tag:blogger.com,1999:blog-69658288180046407762024-03-13T05:49:18.702-07:00BlokkaBlokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.comBlogger308125tag:blogger.com,1999:blog-6965828818004640776.post-20822291304249338052016-06-20T08:22:00.000-07:002016-06-20T08:24:06.976-07:00Cilindro 3KS xp<div style="text-align: justify;">
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<b>I vantaggi di avere una chiave di sicurezza con cifratura tracciata</b><br />
Presentiamo quelli che sono, oggi, ottimi cilindri europei di sicurezza che eccellono nella tecnologia anti manipolazione ed anti bumping.<br />
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<i><b> CHIAVE 3 KS XP</b></i><i> Il sistema per la massima sicurezza </i></div>
<i><b>Vantaggi : </b></i>Sistema a chiave reversibile - Resistente senza necessità di manutenzione - Inserimento della chiave confortevole - Ideale per l'impiego più intenso <br />
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Grazie alla chiave a cifratura tracciata (simile a quella delle automobili) e ai sistemi di cifratura interna senza contro perni e senza molle, brevetto, che porta ad avere una durata nel tempo superiore del sistema cilindro-chiave, anti usura, ed una agevolazione della procedura di inserimento della chiave nel cilindro, quindi estrema facilità nell’inserimento delle chiavi da parte dell’utilizzatore, infilare la chiave nel cilindro è anche più confortevole grazie al senso di inserimento verticale e reversibile ovvero è possibile, nei modelli Evva 3Ks Plus ed Evva Ics inserire la chiave da ambo i lati, mantenendo la posizione verticale della chiave.<span style="background-color: white; color: #333333; display: inline; float: none; font-family: "verdana" , "geneva" , sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 22.1px; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"> </span><br />
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<i><b>La migliore tecnologia per i controllo accessi con chiavi meccaniche</b></i><br />
La chiave tracciata permette anche di non avere tutti gli inconvenienti che si verificano nei progetti di cifratura dei cilindri a chiave punzonata , infatti il cilindro può andar contro ad un usura precoce del sistema, se l’utilizzo delle serrature e dei cilindri è intensivo. Evva, grazie alla versatilità del sistema a chiavi tracciate, produce cilindri unici ed irripetibili, con miliardi di combinazioni: ogni cilindro è unico, e questi brevetti permettono di lavorare in totale sicurezza per produrre sistemi a chiave maestra molto complessi, utili in grandi comunità ed aziende che necessitano di un preciso e rigoroso controllo accessi.<br />
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<i><b>La duplicazione delle chiavi protetta e riservata</b></i><br />
Le chiavi sono duplicati solamente dai partner Evva o direttamente dalla casa madre, è obbligatorio presentare la chiave originale ed il codice presente sulla tessera consegnata, in confezione sigillata, al momento della vendita del cilindro.</div>
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Le tessere di tutta la gamma dei cilindri Evva di alta sicurezza hanno, oltre al codice alfanumerico un ologramma simile a quello riportato sulle banconote, la nuova tecnologia del cilindro 3Ks Xp porta ai massimi livelli il servizio di duplicazione delle chiavi.</div>
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<i><b>Il sitema Security Card del cilindro Evva 3ks Xp</b></i><br />
Con la security card sono offerti maggiori benefici nel controllo e nel confort. In questa card infatti sono memorizzate tutte le informazioni sul cilindro ed il numero delle duplicazioni chiavi che sono state effettuate. Avvalendosi del servizio degli Evva Partner autorizzati, potranno essere consultate in qualsiasi momento tutte le informazioni memorizzate sulla card. <br />
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<br />Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-60893843662176307052016-05-30T08:24:00.005-07:002016-05-30T08:52:05.561-07:00CILINDRIhttp://www.blokka.it<br />
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<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">Grazie all'ausilio di articoli meccanici ed elettrocini dedicati alla sicurezza,è possibile offrire soluzioni complete integrate, studiate su misura per ogni esigenza .</span></span></div>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><u><i>Cilindro TAF - Temporary Access Function</i></u></span></span></td></tr>
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<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">Una soluzione completamente meccanica , che consente di definire a chi, dove e anche quando è possibile l'accesso.</span></span></div>
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<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">Ecco come funziona: estraendo la chiave padronale nella <b>posizione di serivzio "S"</b> è possibile autorizzare all'apertura un'ulteriore chiave di servizio, per un lasso di tempo che potrete decidere voi. La funzione sarà disattivata non appena il cilindro viene riportato nella <b>posizione normale "I"</b> per mezzo della chiave padronale.</span></span></div>
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<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">Con il cilindro <b>TAF </b>è possibile consentire l'accesso in casa propria alla colf, alla dog sitter,..., esclusivamente nel momento e per il periodo voluto.</span></span></div>
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<tr><td class="tr-caption" style="text-align: center;"><b><i>Chiave EPS </i></b></td></tr>
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<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">La tecnologia EPS (sistema a profilo esteso) si contraddistingue per il profilo della chiave brevettato, che si sovrappone più volte. Il controllo delle autorizzazioni avviene su diversi livelli di sicurezza. E' studiata appositamente per un impiego versatile e può essere utilizzata in quasi ogni situazione di porta. E' particolarmente resistente all'usura, inoltre l'inconfondibile codifica laterale garantisce una protezione maggiore dalla duplicazione.</span></span></div>
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<tr><td class="tr-caption" style="text-align: center;"><i><b><span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">Chiave ICS</span></span></b></i></td></tr>
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<span style="background-color: white;"><span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> </span></span></span><span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">L' esclusiva tecnologia della chiave ICS è perfettamente indicata per un impiego professionale. La chiave reversibile ICS offre un' elevata protezione grazie all'esclusiva combinazione di tre diverse tecnologie di chiusura. La lettura della cifratura avviene su tre livelli mediante un totale di 13 perni di bloccaggio e, in aggiunta, un profilo longitudinale di forma speciale. I codici interni nascosti rendono praticamente impossibile la duplicazione non autorizzata della chiavi, garantendo così maggiore sicurezza.</span></span></div>
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<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">La tecnologia<i><b> 3K<span style="font-family: "georgia" , "times new roman" , serif;">plus </span></b></i><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-family: "georgia" , "times new roman" , serif;">(sistema a 3 curve) è contra<span style="font-family: "georgia" , "times new roman" , serif;">ddistinta dal principio di funzionamento brevettato sen<span style="font-family: "georgia" , "times new roman" , serif;">za molle;</span> </span></span></span>nel cilin<span style="font-family: "georgia" , "times new roman" , serif;">dro di chiusura 3Kplus i perni di bloccaggio vengono spostati tramite la fresatura a curve<span style="font-family: "georgia" , "times new roman" , serif;"> della chiave , e <span style="font-family: "georgia" , "times new roman" , serif;">non spinti contro una molla.<span style="font-family: "georgia" , "times new roman" , serif;"> La te<span style="font-family: "georgia" , "times new roman" , serif;">cnologia </span></span></span></span></span> a curve brevettata è ideale per gli impieghi più gravosi. Le curve sovrapposte della chiave garantisocno la massima sicurezza e la punta a coda di rondine reversibile garantisce ancora più comfort durante l'inserimento.</span></span></div>
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<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-family: "georgia" , "times new roman" , serif;"><i>Chiave MCS</i></span></b></td></tr>
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<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-family: "georgia" , "times new roman" , serif;">L'<b><span style="font-family: "georgia" , "times new roman" , serif;"> MCS</span></b><span style="font-family: "georgia" , "times new roman" , serif;"> <span style="font-family: "georgia" , "times new roman" , serif;">(ma<span style="font-family: "georgia" , "times new roman" , serif;">gnet-Code-System/sostema a codice magnetico) assicura una triplice sicurezza <span style="font-family: "georgia" , "times new roman" , serif;">grazie ad un codice m<span style="font-family: "georgia" , "times new roman" , serif;">agnetico e a due codici mecc<span style="font-family: "georgia" , "times new roman" , serif;">anici.</span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">Nel nucleo del cilin<span style="font-family: "georgia" , "times new roman" , serif;">dro sono collocati 8 rot<span style="font-family: "georgia" , "times new roman" , serif;">oli magnetici mobili, ai quali sono abbinat<span style="font-family: "georgia" , "times new roman" , serif;">e 4 piastrine magnetiche della chiave; quanto questa viene sfilata<span style="font-family: "georgia" , "times new roman" , serif;"> ,essi assumono un<span style="font-family: "georgia" , "times new roman" , serif;">a posizine sempre diversa.</span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">Questa <span style="font-family: "georgia" , "times new roman" , serif;">tecnologia è particolarmete impo<span style="font-family: "georgia" , "times new roman" , serif;">rt<span style="font-family: "georgia" , "times new roman" , serif;">ante per le strutture in <span style="font-family: "georgia" , "times new roman" , serif;">cui sono c<span style="font-family: "georgia" , "times new roman" , serif;">ustoditi v<span style="font-family: "georgia" , "times new roman" , serif;">alo<span style="font-family: "georgia" , "times new roman" , serif;">ri. I magne<span style="font-family: "georgia" , "times new roman" , serif;">ti garantiscono un<span style="font-family: "georgia" , "times new roman" , serif;">a lunga d<span style="font-family: "georgia" , "times new roman" , serif;">urata nel tempo e sono praticamente impossibili da monomettere <span style="font-family: "georgia" , "times new roman" , serif;">o smagnetizzare con attrezzi tradizionali.</span></span></span></span></span></span></span></span></span></span></span> </span></span></div>
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<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"><b>Prodotti elettronici </b></span></span><br />
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<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">I sistemi di chiusura elettronici si installano rapidamente, sono di facile utilizzo ed esteticamente molto belli. Tutte le diverse soluzioni di accesso sono prodotti che soddisfano tutti i requisiti che richiedono sistemi di chiusura moderni, flessibili e facili dal usare.</span></span></div>
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<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"><b>Xesar è </b>l'ultima innovazione; la soluzione di sicurezza flessibile per l'utilizzo professionale. Questo sistema di chiusura elettronico offre alle aziende una varietà di prodotti e possibilità d'uso, con un design senza tempo. Un rapido e semplice montaggio in loco nonchè il software gratuito e le esclusive KeiCredit Card, necessarie per concedere e/o mofìdificare le autorizzazioni ; sono alcune dei vantaggi offerti da Xesar</span></span></div>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"><b>AIRKEY</b></span></span></td></tr>
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<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"><b>AirKey </b>è la soluzione che trasforma la smartphone in chiave. Ciò garantisce mobilità, flessibilità e indipendenza, per una completa libertà; particolaremente preziosa nel caso di ospiti che devono muoversi da casa in totale libertà, o quando è richiesta la massima flessibilità di accesso agli uffici. Cilindro ad alta sicurezza AirKey, azionato da card, e smartphone Android ; programmabile da computer e/o smartphone consente di gestire autonomamente gli accessi, elementi di accesso e autorizzazioni, anche temporanee e/o programmate.<br /><br /><span style="background-color: white; color: #5a5a5a; display: inline; float: none; font-style: normal; font-variant: normal; font-weight: 300; letter-spacing: normal; line-height: 27px; text-align: justify; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></span></span></span></div>
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<tr><td class="tr-caption" style="text-align: center;"><b>E-PRIMO</b></td></tr>
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<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">E' il sistema flessibile per la massima sicurezza, mentre il cilindro E-primo provvede alla sicurezza della porta, è possibile assegnare le autorizzazioni di accesso in maniera flessibile, stabilendo così chi può aprire e chi no .</span></span><br />
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">Dove veniva inserita una chiave ora si utilizza un pomolo, quando la chiave utente viene posizionata di fronte al pomolo si ottiene l'autorizzazione ad aprire e chiudere la porta. Il tutto senza dover utilizzare PC, software o cablaggi. L' azionamento del cilindro avviene tramite degli elementi di identificazione, quali portachiavi, card, orologi, assegnare e revocare le autorizzazioni è estremamente facile.</span></span></div>
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<b style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #6d6e71; font-family: Verdana, sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: bold; letter-spacing: normal; line-height: 17px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;"></b>Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-55499531063109969922016-03-31T08:35:00.000-07:002016-05-27T07:41:11.818-07:00Centrale Easy 104 modulo radio<div class="separator" style="clear: both; text-align: center;">
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http://www.blokka.it<br />
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<span style="font-family: "georgia" , "serif"; font-size: 12.0pt; line-height: 115%;">Il modulo consente alle centrale <u><b>Easy-104 </b></u>di ricevere segnali via radio da sensori e telecomandi. La programmazione dei codici è facile grazie alla funzione di auto-apprendimento, così pure l'installazione, che avviene semplicemente inserendolo nel connettore apposito della centrale.</span><span style="font-family: "georgia" , "serif"; font-size: 12.0pt;"> Questa centrale dispone inoltre di un modo di Risparmio
Energetico che, quando manca la corrente, spegne o fa lampeggiare lentamente le
spie: così facendo l'autonomia delle batterie sale ad oltre una settimana, rendendo l'impianto ancora più sicuro.</span></div>
<span style="font-family: "georgia" , "times new roman" , serif;">Ricordiamo che EASY 104 è progettato e costruito interamente in Italia, ha garanzia 2 anni e la reperibilità dei ricambi 10 anni.</span><br />
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<span style="font-family: "georgia" , "serif"; font-size: 12.0pt; line-height: 115%;">L'<b>EA-104-2z </b>è una centrale a due zone,
con ricevitore radio integrato, adatta ad ambienti medio/piccoli come
appartamenti, villette e negozi; è stata studiata all'insegna della semplicità, sia d'installazione che di utilizzo .</span><br />
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Compontenti per molulo appartamento (via radio)<br />
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<tr height="18" style="height: 13.7pt; mso-height-source: userset;"><td class="xl69" colspan="3" height="18" style="height: 13.7pt; width: 197pt;" width="261"><span style="background-color: white;"></span>1 pz
EA-104-2Z centrale a 2 zone</td></tr>
<tr height="6" style="height: 5.1pt; mso-height-source: userset;"><td class="xl71" colspan="2" height="6" style="height: 5.1pt;">2 pz
TX2 telecomandi</td><td class="xl65"><br /></td></tr>
<tr height="18" style="height: 13.7pt; mso-height-source: userset;"><td class="xl69" colspan="2" height="18" style="height: 13.7pt; mso-ignore: colspan;">1 pz
BT1 batteria</td>
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<td class="xl68" height="6" style="height: 5.1pt;">1 pz
SI-1 sirena</td>
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<tr height="18" style="height: 13.7pt; mso-height-source: userset;"><td class="xl69" colspan="3" height="18" style="height: 13.7pt; mso-ignore: colspan;">1 pz
SV3 volumetrico <span class="font5">via radio</span></td></tr>
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<td class="xl68" height="6" style="height: 5.1pt;">1 pz
SP-1T contatto <span class="font5">via</span> radio </td><td class="xl67"><br /></td><td class="xl66"><br /></td></tr>
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" 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<td class="xl67"><br /></td>
<td class="xl66"><br /></td>
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<tr height="18" style="height: 13.7pt; mso-height-source: userset;"><td class="xl69" colspan="3" height="18" style="height: 13.7pt; mso-ignore: colspan;"></td></tr>
<tr height="6" style="height: 5.1pt; mso-height-source: userset;"><td class="xl68" height="6" style="height: 5.1pt;"><br /></td><td class="xl67"><br /></td><td class="xl66"><br /></td>
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<tr height="18" style="height: 13.7pt; mso-height-source: userset;">
<td class="xl69" colspan="3" height="18" style="height: 13.7pt; mso-ignore: colspan;"><br /></td></tr>
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" 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" 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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-91856250058012864572016-03-03T07:33:00.000-08:002016-05-27T07:38:18.311-07:00SISTEMA EASY 104 http://www.blokka.it<br />
<br />
<div style="text-align: justify;">
<i>Per aumetare la sicurezza della nostra porta, oggi , oltre ai sistemi di
sicurezza meccanici possiamo dotarci di un sistema semplice ed affidabile attraverso il KIT di antifurto per porte
corazzate.</i></div>
<b><i>Ad un prezzo di lancio interessante possiamo fornire</i></b> :<br />
<br />
1pz
EA-104 Centr. Via radio monozona<br />
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<td class="xl67" colspan="4" height="18" style="height: 13.7pt; width: 243pt;" width="322"><table border="0" cellpadding="0" cellspacing="0" style="width: 256px;"><tbody>
<tr height="18"><td class="xl67" colspan="3" height="18" style="height: 13.7pt; width: 193pt;" width="256">1pz
SE-1 sirena via filo<span style="mso-spacerun: yes;"> </span>inter. plast.<br />
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<tr height="18"><td class="xl67" colspan="4" height="18" style="height: 13.7pt; width: 243pt;" width="322">1pz
SP-1 contatto perimetrale via radio</td></tr>
</tbody></table>
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TX1 telecomando via radio a 1 tasto<br />
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BT1 batteria<br />
<br />
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</td></tr>
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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">EA - 104</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" 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" 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<tr><td class="tr-caption" style="text-align: center;">SE - 1</td></tr>
</tbody></table>
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<tr><td style="text-align: center;"><a href="https://www.blogger.com/blogger.g?blogID=6965828818004640776" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6965828818004640776" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><img alt="" 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" 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<tr><td class="tr-caption" style="text-align: center;">SP - 1</td></tr>
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" 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<tr><td class="tr-caption" style="text-align: center;">TX1 - TX2</td></tr>
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<a name='more'></a><b>EASY 104 progettato e costruito interamente in Italia garanzia 2 anni reperibilità ricambi 10 anni</b><br />
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-16693033767996493292015-07-31T01:17:00.001-07:002015-07-31T01:18:34.047-07:00Buone vacanze.........<a href="http://www.blokka.it/">http://www.blokka.it</a><br />
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<a href="http://4.bp.blogspot.com/-2reCyVfgSfE/U9p1v50-BWI/AAAAAAAABXc/GvX1XlayMGA/s1600/FINESTRA-001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="512" pua="true" src="http://4.bp.blogspot.com/-2reCyVfgSfE/U9p1v50-BWI/AAAAAAAABXc/GvX1XlayMGA/s640/FINESTRA-001.jpg" width="640" /></a></div>
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Buongiorno a tutti! .....ci rivediamo a settembre.<br />
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BUONE VACANZE Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-46498360085633066422015-07-28T09:35:00.000-07:002015-07-28T09:35:01.675-07:00Tecnologia EPS -1°parte-<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
EPS (sistema a profilo esteso) è un perfezionamento dei validi sistemi a perni EVVA. La tecnologia EPS si contraddistingue per il profilo della chiave brevettato, che si sovrappone più volte. Il controllo delle autorizzazioni avviene su diversi livelli di sicurezza.<br />
<a name='more'></a>Vantaggi<br />
6 perni di lettura attivi e fino a 20 posizioni di lettura supplementari verificano l'autorizzazione di chiusura <br />
I perni massicci a doppio effetto assicurano sicurezza elevata.<br />
Profilo longitudinale brevettato <br />
Angoli di incisione ottimizzati nella chiave<br />
Controllo integrato contro le manipolazioni<br />
Elevata resistenza all'usura grazie all'impiego di speciali chiavi in argento<br />
Protezione tecnica, organizzativa e legale contro la duplicazione non autorizzata delle chiavi (grazie alla tutela dalla riproduzione, alla tessera di sicurezza ed ai brevetti)<br />
A scelta, con costruzione modulare o compatta<br />
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-19479226844395404962015-07-16T03:49:00.000-07:002015-07-16T03:49:03.972-07:00Le nostre tende da sole<a href="http://www.blokka.it/">http://www.blokka.it</a><br />
Come per tutte le altre tipologie di tende, anche la tenda detta “ capottina”, viene utilizzata per proteggere dal sole e dalla pioggia, ma allo stesso tempo senza infierire sull'aspetto delle facciate di negozi, case, e edifici d'epoca.<br />
<a name='more'></a>Una struttura molto leggera e di facile installazione. Grazie alla sua forma si sposa alle più diverse tipologie architettoniche, permettendo uno sviluppo in lunghezza utile anche per finestre molto ampie, magari scorrevoli, con comando ad argano o motore optional, molto curata nella confezione. Come completamento della tenda è possibile avere anche un tettuccio di protezione che può essere scelto tra diverse soluzioni: in lamiera di alluminio preverniciato bianco anche nella parte interna oppure nella soluzione modulare in alluminio estruso.<br />
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E' anche possibile scegliere tra vari disegni di mantovana, vari colori e varie combinazioni tra colori del telo e quelli delle passamanerie. Ricordiamo che è adatta per essere installata : balconi; terrazze, vetrine di negozi; ingressi di bar, ristoranti, hotel; indicata come copri porta e come copri finestre. <br />
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<a href="http://3.bp.blogspot.com/-dagt07SkhHo/VaeL8fA9P1I/AAAAAAAABcY/r45IYTdrZSI/s1600/cappottine.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" hua="true" src="http://3.bp.blogspot.com/-dagt07SkhHo/VaeL8fA9P1I/AAAAAAAABcY/r45IYTdrZSI/s640/cappottine.jpg" width="480" /></a></div>
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-41145691361424038612015-07-02T08:43:00.002-07:002015-07-02T08:43:42.111-07:00Le grate di sicurezza<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
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Quando si parla di sicurezza, un argomento complementare, ma non per questo meno importante, riguarda le grate, quelle protezioni aggiuntive agli infissi che aggiungono valore protettivo ai serramenti e a tutto l'involucro edilizio.<br />
<a name='more'></a>Sono tutte prodotte in acciaio zincato e in alcuni modelli sono prodotte senza saldatura con tubolari a elementi piatti e ritorti che assicurano una perfetta solidità. Sono dotate di rostri, serrature e sistemi brevettati di sicurezza,esempio antifurti o a centri di sorveglianza privata.<br />
Le grate sono trattate con sistemi anti corrosivi resistenti a particolari condizioni ambientali e verniciate con resine termoindurenti. Le ante possono essere fisse o apribili.<br />
L’esclusivo sistema di apertura permette di vivere in piena libertà, eliminando la spiacevole sensazione di sentirsi chiusi nella propria abitazione.<br />
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<a href="http://1.bp.blogspot.com/-02dD7s5AzZ8/VZVbWUI4svI/AAAAAAAABcE/DBL05O9uq3s/s1600/grata%2Bfissa.jpg" imageanchor="1" style="clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="400" lua="true" src="http://1.bp.blogspot.com/-02dD7s5AzZ8/VZVbWUI4svI/AAAAAAAABcE/DBL05O9uq3s/s400/grata%2Bfissa.jpg" width="352" /></a></div>
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-38520186279134432302015-07-01T09:37:00.000-07:002015-07-01T09:37:36.053-07:00Evva: serrature supplementari che aumentano la vostra sicurezza<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
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<span lang="DE" style="font-family: 'Calibri','sans-serif'; mso-ansi-language: DE; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Le serrature supplementari di sicurezza EVVA (con arresto porta integrato) permettono di aprire la porta in posizione sicura perché nessuno possa forzare l'apertura dall'esterno.</span></div>
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L'arresto porta non si innesta durante l'apertura porta. In una situazione di pericolo si può pertanto chiudere immediatamente la porta.</div>
<span lang="DE" style="font-family: 'Calibri','sans-serif'; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><o:p></o:p> </span><span lang="DE" style="font-family: 'Calibri','sans-serif'; mso-ansi-language: DE; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Comando confortevole con un solo pulsante</span><span style="font-family: 'Calibri','sans-serif'; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><o:p></o:p>. </span><span lang="DE" style="font-family: 'Calibri','sans-serif'; mso-ansi-language: DE; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Una spia verde e rossa indica l'attuale posizione dell'arresto porta e/o del chiavistello.</span><span lang="DE" style="font-family: 'Calibri','sans-serif'; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><o:p></o:p> </span><span lang="DE" style="font-family: 'Calibri','sans-serif'; mso-ansi-language: DE; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Il cilindro esterno può essere combinato con tutti i sistemi di chiusura.</span><span lang="DE" style="font-family: 'Calibri','sans-serif'; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><o:p></o:p> </span><span lang="DE" style="font-family: 'Calibri','sans-serif'; mso-ansi-language: DE; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Sono disponibili le versioni in argento metallizzato, oro metallizzato, bronzo metallizzato e bianco.</span><span lang="DE" style="font-family: 'Calibri','sans-serif'; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><o:p></o:p> </span><span lang="DE" style="font-family: 'Calibri','sans-serif'; mso-ansi-language: DE; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Per porte con apertura verso destra o sinistra</span><span style="font-family: 'Calibri','sans-serif'; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><o:p></o:p>. </span><span lang="DE" style="font-family: 'Calibri','sans-serif'; mso-ansi-language: DE; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Dimensioni mandrino di 60 e 70 mm</span><span style="font-family: 'Calibri','sans-serif'; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><o:p></o:p>. </span><span lang="DE" style="font-family: 'Calibri','sans-serif'; mso-ansi-language: DE; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ideale per porte in legno e metallo.</span><div class="separator" style="clear: both; text-align: center;">
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-25315855479903847722015-03-20T02:31:00.000-07:002015-03-20T02:31:24.651-07:00Caratteristiche della chiave EPS<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
La chiave EPS <br />
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Grazie ad una grande sezione della chiave, l'EPS non è affetto da noiosi malfunzionamenti ed ha un basso grado di usura. La garanzia contro la duplicazione illegale di chiavi è garantita.<br />
<a name='more'></a>Per la protezione contro la duplicazione non autorizzata o la manipolazione delle chiavi, il sistema dispone di 3 diversi livelli di protezione:<br />
Protezione organizzativa<br />
Le chiavi vengono realizzate da EVVA o da partner EVVA solo per le persone che possono esibire il relativo documento di legittimazione (ad es. tessera di sicurezza).<br />
Protezione legale<br />
La fabbricazione e distribuzione delle chiavi avviene esclusivamente tramite EVVA e presso aziende specializzate autorizzate da EVVA. Inoltre, EVVA protegge le chiavi EPS da produzioni non autorizzate attraverso caratteristiche brevettate riportate sulla chiave.<br />
Protezione tecnica<br />
Le chiavi presentano caratteristiche tecniche la cui realizzazione richiede macchine speciali ed approfondite conoscenze tecniche.<br />
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-31267418778654924872015-03-17T09:37:00.000-07:002015-03-20T02:32:31.738-07:00Tecnologia EPS <div dir="ltr" style="text-align: left;" trbidi="on">
<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
EPS (sistema a profilo esteso) è un perfezionamento dei validi sistemi a perni EVVA. La tecnologia EPS si contraddistingue per il profilo della chiave brevettato, che si sovrappone più volte.<br />
<a name='more'></a>Il controllo delle autorizzazioni avviene su diversi livelli di sicurezza.<br />
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Vantaggi<br />
6 perni di lettura attivi e fino a 20 posizioni di lettura supplementari verificano l'autorizzazione di chiusura <br />
I perni massicci a doppio effetto assicurano sicurezza elevata.<br />
Profilo longitudinale brevettato <br />
Angoli di incisione ottimizzati nella chiave<br />
Controllo integrato contro le manipolazioni<br />
Elevata resistenza all'usura grazie all'impiego di speciali chiavi in argento<br />
Protezione tecnica, organizzativa e legale contro la duplicazione non autorizzata delle chiavi (grazie alla tutela dalla riproduzione, alla tessera di sicurezza ed ai brevetti)<br />
A scelta, con costruzione modulare o compatta.<br />
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-21871721783740346402015-02-17T07:19:00.000-08:002015-02-17T07:19:11.944-08:00Perchè sostituire la serratura a doppia mappa<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
Oggi per meglio approfondire l’argomento trattato in precedenza, desideriamo parlarvi di serrature. E’ ovvio che una porta anche molto resistente, ma con una serratura a semplice “doppia mappa” , al giorno d’oggi deve essere considerata “scoperta” . <br />
<a name='more'></a>Per meglio capirci,per chiavi e serrature doppia mappa intendiamo quella chiave a gambo lungo con doppia dentatura in punta costruita su due ali simmetriche.<br />
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Quindi, qual è la serratura più sicura?<br />
Anche in questo caso, come abbiamo già detto per i serramenti, la certificazione delle serrature è molto importante quanto la loro difficile riproducibilità o duplicazione. Il numero di mandate e il numero dei punti di presa sono sì importanti, ma devono essere riscontrate solidamente contro lo strappo e protette contro l’effrazione frontale e laterale. E poi, non dimentichiamo che i ladri sono sempre molto aggiornati.<br />
Come possiamo proteggerci?<br />
Venite presso i nostri punti vendita e vi daremo le giuste indicazioni, consigliandovi per il meglio.<br />
A presto!<br />
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-55080182442182352782015-02-13T09:59:00.000-08:002015-02-13T09:59:37.959-08:00Tecnologia 3ks e 3ks plus<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
La tecnologia 3KSplus (sistema a 3 curve) è contraddistinta dal principio di funzionamento brevettato senza molle e unico nel suo genere.<br />
<a name='more'></a>Diversamente dai sistemi tradizionali, nel cilindro di chiusura 3KSplus i perni di bloccaggio vengono spostati tramite la fresatura a curve della chiave e non spinti contro una molla. Dettagli della tecnologia: 12 elementi di bloccaggio senza molle estremamente robusti (= perni di bloccaggio) vengono portati in determinate posizioni dal comando forzato delle 6 curvature della chiave e interrogati attraverso 2 cursori a pressione. Una barra di controllo nel rotore controlla il profilo obliquo della chiave. Durante la procedura di inserimento, la chiave 3KSplus viene interrogata in totale quattro volte: cioè tre volte in più rispetto agli altri sistemi. Il perno di bloccaggio privo di molle garantisce la massima resistenza all'usura nonché la massima protezione antipicking. Questa tecnologia rende possibili innumerevoli varianti per gli impianti di chiusura con cilindro.<br />
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Vantaggi<br />
Massima protezione contro la duplicazione non autorizzata<br />
Per sistemi di chiusura complessi<br />
Numero particolarmente elevato di varianti per gli impianti di chiusura meccanici. In questo modo è possibile realizzare anche sistemi di chiusura molto complessi con gerarchie incrociate.<br />
Chiave reversibile<br />
Perno di bloccaggio privo di molle (per cui protezione antipicking ed elevata resistenza all'usura)<br />
Costruzione modulare<br />
Massima protezione tecnica (tutela dalla riproduzione), organizzativa (tessera di sicurezza) e legale (brevetti) contro la duplicazione non autorizzata delle chiavi<br />
Le curve piatte di comando garantiscono la massima resistenza all'usura nonché la massima sicurezza di funzionamento.<br />
Ogni impianto di chiusura è un esemplare unico.<br />
La versione con cilindro tondo è possibile a partire da un diametro di 18 mm senza limitazioni in termini di varianti<br />
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-42368440681542540102015-02-05T09:25:00.001-08:002015-02-05T09:25:37.943-08:00Protezioni di sicurezza supplementari Evva<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
Placca di sicurezza SB72/92<br />
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La placca di sicurezza SB72/92 vi offre una protezione affidabile per le vostre porte d'ingresso. Essa riveste il cilindro, rendendolo sicuro come una cassaforte. Tentativi di scasso con attrezzi vengono così impediti.<br />
<a name='more'></a>Protezione contro lo spezzamento del cilindro<br />
Protezione contro la perforazione del cilindro<br />
Protezione contro l'estrazione<br />
Manopola e maniglia possono essere collocati a destra o a sinistra.<br />
La placca è adatta per porte di spessore compreso tra 38 e 90 mm.<br />
Le superfici sono disponibili in ottone lucidato o nichel satinato<br />
La placca di sicurezza SB72/92 vi offre una protezione affidabile per le vostre porte d'ingresso. Essa riveste il cilindro, rendendolo sicuro come una cassaforte. Tentativi di scasso con attrezzi vengono così impediti.<br />
Protezione contro lo spezzamento del cilindro<br />
Protezione contro la perforazione del cilindro<br />
Protezione contro l'estrazione<br />
Manopola e maniglia possono essere collocati a destra o a sinistra.<br />
La placca è adatta per porte di spessore compreso tra 38 e 90 mm.<br />
Le superfici sono disponibili in ottone lucidato o nichel satinato<br />
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-52258812593111040572014-12-02T07:26:00.002-08:002014-12-02T07:26:09.902-08:00Sistemi di assistenza per anziani grazie ai nuovi sistemi di chiusura elettronici EVVA<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
Se gettiamo uno sguardo sulla nostra società, già oggi si delinea un’evidente invecchiamento della popolazione, che con l’aumentare della prospettiva di vita e la diminuzione delle nascite tra 20 anni circa la maggioranza della popolazione sarà costituita da persone anziane.<br />
<a name='more'></a>Come azienda leader nel settore tecnologico, la Evva ha dato il suo contributo grazie ad un sistema rappresentato dalle tecnologie AAL, acronimo di “Ambient assisted Living”, ovvero sistemi che consentono alle persone anziane una vita indipendente. In questo modo, gli anziani potranno vivere nella propria casa il più a lungo possibile. Anche in pensionati per anziani si utilizzano le tecnologie AAL,che offrono comfort e sicurezza.<br />Ove necessita, inoltre, i sistemi AAL consentono un intervento tempestivo . L’utilizzatore avrà il supporto di nuove tecnologie in rete che contribuiranno a migliorare la qualità di vita anche in età avanzata.<br />
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Rivolgetevi ai nostri esperti con fiducia.<br />
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-20721755433549928622014-11-25T09:25:00.002-08:002014-11-25T09:26:49.326-08:00EVVA: sistema di chiusura elettronico e controllo degli accessi<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
In cosa è diverso e-primo dal cilindro di chiusura tradizionale installato sulla porta della vostra casa o del vostro appartamento?<br />
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Le differenze possono essere poche e molte allo stesso tempo!<br />
<a name='more'></a>Dove fino ad oggi veniva inserita una chiave, oggi si utilizza un pomolo. Il sistema elettronico all'interno di e-primo controlla chi può aprire e chi no. Quando la chiave utente viene posizionata di fronte al pomolo, si ottiene l'autorizzazione ad aprire e chiudere la porta.<br />
Ma l'aspetto più importante è che per il montaggio non è necessario alcun cablaggio.<br />
e-primo si adatta perfettamente nella vostra attuale serratura. Per il pomolo si deve tenere conto solo dell'apertura per il cilindro e della lunghezza di e-primo.<br />
Massima sicurezza per la vostra porta – unita alla libertà di poter modificare rapidamente le autorizzazioni di accesso e alla possibilità di reagire tempestivamente a un eventuale smarrimento della chiave! <br />
Il cilindro elettronico e-primo offre sicurezza, flessibilità e controllo per la vostra casa, appartamento o azienda. <br />
Tutto ciò è reso possibile da una meccanica di alta precisione ed un'elettronica integrata nel cilindro. <br />
Un kit di elementi di programmazione permette la programmazione semplice e rapida senza PC e software.<br />
Le chiavi vengono sostituite da elementi utente (portachiavi o tessera magnetica).<br />
Con gli elementi di programmazione, il proprietario di e-primo può autorizzare, cancellare o dotare le chiavi utente di funzioni speciali. In questo modo si ottengono una serie di vantaggi che facilitano le attività legate alla sicurezza e alla gestione degli accessi. <br />
È possibile decidere rapidamente e in piena autonomia come gestire la propria porta. Con la flessibilità di e-primo aumentano sicurezza e libertà.<br />
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<br />Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-82124352719944297622014-11-19T09:53:00.000-08:002014-11-19T09:53:57.008-08:00Sistema di chiusura elettronico: Evva AIRKEY<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
Con il sistema di chiusura elettronico AirKey di EVVA è possibile inviare le autorizzazioni di accesso in tutto il mondo, in maniera crittografata e con semplicità.<br />
<a name='more'></a> Non serve nient'altro se non un telefono cellulare NFC, il sistema di gestione online AirKey, Internet e un cilindro AirKey. Con AirKey, infatti, il telefono è la chiave. L'app AirKey gratuita trasforma il telefono in chiave. Dopo il download e l'inserimento del codice di registrazione del sistema di gestione online AirKey, sarà possibile utilizzare il telefono cellulare NFC come chiave. <br />
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Funzioni: <br />
L'app AirKey gratuita trasforma il telefono cellulare NFC in chiave. Ciò consente di bloccare il cilindro AirKey per il quale un utente è autorizzato.<br />
Dal sistema di gestione online AirKey è possibile concedere al proprio telefono cellulare o al telefono<br />
cellulare di terzi le autorizzazioni di accesso a determinate porte o intere zone porta.<br />
Con l'app AirKey è possibile concedere contemporaneamente le autorizzazioni di accesso a più sistemi AirKey.<br />
Sarà così possibile disporre di una panoramica delle autorizzazioni di accesso e della loro validità.<br />
Con l'app il telefono cellulare si trasforma in una stazione di codifica, consentendo così di programmare con facilità altri elementi di identificazione, ad esempio portachiavi e card, oppure aggiornare il cilindro AirKey.<br />
Con l'app AirKey vengono memorizzati i dati degli eventi come, ad esempio, gli accessi andati a buon fine, che vengono poi vengono trasmessi al sistema di gestione online AirKey in maniera crittografata al collegamento successivo.<br />
L'app AirKey può eventualmente essere protetta con un codice PIN.<br />
A un telefono cellulare può essere assegnata l'autorizzazione speciale "Modalità di manutenzione". L'app AirKey gestisce inoltre un elenco con le attività di manutenzione. Tra l'altro, grazie all'autorizzazione speciale, è possibile aggiungere anche componenti di chiusura ed elementi di identificazione al sistema di chiusura AirKey nonché bloccare componenti di chiusura nello stato di consegna.<br />
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-11305449929982620002014-11-06T08:46:00.001-08:002014-11-06T08:46:46.806-08:00AIRKEY: il telefono cellulare è la chiave<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
La soluzione di accesso NCF mobile<br />
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Flessibile, semplice eppure così trendy. Con AirKey di Evva è possibile chiudere le porte con il telefono cellulare.<br />
<a name='more'></a><br />
E non solo: tramite internet è possibile inviare autorizzazioni per la propria porta in tutto il mondo, senza tralasciare la sicurezza dei propri dati .<br />
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-63957924538699159542014-11-04T09:41:00.000-08:002014-11-04T09:41:04.641-08:00Evva: sistemi di chiusura e controllo degli accessi<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
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In cosa è diverso e-primo dal cilindro di chiusura tradizionale installato sulla porta della vostra casa o del vostro appartamento?<br />
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Le differenze possono essere poche e molte allo stesso tempo! Dove fino ad oggi veniva inserita una chiave, oggi si utilizza un pomolo. Il sistema elettronico all'interno di e-primo controlla chi può aprire e chi no. Quando la chiave utente viene posizionata di fronte al pomolo, si ottiene l'autorizzazione ad aprire e chiudere la porta.<br />
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Ma l'aspetto più importante è che per il montaggio non è necessario alcun cablaggio.<br />
e-primo si adatta perfettamente nella vostra attuale serratura. Per il pomolo si deve tenere conto solo dell'apertura per il cilindro e della lunghezza di e-primo.<br />Massima sicurezza per la vostra porta – unita alla libertà di poter modificare rapidamente le autorizzazioni di accesso e alla possibilità di reagire tempestivamente a un eventuale smarrimento della chiave! <br />
Il cilindro elettronico e-primo offre sicurezza, flessibilità e controllo per la vostra casa, appartamento o azienda. <br />
Tutto ciò è reso possibile da una meccanica di alta precisione ed un'elettronica integrata nel cilindro. <br />
Un kit di elementi di programmazione permette la programmazione semplice e rapida senza PC e software.<br />
Le chiavi vengono sostituite da elementi utente (portachiavi o tessera magnetica).<br />
Con gli elementi di programmazione, il proprietario di e-primo può autorizzare, cancellare o dotare le chiavi utente di funzioni speciali. In questo modo si ottengono una serie di vantaggi che facilitano le attività legate alla sicurezza e alla gestione degli accessi. <br />
È possibile decidere rapidamente e in piena autonomia come gestire la propria porta. Con la flessibilità di e-primo aumentano sicurezza e libertà.<br />
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-7014235727086760572014-09-03T07:55:00.000-07:002014-09-03T07:55:21.209-07:00Risparmio energetico: vetri basso emissivi<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
E' un vetro di altissima qualità, rivestito di uno speciale coating metallico "basso emissivo". La funzione del coating è quella di riflettere l'energia emessa dai corpi scaldanti all'interno dell'edificio (elementi di riscaldamento, fonti di luce, persone), evitando la dispersione termica verso l'ambiente esterno.<br />
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La sua trasparenza permette il passaggio della radiazione solare con conseguente guadagno termico. La scelta del basso emissivo offre numerosi vantaggi: ottimizza il fattore isolante termico riduce la spesa di riscaldamento, riduce l'eventualità di condensa, riduce le zone fredde, trasmette molta luminosità ed può vantare un'eccellente neutralità estetica.<br />
Il vetro basso emissivo è il risultato di anni di meticolosa ed attenta ricerca.<br />
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-55525269252281778462014-07-31T10:09:00.000-07:002014-07-31T10:09:50.752-07:00Buone vacanze !!!!!<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="http://www.blokka.it/">http://www.blokka.it</a><br />
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La Blokka augura buone Vacanze a tutti !!! <br />
Riapriamo il 01 Settembre.</div>
Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-77250852022808035302014-07-08T09:39:00.000-07:002014-07-08T09:39:05.038-07:00Porte Corazzate Blokka<div class="separator" style="clear: both; text-align: center;">
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<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
Nella realizzazione di una porta sicura e funzionale senza perdere di vista l'aspetto estetico, contribuiscono una serie di fattori, quali il materiale, la tecnologia, il design, la ricerca stilistica.<br />
<a name='more'></a>Le porte corazzate "Blokka" sembrano normali porte, ma nascondono un'anima impenetrabile. Grazie all'esclusiva struttura interna in acciaio sono in grado di resistere alle più critiche prove antisfondamento, di "warm-penetration" e di "acid-attach". Il sistema personalizzato di chiusura blocca la porta nei punti strategici e impedisce qualsiasi rimozione o scasso. Si possono, inoltre, inserire in qualsiasi contesto architettonico, grazie all'ampia varietà di rivestimenti e di colorazioni disponibile.<br />
Alla robustezza, tecnologia, eleganza ed affidabilità, Blokka affianca anche un ottimo servizio di assistenza al cliente. Personale qualificato ed attento a risolvere i problemi con serietà e competenza professionale è a disposizione dei clienti<br />
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-81289708499806707092014-06-26T09:33:00.000-07:002014-06-26T09:33:11.138-07:00Scuri blindati:per chi esige sicurezza senza rinunciare all'estetica<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
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<span style="font-size: 12pt;"><span style="font-family: Calibri;">Una linea completa di scuri blindati protegge dalle intrusioni anche finestre ed accessi secondari. Impeccabili esteticamente, rigorosamente costruiti sotto il profilo tecnico e dotati di chiusure innovative, gli scuri blindati hanno superato le prove di scasso e sfondamento previste dalla norma ENV 1627.</span></span></div>
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L'anta è strutturata con doppia lamiera d'acciaio zincato a caldo con rinforzi interni verticali. Struttura forata anticondensa. Da tre a cinque rostri fissi lato cerniere. Due cerniere ad alta resitenza. Il telaio ed il controtelaio sono in acciaio zincato verniciato a forno con polveri per esterno. Serrature di alta sicurezza. Tre punti di chiusura centrali, un'asta a soffitto ed una a pavimento. E' possibile rivestire la struttura metallica con pannelli in legno massiccio, con palette inclinate (tipo persiana), con doghe verticali (tipo antone) oppure con pannelli pantografati a doghe verticali, orizzontali o diagonali. Tutti i pannelli sono verniciati per esterni con impregrante ad immersione.</div>
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-47172946275674318322014-05-21T09:17:00.001-07:002014-05-21T09:17:20.486-07:00Vetrine blindate e corazzate<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
Grazie all’esperienza e all’attenzione per la qualità del prodotto è stata realizzata una vetrinetta solida e sicura contro i furti sfruttando al massimo la superficie visibile in vetro con una struttura di profilati in acciaio.<br />
<a name='more'></a>Sobria ed elegante, con i quattro lati completamente in vetro (da 19 mm.), piani in cristallo ed illuminazione interna, la nuova vetrinetta blindata soddisfa le esigenze di esposizione, sicurezza ed estetica. Versatile negli allestimenti e nelle rifiniture può avere anche fondo chiuso con elegante tessuto interno e rastrelliera per fucili in modo da trasformarsi in una moderna e preziosa fuciliera. La serratura di sicurezza a cilindro con profilo europeo offre inoltre la possibilità di creare una serie di vetrinette con chiave masterizzata.<br />
La struttura di acciaio in profilati scatolati, con angoli arrotondati e vetri blindati, la chiusura è azionata da maniglia e rifermata da serratura di sicurezza con cilindro a profilo europeo ed eventuale combinazione elettronica.<br />
Ideale per musei, negozi ed ovunque vi sia la necessita di esporre oggetti di valore può essere adattata all’ambiente con varie colorazioni e rifiniture. <br />
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Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0tag:blogger.com,1999:blog-6965828818004640776.post-53750961698789863972014-05-13T09:21:00.000-07:002014-05-13T09:22:32.519-07:00I vantaggi della tecnologia ICS -2^parte-<a href="http://www.blokka.it/">http://www.blokka.it</a> <br />
L’esclusività della chiave ICS sta che la lettura della cifratura avviene su 3 livelli mediante un totale di 13 perni di bloccaggio e, in aggiunta,un profilo longitudinale di forma speciale.<br />
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<a name='more'></a>2 file laterali con 10 perni di bloccaggio compatti a scorrimento sondano le curve sui lati della chiave. Una fila centrale di perni con 3 piste verifica la codifica interna,protetta e realizzata nel dorso della chiave.<br />
L’elevata protezione contro la duplicazione delle chiavi, la combinazione di tre tecnologie di chiusura, la massima protezione contro la duplicazione non autorizzata grazie alle caratteristiche di letture nascoste, la protezione legale (brevetti)ed organizzativa (tessera di sicurezza) contro la duplicazione non autorizzata, costruzione modulare, la massima resistenza all’usura grazie all’impiego di materiali pregiati oltre all’unicità di ogni impianto di chiusura, tutto questo si può annoverare tra i vantaggi della tecnologia ICS.<br />
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<br />Blokkahttp://www.blogger.com/profile/15208263022174280075noreply@blogger.com0