<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3019299134977302974</id><updated>2024-08-31T17:43:13.509+02:00</updated><category term="Regole FIBA 2010"/><category term="Regole Ufficiali 2010"/><category term="24 secondi"/><category term="Esercizi"/><category term="Modello tecnico"/><category term="PAO"/><category term="Tiro"/><category term="Virtus Bologna"/><category term="no-sfondamento"/><category term="precisazioni"/><category term="stabilità"/><category term="8 secondi"/><category term="Area dei tre secondi"/><category term="Area di tiro da tre punti"/><category term="Bormio"/><category term="Calendario"/><category term="Campionati Femminili"/><category term="Campionati Maschili"/><category term="Cuoio"/><category term="Dilettanti"/><category term="Dinamo Sassari"/><category term="Disposizioni"/><category term="Errori correggibili"/><category term="Eurolega"/><category term="Fallo antisportivo"/><category term="Finali Nazionali"/><category term="Fortitudo"/><category term="Gomma"/><category term="Interferenza sul tiro"/><category term="Lunetta"/><category term="Master per Istruttori di Settore Giovanile"/><category term="Meo Sacchetti"/><category term="Mini Basket"/><category term="Nazionale"/><category term="Obbligo sostituzioni"/><category term="Pallone"/><category term="Professionistici"/><category term="Regular Season"/><category term="Sardegna"/><category term="Serie A"/><category term="Settore Giovanile"/><category term="Under 13"/><category term="Under 14"/><category term="Under 15"/><category term="Under 18"/><category term="aggiornamento"/><category term="allenatore"/><category term="approfondimenti"/><category term="baricentro"/><category term="base d’appoggio"/><category term="carenze di idee"/><category term="crediti"/><category term="crepe del sistema sportivo"/><category term="crisi economica"/><category term="dirigenti"/><category term="distanze"/><category term="formazione"/><category term="geometria"/><category term="giocatore squadre"/><category term="giocatori"/><category term="gioco di squadra"/><category term="gittata"/><category term="gomito"/><category term="interessi speculativi"/><category term="mano di spinta"/><category term="misure"/><category term="mobilità delle caviglie"/><category term="passaggio"/><category term="piano del tiro"/><category term="precisione di tiro"/><category term="presa"/><category term="rimesse"/><category term="risorse economiche"/><category term="sostituzioni"/><category term="tronco del corpo"/><category term="velocità d’uscita"/><title type='text'>BasketCoach&#39;s Blog</title><subtitle type='html'>Il Blog per Allenatori di Pallacanestro</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>29</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-645899697173488371</id><published>2013-06-22T18:15:00.004+02:00</published><updated>2013-06-22T18:18:47.738+02:00</updated><title type='text'>BasketCoach Soacial Network</title><content type='html'>Tra qualche giorno, basketcoach.it cambierà forma. Da &quot;semplice&quot; blog, diventerà un social di pallacanestro.&lt;br /&gt;
Ogni iscritto potrà gestire un proprio blog personale di pallacanestro, condiviso poi tra tutti i gli iscritti al social.&lt;br /&gt;
Grande novità, nell&#39;area &quot;Wiki&quot; sarà possibile condividere progetti in comune con altri iscritti. &lt;br /&gt;
Le novità e le possibilità non sono solo queste, ci saranno altre aree di interesse comune e di assoluta condivisione.&lt;br /&gt;
Il sito sarà gratuito a registrazione gratuita.&lt;br /&gt;
&lt;br /&gt;
Potete consultare una versione &quot;Beta&quot; (anteprima) del sito andando direttamente attraverso il seguente link:&lt;br /&gt;
&lt;a href=&quot;http://basketcoach.altervista.org/&quot;&gt;basketcoach&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/645899697173488371/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2013/06/tra-qualche-giorno-basketcoach.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/645899697173488371'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/645899697173488371'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2013/06/tra-qualche-giorno-basketcoach.html' title='BasketCoach Soacial Network'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-220763587729524778</id><published>2013-04-20T19:57:00.001+02:00</published><updated>2013-04-22T20:04:12.820+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Dinamo Sassari"/><category scheme="http://www.blogger.com/atom/ns#" term="Meo Sacchetti"/><category scheme="http://www.blogger.com/atom/ns#" term="Sardegna"/><title type='text'>5 giorni a casa Dinamo Sassari</title><content type='html'>&lt;tab&gt;In realtà non è il racconto di 5 giorni di sole, mare, vacanza, intrattenimenri serali, relax..... bensi di una bellissima esperienza, concessami da &quot;Meo&quot; nel mondo Basket della Dinamo Sassari. Ho avuto il piacere di stare con lui e col suo staff nei giorni precedenti ad una gara di campionato di Serie A (contro la Virtus Roma): mi ha fatto conoscere tutte le persone che lavorano in Dinamo, mi ha permesso di vedere come lavorano loro e come programmano le fasi di preparazione alla partita.&lt;br /&gt;In questi anni, a Bologna, ho visto e conosciuto tanti allentori: ognuno col suo stile e modo di lavorare; ma comunque sempre nella mia città, nella società (con un passato molto glorioso e del quale sono fiero) che mi ha cresciuto, ma che giustamente ha una storia differente da tutte le altre.&lt;/tab&gt;&lt;br /&gt;
&lt;tab&gt;Ovviamente non parlerò delle chiavi tattiche utilizzate contro Roma, poichè non ho preso sufficienti appunti per essere poi preciso al fine di raccontare una storia utile, anche perchè poi basta guardare la partita e vedere cosa è stato fatto. Poi ancor più importante perchè non era l&#39;obiettivo che volevo perseguire e che non mi andrebbe di raccontare, la storia da raccontare è un&#39;altra. &lt;i&gt;...poi non so micca &lt;/i&gt;&lt;span style=&quot;color: #274e13;&quot;&gt;&lt;i&gt;se faccia piacere, agli amici Dinamo, questo tipo di divulgazione tecnica!!!&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
La questione più importante, per cui sono voluto andare a Sassari, era vedere il &quot;&lt;u&gt;&lt;b&gt;&lt;i&gt;sistema&lt;/i&gt;&lt;/b&gt;&lt;/u&gt;&quot;, nel suo complesso più ampio, con cui coach Meo, Ugo,&amp;nbsp; Paolo e tutta la Dinamo lavorano. Credo sia stato molto interessante provare, in prima persona, l&#39;atmosfera che circonda in campo. Ritengo sia poco indicativa la sola visione del lavoro tecnico/tattico: &quot;chi&quot; fa &quot;cosa&quot; e con &quot;quale spirito&quot; sono tre questioni indisolubili e inseparabili! Spesso ci si dimentica che sono le persone che influenzano i risultati, non basta l&#39;applicazione di un modello a qualsiasi squadra e da qualunque allenatore. Ci si lascia convincere che un &quot;modello&quot; possa andare bene per tutto e tutti.&lt;/tab&gt;&lt;br /&gt;
&lt;tab&gt;L&#39;impressione percepita è di un ambiente di lavoro in cui tutti hanno consapevolezza del proprio incarico, che ognuno si sente molto importante al fine del risultato finale...anche se apparentemente piccolo o insignificante, non lo è affatto e quindi ognuno lo fa con grande coivolgimento.&lt;/tab&gt;&lt;br /&gt;
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&lt;/tab&gt;&lt;i&gt;&lt;span style=&quot;color: #073763;&quot;&gt;Mi viene in mente, con un sorriso, il momento in cui ho conosciuto Tony (vice Team Manger). Quando io sono nuovo di un posto, in cui mi sento un &quot;intruso&quot;, cerco sempre di attirare poca attenzione e mantenere un bassisso profilo. Ritengo importante non disturbare e che sia di rispetto nei confronti di chi lavora.&lt;br /&gt;Prima dell&#39;allenamento delle Serie A si allenava una squadra delle giovanili, quindi anticipo al campo per vederne un po sedendomi a bordo campo. Appena finisco le giovanili, iniziano ad entrare in campo i giocatori della Serie A: prima uno, poi due o tre e pian piano il campo si rianima. Nonostante la confusione, di gente che esce ed entra, &lt;b&gt;non ero sfuggito agli occhi di Tony&lt;/b&gt;!&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;color: #073763;&quot;&gt;Vedo, quasi all&#39;ultimo senza possibilità di fuga, avvicinarsi a me un &quot;ragazzone&quot;, con passo molto veloce e deciso, mentre tiene in braccio una quantità di materiale umanamente impossibile da gestire. Come se lo &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;color: #073763;&quot;&gt;&lt;i&gt;&lt;span style=&quot;color: #073763;&quot;&gt;sguardo molto serio &lt;/span&gt;&lt;/i&gt;non fosse sufficientemente chiaro, non gli sfuggiva di &quot;cazziare&quot; qualche ragazzino che troppo lentamente usciva dal campo. Arrivato da me mi guarda e mi dice: &quot;&lt;b&gt;dovrei buttarti fuori dal campo!&lt;/b&gt;&quot;, il tutto contornato da uno sguardo ancora più serioso e deciso. Non mi da il tempo di pensare se avevo sbagliato qualcosa e di aprire bocca che, slanciando un sorrisone amichevole, aggiunge: &quot;&lt;b&gt;ma visto che sei ospite di Meo sei il benvenuto e fai quello che vuoi, se hai bisogno di qualcosa chiedi pure a me!&lt;/b&gt;&quot;. Cavolo che spettacolo!&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
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&lt;tab&gt;Tony è quello che si assicura che tutto sia perfetto, che al &lt;/tab&gt;&lt;tab&gt;Pala Serradimigni, sia tutto in ordine durante gli allenamento della Serie A e che non manchi nulla a nessuno. Tiene &quot;a bada&quot; i tifosi e simpaticanti della Dinamo, che molto rispettosi del lavoro della squadra, vanno ad assistere (sempre numerosi) agli allenamenti,magari sperando in un autografo e di una foto.&lt;/tab&gt;&lt;br /&gt;
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Ho notato volti fondalmentalmente sorridenti, stanchi a volte, preoccupati in altre, per quello che stato facendo e non mi stancherò di dire che era anche un momento delicato. Lo staff che si affretta a preparare, per tempo, il materiale da presentare all&#39;allenatore prima e alla squadra poi in modo molto preciso; distensiva poi nel vedere che tutto è pronto. Sorrisi pre allenamento (magari che vogliono anche nascondere un po di coerente tensione che non si vuole scaricare sulla squadra), accoglienti nei confronti di giocatori che, a loro volta, dimostrano di divertirsi. Devo dire che ho trovato un ambiente capace di passare dalle fasi alternate di relax, al gioco/scherzo (nel termine infantile e di puro divertimento), ma poi anche molto concentrato, serio e professionale per i momenti di lavoro &quot;duro&quot; in cui le cose devono essere fatte nel modo migliore. Non so a voi ma non mi piace vedere giocatori che si divertono.&lt;/tab&gt;&lt;br /&gt;
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&lt;tab&gt;Dopo un giorno intero al Pala Serradimigni, finito l&#39;allenamento e incontrando alcuni dirigenti, conosciuti poche ore prima, mi dicono: &quot;ci vediamo al Club House!&quot; &lt;/tab&gt;&lt;tab&gt;&lt;i&gt;Club House? penso!&lt;/i&gt;&amp;nbsp; Intanto mi riavvicino a Meo, ma uscendo dal Palazzetto e semplicemente attraversando la strada mi trovo in una piazzetta di un palazzo moderno e imponente. Al livello zero, due ingressi dai colori inequivocabili: Bianco e Blu. Uno era l&#39;ingresso (con le vetrine fantasione) dello &lt;/tab&gt;Store Dinamo, l&#39;altro del Club House.&lt;br /&gt;
Molto bello direi: Palazzetto, Store e Club House della Dinamo tutto a pochi metri uno dall&#39;altro.&lt;br /&gt;
Nello Store c&#39;è davvero di tutto per gli amanti del travestimento marchiato Dinamo Sassari: dalla divisa tecnica da gioco ai bavagliolini per i bimbi (una occhia al futuro è importante), il tutto passando anche dalle magliette con le caricature dei giocatori e dell&#39;allenatore (decisamente il pezzo più venduto).   &lt;br /&gt;
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&lt;a href=&quot;http://s3.postimage.org/4brerb9ur/La_Creazione_17_3_2013.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;231&quot; src=&quot;http://s3.postimage.org/4brerb9ur/La_Creazione_17_3_2013.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;tab&gt;Poi c&#39;è il Club House, un &lt;/tab&gt;posto &lt;tab&gt;&quot;unico&quot; di incontro dei tifosi &lt;/tab&gt;&lt;tab&gt;Sassaresi in cui spesso è facile trovare i tecnici, i dirigenti e i giocatori per un &lt;/tab&gt;aperitivo, cenare o un semplice caffè&lt;tab&gt;. Tra l&#39;altro, al termine delle partite, vengono organizzati i terzi tempi con le società avversarie, stile Rugby. Bel modo di essere ospitali!!&lt;/tab&gt;&lt;br /&gt;
&lt;tab&gt;All&#39;aperitivo, al &lt;/tab&gt;&lt;tab&gt;Club House, ho &lt;/tab&gt;&lt;tab&gt;riscontrato un bell&#39;ambiente, in sintonia con l&#39;atmosfera trovata nelle ore precedenti, di &lt;/tab&gt;&lt;tab&gt;distensione e addirittura di divertimento perchè quì è chiaro che due chiacchere e due risate possono essere più efficaci di musi lunghi e troppo seriosi.&lt;br /&gt;Il bello è che non c&#39;erano solo ragazzi comuni o amici dello staff tecnico, c&#39;erano anche il presidente Sardara, la moglie Anna e tutti i suoi stretti collaboratori (i vice presidenti), il General Manager Federico (mio quasi conterraneo), etc...&amp;nbsp;&lt;/tab&gt;&lt;br /&gt;
&lt;tab&gt;Bhè considerando che tra due giorni la squadra si giocherà la partità decisiva per il secondo posto nel campionato di Serie A, contro la diretta concorrente, in più con tre sconfitte nelle ultime tre partite giocate, come se non bastasse a poche gare dai play off, non è sempre scontato, anzi!! ....ah!, dimenticavo c&#39;era anche Tony, poteva mancare!!!&lt;/tab&gt;&lt;br /&gt;
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&lt;tab&gt;La cosa che mi ha davvero colpito posivamente, è la fortissima senzazione di appartenenza che ognuno di loro dimosatra quotidiamente; nei particolari con cui vengono curati e gestiti questi spazi.Qualcuno la vedrà come una &quot;Americanata&quot; inutile, bhè a me è piaciuta l&#39;idea di mettere, sui tavoli in vetro del Club House, una foto (ogni tavolo ne ha una differente) dei momenti importanti della società e della squadra: dalla foto dell&#39;allenatore, alla foto dei festeggiamenti della promozione in Serie A ad alcune foto storiche. Mi sembra molto coinvolgente.&lt;/tab&gt;&lt;br /&gt;
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&lt;tab&gt;La giornata non è ancora finita! Via in auto con direzione ristorante...anche se stavamo digerendo l&#39;aperitivo! Erano in programmazione televisiva due partite: Eurolega e Lega Due. Cosa si fa ad un tavolo di soli allenatori, poi si sono aggregati anche alcuni giocatori di passaggio??? Ovvio non possono scegliere! Le guardano tutte e due, anche se in contemporanea, grazie alla grande organizzazione del ristrante che permette la visione in parallelo su due schermi vicini!!!&lt;/tab&gt;&lt;br /&gt;
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&lt;tab&gt;Appena metti piede fuori dalla palestra, non puoi far atro che osservare l&#39;interesse della popolazione nei confronti della squadra, per molti motivo di orgoglio.&lt;/tab&gt;&lt;tab&gt; Un signore, decisamente non Italiano, che ha fermato e fatto i complimenti a Meo, mi ha complito tantissimo. Ho capito che l&#39;interesse non è &quot;limitato&quot; all&#39;interesse verso lo sport Basket, ma quì si muove un forte senso di apparteneza di una città alla ribalta per via dei risultati Dinamo.&lt;br /&gt;
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&lt;tab&gt;Il giorno dopo, il Sabato, alcune ultime cose da vedere e da preparare poi tanto tiro in vista della gara casalinga.&lt;/tab&gt;&lt;br /&gt;
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&lt;tab&gt;Arriva la Domenica, arriva la gara, tra l&#39;altro in orario anticipato di mezzogiorno!&lt;/tab&gt;&lt;br /&gt;
&lt;tab&gt;Entriamo al &lt;/tab&gt;PalaSerradimigni e c&#39;è più gente in campo e attorno che in tribuna. Tutto in fase di preparazione, i tifosi che attaccano le coreografie i cartelloni etc.... C&#39;è gente carica, sorridente, preoccupata...c&#39;è di tutto. C&#39;è Tony che sistema le sue cose...ah ah!!&lt;br /&gt;
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Me ne esco e me ne vado al Club House: un caffettino! C&#39;è più tensione fuori che dentro al palazzo: sentono tutti la partita! Stanno preparando il Club House per il terzo tempo....comunque vada poi saranno lì dopo la gara! Mi sembra proprio una bella cosa, ah sì, l&#39;ho già detto!&lt;br /&gt;
Dopo un po di chiacchere e saluti (probabilmente rientrerò subito ad Alghero, dopo la partita, e quindi colgo ora l&#39;occasione visto anche che il giorno dopo rientrerò a Bologna) decido di tornare al palazzo e seguire le fasi del prepartita. Il palazzo inizia ad animarsi anche nelle tribune e dopo qualche tiretto delle due squadre sul campo, scompaiono tutti per i relativi e ultimi  briefing.&lt;br /&gt;
&amp;nbsp;Dopo qualche minuto, sulle note di &quot;Urlando contro il cielo&quot; di Ligabue entra in campo la Dinamo Sassari prima e la Virtus Roma poi. La gente già presente sulle tribune inizia la FESTAaaaaaaa! Mi sa che aspettavano proprio questo momento, aspettavano di potersi lasciare andare. E&#39; proprio una festa per tutti!&lt;br /&gt;
Dopo un po entrano gli arbitri e gli ufficiali di campo....mmmmm interessante.....vabbè! Cavolo ma c&#39;è Alessandro che arbitra?!? Ah ah!! Due Bolognesi a Sassari. Da dove ero, era molto facile che Alessandro mi vedesse e ci salutiamo. &lt;span style=&quot;background-color: #0b5394;&quot;&gt;&lt;i&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;Alessandro Vicino è stato mio formatore al corso di Mini Arbitro durante la mia esperienza (a 15 anni)col fischietto, precedente a quella di Allenatore (o presunto tale).&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
Sta per iniziare la partita e mi fanno accomodare (Carlo e Tony) seduto in prima linea! Praticamente dopo la panchina Dinamo ero al campo: potevo chiamare io i Time Out. Infatti poi qualche messaggio d&#39;amici, che mi hanno visto in TV, è arrivato!&lt;br /&gt;
Si sà che in posti del genere si corre il rischio di non vedere proprio benissimo la partita, ma di certo l&#39;ho sentita molto bene ed è stato decisamente la cigliegina sulla torta in termini di accoglienza.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyP_rFoyhuIsJLy9f0vC6IvHCIP3FX86Y4p5SuS-eOU3CpDJFxBuBr81PymeoOswwxYXvoAkeu50q1C9KDxuMK7cpzy_hZOO4bDeQWOAceqeKgbQOJ4yyun4KErWXTS1v4EQS0ICajaGsG/s1600/20130414_123130.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyP_rFoyhuIsJLy9f0vC6IvHCIP3FX86Y4p5SuS-eOU3CpDJFxBuBr81PymeoOswwxYXvoAkeu50q1C9KDxuMK7cpzy_hZOO4bDeQWOAceqeKgbQOJ4yyun4KErWXTS1v4EQS0ICajaGsG/s400/20130414_123130.jpg&quot; width=&quot;300&quot; /&gt;&lt;/a&gt;La squadra è praticamente seduta tra i propri tifosi e durante i Time Out tutti sono in religioso silenzio per non disturbare la squadra e per sentire quanto viene detto. &lt;i&gt;Nota: &lt;span style=&quot;color: #444444;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;Giuro che la foto l&#39;ho scattata io!&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
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Non credo proprio ci sia modo di dare un voto o un giudizio in termini di giusto o sbagliato su quanto visto, ammesso che qualcuno sia in grado di farlo (io di certo no e certamente era andato la per imparare e basta), ma ci sia di osservare (e prima però capire) come le stesse cose, che accadono ovunque e a qualunque livello, possono essere fatte e come possono essere gestite; in modi decisamente differenti! Ritendo inoltre che tutto deve essere visto/vissuto nel suo complesso tenendo presento l&#39;ambiente e le persone; ma poi anche tenendo presente obiettivi e qualità del lavoro svolto.&lt;br /&gt;
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&lt;tab&gt;Posso dire che mi è piaciuto vedere come coach Sacchetti coinvolga attivamente i suoi collaboratori.&lt;/tab&gt;&lt;br /&gt;
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&lt;tab&gt;Credo che ci siano delle cose che oggi non vanno affatto bene nel mondo della pallacanestro, e questo lo vedono e lo dicono tutti. In un altro articoletto, di questo blog, ho espresso alcune considerazioni molto dure in merito. &lt;/tab&gt;Una mia considerazione, che non è un giudizio, visto che poi molti amici
 mi hanno chiesto di raccontare loro la mia esperienza, la voglio fare: m&lt;tab&gt;i sembra che i risultati della Dinamo Sassari siano chiari, e che qualcosa da dire, su come si possono fare bene le cose, l&#39;hanno anche loro!&lt;/tab&gt;&lt;br /&gt;
&lt;tab&gt;&lt;/tab&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;I miei giorni in Sardegna non sono solo qu&lt;span style=&quot;font-size: small;&quot;&gt;anto ho scritto, c&#39;è anche molto di più ma che non sono in grado di raccontare e che non voglio raccontare.&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;tab&gt;Voglio ringraziare tutte le persone che ho conosciuto&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;:&lt;/tab&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;tab&gt;
Clauda (moglie di Claudio) la Zia e i genitori di Claudio; Luca G.; Matteo B.; Paolo C.; Ugo D.; Tony M.; Gianmario D.; Giovanni C.;&amp;nbsp; Federico P.; Stefano, Anna e Carlo S., Emanuele F., ultima (ma non della lista) Giulia.&lt;/tab&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Un super r&lt;/span&gt;&lt;/span&gt;ingraziamento&lt;/span&gt; a Claudio che mi ha fatto da guida &lt;span style=&quot;font-size: small;&quot;&gt;e&lt;/span&gt; supportato (forse meglio dire sopportato)&lt;/span&gt; tutti i giorni!!!&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;tab&gt;&lt;i&gt;P.S. Un girettino in spiaggia (ad Alghero) poi ce lo siamo fattiii, non sono micca &quot;s&lt;span style=&quot;font-size: small;&quot;&gt;ee&lt;/span&gt;mo&quot;. Domenica&lt;span style=&quot;font-size: small;&quot;&gt;, &lt;span style=&quot;font-size: small;&quot;&gt;dopo la partita, tutti in spiaggia&lt;span style=&quot;font-size: small;&quot;&gt; con i ritrovati amici &lt;span style=&quot;font-size: small;&quot;&gt;Manuel, Jack e alcuni compagni di squadra. Bravi loro&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; che stanno &lt;span style=&quot;font-size: small;&quot;&gt;bene&lt;/span&gt; insieme anche fuori &lt;span style=&quot;font-size: small;&quot;&gt;dal campo!&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/tab&gt;&lt;/span&gt;&lt;/span&gt; </content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/220763587729524778/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2013/04/5-giorni-sassari.html#comment-form' title='3 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/220763587729524778'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/220763587729524778'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2013/04/5-giorni-sassari.html' title='5 giorni a casa Dinamo Sassari'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyP_rFoyhuIsJLy9f0vC6IvHCIP3FX86Y4p5SuS-eOU3CpDJFxBuBr81PymeoOswwxYXvoAkeu50q1C9KDxuMK7cpzy_hZOO4bDeQWOAceqeKgbQOJ4yyun4KErWXTS1v4EQS0ICajaGsG/s72-c/20130414_123130.jpg" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-4595346787908111476</id><published>2013-01-07T17:28:00.000+01:00</published><updated>2013-01-08T13:26:28.267+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="allenatore"/><category scheme="http://www.blogger.com/atom/ns#" term="Eurolega"/><category scheme="http://www.blogger.com/atom/ns#" term="giocatore squadre"/><category scheme="http://www.blogger.com/atom/ns#" term="giocatori"/><category scheme="http://www.blogger.com/atom/ns#" term="Regular Season"/><title type='text'>Dati Eurolega 2012/13</title><content type='html'>&lt;style type=&quot;text/css&quot;&gt;
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In data 14 Dicembre 2012, per pura curiosità personale ho fatto una semplicissima indagine numerica. Questa indagine consiste nella composizione di giocatori ed allenatori (solo capo allenatore) delle squadre di Eurolega di questa stagione sportiva 2012/13.&lt;br /&gt;
&lt;br /&gt;
Ho registrato il numero di squadre per ogni Nazione, numero di Giocatori di ogni Nazione e quindi il numero degli allenatori di ogni Nazione.&lt;br /&gt;
Non ho intenzione di trarre nessuna conclusione, al momento, ma semplicemente riportare i dati ricavati, le&amp;nbsp; conclusioni ve le fate voi!&lt;br /&gt;
I numeri durante la &lt;b&gt;Regular Season&lt;/b&gt; sono:&lt;br /&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr style=&quot;height: 50.0pt;&quot;&gt;     &lt;td rowspan=&quot;2&quot; width=&quot;260&quot;&gt;&lt;b&gt;Squadra&lt;/b&gt;&lt;/td&gt;     &lt;td colspan=&quot;16&quot; height=&quot;22&quot;&gt;&lt;b&gt;Giocatori&lt;/b&gt;&lt;/td&gt;     &lt;td rowspan=&quot;2&quot; width=&quot;175&quot;&gt;&lt;b&gt;Coach&lt;/b&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr style=&quot;height: 50.0pt;&quot;&gt;     &lt;td width=&quot;20&quot;&gt;&lt;b&gt;&lt;span class=&quot;verticale_alto&quot;&gt;USA&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td width=&quot;20&quot;&gt;&lt;b&gt;&lt;span class=&quot;verticale_alto&quot;&gt;Russia&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot; width=&quot;20&quot;&gt;&lt;b&gt;&lt;span class=&quot;verticale_alto&quot;&gt;Italy&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td width=&quot;20&quot;&gt;&lt;b&gt;&lt;span class=&quot;verticale_alto&quot;&gt;Greece&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td width=&quot;20&quot;&gt;&lt;b&gt;&lt;span class=&quot;verticale_alto&quot;&gt;Serbia&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td width=&quot;20&quot;&gt;&lt;b&gt;&lt;span class=&quot;verticale_alto&quot;&gt;Slovenia&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td width=&quot;20&quot;&gt;&lt;b&gt;&lt;span class=&quot;verticale_alto&quot;&gt;Lithuania&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td width=&quot;20&quot;&gt;&lt;b&gt;&lt;span class=&quot;verticale_alto&quot;&gt;Israel&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td width=&quot;20&quot;&gt;&lt;b&gt;&lt;span class=&quot;verticale_alto&quot;&gt;Croatia&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td width=&quot;20&quot;&gt;&lt;b&gt;&lt;span class=&quot;verticale_alto&quot;&gt;Spain&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td width=&quot;20&quot;&gt;&lt;b&gt;&lt;span class=&quot;verticale_alto&quot;&gt;Turkey&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td width=&quot;20&quot;&gt;&lt;b&gt;&lt;span class=&quot;verticale_alto&quot;&gt;Germany&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td width=&quot;20&quot;&gt;&lt;b&gt;&lt;span class=&quot;verticale_alto&quot;&gt;France&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td width=&quot;20&quot;&gt;&lt;b&gt;&lt;span class=&quot;verticale_alto&quot;&gt;Poland&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td width=&quot;20&quot;&gt;&lt;b&gt;&lt;span class=&quot;verticale_alto&quot;&gt;Other&lt;/span&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot; width=&quot;30&quot;&gt;&lt;span class=&quot;verticale_alto&quot;&gt;TOTALE&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Alba Berlin&lt;br /&gt;
&lt;img alt=&quot;Federal Republic of Germany&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/b/ba/Flag_of_Germany.svg/125px-Flag_of_Germany.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;5&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;8&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;16&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;OBRADOVIC, SASA&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Serbia&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/f/ff/Flag_of_Serbia.svg/125px-Flag_of_Serbia.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Anadolu Efes Istanbul&lt;br /&gt;
&lt;img alt=&quot;Republic of Turkey&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/b/b4/Flag_of_Turkey.svg/125px-Flag_of_Turkey.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;3&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;8&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;16&lt;/td&gt;     &lt;td class=&quot;coach&quot; width=&quot;175&quot;&gt;&amp;nbsp;MAHMUTI, OKTAY&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Republic of Turkey&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/b/b4/Flag_of_Turkey.svg/125px-Flag_of_Turkey.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Asseco Prokom Gdynia&lt;br /&gt;
&lt;img alt=&quot;Republic of Poland&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/1/12/Flag_of_Poland.svg/125px-Flag_of_Poland.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;8&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;12&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;KEMZURA, KESTUTIS&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Republic of Lithuania&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/1/11/Flag_of_Lithuania.svg/125px-Flag_of_Lithuania.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;BC Khimki Moscow Region&lt;br /&gt;
&lt;img alt=&quot;Russian Federation&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/f/f3/Flag_of_Russia.svg/125px-Flag_of_Russia.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;3&lt;/td&gt;     &lt;td&gt;8&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;15&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;KURTINAITIS, RIMAS&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Republic of Lithuania&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/1/11/Flag_of_Lithuania.svg/125px-Flag_of_Lithuania.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Besiktas JK Istanbul&lt;br /&gt;
&lt;img alt=&quot;Republic of Turkey&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/b/b4/Flag_of_Turkey.svg/125px-Flag_of_Turkey.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;4&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;8&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;14&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;KUNTER, ERMAN&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Republic of Turkey&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/b/b4/Flag_of_Turkey.svg/125px-Flag_of_Turkey.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Brose Baskets Bamberg&lt;br /&gt;
&lt;img alt=&quot;Federal Republic of Germany&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/b/ba/Flag_of_Germany.svg/125px-Flag_of_Germany.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;4&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;6&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;13&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;FLEMING, CHRIS&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;United States of America&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/a/a4/Flag_of_the_United_States.svg/125px-Flag_of_the_United_States.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Caja Laboral Vitoria&lt;br /&gt;
&lt;img alt=&quot;Kingdom of Spain&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/9/9a/Flag_of_Spain.svg/125px-Flag_of_Spain.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;4&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;12&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;TABAK, ZAN&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Republic of Croatia&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/1/1b/Flag_of_Croatia.svg/125px-Flag_of_Croatia.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Cedevita Zagreb&lt;br /&gt;
&lt;img alt=&quot;Republic of Croatia&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/1/1b/Flag_of_Croatia.svg/125px-Flag_of_Croatia.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;10&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;15&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;PETROVIC, ALEKSANDAR&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Republic of Croatia&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/1/1b/Flag_of_Croatia.svg/125px-Flag_of_Croatia.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;CSKA Moscow&lt;br /&gt;
&lt;img alt=&quot;Russian Federation&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/f/f3/Flag_of_Russia.svg/125px-Flag_of_Russia.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;3&lt;/td&gt;     &lt;td&gt;8&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;4&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;15&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;MESSINA, ETTORE&lt;br /&gt;
&lt;img alt=&quot;Italian Republic&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/0/03/Flag_of_Italy.svg/125px-Flag_of_Italy.svg.png&quot; /&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;&lt;b&gt;&amp;nbsp;EA7 Emporio Armani Milan&lt;b&gt;&lt;br /&gt;
&lt;img alt=&quot;Italian Republic&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/0/03/Flag_of_Italy.svg/125px-Flag_of_Italy.svg.png&quot; /&gt;&amp;nbsp;&lt;/b&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td&gt;5&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;4&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;12&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;SCARIOLO, SERGIO&lt;br /&gt;
&lt;img alt=&quot;Italian Republic&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/0/03/Flag_of_Italy.svg/125px-Flag_of_Italy.svg.png&quot; /&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Elan Chalon-Sur-Saone&lt;br /&gt;
&lt;img alt=&quot;French Republic&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/c/c3/Flag_of_France.svg/125px-Flag_of_France.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;5&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;7&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;14&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;BEUGNOT, GREGOR&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;French Republic&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/c/c3/Flag_of_France.svg/125px-Flag_of_France.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;FC Barcelona Regal&lt;br /&gt;
&lt;img alt=&quot;Kingdom of Spain&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/9/9a/Flag_of_Spain.svg/125px-Flag_of_Spain.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td&gt;4&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;4&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;14&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;PASCUAL, XAVIER&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Kingdom of Spain&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/9/9a/Flag_of_Spain.svg/125px-Flag_of_Spain.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Fenerbahce Ulker Istanbul&lt;br /&gt;
&lt;img alt=&quot;Republic of Turkey&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/b/b4/Flag_of_Turkey.svg/125px-Flag_of_Turkey.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;3&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;8&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;14&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;PIANIGIANI, SIMONE&lt;br /&gt;
&lt;img alt=&quot;Italian Republic&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/0/03/Flag_of_Italy.svg/125px-Flag_of_Italy.svg.png&quot; /&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Lietuvos Rytas Vilnius&lt;br /&gt;
&lt;img alt=&quot;Republic of Lithuania&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/1/11/Flag_of_Lithuania.svg/125px-Flag_of_Lithuania.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;9&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;3&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;14&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;MASKOLIUNAS, DARIUS&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Republic of Lithuania&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/1/11/Flag_of_Lithuania.svg/125px-Flag_of_Lithuania.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Maccabi Electra Tel Aviv&lt;br /&gt;
&lt;img alt=&quot;State of Israel&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/d/d4/Flag_of_Israel.svg/125px-Flag_of_Israel.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;6&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;7&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;14&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;BLATT, DAVID&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;State of Israel&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/d/d4/Flag_of_Israel.svg/125px-Flag_of_Israel.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;&lt;b&gt;&amp;nbsp;Mapooro Cantu&lt;b&gt;&lt;br /&gt;
&lt;img alt=&quot;Italian Republic&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/0/03/Flag_of_Italy.svg/125px-Flag_of_Italy.svg.png&quot; /&gt;&amp;nbsp;&lt;/b&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td&gt;4&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;5&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;3&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;13&lt;/td&gt;     &lt;td class=&quot;coach&quot; width=&quot;175&quot;&gt;&amp;nbsp;TRINCHIERI, ANDREA&lt;br /&gt;
&lt;img alt=&quot;Italian Republic&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/0/03/Flag_of_Italy.svg/125px-Flag_of_Italy.svg.png&quot; /&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;&lt;b&gt;&amp;nbsp;Montepaschi Siena&lt;b&gt;&lt;br /&gt;
&lt;img alt=&quot;Italian Republic&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/0/03/Flag_of_Italy.svg/125px-Flag_of_Italy.svg.png&quot; /&gt;&amp;nbsp;&lt;/b&gt;&lt;/b&gt;&lt;/td&gt;     &lt;td&gt;4&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;5&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;3&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;14&lt;/td&gt;     &lt;td class=&quot;coach&quot; width=&quot;175&quot;&gt;&amp;nbsp;BANCHI, LUCA&lt;br /&gt;
&lt;img alt=&quot;Italian Republic&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/0/03/Flag_of_Italy.svg/125px-Flag_of_Italy.svg.png&quot; /&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Olympiacos Piraeus&lt;br /&gt;
&lt;img alt=&quot;Hellenic Republic&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/5/5c/Flag_of_Greece.svg/125px-Flag_of_Greece.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;3&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;8&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;13&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;BARTZOKAS, GEORGIOS&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Hellenic Republic&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/5/5c/Flag_of_Greece.svg/125px-Flag_of_Greece.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Panathinaikos Athens&lt;br /&gt;
&lt;img alt=&quot;Hellenic Republic&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/5/5c/Flag_of_Greece.svg/125px-Flag_of_Greece.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;3&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;8&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;14&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;PEDOULAKIS, ARGIRIS&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Hellenic Republic&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/5/5c/Flag_of_Greece.svg/125px-Flag_of_Greece.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Partizan mt:s Belgrade&lt;br /&gt;
&lt;img alt=&quot;Serbia&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/f/ff/Flag_of_Serbia.svg/125px-Flag_of_Serbia.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;9&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;14&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;VUJOSEVIC, DUSKO&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Serbia&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/f/ff/Flag_of_Serbia.svg/125px-Flag_of_Serbia.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Real Madrid&lt;br /&gt;
&lt;img alt=&quot;Kingdom of Spain&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/9/9a/Flag_of_Spain.svg/125px-Flag_of_Spain.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;3&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;8&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;13&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;LASO, PABLO&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Kingdom of Spain&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/9/9a/Flag_of_Spain.svg/125px-Flag_of_Spain.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Unicaja Malaga&lt;br /&gt;
&lt;img alt=&quot;Kingdom of Spain&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/9/9a/Flag_of_Spain.svg/125px-Flag_of_Spain.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;3&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;1&lt;/td&gt;     &lt;td&gt;6&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;14&lt;/td&gt;     &lt;td class=&quot;coach&quot;&gt;&amp;nbsp;REPESA, JASMIN&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Republic of Croatia&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/1/1b/Flag_of_Croatia.svg/125px-Flag_of_Croatia.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Union Olimpija Ljubljana&lt;br /&gt;
&lt;img alt=&quot;Republic of Slovenia&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/f/f0/Flag_of_Slovenia.svg/125px-Flag_of_Slovenia.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;7&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;4&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;13&lt;/td&gt;     &lt;td class=&quot;coach&quot; width=&quot;175&quot;&gt;&amp;nbsp;FILIPOVSKI, SASO&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Republic of Slovenia&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/f/f0/Flag_of_Slovenia.svg/125px-Flag_of_Slovenia.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td class=&quot;squadra&quot;&gt;&amp;nbsp;Zalgiris Kaunas&lt;br /&gt;
&lt;img alt=&quot;Republic of Lithuania&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/1/11/Flag_of_Lithuania.svg/125px-Flag_of_Lithuania.svg.png&quot; /&gt;&lt;/td&gt;     &lt;td&gt;4&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;9&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;2&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td&gt;0&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;15&lt;/td&gt;     &lt;td class=&quot;coach&quot; width=&quot;175&quot;&gt;&amp;nbsp;PLAZA, JOAN&lt;span class=&quot;squadra&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;Kingdom of Spain&quot; class=&quot;squadra&quot; src=&quot;http://upload.wikimedia.org/wikipedia/en/thumb/9/9a/Flag_of_Spain.svg/125px-Flag_of_Spain.svg.png&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;&lt;div align=&quot;right&quot;&gt;
&lt;i&gt;&lt;b&gt;Totale&lt;/b&gt;&amp;nbsp;&lt;/i&gt;&lt;/div&gt;
&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;76&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;16&lt;/td&gt;     &lt;td bgcolor=&quot;#6A8BC1&quot;&gt;15&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;18&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;23&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;13&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;22&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;7&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;24&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;23&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;24&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;15&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;10&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;9&lt;/td&gt;     &lt;td bgcolor=&quot;#CCCCCC&quot;&gt;38&lt;/td&gt;     &lt;td bgcolor=&quot;#999999&quot;&gt;333&lt;/td&gt;     &lt;td&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td&gt;&lt;div align=&quot;right&quot;&gt;
&lt;i&gt;Numero Squadre&amp;nbsp;&lt;/i&gt;&lt;/div&gt;
&lt;/td&gt;     &lt;td&gt;&lt;i&gt;0&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;2&lt;/i&gt;&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;&lt;i&gt;3&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;2&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;1&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;1&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;1&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;1&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;1&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;4&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;2&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;2&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;1&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;1&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;/td&gt;     &lt;td&gt;&lt;/td&gt;     &lt;td&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;tr&gt;     &lt;td&gt;&lt;div align=&quot;right&quot;&gt;
&lt;i&gt;Numero Allenatori&amp;nbsp;&lt;/i&gt;&lt;/div&gt;
&lt;/td&gt;     &lt;td&gt;&lt;i&gt;1&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;0&lt;/i&gt;&lt;/td&gt;     &lt;td bgcolor=&quot;#6699FF&quot;&gt;&lt;i&gt;5&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;2&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;2&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;1&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;3&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;0&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;3&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;3&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;2&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;0&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;1&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;i&gt;0&lt;/i&gt;&lt;/td&gt;     &lt;td&gt;&lt;/td&gt;     &lt;td&gt;&lt;/td&gt;     &lt;td&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/4595346787908111476/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2013/01/dati-eurolega-201213.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/4595346787908111476'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/4595346787908111476'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2013/01/dati-eurolega-201213.html' title='Dati Eurolega 2012/13'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-4959393038360730581</id><published>2012-12-27T18:27:00.000+01:00</published><updated>2013-01-08T13:27:07.556+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Fortitudo"/><title type='text'>Fortitudo Bologna (Che sarà, sarà...)</title><content type='html'>Quì non centra per quale squadra della tua città tifi, non centra niente chi ha ragione oppure chi ha torto.&lt;br /&gt;
Una volta tanta mi trovo fuori della diatriba, non faccio parte di nessuna delle due parti e mi sento assolutamente neutrale.&lt;br /&gt;
Ho visto il seguente video ed onestamente certi brividi sono venuti anche a me, a me che non sono un tifoso della Fortitudo! Più che altro perchè non posso essere un Tifoso nel Basket Italiano.&lt;br /&gt;
Percepisco che qualcosa di tremendo sia avvenuto, non credo sia tutto riconducibile alla colpa di una persona sola.&lt;br /&gt;
Comprendo che ci siano questioni di cuore di messo,&lt;i&gt; &lt;/i&gt;ma non è possibile, per un attimo, pensare che ci sono più persone responsabili del disastro avvenuto a Bologna?&lt;br /&gt;
Non so chi siano esattamente ed in quali misure, quindi...per quello che va al di la delle leggi Italiane e dei regolamenti Sportivi, non è possibile risolvere alcune tensioni mediante il buon senso?&lt;br /&gt;
&lt;br /&gt;
Anni fa credevo che due squadre (Virtus e Fortitudo...per intenderci), nello stesso campionato, fossero troppe per i portici di Bologna; ed allora esistevano entrambe! Pochi anni dopo è venuta a meno la Virtus Bologna Pallacanestro, ieri (metaforicamente) la Fortitudo Bologna! Entrambe le tragiche cisrcostanze hanno portato un grande vuoto, nonostante il godimento di alcuni e lo sfottò di altri.&lt;br /&gt;
Credo che un saggio coach abbia saputo raccogliere, con poche parole (anche toccanti), il  senso di tutto ciò che stà accadendo...ma aspetto che giustamente sia lui a dirla ai piu.&lt;br /&gt;
Una cosa la dico io: la Fortitudo, oggi, manca a tutti coloro che hanno nel cuore la pallacanestro in una città come Bologna!&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/JenMWikfYho?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/4959393038360730581/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2012/12/fortitudo-bologna-che-sara-sara.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/4959393038360730581'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/4959393038360730581'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2012/12/fortitudo-bologna-che-sara-sara.html' title='Fortitudo Bologna (Che sarà, sarà...)'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-5729947553179283363</id><published>2012-12-13T17:20:00.001+01:00</published><updated>2013-01-08T14:01:53.551+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="carenze di idee"/><category scheme="http://www.blogger.com/atom/ns#" term="crepe del sistema sportivo"/><category scheme="http://www.blogger.com/atom/ns#" term="dirigenti"/><category scheme="http://www.blogger.com/atom/ns#" term="formazione"/><category scheme="http://www.blogger.com/atom/ns#" term="interessi speculativi"/><category scheme="http://www.blogger.com/atom/ns#" term="Master per Istruttori di Settore Giovanile"/><category scheme="http://www.blogger.com/atom/ns#" term="Mini Basket"/><category scheme="http://www.blogger.com/atom/ns#" term="PAO"/><category scheme="http://www.blogger.com/atom/ns#" term="risorse economiche"/><category scheme="http://www.blogger.com/atom/ns#" term="Settore Giovanile"/><title type='text'>che fine farà la Pallacanestro in Italia?</title><content type='html'>Da molto tempo che mi faccio questa domanda: &quot;&lt;b&gt;&lt;i&gt;ma che fine farà la Pallacanestro in Italia?&lt;/i&gt;&lt;/b&gt;&quot;.&lt;br /&gt;
Guardando da qualche anno dietro ad oggi, mi sembra che la piega sia decisamente brutta!&lt;br /&gt;
Non sono sicuro che il problema sia legato solamente alla carenza di risorse economiche...come semplicisticamente mi sento dire.&lt;br /&gt;
Non ci sono mai stati tanti soldi, come nel calcio, ma mi sembra che il degrado della Palalcanestro Italiana ha origini pregresse e il problema &quot;no money&quot; si è palesato vistosamente solo negli ultimi due anni.&lt;br /&gt;
La ceranza di risorse economiche di oggi rende solamente più evidente la piega negativa degli ultimi anni (...o forse un po più).&lt;br /&gt;
Io mi sono sempre occupato e preoccupato di stare in palestra e lavorare (cercando di fare il meglio) con i ragazzi, ma ora, guardandomi intorno e ripensando al passato, vedo qualcosa che non mi piace.&lt;br /&gt;
Tra le mura della palestra mi sembra che si stia facendo un ottimo lavoro, a partire dalla formazione e dagli aggiornamenti per i tecnici....bella questa collaborazione tra Settore Giovanile e Mini Basket, come persorso alla Pallacestro adulta (ne sentii parlare anni fa al Master per Istruttori di Settore Giovanile e finalmente oggi la portano nei PAO).&lt;br /&gt;
L&#39;impressione è che ci sia stato un degrado tra le mura degli uffici dirigenziali: non c&#39;è la competenza di una volta, oppure all&#39;altezza dei tempi!&lt;br /&gt;
I vecchi dirigenti di una volta, che hanno fatto grandi cose, mi sembrano si siano estinti&amp;nbsp; e sono stati sostituiti da &quot;&lt;b&gt;&lt;i&gt;poco&lt;/i&gt;&lt;/b&gt;&quot; (salvo casi rari).&lt;br /&gt;
Ovviamente carenze di idee, sommate a scarse risorse economiche, portino a quanto stiamo vivendo ora...esistono realtà che con buone idee e pochi soldi facciano ugualmente bene...ma nessuno ne parla!&lt;br /&gt;
&lt;br /&gt;
Vedo che si inseriscono, nella pallacanestro, (sempre più) persone che sfruttano la visibilità dello sport, ad alto livello, per interessi speculativi. Di per se, questo non è un problema. Il Problema è che non c&#39;è la vera passione e la giusta competenza per capire che dirigere una società sportiva non e come dirigere un&#39;azienda: non basta accendere una macchina per avere risultati!&lt;br /&gt;
Inoltre, non credo che nelle loro aziende mettano persone, le prime che capitino purchè costino poco; che lavorino senza progettualità a bleve, medio e lungo termine; che da un anno all&#39;altro cambino tutti.&lt;br /&gt;
&lt;br /&gt;
Troppe volte, si vedono e sentono persone improvvisate che dicono e fanno cose deleterie per lo sport. Se poi sommiamo all&#39;improvvisazione, il poco spessore umano....la frittata è fatta!&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
I modi in cui si manifestano le &quot;crepe&quot; del sistema sportivo sono tante oggi: troppo parlare di Proprietari di squadre piuttosto che dell&#39;aspetto sportivo della squadra stessa; troppe intromissioni dei Proprietari negli aspetti tecnici e gestionali dell&#39;attività sportiva; troppa poca capacità di mantenere le distanze dalle critiche esterne per mantenere la coerenza con quento programmato ad inizio anno. Questi alcuni esempi.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Mancano i dirigenti ad ogni livello&lt;/b&gt;: dai vertici Federali alle Società che giocano l&#39;ultimo campionato possibile dilettantistico (per intenderci per la pizzata serale).&lt;br /&gt;
Comunque non è un caso che da dove sono usciti (e mi piacerebbe capire il perchè) certi Personaggi&amp;nbsp; (in senso positivo) si sia formato il deserto attorno e dove alcuni Signor Dirigenti lavorano con continuità e serietà si sono raccolti grandi risultati di oasi cestistiche; anche senza grossi capitali...e sopratutto senza che si parli del sig. Proprietario continuamente.&lt;br /&gt;
Ci sono anche sig. Dirigenti che dove vanno producono solo lacrime! Mi domando, dunque, perchè cazzo c&#39;è ancora chi da loro da lavorare???&lt;br /&gt;
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Un&#39;altra cosa che non va affatto bene e che deteriora il tutto il giochino, sempre a seguito della poca conoscenza della materia (&lt;i&gt;se parlo di &lt;b&gt;&lt;u&gt;ignoranza&lt;/u&gt;&lt;/b&gt; poi qualcuno si offende e non vorrei mai&lt;/i&gt;), è legata al modo in cui vengono fatte le squadre. Mi spiego: quelli capaci, conoscono i giocatori e sono in grado di riconoscere il giocatore giusto. Quelli non capaci si fanno &quot;infinocchiare&quot; dai procuratori (che è giusto che ci siano perchè debbono tutelare i giocatori) e dai numeri dei tabellini (le statistiche).Vogliamo parlarne un attimo? Sappiamo tutti come sono fatte le statistiche, sappiamo bene che non dicono tutto. Dentro i tabellini c&#39;è di tutto,come nella &lt;u&gt;mortadella&lt;/u&gt; (...&lt;i&gt;mi spiego?&lt;/i&gt;): non è indicato come ci sono finiti dentro e cosa, in quale momento della gara e sopratutto a quale prezzo&lt;i&gt;...vabbè a me la mortadella non piace!!!&lt;/i&gt;&lt;br /&gt;
Oltre a fare le squadre con i numeri, la cosa peggiore è che i giocatori, per produrre quei numeri da far vedere per poi trovare ingaggio, durante la stagione precedente hanno giocato per loro stessi (per i loro tabellini) e non &lt;i&gt;&lt;b&gt;per/con &lt;/b&gt;&lt;/i&gt;la loro squadra! &lt;br /&gt;
Il risultato di tutto? Un film di Fantascenza dentro il quale ci siamo tutti...oggi! &lt;br /&gt;
&lt;br /&gt;
A mio avviso, concludo poi, è che tutti possono fare il loro, a partire da noi Allenatori (&lt;i&gt;spero che nessun girigente legga questo blog&lt;/i&gt;)...diciamo qualche &quot;NO&quot; quando la cosa non la retiniamo fatta bene e con serietà.&lt;br /&gt;
&lt;br /&gt;
Meditiamo!!!</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/5729947553179283363/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2012/12/che-fine-fara-la-pallacanestro-in-italia.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/5729947553179283363'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/5729947553179283363'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2012/12/che-fine-fara-la-pallacanestro-in-italia.html' title='che fine farà la Pallacanestro in Italia?'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-1949204095717504889</id><published>2012-06-20T10:26:00.000+02:00</published><updated>2012-06-20T10:26:03.470+02:00</updated><title type='text'>Continuo a non dire nulla!</title><content type='html'>Continuo a non prendermi troppo sul serio, e ne ho ben motivo, ho ritrovato negli ultimi giorni voglia di curare questa mia creatura.&lt;br /&gt;Ancora..., come già detto, non ho la presunzione di predicare insegnamenti cestistici attraverso questo blog, ma mi piace, per natura, ordinare le cose che mi interessano.&lt;br /&gt;Niente di meglio di un &quot;cassetto&quot; pubblico dove inserire pensieri e idee...un cassetto dentro il quale chiunque potrà, ovviamente, inserire i propri commenti, critiche, conferme e suggerimenti.&lt;br /&gt;
&lt;br /&gt;
Ciao e tutti e buona estate fatta di ripensamenti e convivenza con dubbi (cestistici ovviamente)....</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/1949204095717504889/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2012/06/continuo-non-dire-nulla.html#comment-form' title='2 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/1949204095717504889'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/1949204095717504889'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2012/06/continuo-non-dire-nulla.html' title='Continuo a non dire nulla!'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-3242807691442562216</id><published>2010-11-04T01:46:00.000+01:00</published><updated>2010-11-04T01:46:12.305+01:00</updated><title type='text'>Terminologia Cestistica</title><content type='html'>Ho provato a radunare una serie di terminologie cestistiche in lingua inglese.&lt;br /&gt;
Ovviamente è una &lt;a href=&quot;http://mybasketcoach.blogspot.com/p/ingleseitaliano-cestistico.html&quot;&gt;raccolta &lt;/a&gt;in continuo miglioramento; chiunque è invitato a partecipare e a collaborare per renderla più possibile completa e precisa.</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/3242807691442562216/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/11/terminologia-cestistica.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/3242807691442562216'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/3242807691442562216'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/11/terminologia-cestistica.html' title='Terminologia Cestistica'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-386144287257602629</id><published>2010-10-14T15:58:00.001+02:00</published><updated>2010-10-14T15:58:00.065+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Errori correggibili"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole FIBA 2010"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole Ufficiali 2010"/><title type='text'>Errori correggibili: precisazioni</title><content type='html'>&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;u&gt;Art. 44 &lt;/u&gt;Errori correggibili&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 1&lt;/span&gt;&lt;br /&gt;
&lt;i&gt;&lt;b&gt;Per essere correggibile, l’errore deve essere rilevato dagli arbitri, ufficiali di campo o commissario prima che la palla diventi viva, dopo la prima palla morta, dopo che il cronometro di gara è stato azionato dopo l’errore.&lt;/b&gt;&lt;/i&gt; Cioè:&lt;br /&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;1&quot; cellspacing=&quot;0&quot;&gt;
  &lt;tbody&gt;
&lt;tr&gt;
    &lt;td width=&quot;31%&quot;&gt;Si verifica l’errore&lt;/td&gt;
    &lt;td width=&quot;69%&quot;&gt;Tutti gli errori avvengono durante una palla morta&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
    &lt;td&gt;Palla viva&lt;/td&gt;
    &lt;td&gt;L’errore è correggibile&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
    &lt;td&gt;Il cronometro viene attivato 
o il tempo va avanti&lt;/td&gt;
    &lt;td&gt;L’errore è correggibile&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
    &lt;td&gt;Palla morta&lt;/td&gt;
    &lt;td&gt;L’errore è correggibile&lt;/td&gt;
  &lt;/tr&gt;
&lt;tr&gt;
    &lt;td&gt;Palla viva&lt;/td&gt;
    &lt;td&gt;L’errore non è più correggibile&lt;/td&gt;
  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
Dopo la correzione dell’errore, il gioco deve essere ripreso e la palla deve essere assegnata alla squadra che ne
  aveva diritto nel momento in cui il gioco è stato fermato per la correzione.&lt;br /&gt;
&lt;b&gt;Esempio:&lt;/b&gt;&lt;br /&gt;
B4 commette fallo su A4; questo è il 2° fallo di squadra B nel periodo. L’arbitro commette un errore concedendo 
  due tiri liberi, non dovuti, a A4. Dopo l’ultimo tiro libero, realizzato, il gioco continua ed il cronometro di gara 
  parte. B5 riceve la palla, palleggia e segna.&lt;br /&gt;
L’errore è scoperto:&lt;br /&gt;
(a) Prima&lt;br /&gt;
(b) Dopo&lt;br /&gt;
che la palla sia stata messa a disposizione del giocatore della squadra A per la rimessa dal fondo&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
Il canestro di B5 è valido.&lt;br /&gt;
In (a), qualunque tiro libero realizzato deve essere cancellato. L’errore è ancora correggibile e alla squadra A
  sarà concessa la palla per una rimessa dalla linea di fondo, dove il gioco era stato fermato per correggere
  l’errore.&lt;br /&gt;
In (b), l’errore non è più correggibile e la gara deve continuare.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 2&lt;/span&gt;&lt;br /&gt;
Se l’errore consiste in un giocatore sbagliato che effettua il tiro(i) libero(i), il tiro libero(i) eseguito come risultato
  dell’errore deve essere cancellato(i). La palla deve essere concessa alla squadra avversaria per una rimessa 
  laterale all’altezza della linea di tiro libero estesa. Se il gioco è stato ripreso, dal punto in cui il gioco è stato interrotto, la palla deve essere concessa agli avversari per una rimessa, a meno che non ci siano da
  amministrare sanzioni per ulteriori infrazioni.&lt;br /&gt;
Se l’arbitro si accorge che un giocatore sbagliato ha l’intenzione di effettuare un tiro libero(i), e ciò viene
  dall’arbitro realizzato prima che la palla abbia lasciato le mani del tiratore per il primo o unico tiro libero, egli
  deve immediatamente essere sostituito con il giocatore corretto, senza alcuna sanzione.&lt;br /&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Esempio 1:&lt;/b&gt;&lt;br /&gt;
B4 commette fallo su A4 e questo è il 6° fallo della squadra B. A4 ha diritto a due tiri liberi. Invece di A4, è A5
  che effettua i due tiri liberi. L’errore è scoperto:&lt;br /&gt;
(a) Prima che la palla abbia lasciato le mani di A5 per il primo tiro libero.&lt;br /&gt;
(b) Dopo che la palla ha lasciato le mani di A5 per il primo tiro libero.&lt;br /&gt;
(c) Dopo l’effettuazione e realizzazione del secondo tiro libero.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
In (a), l’errore è immediatamente corretto e A4 viene invitato ad effettuare i due tiri liberi, senza alcuna
  sanzione per la squadra A.&lt;br /&gt;
In (b) e (c), i due tiri liberi vengono cancellati ed il gioco riprenderà con una rimessa laterale per la squadra B
  dalla linea di tiro libero estesa.&lt;br /&gt;
La stessa procedura sarà applicata nel caso il fallo di B4 sia antisportivo. In questo caso, anche il diritto al
  possesso di palla facente parte della sanzione sarà cancellata ed il gioco riprenderà con una rimessa per la
  squadra B dalla linea centrale estesa.&lt;br /&gt;
&lt;b&gt;Esempio 2:&lt;/b&gt;&lt;br /&gt;
B4 commette fallo su A4 in atto di tiro, seguito da un fallo tecnico all’allenatore B. Invece di A4, è A5 che
  effettua tutti i quattro tiri liberi. L’errore viene scoperto prima che la palla abbia lasciato le mani del giocatore
  della squadra A per la rimessa in gioco, facente parte della sanzione del fallo tecnico.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
I due tiri liberi di A5 che dovevano essere eseguiti da A4 vengono annullati ed il gioco riprenderà con una
  rimessa per la squadra A dalla linea centrale estesa, opposta al tavolo.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 3&lt;/span&gt;&lt;br /&gt;
Dopo che un errore sia stato corretto, il gioco deve essere ripreso dal punto dell’interruzione per la correzione, a
  meno che la correzione non includa la concessione di tiri liberi(o) dovuti e:&lt;br /&gt;
(a) Se non si è verificato un cambio di possesso della palla dal momento in cui è stato commesso l’errore, il
  gioco deve essere ripreso come dopo un normale tiro libero(i).&lt;br /&gt;
(b) Se non si è verificato un cambio di possesso della palla dal momento in cui è stato commesso l’errore e
  la stessa squadra realizza un canestro, l’errore sarà ignorato ed il gioco ripreso come dopo un normale
  canestro su azione.&lt;br /&gt;
&lt;b&gt;Esempio 1:&lt;/b&gt;&lt;br /&gt;
B4 commette fallo su A4 e questo è il 5° fallo della squadra B. Erroneamente, non vengono concessi i due tiri
  liberi, bensì una rimessa. A5 palleggia, quando B5 devia la palla nel fuori campo. L’allenatore A chiede una
  sospensione. Durante la sospensione, gli arbitri si accorgono dell’errore o la loro attenzione viene richiamata sul
  fatto che A4 avrebbe dovuto effettuare due tiri liberi.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
A4 dovrà effettuare i due tiri liberi e la gara continuerà normalmente come dopo qualsiasi tiro libero.&lt;br /&gt;
&lt;b&gt;Esempio 2:&lt;/b&gt;&lt;br /&gt;
B4 commette fallo su A4 e questo è il 5° fallo della squadra B. Erroneamente, ad A4 non vengono concessi i due
  tiri liberi, bensì una rimessa. Dopo la rimessa, A5 tenta un tiro a canestro, ma subisce fallo da B4 e gli vengono
  concessi due tiri liberi. Durante la sospensione, gli arbitri riconoscono l’errore o la loro attenzione viene
  richiamata sul fatto che A4 avrebbe dovuto effettuare due tiri liberi.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
A4 dovrà effettuare due tiri liberi senza alcun giocatore negli spazi per il rimbalzo. Poi A5 dovrà effettuare due
  tiri liberi e la gara continuerà normalmente come dopo qualsiasi tiro libero.&lt;br /&gt;
&lt;b&gt;Esempio 3:&lt;/b&gt;&lt;br /&gt;
B4 commette fallo su A4 e questo è il 5° fallo della squadra B. Erroneamente, ad A4 non vengono concessi i due
  tiri liberi, bensì una rimessa. Dopo la rimessa in gioco, A5 tira a canestro e realizza. Prima che la palla diventi
  nuovamente viva, gli arbitri riconoscono l’errore.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
L’errore verrà ignorato ed il gioco continuerà normalmente come dopo un canestro realizzato.</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/386144287257602629/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/10/errori-correggibili-precisazioni.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/386144287257602629'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/386144287257602629'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/10/errori-correggibili-precisazioni.html' title='Errori correggibili: precisazioni'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-6911368477035344988</id><published>2010-10-10T17:00:00.000+02:00</published><updated>2010-10-10T17:00:03.378+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="8 secondi"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole FIBA 2010"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole Ufficiali 2010"/><title type='text'>Otto secondi: precisazioni e novità</title><content type='html'>&lt;b&gt;&lt;u&gt;Art. 28&lt;/u&gt; Otto secondi&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 1&lt;/span&gt;&lt;br /&gt;
L&#39;applicazione di questa regola si basa solamente sul conteggio individuale degli otto secondi da parte di un
  arbitro. Nel caso si verifichi una discrepanza tra il numero dei secondi conteggiati dall&#39;arbitro e quelli mostrati 
  dall&#39;apparecchio dei 24”, la decisione dell&#39;arbitro deve avere la precedenza.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 2&lt;/span&gt;&lt;br /&gt;
Il conteggio degli otto secondi nella zona di difesa viene fermato a causa di una situazione di salto a due. Se la
  risultante rimessa per possesso alternato viene assegnata alla squadra che era in controllo della palla, quella
  squadra avrà a disposizione solo il tempo rimanente del periodo degli otto secondi.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 3&lt;/span&gt;&lt;br /&gt;
Durante un palleggio dalla zona di difesa alla zona d’attacco, la palla è considerata pervenuta in zona d’attacco
  quando ambedue i piedi del palleggiatore e la palla sono a contatto con la zona d’attacco.</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/6911368477035344988/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/10/otto-secondi-precisazioni-e-novita.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/6911368477035344988'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/6911368477035344988'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/10/otto-secondi-precisazioni-e-novita.html' title='Otto secondi: precisazioni e novità'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-7430893917958323185</id><published>2010-10-04T11:00:00.001+02:00</published><updated>2012-06-20T12:21:51.378+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="gittata"/><category scheme="http://www.blogger.com/atom/ns#" term="gomito"/><category scheme="http://www.blogger.com/atom/ns#" term="mano di spinta"/><category scheme="http://www.blogger.com/atom/ns#" term="Modello tecnico"/><category scheme="http://www.blogger.com/atom/ns#" term="piano del tiro"/><category scheme="http://www.blogger.com/atom/ns#" term="precisione di tiro"/><category scheme="http://www.blogger.com/atom/ns#" term="presa"/><category scheme="http://www.blogger.com/atom/ns#" term="stabilità"/><category scheme="http://www.blogger.com/atom/ns#" term="Tiro"/><category scheme="http://www.blogger.com/atom/ns#" term="velocità d’uscita"/><title type='text'>Tiro: modello tecnico (seconda parte) (modificato)</title><content type='html'>&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL0OLU3pHn5aiF_iqpAe5DMAy9yjVEJHeAemVeZtW_0qH1H_lDM9fTCaHHKxB6Zj-PEETPPWtZZCosSVt0fbCLGjpye5Nq0sq-3mZ80HS9JaencpZreiHH8TstefiIS3gvOKNtKqCnJf5C/s1600/Gomito-Polso-Palla.png&quot; style=&quot;clear: right; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL0OLU3pHn5aiF_iqpAe5DMAy9yjVEJHeAemVeZtW_0qH1H_lDM9fTCaHHKxB6Zj-PEETPPWtZZCosSVt0fbCLGjpye5Nq0sq-3mZ80HS9JaencpZreiHH8TstefiIS3gvOKNtKqCnJf5C/s320/Gomito-Polso-Palla.png&quot; width=&quot;193&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; font-size: x-small;&quot;&gt;Figura 1&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Finendo di analizzare il modello tecnico del tiro (&lt;/span&gt;&lt;a href=&quot;http://mybasketcoach.blogspot.com/2010/09/tiro-modello-tecnico-prima-parte.html#links&quot; style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;vedi parte prima&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;),
 Guardando ora la parte superiore del corpo, un ruolo molto importante 
l’ha la &lt;b&gt;mano di spinta&lt;/b&gt; (quella cioè che tira): oltre ad essere l’unica 
mano che realmente spingerà la palla, sarà quella che ha il compito di 
&lt;u&gt;sorreggerla&lt;/u&gt;, di darle &lt;u&gt;stabilità &lt;/u&gt;e &lt;u&gt;precisione nel lancio&lt;/u&gt;. Per riuscire in questo, il
 polso sarà piegato in modo che, pur avendo l’avambraccio lungo la 
verticale, la mano rappresenterà un piano orizzontale d’appoggio per la 
palla; idealmente diremo che tra avambraccio e polso c’è un angolo di 
90° (fig. 1).&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;La posizione del &lt;b&gt;gomito&lt;/b&gt;,
 situato sotto la mano di spinta, andrà collocato frontalmente al petto.
 Questa posizione permette, nell’estensione di braccio e avambraccio 
(verso l’alto), di sviluppare un movimento lungo una retta verticale, 
contenuta nel &lt;b&gt;piano di tiro&lt;/b&gt; (giallo in figura 2) perpendicolare al canestro.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;data:image/png;base64,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&quot; style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; margin-left: auto; margin-right: auto;&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Figura 2&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;i&gt;&lt;b&gt;Disposizione ideale&lt;/b&gt;&lt;/i&gt; della fase iniziale (statica): &lt;/span&gt;&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;b&gt;lateralmente&lt;/b&gt;: mettere il braccio parallelo al suolo e l’avambraccio verticale, quindi tra i due ci sarà un angolo approssimativo di 90°; &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;b&gt;frontalmente&lt;/b&gt;: allineamento palla-gomito-fianco-ginocchio-piede. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuo0-I_8Gc5tuOC-h9rNXydDnwPullVAqT6VaVBUQyaNuDlYQmfC2HVZoMg1hyl6tJou7c1nzwFzpQ7S_yHUTnDtIFh-l75L25ORw9IY6Qf1qU_PSd_zdAPOAo34lMT3PuX_sh79nXV2I0/s1600/PosizionamentoBase_Frontale.png&quot; style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuo0-I_8Gc5tuOC-h9rNXydDnwPullVAqT6VaVBUQyaNuDlYQmfC2HVZoMg1hyl6tJou7c1nzwFzpQ7S_yHUTnDtIFh-l75L25ORw9IY6Qf1qU_PSd_zdAPOAo34lMT3PuX_sh79nXV2I0/s400/PosizionamentoBase_Frontale.png&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJZFXRxmPuNwx-KiUqD-9qeMLEsAV-c5Dc9sbGbZZHO2m_BPg9_Mxrq5Qm2DbHT-YfVJ1gqCbdChnwGyv876CPF6ubJw_ueJfQR9Xafll-Xg9ofVlCdBt1iAqmiRtjZ69mImZKjC2dOuUt/s1600/PosizionamentoBase_Laterale.png&quot; style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJZFXRxmPuNwx-KiUqD-9qeMLEsAV-c5Dc9sbGbZZHO2m_BPg9_Mxrq5Qm2DbHT-YfVJ1gqCbdChnwGyv876CPF6ubJw_ueJfQR9Xafll-Xg9ofVlCdBt1iAqmiRtjZ69mImZKjC2dOuUt/s400/PosizionamentoBase_Laterale.png&quot; /&gt;&lt;/a&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Dalla disposizione iniziale (immagini sopra), l’esecuzione del tiro avverrà in due momenti concatenati e fluidi: &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;/span&gt;&lt;ol&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Distensione contemporanea di gambe e braccia;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Azione di caviglie e polso (frustata). &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;L’obiettivo principale e decisivo è quello di attribuire alla palla la necessaria &lt;b&gt;velocità d’uscita&lt;/b&gt;
 dalla mano di spinta. E’ evidente quindi che tutti i movimenti, prima 
descritti, debbano essere eseguiti per sfruttare al meglio gli sforzi. A
 parità di forza muscolare, una maggiore velocità d’uscita della palla: 
consente una “gittata” amplia.&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt; La &lt;b&gt;distensione &lt;/b&gt;dell’avambraccio,
 avverrà portandolo lungo la verticale, restando sul lato da dove ha 
avuto origine il movimento. Tornando un attimo, su quanto detto prima a 
proposito della velocità d’uscita della palla, è importante anche il 
punto di partenza (momento in cui si inizia a spingere la palla dal 
basso verso l’alto). Se la posizione iniziale del gomito è più alta 
della spalla, sarà più corto lo spostamento eseguito, quindi inferiore 
il tempo in cui applichiamo la forza delle braccia, quindi meno velocità
 finale (per via dell’accelerazione contenuta nella forza). Quest’ultimo
 aspetto giustifica per quale motivo i bambini o i ragazzi poco 
sviluppati, hanno bisogno di partire da molto più in basso degli adulti 
per arrivare a canestro. Spesso vedremo che partiranno a tirare col 
gomito molto più basso della spalla.&lt;/span&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;/span&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;&quot; style=&quot;clear: left; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; font-size: x-small;&quot;&gt;Figura 3&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Altro
 elemento importante per conferire alla palla la giusta parabola, sarà 
la necessità d’avere, fino all’ultimo istante prima del rilascio, il &lt;b&gt;polso piegato&lt;/b&gt;
 (polso “CARICO”) (fig.3),  cosi da mantenere la risultante delle spinte
 (idealmente passante attraverso la mano) con direzione univoca &lt;b&gt;verso l’alto&lt;/b&gt;.
 E’ ormai luogo comune attribuire ad una buona spinta una vistosa 
rotazione della palla: questo perché se il polso è lasciato libero di 
muoversi, per effetto di un movimento rapido del braccio, il polso 
fletterà in maniera quasi naturale, conferendo quindi rotazione e la 
direzione voluta alla palla.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;&quot; style=&quot;clear: right; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; font-size: x-small;&quot;&gt;Figura 4&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Parlando
 ora di precisione ritengo importanti due aspetti, il primo associato 
all’uso della mano d’appoggio e a quali dita si staccano per ultime 
dalla palla. L’unico compito della mano d’appoggio è di permettere 
rapidi e sicuri spostamenti della palla, ma poi questa non dovrà in 
alcun modo contribuire, o meglio ancora interferire, nell’azione finale 
di rilascio: la sua posizione, rispetto alla palla, dovrà essere a lato 
della stessa (fig. 3). In caso di posizione avanzata, rispetto la palla,
 la mano d’appoggio interferirebbe creando una resistenza (fig. 4), 
mentre nel caso di posizione arretrata il rischio è di spingere 
ulteriormente interferendo con la precisione del tiro (fig. 5).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;&quot; style=&quot;clear: left; font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; font-size: x-small;&quot;&gt;Figura 5&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Ritengo
 che anche l’angolo di appoggio della mano, rispetto alla palla e alla 
verticale, può contribuire a eseguire un complessivo movimento più 
efficace. Dita della mano d’appoggio rivolte verso l’alto, permetteranno
 uno scorrimento della palla senza applicare resistenze laterali (fig. 
3). Questa posizione, inoltre, consentirà un angolo tra braccio e 
avambraccio complessivamente più delicato è meno incidente lungo la 
direzione trasversale alla palla. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
 &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;La
 precisione attribuibile alla mano di spinta, non è solo riconducibile 
alla stabilità della palla, ma anche all’indirizzamento che ne viene 
negli ultimi attimi prima del distacco. Immaginando di aprire la mano, 
in modo da sostenere la palla, la parte centrale della stessa è 
rappresentata dal dito indice. Il dito indice è il dito perpendicolare 
al piano d’appoggio della mano e naturale prolungamento 
dell’avambraccio. Quindi se l’ultimo polpastrello che tocca la palla è 
del dito medio (anche indice e medio se si preferisce), la precisione 
sarà elevata poichè è componente del piano di tiro (fig.2).&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;   &lt;br /&gt;
&lt;a href=&quot;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/a&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot; /&gt;&lt;/span&gt;&lt;br /&gt;

&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; font-size: small;&quot;&gt;Nel
 lavoro in palestra, iniziando con lapratica...è importante, all&#39;inizio,
  adottare posizioni curate in modo quasi statico, con i piedi a terra, 
le gambe basse, il busto rigido e in avanti, con le spalle che sono 
sulla verticale delle ginocchia (ricordiamo che il baricentro deve 
cadere sull’area d’appoggio), braccio in posizione orizzontale e 
conseguente allineamento palla – polso – gomito – ginocchio – piede. 
Quando abbiamo curato questa posizione si eseguirà il tiro, con un unico
 movimento fluido: partendo dalla distensione simultanea delle gambe e 
braccia verso l’alto e quindi, terminando, con l’uso congiunto delle 
caviglie e del polso della mano di spinta (movimento “frusta”). Una 
volta raggiunta la giusta armonia dei movimenti che permettono una 
sufficiente velocità d’uscita della palla, si inseriranno, 
progressivamente, movimenti ulteriori di posizionamento dinamico dei 
piedi, di arresto e di palleggio. Il tutto fino ad ottenere arresti e 
tiri da palleggio o da ricezione, con velocità di corsa sempre più 
elevata (comunque adeguati alle potenzialità atletiche dei giocatori), 
oltre ad angoli d’arresto e tiro più acuti, rispetto al canestro. &lt;/span&gt;&lt;br /&gt;
  &lt;br /&gt;
  &lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; font-size: small;&quot;&gt;Come
 detto all’inizio, il modello proposto rappresenta un mezzo di 
introduzione e correzione di un gesto complesso, ma che rappresenta solo
 una parte di un movimento più complesso e molto vario; questo per la 
diversa origine dalla quale può nascere il tiro: scarico, arresto in 
corsa, arresto dal palleggio. Imprescindibile è creare armonia tra i 
movimenti del tiro con quelli precedenti. Elevata ripetitività, in 
differenti situazioni, aiuteranno a “naturalizzare” i movimenti chiave; 
anche per “stabilizzare” la presa con la quale sistemare la palla tra 
mano di spinta e di appoggio. &lt;/span&gt;&lt;br /&gt;
  &lt;br /&gt;
  &lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif; font-size: small;&quot;&gt;Concludendo,
 modello a parte, il tiro è un fondamentale che deve essere 
continuamente allenato a causa dell’alta precisione richiesta; 
determinante quindi trovare confidenza e naturalezza.&lt;/span&gt;&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;Ringraziamenti: Prof. Colli Roberto, Gennaro Boccia&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/7430893917958323185/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/10/tiro-modello-tecnico-seconda-parte.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/7430893917958323185'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/7430893917958323185'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/10/tiro-modello-tecnico-seconda-parte.html' title='Tiro: modello tecnico (seconda parte) (modificato)'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL0OLU3pHn5aiF_iqpAe5DMAy9yjVEJHeAemVeZtW_0qH1H_lDM9fTCaHHKxB6Zj-PEETPPWtZZCosSVt0fbCLGjpye5Nq0sq-3mZ80HS9JaencpZreiHH8TstefiIS3gvOKNtKqCnJf5C/s72-c/Gomito-Polso-Palla.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-3200878723787434598</id><published>2010-10-01T15:50:00.000+02:00</published><updated>2010-10-01T15:50:00.263+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Fallo antisportivo"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole FIBA 2010"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole Ufficiali 2010"/><title type='text'>Fallo antisportivo negli ultimi minuti di un incontro: precisazioni e chiarimenti</title><content type='html'>&lt;div style=&quot;font-family: inherit;&quot;&gt;
&lt;b&gt;&lt;u&gt;Art. 36&lt;/u&gt; Fallo antisportivo&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: inherit;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;font-family: inherit;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Precisazione 1&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Durante gli ultimi due minuti del quarto periodo o tempo supplementare, &lt;u&gt;la palla è nel fuori campo per unarimessa in gioco&lt;/u&gt; ed è ancora nelle mani dell’arbitro oppure è già a disposizione del giocatore incaricato della&lt;/span&gt; &lt;span style=&quot;font-family: inherit;&quot;&gt;rimessa. Se in quel momento un giocatore difensore sul terreno di gioco provoca un contatto con un giocatore&lt;/span&gt; &lt;span style=&quot;font-family: inherit;&quot;&gt;della squadra in attacco anche lui sul terreno ed il fallo viene fischiato, questo deve essere giudicato&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;antisportivo.&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Esempio 1:&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;Con 0:53 da giocare nell’ultimo minuto della gara, A4 ha la palla tra le mani oppure a sua disposizione per&amp;nbsp; una&lt;/span&gt; &lt;span style=&quot;font-family: inherit;&quot;&gt;rimessa in gioco, quando B5 provoca un contatto sul terreno di gioco ed un fallo è fischiato contro B5.&lt;/span&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Interpretazione:&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;E’ evidente che B5 non ha fatto alcun tentativo per giocare la palla ed ha acquisito un vantaggio nel non far&lt;/span&gt; &lt;span style=&quot;font-family: inherit;&quot;&gt;ripartire il cronometro di gara. Un fallo antisportivo deve essere sanzionato, senza che un richiamo debba essere&lt;/span&gt; &lt;span style=&quot;font-family: inherit;&quot;&gt;proposto.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Esempio 2:&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;Con 0:53 da giocare nell’ultimo minuto della gara, &lt;u&gt;A4 ha la palla tra le mani&lt;/u&gt; oppure a sua disposizione per una&lt;/span&gt; &lt;span style=&quot;font-family: inherit;&quot;&gt;rimessa in gioco, quando A5 provoca un contatto con B5 sul terreno di gioco ed un fallo è fischiato contro A5.&lt;/span&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Interpretazione:&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;A5 non ha acquisito alcun vantaggio nel commettere un fallo. Un fallo personale è fischiato contro A5, a meno&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;che non si tratti di contatto duro che possa essere considerato antisportivo. Alla squadra B sarà assegnata la&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;palla per una rimessa in gioco dal punto più vicino a dove si è verificata l’infrazione.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Precisazione 2&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Nell’ultimo(i) minuto(i) di una partita tirata, dopo che la palla ha lasciato le mani del giocatore incaricato della&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;rimessa, un giocatore difensore, al fine di fermare o non far ripartire il cronometro di gara, provoca un &lt;u&gt;contatto&lt;/u&gt;&lt;/span&gt;&lt;u&gt; &lt;/u&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;u&gt;con un attaccante che era sul punto di ricevere o aveva già ricevuto la palla sul terreno di gioco&lt;/u&gt;. Questo&lt;/span&gt; &lt;span style=&quot;font-family: inherit;&quot;&gt;contatto dovrà essere immediatamente fischiato come fallo personale, a meno che non si tratti di un contatto&lt;/span&gt; &lt;span style=&quot;font-family: inherit;&quot;&gt;duro che possa essere considerato antisportivo o da espulsione. Il principio di vantaggio/svantaggio non&lt;/span&gt; &lt;span style=&quot;font-family: inherit;&quot;&gt;dovrà essere applicato.&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Esempio 1:&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;Con 1:02 da giocare nell’ultimo minuto della gara e sul punteggio di A83 – B80, la palla ha lasciato le mani di&lt;/span&gt; &lt;span style=&quot;font-family: inherit;&quot;&gt;A4, incaricato della rimessa, quando B5 provoca un contatto sul terreno di gioco ai danni di A5 che è sul punto&lt;/span&gt; &lt;span style=&quot;font-family: inherit;&quot;&gt;di ricevere la palla. Un fallo è sanzionato contro B5.&lt;/span&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Interpretazione:&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;Un fallo personale sarà fischiato ad A5 immediatamente, a meno che gli arbitri non giudichino che la gravità del&lt;/span&gt; &lt;span style=&quot;font-family: inherit;&quot;&gt;contatto richieda la sanzione di un fallo antisportivo o da espulsione.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Esempio 2:&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;Con 1:02 da giocare nell’ultimo minuto della gara e sul punteggio di A83 – B80, la palla ha lasciato le mani di&lt;/span&gt; &lt;span style=&quot;font-family: inherit;&quot;&gt;A4, incaricato della rimessa, quando A5 provoca un contatto sul terreno di gioco ai danni di B5. Un fallo è&lt;/span&gt; &lt;span style=&quot;font-family: inherit;&quot;&gt;sanzionato contro A5.&lt;/span&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Interpretazione:&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;A5 non ha ottenuto alcun vantaggio nel commettere fallo. Un fallo personale sarà immediatamente fischiato&lt;/span&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt; contro A5, a meno che non si tratti di contatto duro Alla squadra B sarà assegnata la palla per una rimessa in&lt;/span&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt; gioco dal punto più vicino a dove si è verificata l’infrazione.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Esempio 3:&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;Con 1:02 da giocare nell’ultimo minuto della gara e sul punteggio di A83 – B80, la palla ha lasciato le mani di&lt;/span&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt; A4, incaricato della rimessa, quando B5 provoca un contatto ai danni di A5, in una zona del terreno di gioco&lt;/span&gt; &lt;span style=&quot;font-family: inherit;&quot;&gt;diversa da quella dove avviene la rimessa. Un fallo è sanzionato contro B5.&lt;/span&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Interpretazione:&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;Ovviamente, B5 non sta facendo alcun tentativo di giocare la palla ed un vantaggio è stato ottenuto nel non far&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;ripartire il cronometro di gara. Un fallo antisportivo deve essere sanzionato, senza che alcun richiamo debba&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;essere proposto.&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/3200878723787434598/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/10/fallo-antisportivo-negli-ultimi-minuti.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/3200878723787434598'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/3200878723787434598'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/10/fallo-antisportivo-negli-ultimi-minuti.html' title='Fallo antisportivo negli ultimi minuti di un incontro: precisazioni e chiarimenti'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-8957117664285197879</id><published>2010-09-26T17:00:00.001+02:00</published><updated>2012-06-20T12:09:36.217+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="baricentro"/><category scheme="http://www.blogger.com/atom/ns#" term="base d’appoggio"/><category scheme="http://www.blogger.com/atom/ns#" term="mobilità delle caviglie"/><category scheme="http://www.blogger.com/atom/ns#" term="Modello tecnico"/><category scheme="http://www.blogger.com/atom/ns#" term="stabilità"/><category scheme="http://www.blogger.com/atom/ns#" term="Tiro"/><category scheme="http://www.blogger.com/atom/ns#" term="tronco del corpo"/><title type='text'>Tiro: modello tecnico (prima parte) (modificato)</title><content type='html'>&lt;div align=&quot;justify&quot;&gt;
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&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Nella mia esperienza di Settore Giovanile il tiro è certamente il fondamentale cestistico più complesso da eseguire per un giocatore, poiché complessivamente è un movimento (semplificabile nella categoria dei lanci) innaturale, che coinvolge simultaneamente gesti coordinativi e forza. Questi gesti si combineranno contemporaneamente e in successione, con il comune fine di ricavare forza ma anche necessaria precisione, in condizioni di grande dinamismo e di eventuale disequilibrio dovuto a probabili contatti. Indispensabile e necessaria una base di capacità di controllo corporeo e di equilibrio.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Trovo molto utile l’ideazione e sfruttamento di un &lt;b&gt;&lt;i&gt;modello&lt;/i&gt;&lt;/b&gt;, ideato dando forma scritta e grafica, oltre che ad una logica di relazione, a idee e concetti che già utilizzavo. Il modello è un mezzo molto utile nell’interazione col giocatore: per la fase iniziale di addestramento e per la successiva fase di correzione. Credo che il modello &lt;b&gt;non&lt;/b&gt; debba essere utilizzato di rigoroso troppo rigoroso poiché è INDISPENSABILE tenere conto delle differenze antropometriche del giocatore. Il modello che andrò a proporre, valido per qualsiasi categoria. &amp;nbsp;Il modello, quindi, è indicato già per le prime categorie giovanili e per un lavoro di correzione di lacune tecniche pregresse; modello che deve necessariamente subire piccole variazioni per il tiro in sospensione, nelle categorie più grandi.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Nell’analisi del modello ritengo di primaria importanza partire dal punto di contatto tra il giocatore e il piano di gioco, in realtà non è un punto ma una superficie. Quest’area di contatto tra giocatore e piano di gioco si chiamerà &lt;b&gt;&lt;i&gt;base d’appoggio&lt;/i&gt;&lt;/b&gt;. La &lt;i&gt;base d’appoggio&lt;/i&gt; dovrà essere sufficientemente larga, tanto da consentire il compromesso tra stabilità (utile all’equilibrio ottimale) e la possibilità di sviluppare la forza rapida dalle gambe, indispensabile per saltare e contribuire a &lt;i&gt;&quot;lanciare&quot;&lt;/i&gt; la palla in alto con la sufficiente velocità. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;La &lt;i&gt;base d’appoggio&lt;/i&gt; deve consentire &lt;b&gt;&lt;u&gt;stabilità&lt;/u&gt;&lt;/b&gt; attraverso il sostegno a “tutta pianta” dei piedi. Inizialmente il peso del corpo sarà equamente distribuito su tutta la superficie a terra dei piedi. Acquisendo progressiva sensibilità si potrà ridistribuire il peso nella parte anteriore scaricando quella posteriore.&lt;br /&gt;
Attenzione: l’effetto sarà quello d’avere i talloni scarichi e apparentemente sollevati (parliamo di millimetri). Mettersi sulle punte significherebbe avere meno superficie d’appoggio, quindi minor area d’interazione tra il corpo e il pavimento (fig.1).&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%;&quot;&gt;&lt;br clear=&quot;all&quot; style=&quot;page-break-before: always;&quot; /&gt; &lt;/span&gt;  &lt;br /&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimfF_wfckgAfeyU6sz051Km5DEebGfBG0JOeuVEBNTWmuL7b31PTmK0c2Tt2fjiN_cS8iUK0Zh2vHORC952y5t6R2GbemTn8v6fwNQlwzKePsiTYIelSoBsqybURmZHcqRYmCVuVzkP0j4/s1600/Tallone_sollevato.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;299&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimfF_wfckgAfeyU6sz051Km5DEebGfBG0JOeuVEBNTWmuL7b31PTmK0c2Tt2fjiN_cS8iUK0Zh2vHORC952y5t6R2GbemTn8v6fwNQlwzKePsiTYIelSoBsqybURmZHcqRYmCVuVzkP0j4/s320/Tallone_sollevato.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;Figura 1&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Per consentire il piegamento delle gambe è decisiva la &lt;b&gt;&lt;i&gt;mobilità delle&lt;/i&gt;&lt;/b&gt; &lt;b&gt;&lt;i&gt;caviglie&lt;/i&gt;&lt;/b&gt;. Le caviglie devono essere in grado di mantenere l’appoggio orizzontale dei piedi e l’avanzamento delle tibie in avanti, sopra i piedi. In caso di scarsa mobilità articolare delle caviglie, non sarà possibile ridurre l’angolo tra il piede e la caviglia e il risultato sarà o un mancato piegamento delle gambe o ci&amp;nbsp; sarà un adattamento sulle punte (fig. 1); quindi scarsa azione di spinta, riduzione della stabilità ed eccessiva tensione sulle ginocchia.&lt;/span&gt; &lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Oltre alla &lt;i&gt;base d’appoggio&lt;/i&gt; c’è un altro elemento che contribuisce, in modo importante, a dare stabilità al corpo: il &lt;b&gt;&lt;i&gt;baricentro&lt;/i&gt;&lt;/b&gt; &lt;b&gt;&lt;i&gt;basso&lt;/i&gt;&lt;/b&gt;. Per avere il baricentro basso occorre piegare le gambe: quel tanto che basta per consentire il giusto compromesso tra sviluppo di forza muscolare e velocità d’esecuzione.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
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&lt;span style=&quot;font-size: small; height: 100px; left: 0px; margin-left: 9px; margin-top: 79px; position: absolute; width: 49px; z-index: 251704320;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Salendo, il &lt;b&gt;&lt;i&gt;tronco&lt;/i&gt;&lt;/b&gt; dovrà essere sistemato in modo da &lt;b&gt;&lt;u&gt;bilanciare&lt;/u&gt;&lt;/b&gt; il peso della parte alta del corpo, quindi facendo in modo che il baricentro (idealizzato all’altezza dell’ombelico) “risulta”, in direzione verticale, dentro la &lt;i&gt;base d’appoggio&lt;/i&gt;. Come indicazione (non rigorosa quindi) potremmo dire che il tronco sarà parallelo alle tibie. Angoli del tronco troppo vicini alla verticale portano ad assumere posizioni &quot;sedute&quot;. Decisiva, per la trasmissione della forza dalle gambe alla parte superiore del corpo (spalle e braccia), è la “&lt;i&gt;rigidità&lt;/i&gt;” della parte lombare della schiena, interessando quindi, con le corrette curve: &lt;b&gt;&lt;span style=&quot;color: #e36c0a;&quot;&gt;lordosi cervicale&lt;/span&gt;&lt;/b&gt;, &lt;b&gt;&lt;span style=&quot;color: #76923c;&quot;&gt;cifosi dorsale&lt;/span&gt;&lt;/b&gt;, &lt;b&gt;&lt;span style=&quot;color: #95b3d7;&quot;&gt;lordosi lombare&lt;/span&gt;&lt;/b&gt; e &lt;b&gt;&lt;span style=&quot;color: #a6a6a6;&quot;&gt;cifosi sacrale&lt;/span&gt;&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Caviglie – Ginocchia – Anche &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;…insieme…&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Contribuiscono alla &lt;b&gt;&lt;i&gt;stabilità globale&lt;/i&gt;&lt;/b&gt; del corpo.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;hr /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: right;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;i&gt;Ringraziamenti: Prof. Colli Roberto, Gennaro Boccia&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/8957117664285197879/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/09/tiro-modello-tecnico-prima-parte.html#comment-form' title='1 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/8957117664285197879'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/8957117664285197879'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/09/tiro-modello-tecnico-prima-parte.html' title='Tiro: modello tecnico (prima parte) (modificato)'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimfF_wfckgAfeyU6sz051Km5DEebGfBG0JOeuVEBNTWmuL7b31PTmK0c2Tt2fjiN_cS8iUK0Zh2vHORC952y5t6R2GbemTn8v6fwNQlwzKePsiTYIelSoBsqybURmZHcqRYmCVuVzkP0j4/s72-c/Tallone_sollevato.png" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-8458810591352401229</id><published>2010-09-23T17:00:00.001+02:00</published><updated>2010-09-23T17:00:02.298+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="24 secondi"/><category scheme="http://www.blogger.com/atom/ns#" term="approfondimenti"/><category scheme="http://www.blogger.com/atom/ns#" term="precisazioni"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole FIBA 2010"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole Ufficiali 2010"/><title type='text'>Ventiquattro secondi: precisazioni</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 1&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;b&gt;Un tiro a canestro su azione viene effettuato vicino al termine del periodo di ventiquattro secondi ed il segnale
  viene attivato mentre la palla è in aria. Se la palla non colpisce l&#39;anello, si verifica una violazione a meno che gli
  avversari non abbiano guadagnato un chiaro ed immediato controllo della palla. La palla verrà assegnata agli
  avversari per una rimessa dal punto più vicino a quello in cui il gioco è stato fermato dagli arbitri, ma non
  direttamente dietro il tabellone.&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 1:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La palla è in aria per un tiro a canestro di A5 quando viene attivato il segnale dell&#39;apparecchio dei 24”. La palla
  tocca il tabellone e dopo rotola sul terreno, dove viene toccata da B4, poi da A4 e infine controllata da B5.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Questa è una violazione dei ventiquattro secondi, poiché la palla non ha toccato l&#39;anello e dopo non c&#39;è stato un
  immediato e chiaro controllo di palla da parte degli avversari.&lt;/div&gt;
&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 2:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Su un tiro a canestro di A5, la palla tocca il tabellone, ma non tocca l&#39;anello. Sul rimbalzo la palla viene poi
  toccata, ma non controllata, da B5, dopodiché viene controllata da A5. In questo momento viene attivato il
  segnale dell&#39;apparecchio dei 24”.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Si è verificata una violazione dei ventiquattro secondi. Il conteggio dei 24 secondi continua quando sul tiro la
  palla non tocca l&#39;anello e viene in seguito controllata di nuovo da un giocatore della squadra A.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 3:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Alla fine del periodo di ventiquattro secondi, A4 tira a canestro. Il tiro viene stoppato legalmente da B4 e dopo
  viene azionato il segnale dei ventiquattro secondi. Dopo il segnale, B4 commette fallo su A4.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Si è verificata una violazione dei ventiquattro secondi. Il fallo di B4 deve essere ignorato a meno che non sia
  tecnico, antisportivo o da espulsione.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 4:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La palla è in aria per un tiro a canestro di A4 quando viene attivato il segnale dell&#39;apparecchio dei ventiquattro
  secondi. La palla non colpisce l&#39;anello e immediatamente dopo viene fischiata una palla trattenuta tra A5 e B5.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Si è verificata una violazione dei ventiquattro secondi. La squadra B non ha ottenuto un immediato e chiaro
  controllo della palla.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 2&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;b&gt;Se il segnale dei ventiquattro secondi viene attivato in una situazione in cui, a giudizio degli arbitri, gli avversari
  abbiano guadagnato un chiaro ed immediato controllo della palla, il segnale dovrà essere ignorato ed il gioco
  dovrà proseguire.&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Vicino al termine del periodo dei ventiquattro secondi, un passaggio di A4 è mancato da A5 (ambedue i giocatori
  si trovano in zona d’attacco) e la palla rotola in zona di difesa della squadra A. Prima che B4 guadagni il
  controllo della palla con un percorso libero verso canestro, il segnale dei 24 secondi suona.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Se B4 guadagna un chiaro ed immediato controllo della palla, il segnale dovrà essere ignorato ed il gioco
  dovrà proseguire.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 3&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;b&gt;Se viene assegnata una rimessa per possesso alternato alla squadra che aveva il controllo della palla, quella
  squadra avrà a disposizione solo il tempo rimanente del periodo di ventiquattro secondi al momento in cui si è
  verificata la situazione di salto a due.&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 1:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La squadra A ha il controllo della palla con dieci secondi rimanenti nel periodo di ventiquattro secondi, quando si&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
verifica una palla trattenuta. Viene assegnata una rimessa per possesso alternato alla:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(a) Squadra A.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(b) Squadra B.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(a) La squadra A avrà a disposizione solo i dieci secondi rimanenti nel periodo di ventiquattro secondi.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(b) La squadra B avrà a disposizione un nuovo periodo di ventiquattro secondi.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 2:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La squadra A ha il controllo della palla con dieci secondi rimanenti nel periodo di ventiquattro secondi quando la
  palla esce fuori campo. Gli arbitri non riescono a concordare se sia stato A4 o B4 l&#39;ultimo a toccare la palla prima
  che uscisse fuori campo. Viene sanzionata una situazione di salto a due ed assegnata una rimessa per possesso
  alternato alla:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(a) Squadra A.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(b) Squadra B.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(a) La squadra A avrà a disposizione solo i dieci (10) secondi rimanenti nel periodo di ventiquattro secondi.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(b) La squadra B avrà a disposizione un nuovo periodo di ventiquattro (24) secondi.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 4&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;b&gt;Se il gioco viene fermato da un arbitro per un fallo o una violazione (non per essere la palla finita fuori campo)
  commessa dalla squadra non in controllo di palla ed il possesso della palla è assegnato in zona d’attacco alla
  stessa squadra che precedentemente lo deteneva, l’apparecchio dei 24 secondi deve essere resettato come&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;b&gt;segue:&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;b&gt;• Se quattordici (14) secondi o più appaiono sul display dei 24” al momento in cui il gioco viene fermato,
  l’apparecchio dei 24 secondi non sarà resettato, ma continuerà per il tempo residuo.&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;b&gt;• Se tredici (13) secondi o meno appaiono sul display dei 24” al momento in cui il gioco viene fermato,
  l’apparecchio dei 24 secondi sarà resettato a quattordici (14) secondi.&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 1:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
B4 causa una violazione di fuori campo nella zona d’attacco della squadra A. Il display dei 24” indica otto (8)
  secondi.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La squadra A avrà soltanto otto (8) secondi a disposizione sull’apparecchio dei 24 secondi.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 2:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A4 è in palleggio nella sua zona d’attacco e subisce fallo da B4. Questo è il secondo fallo della squadra B nel
  periodo. Il display dei 24” indica tre (3) secondi.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La squadra A avrà quattordici (14) secondi a disposizione sull’apparecchio dei 24 secondi.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 3:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Con quattro (4) secondi residui sull’apparecchio dei 24”, la squadra A è in controllo di palla nella sua zona
  d’attacco, quando:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(a) A4&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(b) B4&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
appare infortunato e gli arbitri interrompono il gioco.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La squadra A avrà&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(a) quattro (4) secondi&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(b) quattordici (14) secondi&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
a disposizione sull’apparecchio dei 24 secondi.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 4:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A4 effettua un tiro a canestro su azione. Mentre la palla è in aria, un doppio fallo viene fischiato contro A5 e B5
  con sei (6) secondi residui sull’apparecchio dei 24”. La palla non entra nel canestro. La freccia di possesso
  alternato è a favore della squadra A.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La squadra A avrà soltanto sei (6) secondi a disposizione sull’apparecchio dei 24 secondi.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 5:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Con cinque (5) secondi residui sull’apparecchio dei 24”, A4 è in palleggio quando viene fischiato un fallo tecnico
  contro B4 seguito da un fallo tecnico a carico dell’allenatore della squadra A.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Dopo la cancellazione delle sanzioni uguali, il gioco sarà ripreso con una rimessa per la squadra A e cinque (5)
  secondi a disposizione sull’apparecchio dei 24 secondi.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 6:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Con&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(a) sedici (16) secondi&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(b) dodici (12) secondi&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
residui sull’apparecchio dei 24”, B4 nella sua zona di difesa deliberatamente calcia la palla con il piede oppure
  colpisce la palla con il pugno.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Violazione della squadra B. Dopo la rimessa in gioco nella propria zona d’attacco la squadra A avrà&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(a) sedici (16) secondi&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(b) quattordici (14) secondi&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
a disposizione sull’apparecchio dei 24 secondi.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 7:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Durante una rimessa in gioco di A7, B4 nella propria zona di difesa mette le braccia al di là della linea
  perimetrale e devia il passaggio con&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(a) diciannove (19) secondi&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(b) undici (11) secondi&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
residui sull’apparecchio dei 24”.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Violazione di B4. Dopo la rimessa in gioco nella propria zona d’attacco la squadra A avrà&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(a) diciannove (19) secondi&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(b) quattordici (14) secondi&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
a disposizione sull’apparecchio dei 24 secondi.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 8:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A4 è in palleggio nella sua zona di attacco, quando B4 commette un fallo antisportivo su A4 con sei (6) secondi
  residui sull’apparecchio dei 24”.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Indipendentemente dalla realizzazione o meno dei tiri liberi, alla squadra A sarà concessa una rimessa in gioco
  dalla linea centrale estesa, opposta al tavolo degli ufficiali di campo. La squadra A avrà a disposizione un nuovo
  periodo di 24 secondi.
  La stessa interpretazione è valida per un fallo tecnico o da espulsione.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Precisazione 5&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Se il gioco viene fermato da un arbitro per una valida ragione non imputabile ad alcuna delle due squadre e se,&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
a giudizio degli arbitri, gli avversari venissero messi in svantaggio, l’apparecchio dei 24 secondi dovrà continuare
  per il tempo residuo al momento dell’interruzione.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 1:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Con 0:25 da giocare nell’ultimo minuto della gara e sul punteggio di A 72 – B 72, la squadra A ottiene il controllo
  della palla e sta palleggiando da venti (20) secondi, quando il gioco viene fermato dagli arbitri poiché:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(a) Il cronometro di gara o l’apparecchio dei 24” non riesce a scorrere o a partire&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(b) Una bottiglia è stata lanciata sul terreno di gioco&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
(c) L’apparecchio dei 24 secondi è stato resettato per errore.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
In tutti i casi il gioco sarà ripreso con una rimessa in gioco per la squadra A e quattro (4) secondi a disposizione
  per il periodo dei ventiquattro secondi. La squadra B verrebbe svantaggiata se il gioco venisse ripreso con un
  nuovo periodo di 24 secondi.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 2:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A seguito di un tiro a canestro su azione di A8, la palla rimbalza sull’anello ed è poi controllata da A5. Nove (9)
  secondi più tardi l’apparecchio dei 24” suona per errore. Gli arbitri interrompono il gioco.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La squadra A in controllo di palla verrebbe svantaggiata se questa fosse una violazione di ventiquattro secondi.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Dopo essersi consultati con il commissario di gara e l’operatore dei 24”, gli arbitri riprendono il gioco con una
  rimessa per la squadra A con quindici (15) secondi residui sull’apparecchio dei 24”.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/8458810591352401229/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/09/ventiquattro-secondi-precisazioni.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/8458810591352401229'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/8458810591352401229'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/09/ventiquattro-secondi-precisazioni.html' title='Ventiquattro secondi: precisazioni'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-8447133558328646426</id><published>2010-09-23T10:16:00.000+02:00</published><updated>2012-06-20T10:16:54.564+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Interferenza sul tiro"/><category scheme="http://www.blogger.com/atom/ns#" term="precisazioni"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole FIBA 2010"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole Ufficiali 2010"/><title type='text'>Interferenza sul tentativo di realizzazione e sul canestro: precisazioni</title><content type='html'>&lt;b&gt;&lt;u&gt;Art. 31&lt;/u&gt; Interferenza sul tentativo di realizzazione e sul canestro&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 1&lt;/span&gt;&lt;br /&gt;
Quando la palla è al di sopra dell&#39;anello durante un tentativo di tiro su azione o di tiro libero, si verifica una
  interferenza se un giocatore attraversa il canestro da sotto e tocca la palla.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Esempio:&lt;/b&gt;&lt;br /&gt;
Durante l&#39;ultimo o unico tiro libero effettuato da A4:&lt;br /&gt;
(a) Prima che la palla abbia toccato l&#39;anello,&lt;br /&gt;
(b) Dopo che la palla ha toccato l’anello ed ha ancora la possibilità di entrare nel canestro,&lt;br /&gt;
B4 attraversa il canestro da sotto e tocca la palla.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
Si è verificata una violazione da parte di B4 per aver toccato la palla illegalmente.&lt;br /&gt;
(a) Un punto verrà assegnato ad A4 ed un fallo tecnico sanzionato a carico di B4.&lt;br /&gt;
(b) Un punto verrà assegnato ad A4, ma nessun fallo tecnico verrà sanzionato a carico di B4.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 2&lt;/span&gt;&lt;br /&gt;
Quando la palla è al di sopra dell&#39;anello durante un passaggio o dopo che abbia toccato l’anello, si verifica una
  violazione per interferenza se un giocatore attraversa il canestro da sotto e tocca la palla.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Esempio:&lt;/b&gt;&lt;br /&gt;
La palla è al di sopra dell&#39;anello, a seguito di un passaggio, quando B4 attraversa il canestro da sotto e tocca la
  palla.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
Si è verificata una violazione per interferenza sul canestro. Alla squadra A verranno assegnati 2 o 3 punti.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 3&lt;/span&gt;&lt;br /&gt;
A seguito dell&#39;ultimo o unico tiro libero e dopo che la palla ha toccato l&#39;anello, il tentativo di realizzazione su tiro
  libero cambia il suo status e diventa un canestro su azione da due punti se la palla viene toccata legalmente da
  un qualunque giocatore prima di entrare nel canestro.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Esempio:&lt;/b&gt;&lt;br /&gt;
Durante un ultimo o unico tiro libero di A4, la palla ha toccato l&#39;anello e vi sta rimbalzando sopra. B4 prova a
  spazzare via la palla, ma questa entra nel canestro.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
Poiché la palla è stata toccata legalmente, il tentativo di realizzazione di tiro libero ha cambiato il suo status e
  verranno assegnati due punti alla squadra A.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 4&lt;/span&gt;&lt;br /&gt;
Se, durante un tentativo di un tiro su azione, un giocatore tocca la palla mentre questa è in parabola
  ascendente, si applicano tutte le restrizioni relative all&#39;interferenza sul canestro e sulla palla.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Esempio:&lt;/b&gt;&lt;br /&gt;
Durante un tiro a canestro su azione, la palla è in aria quando viene toccata in parabola ascendente da B5 (o
  A5). Durante la parabola discendente verso il canestro la palla viene toccata:&lt;br /&gt;
(a) Da A6.&lt;br /&gt;
(b) Da B6.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
Il contatto di B5 (o di A5) con la palla durante la parabola ascendente è legale e non fa cambiare lo status di tiro
  su azione. Comunque, il successivo contatto con la palla in parabola discendente da parte di A6 o B6 è una
  violazione.&lt;br /&gt;
(a) La palla viene assegnata alla squadra B per una rimessa in gioco dalla linea di tiro libero estesa.&lt;br /&gt;
(b) Vengono assegnati due o tre punti alla squadra A.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 5&lt;/span&gt;&lt;br /&gt;
Si verifica una violazione per interferenza se, durante un tiro a canestro su azione, un giocatore provoca una
  vibrazione del tabellone o dell&#39;anello in modo tale che, a giudizio dell&#39;arbitro, venga impedito alla palla di entrare
  nel canestro o ne venga determinata l’entrata.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Esempio:&lt;/b&gt;&lt;br /&gt;
A4 effettua un tiro a canestro da tre punti vicino al fine della gara. Mentre la palla è in aria suona il segnale del
  cronometro di gara per la fine della partita. Dopo il segnale, B4 provoca una vibrazione dell&#39;anello o del
  tabellone e a causa di tale gesto, a giudizio dell&#39;arbitro, viene impedito alla palla l&#39;entrata nel canestro.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
Anche dopo il suono del segnale del cronometro di gara per la fine della partita, la palla rimane viva e quindi si
  verifica una violazione per interferenza. Vengono assegnati tre punti alla squadra A.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Precisazione 6&lt;/span&gt;&lt;br /&gt;
E&#39; considerata interferenza del difensore o dell’attaccante, durante un tiro a canestro su azione, quando un
  giocatore tocca il canestro o il tabellone, mentre la palla è a contatto con l’anello ed ha ancora la possibilità di
  entrare a canestro.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Esempio:&lt;/b&gt;&lt;br /&gt;
Dopo un tiro a canestro da parte di A4, la palla ha rimbalzato sull’anello e poi di nuovo scende sull’anello. La
  palla è ancora a contato con l’anello, quando B4 tocca il canestro o il tabellone.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
Violazione di B4. Le restrizioni relative all’interferenza devono applicarsi fino a che esista la possibilità per la palla
  di entrare nel canestro.</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/8447133558328646426/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/09/interferenza-sul-tentativo-di.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/8447133558328646426'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/8447133558328646426'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/09/interferenza-sul-tentativo-di.html' title='Interferenza sul tentativo di realizzazione e sul canestro: precisazioni'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-2379571424070120184</id><published>2010-09-22T11:16:00.000+02:00</published><updated>2010-09-22T11:16:03.630+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="crisi economica"/><title type='text'>Per risparmiare si punta sui giovani stranieri</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;N&lt;/span&gt;on scoprendo l&#39;acqua calda e parlando di crisi economica radicata anche nello sport, è semplice intuire che certamente quelli meno importanti sono gli sport che ne subiscono maggiormente gli effetti negativi. Il problema non riguarda solo piccole società di quartiere o di qualche piccolo paese, ma si risente ai livelli più alti nazionali e da qualche mese anche nel resto d&#39;Europa. Il meccanismo è semplice: lo sport è sostenuto economicamente dalle aziende, se queste hanno ridotto gli introiti o peggio ancora hanno cessato l’attività, non ci sono i soldi alle società sportive che vivono di sponsorizzazioni.
Voglio proporvi questo articolo letto dal Corriere dello Sport STADIO di oggi come motivo di confronto.&lt;/div&gt;
&lt;blockquote&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Anche i ricchi piangono. In Spagna i club, ad eccezione del Barcellona, hanno ridotto il budget drasticamente, alcuni anche del 50%, a causa delle crisi mondiale. Ovviamente in Italia la situazione è ancora meno allegra. Per combatterla, parecchie squadre hanno deciso di investire all&#39;estero, ingaggiando giovani tra i 16 e i 20 anni che costano molto meno dei coetanei italiani. Politica che perseguono in Legadue anche società solide e ben gestite come Reggio Emilia (il lettone Silins e il ceko Kudlacek già impressionano). L&#39;idea è tutt&#39;altro da disprezzare, in tempi simili. Ma possibile che i baby italiani siano diventati un bene di lusso? Se sì, mettersi tutti d&#39;accordo e trovare una soluzione definitiva non sarebbe poi così diffìcile... (A.B.)

&lt;/div&gt;
&lt;/blockquote&gt;</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/2379571424070120184/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/09/per-risparmiare-si-punta-sui-giovani.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/2379571424070120184'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/2379571424070120184'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/09/per-risparmiare-si-punta-sui-giovani.html' title='Per risparmiare si punta sui giovani stranieri'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-6236593421113469751</id><published>2010-09-20T17:00:00.001+02:00</published><updated>2010-09-20T17:00:07.330+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="no-sfondamento"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole FIBA 2010"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole Ufficiali 2010"/><title type='text'>5 cambiamenti approvati: 2° Approfondimento - Aree dei semicerchi no-sfondamento</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLmdrl4PEhgebO-pqKQWWmGLCa5532SL0RtR1YdWPg4aI9gzah2HPyYCPut4OEHtxnmzfh_riYOdxQfSCGeNkL_NKpncGfcopAfQfoXBsHdO6yRpEciqvdnQ4TrhaU8XpXthk9eBQ3dXv9/s1600/area.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;212&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLmdrl4PEhgebO-pqKQWWmGLCa5532SL0RtR1YdWPg4aI9gzah2HPyYCPut4OEHtxnmzfh_riYOdxQfSCGeNkL_NKpncGfcopAfQfoXBsHdO6yRpEciqvdnQ4TrhaU8XpXthk9eBQ3dXv9/s320/area.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;&lt;u&gt;Art. 33.10&lt;/u&gt; Aree dei semicerchi no-sfondamento&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Il proposito della regola del semicerchio no-sfondamento è quello di non premiare un giocatore difensore cheabbia preso posizione sotto il proprio canestro allo scopo di guadagnare un fallo d’attacco a carico dell’avversarioattaccante che sia in controllo di palla e che stia penetrando a canestro.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Perché la regola del semicerchio no-sfondamento sia applicata:&amp;nbsp;&lt;/div&gt;
&lt;ol&gt;
&lt;li&gt;Il difensore deve avere ambedue i piedi all’interno dell’are del semicerchio. La linea delsemicerchio non è parte dell’area del semicerchio;&lt;/li&gt;
&lt;li&gt;L’attaccante deve penetrare a canestro &lt;b&gt;attraverso &lt;/b&gt;la linea del semicerchio e tentare un tiro a canestro&lt;br /&gt;oppure un passaggio mentre si trova in aria.&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La regola del semicerchio no-sfondamento non deve essere applicata e qualsiasi contatto dovrà essere&lt;br /&gt;
giudicato secondo le normali regole, es. principio del cilindro, principio attacco/difesa:&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;ol&gt;
&lt;li&gt;Per tutte le situazioni di gioco che avvengono all’esterno dell’area del semicerchio no-sfondamento, anche se si sviluppano dallo spazio tra l’area del semicerchio e la linea di fondo;&lt;/li&gt;
&lt;li&gt;Per tutte le situazioni di rimbalzo quando, a seguito di un tiro a canestro, la palla rimbalza e si verifica una situazione di contatto;&lt;/li&gt;
&lt;li&gt;Per qualsiasi uso illegale delle mani, delle braccia, delle gambe o del corpo sia da parte dell’attaccante che del difensore.&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Esempio 1:&lt;/b&gt;&lt;br /&gt;
A4 tenta un tiro in sospensione che inizia all’esterno dell’area del semicerchio e cade addosso a B4 che si trova all’interno dell’area del semicerchio.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
L’azione di A4 è legale poiché viene applicata la regola del semicerchio no-sfondamento.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;b&gt;Esempio 2:&lt;/b&gt;&lt;br /&gt;
A4 è in palleggio lungo la linea di fondo e, dopo aver raggiunto l’area dietro il tabellone, salta diagonalmente oppure all’indietro e cade addosso a B4 che è in posizione legale di difesa all’interno dell’area del&amp;nbsp; semicerchio.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
Fallo d’attacco di A4. La regola del semicerchio no-sfondamento non si applica poiché A4 è entrato nell’area del semicerchio no-sfondamento dal terreno di gioco direttamente dietro il tabellone e la sua linea immaginaria estesa.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;b&gt;Esempio 3:&lt;/b&gt;&lt;br /&gt;
Un tiro a canestro su azione di A4 tocca l’anello e si verifica una situazione di rimbalzo. A5 salta in aria, si impossessa della palla e poi cade addosso a B4 che è in posizione legale di difesa all’interno dell’area del semicerchio.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
Fallo d’attacco di A5. La regola del semicerchio no-sfondamento non si applica.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;b&gt;Esempio 4:&lt;/b&gt;&lt;br /&gt;
A4 penetra a canestro ed è in atto di tiro. Invece di finalizzare il tiro a canestro, A4 passa la palla ad A5 che lo &lt;u&gt;sta seguendo direttamente&lt;/u&gt;. Poi A4 cade addosso a B4 che è all’interno dell’area del semicerchio&amp;nbsp; no-sfondamento.&lt;br /&gt;
Allo stesso tempo B5, con la palla tra le mani, effettua una penetrazione a canestro al fine di realizzare.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
Fallo d’attacco di A4. La regola del semicerchio no-sfondamento non si applica, poiché A4 ha usato&amp;nbsp; illegalmente il proprio corpo per liberare la via del canestro per A5.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;b&gt;Esempio 5:&lt;/b&gt;&lt;br /&gt;
A4 penetra a canestro ed è in atto di tiro. Invece di finalizzare il tiro a canestro, A4 passa la palla ad A5 che è posizionato nell’angolo del terreno di gioco. Poi A4 cade addosso a B4 che è all’interno dell’area del&amp;nbsp; semicerchio no-sfondamento.&lt;br /&gt;
&lt;i&gt;Interpretazione:&lt;/i&gt;&lt;br /&gt;
Azione legale di A4. La regola del semicerchio no-sfondamento viene applicata. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/6236593421113469751/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/09/5-cambiamenti-approvati-2.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/6236593421113469751'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/6236593421113469751'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/09/5-cambiamenti-approvati-2.html' title='5 cambiamenti approvati: 2° Approfondimento - Aree dei semicerchi no-sfondamento'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLmdrl4PEhgebO-pqKQWWmGLCa5532SL0RtR1YdWPg4aI9gzah2HPyYCPut4OEHtxnmzfh_riYOdxQfSCGeNkL_NKpncGfcopAfQfoXBsHdO6yRpEciqvdnQ4TrhaU8XpXthk9eBQ3dXv9/s72-c/area.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-4083226754482097314</id><published>2010-09-20T10:12:00.000+02:00</published><updated>2012-06-20T10:13:28.640+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="distanze"/><category scheme="http://www.blogger.com/atom/ns#" term="geometria"/><category scheme="http://www.blogger.com/atom/ns#" term="Lunetta"/><category scheme="http://www.blogger.com/atom/ns#" term="misure"/><title type='text'>5 cambiamenti approvati: Commento 1°</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2pNcLIjFF7P1QH6geAO_S3DulEby2dKRIDOg_80hntOucoVR2Kfvka4R9ReJYeb3R7CSIZHqjAFDhcHbXNksiq1sCoafY38LV_tmV_ZIVTPGvjS1cvU1DWwNJzlW4mqnErpf3L-kdAdIM/s1600/NuovaLunetta.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2pNcLIjFF7P1QH6geAO_S3DulEby2dKRIDOg_80hntOucoVR2Kfvka4R9ReJYeb3R7CSIZHqjAFDhcHbXNksiq1sCoafY38LV_tmV_ZIVTPGvjS1cvU1DWwNJzlW4mqnErpf3L-kdAdIM/s400/NuovaLunetta.png&quot; width=&quot;371&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;Nuova geometria della lunetta.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Cambiamento interessante, ottimo spunto per portare qualche novità al gioco, per lo meno dal punto di vista coreografico. In termini tecnici e tattici...non è ancora immediato poter trarre conclusioni.&lt;br /&gt;
&lt;i&gt;&lt;b&gt;Il confronto con l&#39;NBA?&lt;/b&gt;&lt;/i&gt; Impossibile al momento...tra l&#39;altro di là c&#39;è la linea del tiro dei tre punti ancor più lontana.&lt;br /&gt;
Una cosa certa è il pesante cambiamento per le casse di tulle società sportive o proprietarie di impianti sportivi. &lt;br /&gt;
&lt;br /&gt;
Intanto facendo due calcoli:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;la superficie della vecchia area&amp;nbsp; trapezoidale è:&lt;br /&gt; [(6,0 + 3,6) / 2] × 5,8 = &lt;b&gt;27,84&lt;/b&gt; m²&lt;/li&gt;
&lt;li&gt;mentre quella della nuova rettangolare è:&lt;br /&gt; 4,9 × 5,8 = &lt;b&gt;28,42&lt;/b&gt; m²&lt;/li&gt;
&lt;/ul&gt;
la differenza tra le due superfici sono &lt;b&gt;58&lt;/b&gt; cm².&lt;br /&gt;
&lt;br /&gt;
Se si analizza la superficie frontale al tabellone dell&#39;Area dei 3&#39;&#39;, quindi da 120 cm dalla linea di fondo, si ha:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt; per la vecchia geometria trapezoidale: [(5,5 + 3,6) / 2] × 4,6 = &lt;b&gt;20,93&lt;/b&gt;
 m²&lt;/li&gt;
&lt;li&gt;mentre per la nuova rettangolare: 4,9 × 4,6 = &lt;b&gt;22,54&lt;/b&gt; m²&lt;/li&gt;
&lt;/ul&gt;
quindi la differenza è&lt;b&gt; 1,61 &lt;/b&gt;m². &lt;br /&gt;
&lt;br /&gt;
Semplice ottenere le superfici dietro il tabellone:&lt;br /&gt;
&lt;ul&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyfYKsv5A0S6x43g9SoT53_23nxHjwnFoj-MR_YRncWLcpOo6f3cL5yQ4RWSpyV4UrnJkUImSePhWttnFnPKM7IXwitLjJ8ftKCi3drraRm83pEwgXmG6PgRLNuBrxlLwlrxxiCQ6inWiA/s1600/Sovrapposizione.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;302&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyfYKsv5A0S6x43g9SoT53_23nxHjwnFoj-MR_YRncWLcpOo6f3cL5yQ4RWSpyV4UrnJkUImSePhWttnFnPKM7IXwitLjJ8ftKCi3drraRm83pEwgXmG6PgRLNuBrxlLwlrxxiCQ6inWiA/s320/Sovrapposizione.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;
&lt;li&gt;geometria trapezoidale: &lt;b&gt;6,9&lt;/b&gt; m²&lt;/li&gt;
&lt;li&gt;geometria rettangolare: &lt;b&gt;5,88&lt;/b&gt; m²&lt;/li&gt;
&lt;/ul&gt;
la cui differenza è:&amp;nbsp; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;-1.02&lt;/b&gt;&lt;/span&gt; m².&lt;br /&gt;
&amp;nbsp; &lt;br /&gt;
Ecco quello che risulta graficamente sovrapponendo le due aree ►►► &lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/4083226754482097314/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/09/5-cambiamenti-approvati-commento-1.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/4083226754482097314'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/4083226754482097314'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/09/5-cambiamenti-approvati-commento-1.html' title='5 cambiamenti approvati: Commento 1°'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2pNcLIjFF7P1QH6geAO_S3DulEby2dKRIDOg_80hntOucoVR2Kfvka4R9ReJYeb3R7CSIZHqjAFDhcHbXNksiq1sCoafY38LV_tmV_ZIVTPGvjS1cvU1DWwNJzlW4mqnErpf3L-kdAdIM/s72-c/NuovaLunetta.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-3365550948187029471</id><published>2010-09-13T10:02:00.002+02:00</published><updated>2012-06-20T10:10:05.833+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Esercizi"/><category scheme="http://www.blogger.com/atom/ns#" term="gioco di squadra"/><category scheme="http://www.blogger.com/atom/ns#" term="passaggio"/><title type='text'>Due semplici giochi per stimolare la collaborazione</title><content type='html'>&lt;span style=&quot;font-size: small;&quot;&gt;Voglio proporre due semplici giochi che permettono, a mio avviso, di stimolare e sviluppare alcuni concetti importanti. Vediamo... &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;I.&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;Uno contro tutti:&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Utilizzando lo spazio del campo di basket,
tutti i giocatori (insieme) saranno impegnati nel l’obiettivo unico di toccare,
con la palla, un giocatore che chiameremo “&lt;b&gt;preda&lt;/b&gt;”
che avrà la possibilità di correre liberamente all’interno dello spazio a
disposizione. Le regole per i &lt;i&gt;cacciatori&lt;/i&gt;
sono:&lt;/span&gt;&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;non
possono muoversi con la palla in mano (escluso l’uso di un piede perno);&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt; &lt;/span&gt;non
possono palleggiare.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;L’unico modo, quindi, è di muovere la palla
attraverso i passaggi e di correre, muovendosi vicino alla “preda”, così da
toccarlo col pallone ricevendo un passaggio. Chi toccherà la &lt;i&gt;preda&lt;/i&gt;, diventerà la nuova &lt;i&gt;preda&lt;/i&gt; (e chi è stato toccato un nuovo &lt;i&gt;cacciatore)&lt;/i&gt;; lancerà la palla in alto
per avere il tempo di scappare. Il fine del gioco è quello di stimolare il
“gioco di squadra” attraverso il comune fine di “cacciare” un giocatore. Per
fare questo è indispensabile usare i passaggi e correre negli spazi, vicino
all’obiettivo da raggiungere. Nella pallacanestro potrà essere l’area o il
canestro, oppure il compagno libero che corre con un vantaggio. Ancora, utilizzo
di frequenti passaggi, per adattare gli spostamenti della palla alla corsa della
“preda”.&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;II.&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;Uno contro tutti:&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;L’obiettivo ora è quello del singolo
giocatore che chiameremo il “cacciatore”, di toccare gli altri. Tutti sono
liberi di correre liberamente per lo spazio a disposizione. Il cacciatore potrà
toccare chiunque non ha il controllo della palla che comunque non potrà
muoversi in palleggio o con la palla in mano. Chi viene toccato senza la palla,
diventerà a sua volta il “cacciatore” e chi tocca diventerà preda.. Il fine del
gioco è ancora quello di stimolare il “gioco di squadra” attraverso il comune
fine di difendersi dal “cacciatore” e per fare questo è indispensabile usare i
passaggi. Altro punto importante è quello di utilizzare frequenti passaggi,
anche corti, per mantenere la palla vicina al cacciatore e rendere vani i suoi
attacchi&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;III.&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;Combinato:&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Partendo dal &lt;b&gt;&lt;i&gt;Tutti contro uno&lt;/i&gt;&lt;/b&gt;, al
segnale dell’allenatore si passa al &lt;b&gt;&lt;i&gt;Uno contro tutti&lt;/i&gt;&lt;/b&gt; e/o viceversa. Fine
del gioco e quello di allenare alla prontezza nel cambio del gioco e di regole,
come poi accade per esempio quando di passa dall’attacco alla difesa e/o
viceversa.&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/3365550948187029471/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/09/due-semplici-giochi-per-stimolare-il.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/3365550948187029471'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/3365550948187029471'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/09/due-semplici-giochi-per-stimolare-il.html' title='Due semplici giochi per stimolare la collaborazione'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-5192996240118085775</id><published>2010-08-25T22:46:00.002+02:00</published><updated>2010-09-20T12:05:41.584+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="aggiornamento"/><category scheme="http://www.blogger.com/atom/ns#" term="crediti"/><category scheme="http://www.blogger.com/atom/ns#" term="PAO"/><title type='text'>PAO PER ALLENATORI E PREPARATORI FISICI (2010-2011)</title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;Il CNA conferma il progetto di aggiornamento, apportando allo stesso alcune modifiche.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
OBIETTIVI&lt;br /&gt;
Il PROGETTO DI AGGIORNAMENTO OBBLIGATORIO (&lt;b&gt;PAO&lt;/b&gt;) ha come obiettivo prioritario quello di dare continuità al percorso formativo, offrendo uno stimolo per il miglioramento personale e, di conseguenza, del movimento nel suo complesso.&lt;br /&gt;
Pertanto la finalità è di invogliare gli allenatori a migliorare le proprie competenze attraverso una costante partecipazione alle attività di aggiornamento.&lt;br /&gt;
&lt;br /&gt;
DURATA DEL PAO&lt;br /&gt;
Il periodo in cui ogni allenatore deve raggiungere i crediti stabiliti è di 11 mesi.&lt;br /&gt;
Il periodo in cui è possibile organizzare eventi di aggiornamento va dal 1° settembre 2010 al 31 luglio 2011.&lt;br /&gt;
&lt;br /&gt;
NUMERO MINIMO DI CREDITI DA ACCUMULARE ANNUALMENTE&lt;br /&gt;
Ciascuna categoria di tesserati CNA dovrà accumulare un numero di crediti, secondo la seguente tabella:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;allievo allenatore: &lt;b&gt;6&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;allenatore di base: &lt;b&gt;6&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;allenatore: &lt;b&gt;5&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;allenatore nazionale: &lt;b&gt;5&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;preparatore fisico: &lt;b&gt;5&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;formatore: &lt;b&gt;6&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Nel caso in cui un preparatore fisico sia anche un allenatore, il numero di crediti da accumulare dipenderà dalla qualifica di allenatore (6 se allievo allenatore o allenatore di base, 5 se allenatore o allenatore nazionale)&lt;br /&gt;
&lt;br /&gt;
SANZIONI E RECUPERO CREDITI&lt;br /&gt;
La mancata acquisizione dei crediti non consentirà il rilascio della tessera gare per la stagione successiva.&lt;br /&gt;
Il recupero dei crediti mancanti potrà avvenire nella stagione sportiva seguente alla stagione in questione, in aggiunta a quelli comunque previsti; in tal modo si potrà riacquisire il diritto alla tessera gare per la stagione seguente.&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Esempio: un “allenatore nazionale” acquisisce 3 crediti nella stagione 2010-2011 e di conseguenza non ottiene la tessera gare per la stagione 2011-2012; nel corso di questo anno sportivo dovrà conseguire, i 2 crediti mancanti della stagione 2010-2011 ed i 5 relativi al 2011-2012, riacquisendo in tal modo il diritto alla tessera gare per la stagione 2012-2013.&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
Il CNA si riserva comunque la possibilità di valutare quei casi eccezionali, previa presentazione da parte del richiedente di documentata motivazione, che possa consentire di acquisire la tessera gara anche senza aver accumulato tutti i crediti previsti. Il provvedimento in merito all’istanza verrà valutato richiedendo anche al Comitato Regionale FIP competente il proprio parere.&lt;br /&gt;
&lt;i&gt;Esempio: un tesserato CNA non ha raggiunto il numero minimo di crediti necessari, per cui decide di inoltrare preventiva istanza al CNA, motivando la propria posizione. Il CNA ricevuta l’istanza provvederà a richiedere al Comitato Regionale FIP competente un parere in merito. Ricevuto il parere da parte del Comitato Regionale FIP, il CNA prenderà i provvedimenti del caso.&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
CATEGORIE ESENTATE&lt;br /&gt;
Sono esentate dall’obbligo dell’aggiornamento le seguenti categorie:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;allenatori benemeriti d’eccellenza;&lt;/li&gt;
&lt;li&gt;allenatori benemeriti;&lt;/li&gt;
&lt;li&gt;allenatori che con autocertificazione dichiarano di avere svolto attività in maniera continuativa (rinnovo tessera gare) per almeno trenta anni;&lt;/li&gt;
&lt;li&gt;allenatori che svolgono la propria attività all’estero (vedi delibera commissariale n.64 – Comunicato Ufficiale n.230 del 6 novembre 2008).&lt;/li&gt;
&lt;li&gt;allenatori che per motivi di lavoro (documentati) hanno risieduto all’estero per un periodo minimo di 5 mesi.&lt;/li&gt;
&lt;/ul&gt;
EVENTI DI AGGIORNAMENTO&lt;br /&gt;
in caso di:&lt;br /&gt;
&lt;i&gt;&lt;b&gt;riunione singola:&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;organizzata dalla Commissione Provinciale o Regionale Allenatori&lt;/li&gt;
&lt;li&gt;organizzata dalla Commissione Provinciale o Regionale Allenatori&lt;/li&gt;
&lt;li&gt;patrocinata dalla Commissione Provinciale o Regionale Allenatori&lt;/li&gt;
&lt;li&gt;qualifica minima del relatore allenatore, preparatore fisico CNA o in possesso di riconosciute specifiche competenze&lt;/li&gt;
&lt;li&gt;durata minima della lezione 60’&lt;/li&gt;
&lt;/ul&gt;
&lt;i&gt;&lt;b&gt;riunione doppia: &lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;organizzata dalla Commissione Provinciale o Regionale Allenatori&lt;/li&gt;
&lt;li&gt;patrocinata dalla Commissione Provinciale o Regionale Allenatori&lt;/li&gt;
&lt;li&gt;qualifica minima dei relatori allenatore, preparatore fisico CNA o in possesso di riconosciute specifiche competenze&lt;/li&gt;
&lt;li&gt;durata minima della singola lezione 60’&lt;/li&gt;
&lt;li&gt;numero di lezioni due nella stessa mezza giornata&lt;/li&gt;
&lt;/ul&gt;
&lt;i&gt;&lt;b&gt;clinic giornaliero:&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;organizzato dalla Commissione Provinciale o Regionale Allenatori&lt;/li&gt;
&lt;li&gt;patrocinato dalla Commissione Provinciale o Regionale Allenatori&lt;/li&gt;
&lt;li&gt;qualifica minima dei relatori allenatore nazionale, preparatore fisico CNA o in possesso di riconosciute specifiche competenze&lt;/li&gt;
&lt;li&gt;durata minima della singola lezione 60’&lt;/li&gt;
&lt;li&gt;numero minimo di lezioni tre da distribuirsi nell’intera giornata (due al mattino ed una al pomeriggio o viceversa)&lt;/li&gt;
&lt;li&gt;obbligo di produzione DVD da far pervenire al CNA entro 30 giorni dall’evento&lt;/li&gt;
&lt;/ul&gt;
&lt;i&gt;&lt;b&gt;clinic due o più giorni:&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;organizzato dalla Commissione Provinciale o Regionale Allenatori&lt;/li&gt;
&lt;li&gt;patrocinato dalla Commissione Provinciale o Regionale Allenatori&lt;/li&gt;
&lt;li&gt;qualifica minima dei relatori allenatore nazionale, preparatore fisico CNA o in possesso di riconosciute specifiche competenze&lt;/li&gt;
&lt;li&gt;durata minima della singola lezione 60’&lt;/li&gt;
&lt;li&gt;numero minimo di lezioni (per almeno un giorno) due, in totale&lt;/li&gt;
&lt;li&gt;obbligo di produzione DVD da far pervenire al CNA entro 30 giorni dall’evento&lt;/li&gt;
&lt;/ul&gt;
&lt;i&gt;&lt;b&gt;clinic nazionale:&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;organizzato dal CNA oppure patrocinato dal CNA;&lt;/li&gt;
&lt;li&gt;qualifica minima dei relatori: allenatore nazionale, preparatore fisico CNA o in possesso di riconosciute specifiche competenze;&lt;/li&gt;
&lt;li&gt;durata minima della singola lezione: 60’;&lt;/li&gt;
&lt;li&gt;numero minimo di lezioni: tre da distribuirsi in una sola giornata (due al mattino ed una al pomeriggio o viceversa);&lt;/li&gt;
&lt;/ul&gt;
&lt;u&gt;Certificazione&lt;/u&gt;: la partecipazione alle attività indicate sarà certificata dal Presidente della Commissione Regionale Allenatori o suo delegato.&lt;br /&gt;
&lt;br /&gt;
ALTRE ATTIVITA’ DI AGGIORNAMENTO ACCREDITABILI&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;Partecipazione all’attività del SSN in qualità di osservatore;&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
Gli allenatori che volessero seguire i raduni del SSN potranno acquisire crediti.&lt;br /&gt;
Il SSN ed il CNA comunicheranno attraverso i propri siti web quali raduni saranno accreditabili ed in che misura.&lt;br /&gt;
Gli allenatori interessati dovranno preventivamente inoltrare al CNA ed al SSN una richiesta di accreditamento per tutta la durata dell’evento.&lt;br /&gt;
&lt;u&gt;Certificazione&lt;/u&gt;: la partecipazione all’attività indicata nel punto sarà certificata dal Presidente della Commissione Regionale Allenatori o suo delegato. Il partecipante dovrà preventivamente inoltrare al CNA una richiesta di accreditamento per tutta la durata dell’evento. Allo scopo il CNA informerà la propria struttura periferica. La Commissione Regionale Allenatori compilerà apposito modulo in cui figurino:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;i&gt;data, orario e luogo di svolgimento del raduno;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;la rappresentativa coinvolta;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;il responsabile tecnico;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;la durata dell’evento.&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;Partecipazione in qualità di allenatore all’attività del PQN e di Azzurrina&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
Gli allenatori che fanno parte del PQN (under 15) e di Azzurrina, in maniera continuativa, potranno acquisire crediti.&lt;br /&gt;
&lt;u&gt;Certificazione&lt;/u&gt;: la partecipazione all’attività indicata nel punto sarà certificata dal Presidente della Commissione Regionale Allenatori o suo delegato. Il partecipante dovrà preventivamente inoltrare al CNA una richiesta di accreditamento per tutta la durata dell’evento. Allo scopo il CNA informerà la propria struttura periferica. La Commissione Regionale Allenatori compilerà apposito modulo in cui figurino:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;i&gt;data, orario e luogo di svolgimento del raduno;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;la rappresentativa coinvolta;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;il responsabile tecnico;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;la durata dell’ impegno.&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;Partecipazione alle riunioni degli arbitri&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
Gli allenatori che parteciperanno alle riunioni pre stagionali degli arbitri potranno acquisire crediti.&lt;br /&gt;
&lt;u&gt;Certificazione&lt;/u&gt;: la partecipazione all’attività indicata nel punto sarà certificata dal Presidente della Commissione Regionale Allenatori o suo delegato. Il partecipante dovrà preventivamente inoltrare al CNA ed al CIA una richiesta di accreditamento per tutta la durata dell’evento. Allo scopo il CNA informerà la propria struttura periferica. La Commissione Regionale Allenatori compilerà apposito modulo in cui figurino:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;i&gt;data, orario e luogo di svolgimento del raduno;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;il gruppo arbitrale coinvolto;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;il responsabile tecnico;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;la durata dell’ evento&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;Partecipazione in qualità di relatore ad eventi di aggiornamento&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;u&gt;Certificazione&lt;/u&gt;: la partecipazione all’attività indicata nel punto sarà certificata dall’organizzatore dell’evento su apposito modulo, su cui saranno indicati:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;i&gt;oggetto dell’evento;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;durata dell’evento;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;nominativo del relatore;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;argomenti trattati nel corso dell’evento.&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;Partecipazione in qualità di docente ai corsi nazionali CNA di formazione&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
Gli allenatori che saranno designati quali docenti ai corsi nazionali CNA di formazione potranno acquisire crediti, come specificato dal successivo punto &lt;i&gt;PROGRAMMA TECNICO&lt;/i&gt;.&lt;br /&gt;
Certificazione: la partecipazione all’attività sarà certificata dal CNA.&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;Partecipazione in qualità di formatore ai corsi allievo allenatore ed allenatore di base&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
I formatori dei corsi allievo allenatore ed allenatore di base potranno acquisire crediti, come specificato dal successivo punto &lt;i&gt;VALORE DEI CREDITI&lt;/i&gt;.&lt;br /&gt;
&lt;u&gt;Certificazione&lt;/u&gt;: la partecipazione all’attività sarà certificata dalla Commissione Provinciale o Regionale.&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;Forum di discussione argomenti tecnici&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
In occasione di ogni singola riunione (durata massima 90’) organizzata dalla Commissione Regionale Allenatori, è possibile prevedere un successivo forum di discussione, riservato soltanto agli Allievi Allenatori ed Allenatori di Base partecipanti all’evento, che avranno dato la disponibilità e comunque non in numero inferiore a 5 e non superiore a 10.&lt;br /&gt;
Sarà data, in ogni caso, priorità ai primi iscritti.&lt;br /&gt;
Il forum sarà coordinato da un moderatore e vi potrà essere, in funzione della disponibilità della location, la possibilità di organizzare più forum.&lt;br /&gt;
I moderatori, dalla cui presenza non si potrà prescindere per rendere attuabile il forum, saranno individuati dal responsabile CNA, fra i partecipanti all’evento.&lt;br /&gt;
Al forum partecipano coloro che al momento dell’accredito si iscrivono, fino ad un massimo di 10 persone.&lt;br /&gt;
A termine della riunione il responsabile CNA comunicherà i componenti i singoli forum, il moderatore ed indicherà la relativa location.&lt;br /&gt;
Il forum avrà la durata di 45’.&lt;br /&gt;
Potranno infine essere accreditate altre attività alle quali il CNA riconosca il valore di aggiornamento.&lt;br /&gt;
&lt;br /&gt;
VALORE DEI CREDITI&lt;br /&gt;
Ad ogni evento saranno assegnati crediti in base alla tipologia dello stesso, con la medesima modalità di cui all’aggiornamento precedente, per cui:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;riunione singola = &lt;b&gt;1&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;riunione doppia = &lt;b&gt;2&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;clinic giornaliero = &lt;b&gt;3&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;clinic due o più giorni = &lt;b&gt;4&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;clinic nazionale = &lt;b&gt;4&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;b&gt;Non vi sono obblighi rispetto al numero degli eventi da organizzare, ai contenuti delle riunioni, alla scelta dei relatori, ai tempi intercorrenti fra una riunione e l’altra o alla distribuzione degli eventi sul territorio (possibili anche più riunioni contemporanee nella stessa città).&lt;br /&gt;Il CNA attiverà un’azione di continuo monitoraggio del territorio, volta al controllo dell’aggiornamento (per quanto attiene sia al numero di eventi sia alla varietà degli stessi), offerto da parte delle proprie strutture periferiche.&lt;/b&gt;&lt;br /&gt;
Al fine di consentire la valutazione dell’evento e la relativa assegnazione dei crediti, le richieste dovranno pervenire al CNA con un anticipo di dieci giorni rispetto alla data dell’evento (&lt;i&gt;ad esempio per una riunione organizzata in data 11, la richiesta deve pervenire entro il giorno 1 dello stesso mese&lt;/i&gt;).&lt;br /&gt;
La partecipazione ai corsi di formazione estivi del CNA non dà diritto a crediti per i partecipanti. Concedono invece n.2 crediti al Capo istruttore, agli Assistenti e ai Relatori esterni.&lt;br /&gt;
Avere svolto il ruolo di formatore ad un corso allievo allenatore o allenatore di base dà diritto a 1 credito.&lt;br /&gt;
Si precisa che non sono cumulabili crediti per avere svolto il ruolo di formatore a più corsi territoriali, avendo diritto al massimo ad 1 credito.&lt;br /&gt;
Allo stesso modo non sono cumulabili crediti per avere svolto sia il ruolo di Capo Istruttore o Assistente o Relatore esterno sia quello di formatore nei corsi territoriali, potendo acquisire, in questo caso, al massimo 2 crediti.&lt;br /&gt;
Per i relatori degli eventi sarà sufficiente la partecipazione a n.2 eventi in qualità di relatore e ad n.1 evento in qualità di uditore, oppure n.1 in qualità di relatore e n.2 in qualità uditore per aver assolto al proprio aggiornamento.&lt;br /&gt;
Il Clinic CNA sarà organizzato a pagamento con quota da definirsi; avrà luogo presumibilmente nel mese di settembre 2011 e concederà n. 4 crediti da conteggiare nel corrente progetto d’aggiornamento, per tutti quegli allenatori che non avessero ancora raggiunto i crediti necessari al momento dell’iscrizione. Mentre per quegli allenatori che al momento dell’iscrizione al Clinic&lt;br /&gt;
avessero già raggiunto i crediti necessari, i crediti acquisiti con la partecipazione al Clinic stesso verranno conteggiati nel successivo progetto d’aggiornamento.&lt;br /&gt;
&lt;br /&gt;
PROGRAMMA TECNICO&lt;br /&gt;
Gli argomenti degli eventi di aggiornamento saranno scelti liberamente dall’ente che organizza, in base alle esigenze tecniche del proprio territorio.&lt;br /&gt;
Sarà comunque opportuno che gli argomenti riguardino sia l’aspetto tecnico/tattico, sia altri aspetti (ad esempio preparazione fisica, metodologia dell’insegnamento, psicologia, alimentazione) che attengono al gioco della pallacanestro ed al suo insegnamento.&lt;br /&gt;
Il CNA valuterà l’argomento ed assegnerà i crediti anche in funzione dello stesso.&lt;br /&gt;
&lt;br /&gt;
SOSPENSIONE DAL RUOLO DI RELATORE&lt;br /&gt;
L’allenatore soggetto a provvedimenti disciplinari nei campionati giovanili non potrà svolgere il ruolo di relatore in eventi di aggiornamento per l’intera stagione; allo stesso modo l’allenatore che in occasione di eventi PAO non avrà un comportamento eticamente corretto (nei confronti della FIP e dei suoi tesserati), potrà essere inibito, dal CNA, dal tenere ulteriori lezioni per l’intera stagione.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;FORMAZIONE ESTIVA DEL CNA&lt;br /&gt;
Gli allenatori che verranno ammessi ai corsi estivi di formazione organizzati dal CNA (Corso Allenatore 1° e 2° anno, Corso Allenatore Nazionale) dovranno aver acquisito il numero minimo di crediti previsti dal PAO 2010-2011 entro la data del 15 giugno 2011. La mancanza di tale requisito determina l’esclusione dal corso stesso.&lt;br /&gt;
&lt;br /&gt;
PAGAMENTO DEGLI EVENTI DI AGGIORNAMENTO&lt;br /&gt;
Se l’aggiornamento è organizzato dalle strutture periferiche del CNA, l’evento dovrà essere in linea di principio a titolo gratuito, con la precisazione che potranno essere organizzati anche eventi a pagamento, per un importo massimo a partecipante non superiore a € 20,00 per ogni singolo evento.&lt;br /&gt;
Si invitano le strutture periferiche del CNA, qualora l’evento sia organizzato a pagamento, a garantire le seguenti caratteristiche minime:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;impianto adeguato con esclusivamente posti a sedere;&lt;/li&gt;
&lt;li&gt;presenza di impianto di amplificazione;&lt;/li&gt;
&lt;li&gt;presenza di impianto di radio-microfono o similare;&lt;/li&gt;
&lt;li&gt;presenza, se richiesta preventivamente dal relatore, di schermo e proiettore di adeguate dimensioni;&lt;/li&gt;
&lt;li&gt;riproduzione dell’evento su supporto magnetico, da consegnare ai partecipanti entro 30 giorni dallo svolgimento dell’evento stesso;&lt;/li&gt;
&lt;li&gt;presenza di dimostratori, se richiesti preventivamente dal relatore;&lt;/li&gt;
&lt;li&gt;obbligo di compenso al relatore;&lt;/li&gt;
&lt;li&gt;obbligo di adeguata pubblicazione sul sito del Comitato Regionale FIP, nell’area geografica in cui l’evento si svolge;&lt;/li&gt;
&lt;li&gt;durata dell’evento: minimo 90 minuti;&lt;/li&gt;
&lt;li&gt;inoltro del supporto magnetico al CNA.&lt;/li&gt;
&lt;/ul&gt;
L’intero introito dell’evento organizzato a pagamento rimane a disposizione della struttura periferica del CNA che lo ha organizzato, con l’avvertenza che il ricavo, al netto delle spese&lt;br /&gt;
sostenute, dovrà contribuire al miglioramento della struttura operativa della Commissione Territoriale CNA interessata.&lt;br /&gt;
&lt;br /&gt;
CASISTICA PARTICOLARE&lt;br /&gt;
Per quei tesserati CNA che da almeno 5 anni consecutivi non abbiano fatto richiesta di tesseramento gare e che, solo ed esclusivamente durante la stagione in corso, richiedono la tessera gare senza aver raggiunto nell’aggiornamento precedente il numero minimo di crediti, la tessera gare verrà concessa solo per l’anno in corso. Tali allenatori per ottenere la tessera gare per l’anno successivo dovranno comunque aver accumulato i crediti previsti nell’anno in corso.&lt;br /&gt;
&lt;br /&gt;
RIMBORSO&lt;br /&gt;
Sarà cura dei Comitati Regionali provvedere al rimborso delle spese vive sostenute dai relatori (rimborso benzina chilometrico e pedaggio autostrada), come è auspicabile venga riconosciuto da ciascun Comitato un compenso agli stessi di € 70,00 al lordo di eventuali ritenute e a seconda dell’inquadramento fiscale di ciascun percipiente.</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/5192996240118085775/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/08/pao-per-allenatori-e-preparatori-fisici.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/5192996240118085775'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/5192996240118085775'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/08/pao-per-allenatori-e-preparatori-fisici.html' title='PAO PER ALLENATORI E PREPARATORI FISICI (2010-2011)'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-6243948761526092458</id><published>2010-08-10T09:02:00.012+02:00</published><updated>2010-09-20T12:10:49.191+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="24 secondi"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole FIBA 2010"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole Ufficiali 2010"/><title type='text'>5 cambiamenti approvati: 1° Approfondimento - Ventiquattro secondi</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.sport-impianti.com/wp-content/gallery/tabelloni-elettronici/4001-indicatore-24-secondi-omologato-lega-pallacanestro.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;289&quot; src=&quot;http://www.sport-impianti.com/wp-content/gallery/tabelloni-elettronici/4001-indicatore-24-secondi-omologato-lega-pallacanestro.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;b&gt;&lt;u&gt;Art. 29&lt;/u&gt; Ventiquattro secondi &lt;/b&gt;&lt;br /&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Per una rimessa da effettuare nella propria metà campo, se richiesto dalle regole di riferimento, il cronometro dei 24 secondi deve essere resettato a 24 sec.&lt;br /&gt;&lt;br /&gt;Per una rimessa da effettuare nella metà campo d’attacco, se richiesto dalle regole di riferimento, il cronometro dei 24 secondi deve essere resettato come segue:&lt;/div&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;Se quando il tempo viene bloccato il display segna 14 sec o più, il cronometro dei 24 non va resettato e deve rimanere com’è;&lt;/li&gt;
&lt;li&gt;Se quando il tempo viene bloccato il display segna 13 sec o meno, il cronometro dei 24 sec. deve essere resettato a 14 sec.&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Cambiamento certamente interessande!!&lt;/span&gt;Quella dei 24&#39;&#39; è la regola cambiata che più 
sostanzaialmente, insieme all&#39;allontanamento della linea dei tiro da tre 
punti, muterà la fisionomia di una partita di Pallacanestro.&lt;br /&gt;
La nuova regola dei 24 secondi porterà ad un numero maggiore di possessi in ogni partita, con la dupplice possibilità d&#39;avere punteggi più alti, ma anche di rendere più incerti i finali di partita punto a punto: &lt;i&gt;&lt;con ...salvo=&quot;&quot; 14=&quot;&quot; 24=&quot;&quot; a=&quot;&quot; ad=&quot;&quot; attacco=&quot;&quot; azzeramento=&quot;&quot; effettuare=&quot;&quot; fino=&quot;&quot; il=&quot;&quot; in=&quot;&quot; la=&quot;&quot; liberi!!!=&quot;&quot; non=&quot;&quot; obbliga=&quot;&quot; si=&quot;&quot; squadra=&quot;&quot; tiri=&quot;&quot; tiro=&quot;&quot; un=&quot;&quot;&gt;&lt;/con&gt;#Una squadra che prima poteva, per effetto dell&#39;azzeramento, disporre di un nuovio periodo di24 sec, con la nuova regola, ne potrà avere al massimo uno da 14 prima di dover fare un tiro. &lt;b&gt;Questa cosa significa che dove prima ci stava un solo possesso, adesso ce ne staranno due&lt;/b&gt;#&lt;/i&gt;.&lt;br /&gt;
&lt;br /&gt;
Leggendo con attenzione le DOA (pag. 96) salta fuori una cosina:&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Chew per i Campionati maschili d’eccellenza Under 19, 17 e 15 si applica la normativa prevista per i Campionati Nazionali con esclusione della normativa FIBA dei 24” in vigore dal corrente anno sportivo.&lt;br /&gt;Per tutti gli altri Campionati Giovanili maschili si procede con l’azzeramento del tempo ad ogni nuova azione di gioco.&lt;br /&gt;Per le fasi Interregionali e Nazionali dei campionati Giovanili maschili si applica la normativa prevista per i Campionati Nazionali con esclusione della normativa FIBA dei 24” in vigore dal corrente anno sportivo. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Quindi attenzione&lt;b&gt;!&lt;/b&gt;!&lt;/span&gt;&lt;b&gt;!...i campionati regionali senior e campionati giovanili non sono soggetti alla variazione della regola dei ventiquattro secondi! &lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/6243948761526092458/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/08/5-cambiamenti-approvati-commento-1.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/6243948761526092458'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/6243948761526092458'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/08/5-cambiamenti-approvati-commento-1.html' title='5 cambiamenti approvati: 1° Approfondimento - Ventiquattro secondi'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-5094561561472410706</id><published>2010-08-09T12:38:00.004+02:00</published><updated>2010-09-20T12:38:50.229+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Campionati Femminili"/><category scheme="http://www.blogger.com/atom/ns#" term="Nazionale"/><category scheme="http://www.blogger.com/atom/ns#" term="Under 18"/><title type='text'>Under 18 femminile, Italia-Spagna 66-61: campione d’Europa!!!</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;a href=&quot;http://www.fip.it/public/italia%20under%2016%20femminile03.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;212&quot; src=&quot;http://www.fip.it/public/italia%20under%2016%20femminile03.jpg&quot; style=&quot;cursor: move;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;La Nazionale Under 18 Femminile&lt;/b&gt;&lt;br /&gt;
4 Francesca Dotto&lt;br /&gt;
5 Debora Carangelo &lt;br /&gt;
6 Lucia Morsiani   &lt;br /&gt;
7 Gaia Gorini   &lt;br /&gt;
8 Chiara Zanin  &lt;br /&gt;
9 Beatrice Carta   &lt;br /&gt;
10 Nene Diene   &lt;br /&gt;
11 Marta Masoni   &lt;br /&gt;
12 Lucia Di Costanzo &lt;br /&gt;
13 Irene Cigliani   &lt;br /&gt;
14 Veronica Dell&#39;Olio  &lt;br /&gt;
15 Clara Salvini&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;b&gt;Lo staff&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
Coach: Giovanni Lucchesi&lt;br /&gt;
Assistente allenatore: Umberto Alliori&lt;br /&gt;
&lt;br /&gt;
&lt;hr /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Proprio una gran bella storia!!!!&lt;/span&gt;&lt;br /&gt;
&lt;i&gt;...leggete &lt;a href=&quot;http://www.fip.it/news.asp?IDNews=2890&quot;&gt;quì&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/a&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Prima fase&lt;/b&gt;&lt;br /&gt;
Italia-Lettonia 65-53;&lt;br /&gt;
Italia-Polonia 70-50;&lt;br /&gt;
Italia-Lituania 72-54&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Seconda fase&lt;/b&gt;&lt;br /&gt;
Italia-Turchia 63-52;&lt;br /&gt;
Italia-Ucraina 81-51;&lt;br /&gt;
Italia-Francia 62-58&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Quarto di finale&lt;/b&gt;&lt;br /&gt;
Italia-Svezia 64-38&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Semifinale&lt;/b&gt;&lt;br /&gt;
Italia-Francia 55-50&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Finale&lt;/b&gt;&lt;br /&gt;
Italia-Spagna 66-61</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/5094561561472410706/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/08/under-18-femminile-italia-spagna-66-61.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/5094561561472410706'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/5094561561472410706'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/08/under-18-femminile-italia-spagna-66-61.html' title='Under 18 femminile, Italia-Spagna 66-61: campione d’Europa!!!'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-2933864486323321274</id><published>2010-08-09T12:22:00.003+02:00</published><updated>2010-08-15T16:41:06.057+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Calendario"/><category scheme="http://www.blogger.com/atom/ns#" term="Serie A"/><category scheme="http://www.blogger.com/atom/ns#" term="Virtus Bologna"/><title type='text'>CALENDARIO SERIE A (a.s. 2010/11)</title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;GIRONE DI ANDATA &lt;/span&gt;&lt;br /&gt;
&lt;b&gt;1° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 17/10/2010 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Pepsi Caserta - Angelico Biella &lt;br /&gt;
Canadian Solar Bologna - Bennet Cantù &lt;br /&gt;
Sutor Montegranaro - Dinamo Sassari &lt;br /&gt;
Virtus Roma - Enel Brindisi &lt;br /&gt;
Benetton Treviso - Air Avellino &lt;br /&gt;
Banca Tercas Teramo - Armani Jeans Milano &lt;br /&gt;
Cimberio Varese - Scavolini-Siviglia Style Pesaro &lt;br /&gt;
Vanoli Cremona - Montepaschi Siena &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;2° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 24/10/2010 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Montepaschi Siena - Sutor Montegranaro &lt;br /&gt;
Armani Jeans Milano - Benetton Treviso &lt;br /&gt;
Bennet Cantù - Vanoli Cremona &lt;br /&gt;
Air Avellino - Cimberio Varese &lt;br /&gt;
Scavolini-Siviglia Style Pesaro - Virtus Roma &lt;br /&gt;
Angelico Biella - Banca Tercas Teramo &lt;br /&gt;
Enel Brindisi - Canadian Solar Bologna &lt;br /&gt;
Dinamo Sassari - Pepsi Caserta &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;3° GIORNATA&lt;/b&gt; &lt;br /&gt;
&lt;i&gt;Domenica 31/10/2010 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Pepsi Caserta - Scavolini-Siviglia Style Pesaro &lt;br /&gt;
Canadian Solar Bologna - Air Avellino &lt;br /&gt;
Sutor Montegranaro - Benetton Treviso &lt;br /&gt;
Virtus Roma - Bennet Cantù &lt;br /&gt;
Banca Tercas Teramo - Dinamo Sassari &lt;br /&gt;
Cimberio Varese - Montepaschi Siena &lt;br /&gt;
Angelico Biella - Armani Jeans Milano &lt;br /&gt;
Enel Brindisi - Vanoli Cremona &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;4° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 7/11/2010 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Montepaschi Siena - Pepsi Caserta &lt;br /&gt;
Armani Jeans Milano - Enel Brindisi &lt;br /&gt;
Bennet Cantù - Banca Tercas Teramo &lt;br /&gt;
Benetton Treviso - Cimberio Varese &lt;br /&gt;
Air Avellino - Virtus Roma &lt;br /&gt;
Scavolini-Siviglia Style Pesaro - Canadian Solar Bologna &lt;br /&gt;
Vanoli Cremona - Sutor Montegranaro &lt;br /&gt;
Dinamo Sassari - Angelico Biella &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;5° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 14/11/2010 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Pepsi Caserta - Canadian Solar Bologna &lt;br /&gt;
Bennet Cantù - Montepaschi Siena &lt;br /&gt;
Sutor Montegranaro - Air Avellino &lt;br /&gt;
Virtus Roma - Benetton Treviso &lt;br /&gt;
Banca Tercas Teramo - Scavolini-Siviglia Style Pesaro &lt;br /&gt;
Cimberio Varese - Enel Brindisi &lt;br /&gt;
Angelico Biella - Vanoli Cremona &lt;br /&gt;
Dinamo Sassari - Armani Jeans Milano &lt;br /&gt;
&lt;b&gt;&lt;br /&gt;6° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 21/11/2010 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Montepaschi Siena - Angelico Biella &lt;br /&gt;
Armani Jeans Milano - Virtus Roma &lt;br /&gt;
Canadian Solar Bologna - Sutor Montegranaro &lt;br /&gt;
Benetton Treviso - Banca Tercas Teramo &lt;br /&gt;
Air Avellino - Bennet Cantù &lt;br /&gt;
Scavolini-Siviglia Style Pesaro - Dinamo Sassari &lt;br /&gt;
Vanoli Cremona - Cimberio Varese &lt;br /&gt;
Enel Brindisi - Pepsi Caserta &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;7° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 28/11/2010 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Pepsi Caserta - Bennet Cantù &lt;br /&gt;
Sutor Montegranaro - Armani Jeans Milano &lt;br /&gt;
Virtus Roma - Vanoli Cremona &lt;br /&gt;
Benetton Treviso - Scavolini-Siviglia Style Pesaro &lt;br /&gt;
Banca Tercas Teramo - Montepaschi Siena &lt;br /&gt;
Cimberio Varese - Canadian Solar Bologna &lt;br /&gt;
Angelico Biella - Air Avellino &lt;br /&gt;
Dinamo Sassari - Enel Brindisi &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;8° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 5/12/2010 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Montepaschi Siena - Armani Jeans Milano &lt;br /&gt;
Bennet Cantù - Dinamo Sassari &lt;br /&gt;
Canadian Solar Bologna - Benetton Treviso &lt;br /&gt;
Virtus Roma - Cimberio Varese &lt;br /&gt;
Air Avellino - Banca Tercas Teramo &lt;br /&gt;
Scavolini-Siviglia Style Pesaro - Angelico Biella &lt;br /&gt;
Vanoli Cremona - Pepsi Caserta &lt;br /&gt;
Enel Brindisi - Sutor Montegranaro &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;9° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 12/12/2010 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Armani Jeans Milano - Air Avellino &lt;br /&gt;
Pepsi Caserta - Cimberio Varese &lt;br /&gt;
Sutor Montegranaro - Bennet Cantù &lt;br /&gt;
Benetton Treviso - Angelico Biella &lt;br /&gt;
Banca Tercas Teramo - Virtus Roma &lt;br /&gt;
Vanoli Cremona - Scavolini-Siviglia Style Pesaro &lt;br /&gt;
Enel Brindisi - Montepaschi Siena &lt;br /&gt;
Dinamo Sassari - Canadian Solar Bologna &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;10° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 19/12/2010 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Montepaschi Siena - Scavolini-Siviglia Style Pesaro &lt;br /&gt;
Bennet Cantù - Enel Brindisi &lt;br /&gt;
Canadian Solar Bologna - Armani Jeans Milano &lt;br /&gt;
Sutor Montegranaro - Pepsi Caserta &lt;br /&gt;
Air Avellino - Vanoli Cremona &lt;br /&gt;
Cimberio Varese - Banca Tercas Teramo &lt;br /&gt;
Angelico Biella - Virtus Roma &lt;br /&gt;
Dinamo Sassari - Benetton Treviso &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;11° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Martedì 28/12/2010 ore 20.30 &lt;/i&gt;&lt;br /&gt;
Armani Jeans Milano - Cimberio Varese &lt;br /&gt;
Canadian Solar Bologna - Vanoli Cremona &lt;br /&gt;
Virtus Roma - Dinamo Sassari &lt;br /&gt;
Benetton Treviso - Montepaschi Siena &lt;br /&gt;
Air Avellino - Pepsi Caserta &lt;br /&gt;
Scavolini-Siviglia Style Pesaro - Sutor Montegranaro &lt;br /&gt;
Banca Tercas Teramo - Enel Brindisi &lt;br /&gt;
Angelico Biella - Bennet Cantù &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;12° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 2/1/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Montepaschi Siena - Canadian Solar Bologna &lt;br /&gt;
Pepsi Caserta - Virtus Roma &lt;br /&gt;
Bennet Cantù - Armani Jeans Milano &lt;br /&gt;
Sutor Montegranaro - Banca Tercas Teramo &lt;br /&gt;
Cimberio Varese - Angelico Biella &lt;br /&gt;
Vanoli Cremona - Benetton Treviso &lt;br /&gt;
Enel Brindisi - Scavolini-Siviglia Style Pesaro &lt;br /&gt;
Dinamo Sassari - Air Avellino &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;13° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Giovedì 6/1/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Armani Jeans Milano - Pepsi Caserta &lt;br /&gt;
Virtus Roma - Sutor Montegranaro &lt;br /&gt;
Benetton Treviso - Enel Brindisi &lt;br /&gt;
Air Avellino - Montepaschi Siena &lt;br /&gt;
Scavolini-Siviglia Style Pesaro - Bennet Cantù &lt;br /&gt;
Banca Tercas Teramo - Vanoli Cremona &lt;br /&gt;
Cimberio Varese - Dinamo Sassari &lt;br /&gt;
Angelico Biella - Canadian Solar Bologna &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;14° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 9/1/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Montepaschi Siena - Dinamo Sassari &lt;br /&gt;
Pepsi Caserta - Banca Tercas Teramo &lt;br /&gt;
Bennet Cantù - Benetton Treviso &lt;br /&gt;
Canadian Solar Bologna - Virtus Roma &lt;br /&gt;
Sutor Montegranaro - Cimberio Varese &lt;br /&gt;
Scavolini-Siviglia Style Pesaro - Air Avellino &lt;br /&gt;
Vanoli Cremona - Armani Jeans Milano &lt;br /&gt;
Enel Brindisi - Angelico Biella &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;15° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 16/1/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Armani Jeans Milano - Scavolini-Siviglia Style Pesaro &lt;br /&gt;
Virtus Roma - Montepaschi Siena &lt;br /&gt;
Benetton Treviso - Pepsi Caserta &lt;br /&gt;
Air Avellino - Enel Brindisi &lt;br /&gt;
Banca Tercas Teramo - Canadian Solar Bologna &lt;br /&gt;
Cimberio Varese - Bennet Cantù &lt;br /&gt;
Angelico Biella - Sutor Montegranaro &lt;br /&gt;
Dinamo Sassari - Vanoli Cremona &lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;GIRONE DI RITORNO &lt;/span&gt;&lt;br /&gt;
&lt;b&gt;1° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 23/1/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Angelico Biella - Pepsi Caserta &lt;br /&gt;
Bennet Cantù - Canadian Solar Bologna &lt;br /&gt;
Dinamo Sassari - Sutor Montegranaro &lt;br /&gt;
Enel Brindisi - Virtus Roma &lt;br /&gt;
Air Avellino - Benetton Treviso &lt;br /&gt;
Armani Jeans Milano - Banca Tercas Teramo &lt;br /&gt;
Scavolini-Siviglia Style Pesaro - Cimberio Varese &lt;br /&gt;
Montepaschi Siena - Vanoli Cremona &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;2° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 30/1/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Sutor Montegranaro - Montepaschi Siena &lt;br /&gt;
Benetton Treviso - Armani Jeans Milano &lt;br /&gt;
Vanoli Cremona - Bennet Cantù &lt;br /&gt;
Cimberio Varese - Air Avellino &lt;br /&gt;
Virtus Roma - Scavolini-Siviglia Style Pesaro &lt;br /&gt;
Banca Tercas Teramo - Angelico Biella &lt;br /&gt;
Canadian Solar Bologna - Enel Brindisi G 3/2/2011 h.20.30 &lt;br /&gt;
Pepsi Caserta - Dinamo Sassari &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;3° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 6/2/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Scavolini-Siviglia Style Pesaro - Pepsi Caserta &lt;br /&gt;
Air Avellino - Canadian Solar Bologna &lt;br /&gt;
Benetton Treviso - Sutor Montegranaro &lt;br /&gt;
Bennet Cantù - Virtus Roma &lt;br /&gt;
Dinamo Sassari - Banca Tercas Teramo &lt;br /&gt;
Montepaschi Siena - Cimberio Varese &lt;br /&gt;
Armani Jeans Milano - Angelico Biella &lt;br /&gt;
Vanoli Cremona - Enel Brindisi &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;4° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 20/2/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Pepsi Caserta - Montepaschi Siena &lt;br /&gt;
Enel Brindisi - Armani Jeans Milano &lt;br /&gt;
Banca Tercas Teramo - Bennet Cantù &lt;br /&gt;
Cimberio Varese - Benetton Treviso &lt;br /&gt;
Virtus Roma - Air Avellino &lt;br /&gt;
Canadian Solar Bologna - Scavolini-Siviglia Style Pesaro &lt;br /&gt;
Sutor Montegranaro - Vanoli Cremona &lt;br /&gt;
Angelico Biella - Dinamo Sassari &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;5° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 27/2/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Canadian Solar Bologna - Pepsi Caserta &lt;br /&gt;
Montepaschi Siena - Bennet Cantù &lt;br /&gt;
Air Avellino - Sutor Montegranaro &lt;br /&gt;
Benetton Treviso - Virtus Roma &lt;br /&gt;
Scavolini-Siviglia Style Pesaro - Banca Tercas Teramo &lt;br /&gt;
Enel Brindisi - Cimberio Varese &lt;br /&gt;
Vanoli Cremona - Angelico Biella &lt;br /&gt;
Armani Jeans Milano - Dinamo Sassari &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;6° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 6/3/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Angelico Biella - Montepaschi Siena &lt;br /&gt;
Virtus Roma - Armani Jeans Milano &lt;br /&gt;
Sutor Montegranaro - Canadian Solar Bologna &lt;br /&gt;
Banca Tercas Teramo - Benetton Treviso &lt;br /&gt;
Bennet Cantù - Air Avellino &lt;br /&gt;
Dinamo Sassari - Scavolini-Siviglia Style Pesaro &lt;br /&gt;
Cimberio Varese - Vanoli Cremona &lt;br /&gt;
Pepsi Caserta - Enel Brindisi &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;7° GIORNATA&lt;/b&gt; &lt;br /&gt;
&lt;i&gt;Domenica 20/3/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Bennet Cantù - Pepsi Caserta &lt;br /&gt;
Armani Jeans Milano - Sutor Montegranaro &lt;br /&gt;
Vanoli Cremona - Virtus Roma &lt;br /&gt;
Scavolini-Siviglia Style Pesaro - Benetton Treviso &lt;br /&gt;
Montepaschi Siena - Banca Tercas Teramo &lt;br /&gt;
Canadian Solar Bologna - Cimberio Varese &lt;br /&gt;
Air Avellino - Angelico Biella &lt;br /&gt;
Enel Brindisi - Dinamo Sassari &lt;br /&gt;
&lt;b&gt;&lt;br /&gt;8° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 27/3/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Armani Jeans Milano - Montepaschi Siena &lt;br /&gt;
Dinamo Sassari - Bennet Cantù &lt;br /&gt;
Benetton Treviso - Canadian Solar Bologna &lt;br /&gt;
Cimberio Varese - Virtus Roma &lt;br /&gt;
Banca Tercas Teramo - Air Avellino &lt;br /&gt;
Angelico Biella - Scavolini-Siviglia Style Pesaro &lt;br /&gt;
Pepsi Caserta - Vanoli Cremona &lt;br /&gt;
Sutor Montegranaro - Enel Brindisi &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;9° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 3/4/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Air Avellino - Armani Jeans Milano &lt;br /&gt;
Cimberio Varese - Pepsi Caserta &lt;br /&gt;
Bennet Cantù - Sutor Montegranaro &lt;br /&gt;
Angelico Biella - Benetton Treviso &lt;br /&gt;
Virtus Roma - Banca Tercas Teramo &lt;br /&gt;
Scavolini-Siviglia Style Pesaro - Vanoli Cremona &lt;br /&gt;
Montepaschi Siena - Enel Brindisi &lt;br /&gt;
Canadian Solar Bologna - Dinamo Sassari &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;10° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 10/4/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Scavolini-Siviglia Style Pesaro - Montepaschi Siena &lt;br /&gt;
Enel Brindisi - Bennet Cantù &lt;br /&gt;
Armani Jeans Milano - Canadian Solar Bologna &lt;br /&gt;
Pepsi Caserta - Sutor Montegranaro &lt;br /&gt;
Vanoli Cremona - Air Avellino &lt;br /&gt;
Banca Tercas Teramo - Cimberio Varese &lt;br /&gt;
Virtus Roma - Angelico Biella &lt;br /&gt;
Benetton Treviso - Dinamo Sassari &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;11° GIORNATA &lt;/b&gt;&lt;i&gt;Domenica 17/4/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Cimberio Varese - Armani Jeans Milano &lt;br /&gt;
Vanoli Cremona - Canadian Solar Bologna &lt;br /&gt;
Dinamo Sassari - Virtus Roma &lt;br /&gt;
Montepaschi Siena - Benetton Treviso &lt;br /&gt;
Pepsi Caserta - Air Avellino &lt;br /&gt;
Sutor Montegranaro - Scavolini-Siviglia Style Pesaro &lt;br /&gt;
Enel Brindisi - Banca Tercas Teramo &lt;br /&gt;
Bennet Cantù - Angelico Biella &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;12° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Sabato 23/4/2011 ore 20.30 &lt;/i&gt;&lt;br /&gt;
Canadian Solar Bologna - Montepaschi Siena &lt;br /&gt;
Virtus Roma - Pepsi Caserta &lt;br /&gt;
Armani Jeans Milano - Bennet Cantù &lt;br /&gt;
Banca Tercas Teramo - Sutor Montegranaro &lt;br /&gt;
Angelico Biella - Cimberio Varese &lt;br /&gt;
Benetton Treviso - Vanoli Cremona &lt;br /&gt;
Scavolini-Siviglia Style Pesaro - Enel Brindisi &lt;br /&gt;
Air Avellino - Dinamo Sassari &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;13° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Domenica 1/5/2011 ore 18.15 &lt;/i&gt;&lt;br /&gt;
Pepsi Caserta - Armani Jeans Milano &lt;br /&gt;
Sutor Montegranaro - Virtus Roma &lt;br /&gt;
Enel Brindisi - Benetton Treviso &lt;br /&gt;
Montepaschi Siena - Air Avellino &lt;br /&gt;
Bennet Cantù - Scavolini-Siviglia Style Pesaro &lt;br /&gt;
Vanoli Cremona - Banca Tercas Teramo &lt;br /&gt;
Dinamo Sassari - Cimberio Varese &lt;br /&gt;
Canadian Solar Bologna - Angelico Biella &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;14° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Sabato 7/5/2011 ore 20.30 &lt;/i&gt;&lt;br /&gt;
Dinamo Sassari - Montepaschi Siena &lt;br /&gt;
Banca Tercas Teramo - Pepsi Caserta &lt;br /&gt;
Benetton Treviso - Bennet Cantù &lt;br /&gt;
Virtus Roma - Canadian Solar Bologna &lt;br /&gt;
Cimberio Varese - Sutor Montegranaro &lt;br /&gt;
Air Avellino - Scavolini-Siviglia Style Pesaro &lt;br /&gt;
Armani Jeans Milano - Vanoli Cremona &lt;br /&gt;
Angelico Biella - Enel Brindisi &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;15° GIORNATA &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;Giovedì 12/5/2011 ore 20.30 &lt;/i&gt;&lt;br /&gt;
Scavolini-Siviglia Style Pesaro - Armani Jeans Milano &lt;br /&gt;
Montepaschi Siena - Virtus Roma &lt;br /&gt;
Pepsi Caserta - Benetton Treviso &lt;br /&gt;
Enel Brindisi - Air Avellino &lt;br /&gt;
Canadian Solar Bologna - Banca Tercas Teramo &lt;br /&gt;
Bennet Cantù - Cimberio Varese &lt;br /&gt;
Sutor Montegranaro - Angelico Biella &lt;br /&gt;
Vanoli Cremona - Dinamo Sassari</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/2933864486323321274/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/08/calendario-serie-as-201011.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/2933864486323321274'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/2933864486323321274'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/08/calendario-serie-as-201011.html' title='CALENDARIO SERIE A (a.s. 2010/11)'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-5478983776482968326</id><published>2010-08-08T22:22:00.001+02:00</published><updated>2010-08-15T16:40:45.776+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Obbligo sostituzioni"/><category scheme="http://www.blogger.com/atom/ns#" term="sostituzioni"/><category scheme="http://www.blogger.com/atom/ns#" term="Under 13"/><category scheme="http://www.blogger.com/atom/ns#" term="Under 14"/><title type='text'>Obbligo sostituzioni campionati Under 14 e 13</title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;&lt;b&gt;Obbligo sostituzioni 2° periodo.&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
È obbligatorio sostituire almeno tre giocatori/trici dei/lle cinque che hanno disputato il 1° periodo.&lt;br /&gt;
&lt;br /&gt;
Questi/e
 tre giocatori/trici possono essere sostituiti/e nel corso del 2° 
periodo solo con giocatori/trici che non hanno preso parte alla gara, 
mentre i/le due giocatori/trici che hanno disputato il 1° periodo 
possono essere sostituiti/e con chiunque.&lt;br /&gt;
&lt;br /&gt;
Nel 1° periodo sono ammesse sostituzioni purché si rispetti l&#39;obbligo delle sostituzioni nel 2° periodo.&lt;br /&gt;
&lt;br /&gt;
Nel 3° e 4° periodo le sostituzioni sono libere.&lt;br /&gt;
&lt;br /&gt;
Se una squadra non rispetta l’obbligo delle sostituzioni nel 2° periodo la gara sarà omologata col risultato di 30 a 0.&lt;br /&gt;
&lt;br /&gt;
Quando
 una squadra si presenta con 8 giocatori/trici nel 1° periodo non è 
possibile effettuare sostituzioni; nel 2° periodo non è possibile 
sostituire i/le tre nuovi/e entrati/e.&lt;br /&gt;
&lt;br /&gt;
In caso di infortunio, riconosciuto dall’arbitro, o di uscita per raggiunto limite di falli:&lt;br /&gt;
&lt;br /&gt;
nel
 1° periodo la sostituzione avverrà con uno/a dei/lle tre della panchina
 ed il 2° periodo sarà disputato dai/lle due giocatori/trici che non 
hanno preso parte alla gara, da due giocatori/trici che hanno disputato 
il 1° periodo e dal/lla giocatore/trice che ha disputato il 1° periodo 
ed ha segnato meno punti. &lt;br /&gt;
In caso di secondo infortunio o di ulteriore uscita per 5 falli si giocherà in quattro e così via;&lt;br /&gt;
&lt;br /&gt;
nel
 2° periodo la sostituzione di uno/a dei/lle giocatori/trici che non 
hanno disputato il 1° periodo potrà avvenire solo con il/la 
giocatore/trice che ha segnato meno punti nel 1° periodo. Se si è già 
usufruito di questa facoltà, si continuerà a giocare in quattro e così 
via.</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/5478983776482968326/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/08/obbligo-sostituzioni-campionati-under.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/5478983776482968326'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/5478983776482968326'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/08/obbligo-sostituzioni-campionati-under.html' title='Obbligo sostituzioni campionati Under 14 e 13'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-8964397987536262443</id><published>2010-08-08T13:24:00.000+02:00</published><updated>2010-08-08T13:24:21.393+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Campionati Maschili"/><category scheme="http://www.blogger.com/atom/ns#" term="Dilettanti"/><category scheme="http://www.blogger.com/atom/ns#" term="Disposizioni"/><category scheme="http://www.blogger.com/atom/ns#" term="Professionistici"/><title type='text'>Disposizioni Campionati Maschili Professionistici e Dilettanti (a.s. 2010/11)</title><content type='html'>In questo brevissimo articolo vengono riassunti gli &lt;i&gt;obblighi &lt;/i&gt;delle Società che disputano campionati professionistici e dilettantistici in termini di coinvolgimento del settore giovanile.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Campionato&lt;/span&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Obbligo Campionati giovanili;&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: left;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Obbligo Under iscritti a referto;&lt;/span&gt;&lt;/i&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: left;&quot;&gt;Limite Prestiti iscritti a referto.&lt;/li&gt;
&lt;/ul&gt;
&lt;hr /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Serie A&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;4 under di cui 3 di Eccellenza&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;Non previsto&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;Non previsto &lt;i&gt;&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;hr /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Legadue&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;3 under di cui 2 di diversa categoria&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;3 nati 86 e seguenti&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;Non previsto &lt;/li&gt;
&lt;/ul&gt;
&lt;hr /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;A Dil.&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;3 under di cui 2 di diversa categoria&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;2 nati 88 e &lt;/i&gt;&lt;i&gt;seguenti&lt;/i&gt;&lt;i&gt; + 2 nati 90 e &lt;/i&gt;&lt;i&gt;seguenti&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;Non previsto. Max 5 doppi tesseramenti&lt;/li&gt;
&lt;/ul&gt;
&lt;hr /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;B Dil.&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;3 under di cui 2 di diversa categoria&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;2 nati 88 e &lt;/i&gt;&lt;i&gt;seguenti&lt;/i&gt;&lt;i&gt; + 1 nato 90 e seguenti&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;Non previsto. Max 5 doppi tesseramenti&lt;/li&gt;
&lt;/ul&gt;
&lt;hr /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;C Dil.&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;3 under di cui 2 di diversa categoria&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;2 nati 88 e &lt;/i&gt;&lt;i&gt;seguenti&lt;/i&gt;&lt;i&gt; + 1 nato 90 e &lt;/i&gt;&lt;i&gt;seguenti&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;Non previsto. Max 5 doppi tesseramenti&lt;/li&gt;
&lt;/ul&gt;
&lt;hr /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;C Reg.&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;2 under di diversa categoria&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;2 nati 90 e seguenti &lt;sup&gt;(1)&lt;/sup&gt;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;A cura Comitato Regionale&lt;/li&gt;
&lt;/ul&gt;
&lt;hr /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;D&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;1 under&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;2 nati 90 e seguenti &lt;sup&gt;(1)&lt;/sup&gt;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;A cura Comitato Regionale&lt;i&gt;&lt;sup&gt; &lt;/sup&gt;&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;Nota: &lt;sup&gt;1&lt;/sup&gt; Nelle regioni in cui è prevista l’iscrizione a referto di 12 atleti, l’obbligo passa da due a quattro.&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/8964397987536262443/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/08/disposizioni-campionati-maschili.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/8964397987536262443'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/8964397987536262443'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/08/disposizioni-campionati-maschili.html' title='Disposizioni Campionati Maschili Professionistici e Dilettanti (a.s. 2010/11)'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3019299134977302974.post-3830603413989638033</id><published>2010-07-27T15:33:00.005+02:00</published><updated>2010-09-19T22:50:36.223+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="24 secondi"/><category scheme="http://www.blogger.com/atom/ns#" term="Area dei tre secondi"/><category scheme="http://www.blogger.com/atom/ns#" term="Area di tiro da tre punti"/><category scheme="http://www.blogger.com/atom/ns#" term="no-sfondamento"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole FIBA 2010"/><category scheme="http://www.blogger.com/atom/ns#" term="Regole Ufficiali 2010"/><category scheme="http://www.blogger.com/atom/ns#" term="rimesse"/><title type='text'>Regole Ufficiali 2010 (5 cambiamenti approvati)</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1IdDgyFgw01ZRDqbOiXUKFMd8Udlu62szKeegKEKmytH_oA-HL71I34T-J1wqicN_K2QyvwPgGAql2EANCz4agub22ACujA4gPw0HyeSq96zPXPEL-AAMuHFuRSWZ-MtZsurP-hpAlAPk/s1600/Campo+di+gioco+nuovo.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;270&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1IdDgyFgw01ZRDqbOiXUKFMd8Udlu62szKeegKEKmytH_oA-HL71I34T-J1wqicN_K2QyvwPgGAql2EANCz4agub22ACujA4gPw0HyeSq96zPXPEL-AAMuHFuRSWZ-MtZsurP-hpAlAPk/s400/Campo+di+gioco+nuovo.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;b&gt;Area dei tre secondi&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Le aree dei tre secondi devono essere rettangolari e non più trapezoidali.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Area di tiro da tre punti&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La distanza della linea da tre punti deve essere tracciata a m 6,75.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Linee delle rimesse&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Le due piccole linee devono essere tracciate fuori dal campo, sul lato opposto dal tavolo degli Ufficiali di campo e panchine, con il bordo esterno a m 8,325 dal bordo interno della linea di fondo, in altre parole in corrispondenza del punto della linea da tre punti più vicino alla linea di metà campo.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Durante gli ultimi due minuti sia del tempo regolamentare sia del supplementare, a seguito di un time-out richiesto dalla squadra in possesso di palla nella propria metà campo, la rimessa successiva deve avvenire sul lato opposto del tavolo U.d.C., dalla linea della rimessa nella zona d’attacco della squadra.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Semicerchi “no-sfondamento”&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
I semicerchi “no-sfondamento” devono essere tracciati sul campo di gioco, sotto i canestri. La distanza del bordo interno del semicerchio dal centro del canestro (sul campo) deve essere di m 1.25 (vedi fig. sopra).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Un fallo di sfondamento (offensivo) non deve MAI essere fischiato se il contatto del giocatore in attacco avviene con un difensore che sia con ambedue i piedi all’interno del semicerchio.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Ventiquattro secondi&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Per una rimessa da effettuare nella propria metà campo, se richiesto dalle regole di riferimento, il cronometro dei 24 secondi deve essere resettato a 24 sec.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Per una rimessa da effettuare nella metà campo d’attacco, se richiesto dalle regole di riferimento, il cronometro dei 24 secondi deve essere resettato come segue:&lt;/div&gt;
&lt;ul&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;Se quando il tempo viene bloccato il display segna 14 sec o più, il cronometro dei 24 non va resettato e deve rimanere com’è;&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt; Se quando il tempo viene bloccato il display segna 13 sec o meno, il cronometro dei 24 sec. deve essere resettato a 14 sec.&lt;/li&gt;
&lt;/ul&gt;</content><link rel='replies' type='application/atom+xml' href='http://mybasketcoach.blogspot.com/feeds/3830603413989638033/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://mybasketcoach.blogspot.com/2010/07/regole-ufficiali-2010-5-cambiamenti.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/3830603413989638033'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3019299134977302974/posts/default/3830603413989638033'/><link rel='alternate' type='text/html' href='http://mybasketcoach.blogspot.com/2010/07/regole-ufficiali-2010-5-cambiamenti.html' title='Regole Ufficiali 2010 (5 cambiamenti approvati)'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1IdDgyFgw01ZRDqbOiXUKFMd8Udlu62szKeegKEKmytH_oA-HL71I34T-J1wqicN_K2QyvwPgGAql2EANCz4agub22ACujA4gPw0HyeSq96zPXPEL-AAMuHFuRSWZ-MtZsurP-hpAlAPk/s72-c/Campo+di+gioco+nuovo.png" height="72" width="72"/><thr:total>0</thr:total></entry></feed>