tag:blogger.com,1999:blog-36751757578996496132024-02-20T21:45:58.987-08:00MaCS Studio EngineeringMaCS Studio Engineering - News e ArticoliUnknownnoreply@blogger.comBlogger41125tag:blogger.com,1999:blog-3675175757899649613.post-20575884772746377782017-04-19T07:19:00.000-07:002017-04-19T07:19:38.449-07:00Classificazione rischio sismico<h2>
<span style="font-size: large;">Classificazione rischio sismico e Sismabonus</span></h2>
<span id="more-41967"></span><br />
Il rischio sismico è la misura matematica/ingegneristica per valutare il danno atteso a seguito di un possibile evento sismico.<br />
Il rischio sismico dipende da un’interazione di fattori ed è funzione di:<br />
<ol>
<li>pericolosità</li>
<li>vulnerabilità</li>
<li>esposizione</li>
</ol>
In particolare è valida la relazione:<br />
rischio sismico = pericolosità · vulnerabilità · esposizione<br />
ove:<br />
<ul>
<li>la pericolosità è la probabilità che si verifichi un sisma (terremoto atteso); è legato alla <b>zona sismica</b> in cui si trova l’edificio</li>
<li>la vulnerabilità consiste nella valutazione delle conseguenze del sisma; è legata alla <b>capacità dell’edificio</b> di resistere al sisma</li>
<li>l’esposizione è la valutazione socio/economica delle conseguenze; è legata ai contesti delle comunità</li>
</ul>
<h3>
Metodi per la determinazione della classe di rischio sismico</h3>
Le classi di rischio sismico sono le seguenti:<br />
<ol>
<li>classe A+ (minor rischio)</li>
<li>classe A</li>
<li>classe B</li>
<li> classe C</li>
<li>classe D</li>
<li>classe E</li>
<li>classe F</li>
<li>classe G (maggior rischio)</li>
</ol>
Le linee guida per la classificazione del rischio sismico degli
edifici, approvate con decreto ministeriale MIT n. 58 del 28 febbraio
2017, definiscono 2 metodologie per la classificazione del rischio
sismico:<br />
<ul>
<li>metodo convenzionale, applicabile a qualsiasi struttura</li>
<li>metodo semplificato, applicabile sono in alcuni casi</li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmICSSml4ov0bbKTo8ZE9yM7VsSChhtKfP0DiYUvPhD1zrnzjIDm0wsI-tW2AiqsgdBnn6I6KcTpMS7sVbdPrUO8caqNdt8v-xnua5LHqDTKwLTdA_qKjmgzii2EJMCbntRRgZyxi1hyphenhypheng/s1600/Rischio-simiico-Classe-F.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmICSSml4ov0bbKTo8ZE9yM7VsSChhtKfP0DiYUvPhD1zrnzjIDm0wsI-tW2AiqsgdBnn6I6KcTpMS7sVbdPrUO8caqNdt8v-xnua5LHqDTKwLTdA_qKjmgzii2EJMCbntRRgZyxi1hyphenhypheng/s400/Rischio-simiico-Classe-F.jpg" width="400" /></a></div>
<br />
<h3>
Sismabonus</h3>
A seguito dell’attestazione del tecnico del passaggio di una classe di
rischio sismico mediante interventi locali, è possibile beneficiare del sismabonus, ossia ottenere una detrazione fiscale pari al 70% delle spese sostenute, da detrarre in 5 rate annuali di importo costante.<br />
Il professionista dovrà asseverare il passaggio di una classe utilizzando l’apposito modello di asseverazione da consegnare allo sportello unico e al committente.<br />
<br />
<br />
<h3>
Sismabonus e detrazione del 50, 70 e 80%</h3>
Per le spese sostenute dal 1° gennaio 2017 al 31 dicembre 2021 per
gli interventi antisismici (art. 16-bis, comma 1, lettera i) del dpr
917/86) è riconosciuta una detrazione Irpef del <i><b>50%</b></i>. Gli interventi
devono essere effettuati su edifici civili o produttivi ubicati nelle
zone sismiche 1, 2 o 3 dell’OPCM 3274/2003. La detrazione è ripartita in
5 quote annuali di pari importo nell’anno di sostenimento delle spese e
in quelli successivI<br />
<br />
Qualora a seguito della realizzazione degli interventi antisismici
derivi una riduzione del rischio sismico che determini il passaggio ad
una classe di rischio inferiore, la detrazione dall’imposta spetta nella
misura del<b><i> 70%</i></b>.<br />
<br />
Se a seguito dell’intervento antisismico si ottinene il miglioramento
di almeno 2 classi di rischio, la detrazione spetta nella misura
dell’<b><i>80%</i></b>.<br />
<br />
<h3>
Sismabonus e detrazione del 75 e 85% (parti comuni edifici condominiali)</h3>
Qualora gli interventi siano realizzati su parti comuni di edifici
condominiali, e si ottenga una riduzione del rischio sismico che
determini il passaggio ad una classe di rischio inferiore, la detrazione
dall’imposta spetta nella misura del <b><i>75%</i></b>.<br />
<br />
Qualora gli interventi siano realizzati su parti comuni di edifici
condominiali, e si ottenga la riduzione del rischio sismico di almeno 2
classi, la detrazione dall’imposta spetta nella misura dell’<b><i>85%</i></b>.<br />
<br />
<br />
<br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-25209552164513161622016-10-25T01:42:00.000-07:002016-10-25T01:44:17.185-07:00Energia: riscaldamento, online la guida ENEA per aumentare l'efficienza e risparmiare in bolletta<h4 class="mioh4" style="text-align: justify;">
In occasione dell’accensione dei termosifoni che scatta
dal 15 ottobre nei 4.300 comuni della zona climatica “E”, che comprende
grandi città come Milano, Torino, Bologna e Venezia, l’ENEA ha messo
online (<a href="http://www.enea.it/it/">www.enea.it</a>) una nota per
ricordare alcune semplici regole per la corretta manutenzione della
caldaia ai fini della sicurezza, per la contabilizzazione del calore e
per risparmiare sulla bolletta ed evitare sprechi di energia o multe
per non aver rispettato le previsioni di legge.</h4>
<h4 class="mioh4" style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE37LG8W-OVGUssZNsDzYJn-AP0l5CNgnjI6hRlpdHT7JOFiz8w73Wc7wnZOCOQBT-YFfykKVNWW5KiKKgrgVaWq-7jvL-qwhp9gnEQuI43DeJUP9MjtZHQTmgplmyw42ScV_FTEbj7zA/s1600/PPguidariscaldamento.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE37LG8W-OVGUssZNsDzYJn-AP0l5CNgnjI6hRlpdHT7JOFiz8w73Wc7wnZOCOQBT-YFfykKVNWW5KiKKgrgVaWq-7jvL-qwhp9gnEQuI43DeJUP9MjtZHQTmgplmyw42ScV_FTEbj7zA/s400/PPguidariscaldamento.jpg" width="400" /></a></div>
</h4>
<br />
<div style="text-align: justify;">
La regola numero uno riguarda la sicurezza, ovvero la <b>corretta</b><b>manutenzione degli impianti</b>,<b></b>fondamentale per consumare e inquinare meno e<b></b>per
evitare sanzioni. Infatti, un impianto ben regolato e ben manutenuto
consuma e inquina meno e chi non effettua la manutenzione prevista dal
DPR 74/2013, rischia una multa non inferiore a 500 euro. Utili
indicazioni sono disponibili nella <a href="http://www.agenziaefficienzaenergetica.it/documenti/Guida%20per%20l2019esercizio-%20controllo%20e%20manutenzione%20degli%20impianti%20termici.pdf/view" target="_blank"><b>Guida per l’esercizio, controllo e manutenzione degli impianti termici</b></a>,
realizzata dall’ENEA nell’ambito delle attività di informazione e
formazione del Ministero dello Sviluppo Economico, in collaborazione con
Unione Nazionale Consumatori, Adiconsum, Assoclima, Assotermica,
Confartigianato, Federconsumatori e il mensile il TEST.</div>
<div style="text-align: justify;">
La regola numero due è <b>applicare le valvole termostatiche, </b>
apparecchiature che aprono o chiudono la circolazione dell’acqua calda
nel termosifone e consentono di mantenere costante la temperatura
impostata, aiutando a concentrare il calore negli ambienti più
frequentati e a evitare sprechi. Il Decreto Legislativo n.102/2014, che
ha recepito la direttiva 2012/27/UE sull’efficienza energetica, rende
obbligatoria l’installazione di sistemi di contabilizzazione e
termoregolazione e l’adozione di un determinato criterio di ripartizione
dei costi. Per evitare le sanzioni previste dalla legge è necessario <b>mettersi in regola entro il 31 dicembre 2016</b>. Per maggiori informazioni: <a href="http://www.agenziaefficienzaenergetica.it/pubblicazioni/contabISTRdef.pdf" target="_blank"><b>Vademecum termoregolazione e contabilizzazione del calore</b></a><b>.</b></div>
<div style="text-align: justify;">
Una terza regola riguarda il<b> controllo della temperatura e l’uso dei cronotermostati, </b>
dispositivi elettronici che consentono di regolare temperatura e tempo
di accensione in modo da mantenere l’impianto in funzione solo quando si
è in casa. Scaldare troppo la casa fa male alla salute e alle tasche:
la normativa consente una temperatura di 20 - 22 gradi, ma 19° sono più
che sufficienti a garantire il comfort necessario. Attenzione, inoltre,
perché ogni grado abbassato si traduce in un risparmio dal 5 al 10 per
cento sui consumi di combustibile. Altra regola importante è il<b> controllo delle ore di accensione.</b>
Il tempo massimo giornaliero è indicato per legge e cambia a seconda
delle 6 zone climatiche in cui è suddivisa l’Italia. Per i comuni in
fascia “E” al via da domani il massimo sono 14 ore.</div>
<div style="text-align: justify;">
<b>Schermando le finestre la notte </b>- chiudendo persiane e tapparelle o mettendo tende pesanti - si riducono le dispersioni di calore verso l’esterno.<b></b>Inoltre
è opportuno evitare di apporre ostacoli davanti e sopra i termosifoni,
in quanto mettere tende o mobili davanti ai termosifoni o usare i
radiatori come asciuga biancheria disperde calore ed è fonte di sprechi.
Inoltre attenzione a non lasciare troppo a lungo le finestre aperte:
per rinnovare l’aria in una stanza bastano pochi minuti, evitando
inutili dispersioni di calore. Altro ‘trucco’ semplice ma molto efficace
per ridurre le dispersioni di calore è quello di installare pannelli
riflettenti tra muro e termosifone</div>
<div style="text-align: justify;">
<b>Impianti di riscaldamento innovativi</b>.
Se l’impianto ha più di 15 anni, conviene valutarne la sostituzione ad
esempio con le nuove caldaie a condensazione, le pompe di calore, o con
impianti integrati<i></i>dove la caldaia è alimentata con acqua
preriscaldata da un impianto solare termico e/o da una pompa di calore
alimentata da un impianto fotovoltaico.<b></b></div>
<div style="text-align: justify;">
<b>Usufruire degli ecobonus</b>.
Per gli interventi sulle caldaie è possibile usufruire degli ecobonus
del 65% per la riqualificazione energetica degli edifici e del 55% per
quella del patrimonio edilizio. Altri interventi soggetti a detrazione
fiscale riguardano serramenti e infissi, pannelli solari, coibentazione e
coperture, schermature solari e, da quest’anno, anche la building
automation, vale a dire, l’insieme dei dispositivi multimediali per il
controllo da remoto degli impianti termici.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-54358016685604151862016-10-08T10:53:00.001-07:002016-10-08T10:53:44.716-07:00Cavi elettrici, 1° luglio 2017 in commercio solo con marchio CE Il <strong>Regolamento Prodotti da Costruzione</strong> riguarda tutti i prodotti destinati ad essere installati in maniera permanente in edifici e opere di ingegneria:<br />
<ul>
<li>abitazioni</li>
<li>edifici industriali e commerciali</li>
<li>uffici</li>
<li>ospedali</li>
<li>scuole</li>
<li>metropolitane</li>
<li>ecc.</li>
</ul>
La Commissione Europea ha riconosciuto l’importanza del comportamento al fuoco dei <strong>cavi elettrici</strong>. Ha inserito tra le caratteristiche considerate rilevanti ai fini della sicurezza delle costruzioni anche<br />
<ul>
<li>reazione al fuoco</li>
<li>resistenza al fuoco</li>
<li>rilascio di sostanze nocive dei cavi elettrici.
</li>
</ul>
Pertanto, tutti i cavi installati permanentemente nelle costruzioni
(trasporto di energia o di trasmissione dati), di qualsiasi livello di
tensione e con conduttori, metallici o fibra ottica, dovranno essere
classificati in base <strong>alle classi del relativo ambiente di installazione</strong>.<br />
Essendo i cavi elettrici e ottici installati in maniera fissa <strong>considerati prodotti da costruzione</strong>, devono seguire il <strong>Regolamento prodotti da costruzione</strong>, CPR, (UE 305/2011).<br />
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<a class="irc_mutl i3597 iKFf9TozgksY-dTEICwVRfZc" data-noload="" data-ved="0ahUKEwiazrPV4svPAhXMuhQKHQ2_Bd4QjRwIBw" href="https://www.google.it/url?sa=i&rct=j&q=&esrc=s&source=images&cd=&ved=0ahUKEwiazrPV4svPAhXMuhQKHQ2_Bd4QjRwIBw&url=http%3A%2F%2Felectric-wire-and-cable.regionaldirectory.us%2F&psig=AFQjCNEj8dWZuZprRERt2irvaiF5JDjXfA&ust=1476035441551465" rel="noopener noreferrer" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" tabindex="0" target="_blank"><img alt="Risultati immagini per ELECTRIC WIRES" class="irc_mut iKFf9TozgksY-HwpH6ZlgJaI" height="265" 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" 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Il Regolamento è in vigore per tutti gli Stati dell’Unione Europea dal <strong>primo luglio 2013</strong>
per tutte le famiglie di prodotti tranne che per i cavi. Dal 10 giugno
2016 (data di pubblicazione della Norma EN 50575) il Regolamento è
applicabile anche ai cavi elettrici.<br />
Fino al 1° luglio 2017 sussisterà un periodo di coesistenza, durante
il quale produttori e importatori potranno immettere sul mercato cavi
che rispettino o meno il Regolamento.<br />
<strong>Dopo il 1° luglio 2017 il marchio CE e la dichiarazione di performance saranno obbligatorie per tutti i cavi</strong>
per costruzioni immessi sul mercato, anche nel caso non esistano ancora
prescrizioni in merito al loro utilizzo da parte delle autorità
italiane.<br />
<div class="irc_mutc iKFf9TozgksY-s4mcypHTTek">
</div>
<h3>
Cavi elettrici, il Regolamento prodotti da costruzione</h3>
Il Regolamento si applica a tutti i cavi elettrici per installazioni
permanenti negli edifici e nelle altre opere di ingegneria civile
(abitazioni, edifici industriali, commerciali, ospedali, scuole, ecc.).<br />
In pratica, concerne tutti i cavi che sono installati in maniera fissa nelle opere di costruzione, in relazione:<br />
<ul>
<li>alla loro reazione al fuoco</li>
<li>all’emissione di sostanze pericolose</li>
<li>al mantenimento del funzionamento (in futuro)</li>
</ul>
Per i cavi, vista la loro pericolosità in caso di incendio, la
Commissione Europea ha previsto 7 classi di prestazione di reazione al
fuoco, a cui sono state aggiunte alcune prestazioni addizionali di
sicurezza relative a:<br />
<ul>
<li>emissione di fumo</li>
<li>gocce incandescenti</li>
<li>acidi</li>
</ul>
<h3>
Cavi elettrici, opuscolo Aice</h3>
L’Aice (Associazione italiana industrie cavi e conduttori elettrici) ha pubblicato un’utile opuscolo con tutte le informazioni.<br />
È rivolto a tutti coloro che quotidianamente trattano cavi elettrici
per energia e trasmissione dati che ricadono nell’ambito del
Regolamento; ha lo scopo di supportare progettisti ed utilizzatori nella
scelta del cavo adatto per ogni tipo di installazione.<br />
Ecco quanto contenuto nella pubblicazione:<br />
<ul>
<li>gli obblighi di legge da rispettare</li>
<li>le classi di reazione al fuoco</li>
<li>i sistemi di valutazione e verifica della costanza delle prestazioni (AVCP)</li>
<li>le prestazioni minime da garantire</li>
<li>i tipi di ambienti e le tempistiche di applicazione del Regolamento Prodotti da Costruzione</li>
</ul>
<br />
TRATTO DA: <a href="http://biblus.acca.it/cavi-elettrici-a-breve-in-commercio-solo-quelli-con-marchioce/?utm_source=6925&utm_medium=cavi-elettrici-a-breve-in-commercio-solo-quelli-con-marchioce">http://biblus.acca.it</a><br />
<br />
<a href="http://biblus.acca.it/download/opuscolo-aice-cavi-elettrici-settembre-2016/" target="_blank">SCARICA OPUSCOLO</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-24338852216918142052016-01-18T02:02:00.002-08:002016-01-18T02:02:20.986-08:00detrazione del 50% per le ristrutturazioni prorogata fino al 31 dicembre 2016la <b>detrazione del 50% per le ristrutturazioni</b> è stata prorogata
fino al 31 dicembre 2016. Confermato il tetto massimo di 96 mila euro
per le spese ammissibili e il rimborso in dieci anni.<br />
Un anno in più, fino al 31 dicembre 2016, per usufruire del bonus
fiscale per le ristrutturazioni. Si tratta della possibilità di detrarre
dall’Imposta sul reddito delle persone fisiche (IRPEF) il 50% delle
spese sostenute per ristrutturare le abitazioni e le parti comuni dei
condomìni. o, come funziona il bonus fiscale e come fare per ottenerlo:<br />
<h3>
<strong>Chi può richiedere la detrazione del 50%</strong></h3>
Possono usufruire della detrazione sulle spese di ristrutturazione tutti
i contribuenti assoggettati ad IRPEF, anche se non residenti in Italia.<br />
<br />
Per effettuare i lavori e richiedere la detrazione non è necessario essere il <strong>proprietario </strong>dell’immobile.
Possono fare domanda anche gli inquilini, i comodatari, i familiari
conviventi del possessore, i promissari acquirenti che già dispongono
dell’immobile dopo aver registrato il compromesso.<br />
<br />
Dopo la <strong>vendita</strong> dell’immobile ristrutturato, il
venditore può scegliere se continuare a usufruire delle detrazioni non
ancora utilizzate o se trasferire il diritto all’acquirente. In caso di
morte, invece, le quote residue della detrazione sono trasferite agli
eredi che conservano la detenzione dell’immobile.<br />
<h3>
<strong>Detrazione 50%, gli interventi ammessi</strong></h3>
La detrazione Irpef del 50% delle spese sostenute fino al 31 dicembre 2016 spetta per una serie di interventi:<br />
- manutenzione straordinaria, restauro e risanamento conservativo e
ristrutturazione edilizia effettuati sulle singole unità immobiliari
residenziali di qualsiasi categoria catastale;<br />
- manutenzione ordinaria, manutenzione straordinaria, restauro e
risanamento conservativo e ristrutturazione edilizia effettuati su tutte
le parti comuni degli edifici residenziali;<br />
- ricostruzione o ripristino degli immobili danneggiati dalle calamità
naturali, a condizione che sia stato dichiarato lo stato di emergenza;<br />
- acquisto e costruzione di box e posti auto pertinenziali;<br />
- eliminazione delle barriere architettoniche;<br />
- installazione di dispositivi anti-intrusione;<br />
- cablatura e riduzione dell’inquinamento acustico;<br />
- acquisto e installazione di impianti fotovoltaici;<br />
- messa in sicurezza dal punto di vista sismico;<br />
- bonifica dall’amianto;<br />
- installazione di sistemi anti-infortunio.<br /><br />
La detrazione copre infine le <strong>spese per la progettazione</strong>
degli interventi, l’acquisto dei materiali, le prestazioni dei
professionisti coinvolti nei lavori, le perizie, i sopralluoghi, le
imposte, la messa a norma degli edifici, il rilascio di autorizzazioni e
gli oneri di urbanizzazione.<br />
<br />
<h3>
<strong>Cosa fare per ottenere la detrazione 50%</strong></h3>
Prima dei lavori è necessario dotarsi dei permessi e delle
autorizzazioni eventualmente richieste. Nei casi in cui le norme sulla
sicurezza nei luoghi di lavoro (<strong>D.lgs 81/2008</strong>, <strong>D.lgs 106/2009</strong>)
lo prevedano, si deve inviare una comunicazione preventiva alla Asl
competente contenente la data di inizio lavori, la natura
dell’intervento e i dati del committente e dell’impresa. I lavori sulle <strong>parti comuni</strong> degli edifici residenziali devono essere approvati con una delibera assembleare.<br />
<br />
I <strong>pagamenti</strong> devono essere effettuati con <strong>bonifico bancario o postale</strong>. Nella causale bisogna indicare la norma che prevede la detrazione fiscale (articolo 16-bis del <strong>Dpr 917/1986</strong>), il codice fiscale del beneficiario della detrazione e il codice fiscale o la partita Iva dell’impresa che realizza i lavori.<br />
<br />
Dopo aver effettuato gli interventi, nella <strong>dichiarazione dei redditi</strong> bisogna indicare i dati catastali identificativi dell’immobile.<br />
<br />
È infine necessario <strong>conservare una serie di documenti</strong>, che l’Agenzia delle Entrate può richiedere a titolo di controllo e verifica:<br />
- titoli abilitativi necessari per lo svolgimento dei lavori;<br />
- domanda di accatastamento per gli immobili non ancora censiti;<br />
- ricevute di pagamento dell’imposta comunale sugli immobili (Ici-Imu), se dovuta;<br />
- delibera assembleare di approvazione dell’esecuzione dei lavori, per
gli interventi riguardanti parti comuni di edifici residenziali, e
tabella millesimale di ripartizione delle spese;<br />
- In caso di lavori effettuati dal detentore dell’immobile, se diverso
dai familiari conviventi, dichiarazione di consenso del possessore;<br />
- comunicazione preventiva alla Asl (se prevista dalle norme sulla sicurezza dei cantieri);<br />
- fatture e ricevute fiscali comprovanti le spese sostenute;<br />
- ricevute dei bonifici di pagamento.
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-22866043870602946872015-07-15T08:21:00.003-07:002015-07-15T08:21:39.223-07:00Detrazioni fiscali, entro quanto tempo possono avvenire i controlli da parte del fisco?<div style="color: #333333; font-weight: normal; line-height: 120%; margin: 0px; padding: 0px; text-align: justify;">
<span style="font-size: small;">Controlli
e detrazioni fiscali: il meccanismo della ripartizione in 10 anni delle
detrazioni per ristrutturazioni non può allungare i tempi entro cui
l’Agenzia delle Entrate può svolgere i controlli<span></span></span></div>
<div style="text-align: justify;">
</div>
<div style="margin: 10px 0px 0px; padding: 0px; text-align: justify;">
<span style="font-size: small;">La <strong>detrazione Irpef</strong> relativa alle spese di ristrutturazione <strong>ripartita in 10 anni</strong> non legittima l’estensione <strong>temporale del potere accertativo dell’Agenzia delle Entrate</strong>.</span></div>
<div style="text-align: justify;">
</div>
<div style="margin: 10px 0px 0px; padding: 0px; text-align: justify;">
<span style="font-size: small;">Lo ha chiarito la <strong>Ctr (Commissione tributaria regionale) Lombardia</strong> con la Sentenza n. 2597/49/2015 .</span></div>
<div style="text-align: justify;">
</div>
<div style="margin: 10px 0px 0px; padding: 0px; text-align: justify;">
<span style="font-size: small;">Nel caso in esame, un
contribuente aveva impugnato una cartella emessa nel 2012, con la quale
l’Agenzia delle Entrate aveva disconosciuto la quota (bonus detrazione
fiscale 50%) relativa a spese portate in dichiarazione nel 2007. Aveva,
pertanto, proceduto alla richiesta della maggiore Irpef da parte del
contribuente.</span></div>
<div style="text-align: justify;">
</div>
<div style="margin: 10px 0px 0px; padding: 0px; text-align: justify;">
<span style="font-size: small;">Il contribuente impugnava la decisione delle Entrate, dal momento che <strong>le spese erano state pagate con bonifico negli anni 2002 e 2003</strong> e quindi erano scaduti i termini per i controlli.</span></div>
<div style="text-align: justify;">
</div>
<div style="margin: 10px 0px 0px; padding: 0px; text-align: justify;">
<span style="font-size: small;"><strong>La sentenza di primo grado aveva già dato ragione al contribuente.</strong></span></div>
<div style="text-align: justify;">
</div>
<div style="margin: 10px 0px 0px; padding: 0px; text-align: justify;">
<span style="font-size: small;">Dopo l’appello
dell’Agenzia delle Entrate, la Ctr Lombardia conferma quanto già
espresso in precedenza, respingendo l’appello e ritenendo esaurito il
potere di controllo da parte dell’ufficio.</span></div>
<div style="text-align: justify;">
</div>
<div style="margin: 10px 0px 0px; padding: 0px; text-align: justify;">
<span style="font-size: small;">Secondo la Ctr, dato
che le opere erano state eseguite negli anni 2002 e 2003 (e che le
dichiarazioni relative a tali periodi erano state presentate
rispettivamente nel 2003 e 2004),<strong> il fisco avrebbe potuto disconoscere il beneficio della detrazione entro e non oltre il 31 dicembre 2007</strong>, con riferimento alle spese sostenute nel 2002, e fino al <strong>31 dicembre 2008</strong>, in relazione alle spese sostenute nel 2003.</span></div>
<div style="text-align: justify;">
</div>
<div style="margin: 10px 0px 0px; padding: 0px; text-align: justify;">
<span style="font-size: small;">Invece, l’ufficio ha
notificato l’atto al contribuente nel 2012, e quindi ben oltre i
suddetti termini decadenziali, in violazione sia dell’articolo 43, comma
1, DPR 600/1973, in materia di controlli sostanziali e accertamento,
sia dell’articolo 25, comma 1, lettera b) del DPR 602/1973 sui controlli
formali.</span></div>
<div style="text-align: justify;">
</div>
<div style="margin: 10px 0px 0px; padding: 0px; text-align: justify;">
<span style="font-size: small;">Secondo i giudici
regionali, inoltre, non ha alcuna rilevanza il fatto che il contribuente
abbia portato in detrazione una quota di tali spese nel periodo
d’imposta 2007.</span></div>
<div style="text-align: justify;">
</div>
<div style="margin: 10px 0px 0px; padding: 0px; text-align: justify;">
<span style="font-size: small;">Tale fatto, non può legittimare l’estensione temporale del potere di controllo dell’Agenzia delle Entrate.</span></div>
<div style="text-align: justify;">
</div>
<div style="margin: 10px 0px 0px; padding: 0px; text-align: justify;">
<span style="font-size: small;">Infine, secondo i giudici, l’impostazione delle Entrate genererebbe una disparità di trattamento rispetto ai <strong>contribuenti con più di 75 o 80 anni</strong> che hanno, in passato, rateizzato <strong>le spese in cinque o tre anni</strong> (prima che il decreto 201/2011 Salva-Italia uniformasse la rateazione in 10 per tutte le spese sostenute dal 2012).</span></div>
<div style="text-align: justify;">
</div>
<div style="margin: 10px 0px 0px; padding: 0px; text-align: justify;">
<span style="font-size: small;">La sentenza riguarda esplicitamente la detrazione per il recupero del patrimonio edilizio (36-50%), <strong>ma
si può ritenere che le stesse conclusioni valgano anche per quella del
55-65% per la riqualificazione energetica degli edifici.</strong></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-92101750721576935942015-04-07T02:31:00.002-07:002015-04-07T02:31:16.990-07:00Certificazione energetica degli edifici, in arrivo il nuovo APE<div style="text-align: justify;">
Sono in arrivo le nuove
Linee guida nazionali per l’attestazione della prestazione energetica
degli edifici. È stata infatti diffusa una <strong>bozza provvisoria del decreto</strong> del Ministero dello Sviluppo Economico che riscrive la normativa sull’Attestato di Prestazione Energetica (APE).
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="ombra-foto" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">
<span class="ombra-sopra"></span>
<img alt="Certificazione energetica degli edifici, in arrivo il nuovo APE" src="http://www.edilportale.com/Upload/f_44877_01.jpg" width="250" />
<span class="ombra-sotto"></span></div>
<br />
<div id="box-int-news">
<div id="cont-int-news">
<div>
<span class="newspaper"></span></div>
</div>
</div>
<div style="text-align: justify;">
<div style="text-align: justify;">
<span class="news-font textNews" id="testoRidimensionabile2">
Dopo i <strong>nuovi metodi di calcolo e i nuovi requisiti minimi</strong>
per le prestazioni energetiche degli edifici, stanno per essere varate
anche le nuove linee guida nazionali per l’attestazione della
prestazione energetica, sulla base delle quali i certificatori
energetici dovranno redigere l’APE.</span></div>
<span class="news-font textNews" id="testoRidimensionabile2"></span></div>
<span class="news-font textNews" id="testoRidimensionabile2">
</span><div style="text-align: justify;">
<div style="text-align: justify;">
<span class="news-font textNews" id="testoRidimensionabile2">
Le nuove linee guida sostituiranno quelle per la certificazione energetica emanate con il <strong>DM 26 giugno 2009</strong>.</span></div>
<span class="news-font textNews" id="testoRidimensionabile2"></span></div>
<span class="news-font textNews" id="testoRidimensionabile2">
</span><div style="text-align: justify;">
<div>
<span class="news-font textNews" id="testoRidimensionabile2">
Tra le principali novità l’introduzione di un <strong>attestato unico semplificato </strong>su
tutto il territorio nazionale, con una metodologia di calcolo omogenea,
per la classificazione delle prestazioni energetice a cui le Regioni
dovranno adeguarsi entro due anni. Per questo sarà predisposto un sistema informativo comune in tutta Italia, denominato <strong>SIAPE</strong>,
in cui verranno raccolti tutti i dati relativi agli attestati di
prestazione energetica, in modo che le regioni possano attivare i
relativi controlli.</span></div>
<div style="text-align: justify;">
<span class="news-font textNews" id="testoRidimensionabile2"></span></div>
</div>
<div style="text-align: justify;">
<span class="news-font textNews" id="testoRidimensionabile2">
</span><br /><span class="news-font textNews" id="testoRidimensionabile2">
Per quanto riguarda<strong> </strong>i contenuti essenziali dell’APE<strong>, </strong>il nuovo attestato dovrà esprimere la <strong>prestazione energetica globale </strong>sia
in termini di energia primaria totale che di energia primaria non
rinnovabile. Inoltre la classe energetica dovrà essere determinata
attraverso l’indice di prestazione energetica globale, espresso in
energia primaria non rinnovabile.</span><br /><span class="news-font textNews" id="testoRidimensionabile2">
</span><br /><span class="news-font textNews" id="testoRidimensionabile2">
L’APE dovrà contenere i consumi energetici non solo per il riscaldamento invernale ma anche per il <strong>raffrescamento estivo</strong>, oltre a indicare l’emissioni di anidride carbonica e l’energia esportata.</span><br /><span class="news-font textNews" id="testoRidimensionabile2">
</span><br /><span class="news-font textNews" id="testoRidimensionabile2">
Le <strong>classi energetiche </strong>passano da sette a dieci, dalla <i><b>A4</b></i> (la migliore) alla <i><b>G</b></i> (la peggiore).</span><br /><span class="news-font textNews" id="testoRidimensionabile2">
</span><br /><span class="news-font textNews" id="testoRidimensionabile2">
Dovranno essere inoltre specificati gli <strong>interventi per migliorare l’efficienza energetica</strong> dell’edificio, separando le ristrutturazioni generiche dagli interventi specifici per la riqualificazione energetica.</span><br /><span class="news-font textNews" id="testoRidimensionabile2">
</span><br /><span class="news-font textNews" id="testoRidimensionabile2">
Viene anche definito uno <strong>schema di annuncio di vendita e locazione </strong>che
renda uniformi le informazioni sulla qualità energetica degli edifici;
per fornire ai cittadini un quadro completo dell’immobile in tale schema
saranno riportati anche gli indici di prestazione energetica parziali,
come quello riferito all’involucro, quello globale e la relativa classe
energetica corrispondente. Inoltre verranno inseriti simboli grafici,
come degli <strong>emoticon</strong>, per facilitare la comprensione ai non tecnici.</span><br /><span class="news-font textNews" id="testoRidimensionabile2">
</span><br /><span class="news-font textNews" id="testoRidimensionabile2">
Entro il 1 luglio 2015 l’Enea adeguerà <strong>il metodo di calcolo DOCET</strong> per tenere conto degli aggiornamenti contenuti nel decreto requisiti minimi e delle nuove linee guida di prossima adozione.</span></div>
<div style="text-align: justify;">
<span class="news-font textNews" id="testoRidimensionabile2"> </span></div>
<div style="text-align: justify;">
<span class="news-font textNews" id="testoRidimensionabile2"> </span></div>
<div style="text-align: justify;">
<span class="news-font textNews" id="testoRidimensionabile2">Tratto da ( <a href="http://www.edilportale.com/news/2015/03/risparmio-energetico-e-sostenibilita/certificazione-energetica-degli-edifici-in-arrivo-il-nuovo-ape_44877_27.html" target="_blank">edilportale.com</a> )</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-4215885742217189722015-04-04T05:45:00.002-07:002015-04-04T05:45:57.078-07:00Sicurezza cantieri, la guida pratica per il lavoratore autonomo <span class="lblArticle" id="dnn_ctr410_ArticleList_ctl00_lblArticle"></span><br />
I
lavoratori autonomi sono esposti agli stessi pericoli per la salute e
la sicurezza dei lavoratori dipendenti, ma il rischio di infortuni con
lesioni invalidanti o mortali è doppio rispetto a tutte le altre
categorie di lavoratori. <br />
<br />
Il testo unico sulla sicurezza (D.Lgs. 81/2008) all’art.21 prevede che
anche i lavoratori autonomi, al fine di operare in sicurezza,
rispettino precisi obblighi normativi, come ad esempio utilizzare
correttamente le attrezzature di lavoro e munirsi di dispositivi di
protezione individuali e di tessera di riconoscimento (con l’indicazione
del committente).<br />
Al riguardo segnaliamo la guida Inail “Lavoratori autonomi” contenente
indicazioni sulla sicurezza dei lavoratori autonomi in edilizia.<br />
<br />
Il documento effettua l’analisi dei 4 principali rischi a cui sono
esposti i lavoratori autonomi durante la loro attività lavorativa:<br />
<ul>
<li>rischio elettrico</li>
<li>rischio di caduta dall’alto</li>
<li>rischio seppellimento</li>
<li>rischio legato all’uso non corretto delle attrezzature</li>
</ul>
<br />
Vengono fornite le indicazioni su cosa fare e cosa non fare nelle
attività lavorative in cantiere, con le definizioni di lavoratore
autonomo, subordinato ed impresa individuale.<br />
<br />
Infine, sono riportati tutti i casi di autonomia che risultano regolari
e le sanzioni previste per l’utilizzo improprio dei lavoratori
autonomi da parte dell’impresa.<br />
<br />
<a href="http://download.acca.it/BibLus-net/Sicurezza/Guida-Inail-sicurezza-lavoratori-autonomi-in-cantiere.pdf" target="_blank">Clicca qui per scaricare la guida Inail sulla sicurezza dei lavoratori autonomi in cantiere</a><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYNOoo_j9gBeVgf5dZ6SgT2mjWfSC2q6lUZslUsji17Gquttkz0U_JlwZYEBFpHxIlLERsE14C55mZmTkcrLfDyba-CayGDrWsY8-EnKIz6VaLFh-oYabvgsDOo-3G60ukdHW65KBbNIE/s1600/tools-large.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYNOoo_j9gBeVgf5dZ6SgT2mjWfSC2q6lUZslUsji17Gquttkz0U_JlwZYEBFpHxIlLERsE14C55mZmTkcrLfDyba-CayGDrWsY8-EnKIz6VaLFh-oYabvgsDOo-3G60ukdHW65KBbNIE/s1600/tools-large.jpg" height="265" width="400" /></a></div>
<br />
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-37705339904896781762015-03-12T09:06:00.001-07:002015-03-12T09:06:40.150-07:00Dall'Enea, 3 esempi di calcolo semplificato determinare il risparmio di energia primariaL'Enea ha recentemente pubblicato 3 nuovi esempi di calcolo semplificato
al fine di ottenere un risparmio annuo dell'energia primaria.<br />
Gli esempi riguardano l'installazione di:<br />
<br />
<ul style="margin: 5px 0px 15px 20px; padding: 0px;">
<li>una caldaia a condensazione unifamiliare a 4 stelle</li>
<li>pompa di calore elettrica per la produzione di acqua calda sanitaria</li>
<li>pompa di calore elettrica ad aria esterna </li>
</ul>
Riproponiamo brevemente i 3 esempi predisposti dall'Enea e i risultati ottenuti.<br />
<br />
<b>Esempio 1</b><br />
<b>Determinazione del risparmio di energia primaria ottenuto
attraverso la sostituzione di un generatore di calore standard con
l'installazione di una nuova caldaia a condensazione, alimentata a gas
naturale a servizio di un appartamento inferiore ai 100 mq</b><br />
Attraverso il metodo di valutazione standardizzato (metodologia
adottata dall'AEEG per l'applicazione dei decreti ministeriali per
l'efficienza energetica 20 luglio 2004) viene riportato in tabella il
valore del risparmio specifico ottenuto dopo l'intervento di
sostituzione, in relazione al tipo di utilizzo (riscaldamento o
riscaldamento+acs) e alla località di installazione (zona climatica di
appartenenza: A, B, C, D, E, F).<br />
Ecco alcuni esempi di risparmio:<br />
<ul style="margin: 5px 0px 15px 20px; padding: 0px;">
<li>in zona climatica B (Palermo) con il solo riscaldamento il risparmio annuo è di 163 kWh;</li>
<li>in zona climatica D (Roma) con il solo riscaldamento il risparmio annuo è di 489 kWh, con riscaldamento e acs è di 780 kWh; </li>
<li>in zona climatica E (Bolzano), invece, il risparmio con riscaldamento e acs è di 1070 kWh.</li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizk-_87rtf5LkAVg_WezJRDceRS5kP5zYw1Nrb9G7hPBEjUajJJZQYUn4NqTYpSk5rPMqQNLW1Hs7f9jVc_y4VmpnuD39oujTXjEpqeAObtBl8hMAtuTCLqvwDyZbTuKSD8A2oUIHNWH8/s1600/caldaia_a_condensazione.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizk-_87rtf5LkAVg_WezJRDceRS5kP5zYw1Nrb9G7hPBEjUajJJZQYUn4NqTYpSk5rPMqQNLW1Hs7f9jVc_y4VmpnuD39oujTXjEpqeAObtBl8hMAtuTCLqvwDyZbTuKSD8A2oUIHNWH8/s1600/caldaia_a_condensazione.jpg" height="316" width="400" /></a></div>
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOXw5-zSJuDg-Zga_Pu-SJ5m9rK8dukWRVHIrzxWbziFcG9VW0IEK5U34wi64oB5-UTE6x17cPo9zbaepkkfmOKrlgQTeRB7rhx-Sr5MC2DB4MwvWDDq05QmoWWYx9wPAMN-n10fJLbKs/s1600/pompa+calore.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a> <br />
<b>Esempio 2</b><br />
<b>Determinazione del risparmio di energia primaria ottenuto
attraverso la sostituzione di un generatore di calore standard con pompa
di calore elettrica per generazione di acqua calda sanitaria</b><br />
Vengono, anche in questo caso, riportati in tabella i valori del
risparmio in relazione alle zone climatiche (A, B, C, D, E) e al COP
dell'apparecchio.<br />
Ecco alcuni esempi di risparmio:<br />
<ul style="margin: 5px 0px 15px 20px; padding: 0px;">
<li>con COP<sub>N</sub> di 3,5 il risparmio in zona A/B è di 1290 kWh;</li>
<li>con COP<sub>N</sub> di 2,9 il risparmio in zona D è di 1069 kWh;</li>
<li>con COP<sub>N</sub> di 2,5 il risparmio in zona E è di 790 kWh.</li>
</ul>
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOXw5-zSJuDg-Zga_Pu-SJ5m9rK8dukWRVHIrzxWbziFcG9VW0IEK5U34wi64oB5-UTE6x17cPo9zbaepkkfmOKrlgQTeRB7rhx-Sr5MC2DB4MwvWDDq05QmoWWYx9wPAMN-n10fJLbKs/s1600/pompa+calore.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOXw5-zSJuDg-Zga_Pu-SJ5m9rK8dukWRVHIrzxWbziFcG9VW0IEK5U34wi64oB5-UTE6x17cPo9zbaepkkfmOKrlgQTeRB7rhx-Sr5MC2DB4MwvWDDq05QmoWWYx9wPAMN-n10fJLbKs/s1600/pompa+calore.gif" height="232" width="400" /></a> </div>
<br />
<b>Esempio 3</b><br />
<b>Determinazione del risparmio di energia primaria ottenuto con
la sostituzione di un generatore di calore standard con pompa di calore
elettrica ad aria esterna, al servizio di un'unità immobiliare al di
sotto dei 100 m²</b><br />
In questo esempio il risparmio è dato in relazione sempre alla zona climatica (A, B, C, D) e al rapporto S/V(m<sup>-1</sup>).<br />
Ad esempio:<br />
<ul style="margin: 5px 0px 15px 20px; padding: 0px;">
<li>in zona A/B con 0,2 S/V[m<sup>-1</sup>] il risparmio è di 244 kWh</li>
<li>in zona C con 0,5 S/V[m<sup>-1</sup>] il risparmio è di 1069 kWh</li>
<li>in zona D con 0,9 S/V[m<sup>-1</sup>] il risparmio è di 2627 kWh</li>
</ul>
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxYKPqnvbNMsgt0MjYjH-jH2VEwi-fvrL2tl_uU725bjTPMjkqraalz8t80UQqC1b9lX3paa81Vupq1PV2tIRe1WjsZNLCEetqU-WLmiLEtYVtGrGct-9nlKhPidjUOj_vnj7R8p16kN8/s1600/pompa-di-calore+aria.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxYKPqnvbNMsgt0MjYjH-jH2VEwi-fvrL2tl_uU725bjTPMjkqraalz8t80UQqC1b9lX3paa81Vupq1PV2tIRe1WjsZNLCEetqU-WLmiLEtYVtGrGct-9nlKhPidjUOj_vnj7R8p16kN8/s1600/pompa-di-calore+aria.jpg" height="257" width="400" /></a></div>
<br />
<br />
Per ciascuno dei 3 esempi vengono, inoltre, riportate le norme tecniche da rispettare.<br />
<a href="http://download.acca.it/BibLus-net/Termotecnica/ENEA_3esempi_risparmio_energetico.pdf" target="_blank">Scarica qui i 3 nuovi esempi di calcolo</a><br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-44636186032046038162015-03-07T04:55:00.001-08:002015-03-07T04:55:05.314-08:00Sicurezza sul lavoro, quali sono i rischi di natura elettrica e come prevenirli<span class="DNNAlignleft" id="dnn_ctr410_ContentPane"><span class="lblArticle" id="dnn_ctr410_ArticleList_ctl00_lblArticle"></span></span><br />
Il
rischio elettrico deriva dagli effetti dannosi che la corrente
elettrica può provocare sull’uomo in modo diretto (quando il corpo
umano è attraversato da corrente) o indiretto (es. incendio dovuto a
causa elettrica).<br />
Tale rischio è tra le principali cause di infortunio o danno per la salute sui luoghi di lavoro.<br />
<br /><span class="DNNAlignleft" id="dnn_ctr410_ContentPane"><span class="lblArticle" id="dnn_ctr410_ArticleList_ctl00_lblArticle">
Al fine di tutelare i lavoratori da eventuali rischi di natura
elettrica, proponiamo l’opuscolo dell’ASL Frosinone che fornisce utili
informazioni sui rischi di natura elettrica presenti negli ambienti di lavoro, i danni e le adeguate misure di prevenzione e protezione da
adottare.<br />
</span></span><span class="DNNAlignleft" id="dnn_ctr410_ContentPane"><span class="lblArticle" id="dnn_ctr410_ArticleList_ctl00_lblArticle">
Gli argomenti trattati sono:<br />
<ul>
<li>infortuni da elettrocuzione</li>
<li>pericolosità della corrente elettrica</li>
<li>pericolosità della differenza di potenziale</li>
<li>indicazione per il primo soccorso</li>
<li>rischi di natura elettrica</li>
<li>valutazione dei rischi</li>
<li>misure di prevenzione e protezione</li>
<li>buone pratiche comportamentali</li>
<li>obblighi previsti nel D.Lgs. 81/08</li>
</ul>
<a href="http://download.acca.it/BibLus-net/Sicurezza/ASL_FR_opuscolo_Rischio_elettrico.pdf" target="_blank">Clicca qui per scaricare l’opuscolo sui rischi di natura elettrica, ASL Frosinone</a><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcFKcyGkGYJxQMZWVhqy35N_PS25HtmtVmjMncKn-9ep-X0RLK5KlNFP0z35g7fk9Yh-DwdIgV5R2gMv9ONsVgNh2BkvxpBePS6NkXq1jgNxURNHjITstJCiwl8OMVAYNpb4IVh971vXY/s1600/folgorazione.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcFKcyGkGYJxQMZWVhqy35N_PS25HtmtVmjMncKn-9ep-X0RLK5KlNFP0z35g7fk9Yh-DwdIgV5R2gMv9ONsVgNh2BkvxpBePS6NkXq1jgNxURNHjITstJCiwl8OMVAYNpb4IVh971vXY/s1600/folgorazione.jpg" height="320" width="213" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTO75eRNwwtRL-hWEEQvycRDGEdfATH83DAiInCQKTlyfE-jRFr229QL0-JKnMsl10P9clobEeIguQ6fyQY_l9gTO4YJhqvTu1CtRItHRYPFEnkf1T_cUUqlPlAOYwQ-MR8CNb-tcHPXA/s1600/folgoration.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTO75eRNwwtRL-hWEEQvycRDGEdfATH83DAiInCQKTlyfE-jRFr229QL0-JKnMsl10P9clobEeIguQ6fyQY_l9gTO4YJhqvTu1CtRItHRYPFEnkf1T_cUUqlPlAOYwQ-MR8CNb-tcHPXA/s1600/folgoration.jpg" /></a></div>
</span></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-87614717233906539912015-02-06T23:10:00.001-08:002015-02-06T23:10:25.673-08:00Si può installare una canna fumaria sulla facciata del condominio senza l'OK degli altri condomini? <div style="text-align: justify;">
L'installazione di una canna fumaria sulla facciata di un edificio
condominiale, in corrispondenza delle proprietà di altri condomini, può
avvenire anche senza l'assenso degli altri proprietari, a condizione che
venga salvaguardato il decoro dell'immobile stesso.<br /><br />
Questo quanto affermato dal TAR Lombardia, con Sentenza 1308/2014, in seguito al ricorso presentato dall'interessato.<br />
Nel caso esaminato, il Comune aveva negato il permesso di
costruire relativo alla richiesta di installazione di una canna fumaria
esterna collocata sulla facciata condominiale, basandosi sul diniego di
altri due condomini che non avevano fornito il loro consenso onde
evitare di compromettere il decoro e l'armonia dell'edificio in
questione.<br />
Ai sensi dell'art. 1002 c.c. comma 1, come ricordato dai Giudici
amministrativi, "ciascun partecipante può servirsi della cosa comune,
purché non ne alteri la destinazione e non impedisca agli altri
partecipanti di farne parimenti uso secondo il loro diritto". <br /><br />
Pertanto se si rispetta il decoro dell'edificio non occorre l'assenso degli altri condomini.<br />
In conclusione, il Tar ha annullato il provvedimento di diniego,
chiarendo che nel rilascio del permesso di costruire il Comune deve
salvaguardare gli interessi dei terzi, ma non può vincolare le proprie
decisioni sul loro parere perché deve sempre valutare le caratteristiche
tecniche dell'intervento da realizzare.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
http://www.acca.it/BibLus-net/Open.asp?codice=4835&Id=3414&call=SentenzaTAR_1308_2014_canna_fumaria&oggetto=407 </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-89410423067301414272015-01-24T09:52:00.003-08:002015-01-26T01:02:59.631-08:00Arriva la Generazione di Termostati Intelligenti<br />
<div style="text-align: justify;">
Una casa mediamente spende 1.000-1.500 € all’anno su bollette energetiche e circa la metà di questo importo va verso il riscaldamento e il raffreddamento. Quando un termostato programmabile viene impostato e usato correttamente, il proprietario di una casa può risparmiare fino al 10% del totale all’anno. Ma il problema è che praticamente tutti abbiamo un termostato programmabile in casa ma o non siamo capaci di usarlo o di programmarlo. Nest Labs, una start-up di Palo Alto mira a risolvere questo problema con un nuovo termostato semplice, elegante, intuitivo e intelligente.<br /><br />Tony Fadell, ex dirigente di Apple e fondatore di Nest Labs dichiara in un’intervista al New York Times: “Abbiamo creato questo termostato in line con la prima generazione di iPhone, in cui la facilità d’uso la fa da padrone e i risultati sarà molto facile vederli”. Si chiama Nest, “impara ricordando” la regolazione della temperatura che viene registrata nel tempo (dopo la prima settimana di utilizzo piena). Esso crea una pianificazione personalizzata in grado di essere rettificata manualmente e mostrando il possibile risparmio energetico visualizzando nel tempo se necessario abbassare la temperatura o alzarla leggermente. Nest può essere regolato da remoto tramite un computer o uno smartphone.<br /><br />Nest promuove così la nuova generazione di termostati che utilizzano una batteria ricaricabile agli ioni di litio e uno schermo LCD. Pienamente conforme a tutte le normative RoHS, quindi privo di arsenico, mercurio o PVC. Un prodotto davvero interessante sia nella progettazione sia nella semplicità con cui viene comunicato.</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-1737473366796443642014-12-15T00:26:00.004-08:002014-12-15T00:26:59.375-08:00Come lavorare in sicurezza sulle linee elettriche? Ecco il vademecum SUVA con le 7 regole vitali<span class="DNNAlignleft" id="dnn_ctr410_ContentPane"><span class="lblArticle" id="dnn_ctr410_ArticleList_ctl00_lblArticle">Parliamo
ancora di sicurezza sui luoghi di lavoro, proponendo un nuovo vademecum
del SUVA sui rischi presenti nelle attività lavorative relative alle
linee elettriche.<br />
<br />
<br />
La pubblicazione contiene le 7 regole vitali per chi lavora a contatto con le linee elettriche ordinarie, ossia:<br />
</span></span><br />
<ol>
<li>iniziare a lavorare solo dopo aver avuto una conoscenza chiara e precisa del lavoro da svolgere</li>
<li>non lavorare mai da soli sulle linee elettriche</li>
<li>verificare la stabilità dei piloni di legno prima di salire</li>
<li>proteggersi opportunamente dalle cadute</li>
<li>lavorare solo se è presente la messa a terra</li>
<li>utilizzare attrezzature potenzialmente pericolose solo se si possiede l’opportuna formazione in merito</li>
<li>predisporre tutto quanto è necessario per soccorrere immediatamente le vittime di un infortunio</li>
</ol>
Per ciascuna delle 7 regole di sicurezza vengono fornite al lavoratore e
al datore di lavoro utili indicazioni da seguire e pratici consigli;
viene inoltre fornita un'apposita scheda di registro delle istruzioni
con cui si attestano i controlli effettuati.<br />
<br />
<span class="DNNAlignleft" id="dnn_ctr410_ContentPane"><span class="lblArticle" id="dnn_ctr410_ArticleList_ctl00_lblArticle"><span class="DNNAlignleft" id="dnn_ctr410_ContentPane"><span class="lblArticle" id="dnn_ctr410_ArticleList_ctl00_lblArticle"><a class="download" href="http://www.acca.it/biblus-net/getdownload.asp?file=Sicurezza/Vademecum_SUVA_linee_elettriche.pdf" target="_blank">Clicca qui per scaricare il vademecum SUVA per i lavori sulle linee elettriche</a></span></span> </span></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-77082251870245378902014-12-01T00:27:00.002-08:002014-12-01T00:27:34.340-08:00Sblocca Italia: ecco la tabella con le novità per l’edilizia in vigore<br />
<br />
<br />
<br />
<br />
<br />
<br />
Piccola <strong>rivoluzione</strong> nella disciplina dei <strong>titoli abilitativi in edilizia</strong>: lo <strong>Sblocca Italia</strong>,
approvato nelle scorse settimane in Parlamento.<br />
I volti che cambiano sono quelli relativi agli <strong>interventi che si trovano al confine tra SCIA e DIA</strong>: è infatti diminuito il numero di interventi realizzabili mediante la DIA (ovvero la dichiarazione di inizio attività) e <strong>si
è contemporaneamente ampliata a dismisura la lista di quelli per i
quali è sufficiente la segnalazione certificata di inizio attività
(SCIA)</strong>.<br />
Ma quali sono nello specifico gli <strong>interventi</strong> che sono ora <strong>eseguibili</strong> mediante <strong>SCIA</strong> (e non più attraverso DIA)?<br />
<strong>1.</strong> Tutti gli interventi non classificati tra le <strong>attività di edilizia libera</strong>;<br />
<strong>2.</strong> Gli <strong>intervent</strong>i per i quali <strong>non è richiesto il permesso di costruire</strong>,
a condizione che siano conformi alle previsioni degli strumenti
urbanistici, dei regolamenti edilizi e della disciplina urbanistica ed
edilizia vigente.<br />
Ovviamente, in tale caso quella che non deve essere
modificata è la <strong>volumetria complessiva degli edifici</strong>, oltre ovviamente alla destinazione d’uso.
In tale direzione possono rientrare nel regime agevole della <strong>manutenzione straordinaria</strong> anche <strong>le opere necessarie per ottenere più unità immobiliari da un edificio</strong>, o in via contraria, quelle relative all’accorpamento.<br />
<br />
Nella tabella si propone una <strong>sintesi delle principali novità che lo Sbocca Italia</strong> approvato apporta alla disciplina dell’edilizia privata e dell’urbanistica.<br />
<br />
<img alt="" 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" /> <br />
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-90728154931109551372014-10-29T04:17:00.003-07:002014-10-29T04:18:17.208-07:00Il mondo dei fari e dell'illuminazione a LED<div class="separator" style="clear: both; text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJjG3Ql0wLAyU4LKcnwgMLorMA6y0I8fyFN315mQ1F4pn-apMMjXo8v-I4wBTapbTDxwgdm44Ik4hN9GrTzsMbKLEJah1riFxT2RWhYTBMe9Us2lIk7uE-VdKnRVxg6537ZGs7qS3Kv7Q/s1600/1883Fig04.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJjG3Ql0wLAyU4LKcnwgMLorMA6y0I8fyFN315mQ1F4pn-apMMjXo8v-I4wBTapbTDxwgdm44Ik4hN9GrTzsMbKLEJah1riFxT2RWhYTBMe9Us2lIk7uE-VdKnRVxg6537ZGs7qS3Kv7Q/s1600/1883Fig04.gif" height="200" width="179" /></a><span style="font-family: Arial,Helvetica,sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5tHEvrczsbf3Nm8RGG9t7hQYQCzSyB8PsLaDNuhKZ8XiEVTVGEohA4JWGCrxLPn6ylekVSGJJA7U_IfjmA-Uyt-fWgf3sIWs6lOyVH_Dq7dm2rZPnS5NtTf3Hh8N5z_cuqsYj4Ibd6wM/s1600/led_tech-49-1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><b><i><span style="color: #0b5394;"><span style="font-size: small;">Cos'è un LED</span></span></i></b><br /><br /><span style="font-size: small;">L'acronimo LED (Light Emitting Diode) indica in elettronica un "diodo ad emissione luminosa" ovvero un dispositivo che sfruttando le proprietà ottiche di alcuni materiali semiconduttori produce luce grazie al fenomeno dell'emissione spontanea di fotoni dovuta alla ricombinazione di coppie elettrone-lacuna.</span><br /><br /><b><i><span style="color: #0b5394;"><span style="font-size: small;">Struttura e funzionamento.</span></span></i></b><br /><br /><span style="font-size: small;"> I LED sono dei diodi a giunzione p-n, costituiti da un sottile strato di materiale semiconduttore, con "drogaggi" di diversa natura, cioè di tipo n per gli elettroni e p per le lacune.</span><br /><br /><span style="font-size: small;">Se vengono sottoposti ad una tensione diretta, per ridurre la barriera di potenziale della giunzione, gli elettroni della banda di conduzione del semiconduttore si ricombinano con le lacune della banda di valenza emettendo in tal modo energia sotto forma di fotoni.</span><br /><br /><span style="font-size: small;">Una buona parte di questi fotoni può sfuggire dal chip grazie al suo ridotto spessore, generando luce di diversa frequenza a seconda della natura del semiconduttore utilizzato.</span><br /><br /><span style="font-size: small;">Attualmente i LED sono realizzati in GaAs (arseniuro di gallio), GaP (fosfuro di gallio), GaAsP (fosfuro arseniuro di gallio), SiC (carburo di silicio) e GaInN (nitruro di gallio e indio).</span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span><br /><br /><b><i><span style="color: #0b5394;"><span style="font-size: small;">La luce dei LED.</span></span></i></b><br /><br /><span style="font-size: small;"> </span></span></div>
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href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6NFJN6oF3O1XjjfFEnhJCvd_G0hCt3QcxBCLQgLnKj0DEtmScVfNGgVh-QnqDVx6EHaZ73CYI2BaByFzQCSKOSeiINlBhx1WZkedGkKAO7ku836dOHNqMFR-FtAm5XvxdeYbS6ISmTZk/s1600/lampade-led.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5tHEvrczsbf3Nm8RGG9t7hQYQCzSyB8PsLaDNuhKZ8XiEVTVGEohA4JWGCrxLPn6ylekVSGJJA7U_IfjmA-Uyt-fWgf3sIWs6lOyVH_Dq7dm2rZPnS5NtTf3Hh8N5z_cuqsYj4Ibd6wM/s1600/led_tech-49-1.jpg" height="165" width="320" /><br />
<span style="font-family: Arial,Helvetica,sans-serif;"></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Il colore della luce emessa da un LED dipende dalla distanza in termini energetici tra elettroni e lacune del semiconduttore ed è generalmente in relazione con il valore della cosiddetta “banda proibita” del semiconduttore stesso.</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Scegliendo in modo preciso il tipo di semiconduttore è possibile dunque determinare la lunghezza d'onda dell'emissione di picco dei fotoni, l'efficienza nella conversione elettro-ottica e quindi l'intensità luminosa in uscita.</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="color: #0b5394;"><i><span style="font-size: small;">Illuminare con i LED</span></i></span></b></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">I LED possono emettere luce “continua” o ”intermittente”, quest’ultima ottenibile attraverso circuiti astabili o con LED intermittenti.</span></span><br />
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<img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6NFJN6oF3O1XjjfFEnhJCvd_G0hCt3QcxBCLQgLnKj0DEtmScVfNGgVh-QnqDVx6EHaZ73CYI2BaByFzQCSKOSeiINlBhx1WZkedGkKAO7ku836dOHNqMFR-FtAm5XvxdeYbS6ISmTZk/s1600/lampade-led.jpg" height="200" width="200" /><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Per l'illuminazione all'interno degli edifici è necessario comunque avere a disposizione diverse tonalità di colore in luce bianca. Questo ha portato i produttori a differenziare i dispositivi di illuminazione a LED in base alla temperatura di colore, introducendo sul mercato lampade classificabili in 6 fasce di temperatura, dai 2700 K agli oltre 8000 K. </span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="font-size: small;">I LED sono di conseguenza sempre più utilizzati in illuminotecnica.</span></b></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Grazie a nuove tecnologie sempre più performanti, questi dispositivi stanno via via sostituendo, anche in ambito domestico, le sorgenti di luce tradizionali quali lampade ad incandescenza, alogene o fluorescenti.</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">L’efficienza luminosa, ovvero il rapporto tra quantità di luce emessa rispetto al consumo (lm/W), delle lampade LED ha ormai raggiunto picchi di 120 lm/W rispetto ai 3 lm/W misurati all’inizio della ricerca in questo campo e soprattutto rispetto ai 10-19 lm/W di una lampada ad incandescenza, ai circa 12-20 lm/W di una lampada ad alogeni e ai circa 50-110 lm/W di una fluorescente lineare!</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Per meglio valutare le potenzialità di questa tecnologia ecco elencati di seguito i principali vantaggi nell’utilizzo dei LED per l’illuminazione:</span></span><br />
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<ul>
<a 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" 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" 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<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> durata di funzionamento (i LED ad alta emissione arrivano a circa 10-50.000 ore);</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> costi di manutenzione-sostituzione ridotti;</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> elevato rendimento (se paragonato a lampade ad incandescenza e alogene);</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> luce pulita perché priva di componenti IR e UV;</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> facilità di realizzazione di ottiche efficienti di plastica;</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> flessibilità di installazione del punto luce;</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> possibilità di un forte effetto spot (sorgente quasi puntiforme);</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> funziona in sicurezza perché a bassissima tensione (normalmente tra i 3 e i 24 Vdc);</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> accensione a freddo (fino a -40 °C) senza problemi;</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> insensibilità a umidità e vibrazioni;</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> assenza di mercurio;</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> durata non influenzata dal numero di accensioni/spegnimenti.</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> possibilita' di creare apparecchi illuminati di nuova foggia per via delle dimesioni ridotte</span></span></li>
</ul>
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<span style="font-family: Arial,Helvetica,sans-serif;"><i><b><span style="color: #0b5394;">Una curiosità...</span></b></i></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Anche se non è molto noto i LED se colpiti da radiazione luminosa nello spettro visibile, infrarosso o ultravioletto (dipendentemente dal LED utilizzato come ricevitore) producono elettricità esattamente come un modulo fotovoltaico. I LED di colore blu e infrarosso producono tensioni considerevoli. Questa particolarità rende possibile l'applicazione dei LED per sistemi di ricezione di impulsi luminosi. Intorno a questa proprietà sono stati sviluppati molti prodotti industriali come sensori di distanza, sensori di colore, sensori tattili e ricetrasmettitori.</span></span></div>
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" 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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-34803084058204238612014-10-08T06:32:00.004-07:002014-10-08T06:32:58.165-07:00Il distacco dal riscaldamento centralizzato<strong><em>L'art. 1118 comma 4 c.c. consente al singolo
condomino di distaccarsi dall’impianto di riscaldamento centralizzato
purché da questa operazione non derivino “<u>notevoli squilibri di
funzionamento o aggravi di spesa per gli altri condomini</u>”. </em> </strong><br />
<strong><br /></strong>
<br />
<strong>Che cosa deve fare il condomino che intende distaccarsi dall’impianto di riscaldamento condominiale?</strong><br />
<br />
<strong>La Perizia Tecnica</strong><br />
La prova della coesistenza ti tali
condizioni tecniche deve essere fornita dal condomino
interessato tramite perizia (così come già stabilito della Cassazione
con sentenza n.5974 del 25 marzo 2004). redatta
da un tecnico abilitato, un <em>professionista iscritto agli albi professionali</em>
e in possesso delle competenze tecniche in ambito di impianti di
riscaldamento dotati di canne fumarie collettiva ramificate.<br />
Il documento deve contenere una serie di informazioni. Innanzitutto
l'accertamento dello stato dei consumi della caldaia e la proiezione del
consumo ipotizzato, in caso di distacco (con esempi, devono essere
paragonati i consumi effettivi prima del distacco e quelli successivi).
In secondo luogo, la perizia va corredata da una previsione che dimostri
come, in base alle caratteristiche tecniche dell'impianto, il distacco
non creerà notevoli pregiudizi all'impianto centrale. Infine, deve dimostrare l'assenza di futuri squilibri termici per il
fabbricato. <br />
<br />
<b>L'assemblea
condominiale</b> <br />
La perizia deve inoltre essere sottoposta al vaglio dell’assemblea
condominiale che:
<br />
<ul style="list-style-type: disc; margin: 10px 0 0 15px;">
<li> non è tenuta a fornire una particolare autorizzazione, ma deve accertarsi che sussistano i presupposti di legge;</li>
<li> sulla base di una valutazione autonoma, l’assemblea può tuttavia
decidere di autorizzare o meno il distacco dall’impianto centralizzato,
opponendo una propria relazione tecnica;</li>
<li> infine, se il regolamento condominiale (stipulato fra il
costruttore e il condominio, e poi adottato da tutti i condomini), non
permette il distacco, l’operazione può risultare quanto mai difficile,
pur non essendo consentito, secondo la recente giurisprudenza, il
divieto assoluto di distacco.</li>
</ul>
<br />
<br />
<b>Lo Scarico della Caldaia</b><br />Dal 1° settembre scorso lo scarico a paretè di una caldaia, anche a condensazione, è possibile solo allacciandosi ad una canna fumaria che espella i derivati della combustione oltre il tetto. Fanno comunque eccezione i casi in cui lo sbocco sul tetto è impossibile dal punto di vista tecnico o incompatibile con le norme edilizie<br />
<br />
<b>Le Spese</b><br />Il condomino che intendestaccarsi dall'impianto centralizzato è comunque tenuto a sostenere le spese di manutenzione straordinaria dell'impianto stesso, quelle per la sua conservazione e per la messa a norma. Non è però del tutto definito il perimetro della manutenzione, sia essa ordinaria o straordinaria. E questo può far insorgere delle controversie in condominio sulla ripartizione delle spese<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcM_Pwde3AUgSMxaQvJ3IbbQYO-eZWy5TBrLdjk5TcSU1L3yIa1tRd3bk7r_c0NiCf2m4loEq2KIXkRriVP4GuU1gj1zdKw6S2OjCYuw04eekNrK8eTkl7-zFUE35SuiawHzgGdcIlBvY/s1600/a1666impianto-riscaldamento-distacco.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcM_Pwde3AUgSMxaQvJ3IbbQYO-eZWy5TBrLdjk5TcSU1L3yIa1tRd3bk7r_c0NiCf2m4loEq2KIXkRriVP4GuU1gj1zdKw6S2OjCYuw04eekNrK8eTkl7-zFUE35SuiawHzgGdcIlBvY/s1600/a1666impianto-riscaldamento-distacco.jpg" height="212" width="320" /></a></div>
<br />
<br />
<strong>Le possibili misure alternative (e a volte meno costose) per il risparmio energetico</strong><br />
Oltre al distacco, oggi sono disponibili nuove tecnologie che
permettono di risolvere i problemi connessi agli impianti di
riscaldamento centralizzati, garantendo notevoli benefici di comfort
ambientale e risparmio energetico a costi più contenuti.<br />
Più conveniente risulterebbe, ad esempio, l'installazione di valvole
termostatiche ai radiatori e di un sistema di contabilizzazione del
calore che
misurano la quantità di calore effettivamente consumata in ogni
appartamento e consentono di regolare le temperature in ogni alloggio. In questo modo, gli impianti condominiali possono essere
trasformati in impianti di riscaldamento a gestione autonoma, che <strong>s</strong>omma i vantaggi dell’impianto centralizzato con quelli dell’impianto individuale. La spesa risulta, dunque, in funzione del consumo
individuale, mentro però, il funzionamento resterà subordinato agli orari condominiali di accensione e spegnimento.
<br />
Va inoltre ricordato che, per il<strong> D.P.R. 59/09</strong> sul contenimento dei
consumi energetici, l’impianto di contabilizzazione del calore
è considerato intervento finalizzato al risparmio energetico. Come
tale, è incentivato dalla Legge: la sua realizzazione permette di godere
del regime IVA agevolato del 10% per le ristrutturazioni edilizie e
consente di recuperare tramite detrazione fiscale, il 65% della spesa
effettuata.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjabRUAA8oI7a9sdKvG-TPMYMZFFMr7qGJ-tbCrET17IDqhasxpPn9-oGoN9iBT5cKT8jrW6O00yjZqo1Y4g7-H1RhMuNsHpGHlA24reNras6QUBjOVEcvp1Y4-kJRmQ19qiMWItqTe2sg/s1600/Distacco-riscaldamento-centralizzato.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjabRUAA8oI7a9sdKvG-TPMYMZFFMr7qGJ-tbCrET17IDqhasxpPn9-oGoN9iBT5cKT8jrW6O00yjZqo1Y4g7-H1RhMuNsHpGHlA24reNras6QUBjOVEcvp1Y4-kJRmQ19qiMWItqTe2sg/s1600/Distacco-riscaldamento-centralizzato.jpg" height="192" width="320" /></a></div>
<br />
<br />
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-88395987099772829772014-09-17T07:15:00.001-07:002014-09-17T07:16:30.802-07:00Sblocca Italia, in vigore il decreto. Ecco le novità sulle semplificazioni edilizie.E' stato pubblicato sulla Gazzetta Ufficiale il <b>decreto legge n. 133/2014</b> approvato il 29 agosto dal titolo <i>“<i>Misure urgenti per l'apertura
dei cantieri, la realizzazione delle opere pubbliche, la
digitalizzazione del Paese, la semplificazione burocratica,
l'emergenza del dissesto idrogeologico e per la ripresa delle
attività produttive</i>”.</i><br />
<div style="text-align: center;">
<i> </i><img src="http://www.prontobagno.net/wordpress/wp-content/uploads/2013/08/26315643_1.jpg" id="irc_mi" style="margin-top: 98px;" /></div>
<br />
<br />
Ecco le novità del decreto per
quanto riguarda l'edilizia:<br />
<br />
<div style="margin-bottom: 0cm;">
<b>ART. 17: FRAZIONAMENTI E
ACCORPAMENTI CON LA COMUNICAZIONE DI INIZIO LAVORI (CIL).</b> Tra le
semplificazioni edilizie previste nel provvedimento, la <b>possibilità
di frazionare</b> <b>un'unità immobiliare in più unità immobiliari</b>, o al contrario d<b>i
accorpare più unità immobiliari</b>, con una semplice <b>comunicazione al Comune</b>
e non più con il permesso di costruire. In precedenza questa
operazione era classificata come “ristrutturazione edilizia” e
bisognava ottenere il permesso di costruire (90/150 giorni) e
pagare il “contributo di costruzione”. Con la nuova norma,
invece, questa operazione viene classificata come “manutenzione
straordinaria” e può essere fatta con una semplice “comunicazione
di inizio lavori” (CIL), non necessita del permesso di costruire e
i contributi da versare sono solo quelli per gli oneri di
urbanizzazione. Vengono quindi drasticamente accorciati i tempi e i
costi. <b>La norma vale anche per i negozi</b>. </div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<b>LAVORI SENZA INTERVENTI
SULLE PARTI STRUTTURALI.</b> Semplificazioni vengono introdotte anche
per i lavori nell'unità immobiliare senza interventi sulle parti strutturali, <b>ossia
lavori che cambiano le superfici interne ma non la volumetria
complessiva</b> dell'edificio. In
precedenza per questi lavori era necessaria la presentazione della
CIL + i dati identificativi dell’impresa che esegue i lavori +
relazione tecnica asseverata da un tecnico abilitato + progetto della
ristrutturazione + presentazione degli atti di aggiornamento
catastale a carico del cittadino. Con la nuova norma è sufficiente
la presentazione della CIL + la dichiarazione di un tecnico abilitato
che non si interviene sulle parti strutturali. La <b>comunicazione è
valida anche ai fini catastali</b> e viene inoltrata dal Comune
all’Agenzia del territorio. Dunque meno documenti (non serve il
progetto) e meno costi per il cittadino (non si pagano più gli oneri
di accatastamento). <b>La stessa procedura vale anche per la
manutenzione straordinaria dei fabbricati di un’impresa
(capannoni)</b>. </div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<b>PERMESSO DI COSTRUIRE IN DEROGA</b>.
Novità anche per quanto riguarda il <b>permesso di costruire in deroga</b>
agli strumenti urbanistici, che ora viene rilasciato per interventi
di ristrutturazione edilizia e di ristrutturazione urbanistica
attuati anche in <b>aree industriali dismesse</b>, nel rispetto delle
disposizioni contenute nel codice dei beni culturali e del paesaggio
e delle altre normative di settore. È ammessa la richiesta di
permesso di costruire anche in deroga alle destinazioni d’uso,
previa deliberazione del Consiglio comunale che ne attesta
l’interesse pubblico. I termini dell’istruttoria sono raddoppiati
nei soli casi di progetti particolarmente complessi.
</div>
<div style="margin-bottom: 0cm;">
Prima, invece, il permesso di costruire
in deroga agli strumenti urbanistici veniva rilasciato esclusivamente
per edifici e impianti pubblici o di interesse pubblico, previa
deliberazione del consiglio comunale, nel rispetto delle disposizioni
contenute nel codice dei beni culturali e del paesaggio e delle altre
normative di settore. La deroga poteva riguardare esclusivamente i
limiti di densità edilizia, di altezza e di distanza tra i
fabbricati; e i termini dell’istruttoria erano raddoppiati per i
comuni con più di 100.000 abitanti nonché per i progetti
particolarmente complessi. </div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
Tratto da <a href="http://www.casaeclima.com/ar_19394__ITALIA-DA-NON-PERDERE-Sblocca-Italia-sblocca-cantieri-semplificazioni-edilizie-casa-Sblocca-Italia-in-vigore-il-decreto.-Le-novit-su-semplificazioni-edilizie-pacchetto-casa-e-sblocca-opere.html" target="_blank">Casa&Clima.com </a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-87038608393994565092014-09-01T09:03:00.001-07:002014-09-01T09:07:24.464-07:00Tutto quello che si deve sapere sugli incentivi legati agli Impianti Solari Termodinamici<span class="DNNAlignleft" id="dnn_ctr410_ContentPane"><span class="lblArticle" id="dnn_ctr410_ArticleList_ctl00_lblArticle"></span></span><br />
Gli impianti solari termodinamici sono una particolare tecnologia che sfrutta il
calore del sole per riscaldare un fluido termovettore, convogliando i
raggi solari attraverso particolari deflettori e trova vasta
applicazione sia nella produzione di energia in ambito di istallazioni civili.<br />
<br />
<br />
Le tariffe incentivanti restano costanti per il periodo
d’incentivazione (25 anni) e variano da 0,22 €/kWh a 0,36 €/kWh in
funzione di:<br />
<ul>
<li>entrata in esercizio dell’impianto</li>
<li>frazione d’integrazione</li>
<li>superficie captante</li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikRZrTQeh24hoewpOl4r3lJnrDLuc38GRqXM9EdfH7d1TKg8ASH_zd5qyeJutAG7rsE1m5SA2DEPk-xGuZxQTvBaLk45Z2EeWcYQQCXzZZGeo5VkYUk006EWbzmnyM9RwHGOwUBh3DbU8/s1600/solare_termodinamico_814x180.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikRZrTQeh24hoewpOl4r3lJnrDLuc38GRqXM9EdfH7d1TKg8ASH_zd5qyeJutAG7rsE1m5SA2DEPk-xGuZxQTvBaLk45Z2EeWcYQQCXzZZGeo5VkYUk006EWbzmnyM9RwHGOwUBh3DbU8/s1600/solare_termodinamico_814x180.jpg" height="132" width="600" /></a></div>
<br />
<br />
Il meccanismo di incentivazione in <b>Conto energia </b>per gli impianti<b> solari termodinamici</b>, regolato dal<b> D.M. 11 Aprile 2008</b> e dalle successive modifiche apportate dal <b>D.M. 6 luglio 2012</b>,
remunera, con apposite tariffe incentivanti, l’energia elettrica
prodotta da un impianto solare termodinamico, per un periodo di 25 anni.
Le tariffe restano costanti per il periodo d’incentivazione. <br />
Nel
caso di impianti ibridi, cioè alimentati sia da fonte solare che da
altre fonti, solo l’energia elettrica derivante da fonte solare è
incentivata con le tariffe del <b>Conto energia</b>.
<br />
<br />
<div>
</div>
<div>
<b>I requisiti tecnici degli impianti</b>Possono accedere all’incentivazione
gli impianti solari termodinamici, anche ibridi, di nuova costruzione,
entrati in esercizio in data successiva al 18 luglio 2008, che rispettano i
seguenti requisiti:</div>
<ul>
<li>non utilizzano come fluido termovettore o come mezzo di accumulo
sostanze e preparati classificati come molto tossici, tossici e nocivi;</li>
<li>se entrati in esercizio entro il 31/12/2012, sono dotati di un
sistema di accumulo termico con capacità nominale superiore a 1,5 kWh/m2
e di una superficie captante maggiore di 2.500 m2;</li>
<li>se entrati in esercizio dopo il 31/12/2012, qualora la superficie
captante sia superiore a 10.000 m2, sono dotati di un sistema di
accumulo termico avente capacità nominale non inferiore ai valori
riportati nella seguente tabella:</li>
</ul>
<table cellspacing="0" class="gseTable-default"><tbody>
<tr class="gseTableHeaderRow-default"><th class="gseTableHeaderFirstCol-default" colspan="1" rowspan="1" style="text-align: center;"> Superficie captante (m2) </th>
<th class="gseTableHeaderOddCol-default" colspan="1" rowspan="1"> Capacità nominale di accumulo <br />
per ogni m2 di superficie captante (kWh/m2)</th></tr>
<tr class="gseTableOddRow-default"><th class="gseTableFirstCol-default" colspan="1" rowspan="1"> >50.000</th>
<td class="gseTableOddCol-default"> > 1,5</td></tr>
<tr class="gseTableEvenRow-default"><th class="gseTableFirstCol-default" colspan="1" rowspan="1"><div>
10.000 < S <span style="color: #565656; font-family: "arial", "sans-serif"; font-size: 11pt; line-height: 115%;">≤</span> 50.000</div>
</th>
<td class="gseTableOddCol-default" rowspan="1"> > 0,4</td></tr>
<tr class="gseTableFooterRow-default"><th class="gseTableFooterFirstCol-default" colspan="1" rowspan="1"><span style="color: #565656; font-family: "arial", "sans-serif"; font-size: 11pt; line-height: 115%;"> ≤</span> 10.000</th>
<td class="gseTableFooterOddCol-default" rowspan="1"> Non previsto</td></tr>
</tbody></table>
<br />
<br />
<ul>
<li>sono collegati alla rete elettrica (o a piccole reti isolate) e ogni
singolo impianto è caratterizzato da un unico punto di connessione. </li>
</ul>
<div>
<b>Le tariffe incentivanti </b></div>
<div>
<b><br /></b>L’<b>energia elettrica prodotta</b> da un impianto solare termodinamico
viene <b>remunerata</b> mediante <b>tariffe incentivanti</b> per un periodo di <b>25
anni</b> dall’entrata in esercizio dell’impianto stesso.</div>
<ul>
<li>in funzione della <u>frazione d’integrazione</u>, ovvero della
percentuale di energia elettrica prodotta annualmente da fonte non
solare;</li>
<li>in funzione della <u>superficie captante</u>, ovvero della somma delle
aree di tutti i captatori solari dell’impianto solare termodinamico,
anche ibrido.</li>
</ul>
<div>
</div>
<div>
La tariffa incentivante è riconosciuta esclusivamente per la
produzione netta di energia elettrica imputabile alla fonte solare,
calcolata sottraendo alla produzione netta totale la parte ascrivibile
alle altre fonti di energia, qualora la frazione d’integrazione sia
superiore al 15% del totale. Qualora invece la frazione d’integrazione
sia inferiore o uguale al 15% la tariffa incentivante è riconosciuta
alla produzione netta totale.<br />
Le tariffe incentivanti si aggiungono ai ricavi derivanti dalla vendita dell’energia elettrica prodotta e immessa in rete. </div>
<div>
<br />
Gli impianti entrati in esercizio fino al 31/12/2012 hanno diritto alle tariffe incentivanti indicate nella tabella seguente: </div>
<div>
</div>
<table cellspacing="0" class="gseTable-default" style="font-size: 1em; height: 156px; text-align: center; width: 50%;"><tbody>
<tr class="gseTableHeaderRow-default"><th class="gseTableHeaderFirstCol-default" colspan="1" rowspan="1">Frazione di integrazione</th>
<th class="gseTableHeaderOddCol-default" colspan="1" rowspan="1">Tariffa €/kWh</th></tr>
<tr class="gseTableOddRow-default"><th class="gseTableFirstCol-default" colspan="1" rowspan="1">Fino a 0,15</th>
<td class="gseTableOddCol-default">0,28</td></tr>
<tr class="gseTableEvenRow-default"><th class="gseTableFirstCol-default" colspan="1" rowspan="1"><span style="color: #565656; font-family: "arial", "sans-serif"; font-size: 11pt; line-height: 115%;">Tra 0,15 e 0,50</span></th>
<td class="gseTableOddCol-default" rowspan="1">0,25</td></tr>
<tr class="gseTableFooterRow-default"><th class="gseTableFooterFirstCol-default" colspan="1" rowspan="1"><span style="color: #565656; font-family: "arial", "sans-serif"; font-size: 11pt; line-height: 115%;">Oltre 0,50</span></th>
<td class="gseTableFooterOddCol-default" rowspan="1">0,22</td></tr>
</tbody></table>
<div>
<i>Nota: si definisce frazione di integrazione (Fint) di un
impianto solare termodinamico la quota di produzione netta non
attribuibile alla fonte solare, espressa dalla relazione: Fint = 1 –
Ps/Pne; dove Ps è la produzione netta di energia elettrica imputabile
alla fonte solare e Pne è la produzione di energia netta dell’impianto.</i></div>
<div>
</div>
<div>
Gli impianti che entrano in esercizio dal 31/12/2012 e fino
al 31/12/2015 aventi una superficie captante fino ai 2.500 m2 hanno
diritto alle tariffe incentivanti indicate nella tabella seguente: </div>
<table cellspacing="0" class="gseTable-default" style="font-size: 1em; height: 156px; text-align: center; width: 50%;"><tbody>
<tr class="gseTableHeaderRow-default"><th class="gseTableHeaderFirstCol-default">Frazione di integrazione</th>
<th class="gseTableHeaderOddCol-default">Tariffa €/kWh</th></tr>
<tr class="gseTableOddRow-default"><th class="gseTableFirstCol-default">Fino a 0,15</th>
<td class="gseTableOddCol-default">0,36</td></tr>
<tr class="gseTableEvenRow-default"><th class="gseTableFirstCol-default"><span style="color: #565656; font-family: "arial", "sans-serif"; font-size: 11pt; line-height: 115%;">Tra 0,15 e 0,50</span></th>
<td class="gseTableOddCol-default">0,32</td></tr>
<tr class="gseTableFooterRow-default"><th class="gseTableFooterFirstCol-default"><span style="color: #565656; font-family: "arial", "sans-serif"; font-size: 11pt; line-height: 115%;">Oltre 0,50</span></th>
<td class="gseTableFooterOddCol-default">0,30</td></tr>
</tbody></table>
<div>
<i>Nota: si definisce frazione di integrazione (Fint) di un
impianto solare termodinamico la quota di produzione netta non
attribuibile alla fonte solare, espressa dalla relazione: Fint = 1 –
Ps/Pne; dove Ps è la produzione netta di energia elettrica imputabile
alla fonte solare e Pne è la produzione di energia netta dell’impianto.</i></div>
<div>
</div>
<div>
Gli impianti che entrano in esercizio dal 31/12/2012 e fino al
31/12/2015 aventi una superficie captante superiore ai 2.500 m2 hanno
diritto alle tariffe incentivanti indicate nella tabella seguente: </div>
<table cellspacing="0" class="gseTable-default" style="font-size: 1em; height: 156px; text-align: center; width: 50%;"><tbody>
<tr class="gseTableHeaderRow-default"><th class="gseTableHeaderFirstCol-default">Frazione di integrazione</th>
<th class="gseTableHeaderOddCol-default">Tariffa €/kWh</th></tr>
<tr class="gseTableOddRow-default"><th class="gseTableFirstCol-default">Fino a 0,15</th>
<td class="gseTableOddCol-default">0,32</td></tr>
<tr class="gseTableEvenRow-default"><th class="gseTableFirstCol-default"><span style="color: #565656; font-family: "arial", "sans-serif"; font-size: 11pt; line-height: 115%;">Tra 0,15 e 0,50</span></th>
<td class="gseTableOddCol-default">0,30</td></tr>
<tr class="gseTableFooterRow-default"><th class="gseTableFooterFirstCol-default"><span style="color: #565656; font-family: "arial", "sans-serif"; font-size: 11pt; line-height: 115%;">Oltre 0,50</span></th>
<td class="gseTableFooterOddCol-default">0,27</td></tr>
</tbody></table>
<div>
<i>Nota: si definisce frazione di integrazione (Fint) di un
impianto solare termodinamico la quota di produzione netta non
attribuibile alla fonte solare, espressa dalla relazione: Fint = 1 –
Ps/Pne; dove Ps è la produzione netta di energia elettrica imputabile
alla fonte solare e Pne è la produzione di energia netta dell’impianto.</i></div>
<div>
</div>
I <b>valori delle suddette tariffe</b> sono riferiti agli
impianti entrati in esercizio nel periodo intercorrente fra il 18
luglio 2008 e il 31 dicembre 2015. <br />
Per gli impianti entrati in esercizio
nel periodo intercorrente tra il 1° gennaio 2016 e il 31 dicembre 2016
le tariffe, relative all’anno 2015, sono decurtate del 5%. Per gli
impianti entrati in esercizio nel periodo intercorrente tra il 1°
gennaio 2017 e il 31 dicembre 2017 le tariffe del 2015 sono decurtate
di un ulteriore 5% (con arrotondamento alla terza cifra decimale). <br />
In
assenza di ulteriori decreti, per gli anni successivi al 2017
continueranno ad applicarsi le tariffe fissate dal D.M. 6 luglio 2012
applicate agli impianti che entrano in esercizio nell'anno 2017.<br />
L’incentivo
è erogato in acconto dal GSE, salvo conguaglio al termine di ciascun
anno solare sulla base della frazione solare effettivamente conseguita
nel medesimo anno. <br />
<span class="DNNAlignleft" id="dnn_ctr410_ContentPane"><span class="lblArticle" id="dnn_ctr410_ArticleList_ctl00_lblArticle"></span></span><br />
<span class="DNNAlignleft" id="dnn_ctr410_ContentPane"><span class="lblArticle" id="dnn_ctr410_ArticleList_ctl00_lblArticle">tratto da: <a href="http://www.gse.it/it/Conto%20Energia/Solare%20termodinamico/Pages/default.aspx" target="_blank">GSE Gestione Servizi Energetici</a></span></span><br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-26124162851076648552014-08-03T01:27:00.003-07:002014-08-03T01:31:26.028-07:00ACEEE: Italia seconda al mondo per efficienza energetica dopo la Germania <div style="text-align: justify;">
<span style="font-family: inherit;"><span style="font-size: small;">La Germania arriva prima nella nuova graduatoria di efficienza energetica delle principali economie del mondo, seguita (potrebbe sembrare strano, ma vero) dall'Italia, secondo International Energy Efficiency Scorecard 2014 pubblicata dall’<b>American Council for an Energy-Efficient Economy</b> (<b>ACEEE</b>).<br /><br />La classifica comprende 16 delle più grandi economie del mondo: Australia, Brasile, Canada, Cina, Francia, Germania, India, Italia, Giappone, Messico, Russia, Sud Corea, Spagna, Regno Unito, Stati Uniti ed Unione Europea. Queste 16 economie rappresentano oltre l’81% del prodotto interno lordo mondiale e il 71% del consumo globale di energia. Su una scala di 100 punti possibili in 31 categorie, le nazioni sono state classificati dalla ACEEE come segue: 1) <b>Germania</b>; 2) <b>Italia</b>; 3) <b>Unione Europea</b>; 4) Cina e Francia; 6) Giappone e Regno Unito; 8) Spagna; 9) Canada; 10) Australia; 11) India; 12) Corea del Sud; 13) Stati Uniti; 14) Russia; 15) Brasile; 16) Messico. <br /><br />Il rapporto ACEEE (disponibile online all'indirizzo <a href="http://aceee.org/portal/national-policy/international-scorecard">http://aceee.org/portal/national-policy/international-scorecard</a>) rileva che, mentre alcuni Paesi mostrano performance ben superiori rispetto ad altri, ci sono notevoli opportunità di miglioramento in tutte le economie analizzate, compresi gli Stati Uniti, Paese che si è classificato tredicesimo su sedici nazioni dietro a Cina, Canada e India.<br /><br />ACEEE ha considerato 31 parametri che toccano aspetti trasversali nell’utilizzo di energia a livello nazionale e i tre settori restanti riguardano gli ambiti principali per il consumo di energia in un Paese economicamente sviluppato (edifici, industria e trasporti). I Paesi al top di punteggio in ciascun raggruppamento sono stati: UE, Francia e Italia (a pari merito per gli sforzi nazionali); Cina (edifici); Germania (industria); Italia (trasporti). Il direttore esecutivo di ACEEE Steven Nadel ha dichiarato: «La Germania è un primo esempio di una nazione che ha fatto dell'efficienza energetica una priorità assoluta. Gli Stati Uniti, a lungo considerato un Paese innovativo e competitivo, hanno progredito lentamente e hanno compiuto progressi limitati dal nostro ultimo rapporto». La relazione ACEEE sottolinea che mentre gli Stati Uniti hanno fatto qualche progresso verso una maggiore efficienza energetica negli ultimi anni, l’approccio generale è però deludente.<br /><br />Il sistema di classificazione ACEEE prende in considerazione anche i parametri “politica" e "performance" per misurare l'efficienza energetica complessiva di un Paese. Esempi di "parametri politici" includono la presenza di un obiettivo di risparmio energetico nazionale, gli standard di risparmio di combustibile per i veicoli e gli standard di efficienza energetica per gli elettrodomestici. I "parametri di performance" misurano il consumo di energia e i risultati quantificabili. Esempi di "parametri di performance" includono i consumi medi dei veicoli passeggeri su strada e l’energia consumata per metro quadrato di superficie negli edifici residenziali.</span></span></div>
<div style="text-align: justify;">
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-71817775378230783152014-05-30T02:59:00.003-07:002014-05-30T02:59:34.336-07:00RISPARMIO ENERGETICO IN CAMPO DOMESTICO: SISTEMI IBRIDI<div style="text-align: justify;">
<span id="lblTesto">Il bisogno sempre crescente di risparmiare nei
consumi di riscaldamento negli edifici civili, e la necessità di
utilizzare energia da fonti rinnovabili, ha spinto il legislatore a
indirizzare verso soluzioni tecniche che possano raggiungere tale
obbiettivo. Purtroppo non sempre è possibile riqualificare interamente
l’immobile e sempre più spesso si è costretti a ottimizzare l’impianto
termico rispettando la sempre più stringente normativa. Per questo le
pompe da calore sono diventate in tempi recenti uno dei modi più
efficaci che consentono lo sfruttamento dell' energia rinnovabile. E
integrare una <b>pompa di calore </b>ad aria, una <b>caldaia </b>e in taluni casi anche un <b>impianto fotovoltaic</b>o in unico sistema può
portare a drastiche riduzioni dei consumi di energia primaria a tutto
vantaggio dell’utilizzatore finale. Un sistema di controllo in grado di
governare le due tecnologie, differenzia soluzioni realmente IBRIDE da
sistemi BIVALENTI.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span id="lblTesto">Fonte Ordine degli Ingegneri della provincia di Roma </span></div>
<div style="text-align: justify;">
<span id="lblTesto"><br /></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-48943605350089685482014-05-16T04:54:00.000-07:002014-05-19T00:32:24.494-07:00Detrazioni fiscali per condizionatori: ecco come fare per ottenerle<div style="text-align: justify;">
L’estate è alle porte e tra pochi giorni presumibilmente avremo a
che fare con i primi caldi stagionali: ma le detrazioni e le
agevolazioni sono possibili anche per l’acquisto ed installazione in
casa di un nuovo condizionatore? Secondo la Guida della Agenzia delle
Entrate alle agevolazioni Irpef per le ristrutturazioni edilizie la
risposta al quesito deve essere senz’altro positiva.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Il <b>condizionatore</b> infatti può accedere alla <b>detrazione per le ristrutturazioni edilizie</b> qualora si configuri come manufatto <b>a pompa di calore</b>: quindi a condizione che non sia utilizzabile solo per il raffreddamento dell’ambiente, ma <b>anche per il riscaldamento</b> dato che le
opere finalizzate al risparmio energetico<b> possono essere realizzate anche in assenza di opere edilizie</b>. Proprio ciò che avviene quando si colloca un condizionatore all’interno di un immobile.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Ma come bisogna fare per ottenere le agevolazioni sull’acquisto ed installazione di un condizionatore?</b> </div>
<h4 style="text-align: justify;">
- in primo luogo il pagamento va effettuato attraverso <b>bonifico parlante</b>;</h4>
<h4 style="text-align: justify;">
- è poi necessario farsi rilasciare dall’installatore una <b>dichiarazione di conformità</b>
dell’impianto in un’ottica di conseguimento di risparmio energetico (da
conservare qualora vi siano controlli o richieste di chiarimento da
parte del fisco).</h4>
<div style="text-align: justify;">
Va detto che sulla questione condizionatori, a determinate condizioni, è possibile accedere (ovviamente in via alternativa) all’<b>Ecobonus 65%</b>: ciò avviene, però, solo a patto che <b>il condizionatore sostituisca integralmente o parzialmente l’impianto di riscaldamento preesistente</b>: il bonus è applicabile su edifici residenziali oltre che su uffici, capannoni o negozi posseduti anche da società od imprese.</div>
<div style="text-align: justify;">
Per quello che riguarda <b>il rilievo dell’importo dell’IVA sull’acquisto ed installazione di condizionatori</b> va anticipato che tali apparecchiature sono inserite all’interno del novero dei <b>“beni significativi”</b>: pertanto sulle spese di installazione del condizionatore e sull’acquisto di materiali diversi e connessi si paga l<b>’IVA agevolata al 10%</b>,
mentre sull’acquisto del bene l’agevolazione si applica solo fino a
concorrenza della somma del valore di manodopera e di quello relativo
agli altri materiali connessi utilizzati.</div>
<br />
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Tratto da http://www.ediltecnico.itUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-22109723276608170682014-05-08T23:54:00.002-07:002014-05-09T00:10:40.912-07:00IL "DUVRI" E IL DECRETO DEL fARE<h4>
L’effettiva applicabilità delle semplificazioni in materia di sicurezza nei contratti, a 90 giorni dall’entrata in vigore della legge n. 98/2013.</h4>
Per quanto concerne il documento Unico di valutazione dei rischi da Interferenza (dUvrI), necessario quando nello stesso ambiente operano soggetti appartenenti a più imprese, le semplificazioni del decreto del Fare prevedono che, nei settori a basso rischio di infortuni e malattie professionali, il datore di lavoro possa, in alternativa alla predisposizione del dUvrI, nominare un proprio Incaricato a Sovraintendere la cooperazione<br />
e il coordinamento con altre imprese (IScc, o Sovraintendente alla cooperazione e coordinamento - Scc). Quest’ultimo dovrà essere in possesso di formazione, esperienza e competenze professionali, nonché di periodico aggiornamento e di conoscenza diretta dell’ambiente di lavoro. In questo caso la misura ha l’obiettivo di spostare l’attenzione dall’adempimento formale (la redazione di un documento) a quello sostanziale, attraverso l’individuazione di una figura qualificata che conosca e sia presente sul luogo di lavoro<br />
e che sia in grado di intervenire più efficacemente per evitare i rischi da interferenze. Il raggiungimento di questo obiettivo passa necessariamente attraverso un criterio di classificazione che consenta di attribuire il livello “basso rischio” alle attività:<br />
• del datore di lavoro committente (ambiente di lavoro in cui si svolge l’appalto)<br />
• della impresa appaltatrice o dei lavoratori autonomi (attività lavorativa specifica oggetto dell’appalto).<br />
<br />
In termini pratici, per rientrare nel campo di applicazione dell’art. 26 comma 3 del d. lgs. 81/2008 e quindi potersi avvalere della “semplificazione dUvrI”, sia l’attività del datore di lavoro committente sia l’attività dell’impresa appaltatrice e dei lavoratori autonomi, dovrebbero potersi individuare all’interno del seguente ambito:<br />
1. rientrare nell’elenco delle aziende/attività a basso rischio individuate nell’Allegato 2 dell’Accordo<br />
Stato regioni del 21.12.2011;<br />
2. rientrare tra le aziende di cui al p.to 9.4 dell’Allegato IX del dM 10 marzo 1998;<br />
3. essere classificata come azienda di gruppo B o c, con indice infortunistico di inabilità permanente inferiore a 4;<br />
4. non essere un’azienda che svolge attività che comportino malattie professionali con obbligo di denuncia.<br />
A seguito di ciò il datore di lavoro dell’aziendaa basso rischio potrà nominare un proprio Incaricato a sovraintendere la cooperazione e il coordinamento con altre imprese, in possesso di formazione, esperienza e competenza professionali, nonché di periodico aggiornamento e di conoscenza diretta dell’ambiente di lavoro.<br />
Anche in merito a quest’ultimo aspetto il decreto del Fare non fornisce indicazioni su tempi, contenuti<br />
e criteri di formazione per concretizzare i requisiti richiesti all’Incaricato.<br />
Coerentemente con l’approccio proposto per l’individuazione del criterio di classificazione che consenta di attribuire alle attività il livello di “basso rischio” per la formazione dell’Incaricato, si potrebbe fare riferimento a quanto indicato nell’Accordo Stato regioni del 21.12.2011 per la formazione del preposto, considerando<br />
le equivalenze che potrebbero individuarsi tra i due ruoli.<br />
In conclusione, tutte le suddette considerazioni devono intendersi come delle ipotesi di carattere tecnico, in quanto per un’effettiva applicazione dei criteri di classificazione e formazione degli addetti, si dovrà attendere l’emanazione di uno specifico decreto del Ministero del lavoro (art. 29 comma 6 ter del d. lgs. 81 come modificato dal decreto del Fare), prima del quale, per i datori di lavoro, non sarà possibile avvalersi delle semplificazioni in materia di “obblighi connessi ai contratti d’appalto o d’opera o di somministrazione”.<br />
<br />
Tratto da rivista.ording.roma.itUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-61867629488590662572014-04-24T05:35:00.003-07:002014-04-24T05:35:53.450-07:00Stati Generali dell'Efficienza Energetica<h3>
Al via gli Stati Generali dell'Efficienza Energetica con una consultazione pubblica promossa dall'ENEA</h3>
Partirà il prossimo 6 maggio sul web la consultazione
pubblica sugli Stati Generali dell'Efficienza Energetica, promossa
dall'ENEA, con il supporto tecnico di <strong>EfficiencyKNow</strong>, partner di Smart Energy Expo, la prima fiera internazionale sull'efficienza energetica che si tiene a Verona.<br />
Compilando un apposito questionario sul portale <a href="http://www.statigeneraliefficienzaenergetica.it/">www.statigeneraliefficienzaenergetica.it</a>,
tutti potranno partecipare alla discussione online, articolata in
cinque settori strategici di sviluppo dell'efficienza energetica:
semplificazione, finanziabilità, dinamiche domanda/offerta,
comunicazione e formazione.<br />
L'obiettivo è quello di chiamare a raccolta tutti gli
attori interessati all'efficienza energetica (aziende industriali,
commerciali e di servizi, organizzazioni di ricerca, professionisti,
consumatori) per contribuire a definire le politiche e le misure
necessarie alla crescita di un settore fondamentale per il recupero
della competitività del Sistema Paese, anche sulla base delle esperienze
già positivamente acquisite da operatori pubblici e privati.<br />
La consultazione pubblica rimarrà <strong>aperta fino al 25 luglio</strong>.
Sarà l'ENEA a valutare i contributi presentati al fine di elaborare
proposte concrete per una strategia nazionale ed europea sull'efficienza
energetica, anche in vista dell'imminente semestre di Presidenza
italiana del Consiglio dell'Unione europea.<br />
I risultati di questo grande progetto partecipativo saranno presentati a ottobre nell'ambito di Smart Energy Expo.<br />
<br />
Fonte ENEA<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglWRPLcZMMLk2m_MLEk-h1YYL806Dkrfe-mdgsq1XFZhyBWoZS-2RE_No_eEOizly6v_OHusubpFuarW82n_bI0jvLZj43lULtiKf9ZtK2Knrn3tdQ_4xv_HvGf1dVv766IbAjSYzfrIM/s1600/mm-energy-commodity-default.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglWRPLcZMMLk2m_MLEk-h1YYL806Dkrfe-mdgsq1XFZhyBWoZS-2RE_No_eEOizly6v_OHusubpFuarW82n_bI0jvLZj43lULtiKf9ZtK2Knrn3tdQ_4xv_HvGf1dVv766IbAjSYzfrIM/s1600/mm-energy-commodity-default.jpg" height="341" width="400" /></a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-14830792416087667442014-04-18T13:24:00.001-07:002014-04-18T13:24:57.720-07:00Quali sono i documenti che l'impresa è tenuta a consegnare al committente?Il 27 marzo 2014 la Commissione per gli Interpelli del Ministero del
Lavoro ha dato risposta a tecnici, imprese e datori di lavoro in materia
di salute e sicurezza sul lavoro (vedi art. <a href="http://www.acca.it/BibLus-net/Open.asp?codice=4156&Id=2999&call=art_prec_biblus-net_Interpelli_sicurezzaLavoro&oggetto=371" target="_blank">Sicurezza sui luoghi di lavoro e testo unico sulla sicurezza, ecco i chiarimenti del Ministero ai nuovi Interpelli</a>).<br /><br />
In particolare, l'Interpello n. 3, posto dal Consiglio Nazionale
dei dottori commercialisti e degli esperti contabili (CNDCEC), si
sofferma sul tema della valutazione dell'idoneità tecnico professionale,
circa la documentazione che il committente può richiedere all'impresa
appaltatrice.<br /><br />
Con riferimento all'art. 26 del D.Lgs. 81/2008 (Testo Unico
sulla Sicurezza), viene chiesto quali dei seguenti documenti l' impresa
appaltatrice è obbligata a fornire al committente:
<br />
<ul style="margin: 5px 0px 15px 20px; padding: 0px;">
<li>copia del modello LAV</li>
<li>consenso all'utilizzo dei dati sottoscritto da ogni lavoratore</li>
<li>copia del DUVRI della ditta appaltatrice</li>
<li>dichiarazione che i dipendenti dell'impresa sono in possesso del certificato di idoneità</li>
<li>autocertificazione di idoneità tecnico professionale</li>
</ul>
La Commissione (Interpello n. 3/2014) ha chiarito che
l'acquisizione del certificato di iscrizione alla CCIA e
l'autocertificazione dei requisiti di idoneità tecnico professionale
sono documenti sufficienti a comprovare l'idoneità dell'impresa
appaltatrice, in base all'art. 26 del D.Lgs. 81/2008.<br />
Inoltre, viene precisato che il committente non può richiedere
copia del DUVRI alla ditta appaltatrice , in quanto la redazione del
documento, laddove previsto, è un obbligo del committente che può
richiedere documenti e informazioni finalizzate all'elaborazione del
DUVRI.<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXrq4I2iG0PJc1EWjTBYMylVNqUcJ2Nezy2TZOMkjrG8hsIOK-UZ0fnnLrX5v2JsbM7Jzv8aUjVCn7lF5j0CXzzq-xDCBly8Pt_jjMclYRzy3_1cySUs22zmwq8YQbUr1LuymBDwbVvJA/s1600/tools-large.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXrq4I2iG0PJc1EWjTBYMylVNqUcJ2Nezy2TZOMkjrG8hsIOK-UZ0fnnLrX5v2JsbM7Jzv8aUjVCn7lF5j0CXzzq-xDCBly8Pt_jjMclYRzy3_1cySUs22zmwq8YQbUr1LuymBDwbVvJA/s1600/tools-large.jpg" height="265" width="400" /></a></div>
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Fonte ACCA<br />
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-76194577784055019032014-04-17T01:40:00.001-07:002014-04-17T01:40:12.906-07:00Come prevenire i rischi legati all’uso del videoterminale. L'opuscolo del SUVA<span class="DNNAlignleft" id="dnn_ctr410_ContentPane"><span class="lblArticle" id="dnn_ctr410_ArticleList_ctl00_lblArticle">I
lavoratori che utilizzano abitualmente il videoterminale possono
essere esposti a disturbi che interessano l’apparato
muscolo-scheletrico, comportando un abbassamento della vista e un
affaticamento mentale. <br />
Osservando alcune semplici regole è possibile prevenire molti disturbi.<br />
Al fine di rendere la postazione di lavoro confortevole e prevenire i
rischi per chi lavora al videoterminale, il SUVA svizzero ha
pubblicato l’opuscolo “Nove consigli per lavorare comodi”, in cui
fornisce i rimedi per lavorare in tutta comodità:<br />
<ul>
<li>Evitare riflessi e abbagliamenti</li>
<li>Regolare la sedia</li>
<li>Regolare l’altezza del tavolo</li>
<li>Posizionare schermo, tastiera, documenti</li>
<li>Regolare l’altezza dello schermo</li>
<li>Mantenere la distanza</li>
<li>Indossare occhiali per PC</li>
<li>Fare movimento e pause regolari</li>
<li>Lavorare comodi con il notebook</li>
</ul>
Il documento è utilizzabile dai lavoratori per operare in tutta
sicurezza e dai datori di lavoro per formare e informare correttamente
il personale e sistemare adeguatamente le postazioni di lavoro.<br />
<br />
<a href="http://download.acca.it/BibLus-net/Sicurezza/SUVA_9Consigli_lavoro_videoterminale.pdf" target="_blank">Scarica qui l'opuscolo del SUVI</a> </span></span><div class="separator" style="clear: both; text-align: center;">
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3675175757899649613.post-88600218444662234962014-04-10T02:08:00.003-07:002014-04-10T02:10:30.742-07:00Comunicazione inizio lavori (C.I.L.): pratica per manutenzione straordinaria ed altri interventiPer realizzare degli interventi di manutenzione
straordinaria come le ristrutturazioni di appartamenti ed altre piccole
opere bisogna utilizzare la Comunicazione di Inizio Lavori (CIL)<br />
<br />
La <b>comunicazione di inizio lavori</b> viene introdotta nel 2010 dalla Legge 73 che modifica l'Art. 6 del T.U. Dpr 380/01 dove viene descritta l'<b>attività edilizia libera</b>. <br />
<br />
Gli interventi compresi sono:<br />
<ul>
<li>Manutenzione straordinaria senza interventi strutturali e senza incremento delle unità immobilare, sempre che non vi siano interventi strutturali, non venga aumentato il
numero delle unità immobiliari o non cambino i parametri urbanistici.</li>
<li>Opere temporanee per un massimo di 90 giorni</li>
<li>Opere di pavimentazioni esterne</li>
<li>Intercapedini e locali tombati</li>
<li>Vasche di raccolta delle acque</li>
<li>Pannelli solari e fotovoltaici per edifici fuori dai centri storici</li>
<li>Aree ludiche senza fini di lucro</li>
</ul>
Oltre alla comunicazione, <b>anche una relazione asseverata di un tecnico abilitato, disegni di progetto</b> (ante, post, intra operam) e la dichiarazione di rispetto delle normative urbanistiche locali. <br />
<br />
La <b>CIL asseverata (CILA)</b> è molto utilizzata per la tipica <b>ristrutturazione di un appartamento</b>
che spesso ricade in manutenzione straordinaria. Quando invece ricade
in manutenzione ordinaria è possibile cominciare i lavori senza alcuna
comunicazione.<br />
La difficoltà sta nel capire quando gli interventi sono compresi
nella ordinaria o nella straordinaria. In generale quando si cambia la
distribuzione degli ambienti con la demolizione e costruzione di
tramezzi si ricade in manutenzione straordinaria. Quando si cambiano le
finiture ed i rivestimenti in manutenzione ordinaria. Ma non è sempre
semplice capire in quale tra le due categorie si ricade.<br />
Per la ristrutturazione di un appartamento la pratica usata dagli anni '80 fino al 2010 era la <b>DIA (Denuncia Inizio Attività)</b> che obbligava ad attendere 30 giorni prima di iniziare i lavori. <b>La CIL invece permette di iniziare immediatamente</b> dopo la consegna al Comune. Gli elaborati e la modulistica sono ancora molto simili alla DIA.<br />
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La <b>CIL può essere presentata dal proprietario dell'immobile all'ufficio tecnico del proprio Comune</b>
ma spesso è meglio che venga consegnata dal tecnico abilitato che si
occupa di redigere l'asseverazione ed i disegni tecnici. Questo perchè
spesso in alcuni uffici è prassi valutare la documentazione prima di
protocollare.<br />
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<i><b>Chi prepara la modulistica ed i disegni</b></i>?<br />
Il <b>tecnico abilitato</b> per redigere la pratica deve essere<b> iscritto all'Albo, avere la partita IVA e rilasciare la fattura per prestazione professionale</b>. Questa fattura può essere utilizzata per la detrazione per ristrutturazione edilizia e può essere richiesta dal fisco per dei controlli.<br />
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<i><u><b>MaCS Studio</b> si occupa direttamente di redigere tutta la pratica CIL in tempi rapidi e con un prezzo vantaggioso. Effettua la progettazione, la Direzione dei Lavori, la Sicurezza nel Cantiere e le pratiche di Chiusura dei Lavori (<b><a href="http://www.macs-studio.it/Pratiche.html" target="_blank">più info</a></b>)</u></i><br />
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I lavori possono essere iniziati appena consegnata la pratica ma vanno
conclusi entro 3 anni altrimenti è necessario presentare una proroga al
comune. Al momento della conclusione non bisogna consegnare la "fine
lavori" o "certificato di collaudo finale" ma alcuni comuni richiedono
anche questo documento.<br />
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