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	<title>visura catastale online &#187; calcolo saldo IMU 2012 MONTALTO DI CASTRO</title>
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		<title>ALIQUOTE PER CALCOLARE IL SALDO IMU COMUNE DI MONTALTO DI CASTRO</title>
		<link>https://www.visura-online.com/aliquote-2012-montalto-castro-saldo/</link>
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		<pubDate>Wed, 31 Oct 2012 11:35:52 +0000</pubDate>
		<dc:creator><![CDATA[david]]></dc:creator>
				<category><![CDATA[news-imu]]></category>
		<category><![CDATA[aliquote imu 2012 MONTALTO DI CASTRO]]></category>
		<category><![CDATA[calcolo saldo IMU 2012 MONTALTO DI CASTRO]]></category>
		<category><![CDATA[delibera consiglio comunale 2012 MONTALTO DI CASTRO]]></category>

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		<description><![CDATA[CLICCARE SU ALIQUOTE IMU 2013 COMUNE DI MONTALTO DI CASTRO per leggere il nuovo e aggiornato articolo Aliquote  IMU 2012 deliberate dal COMUNE di MONTALTO DI CASTRO Per leggere la delibera del COMUNE DI MONTALTO DI CASTRO di approvazione delle  &#8230; <a href="https://www.visura-online.com/aliquote-2012-montalto-castro-saldo/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>CLICCARE SU <a href="http://www.visura-online.com/aliquote-calcolo-imu-2013-montalto-di-castro/" target="_blank"><span style="text-decoration: underline; color: #0000ff;">ALIQUOTE IMU 2013 COMUNE DI MONTALTO DI CASTRO</span></a> per leggere il nuovo e aggiornato articolo</p>
<p>Aliquote  <strong>IMU 2012</strong> deliberate dal COMUNE di MONTALTO DI CASTRO</p>
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" 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" alt="" /></p>
<p align="JUSTIFY">Per leggere la delibera del COMUNE DI MONTALTO DI CASTRO di approvazione delle  aliquote  IMU  cliccare<a href="http://www.visura-online.com/wp-content/uploads/2012/11/DELIBERA-APPROVAZIONE-ALIQUOTE-IMU-MONTALTO-DI-CASTRO1.pdf" target="_blank"> qui</a></p>
<p align="JUSTIFY">Per leggere la delibera del COMUNE DI MONTALTO DI CASTRO  di approvazione del Regolamento IMU cliccare <a href="http://www.visura-online.com/wp-content/uploads/2012/11/REGOLAMENTO-IMU-MONTALTO-DI-CASTRO.pdf" target="_blank">qui </a></p>
<h3><strong>CALCOLO SALDO IMU COMUNE DI MONTALTO DI CASTRO<br />
</strong></h3>
<p>Il D.L. 16/2012, convertitCo nella Legge n. 44/2012, stabilisce per l&#8217;IMU che:</p>
<p>Il saldo dovrà essere effettuato entro il 17 dicembre (il 16 cade di domenica). I contribuenti dovranno effettuare il pagamento a conguaglio dell&#8217;imposta dovuta sulle base delle aliquote che i comuni hanno adottato entro il 31 ottobre. I municipi possono articolare le aliquote tra un minimo e un massimo rispetto a quanto stabilito dallo Stato (2, 4 e 7,6 per mille), che si riserva la facoltà di modificare tali parametri di riferimento entro il 10 dicembre . Per determinare il saldo sarà necessario ricalcolare gli importi con le nuove aliquote e sottrarre a questo valore  l&#8217;importo già versato nella prima e eventuale seconda rata.</p>
<p><strong>Esempio calcolo saldo IMU abitazione principale,senza figli, da pagare in due rate COMUNE DI MONTALTO DI CASTRO<br />
</strong></p>
<p>Rendita catastale = 1000 €</p>
<p>Valore catastale = rendita catastale x 1,05 x 160 = 1000 x 1,05 x 160 = 168000 €</p>
<p>Imposta annua = valore catastale x aliquota  : 100 = 168000 x 0,40 : 100 = 672 €</p>
<p>Acconto giugno = ( valore catastale x 0,40 : 100 ) : 2 – detrazione : 2</p>
<p>Acconto giugno = ( 168000 x 0,40 : 100) : 2 – 200 : 2 = 236€</p>
<p>Saldo dicembre = imposta annua – detrazione – acconto giugno = 672 &#8211; 200 – 236 = 196€</p>
<p>&nbsp;</p>
<p><strong>Esempio calcolo saldo IMU abitazione principale , senza figli,  da pagare in tre rate COMUNE DI MONTALTO DI CASTRO</strong></p>
<p>Rendita catastale = 1000 €</p>
<p>Valore catastale = rendita catastale x 1,05 x 160 = 1000 x 1,05 x 160 = 168000 €</p>
<p>Imposta annua = valore catastale x aliquota : 100 = 168000 x 0,40 : 100 = 672 €</p>
<p>Prima rata = ( valore catastale x 0,40 : 100 ) : 3 – detrazione : 3</p>
<p>Prima rata = ( 168000 x 0,40 : 100) : 3 – 200 : 3 = 157 €</p>
<p>Seconda rata = ( valore catastale x 0,40 : 100 ) : 3 – detrazione : 3</p>
<p>Seconda rata = ( 168000 x 0,40 : 100) : 3 – 200 : 3 = 157 €</p>
<p>Saldo dicembre = imposta annua – detrazione – prima rata – seconda rata</p>
<p>Saldo dicembre = 672 – 200 – 157 – 157 = 158 €</p>
<h3><strong>CALCOLO SALDO IMU GRATUITO COMUNE DI MONTALTO DI CASTRO<br />
</strong></h3>
<p><strong>Il calcolo  del saldo IMU</strong>  <strong>può essere fatto gratuitamente</strong> <strong>online</strong> .</p>
<p>Esistono tanti siti , visura-online.com consiglia il seguente <a href="http://www.amministrazionicomunali.it/imu/calcolo_imu_45.php" target="_blank"><span style="color: #0000ff;"><span style="text-decoration: underline;">sito </span></span></a>dove è possibile fare  calcoli con il programma pubblicato nel  sito e successivamente  stampare i modelli f24 per eseguire i pagamenti.  La rendita catastale non rivalutata  da inserire nel programma è la rendita catastale dell&#8217;immobile , mentre l&#8217;aliquota  è quella approvata dal Consiglio Comunale</p>
<p>L&#8217;utente è l&#8217;unico responsabile della correttezza dei calcoli e della compilazione del modello f24 ed è invitato a verificare sempre la correttezza delle aliquote e dei calcoli prima di procedere con il pagamento. Il sito visura-online.com non è in alcun caso responsabile di eventuali disagi, danni o perdite economiche causate dell&#8217;uso delle aliquote pubblicate sul sito e del procedimento di calcolo pubblicato nel sito.</p>
<p>&nbsp;</p>
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