxhjGSBw-gchXLmL2UFlhuC0Qpp_1SunAf6n_1xER0Ux5OBcK7qrzAhHFo/s1600-h/Evasori.bmp"><img id="BLOGGER_PHOTO_ID_5325596588297471026" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; WIDTH: 297px; CURSOR: hand; HEIGHT: 309px" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuRlhyphenhyphen3oHejo_lbsV1Hj58Enb0tJ1rKoEFBY9jhQR7mdQwExUh0rbXyln1Qm3AgoVLBpKt7Ev192x6Dj95nkxhjGSBw-gchXLmL2UFlhuC0Qpp_1SunAf6n_1xER0Ux5OBcK7qrzAhHFo/s320/Evasori.bmp" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Tratto da <a href="http://www.evasori.info/">http://www.evasori.info/</a>:<br /><br /><div align="justify">"Noi italiani ci lamentiamo spesso che le tasse siano alte e che troppi le evadano, eppure troppo spesso non facciamo nulla quando l'evasione succede proprio davanti ai nostri occhi: un commerciante non fornisce lo scontrino, un ristoratore dimentica la ricevuta fiscale, un professionista esige un prezzo maggiore per la fattura... Subire non è tolleranza, bensì complicità nell'evasione, e nella conseguente ingiustizia fiscale che costringe alcuni a pagare più tasse per quelli che le evadono. Le conseguenze sono tasse alte, disavanzo pubblico, servizi pubblici scadenti. Lamentarsi di queste cose e poi non protestare contro l'evasione è ipocrisia! Denuncia gli episodi di evasione al <a href="http://www.gdf.it/GdiF_per_il_cittadino/Pronto_117/index.html" target="_blank">117</a> se puoi, e segnalali su <a href="http://www.evasori.info/">http://www.evasori.info/</a> per cominciare a mappare l'evasione in Italia..." </div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-50167971871421624612008-11-16T11:54:00.008+01:002009-06-21T10:07:44.814+02:00Numero di Barili di Petrolio Estratti in Basilicata<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj09pYsY3rtkLtpMHTK1N54UesvFBoJznt2gR158k8jJAOSFDIw8lDE5TbG8Rn3E-wnb6j7FLf0xHv3g0X9e-OQtr9HTKtru9ZjTsvv38YdJTjkUDHE6h3dZHYiNjw8AQ9cSQI4kjT9ihk/s1600-h/Petrolio.jpg"><img style="MARGIN: 0px 10px 10px 0px; WIDTH: 130px; FLOAT: left; HEIGHT: 82px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5269207238699292418" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj09pYsY3rtkLtpMHTK1N54UesvFBoJznt2gR158k8jJAOSFDIw8lDE5TbG8Rn3E-wnb6j7FLf0xHv3g0X9e-OQtr9HTKtru9ZjTsvv38YdJTjkUDHE6h3dZHYiNjw8AQ9cSQI4kjT9ihk/s320/Petrolio.jpg" /></a><br /><div align="justify">Quanti barili di petrolio vengono estratti ogni giorno in Basilicata?</div><div align="justify"></div><div align="justify"></div><div align="justify"></div><br /><br /><div align="justify">Ad oggi all'incirca 70000 considerando il sito estrattivo di Pisticci (MT) e quello di Viggiano (PZ).</div><div align="justify"></div><div align="justify"></div><div align="justify"></div><br /><br /><div align="justify">Se volete essere aggiornati in tempo reale sul numero totale di barili di greggio estratti non dovete far altro che visitare il link seguente:</div><div align="justify"></div><div align="justify"></div><div></div><br /><br /><div align="center"><a href="http://www.petrolioinbasilicata.blogspot.com/">http://www.petrolioinbasilicata.blogspot.com/</a></div><div align="center"> </div><div align="center"><a href="http://lucaninelmondo.blogspot.com/2007/12/petrolio-in-basilicata-la-piccola.html">http://lucaninelmondo.blogspot.com/2007/12/petrolio-in-basilicata-la-piccola.html</a></div><div></div><div></div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-3945371739366580956.post-70196089809954964202008-10-09T21:36:00.006+02:002008-10-09T21:44:09.975+02:00Con Nokia Scaricare Musica è Gratis<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbFCipmmLWNY3mt8S577ixlc4tx3Bca21KCElhD_0CtaXRum2dAHUEKPOu73HXZn9d2Ajf2H4gcSDeVRYI8i7w5TARnprwofZrywcpDmaIHnmuPE3_BLpZH43_QzL4eyP2nA1X4_jw9Fk/s1600-h/Xpress+Music.jpg"><img id="BLOGGER_PHOTO_ID_5255240553547930786" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; CURSOR: hand" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbFCipmmLWNY3mt8S577ixlc4tx3Bca21KCElhD_0CtaXRum2dAHUEKPOu73HXZn9d2Ajf2H4gcSDeVRYI8i7w5TARnprwofZrywcpDmaIHnmuPE3_BLpZH43_QzL4eyP2nA1X4_jw9Fk/s320/Xpress+Music.jpg" border="0" /></a><br /><br /><br /><br /><br /><p align="justify">Nokia ha lanciato il progetto Xpress Music: la possibilità, unita all'acquisto di un telefonino Nokia, di scaricare liberamente e legalmente tutti i file musicali che si vuole, senza limiti e nell'arco temporale di un anno.</p><p align="justify">Infatti a partire da Ottobre chiunque acquisterà nel Regno Unito un Nokia 5310 Xpress Music avrà la possibilità si scaricare qualsiasi brano musicale del catalogo Warner Music, Universal e Sony BMG. </p><p align="justify">Non ci resta che aspettare anche in Italia la vendita abbinata ad un telefono Nokia dell'iniziativa Xpress Music. </p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-9701367850992378482008-09-27T15:41:00.008+02:002008-09-27T15:56:14.375+02:00Visual Studio versione gratuita<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW6H9ydJdpIQgOORlIjw2VP21iPdVCCEkpUYoTY3m6CmTDWJNCz0LCVluM5Br5I8XOtVr1TDkEZmC99HjI1abbXt-bBvjwZJSxTtzX8OKgOaTvLGja13cMakdOrDFJ89LsxPZS_ew1C4g/s1600-h/Visual+Studio+Express.gif"><img id="BLOGGER_PHOTO_ID_5250695912863107282" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; CURSOR: hand" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW6H9ydJdpIQgOORlIjw2VP21iPdVCCEkpUYoTY3m6CmTDWJNCz0LCVluM5Br5I8XOtVr1TDkEZmC99HjI1abbXt-bBvjwZJSxTtzX8OKgOaTvLGja13cMakdOrDFJ89LsxPZS_ew1C4g/s320/Visual+Studio+Express.gif" border="0" /></a><br /><br /><div align="justify">Per chi vuole iniziare a programmare o per chi è già un guru della programmazione Microsoft ha rilasciato una versione completamente gratutita dell'ambiente di programmazione Visual Studio. </div><div align="justify"><br /></div><div align="justify">La versione free, che si chiama Visual Studio Express Edition, ha delle piccole limitazioni rispetto alla versione completa ma permette di realizzare senza alcuno problemi qualsiasi applicativo. </div><div align="left"><br /></div><div align="justify">La versione Express Edition comprende:</div>Visual Basic 2008 Express<br />Visual Web Developer 2008 Express<br />Visual C# 2008 Express<br />Visual C++ 2008 Express<br />SQL Server 2008 Express<br />MSDN Express Library<br /><br />Per il download seguite il link seguente e buona programmazione a tutti.<br /><br /><br /><br /><div align="center"><a href="http://www.microsoft.com/express/download/default.aspx">Download Visual Studio Express</a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3945371739366580956.post-37097204755134470092008-09-19T20:04:00.005+02:002008-09-19T21:15:42.085+02:00OpenOffice: La versione free e gratuita di Office<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwbNNtDdALDmludBlXj5f-EsaytUMFdPbYPDtmTH2tiWZQ8-Eko5GxX2UNGe-VnSVfmL3cNTrwI1zPTBJfNELnLdw7AicDl5ZhP9iS7BzLE8R4w1D0F0wOBL4vBvVr6QODtdIk4MC13QU/s1600-h/Writer.png"></a><br /><br /><div align="justify"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyF84F9ST76bgxCR1jgAmGLfq_ta5m8COP70_kkB38XLxwb1Z_7wwNyN6G7-2Yu0uyEn-GW8IRm8Fwt3OpDNIE-9pVPcexgrmEaqVOOSeFm9GsqaTMoNXTJoftbTHHhb1fA6i6a_YEAGw/s1600-h/OpenOfficeLogo.png"><img id="BLOGGER_PHOTO_ID_5247795865131322690" style="FLOAT: left; MARGIN: 0px 10px 10px 0px; CURSOR: hand" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyF84F9ST76bgxCR1jgAmGLfq_ta5m8COP70_kkB38XLxwb1Z_7wwNyN6G7-2Yu0uyEn-GW8IRm8Fwt3OpDNIE-9pVPcexgrmEaqVOOSeFm9GsqaTMoNXTJoftbTHHhb1fA6i6a_YEAGw/s320/OpenOfficeLogo.png" border="0" /></a>La suite OpenOffice rappresenta l'alternativa completamente gratuita all'applicazione per ufficio Office di Microsoft.<br /></div><p align="justify">OpenOffice supporta gli stessi formati utilizzati da Microsoft Office e pertanto permette agli utenti la piena compatibilità con i file Microsoft.</p><div align="justify"><br /></div><p align="justify">OpenOffice è rilasciato in oltre 70 lingue ed è compatibile con la maggior parte dei sistemi operativi free e commerciali.</p><div align="justify"><br /></div><p align="justify">La suite OpenOffice include i seguenti pacchetti:</p><div align="justify"><br /></div><p align="justify">Writer (Word)</p><div align="justify"><br /></div><p align="justify">Calc (Excel)</p><div align="justify"><br /></div><p align="justify">Impress (PowerPoint)</p><div align="justify"><br /></div><p align="justify">Math (Equation Writer)</p><div align="justify"><br /></div><p align="justify">Base (Access)</p><div align="justify"><br /></div><p align="justify">Draw (programma di grafica vettoriale)<br /></p><p align="justify"><br />Scarica la suite Openoffice al link seguente:</p><p align="justify"><a href="http://it.openoffice.org/">Download OpenOffice</a><br /><br /></p><div align="justify"><br /></div><p align="justify"></p><div align="justify"><br /></div><p align="justify"></p>Unknownnoreply@blogger.com0