<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7286850056330358316</id><updated>2024-10-09T00:51:34.998+02:00</updated><category term="metalli pesanti"/><category term="pesticidi  OCs  PCB"/><category term="BIOTENAX FOTOCATALISI"/><category term="MENBRANE"/><category term="SEPARAZIONE"/><category term="SINTERIZZAZIONE"/><category term="ZEOLITI"/><category term="arsenico"/><category term="bario"/><category term="cadmio"/><category term="cromo"/><category term="mercuriozinco"/><category term="metalli disciolti"/><category term="metalli in acque potabili"/><category term="organoclorurati"/><category term="piombo"/><category term="radioattivita&#39; acque potabili"/><category term="radon"/><category term="selenio"/><category term="sostanze disciolte in acqua sostanze organiche silice"/><category term="trizio"/><title type='text'>METODO IMPRIMATUR</title><subtitle type='html'>TUTTO QUELLO CHE VUOI SAPERE SULL&#39;ACQUA MA CHE NESSUNO HA MAI OSATO CHIEDERE</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>95</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-8350905030195641851</id><published>2024-02-11T10:08:00.002+01:00</published><updated>2024-02-11T10:08:21.568+01:00</updated><title type='text'>PFAS COME EIMINARLI DALL&#39;ACQUA POTABILE</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;h1 class=&quot;big-article-title&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Pfas: qualcuno sa come eliminarli dall’acqua potabile&lt;/span&gt;&lt;/h1&gt;

            &lt;div class=&quot;big-article-content&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Una ricerca della &lt;i&gt;British Columbia University&lt;/i&gt; ha messo a punto uno speciale metodo di cattura delle sostanze perfluoroalchiliche&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;big-article-content&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;big-article-content&quot;&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Un team di ingegneri della &lt;i&gt;British Columbia University&lt;/i&gt; (Canada) ha messo a punto un metodo per eliminare gli &lt;a href=&quot;https://www.lasvolta.it/cerca?q=pfas&quot; rel=&quot;noopener&quot; target=&quot;_blank&quot;&gt;Pfas&lt;/a&gt;
 dall’acqua potabile in maniera definitiva. Conosciuti anche come 
“forever chemicals”, le polifluoroalchiliche sono una classe di sostanze
 dannose, ancora molto diffuse.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Negli ultimi settanta anni, sono stati utilizzati in &lt;b&gt;diverse attività industriali&lt;/b&gt;.
 Dalla concia delle pelli, alla produzione di capi ignifughi o di 
abbagliamento tecnico, fino alla produzione di utensili antiaderenti; ma
 anche per quella di tappeti, carta, cartone, spray antimacchia, 
cosmetici e contenitori alimentari.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;LEGGI SU:&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;&lt;a href=&quot;https://www.lasvolta.it/6978/pfas-qualcuno-sa-come-eliminarli-dallacqua-potabile?utm_source=substack&amp;amp;utm_medium=email&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;https://www.lasvolta.it/6978/pfas-qualcuno-sa-come-eliminarli-dallacqua-potabile?utm_source=substack&amp;amp;utm_medium=email&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/8350905030195641851/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/8350905030195641851' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/8350905030195641851'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/8350905030195641851'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2024/02/pfas-come-eiminarli-dallacqua-potabile.html' title='PFAS COME EIMINARLI DALL&#39;ACQUA POTABILE'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-3279014593176834572</id><published>2023-10-26T20:04:00.001+02:00</published><updated>2023-10-26T20:04:44.723+02:00</updated><title type='text'></title><content type='html'>&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Il depuratore d&#39;acqua ispirato agli alberi di mangrovie può rimuovere il sale dall&#39;acqua&amp;nbsp; &lt;/span&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;pre class=&quot;tw-data-text tw-text-large tw-ta&quot; data-placeholder=&quot;Traduzione&quot; data-ved=&quot;2ahUKEwiJo5-pkPuBAxXPSPEDHcw_BXIQ3ewLegQIBhAP&quot; dir=&quot;ltr&quot; id=&quot;tw-target-text&quot; style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;Y2IQFc&quot; lang=&quot;it&quot; style=&quot;font-family: arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/pre&gt;&lt;p&gt;&lt;b&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;I ricercatori hanno sviluppato un nuovo tipo di depuratore d’acqua che imita il modo in cui gli alberi di mangrovie rimuovono il sale dall’acqua salata.&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;img src=&quot;https://www.naturalnews.com/wp-content/uploads/sites/91/2022/05/mangrove-tree-in-clear-tropical-waters.jpg&quot; /&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Questo studio non solo offre una migliore comprensione del sistema idraulico degli impianti, ma potrebbe anche portare alla creazione di nuove tecnologie di desalinizzazione.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Un’impresa ingegneristica che da tempo sconcerta gli scienziati è il modo in cui le mangrovie sopravvivono nei loro ambienti convertendo l’acqua salata in acqua dolce.

Il coautore Jay Werber dell&#39;Università di Yale ha raccontato che lui e il suo team hanno sviluppato il meccanismo basandosi su una proposta su come funzionano le mangrovie. Ha aggiunto che, poiché erano ingegneri e non biologi, hanno attaccato lo studio da una prospettiva ingegneristica.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;Il dispositivo, che i ricercatori chiamano mangrovia artificiale, combina gli effetti di desalinizzazione della radice della mangrovia, il pompaggio capillare delle sue foglie e la capacità di conduzione dell&#39;acqua del suo stelo. La chiave del successo della tecnologia risiede nella sua capacità di generare elevati livelli di pressione negativa, simili a quelli che si creano bevendo con una cannuccia.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;Nelle loro mangrovie artificiali, l&#39;evaporazione avviene in membrane appositamente progettate che agiscono come foglie. Questi creano una grande quantità di pressione negativa, guidando la desalinizzazione dell&#39;acqua salata attraverso una &quot;radice&quot; di membrana.

Gli alberi hanno bisogno di una pressione negativa per assorbire abbastanza acqua. Le mangrovie, abbondanti nei paesi tropicali come India, Brasile e Malesia, nonché nello stato della Florida, devono produrre una pressione negativa ancora maggiore per assorbire l&#39;acqua salata del loro ambiente e desalinizzare l&#39;acqua con le loro radici in un processo chiamato osmosi inversa.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Ciò che è ancora più impressionante, secondo i ricercatori, è il modo in cui gli alberi riducono al minimo la formazione di bolle d&#39;aria all&#39;interno del loro sistema di tubi dell&#39;acqua.&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Quando l&#39;acqua forma bolle sotto un&#39;elevata pressione negativa, può interrompere il flusso dell&#39;acqua nello xilema della pianta. (Correlato: gli esperti chiedono la protezione delle macchie di mangrovie, non importa quanto grandi o piccole, per preservare &quot;ecosistemi incredibilmente importanti&quot;.)

Il nuovo dispositivo riesce in un’impresa simile riducendo al minimo la formazione di sacche d’aria, grazie a una struttura di silice porosa posizionata al centro dei dispositivi, afferma il coautore Yukun Wang. &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&lt;b&gt;Utilizzo di mangrovie artificiali oltre la desalinizzazione&amp;nbsp;&lt;/b&gt; &lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Oltre ad essere utilizzato per la desalinizzazione, Werber e il team ritengono che la loro ricerca potrebbe avere altre applicazioni pratiche.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;Werber afferma che il lavoro potrebbe portare alla creazione di dispositivi su piccola scala per separare le soluzioni. &quot;In genere, hai una pompa costosa che crea una pressione molto elevata per separare queste sostamze. Con il dispositivo per le mangrovie, puoi utilizzare l&#39;evaporazione per guidarla in modo completamente passivo&quot;, ha condiviso Wang.

Il dispositivo sarà utile anche in situazioni in cui l&#39;elettricità non è facilmente disponibile. Imita il processo naturale, generando una pressione negativa molto maggiore di quella generata dall&#39;albero di mangrovia.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;Il sistema riesce a&amp;nbsp; desalinizzare l’acqua con una concentrazione di sale quasi 10 volte quella dell’acqua di mare, quindi potrebbe portare a modi per desalinizzare l’acqua molto salata, come l’acqua prodotta attraverso l’idrofracking.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;L’idrofracking è un processo che rilascia petrolio o gas naturale intrappolato in formazioni rocciose di scisto per espandere la produzione negli Stati Uniti.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;Inoltre, il dispositivo ha anche il potenziale per essere utilizzato nella riduzione delle inondazioni incorporandolo nelle “città spugna”, ovvero aree progettate per raccogliere l’acqua piovana e rimuoverla rapidamente.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;Il coautore Jongho Lee ha dichiarato: &quot;Gli edifici potrebbero essere progettati per funzionare come alberi di mangrovie: i loro muri esterni funzionerebbero come foglie e le fondamenta agirebbero come radici che filtrano i contaminanti&quot;.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: arial;&quot;&gt;&amp;nbsp;Il dispositivo fornisce una finestra su un processo su cui gli scienziati si interrogano da molto tempo. “Eravamo semplicemente curiosi di sapere come la natura fa alcune cose, ed è una cosa così sorprendente che siamo riusciti a descriverla con la fisica. Abbiamo dimostrato che l&#39;albero segue i principi fisici e che possiamo imitarli in un dispositivo microfluidico&quot;, ha detto Elimelech.
&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/3279014593176834572/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/3279014593176834572' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/3279014593176834572'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/3279014593176834572'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2023/10/il-depuratore-dacqua-ispirato-agli.html' title=''/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-5435278205564587039</id><published>2023-08-22T18:23:00.007+02:00</published><updated>2023-09-01T18:56:00.539+02:00</updated><title type='text'></title><content type='html'>&lt;p&gt;&amp;nbsp;


	
	
	
	

&lt;/p&gt;&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;b&gt;L’ACQUA CHE CI SERVE
Parte seconda&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;


	
	
	
	

&lt;/p&gt;&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;b&gt;La scienza deve imparare a trattare con la qualità dei fenomeni
osservati…. e capire che...un sorriso non è uno dei tanti modi di
mostrare i denti per contarli.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;b&gt;Giorgio Piccardi&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;

&lt;/p&gt;

&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;style type=&quot;text/css&quot;&gt;p { line-height: 115%; margin-bottom: 0.25cm; background: transparent }&lt;/style&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Con la celebre
formula &lt;b&gt;E=mc&lt;/b&gt;&lt;b&gt;&lt;sup&gt;2 &lt;/sup&gt;&lt;/b&gt;Albert
Einstein introdusse un concetto rivoluzionario: la materia si può
convertire in energia e viceversa. Fondamentalmente affermò il
principio secondo il quale &lt;b&gt;materia ed energia&lt;/b&gt; sono
essenzialmente due stati diversi della stessa cosa.&lt;br /&gt;
È possibile
traslare questi concetti in biologia? Possiamo affermare che anche
noi siamo energia, oltre che materia, e che quindi la medicina
dovrebbe occuparsi anche del nostro “&lt;b&gt;stato energetico&lt;/b&gt;”?&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Ma in cosa consiste
lo stato energetico?&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Da anni ormai
sappiamo che il nostro organismo emette onde elettromagnetiche, in
particolare ogni organo del nostro corpo rilascia segnali
particolari. Ad esempio è noto che determinati sensori applicati in
determinate parti del corpo fanno muovere delle aste scriventi nel
caso dell’elettrocardiogramma e dell’elettroencefalogramma e  che
il cuore per funzionare utilizza un segnale elettrico per stimolare
ogni suo battito. 
&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;

&lt;/p&gt;

&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Ma chi è il
responsabile della produzione di queste onde elettromagnetiche?&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;

&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Quello che ci viene
subito alla mente  sono le cellule del cervello che producono, utilizzano e trasferiscono fra loro segnali elettrici  che
permettono il funzionamento di tutto il corpo tramite delle   cellule
dette neuroni.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;

&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Tutte le cellule
sono capaci di generare potenziali elettrici a riposo a cavallo delle
membrane cellulari e sono in grado di cambiare la loro permeabilità
ai vari ioni.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Ci sono però alcune
cellule, dette cellule eccitabili che non rispondono solo
passivamente a stimoli elettrici ma rispondono attivamente generando
una risposta attiva che va sotto il nome di potenziale d’azione Le
cellule eccitabili quali neuroni, cellule muscolari e cellule
neuroendocrine,&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;non rispondono solo
passivamente a stimoli elettrici ma possono generare risposte attive
comunemente chiamate potenziali d’azione.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;

&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Quindi le cellule
del corpo umano si comportano come una &lt;b&gt;pila.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Normalmente a riposo.,si registra una tensione tra l&#39;interno e l&#39;esterno della cellula.Il suo interno appare caricato negativamente.Questa differenza cambia continuamente nelle funzioni vitali La carica della superficie interna sarà più o meno negativa secondo l&#39;attività.Ciò provoca un tene flusso di corrente elettrica.Ogni cellula è una specie di batteria dotata di campo magnetico.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Per quanto riguarda le funzioni biologiche, un gruppo di cellule vibrerà ad una certa frequenza in condizioni di salute ottimali, viceversa tale frequenza sarà disturbata in caso di cattiva salute,specialmente nelle malattie croniche.Questi segni e sintomi sono soltanto la manifestazione esterna di energie disturbate;e concentrandosi solo su essi ,particolarmente nelle malattie croniche,il paziente non sempre si ristabilirà.La condizione di disturbo sarà semplicemente attenuata,generalmente solo per qualche tempo.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;b&gt;Ogni cellula del corpo può essere considerata un micromagnete.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Ogni organo è formato da cellule specializzate; la forza di ogniuna di esse dipende dalla loro attività di risposta.Microcorrenti elettriche provocano la comparsa di un campo elettromagnetico unico e personale di ogni essere vivente.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Ma cos’è che
permette a questa pila di funzionare, ovvero di trasferire il proprio
potenziale elettrico?&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Tutte le reazioni
chimiche e chimiche biologiche per avvenire hanno bisogno di uno
specifico elemento; l’acqua.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;

&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Il corpo umano è
composto per il 70% della sua massa di acqua .Ma se si aggiungono le
molecole d’acqua libere presenti nelle ossa ed in alti tessuti
l’acqua raggiunge il 99%. 
&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;

&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;L’acqua non solo
permette il funzionamento di tutte le reazioni chimico biologiche
dell’organismo  ma è responsabile della risonanza che fa ubbidire
le cellule alle variazioni di campo elettromagnetico sia interno che
provenienti dall’esterno.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Possiamo affermare
quindi che il corpo umano è un complesso sistema risonante sui campi
elettromagnetici a causa dell’acqua di cui è composto.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;

&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Da qui si deduce
l’importanza della qualità dell’acqua che deve entrare nel
nostro organismo.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;b&gt;L’organismo vivente si comporta sotto certi riguardi come uno
strumento universale di misura, capace di registrare le cose più
disparate con sensibilità molte volte prodigiosa.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;b&gt;In ciò
differisce dagli strumenti fisici i quali registrano una cosa sola e
con sensibilità molte volte limitata,&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;

&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;b&gt;Giorgio Piccardi&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;style type=&quot;text/css&quot;&gt;p { line-height: 115%; margin-bottom: 0.25cm; background: transparent }&lt;/style&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;style type=&quot;text/css&quot;&gt;p { line-height: 115%; margin-bottom: 0.25cm; background: transparent }strong { font-weight: bold }&lt;/style&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/5435278205564587039/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/5435278205564587039' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/5435278205564587039'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/5435278205564587039'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2023/08/lacqua-che-ci-serve-parte-seconda-con.html' title=''/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-7198970268975897102</id><published>2023-08-19T00:31:00.005+02:00</published><updated>2023-10-28T18:49:05.529+02:00</updated><title type='text'></title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p align=&quot;left&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;L’ACQUA
CHE CI SERVE parte prima&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;pre class=&quot;western&quot; style=&quot;text-align: left;&quot;&gt;&lt;a name=&quot;tw-target-text8&quot;&gt;&lt;/a&gt;&lt;a name=&quot;tw-target-text-container5&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;it-IT&quot;&gt;&lt;b&gt;La scoperta consiste nel vedere ciò che tutti hanno visto&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;it-IT&quot;&gt;&lt;b&gt;e pensare ciò che nessuno ha pensato.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span lang=&quot;it-IT&quot;&gt;&lt;b&gt;Albert Szent-Gyorgyi,&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&amp;nbsp;&lt;span style=&quot;font-size: medium;&quot;&gt;Che cosa dobbiamo
chiedere ad un’acqua perché sia salutare?&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: medium;&quot;&gt;Che cosa dobbiamo chiedere ad
un’acqua perché possa diventare un elemento di equilibrio
organico, o meglio ancora, perché possa essere usata come strumento
terapeutico?&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: medium;&quot;&gt;Riflettiamo un’istante sul
ruolo che l’acqua riveste nel ciclo di depurazione naturale e nel
processo di purificazione degli organi viventi.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;Possiamo
dire che l’acqua è il “depuratore universale”&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;&amp;nbsp;CONTINUA A LEGGERE SU:&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p&gt;&lt;a href=&quot;https://draft.blogger.com/blog/post/edit/3957743414188578152/5717423847899416715&quot;&gt;https://draft.blogger.com/blog/post/edit/3957743414188578152/5717423847899416715&lt;br /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/7198970268975897102/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/7198970268975897102' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/7198970268975897102'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/7198970268975897102'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2023/08/lacqua-che-ci-serve-la-scoperta.html' title=''/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-6323546954368254625</id><published>2018-03-25T11:35:00.000+02:00</published><updated>2018-03-25T11:35:07.709+02:00</updated><title type='text'>LEGIONELLA QUESTA SCONOSCIUTA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;CHE COSA È LA LEGIONELLA?&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
È un batterio gram-negativo aerobio appartenente alla famiglia delle legionellacee.&lt;br /&gt;
Ne sono state identificate più di 50 specie, sudddivise in 71 siero-gruppi.&lt;br /&gt;
Quella più pericolosa, cui sono stati collegati circa il 90%dei casi di legionellosi nell&#39;uomo,è la L.Pneumophila.&lt;br /&gt;
&lt;br /&gt;
La legionella deve il nome all&#39;epidemia che nel 1976 colpì un gruppo di veterinari dell&#39;America Legion, riuniti in un albergo di Filadelphia, causando ben 34 morti su 221 contagiati.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;DOVE SI TROVA?&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Può essere presente in ambienti acquatici sia naturali che artificiali quali:sorgenti,fiumi,laghi,vapori e luoghi umidi in generale.&lt;br /&gt;
Seguendo i percorsi naturali giunge ad ambienti umani e comunitari come:circuiti di acqua sanitaria,piscine,terme,circuiti di aria condizionata umidificata,tubature,serbatoi.fontane e torri di raffreddamento industriali.&lt;br /&gt;
&lt;br /&gt;
Si riproduce a temperature comprese tra 25-45° C e resiste fino a 65°C-&lt;br /&gt;
La legionella pur essendo rinvenibile nell&#39;acqua liberamente flottante, predilige il BIOFILM.&lt;br /&gt;
Viene anche associata ad altri fattori quali:condizioni di stagnazione, presenza di incrostazioni,amebe.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;CHE COSA PROVOCA?&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Il contagio può manifestarsi con due quadri clinici diversi fra loro,una forma acuta non particolarmente grave con febbre (febbre di pontiac) e una forma polmonare nota come malattia del Legionario particolarmente grave e con indici di mortalità del 10%,che possono salire fino al 50%nelle infezioni ospedaliere.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;CHE PERICOLO ESISTE DI INFETTARSI?&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
L&#39;infezione è un evento frequente, il 10% circa della popolazione generale possiede anticorpi verso i ceppi più frequenti nell&#39;ambiente, ma fortunatamente la comparsa della malattia rimane&amp;nbsp; un fenomeno raro.&lt;br /&gt;
&lt;br /&gt;
I dati epidemionoligi negli ultimi anni hanno registrato un forte incremento dei casi, va però precisato che molto probabilmente l&#39;aumento è dovuto alla migliore organizzazione ed rfficienza degli organismi di sorveglianza.&lt;br /&gt;
&lt;br /&gt;
Negli ultimi 5 anni, in Italia, i casi registrati e pubblicati dall&#39;Istituto Superiore di Sanità si sono attestati su una media di 800 all&#39;anno.&lt;br /&gt;
La malattia è letale nel 5-15% dei casi.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;CHI È PIÙ&#39; PREDISPOSTO?&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
I fattori di rischio riconosciuti sono rappresentati dall&#39;età con significativo incremento intorno ai 60 anni&amp;nbsp; e dalle patologie cronico degenerative (diabete,broncopatie),ma anche sesso maschile,fumo e immunodeficienza.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;DOVE SI RISCHIA DI CONTRARRE?&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Il maggiore fattore di rischio è rappresentato dall&#39;inalazione di particelle di acqua contaminata aerosolizzata.&lt;br /&gt;
Quindi gli impianti di inalazione,le docce, le vasche idromassaggio possono certamente essere veicolo di contagio.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Negli ultimi tempi si è osservato un incremento significativo dell&#39;incidenza del contagio nei pazienti odontoiatrici.&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Il fenomeno è stato messo in relazione con l&#39;impiego di acqua ad alta pressione.&lt;/b&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/6323546954368254625/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/6323546954368254625' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/6323546954368254625'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/6323546954368254625'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2018/03/legionella-questa-sconosciuta.html' title='LEGIONELLA QUESTA SCONOSCIUTA'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-2638878711908417100</id><published>2018-03-17T15:44:00.003+01:00</published><updated>2023-08-20T00:03:10.810+02:00</updated><title type='text'>NO NAME CONTRO LA LEGIONELLA ED IL CALCARE</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;img alt=&quot;&quot; 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&quot; 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&quot; /&gt; &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;nel trattamento dell’acqua ecco perchè&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;NoName ®è la soluzione ideale per l’Hotel Pendini di&lt;br /&gt;Firenze&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://www.hotelpendini.it/?codice_convenzione=adwpend&quot;&gt;http://www.hotelpendini.it/?codice_convenzione=adwpend&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;L’Hotel si affaccia sulla centralissima Piazza della Repubblica; è conosciuto per la storica ospitalità di importanti personalità. E’ un sito di pregio oggi frequentato da clienti d’elite amanti della qualità e fuori dagli schemi.&lt;br /&gt;
Dimensione: dispone di 50 camere e di un ristorante con un consumo di acqua di circa9.000 m3 per anno.&lt;br /&gt;
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Storia: Fino al 2016 l’hotel utilizzava il sistema di trattamento dell’acqua con addolcitore a sale e resine. Questo trattamento comporta usualmente un consumo di acqua superiore al 30% del reale fabbisogno, dovuto ai risciacqui necessari ai filtri del sistema;&lt;br /&gt;
inoltre&amp;nbsp; comporta lo stoccaggio di enormi quantità di sale, in questo caso nel sottosuolo dell’immobile, comportando un sovrapprezzo del sale per il trasporto a mano nel sottosuolo.&lt;br /&gt;
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&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;E’ PARTE DEL NOSTRO PROGRAMMA:&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;/b&gt;&lt;br /&gt;
SCIOGLIMENTO DEL CALCARE PRE-ESISTENTE NELLE TUBAZIONI&lt;br /&gt;
&lt;br /&gt;
SCIOGLIMENTO DEL CALCARE IN INGRESSO&lt;br /&gt;
&lt;br /&gt;
ELIMINAZIONE DEL BIOFILM DELLE LEGIONELLE IN TUTTO L&#39;IMPIANTO&lt;br /&gt;
DIMINUZIONE DEL 30% DEL CONSUMO DI ACQUA&lt;br /&gt;
&lt;br /&gt;
DIMINUZIONE DEI CONSUMI ENERGETICI TRA IL 4% E 8%&lt;br /&gt;
&lt;br /&gt;
RIDUZIONE IMPORTANTE DEI COSTI DELLA MANUTENZIONE&lt;br /&gt;
&lt;br /&gt;
ELIMINAZIONE DEI COSTI DELL&#39;ADDOLCITORE&lt;br /&gt;
&lt;br /&gt;
RIDUZIONE DEI DETERGENTI UTILIZZATI PER LE PULIZIE&lt;br /&gt;
&lt;br /&gt;
USO ECOLOGICO DEI DETERGENTI&lt;br /&gt;
&lt;br /&gt;
RIDUZIONE DELLE EMISSIONI DI CO2&lt;br /&gt;
&lt;br /&gt;
NESSUNA VARIAZIONE DELLA QUALITA&#39; NATURALE DELL&#39;ACQUA&lt;br /&gt;
&lt;br /&gt;
MIGLIORAMENTO DEI PARAMETRI STANDARD DI CLORAZIONE&lt;br /&gt;
&lt;br /&gt;
CONFORMITA&#39; ALLE LEGGI INTERNAZIONALI&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
L’analisi dei fabbisogni reali, eseguita attraverso il controllo delle fatture di delle utenze: Acqua, Luce, Gas, Sale e resine, Manutenzione tecnica e Pulizia dei bagni delle camere, ha identificato i seguenti risparmi reali.&lt;br /&gt;
&lt;br /&gt;
DOPO UN TEST I VANTAGGI ECONOMICI CONSEGUITI DAL CLIENTE SONO&lt;br /&gt;
&lt;br /&gt;
consumi e costi prima H2O&amp;nbsp; m3 9000&amp;nbsp;&amp;nbsp;&amp;nbsp; pari a &amp;nbsp; € 29.430&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;b&gt; dopo&amp;nbsp; H2O&amp;nbsp; m3&amp;nbsp; 6300 pari a € 20.601&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Energia elettrica&amp;nbsp;&amp;nbsp;&amp;nbsp; prima:&amp;nbsp; € 40.000&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;b&gt; dopo:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; € 36.800&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Gas&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; prima:&amp;nbsp; € 9.000 &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;b&gt; dopo: &amp;nbsp; &amp;nbsp; €&amp;nbsp;&amp;nbsp; 8.640&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Sale e resine&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; prima:&amp;nbsp; € 2.500 &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;b&gt;&amp;nbsp; dopo: &amp;nbsp;&amp;nbsp;&amp;nbsp; €&amp;nbsp; 0&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Manut. Tecnica &amp;nbsp; &amp;nbsp; &amp;nbsp; prima:&amp;nbsp; € 4.300 &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;b&gt;&amp;nbsp; dopo:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; €&amp;nbsp; 0&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Pulizia camere &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; prima:&amp;nbsp; € 3.560&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;b&gt; dopo:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; €&amp;nbsp; 0&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Risparmio Costi Totale € 20.000 circa&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Spesa NoName € 12.877&lt;/b&gt;&amp;nbsp;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Vantaggio&amp;nbsp;&amp;nbsp;&amp;nbsp; €7.123&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;PER INFO:&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;b&gt;HOME AND LIFE SERVICE SRL&lt;/b&gt;&lt;/div&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;b&gt;TEL-389 1996091 &amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;br /&gt;&lt;br /&gt;
&lt;b&gt;&lt;a href=&quot;https://frstre.com/go/?a=31536-10e9fe&amp;amp;s=208731-739789&amp;amp;tap_s=208731-739789&quot; rel=&quot;nofollow&quot; target=&quot;_BLANK&quot;&gt;&amp;nbsp;&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;mailto:biotenax@yahoo.it&quot;&gt;biotenax@yahoo.it&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/2638878711908417100/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/2638878711908417100' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/2638878711908417100'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/2638878711908417100'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2018/03/no-name.html' title='NO NAME CONTRO LA LEGIONELLA ED IL CALCARE'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-3516058360250689780</id><published>2018-03-17T13:04:00.000+01:00</published><updated>2018-03-17T13:04:06.918+01:00</updated><title type='text'>CARAFFA MAVEA TEST DI PROVA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div id=&quot;Photo&quot;&gt;
&lt;img border=&quot;0&quot; src=&quot;http://www.waterfilterlabs.com/Photos/Mavea-water-filter-heavy-metals-lab-test-results-lead-arsenic-cesium.jpg&quot; /&gt;&lt;/div&gt;
&lt;div id=&quot;social&quot;&gt;
&lt;div id=&quot;facebook&quot; title=&quot;Condividi su Facebook&quot;&gt;
Share (&lt;b&gt;1&lt;/b&gt;)&lt;/div&gt;
&lt;div id=&quot;twitter&quot; title=&quot;Condividi su Twitter&quot;&gt;
Tweet (&lt;b&gt;0&lt;/b&gt;)&lt;/div&gt;
&lt;div id=&quot;diaspora&quot; title=&quot;Condividi su Diaspora&quot;&gt;
&lt;img border=&quot;0&quot; src=&quot;http://www.waterfilterlabs.com/Images/Icon-Social-Diaspora.gif&quot; /&gt;&lt;/div&gt;
&lt;div id=&quot;add2any&quot; title=&quot;Condividi&quot;&gt;
&lt;a class=&quot;a2a_dd&quot; href=&quot;https://www.addtoany.com/share_save#url=http%3A%2F%2Ftranslate.googleusercontent.com%2Ftranslate_c%3Fdepth%3D1%26hl%3Dit%26prev%3Dsearch%26rurl%3Dtranslate.google.com%26sl%3Den%26u%3Dhttp%3A%2F%2Fwww.waterfilterlabs.com%2FMavea-water-filter-heavy-metals-lab-test-results-lead-arsenic-cesium.html%26usg%3DALkJrhgItx_muZFORV-69L8TYMVz6Xxb-Q&amp;amp;title=Filtro%20acqua%20Mavea%20pesante%20riduzione%20metalli%20risultati%20di%20laboratorio%20-%20WaterFilterLabs.com&amp;amp;description=Mavea%20water%20filter%20heavy%20metals%20reduction%20laboratory%20results%20-%20WaterFilterLabs.com&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.waterfilterlabs.com/Images/Icon-Add-to-Any.gif&quot; /&gt;&lt;/a&gt; &lt;/div&gt;
&lt;/div&gt;
&lt;span class=&quot;notranslate&quot;&gt;
 Il filtro dell&#39;acqua Mavea abbiamo testato eseguita relativamente poco,
 ma a differenza di molti altri filtri, non ha rilasciato alluminio 
supplementare in acqua.&lt;/span&gt; &lt;span class=&quot;notranslate&quot;&gt; Così vorremmo votare come superiore a Pur, Brita e Culligan.&lt;/span&gt;  &lt;span class=&quot;notranslate&quot;&gt; La capacità complessiva del filtro dell&#39;acqua Mavea di elementi di rimozione era relativamente povero, però.&lt;/span&gt; &lt;span class=&quot;notranslate&quot;&gt;
 Sulla base dei risultati di laboratorio, non si consiglia Mavea come 
filtro di acqua per la rimozione di metalli pesanti e isotopi 
radioattivi.&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; I risultati effettivi per il filtro dell&#39;acqua Mavea:&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Alluminio: &lt;b&gt;8,1%&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Rame: &lt;b&gt;18,8%&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Arsenico: &lt;b&gt;18,6%&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Strontium: &lt;b&gt;2,4%&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione cadmio: &lt;b&gt;9,2%&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione cesio: &lt;b&gt;15,3%&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Mercury: &lt;b&gt;85,0%&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Piombo: &lt;b&gt;23,4%&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Uranio: &lt;b&gt;22,7%&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Fare clic su AVANTI per vedere i risultati di filtraggio dell&#39;acqua per il filtro dell&#39;acqua WATERMAN Mini ...&lt;/span&gt; &lt;br /&gt;
&lt;a href=&quot;http://translate.googleusercontent.com/translate_c?depth=1&amp;amp;hl=it&amp;amp;prev=search&amp;amp;rurl=translate.google.com&amp;amp;sl=en&amp;amp;u=http://www.heavymetalsdefense.com/&amp;amp;usg=ALkJrhjz3G10POvyDyCmEy0X0dSaovzTQQ&quot; target=&quot;_blank&quot;&gt;&lt;img align=&quot;left&quot; border=&quot;0&quot; src=&quot;http://www.waterfilterlabs.com/images/HMD-Bottles-150.jpg&quot; /&gt;&lt;/a&gt; &lt;span class=&quot;notranslate&quot;&gt;
 Questo rapporto di laboratorio è sponsorizzato da Heavy Metals Difesa, 
solo integratore alimentare mondiale laboratorio convalidato per la 
cattura e sostenere l&#39;eliminazione dei metalli pesanti nel vostro cibo.&lt;/span&gt; &lt;/div&gt;
&lt;a href=&quot;https://frstre.com/go/?a=31536-10e9fe&amp;amp;s=208731-739789&amp;amp;tap_s=208731-739789&quot; rel=&quot;nofollow&quot; target=&quot;_BLANK&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;78&quot; src=&quot;https://static.tapfiliate.com/5a97d24ac067d.jpg?a=31536-10e9fe&amp;amp;s=208731-739789&quot; width=&quot;640&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&lt;img class=&quot;ilightbox-image&quot; height=&quot;320&quot; src=&quot;https://ardson.com/wp-content/uploads/2017/10/eth-pendant-black.jpg&quot; width=&quot;317&quot; /&gt;&lt;br /&gt;
&lt;h1 class=&quot;product_title entry-title&quot; itemprop=&quot;name&quot;&gt;
Ethereum – Black Rhodium Necklace&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span class=&quot;price&quot;&gt;&lt;ins class=&quot;h2&quot;&gt;&lt;span class=&quot;woocommerce-Price-amount amount&quot;&gt;&lt;span class=&quot;woocommerce-Price-currencySymbol&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/ins&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;h1 class=&quot;product_title entry-title&quot; itemprop=&quot;name&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span class=&quot;price&quot;&gt;&lt;ins class=&quot;h2&quot;&gt;&lt;span class=&quot;woocommerce-Price-amount amount&quot;&gt;&lt;span class=&quot;woocommerce-Price-currencySymbol&quot;&gt;$75.00 – &lt;span class=&quot;woocommerce-Price-amount amount&quot;&gt;&lt;span class=&quot;woocommerce-Price-currencySymbol&quot;&gt;$85.00 we accept ethereum and bitcoin&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/ins&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&amp;nbsp;&lt;/h1&gt;
&lt;h1 class=&quot;product_title entry-title&quot; itemprop=&quot;name&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Inspired by Ethereum, this pendant necklace is a must-have for 
anyone who believes in the power of cryptocurrency. Discreet yet 
sophisticated, it will style up any outfit of yours.&lt;/span&gt;&lt;/h1&gt;
Material -&amp;gt; Sterling Silver 925 (base) with Ruthenium coating or Gold coating&lt;br /&gt;
&lt;div class=&quot;p1&quot;&gt;
Handcrafted -&amp;gt; 3 day lead time is required before shipping your item&lt;/div&gt;
&lt;div class=&quot;p1&quot;&gt;
Worldwide shipping -&amp;gt; Regular Air Mail or DHL Express&lt;/div&gt;
&lt;div class=&quot;p1&quot;&gt;
Necklace size -&amp;gt; 18″ (in picture), 20″, 22″ or 24″&lt;/div&gt;
&lt;div class=&quot;p1&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;p1&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h6 class=&quot;h6&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;a href=&quot;https://ardson.com/?ref=15&quot;&gt;https://ardson.com/?ref=15&lt;/a&gt;&lt;/span&gt;&lt;/h6&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/3516058360250689780/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/3516058360250689780' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/3516058360250689780'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/3516058360250689780'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2018/03/caraffa-mavea-test-di-prova.html' title='CARAFFA MAVEA TEST DI PROVA'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-867399919416706160</id><published>2018-03-17T10:37:00.003+01:00</published><updated>2018-10-17T19:40:51.255+02:00</updated><title type='text'>LA TERMODINAMICA DELLE BOMBOLE</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h3 class=&quot;post-title entry-title&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;
La termodinamica delle bombole
&lt;/span&gt;&lt;/h3&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHK0g-OOi36aXOUxVAidkBtV0XL2TbW0a_uW39EQQvYPi_SuPx8zY_RccAEXOJBMLzHSEIGCYfUbsAZONfjCiBnNdAbAISq5Qn9rjtaJqAGlhYwfmojkaRSmvj4BSb4laAsIFsrYXNJqNK/s1600/bbtekweb.gif&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHK0g-OOi36aXOUxVAidkBtV0XL2TbW0a_uW39EQQvYPi_SuPx8zY_RccAEXOJBMLzHSEIGCYfUbsAZONfjCiBnNdAbAISq5Qn9rjtaJqAGlhYwfmojkaRSmvj4BSb4laAsIFsrYXNJqNK/s320/bbtekweb.gif&quot; width=&quot;239&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;A chi piace la termodinamica alzi la mano? Come immaginavo tanti 
abbassano lo sguardo, qualcuno accenna un sorriso, ma nessuno alza 
convinto la mano. La termodinamica, quella vera, non la legge di stato 
dei gas perfetti e i vari cambiamenti di fase, è una cosa piuttosto 
complessa e a volte ci porta a dei risultati che solo&amp;nbsp;apparentemente&amp;nbsp;ci 
sembrano bizzarri.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Ne abbiamo avuto una dimostrazione proprio ieri quando con i colleghi 
stavamo discutendo sul perché i distributori di gas compressi riempiono 
le bombole di anidride carbonica (CO2) solo a 60 bar massimo, quando la 
bombola può reggerne fino a 200 e altri gas, anche più pericolosi come 
l&#39;idrogeno sono molto più compressi. Stavamo già per dare dei truffatori
 ai venditori di gas, quando uno di noi ha deciso che la spiegazione 
troppo semplice non gli bastava e ha voluto vederci chiaro. Ed ecco che 
la termodinamica ci regala la sorpresa.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;a href=&quot;https://draft.blogger.com/null&quot; name=&quot;more&quot;&gt;&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;Quando un gas diventa liquido&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Se prendiamo un bicchiere d&#39;acqua e lo mettiamo nel freezer, dopo qualche tempo vedremo l&#39;acqua tramutata in ghiaccio. La &lt;i&gt;colpa&lt;/i&gt;
 è della termodinamica, ma non c&#39;è nulla di sorprendente. Un effetto 
simile, ovvero un cambio di stato da gas a liquido, si ottiene quando un
 gas viene compresso all&#39;interno di un volume costante. Cerchiamo di 
spiegarci meglio: prendiamo un recipiente di volume fisso, come una 
bombola appunto, e mettiamolo ad una temperatura fissata e cominciamo a 
pompare gas dentro la bombola [&lt;a href=&quot;http://unico-lab.blogspot.com/2012/02/la-termodinamica-delle-bombole.html#b&quot; id=&quot;a&quot; name=&quot;a&quot;&gt;1&lt;/a&gt;].
 Man mano che buttiamo gas nel recipiente, vedremo il manometro della 
bombola segnare una pressione sempre maggiore, in questo non c&#39;è nulla 
di strano. La termodinamica però ci dice che raggiunta una certa 
pressione, il gas diventa un liquido [&lt;a href=&quot;http://unico-lab.blogspot.com/2012/02/la-termodinamica-delle-bombole.html#2b&quot; id=&quot;2a&quot; name=&quot;2a&quot;&gt;2&lt;/a&gt;] proprio come l&#39;acqua diventa un solido quando la temperatura scende sotto gli 0 gradi (a pressione atmosferica).&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaYVSnmzgNfg_JGDuwoFZlakZKdyXljioFcrjs5jYY8ID490Y0JVrvJo9wJYdlvFCvRERgb8fdFnz7OdgSfndJba_eK7DsGP4ljLxHzEItqNRgsu7HhAeS1ywy44N6EcX5sK4h-XzDnCUi/s1600/Carbon_dioxide_pressure-temperature_phase_diagram.png&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;301&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaYVSnmzgNfg_JGDuwoFZlakZKdyXljioFcrjs5jYY8ID490Y0JVrvJo9wJYdlvFCvRERgb8fdFnz7OdgSfndJba_eK7DsGP4ljLxHzEItqNRgsu7HhAeS1ywy44N6EcX5sK4h-XzDnCUi/s320/Carbon_dioxide_pressure-temperature_phase_diagram.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Prendiamo
 il grafico qui a fianco che si chiama diagramma delle fasi ed è 
specifico per l&#39;anidride carbonica, o come si dovrebbe chiamare biossido
 di carbonio. Sull&#39;asse orizzontale abbiamo la temperatura in Kelvin, 
ricordatevi che per passare da Kelvin a gradi centigradi bisogna 
sottrarre 273, quindi i 300 K a metà dell&#39;asse corrispondono a circa 26 
gradi&amp;nbsp;centigradi, che possiamo ritenere la temperatura normale. 
Sull&#39;asse verticale c&#39;è la pressione misurata in bar, tenete a mente che
 la pressione atmosferica è di circa 1 bar.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Tracciate una linea verticale sul grafico in corrispondenza della 
temperatura di 300 K vedrete che questa interseca la curva nera che 
separa la zona grigia del gas e quella blu del liquido in corrispondenza
 di una pressione di 55 - 60 bar. Ecco che ricompaiono i 60 bar da cui 
tutto era iniziato.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Adesso che abbiamo chiesto alla termodinamica il motivo della stranezza,
 tutto ritorna ad essere chiaro, non c&#39;è nessuna truffa della lobby dei 
venditori di gas, ma c&#39;è il fatto che a 60 bar e a temperatura ambiente,
 la CO2 diventa liquida e come tutti i liquidi è praticamente 
incomprimibile. Provate per esempio a riempire una bottiglia d&#39;acqua 
fino all&#39;orlo tenendola premuta contro il rubinetto, vedrete che effetto
 esplosivo che avrete quando staccherete la bottiglia e la pressione 
dell&#39;acqua del rubinetto è di soli 3 bar circa.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;I 60 bar massimi per la CO2 sono anche una ragione di sicurezza, infatti
 quando la bombola è nuova e contiene solo fase liquida a 60 bar, una 
variazione di temperatura piccola corrisponde ad una grossa variazione 
di pressione, infatti il grafico sopra ha una scala lineare per le 
temperature, ma logaritmica per la pressione.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;La pressione nella bombola&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Il diagramma delle fasi ci spiega anche un altro effetto apparentemente 
strano. Infatti durante l&#39;utilizzo dell&#39;anidride carbonica, la pressione
 della bombola varia tra i 55 e i 60 bar a seconda della temperatura. In
 pratica sembra che non si stia consumando. L&#39;effetto è dovuto alla 
presenza della fase liquida: fin tanto che ci sarà liquido dentro la 
bombola, la pressione sarà quella di transizione tra liquido e gas. La 
pressione precipiterà di colpo quando non ci sarà più liquido nella 
bombola e sarà il segno inequivocabile che il gas è praticamente finito e
 bisogna sostituire la bombola.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Fatta questa ulteriore scoperta termodinamica siamo subito corsi a 
vedere la pressione misurata dal manometro collegato alla bombola e 
leggiamo 35 bar. Stiamo già per sostituire la bombola credendola 
praticamente vuota quando ci rendiamo conto del clima polare
 in cui stiamo vivendo. Guardiamo il termometro e scopriamo che ci sono 
all&#39;incirca 0 gradi e quindi torniamo a guardare il diagramma delle fasi
 e scopriamo che a quella temperatura l&#39;anidride carbonica liquefa 
proprio tra 30 e 40 bar. Per comodità ci siamo preparati un bel grafico 
(qui a fianco) che ci dice quale pressione dobbiamo leggere a seconda 
della temperatura per essere sicuri di avere anche liquido nella 
bombola.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;La bombola come termometro&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Se è vero che la pressione interna della bombola resta costante fin 
tanto che c&#39;è la fase liquida, possiamo invertire il grafico qui sopra 
in modo da usare il manometro come termometro. E così, &amp;nbsp;a patto di non 
consumare troppo gas e mantenere un po&#39; di liquido, abbiamo costruito un
 termometro con una bombola di gas.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;img class=&quot;ilightbox-image&quot; height=&quot;400&quot; src=&quot;https://ardson.com/wp-content/uploads/2017/10/eth-pendant-black.jpg&quot; width=&quot;397&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h1 class=&quot;product_title entry-title&quot; itemprop=&quot;name&quot;&gt;
Ethereum – Black Rhodium Necklace&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span class=&quot;price&quot;&gt;&lt;ins class=&quot;h2&quot;&gt;&lt;span class=&quot;woocommerce-Price-amount amount&quot;&gt;&lt;span class=&quot;woocommerce-Price-currencySymbol&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/ins&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;h1 class=&quot;product_title entry-title&quot; itemprop=&quot;name&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span class=&quot;price&quot;&gt;&lt;ins class=&quot;h2&quot;&gt;&lt;span class=&quot;woocommerce-Price-amount amount&quot;&gt;&lt;span class=&quot;woocommerce-Price-currencySymbol&quot;&gt;$75.00 – &lt;span class=&quot;woocommerce-Price-amount amount&quot;&gt;&lt;span class=&quot;woocommerce-Price-currencySymbol&quot;&gt;$85.00 we accept ethereum and bitcoin&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/ins&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&amp;nbsp;&lt;/h1&gt;
&lt;h1 class=&quot;product_title entry-title&quot; itemprop=&quot;name&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Inspired by Ethereum, this pendant necklace is a must-have for 
anyone who believes in the power of cryptocurrency. Discreet yet 
sophisticated, it will style up any outfit of yours.&lt;/span&gt;&lt;/h1&gt;
Material -&amp;gt; Sterling Silver 925 (base) with Ruthenium coating or Gold coating&lt;br /&gt;
&lt;div class=&quot;p1&quot;&gt;
Handcrafted -&amp;gt; 3 day lead time is required before shipping your item&lt;/div&gt;
&lt;div class=&quot;p1&quot;&gt;
Worldwide shipping -&amp;gt; Regular Air Mail or DHL Express&lt;/div&gt;
&lt;div class=&quot;p1&quot;&gt;
Necklace size -&amp;gt; 18″ (in picture), 20″, 22″ or 24″&lt;/div&gt;
&lt;div class=&quot;p1&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;p1&quot;&gt;
INFO:&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;a href=&quot;https://ardson.com/?ref=15&quot;&gt;https://ardson.com/?ref=15&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;a href=&quot;https://frstre.com/go/?a=31534-9c12a3&amp;amp;s=208731-739789&amp;amp;tap_s=208731-739789&quot; rel=&quot;nofollow&quot; target=&quot;_BLANK&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;533&quot; src=&quot;https://static.tapfiliate.com/5a97d2489e640.jpg?a=31534-9c12a3&amp;amp;s=208731-739789&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/867399919416706160/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/867399919416706160' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/867399919416706160'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/867399919416706160'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2018/03/la-termodinamica-delle-bombole.html' title='LA TERMODINAMICA DELLE BOMBOLE'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHK0g-OOi36aXOUxVAidkBtV0XL2TbW0a_uW39EQQvYPi_SuPx8zY_RccAEXOJBMLzHSEIGCYfUbsAZONfjCiBnNdAbAISq5Qn9rjtaJqAGlhYwfmojkaRSmvj4BSb4laAsIFsrYXNJqNK/s72-c/bbtekweb.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-4720398711483932298</id><published>2016-03-23T20:05:00.002+01:00</published><updated>2018-03-17T13:17:10.825+01:00</updated><title type='text'>CARAFFA WATERMAN MINI TEST DI PROVA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div id=&quot;social&quot;&gt;
&lt;div id=&quot;diaspora&quot; title=&quot;Condividi su Diaspora&quot;&gt;
&lt;/div&gt;
&lt;div id=&quot;add2any&quot; title=&quot;Condividi&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a class=&quot;a2a_dd&quot; href=&quot;https://www.addtoany.com/share_save#url=http%3A%2F%2Ftranslate.googleusercontent.com%2Ftranslate_c%3Fdepth%3D1%26hl%3Dit%26prev%3Dsearch%26rurl%3Dtranslate.google.com%26sl%3Den%26u%3Dhttp%3A%2F%2Fwww.waterfilterlabs.com%2FWaterman-mini-water-filter-heavy-metals-lab-test-results-lead-arsenic-cesium.html%26usg%3DALkJrhibpA2wIIW23t-OhLs4KEblu-oZ2A&amp;amp;title=WATERMAN%20Mini%20filtro%20acqua%20pesante%20riduzione%20metalli%20risultati%20di%20laboratorio%20-%20WaterFilterLabs.com&amp;amp;description=WaterMan%20Mini%20water%20filter%20heavy%20metals%20reduction%20laboratory%20results%20-%20WaterFilterLabs.com&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://www.waterfilterlabs.com/Images/Icon-Add-to-Any.gif&quot; /&gt;&lt;img alt=&quot;SLIDE1&quot; class=&quot;aligncenter size-large wp-image-4862&quot; src=&quot;http://www.centroacqua.it/wp/wp-content/uploads/2016/01/SLIDE1-1024x400.jpg&quot; height=&quot;400&quot; width=&quot;1024&quot; /&gt;&lt;/a&gt; &lt;/div&gt;
&lt;/div&gt;
&lt;span class=&quot;notranslate&quot;&gt;
 Nonostante le dimensioni ridotte, il filtro dell&#39;acqua WATERMAN Mini 
esegue molto bene il suo lavoro&amp;nbsp; con&amp;nbsp; prestazioni superiori ad&amp;nbsp; ogni altro 
filtro per l&#39;acqua che abbiamo provato.&lt;/span&gt;&lt;br /&gt;
&amp;nbsp;&lt;span class=&quot;notranslate&quot;&gt; In particolare, ha rimosso il 62,4% di alluminio, una prodezza che quasi nessun altro filtro potrebbe corrispondere.&lt;/span&gt; &lt;span class=&quot;notranslate&quot;&gt; E ha fatto anche un ottimo lavoro nel rimuovere il piombo (93,7%), arsenico (54,0%) e anche l&#39;uranio (72,4%).&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; L&#39;aumento dello stronzio nell&#39;acqua filtrata (+ 179%) non è in realtà una preoccupazione.&lt;/span&gt; &lt;span class=&quot;notranslate&quot;&gt;
 Questo era un stronzio non radioattivo che è tipicamente utilizzato 
come mezzo di scambio ionico efficace in tecnologie di filtrazione.&lt;/span&gt; &lt;span class=&quot;notranslate&quot;&gt; Stronium nel suo isotopo stabile è in realtà un minerale positivo per la salute delle ossa.&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;
 Per questo motivo, si consiglia vivamente il filtro dell&#39;acqua WATERMAN
 Mini per la rimozione di metalli pesanti e isotopi radioattivi.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; I risultati effettivi per il filtro dell&#39;acqua WATERMAN Mini:&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Alluminio: &lt;b&gt;62,4%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Rame: &lt;b&gt;89,2%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Arsenico: &lt;b&gt;54,0%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Stronzio: &lt;b&gt;AUMENTO del 179%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Cadmio: &lt;b&gt;49,1%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione cesio: &lt;b&gt;25,7%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Mercury: &lt;b&gt;il 99,7%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Piombo: &lt;b&gt;93,7%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Uranio: &lt;b&gt;72,4%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br a=&quot;&quot; href=&quot;https://frstre.com/go/?a=31536-10e9fe&amp;amp;s=208731-739789&amp;amp;tap_s=208731-739789&quot; rel=&quot;nofollow&quot; target=&quot;_BLANK&quot; /&gt;
&lt;img border=&quot;0&quot; height=&quot;79&quot; src=&quot;https://static.tapfiliate.com/5a97d24ac067d.jpg?a=31536-10e9fe&amp;amp;s=208731-739789&quot; width=&quot;640&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h1 class=&quot;product_title entry-title&quot; itemprop=&quot;name&quot;&gt;
Bitcoin – Ring&lt;/h1&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://ardson.com/wp-content/uploads/2018/01/bitcoin-ring-gold.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; class=&quot;ilightbox-image&quot; height=&quot;320&quot; src=&quot;https://ardson.com/wp-content/uploads/2018/01/bitcoin-ring-gold.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;price-container&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span class=&quot;price&quot;&gt;&lt;ins class=&quot;h2&quot;&gt;&lt;span class=&quot;woocommerce-Price-amount amount&quot;&gt;&lt;span class=&quot;woocommerce-Price-currencySymbol&quot;&gt;$70.00 – &lt;span class=&quot;woocommerce-Price-amount amount&quot;&gt;&lt;span class=&quot;woocommerce-Price-currencySymbol&quot;&gt;$80.00&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/ins&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;h1 class=&quot;product_title entry-title&quot; itemprop=&quot;name&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span class=&quot;price&quot;&gt;&lt;ins class=&quot;h2&quot;&gt;&lt;span class=&quot;woocommerce-Price-amount amount&quot;&gt;&lt;span class=&quot;woocommerce-Price-currencySymbol&quot;&gt;&lt;span class=&quot;woocommerce-Price-amount amount&quot;&gt;&lt;span class=&quot;woocommerce-Price-currencySymbol&quot;&gt; we accept ethereum and bitcoin&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/ins&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt; &lt;/h1&gt;
&lt;/div&gt;
Show your commitment to Bitcoin with this sleek ring, so we can take this rocket to the MOON!&lt;br /&gt;
Material -&amp;gt; Sterling Silver 925&lt;br /&gt;
&lt;div class=&quot;p1&quot;&gt;
Handcrafted -&amp;gt; 3 day lead time is required before shipping your item&lt;/div&gt;
&lt;div class=&quot;p1&quot;&gt;
Worldwide shipping -&amp;gt; Regular Air Mail or DHL Express&lt;/div&gt;
&lt;div class=&quot;p1&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;p1&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;INFO: &lt;a href=&quot;https://ardson.com/?ref=15&quot;&gt; https://ardson.com/?ref=15&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/4720398711483932298/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/4720398711483932298' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/4720398711483932298'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/4720398711483932298'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2016/03/caraffa-waterman-mini-test-di-prova.html' title='CARAFFA WATERMAN MINI TEST DI PROVA'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-1082020884322133358</id><published>2014-11-27T23:58:00.003+01:00</published><updated>2014-11-28T00:00:03.946+01:00</updated><title type='text'>CARAFFA CULLIGAN TEST DI PROVA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div id=&quot;Photo&quot;&gt;
&lt;/div&gt;
&lt;span class=&quot;notranslate&quot;&gt;Il filtro dell&#39;acqua della&amp;nbsp; Culligan si posizioe , al penultimo posto&amp;nbsp; della lista delle prestazioni.&lt;/span&gt; &lt;span class=&quot;notranslate&quot;&gt; (Solo Brita è peggio.)&lt;/span&gt;  &lt;span class=&quot;notranslate&quot;&gt; Culligan ha solamente o rimosso circa il 16% di arsenico, 30% di piombo e il 30% di cesio.&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Non consigliamo Culligan come filtro di acqua per la rimozidi metalli pesanti e isotopi radioattivi.&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; I risultati effettivi del filtro acqua Culligan:&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Alluminio: &lt;b&gt;AUMENTO del 52,4%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Rame:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;30,8%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Arsenico: &amp;nbsp;&amp;nbsp; &lt;b&gt;16,0%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Strontium: &lt;b&gt;27,8%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Cadmio:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;22,6%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione cesio: &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;b&gt;30,4%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Mercury:&amp;nbsp;&amp;nbsp; &lt;b&gt;62,4%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Piombo: &amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;30,2%&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Riduzione Uranio:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;28,6%&lt;/b&gt;&lt;/span&gt; &lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/1082020884322133358/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/1082020884322133358' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/1082020884322133358'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/1082020884322133358'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2014/11/caraffa-culligan-test-di-prova.html' title='CARAFFA CULLIGAN TEST DI PROVA'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-1272345333095024895</id><published>2014-11-27T23:42:00.002+01:00</published><updated>2014-11-27T23:46:15.928+01:00</updated><title type='text'>CARAFFA DOULTON TEST DI PROVA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span class=&quot;notranslate&quot;&gt;Il
 filtro acqua Doulton è il più povero dei filtri che abbiamo 
testato, elimina pochissima percentuale&amp;nbsp; degli elementi tossici 
testati.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;
 Sebbene l&#39;unità sia perfettamente in grado di rimuovere 
batteri, parassiti e amebe dall&#39; acqua,&amp;nbsp; si è dimostrato del tutto 
incapaciedi rimuovere elementi tossici e metalli pesanti.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; &lt;b&gt;Riduzione di elementi dal filtro Doulton Water:&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Alluminio: -248,0% (aumento di alluminio)&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Rame: 21,3%&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Arsenico: 19,3%&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Stronzio: 4,2%&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Cadmio: 8,2%&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Cesio: 11,9%&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Mercury: 95.0%&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Piombo: 20,9%&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;
&lt;span class=&quot;notranslate&quot;&gt; Uranio: 35.0%&lt;/span&gt; &lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/1272345333095024895/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/1272345333095024895' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/1272345333095024895'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/1272345333095024895'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2014/11/caraffa-doulton-test-di-prova.html' title='CARAFFA DOULTON TEST DI PROVA'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-4656241172901624004</id><published>2014-01-22T19:24:00.000+01:00</published><updated>2014-01-22T19:24:59.721+01:00</updated><title type='text'>SUPERBATTERI PRODOTTI DAI DEPURATORI TRADIZIONALI</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt;Quale ruolo svolge l&#39;attuale uso eccessivo di antibiotici nel 
favorire la diffusione di nuove ed invasive specie di superbatteri?&lt;/span&gt; &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt; Perché gli&amp;nbsp; impianti di trattamento acque&amp;nbsp; diffondono&amp;nbsp; i superbatteri&amp;nbsp; anche dopo che l&#39;acqua è stata trattata?&lt;/span&gt; &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt; Il cloro è un disinfettante efficace dell&#39;acqua?&lt;/span&gt; &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt;
 Gli esperti stanno cominciando a meditare su queste domande valutando che gli&amp;nbsp; 
impianti di trattamento delle acque si trovano regolarmente ad essere 
inefficaci.&lt;/span&gt; &lt;span class=&quot;notranslate&quot;&gt; Nuovi risultati di laboratorio indicano che specifici ceppi di superbatteri infettivi possono diffondersi &lt;b&gt;,sviluppando geni resistenti ai farmaci&lt;/b&gt; ,negli impianti di trattamento delle acque.&lt;/span&gt; &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt; E &#39;tempo di ridurre l&#39;uso di antibiotici?&lt;/span&gt; &lt;span class=&quot;notranslate&quot;&gt; Infatti Stanno diventando inutili di fronte alla continua evoluzione superbatteri.&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt;&amp;nbsp;Quali sostanze naturali antimicrobiche potrebbero gli ospedali e i medici 
iniziare a utilizzare per aiutare i pazienti a combattere le infezioni 
senza creare e diffondere nuovi ceppi superbatterici?&lt;/span&gt; &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt; Con quali sistemi&amp;nbsp; di filtrazione l&#39;acqua può essere migliorata?&lt;/span&gt; &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt;
 Queste sono le domande che si sono posti&amp;nbsp; Pedro JJ Alvarez e i ricercatori della &lt;b&gt;Rice University.&lt;/b&gt;&lt;/span&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;h2&gt;
 &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt;Geni dei superbatteri possono&amp;nbsp; diffondersi ad altre specie di batteri&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;/h2&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt; Negli ultimi dieci anni, Alvarez ei suoi colleghi hanno isolato abbondanti geni resistenti agli antibiotici in mi della alcuni fiumi in Cina.&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt;
 La loro missione era di scoprire come questi geni altamente evoluti&amp;nbsp; abbiano&amp;nbsp;
trovato la loro strada nell&#39;ambiente,&amp;nbsp; e perché si stessero 
diffondendo.&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt; Hanno iniziato controllando la fonte cioè gli&amp;nbsp; impianti di trattamento delle acque nella zona.&lt;/span&gt; &lt;span class=&quot;notranslate&quot;&gt;
 Poiché i geni resistenti agli antibiotici sono comuni nei batteri 
fecali, hanno studiato i batteri coltivati ​​da liquami presenti nei 
vicini impianti di trattamento dell&#39;acqua.&lt;/span&gt; &lt;br /&gt;&lt;br /&gt;&amp;nbsp; &lt;span class=&quot;notranslate&quot;&gt;
 Coadiuvato dal ricercatore Daqing Mao della&amp;nbsp; &lt;b&gt;Tianjin University, &lt;/b&gt;Alvarez ha&amp;nbsp; 
estratto il DNA batterico da varie fasi di trattamento acqua a due impianti&amp;nbsp;
vicini&amp;nbsp; in Cina.&lt;/span&gt; &lt;span class=&quot;notranslate&quot;&gt;
 Essi hanno inoltre analizzato&amp;nbsp; i fanghi trattati, che vengono&amp;nbsp; in genere 
utilizzati dai contadini come fertilizzante per i loro campi.&lt;/span&gt; &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt;
 Utilizzando un processo chiamato reazione a catena della polimerasi, i 
ricercatori hanno isolato e misurato vari livelli di 
antibiotico-resistenti come il gene&amp;nbsp; NDM-1.&lt;/span&gt; &lt;span class=&quot;notranslate&quot;&gt; Questo gene è stato isolato per la prima volta nel 2008 e da allora si è diffuso in tutti i continenti eccetto l&#39;Antartide.&lt;/span&gt; &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt; Hanno anche misurato la quantità di 16S rRNA gene, che viene portato da tutti i batteri.&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;h2&gt;
 &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt; &lt;b&gt;Cosa hanno trovato nell&#39;acqua trattata&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;/h2&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt;
 I test hanno scoperto che entrambi gli impianti di trattamento delle 
acque rilasciano&amp;nbsp; migliaia di copie per millilitro del gene&amp;nbsp; 
resistente NDM-1.&lt;/span&gt; &lt;span class=&quot;notranslate&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt;I Fanghi trattati ne contenevano&amp;nbsp; anche una maggiore quantità ovvero 10 milioni di copie per grammo sul residuo secco secco!&lt;/span&gt; &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt; Un impianto di trattamento infatti scarica più di questo tipo di&amp;nbsp; DNA infettivo nell&#39;ambiente di quello che ne entra all&#39;inizio del ciclo di depurazione!&lt;/span&gt; &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt;
 Dopo aver osservato questa dispersione diffusa, la squadra ha cercato 
di indagare se questo DNA infettivo potesse&amp;nbsp; essere tramandato&amp;nbsp; ad&amp;nbsp; altre 
specie di batteri nell&#39;ambiente circostante.&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt;In laboratorio quindi , hanno combinato il NDM-1-trasportando batteri dell&#39;acqua trattata nei sedimenti del fiume Hai che non contenevano il gene.&lt;/span&gt; &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt;
 Dopo nove giorni di incubazione, i ricercatori hanno scoperto che il 
gene NDM-1 era stato&amp;nbsp; trasferito ai batteri dei&amp;nbsp; sedimenti del fiume che non 
contenevano il gene!&lt;/span&gt; &lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt;
 &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt; &lt;span class=&quot;notranslate&quot;&gt; .&lt;/span&gt;Per questo,&lt;span class=&quot;notranslate&quot;&gt;
 Alvarez e il suo team stanno lavorando su metodi di disinfezione 
alternativi per gli impianti di trattamento delle acque che comprendono 
le radiazioni ultraviolette e &lt;b&gt;fotocatalizzatori.&lt;/b&gt;&lt;/span&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;h2&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt;Eliminare gli antibiotici&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;/h2&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;notranslate&quot;&gt;
 Gli ospedali dovranno inoltre evolvere nei prossimi anni, abbandonando 
il diffuso uso di antibiotici che sta diventando un metodo di trattamento
 inutile per i&amp;nbsp; superbatteri.&lt;/span&gt; Le&amp;nbsp;&lt;span class=&quot;notranslate&quot;&gt; Sostanze antibatteriche naturali saranno&amp;nbsp; la soluzione più adatta per il futuro.&lt;/span&gt; &lt;span class=&quot;notranslate&quot;&gt;
 Ad esempio, nuovi studi sull&#39;utilizzo dei composti di aglio e origano potrebbe 
essere ricercati&amp;nbsp; nelle industrie mediche e alimentari negli anni a 
venire.&lt;/span&gt; &lt;span class=&quot;notranslate&quot;&gt;
 L&#39; &lt;b&gt;Argento colloidale &lt;/b&gt;e la radice goldenseal, per citarne un paio, 
potrebbero essere utilizzati&amp;nbsp; come risposte nel futuro dei trattamenti 
antibatterici tradizionali.&lt;/span&gt; &lt;br /&gt;&lt;br /&gt;&lt;span class=&quot;notranslate&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/4656241172901624004/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/4656241172901624004' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/4656241172901624004'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/4656241172901624004'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2014/01/superbatteri-prodotti-dai-depuratori.html' title='SUPERBATTERI PRODOTTI DAI DEPURATORI TRADIZIONALI'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-2051356733704985118</id><published>2013-05-15T20:07:00.000+02:00</published><updated>2013-05-15T20:07:02.792+02:00</updated><title type='text'>PESTICIDI NELLE ACQUE IN BOTTIGLIA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Secondo uno studio francese si possono trovare pesticidi e farmaci pure nell&#39;acqua in bottiglia&lt;/span&gt;&lt;/h1&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;By&amp;nbsp;&lt;span class=&quot;author&quot; style=&quot;background-image: url(http://www.ecplanet.com/sites/ecplanet.com/themes/marinelli/img/user.gif); background-position: initial initial; background-repeat: no-repeat no-repeat; font-weight: bold; margin: 0px; padding: 0px 0px 5px 21px;&quot;&gt;Edoardo Capuano&lt;/span&gt;&amp;nbsp;- Posted on&amp;nbsp;&lt;span class=&quot;date&quot; style=&quot;background-image: url(http://www.ecplanet.com/sites/ecplanet.com/themes/marinelli/img/clock.gif); background-position: 2px 0px; background-repeat: no-repeat no-repeat; font-weight: bold; margin: 0px; padding: 0px 0px 5px 21px;&quot;&gt;17 aprile 2013&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;em style=&quot;margin: 0px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Tracce di pesticidi e farmaci nell&#39;acqua minerale in bottiglia analizzata in Francia. I dati sono stati diffusi dalle associazioni&amp;nbsp;&lt;a href=&quot;http://www.france-libertes.org/Des-traces-de-pesticides-et-de.html#.UVHVHheQUkp&quot; style=&quot;color: #005a8c; margin: 0px; padding: 0px;&quot; target=&quot;_blank&quot;&gt;Fondation Danielle Mitterrand France Libertés&lt;/a&gt;&amp;nbsp;e&amp;nbsp;&lt;a href=&quot;http://www.60millions-mag.com/&quot; style=&quot;color: #005a8c; margin: 0px; padding: 0px;&quot; target=&quot;_blank&quot;&gt;60 millions de consommateurs&lt;/a&gt;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;In Francia hanno analizzato l’acqua che scorre dal rubinetto e l’acqua minerale imbottigliata di diverse marche giungendo alla conclusione che questa contiene tracce di pesticidi e farmaci.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Lo&amp;nbsp;&lt;a href=&quot;http://www.60millions-mag.com/kiosque/mensuels/qualite_de_l_eau_a_qui_faire_confiance/eaux_du_robinet_et_en_bouteille_difficile_d_echapper_aux_polluants&quot; style=&quot;color: #005a8c; margin: 0px; padding: 0px;&quot; target=&quot;_blank&quot;&gt;studio è stato pubblicato sul mensile dell’associazione&lt;/a&gt;&amp;nbsp;e non sono state rese note le quantità di contaminanti ritrovati, il che ha iniziato a creare un clima di polemica.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;In otto campioni su dieci dell’acqua di rubinetto è stato rilevato almento una sostanza contaminante ma la situazione è stata giudicata più grave per l’acqua in bottiglia poiché su 47 campioni analizzati in 10 sono stati riscontrati tracce di pesticidi e farmaci e nel 10% tracce di tamoxifene ormone sintetico usato per la cura del cancro al seno.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Le sostanze ritrovate nell’acqua in bottiglia sono state 85 tracciate grazie a sofisticati sistemi di analisi e compaiono tra esse: pesticidi, farmaci e perturbatori endocrini.&lt;/span&gt;&lt;/div&gt;
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&lt;strong style=&quot;margin: 0px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Si chiedono le due associazioni:&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;com’è possibile che pesticidi e farmaci siano ritrovati in acque che dovrebbero essere particolarmente protette? Dunque la richiesta è di un&amp;nbsp;&lt;a href=&quot;http://www.60millions-mag.com/web_plus/notre_manifeste_pour_l_eau_potable&quot; style=&quot;color: #005a8c; margin: 0px; padding: 0px;&quot; target=&quot;_blank&quot;&gt;Manifesto per le acque potabili&lt;/a&gt;che tenga conto del rapido evolversi delle sostanze inquinanti e che condivida meglio e più velocemente tutte le informazioni inerenti.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;I risultati sono stati contestati dagli imbottigliatori di acque e il laboratorio ha ripetuto le analisi che hanno confermato le prime. Per 60 60 millions de consommateurs non c’è da fare polemica ma da affrontare molto seriamente la questione.&lt;/span&gt;&lt;/div&gt;
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&lt;strong style=&quot;margin: 0px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;La lista delle acque analizzate:&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Hepar - Eau minérale naturelle - Mont Roucous - Eau minérale naturelle - Saint Amand Eau minérale naturelle - Vittel - Eau minérale naturelle - Volvic - Eau minérale naturelle Carrefour Discount - Eau minérale naturelle avec adjonction naturelle de gaz carbonique - Cora - Eau minérale naturelle naturellement gazeuse&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Cristaline - Eau de source avec adjonction de gaz carbonique - La Salvetat - Eau minérale naturelle avec adjonction de gaz carbonique - St Yorre - Eau minérale naturelle naturellement gazeuse&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Eaux de sources plates :&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Aquarel Nestlé source Des Acacias - Auchan source Roche des Écrins - Casino source Roche des Écrins - Carrefour Discount source Céline- Carola source Carola - Cora source Beaupré - Cristaline sources Céline, Chantereine, Cristal-Roc, Elena, Aurele - Dia source Roche des Écrins - Éco+ source Laqueuille - Leader Price Volcania source La Montille - Leclerc (Marque Repère) source Laqueuille - Lidl source Cristal-Roc - Monoprix source Des Pins - Ondine Intermarché source Saint-Benoît - Rosée de la Reine source Rosée de la Reine - Saint-Georges source Saint-Georges - U source Roche des Écrins&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Eaux minérales plates&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Auchan source Orée du Bois - Carrefour source Montclar - Contrex source Contrex - Courmayer source Courmayer - Évian source Évian - Leader Price source Fonte Caudana - Leclerc (Marque Repère) source De la Versoie - Montcalm source Montcalm - Thonon source Thonon - Wattwiller source Wattwiller&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Eaux minérales gazeuzes&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Badoit source Saint-Gamier - Perrier source Perrier - Quezac source Diva - San Pellegrino source Bron S. Pellegrino&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Eaux de souce gazeuses&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Carola source Carola - Ondine (Intermarché) source Saint-Benoît&lt;/span&gt;&lt;/div&gt;
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&lt;strong style=&quot;margin: 0px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;La lista delle 85 molecole ritrovate:&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
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&lt;div style=&quot;line-height: 1.65em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Phtalates : Diméthylphtalate (DMP), Di octylphtalate (DOP), Di 2-éthylhexylphtalate (DEHP), Butylbenzylphtalate (BBP), Di butylphtalate (DBP), Di isobutylphtalate (DIBP), Diéthylphtalate (DEP).&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Médicaments : Tamoxifene, Diclofenac, Tramadol, Ceftriaxone, Ciprofloxacin, Clarithromycin, Ofloxacine, Piperacillin, Pristinamycin IIA, Sulfamethoxazole, Trimethoprime, Sertraline, Prednisolone, Ketoprofen, Buflomedil, Cyamemazine, Furosemide, Bezafibrate, Atenolol, Losartan, Naftidrofuryl, Pravastatin, Carbamazepine, Oxazepam, Fluoxetine, Diosmin, Propanolol, Epoxycarbamazepine, Erythromycine, Fenofibric acid.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Perturbateurs endocriniens (dont hormones utilisées dans un cadre médical) : Bisphenol A, Prednisone, Biochanine_A, Coumestrol, Daidzeine, Formononetine, Ethylhexyl diphenyl phosphate, Tributyl_phosphate, Triphenyl_phosphate, Tripropyl_phosphate, Tris(2-butoxyethyl)phosphate, Tris(2-chloroethyl)phosphate, Tris(2-chloroisopropyl)phosphate, Tris(2-ethylhexyl)_phosphate, Tris(dibromopropyl)phosphate, Progesterone, Testosterone, Levonorgestrel, Norethindrone.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Pesticides : 2,4-D, 2,4-MCPA, Ametryne, Atrazine, Bentazone, Carbofuran, Chlortoluron, Cyanazine, Desethyl-terbuthylazine, Diflufenicanil, Dinoseb, Diuron, Hydroxyatrazine, Imidacloprid, Isoproturon, Linuron, MCPP, Metazachlore, Methabenzthiazuron, Metobromuron, Metolachlore, Metoxuron, Monolinuron, Oxadixyl, Piperonyl_butoxide, Prometon, Propazine, Sebuthylazine, Sebuthylazine-desethyl, Secbumeton, Simazine, Tebutame, Terbuthylazine, Terbutryne.&lt;/span&gt;&lt;/div&gt;
&lt;/blockquote&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/2051356733704985118/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/2051356733704985118' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/2051356733704985118'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/2051356733704985118'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2013/05/pesticidi-nelle-acque-in-bottiglia.html' title='PESTICIDI NELLE ACQUE IN BOTTIGLIA'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-2174248087278781932</id><published>2012-03-28T20:55:00.001+02:00</published><updated>2012-03-28T20:57:17.459+02:00</updated><title type='text'>MA CHI VUOLE L&#39;ACQUA DEL MONDO?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span class=&quot;&quot;&gt;&amp;nbsp;L&#39;&lt;/span&gt;&lt;/span&gt;&lt;i style=&quot;background-color: white;&quot;&gt;&lt;span class=&quot;&quot;&gt;Ufficio del Direttore della National Intelligence&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span class=&quot;&quot;&gt;(ODNI) ha recentemente pubblicato un rapporto intitolato&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;i style=&quot;background-color: white;&quot;&gt;&lt;span class=&quot;&quot;&gt;&lt;b&gt;Security Global Water&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span class=&quot;&quot;&gt;che sostiene problemi di approvvigionamento idrico in tutto il mondo porteranno ad &amp;nbsp;instabilità economica, a guerre civili e internazionali, e anche all&#39;uso dell&#39; acqua come arma nei prossimi decenni.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&amp;nbsp;Il governo americano dipinge un quadro cupo del cosiddetto riscaldamento globale, scarsità d&#39;acqua, e problemi acquatici saranno &amp;nbsp;le cause di maggiore destabilizzazione globale, se no si prenderanno adeguate misure avremmo dei peggioramenti delle crisi internazionali.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;Ma Quali saranno &amp;nbsp;queste misure, ci si può chiedere?&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;Come previsto,&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: Arial, Helvetica, sans-serif;&quot;&gt;&amp;nbsp;il governo degli Stati Uniti ricevendo informazioni di paesi &amp;nbsp;coinvolti in problemi di approvvigionamento idrico in tutto il mondo questo problema richiede &amp;nbsp;una soluzione primaria e concordata .&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; font-family: Arial, Helvetica, sans-serif;&quot;&gt;Questa misura implica, naturalmente, che gli stessi &amp;nbsp;modelli americani di gestione delle risorse idriche, che comprendono prezzo ,distribuzione ecc &amp;nbsp;cambino &amp;nbsp;in nome della conservazione e dell&#39;utilizzo razionale dell&#39;acqua.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; font-family: Arial, Helvetica, sans-serif;&quot;&gt;Dopo di che&#39; prevede la realizzazione in tutto il mondo di modelli gestionali come quelli che persegue &amp;nbsp;il governo degli Stati Uniti , di conseguenza &amp;nbsp;intromettendosi &amp;nbsp;negli affari internazionali per servire gli &amp;nbsp;interessi comuni .&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: Arial, Helvetica, sans-serif;&quot;&gt;&quot;Nel corso dei prossimi dieci anni, in molti paesi importanti per gli Stati Uniti si verificano problemi di acqua - carenze, &amp;nbsp;scarsa qualità &amp;nbsp;e scarsita&#39; dell&#39;acqua o viceversa &amp;nbsp;inondazioni - &amp;nbsp;Oltre che rischiare il fallimento ,l&#39;instabilità degli &amp;nbsp;stati, aumenteranno &amp;nbsp;le tensioni regionali, questi problemi &amp;nbsp;distrarranno &amp;nbsp;gli Stati Uniti dal lavoro &amp;nbsp;su &amp;nbsp;altri importanti obiettivi politici &amp;nbsp;&quot;.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br style=&quot;background-color: white;&quot; /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;h1 style=&quot;background-color: white; font-size: 28px; font-weight: lighter; line-height: 33px;&quot;&gt;


&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;L&#39;acqua come leverage, l&#39;acqua come arma, e &#39;terrorismo&#39; acqua &#39;&lt;/span&gt;&lt;/h1&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;Il rapporto avverte espressamente che l&#39;acqua verrà utilizzata come leva da alcuni paesi per &amp;nbsp;influenzare i loro vicini, e anche come potenziale arma.Si avverte anche di &quot;terrorismo acqua&quot;, una situazione in cui &quot;estremisti, terroristi e stati canaglia &quot; saranno &amp;nbsp;una minaccia significativa per infrastrutture idriche, in particolare negli anni che seguono, i prossimi dieci anni.Nessun rapporto del governo sarebbe completo senza il &amp;nbsp;riferimento al terrorismo.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;Ma il riferimento al terrorismo e all&#39;estremismo sara&#39; casuale o voluto?&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Oppure il rapporto comincia a mettere le mani avanti per cominciare a convincerci che esistono &amp;nbsp;reali pericoli per un futuro di interventi militari mirati non piu&#39; al petrolio ma all&#39;acqua?&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Una cosa e&#39; certa........la NESTLE&#39; da alcuni anni sta facendo man bassa nel mondo di fonti di acque minerali e di aziende di distrubuzione dell&#39;acqua porta a porta, i cosiddetti boccioni.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;NON CI FA PENSARE QUESTO SU CHI IN REALTA&#39; VUOLE PRENDERSI L&#39;ACQUA NEL MONDO?&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br style=&quot;background-color: white;&quot; /&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/2174248087278781932/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/2174248087278781932' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/2174248087278781932'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/2174248087278781932'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2012/03/ufficio-del-direttore-della-national.html' title='MA CHI VUOLE L&#39;ACQUA DEL MONDO?'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-3267129381781308131</id><published>2012-03-17T19:32:00.001+01:00</published><updated>2012-03-17T19:35:29.831+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="BIOTENAX FOTOCATALISI"/><title type='text'>RIVESTIMENTO PER PISCINE ANTIALGA E ANTIBATTERICO</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;L&#39;utilizzo di intonaci &amp;nbsp;scenografici per il rivestimento delle piscine con struttura in cemento armato, &amp;nbsp;si stanno sempre piu&#39; diffondendo in Italia.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Negli ultimi anni infatti, dall&#39;estero, soprattutto dagli Stati Uniti, dove queste tecniche di rivestimento sono diffuse oramai da molti anni,sono arrivate da noi, tramite diversi rivenditori, sistemi di rivestimento del cemento armato particolarmente accattivanti &amp;nbsp;e scenograficamente attraenti con finiture colorate, molto vicine a cio&#39; che la natura ha sempre prodotto come la sabbia, la pietra, la terra.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Lo sviluppo inoltre di nuovi tipi di metodologie costruttive delle piscine, accompagnate da una coscienza ecologica, fomentata soprattutto dagli architetti ambientalisti, e da una clientela sempre piu&#39; selezionata ed esigente,sta introducendo con sempre maggiore &amp;nbsp;forza &amp;nbsp;questi sistemi di rivestimento&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Questo tipo di finiture, sono applicate generalmente quasi sempre a mano,con spessori diversi a seconda del tipo di prodotto,con &amp;nbsp;sistemi di lisciatura piu&#39; o meno evidenti e accurati.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;La loro struttura chimica varia a seconda del modello di prodotto,che puo&#39; essere a matrice plastica quindi contenente resine mono o bicomponenti, o a matrice cementizia quindi contenenti inerti silicei e cementi di varia colorazione e durezza.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Ovviamente piu&#39; il componente strutturale contiene cementi e quarzi e piu&#39; l&#39;effetto finale sara&#39; scenograficamente naturale, viceversa piu&#39; la miscela conterra&#39; resine sintetiche piu&#39; l&#39;effetto si allontanera&#39; &amp;nbsp;dai canoni estetici naturali.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Una causa diretta, inoltre, dovuta alle matrici strutturali dei prodotti&#39; e &#39; l&#39;effetto visivo della &amp;nbsp;profondita&#39; tridimensionale.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Infatti i prodotti cementizi che contengono quarzi colorati a vista oltre a dare un colore caratteristico all&#39;acqua dovuto alla riflessione e diffusione nel &amp;nbsp;liquido delle dominanti azzurre dell&#39;atmosfera, creano un effetto naturale&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;tridimensionale che e&#39; completamente assente nei prodotti a base di resine , che risultano piatti, interferendo nel colore dell&#39;acqua solo se essi stessi risultano colorati.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Un po come fanno i liner di PVC o le pitture in clorocaucciu&#39;.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Di contro, i rivestimenti a base cementizia, risultano essere piu&#39; delicati rispetto ad i rivestimenti plastici soprattutto per quel che riguarda la conduzione futura della piscina.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;In pratica le caratteristiche peculiari di un prodotto cementizio scenografico devono soddisfare alcune norme fondamentali:&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;_Essere resistenti all&#39;abrasione e alla erosione dell&#39;acqua&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;_Essere resistenti alla corrosione dell&#39;acqua della piscina che per sua natura,essendo carica di&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;sali, risulta essere corrosiva&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;_Essere resistenti al piacca PH &amp;nbsp;acido.Infatti nella piscina a causa dei prodotti che in essa&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&amp;nbsp; vengono aggiunti, a&lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&amp;nbsp;volte, si possono raggiungere PH acidi che potrebbero intaccare il&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&amp;nbsp; rivestimento.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;_Essere possibilmente impermeabilizzanti&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;_Possedere caratteristica antisdrucciolo&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;_Rispettare determinati standard di durezza&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;_Non sfaldarsi perdendo col tempo le quarziti presenti al loro interno.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;_I componenti del prodotto devono rispecchiare sia nella &amp;nbsp;fase di produzione,nella fase di&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&amp;nbsp; applicazione che nel suo futuro&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;smaltimento &amp;nbsp;i piu&#39; moderni standard ecologici.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Quando un prodotto cementizio per il rivestimento della piscina riesce a soddisfare tutti questi requisiti, purtroppo pero&#39; non e&#39; esente da un difetto generalizzato che si presenta &amp;nbsp;su tutti questi tipi di prodotti.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;Il rivestimento cementizio di sua natura, possedendo una superficie porosa, oltre ad essere un attacco naturale per le alghe, tende ad assorbire lo sporco e ad ingiallirsi in un breve periodo di tempo.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;Per effettuare la pulizia, occorre spesso vuotare la piscina ed utilizzare macchine a pressione e prodotti acidi che tendono a irruvidire ulteriormente la superficie del rivestimento.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&amp;nbsp;&lt;b&gt;BIOTENAX MEMBRANA FOTOCATALITICA PER PISCINE IN C.A BREVETTATA&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Occorreva quindi trovare una soluzione a questi problemi.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Ricorrere &amp;nbsp;quindi alla fotocatalisi, ovvero aggiungere al prodotto cementizio particolari prodotti chimicamente attivi, peraltro innocui, che una volta colpiti dai raggi ultravioletti del sole , permettessero alle alghe, qualora si formassero in piscina, di non aderire alla superficie del rivestimento, oltre che creare una superficie antibatterica ed autopulente.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;Vietata la riproduzione dell&#39;articolo proprieta&#39; della H &amp;amp; LS SRL&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;segui a leggere&lt;a href=&quot;http://accaeelleesse.blogspot.com/p/biotenax-membrana-fotocatalitica-per.html&quot;&gt;http://accaeelleesse.blogspot.com/p/biotenax-membrana-fotocatalitica-per.html&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br class=&quot;Apple-interchange-newline&quot; /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/3267129381781308131/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/3267129381781308131' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/3267129381781308131'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/3267129381781308131'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2012/03/rivestimento-per-piscine-antialga-e.html' title='RIVESTIMENTO PER PISCINE ANTIALGA E ANTIBATTERICO'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-1532323792114506836</id><published>2011-12-26T17:43:00.001+01:00</published><updated>2012-02-28T23:14:23.775+01:00</updated><title type='text'>CARAFFE FILTRANTI INDAGINE DI GUARINIELLO</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;yom-mod yom-art-hd&quot; style=&quot;background-color: white; border-bottom-color: rgb(130, 164, 188); border-left-color: rgb(130, 164, 188); border-right-color: rgb(130, 164, 188); border-top-color: rgb(130, 164, 188); border-top-style: none; border-top-width: initial; font-size: 13px; line-height: 16px; margin-bottom: 20px; margin-left: 0px; margin-right: 0px; margin-top: 12px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; zoom: 1;&quot;&gt;&lt;div class=&quot;bd&quot; style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; zoom: 1;&quot;&gt;&lt;h1 class=&quot;headline&quot; style=&quot;font-family: arial, helvetica, clean, sans-serif; font-size: 26px; line-height: 1.21em; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Nuovo allarme per le caraffe filtranti&lt;/h1&gt;&lt;cite class=&quot;byline vcard&quot; style=&quot;color: #777777; display: block; font-size: 11px; font-style: normal; vertical-align: middle;&quot;&gt;&lt;span style=&quot;font-family: arial, helvetica, clean, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/cite&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;yom-mod yom-art-content {ctx.media.modules.article.article_body.fontsize}&quot; style=&quot;background-color: white; border-bottom-color: rgb(130, 164, 188); border-left-color: rgb(130, 164, 188); border-right-color: rgb(130, 164, 188); border-top-color: rgb(130, 164, 188); border-top-style: none; border-top-width: initial; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px; margin-bottom: 5px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 20px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; zoom: 1;&quot;&gt;&lt;div class=&quot;bd&quot; style=&quot;font-family: Georgia, Times, &#39;Times New Roman&#39;, serif; font-size: 14px; line-height: 1.6em; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; zoom: 1;&quot;&gt;&lt;div style=&quot;padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;yom-figure yom-fig-right&quot; style=&quot;clear: both; float: left; margin-bottom: 11px; margin-left: 0px; margin-right: 5px; margin-top: 6px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center; width: 310px;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;size-full wp-image-1259 aligncenter&quot; height=&quot;257&quot; src=&quot;http://l.yimg.com/bt/api/res/1.2/Hz7P_OBH1dgDWZT9MQPC2Q--/YXBwaWQ9eW5ld3M7cT04NTt3PTMxMA--/http://media.zenfs.com/it-IT/blogs/yahoolifestyle/caraffals.jpg&quot; style=&quot;background-repeat: no-repeat no-repeat; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; display: block;&quot; title=&quot;caraffals&quot; width=&quot;310&quot; /&gt;&lt;br /&gt;
&lt;div class=&quot;legend&quot; style=&quot;background-color: #eeeeee; color: #414141; font-family: arial; font-size: 12px; line-height: 1.7em; padding-bottom: 8px; padding-left: 10px; padding-right: 10px; padding-top: 8px; text-align: left;&quot;&gt;caraffals&lt;/div&gt;&lt;/div&gt;Allarme per le&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;caraffe filtranti&lt;/strong&gt;: sarebbero pericolose per&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;diabetici&lt;/strong&gt;,&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;ipertesi&lt;/strong&gt;,&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;cardiopatici&lt;/strong&gt;e&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;nefropatici&lt;/strong&gt;. La notizia arriva da un&#39;indagine voluta dal pm della procura di Torino&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;Raffaele Guariniello&lt;/strong&gt;&amp;nbsp;dopo un esposto di&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;Mineracqua&lt;/strong&gt;, l&#39;associazione che raggruppa i produttori di acque minerali.&lt;br /&gt;
&lt;div style=&quot;margin-top: 11px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;margin-top: 11px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Secondo l&#39;inchiesta, queste caraffe modificherebbero la normale c&lt;strong style=&quot;font-weight: bold;&quot;&gt;omposizione dell&#39;acqua di rubinetto&lt;/strong&gt;, trasformando il calcio e il magnesio in sodio e potassio. Un problema per chi è tenuto, per problemi di salute, a&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;diete iposodiche&lt;/strong&gt;. Le&lt;strong style=&quot;font-weight: bold;&quot;&gt;&amp;nbsp;ipotesi di reato&lt;/strong&gt;&amp;nbsp;sarebbero commercio in sostanze alimentari nocive e frode in commercio.&lt;/div&gt;&lt;div style=&quot;margin-top: 11px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Il principale problema sarebbe nell&#39;&lt;strong style=&quot;font-weight: bold;&quot;&gt;informazione&amp;nbsp;&lt;/strong&gt;data al consumatore. I&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;produttori&amp;nbsp;&lt;/strong&gt;di caraffe infatti non menzionerebbero questo aspetto nei&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;libretti di istruzioni&lt;/strong&gt;, o comunque ne parlerebbero in modo non sufficientemente chiaro.&lt;/div&gt;&lt;div style=&quot;margin-top: 11px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Questa è solo l&#39;ultima delle&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;accuse&amp;nbsp;&lt;/strong&gt;rivolte contro queste caraffe. Tra gli altri problemi ci sarebbe la&lt;strong style=&quot;font-weight: bold;&quot;&gt;mancata azione contro i batteri&lt;/strong&gt;&amp;nbsp;(tutte le marche vantano una lotta efficace contro la&lt;strong style=&quot;font-weight: bold;&quot;&gt;proliferazione dei microbi&lt;/strong&gt;, ma soltanto tre su dieci sono davvero efficaci) e il&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;deterioramento del filtro&lt;/strong&gt;, che avverrebbe molto prima di quanto indicato nei libretti di istruzioni.&lt;/div&gt;&lt;div style=&quot;margin-top: 11px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Inoltre, una&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;perizia&amp;nbsp;&lt;/strong&gt;del nucleo&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;Nas&amp;nbsp;&lt;/strong&gt;dei Carabinieri aveva fatto emergere che le brocche non riescono a depurare l&#39;acqua e anzi aumenterebbero la&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;profilerazione dei batteri&lt;/strong&gt;.&lt;/div&gt;&lt;div style=&quot;margin-top: 11px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Da queste accuse i&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;produttori&amp;nbsp;&lt;/strong&gt;si&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;difendono&amp;nbsp;&lt;/strong&gt;rivendicando il parare favorevole esporesso dal&lt;strong style=&quot;font-weight: bold;&quot;&gt;Ministero della Salute&amp;nbsp;&lt;/strong&gt;per la vendita delle caraffe, che non sarebbero in nessun modo nocive per la salute.&lt;/div&gt;&lt;div style=&quot;margin-top: 11px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;In ogni caso il&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;Codacons&amp;nbsp;&lt;/strong&gt;starebbe anche valutando se esistono gli estremi per una&amp;nbsp;&lt;strong style=&quot;font-weight: bold;&quot;&gt;class action&lt;/strong&gt;mirata al rimborso di quanto speso per acquistarle.&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/1532323792114506836/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/1532323792114506836' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/1532323792114506836'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/1532323792114506836'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2011/12/caraffe-filtranti-indagine-di.html' title='CARAFFE FILTRANTI INDAGINE DI GUARINIELLO'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-9103359818176664091</id><published>2011-10-12T23:09:00.001+02:00</published><updated>2011-10-12T23:24:01.986+02:00</updated><title type='text'>ACQUA SPORCA DALLE IENE QUESTO L&#39;AVEVO DETTO PRIMA IO</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; color: #565656; font-family: arial; font-size: 12px;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;h2 style=&quot;font-family: Georgia; font-size: 24px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 10px; padding-left: 0px; padding-right: 0px; padding-top: 5px;&quot;&gt;&lt;a href=&quot;http://www.megamodo.com/2011107581-acqua-sporca-servita-nei-ristoranti-il-caso-giuseppe-uva-e-renata-polverini-a-le-iene/&quot; rel=&quot;bookmark&quot; style=&quot;color: #2a2a2a; text-decoration: none;&quot; title=&quot;Acqua sporca servita nei ristoranti, il caso Giuseppe Uva e Renata Polverini a “Le Iene”&quot;&gt;Acqua sporca servita nei ristoranti, il caso Giuseppe Uva e Renata Polverini a “Le Iene”&lt;/a&gt;&lt;/h2&gt;&lt;div class=&quot;post-details&quot; style=&quot;color: #9f9f9f; font-size: 11px; line-height: 18px; margin-top: -10px; padding-bottom: 0px; padding-left: 1px; padding-right: 50px; padding-top: 0px; position: relative;&quot;&gt;15:39 || 11 ottobre, 2011 in Senza categoria&lt;/div&gt;&lt;div style=&quot;line-height: 20px; padding-bottom: 10px; padding-left: 0px; padding-right: 0px; padding-top: 10px;&quot;&gt;Mercoledì 12 ottobre 2011 in diretta alle ore 21.10 su Italia 1 secondo appuntamento de “Le Iene Show” condotto da Luca Argentero, Enrico Brignano e Ilary Blasi. Matteo Viviani, a Milano, decide di controllare quale sia la carica batterica dell’acqua servita ai tavoli di 10 ristoranti confrontandola, per mezzo di esami di laboratorio, con quella prelevata dai rubinetti dei loro bagni. Sempre più ristoranti, infatti, servono ai clienti acqua, naturale o frizzante, trattata per mezzo di sistemi di filtraggio (che devono essere, a tempo debito, regolarmente sostituiti), al posto di quella “classica” distribuita in bottiglie sigillate di plastica o vetro. Il risultato del test è che in ben nove casi su dieci, quella servita ai clienti è dalle 17 alle 20 volte più “sporca”, ha cioè una carica batterica superiore rispetto a quella del rubinetto, indice che i filtri non vengono cambiati con regolarità.&lt;br /&gt;
&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-107597&quot; height=&quot;868&quot; iene&quot;&quot;=&quot;&quot; le=&quot;&quot; src=&quot;http://www.megamodo.com/wp-content/uploads/2011/10/550_viviani-2.jpg&quot; style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; title=&quot;Acqua sporca servita nei ristoranti, il caso Giuseppe Uva e Renata Polverini a &quot; width=&quot;550&quot; /&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;E COSA DIRE ALLORA DEI FONTANELLI CHE INSTALLANO I COMUNI?&lt;a href=&quot;http://acquachimica.blogspot.com/2011/09/i-chioschi-dellacqua-i-famosi.html&quot;&gt;http://acquachimica.blogspot.com/2011/09/i-chioschi-dellacqua-i-famosi.html&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;iframe src=&quot;http://rcm-it.amazon.it/e/cm?t=e0ae-21&amp;o=29&amp;p=26&amp;l=ur1&amp;category=it_videogames&amp;banner=19WRWDP65D373JSWT202&amp;f=ifr&quot; width=&quot;468&quot; height=&quot;60&quot; scrolling=&quot;no&quot; border=&quot;0&quot; marginwidth=&quot;0&quot; style=&quot;border:none;&quot; frameborder=&quot;0&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;iframe src=&quot;http://www.autostima.net/partner/bannerconv.php?pp=157654&amp;categoria=&quot; width=&quot;190&quot; height=&quot;745&quot; border=&quot;0&quot; frameborder=&quot;no&quot; framespacing=&quot;0&quot; scrolling=&quot;no&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/9103359818176664091/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/9103359818176664091' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/9103359818176664091'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/9103359818176664091'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2011/10/acqua-sporca-dalle-iene-questo-lavevo.html' title='ACQUA SPORCA DALLE IENE QUESTO L&#39;AVEVO DETTO PRIMA IO'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-9168215455390585305</id><published>2011-09-11T16:05:00.000+02:00</published><updated>2011-09-11T17:04:17.166+02:00</updated><title type='text'>I CHIOSCHI DELL&#39;ACQUA I FAMOSI FONTANELLI LA NUOVA FRONTIERA DEGLI ACCHIAPPA BISCHERI</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;Negli ultimi tempi stiamo assistendo al fiorire in gran parte delle Regioni Italiane, soprattutto in quelle del Nord, al fiorire di un nuovo servizio messo a disposizione dai Comuni.&lt;br /&gt;
I chioschi dell&#39;acqua o come si usa definirli : I FONTANELLI.&lt;br /&gt;
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Il geniale meccanismo fornisce gratuitamente acqua del locale acquedotto, trattata e gassata.Questa &amp;nbsp;può essere prelevata dai cittadini con contenitori fai da te e consumata poi in famiglia.&lt;br /&gt;
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Cito la FEDERUTILITY in &amp;nbsp;modo da delucidare meglio le menti:&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: sans-serif; font-size: 14px; line-height: 18px;&quot;&gt;I chioschi dell&#39;acqua, sottolinea Federutility, sono&amp;nbsp;&lt;b style=&quot;font-family: sans-serif; font-size: 14px; font-weight: bold; line-height: 1.3;&quot;&gt;strutture moderne, tecnologicamente avanzate, dotate di sistemi di affinazione organolettica&lt;/b&gt;, in grado di dare una sorta di valore aggiunto all&#39;acqua distribuita tramite la rete di acquedotto. Si caratterizzano anche come spazi di aggregazione sociale, strumento di dialogo tra le amministrazioni locali e i propri cittadini.&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: sans-serif; font-size: 14px; line-height: 18px;&quot;&gt;inoltre;&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: sans-serif; font-size: 14px; line-height: 18px;&quot;&gt;&lt;b style=&quot;font-family: sans-serif; font-size: 14px; font-weight: bold; line-height: 1.3;&quot;&gt;Abbattere i consumi, ridurre l&#39;uso delle bottiglie di plastica&lt;/b&gt;, trovare una soluzione alla produzione di rifiuti e dell&#39;inquinamento. Infatti la produzione di un Kg di Pet, necessario per 25 bottiglie di plastica da 1,5 litri, rilascia nell&#39;atmosfera 40 g di idrocarburi, 25 g di ossidi di zolfo, 20 g di ossidi di azoto, 18 g di monossido di carbonio, 2,3 kg di anidride carbonica. Ipotizzando, a titolo&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: sans-serif; font-size: 14px; line-height: 18px;&quot;&gt;E fin qua tutto bene....abbattere la produzione di bottiglie in PET mi sembra un&#39;ottima idea, ma pensiamo in particolare al trattamento dell&#39;acqua nel Fontanello.&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: sans-serif; font-size: 14px; line-height: 18px;&quot;&gt;La struttura tecnologicamente avanzata con questi magnifici sistemi di affinazione organolettica non ci spiega quale sia il trattamento applicato all&#39;acqua. La spiegazione generica non entra nel particolare del trattamento, anzi il fatto che questo trattamento venga definito tecnologicamente avanzato ci induce a pensare strano. Infatti i trattamenti tecnologicamente avanzati hanno un costo elevato e quindi si spiega male come a questi lumi di luna di tagli selvaggi ai comuni,questi riescano a dare gratuitamente ai loro cittadini dei trattamenti tecnologicamente avanzati gratuitamente.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: sans-serif; font-size: 14px; line-height: 18px;&quot;&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: sans-serif; font-size: 14px; line-height: 18px;&quot;&gt;Quindi non resta altro che descrivere il trattamento tecnologicamente avanzato visto che io lo conosco benissimo.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: sans-serif; font-size: 14px; line-height: 18px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: sans-serif; font-size: 14px; line-height: 18px;&quot;&gt;In pratica si tratta di un filtro a maglie fini per togliere i solidi sospesi, e di un trattamento a carboni attivi per togliere il cloro &amp;nbsp;che normalmente viene addizionato all&#39;acqua dell&#39;acquedotto per uccidere i batteri.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;Con la filtrazione su carboni attivi inoltre vengono abbattuti i sottoprodotti clorurati del cloro ( che sono cancerogeni) ed alcuni tipi di inquinanti che normalmente sono presenti nelle nostre reti idriche &amp;nbsp;quali ad esempio i solventi clorurati (trielina) e gli antiparassitari, che comunque non tutti vengono abbattuti dal carbone attivo, ed altre sostanze organiche, Per quel che riguarda sostanze molto più piccole , ovvero quelle di grandezza atomica, quali ad esempio i radionuclidi questi &amp;nbsp;non vengono trattenuti dal carbone e rimangono nell&#39;acqua.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;Considerando il fatto che una volta tolto il cloro tramite i carboni attivi l&#39;acqua non &amp;nbsp;E&#39; PIU&#39; POTABILE&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;e diventa a sua volta inquinabile dai batteri, auspicherei che almeno prima dell&#39;erogazione dell&#39;acqua fosse installata almeno una lampada ad ultravioletti per ridurre notevolmente questo problema. Di questo purtroppo dubito alquanto.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;Auspico inoltre che all&#39;impianto sia &amp;nbsp;installato un contatore di erogazione che blocchi il flusso dell&#39;acqua al raggiungimento della saturazione dei carboni attivi.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;E&#39; noto infatti, che i carboni attivi, una volta esauriti, cedono di colpo le sostanze tossiche &amp;nbsp;che hanno trattenuto lasciando intuire cosa potrebbe succedere a chi ingerisce questi enormi quantitativi di inquinanti.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;Dal punto di vista batteriologico, il fatto che l&#39;acqua venga poi successivamente &amp;nbsp;refrigerata e gassata con anidride carbonica, ci tranquillizza un po sulla formazione dei batteri, infatti l&#39;anidride carbonica&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;di sua natura è un blando disinfettante, come del resto la bassa temperatura.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;Ma questo ci conforta qualora l&#39;acqua venga consumata immediatamente.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;Ma noi sappiamo che l&#39;acqua viene immagazzinata in un certo numero di bottiglie, probabilmente di acqua minerale in bottiglia riutilizzate, e po portata a casa, magari messa in frigo e consumata nei giorni successivi.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;Allora sorge spontanea la domanda,:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;Ma le bottiglie che utilizziamo sono batteriologicamente adatte allo stoccaggio nel tempo di quest&#39;acqua che ci viene fornita?&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;Come ho spiegato precedentemente il fatto di togliere il cloro rende la nostra acqua riaggredibile dai batteri. Di conseguenza riutilizzare una bottiglia in PET o un qualsiasi altro contenitore in vetro, anche se opportunamente lavato e sciacquato, NON ESULA DA UN INQUINAMENTO BATTERICO successivo al prelievo in loco.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;Del resto come si può ad esempio essere sicuri che una mosca non si sia posata sul beccuccio di erogazione dell&#39;acqua del fontanello?&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;Questa cosiderazione porta all&#39;inizio del problema. Ovvero perchè creare un sistema sofisticato di trattamento come ad esempio una osmosi inversa con raggi ultravioletti, (per altro molto più costoso)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;quando non sono sicuro di cosa avviene successivamente all&#39;erogazione?.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;Se un giorno un centinaio di persone avranno una diarrea potrò sempre giustificarmi col fatto che i contenitori con i quali hanno raccolto l&#39;acqua non erano a norma, intanto, io ente pubblico, mi faccio una bella pubblicità a scapito dei solito Cittadini ignari di quello che stanno facendo e soprattutto bevendo.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;pubblicato da ROBERTO BENASSAI&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;iframe src=&quot;http://rcm-it.amazon.it/e/cm?t=e0ae-21&amp;o=29&amp;p=26&amp;l=ur1&amp;category=it_music&amp;banner=1VW6X8390FPM9AQB5YG2&amp;f=ifr&quot; width=&quot;468&quot; height=&quot;60&quot; scrolling=&quot;no&quot; border=&quot;0&quot; marginwidth=&quot;0&quot; style=&quot;border:none;&quot; frameborder=&quot;0&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
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&lt;iframe src=&quot;http://www.autostima.net/partner/bannerconv.php?pp=157654&amp;categoria=&amp;colore=&quot; width=&quot;190&quot; height=&quot;745&quot; border=&quot;0&quot; frameborder=&quot;no&quot; framespacing=&quot;0&quot; scrolling=&quot;no&quot;&gt;&lt;p&gt;&lt;a href=&quot;http://www.autostima.net/?pp=157654&quot; target=&quot;_top&quot; &gt;Ebook&lt;/a&gt;&lt;/p&gt;&lt;/iframe&gt;&lt;br /&gt;
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    &lt;td align=&quot;center&quot;&gt;&lt;a href=&quot;http://www.autostima.net/?pp=157654&quot; class=&quot;linkebook&quot;&gt;Ebook&lt;/a&gt;&lt;/td&gt;
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&lt;/table&gt;&lt;!-- Fine Banner Verticale  --&gt;</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/9168215455390585305/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/9168215455390585305' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/9168215455390585305'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/9168215455390585305'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2011/09/i-chioschi-dellacqua-i-famosi.html' title='I CHIOSCHI DELL&#39;ACQUA I FAMOSI FONTANELLI LA NUOVA FRONTIERA DEGLI ACCHIAPPA BISCHERI'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-3359265905770447082</id><published>2011-05-21T18:13:00.000+02:00</published><updated>2011-05-21T18:13:24.749+02:00</updated><title type='text'>GESTIONE DELL&#39;ACQUA , PUBBLICA O PRIVATA?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Tahoma, Arial, Helvetica, sans-serif; font-size: 13px; line-height: 19px;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;table class=&quot;contentpaneopen&quot; style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: 472px;&quot;&gt;&lt;tbody&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td class=&quot;contentheading&quot; style=&quot;color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 20px; font-weight: normal; letter-spacing: -1px; line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 10px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left; text-transform: none; width: 408px;&quot; width=&quot;100%&quot;&gt;Acqua&lt;br /&gt;
pubblica: interessa anche noi?&lt;/td&gt;&lt;td align=&quot;right&quot; class=&quot;buttonheading&quot; style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 1px; padding-right: 1px; padding-top: 0px;&quot; width=&quot;100%&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;td align=&quot;right&quot; class=&quot;buttonheading&quot; style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 1px; padding-right: 1px; padding-top: 0px;&quot; width=&quot;100%&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;td align=&quot;right&quot; class=&quot;buttonheading&quot; style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 1px; padding-right: 1px; padding-top: 0px;&quot; width=&quot;100%&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;table class=&quot;contentpaneopen&quot; style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: 472px;&quot;&gt;&lt;tbody&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td class=&quot;createdate&quot; style=&quot;color: #888888; font-family: Tahoma, Arial, Helvetica, sans-serif; font-size: 11px; line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; valign=&quot;top&quot;&gt;Mercoledì 11 Maggio 2011 09:13&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;td style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; valign=&quot;top&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Un approfondimento dell&#39;argomento della privatizzazione dei servizi pubblici, in vista del referendum del 13 giugno&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Chiunque abbia una seppure minima esperienza in tema di gestione di una piscina sa benissimo quanto il capitolo di spesa relativo all’approvvigionamento idrico stia assumendo una rilevanza sempre maggiore, secondo quanto riportato da tutte le fonti di comunicazioni, ufficiali e non. Anche i proprietari di una piscina privata, nonché i costruttori che devono giustificare un investimento con i corrispondenti costi di gestione devono sempre e comunque rapportarsi con questo problema.&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Secondo uno studio dell&#39;Autorità per le telecomunicazioni, dal 1995 ad oggi il prezzo dell&#39;acqua potabile è raddoppiato. Dando un valore 100 al prezzo delle varie voci nel 1995, quello dell&#39;acqua potabile è schizzato a 202 ed è di fatto più che raddoppiato: a parziale consolazione, va detto che la voce pesa solo per lo 0,65 per cento sul paniere dell&#39;inflazione.&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Nell’ultimo anno il costo dell’acqua ha registrato un incremento medio del 5,4% rispetto al 2007, con aumenti a due cifre in 15 città: si parte dalla Campania (+34.3% a Salerno) per arrivare in Emilia Romagna (+21.4% a Parma) passando per Basilicata (+16.1% a Potenza e Matera), Veneto (+16.3% a Padova), Lombardia (+15.9 a Lodi, +13.4% a Cremona), Piemonte (+14.5% a Verbania), Marche (+14.4% a Urbino) e Friuli (+12.1% Gorizia). L’indagine arriva da Cittadinanzattiva, che sottolinea anche come secondo i dati Istat, da Gennaio 2000 a luglio 2009 l’aumento sia stato del 47%. Secondo Cittadinanzattiva, al Nord si investe di più nel settore idrico e le tariffe sono mediamente più basse, così come la dispersione. Al Sud invece non si investe, la rete è un colabrodo e anche se la potabilità è migliore del nord le continue interruzioni del servizio in molti casi non favoriscono il consumo di acqua del rubinetto. (&lt;em&gt;Da Metro del 16 ottobre 2009).&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;Considerando che il consumo di acqua giornaliero per una piscina è pari (per esigenze normative) almeno al 5% del volume della vasca, cifra alla quale si aggiunge il consumo delle docce e il riempimento annuale, è facile verificare come a fine anno il costo per questa voce raggiunga facilmente le quattro cifre, se non di più.&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;&lt;strong&gt;La situazione oggi&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;Ad oggi la proprietà delle reti idriche è totalmente pubblica. Anche se il referendum dovesse passare, la proprietà delle reti idriche resterà pubblica.&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;Quello che cambia è la gestione.&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;Attualmente tutti i servizi pubblici come l’acqua e l&#39;energia, le telecomunicazioni, i trasporti, gli audiovisivi e i servizi postali, l&#39;istruzione, la gestione dei rifiuti, i servizi sociali e sanitari sono gestiti direttamente dal Comune oppure da società a proprietà interamente pubblica (semplificando, le cosiddette municipalizzate&lt;/em&gt;&lt;em&gt;) oppure da società a capitale misto pubblico-privato. Secondo Il Sole 24 Ore, nel caso della gestione idrica il 35% del mercato è gestito dalle società in house, controllate al 100% dagli enti locali e affidatarie del servizio senza gara. Il 17% è gestito da società miste a controllo pubblico, mentre un altro 19% è in mano a società quotate, anch&#39;esse quasi tutte sotto il controllo pubblico. Il 20%, poi, non è stato mai affidato e viene gestito in economia dai Comuni. Ai privati resta il 5% sotto la forma della concessione a terzi.&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;&lt;strong&gt;Cosa potrebbe cambiare&lt;/strong&gt;&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;L’articolo&amp;nbsp;&lt;/em&gt;23&amp;nbsp;&lt;em&gt;bis (Servizi pubblici locali di rilevanza economica) del decreto legge 25 giugno 2008 n.112 &quot;Disposizioni urgenti per lo sviluppo economico, la semplificazione, la competitività, la stabilizzazione della finanza pubblica e la perequazione tributaria&quot; successivamente modificato da altri provvedimenti, recita:&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;2. Il conferimento della gestione dei servizi pubblici locali avviene, in via ordinaria:&amp;nbsp;&lt;/em&gt;&lt;em&gt;(comma così sostituito dall&#39;articolo 15, comma 1, lettera b), legge n. 166 del 2009)&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;a) a favore di imprenditori o di società in qualunque forma costituite individuati mediante procedure competitive ad evidenza pubblica, nel rispetto dei principi del Trattato che istituisce la Comunità europea e dei principi generali relativi ai contratti pubblici e, in particolare, dei principi di economicità, efficacia, imparzialità, trasparenza, adeguata pubblicità, non discriminazione, parità di trattamento, mutuo riconoscimento e proporzionalità;&lt;br /&gt;
b) a società a partecipazione mista pubblica e privata, a condizione che la selezione del socio avvenga mediante procedure competitive ad evidenza pubblica, nel rispetto dei principi di cui alla lettera a), le quali abbiano ad oggetto, al tempo stesso, la qualità di socio e l&#39;attribuzione di specifici compiti operativi connessi alla gestione del servizio e che al socio sia attribuita una partecipazione non inferiore al 40 per cento.&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;3. In&lt;/em&gt;&lt;em&gt;&amp;nbsp;deroga alle modalità di affidamento ordinario di cui al comma 2, per situazioni eccezionali che, a causa di peculiari caratteristiche economiche, sociali, ambientali e geomorfologiche del contesto territoriale di riferimento, non permettono un efficace e utile ricorso al mercato, l&#39;affidamento può avvenire a favore di società a capitale interamente pubblico, partecipata dall&#39;ente locale, che abbia i requisiti richiesti dall&#39;ordinamento comunitario per la gestione cosiddetta “in house” e, comunque, nel rispetto dei principi della disciplina comunitaria in materia di controllo analogo sulla società e di prevalenza dell&#39;attività svolta dalla stessa con l&#39;ente o gli enti pubblici che la controllano.&amp;nbsp;&lt;/em&gt;&lt;em&gt;(comma così sostituito dall&#39;articolo 15, comma 1, lettera b), legge n. 166 del 2009)&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;4. Nei casi di cui al comma 3, l&#39;ente affidante deve dare adeguata pubblicità alla scelta, motivandola in base ad un&#39;analisi del mercato e contestualmente trasmettere una relazione contenente gli esiti della predetta verifica all&#39;Autorità garante della concorrenza e del mercato per l&#39;espressione di un parere preventivo, da rendere entro sessanta giorni dalla ricezione della predetta relazione. Decorso il termine, il parere, se non reso, si intende espresso in senso favorevole.&amp;nbsp;&lt;/em&gt;&lt;em&gt;(comma così sostituito dall&#39;articolo 15, comma 1, lettera b), legge n. 166 del 2009)&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;Quindi, in futuro, i servizi pubblici locali dovranno obbligatoriamente essere affidati in gestione a imprenditori privati o a società a capitale misto nelle quali il privato detenga almeno il 40 per cento di partecipazione. Solo in casi particolari, sufficientemente motivati e sottoposti alla approvazione dell’Autorità garante della concorrenza, sarà possibile gestire i servizi in house&lt;/em&gt;&lt;em&gt;.&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;Si badi bene, non si tratta solo di acqua ma di TUTTI i servizi pubblici. A rilevanza economica, si intende, perché quelli che non rendono nulla possono tranquillamente restare pubblici…&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;Si tratta dell’avvio di una vera e propria privatizzazione, i cui effetti sono difficilmente prevedibili. Se in molti casi, infatti, le società a partecipazione pubblica sono state e sono tuttora utilizzate dalla politica come stipendificio&lt;/em&gt;&lt;em&gt;&amp;nbsp;per personaggi che dovevano essere a vario titolo ringraziati/risarciti per favori elargiti, producendo di conseguenza una totale inefficienza nella gestione dei servizi, in altri queste società hanno dimostrato di saper gestire il servizio correttamente.&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;Il quesito referendario pone un problema di principio: è giusto liberalizzare tutto, sempre e comunque, riconducendo ogni servizio seppure essenziale per la sopravvivenza alle regole di mercato? Oggi si tratta di acqua, trasporti, farmacie, domani potrebbe trattarsi di scuole e/o sanità.&lt;/em&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em&gt;Se e quando un servizio gestito dal pubblico non funziona o funziona male, l’azione corretta è quella di fare in modo che funzioni meglio o è indispensabile disfarsene e cambiare strada? Ed è possibile affermare con certezza che il privato, proprio perché soggetto quasi esclusivamente alle regole del mercato e del profitto, gestirà meglio servizi che vanno erogati sempre e comunque, in qualunque situazione e a tutti i cittadini indistintamente ?&amp;nbsp; La questione è aperta e non di facile soluzione. Quel che è certo è che i cittadini hanno sempre il diritto di farsi una propria opinione e di esprimerla. Si chiama democrazia e su questo, ormai, non si discute più.&lt;/em&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;/table&gt;&lt;!-- Fine Banner Verticale  --&gt;</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/3359265905770447082/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/3359265905770447082' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/3359265905770447082'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/3359265905770447082'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2011/05/gestione-dellacqua-pubblica-o-privata.html' title='GESTIONE DELL&#39;ACQUA , PUBBLICA O PRIVATA?'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-8617104316116569817</id><published>2011-03-27T18:38:00.000+02:00</published><updated>2011-03-27T18:38:54.672+02:00</updated><title type='text'>ADVANCED OXIDATIONS PROCESS PER LA DISINFEZIONE DELL&#39;ACQUA DI PISCINA</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;AOP POOLS (Advanced Oxidations Process), è un sistema di disinfezione brevettato &amp;nbsp;per il trattamento dell&#39; acqua di piscina.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;L&#39;impianto &amp;nbsp;applica in una unica soluzione sei sistemi di disinfezione uniti tramite tre &amp;nbsp;tecnologie coperte da brevetto.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;A) Produzione di ossigeno nascente tramite sistema catalitico brevettato.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;B) Raffreddamento e conversione dell&#39;ossigeno in ozono con sistema brevettato.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;C) Conversione dell&#39;ozono in radicale OH (Perossone) tramite fotocatalisi con sistema brevettato.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;I sei sistemi di disinfezione &amp;nbsp;si dividono fra il giorno e la notte.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;DI NOTTE:&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;1) Produzione di ossigeno nascente disinfettante&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;2) Produzione di ozono disinfettante&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;3) Abbattimento dei batteri con lampade germicida&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;DI GIORNO , tramite la FOTOCATALISI (Processi di Ossidazione Avanzata)&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;4) Ozono combinato con Ossigeno&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;5) Perossido di Idrogeno combinato con raggi UV&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;6) Ozono combinato con raggi UV&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;Il sistema AOP POOLS &amp;nbsp;è una tecnologia progettata, costruita, brevettata completamente MADE IN ITALY&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;I suoi vantaggi sono:&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;-Riduzione del cloro fino al 90%&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;-Più limpidezza dell&#39;acqua&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;-Maggiore abbattimento dei solidi sospesi&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;-Abbattimento totale delle cloroammine tramite la FOTOCATALISI&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;-Assenza di odori sgradevoli nell&#39;acqua della piscina&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;-Disinfezione totale su batteri, virus ,spore e soprattutto su legionella e pseudomonas aeruginosa.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;AOP POOLS essendo una tecnologia brevettata con soluzioni impiantistiche relativamente semplici, permette&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;di contenere i costi totali dell&#39;impianto consentendo di &amp;nbsp;avvicinare gli utenti che posseggono una piscina a&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;tecnologie che fino ad adesso risultavano, a causa dei loro alti costi, proibitive.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;div class=&quot;cjbotl bloggerDiv&quot;&gt;&lt;a href=&quot;http://www.careerjet.it&quot;&gt;Offerte di lavoro&lt;/a&gt; su Careerjet&lt;br /&gt;
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&lt;/table&gt;&lt;!-- Fine Banner Verticale  --&gt;</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/8617104316116569817/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/8617104316116569817' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/8617104316116569817'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/8617104316116569817'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2011/03/advanced-oxidations-process-per-la.html' title='ADVANCED OXIDATIONS PROCESS PER LA DISINFEZIONE DELL&#39;ACQUA DI PISCINA'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-7396791405364953120</id><published>2010-12-02T19:29:00.000+01:00</published><updated>2010-12-02T19:29:32.972+01:00</updated><title type='text'>FILTRI PER ACQUA ACCHIAPPA BISCHERI PIU&#39; PERICOLOSI DELL&#39;ARSENICO</title><content type='html'>&lt;h1 class=&quot;ar_titolo&quot; style=&quot;color: rgb(102, 102, 101) !important; display: block; font-family: &#39;Lucida Sans Unicode&#39;, &#39;Lucida Grande&#39;, sans-serif !important; font-size: 30px; font-variant: normal; font-weight: bold; line-height: 1.1; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none; text-transform: none;&quot;&gt;Arsenico nell&#39;acqua? È meno pericoloso dei filtri&lt;/h1&gt;&lt;h2 class=&quot;ar_sottotitolo&quot; style=&quot;color: black; display: block; font-family: Tahoma, Geneva, sans-serif; font-size: 16px; font-variant: normal; font-weight: normal; line-height: 1.3; margin-bottom: 20px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none; text-transform: none;&quot;&gt;I sistemi di depurazione fai da te possono arrecare più danni alla salute delle concentrazioni di arsenico rinvenute&lt;/h2&gt;&lt;div class=&quot;ar_toolsbar&quot; style=&quot;border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(204, 204, 204); border-left-style: none; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: none; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; clear: both; color: #999999; display: block; font-size: 11px; font-weight: normal; height: 37px; line-height: 1.3; margin-bottom: 20px; overflow-x: visible; overflow-y: visible; position: relative; text-decoration: none; white-space: nowrap; width: 630px;&quot;&gt;&lt;br /&gt;
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&lt;/span&gt;&lt;/div&gt;&lt;div id=&quot;box&quot; style=&quot;background-color: rgb(250, 250, 250) !important; border-bottom-color: rgb(233, 233, 233) !important; border-bottom-style: solid; border-bottom-width: 10px !important; border-left-color: rgb(233, 233, 233) !important; border-left-style: solid; border-left-width: 1px; border-right-color: rgb(233, 233, 233) !important; border-right-style: solid; border-right-width: 1px; border-top-color: rgb(233, 233, 233) !important; border-top-style: solid; border-top-width: 1px; float: left; margin-bottom: 10px; margin-right: 20px; padding-bottom: 10px; padding-left: 10px; padding-right: 10px; padding-top: 10px; width: 200px;&quot;&gt;&lt;div id=&quot;photobox&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;line-height: 1.3;&quot;&gt;&lt;img alt=&quot;Arsenico nell&#39;acqua? È meno pericoloso dei filtri&quot; border=&quot;0&quot; id=&quot;fototestata&quot; name=&quot;fototestata&quot; src=&quot;http://media.teknoring.it/thumbnail/news/6119_mwatersplashinaglass_chimici_L.jpg&quot; style=&quot;background-color: #cccccc; font-family: Tahoma, Geneva, sans-serif; font-size: 11px; line-height: 1.3; vertical-align: top; width: 200px;&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div id=&quot;corpotesto&quot; style=&quot;color: black; font-family: sans-serif; font-size: 14px !important; line-height: 1.3 !important; text-decoration: none;&quot;&gt;&lt;div style=&quot;display: block !important; font-family: sans-serif; font-size: 14px; line-height: 1.3; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;display: block !important; font-family: sans-serif; font-size: 14px; line-height: 1.3; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Sono circa 100.000 in Italia gli abitanti che rischiano di restare senza acqua potabile a causa della bocciatura da parte dell’Unione Europea delle&amp;nbsp;&lt;a href=&quot;http://www.chimici.info/arsenico-nell-39-acqua-potabile-a-rischio-molti-comuni_news_x_6061.html&quot; style=&quot;color: black; font-family: sans-serif; font-size: 14px; line-height: 1.3; outline-color: initial; outline-style: none; outline-width: initial; text-decoration: underline;&quot; target=&quot;_blank&quot;&gt;deroghe richieste&lt;/a&gt;&amp;nbsp;per i valori dell’arsenico nell’acqua potabile. &amp;nbsp;Per legge il limite della concentrazione del famigerato elemento è di 10 microgrammi per litro, e l’Ue ha autorizzato deroghe unicamente per valori di arsenico fino a 20 microgrammi al litro spiegando che “valori di 30, 40 e 50 microgrammi per litro determinerebbero rischi sanitari superiori, in particolare talune forme di cancro”.&lt;/div&gt;&lt;div style=&quot;display: block !important; font-family: sans-serif; font-size: 14px; line-height: 1.3; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;La soluzione adottata da molti è quella di ricorrere ai sistemi di depurazione dell&#39;acqua fai da te, attraverso filtri e apposite brocche che promettono di eliminare i metalli, in particolare l&#39;arsenico: “Si rischia di bere un prodotto più pericoloso per la salute di quello iniziale. Colpa dell&#39;aumento della carica batterica che può prodursi se non si utilizzano più che correttamente questi strumenti” avverte il segretario del Consiglio nazionale dei chimici, Fernando Maurizi.&lt;/div&gt;&lt;div style=&quot;display: block !important; font-family: sans-serif; font-size: 14px; line-height: 1.3; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;L&#39;acqua che esce dai nostri rubinetti, nonostante tutto “è sempre la più garantita e controllata. Resta sempre da preferire - continua l&#39;esperto - anche perché, utilizzando troppo e male i filtri, si rischia anche di bere acqua distillata, priva di qualsiasi sale minerale: quindi nient&#39;affatto benefica. Mentre l&#39;acqua minerale dovrebbe sempre essere scelta per le esigenze specifiche della persona, perché non sono tutte uguali né sempre adatte a tutti”.&lt;/div&gt;&lt;div style=&quot;display: block !important; font-family: sans-serif; font-size: 14px; line-height: 1.3; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;G.G.&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;script type=&quot;text/javascript&quot; language=&quot;JavaScript&quot; src=&quot;http://adv.edintorni.net/content/120x240/?ct=it&amp;af=7935&amp;c1=&amp;c2=&amp;c3=&amp;c4=&amp;c5=&quot;&gt;&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/7396791405364953120/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/7396791405364953120' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/7396791405364953120'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/7396791405364953120'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2010/12/filtri-per-acqua-acchiappa-bischeri-piu.html' title='FILTRI PER ACQUA ACCHIAPPA BISCHERI PIU&#39; PERICOLOSI DELL&#39;ARSENICO'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-7687282673223315597</id><published>2010-11-01T17:48:00.000+01:00</published><updated>2010-11-01T17:48:38.267+01:00</updated><title type='text'>LIVELLO ANOMALO DI LEGIONELLA NEGLI IMPIANTI IDRICI A BOLOGNA</title><content type='html'>&lt;h2 class=&quot;contentheading&quot; style=&quot;color: #333333; font-family: Cambria, &#39;Times New Roman&#39;, Times, serif; font-size: 35px; font-weight: normal; line-height: 1.1; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 8px; padding-top: 0px;&quot;&gt;&lt;a class=&quot;contentpagetitle&quot; href=&quot;http://www.casaeclima.com/index.php?option=com_content&amp;amp;view=article&amp;amp;id=5529:tracce-di-legionella-negli-impianti-idrici-di-due-ospedali-bolognesi-&amp;amp;catid=39:brevi&amp;amp;Itemid=84&quot; style=&quot;color: #006699; text-decoration: none;&quot;&gt;TRACCE DI LEGIONELLA NEGLI IMPIANTI IDRICI DI DUE OSPEDALI BOLOGNESI&lt;/a&gt;&lt;/h2&gt;&lt;div class=&quot;article-tools clearfix&quot; style=&quot;clear: both; color: #ababab; display: block; font-family: Arial, verdana, sans-serif; font-size: 14px; line-height: 19px; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; position: relative; width: 615px;&quot;&gt;&lt;div class=&quot;buttonheading&quot; style=&quot;font-size: 14px; padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px; position: absolute; right: 0px; top: -25px; width: 62px;&quot;&gt;&lt;span&gt;&lt;a href=&quot;http://www.casaeclima.com/index.php?view=article&amp;amp;catid=39%3Abrevi&amp;amp;id=5529%3Atracce-di-legionella-negli-impianti-idrici-di-due-ospedali-bolognesi-&amp;amp;tmpl=component&amp;amp;print=1&amp;amp;layout=default&amp;amp;page=&amp;amp;option=com_content&amp;amp;Itemid=84&quot; rel=&quot;nofollow&quot; style=&quot;color: #006699; text-decoration: none;&quot; title=&quot;Stampa&quot;&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;article-content&quot; style=&quot;color: #333333; font-family: Arial, verdana, sans-serif; font-size: 14px; line-height: 19px;&quot;&gt;L&#39;azienda sanitaria di Bologna rende noto di aver riscontrato in due ospedali della città, Bellaria e Maggiore, un livello anomalo del batterio della Legionella negli impianti idrici.&lt;div style=&quot;margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 10px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&quot;L&#39;Azienda -si legge nel comunicato - ha attivato prontamente tutte le misure di bonifica, di prevenzione e di sorveglianza attiva dei pazienti previste dai protocolli e dalle indicazioni regionali, e monitora costantemente la situazione. Gli interventi di bonifica termineranno questa notte tra il 31 ottobre e il 1 novembre&quot;.&lt;/div&gt;&lt;div style=&quot;margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 10px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Secondo quanto riferiscono i tecnici dell&#39;ospedale la gestione del controllo degli impianti è appaltato ad una azienda esterna che ne dovrebbe garantire la piena sicurezza. Sulla questione sono intervenuti anche i Nas dei carabinieri.&lt;/div&gt;&lt;div style=&quot;margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 10px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;&lt;script type=&quot;text/javascript&quot; language=&quot;JavaScript&quot; src=&quot;http://adv.edintorni.net/content/300x250/?ct=it&amp;af=7935&amp;c1=&amp;c2=&amp;c3=&amp;c4=&amp;c5=&quot;&gt;&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/7687282673223315597/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/7687282673223315597' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/7687282673223315597'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/7687282673223315597'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2010/11/livello-anomalo-di-legionella-negli.html' title='LIVELLO ANOMALO DI LEGIONELLA NEGLI IMPIANTI IDRICI A BOLOGNA'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-5113048578558668845</id><published>2010-10-01T00:24:00.001+02:00</published><updated>2010-10-09T23:07:50.666+02:00</updated><title type='text'>ACQUA QUESTA SCONOSCIUTA</title><content type='html'>&lt;div class=&quot;titolo_articolo&quot; style=&quot;color: #013055; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 14px; font-weight: bold; text-decoration: none;&quot;&gt;La respirazione dell&#39;acqua come base della dinamica della vita&lt;/div&gt;&lt;div class=&quot;paragrafo&quot; style=&quot;color: black; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 11px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin-bottom: 3px; margin-left: 3px; margin-right: 3px; margin-top: 3px; padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px; text-align: justify; text-decoration: none; text-indent: 0pt; word-spacing: normal;&quot;&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Nei sistemi viventi l’acqua è coinvolta&amp;nbsp;&lt;em&gt;&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;in toto&lt;/span&gt;&lt;/em&gt;&amp;nbsp;nella dinamica della vita. Non solo per la sua presenza numerica (oltre il 99% della totalità delle biomolecole) ma anche per il contributo energetico che questa garantisce continuamente alla materia vivente. La sua caratteristica di trovarsi distribuita tra superfici biologiche come le membrane le consente di assumere una estesa forma di organizzazione che mette in fase i vari Domini di Coerenza presenti in essa. È lecito quindi parlare di Coerenza di Coerenze (Supercoerenza) per l’ “acqua biologica” dei sistemi viventi: un vero e proprio secondo ordine di organizzazione di fase dell’acqua. La caratteristica del singolo Dominio di Coerenza di “caricarsi” dell’ energia ambientale viene massimizzata dalla rete supercoerente (neghentropia). Si avvia così un efficiente meccanismo di conversione energetica dai Domini di Coerenza alle biomolecole presenti nella materia vivente, che garantisce un continuo apporto di energia biochimica necessaria al mantenimento dei cicli vitali. Tale meccanismo agisce in sinergia con la dinamica biologica delle corrispondenti reazioni energetiche biochimiche e costituisce una vera e propria respirazione dell’acqua. La possibilità di progettare rimedi supercoerenti (omeopatici, omotossicologici, Fiori di Bach ecc.) apre nuove potenzialità e prospettive alle metodiche terapeutiche naturali.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;La dinamica della materia vivente è profondamente diversa dalla dinamica della materia non vivente. Infatti la materia non vivente richiede sempre un apporto immediato di energia esterna per variare il proprio stato di moto e/o compiere lavoro esterno. La materia vivente, al contrario, è capace di movimento spontaneo ottenuto a spese di un capitale energetico accumulato nel tempo attraverso l’attività metabolica e al quale attinge nel momento della necessità. Mentre un frullatore inizia il suo moto solo nel momento in cui la sua spina è inserita nella presa, un essere vivente può iniziare a muoversi attingendo all’energia accumulata e immagazzinata magari il giorno prima. Qual è la possibile origine di questa differenza? Rivolgiamoci alla termodinamica e scriviamone il primo principio per un sistema che evolva dallo stato iniziale 1 allo stato finale 2. La variazione di energia U&lt;sub&gt;2&lt;/sub&gt;-U&lt;sub&gt;1&lt;/sub&gt;&amp;nbsp; è la somma del lavoro L e del calore Q scambiati con l’ambiente durante la trasformazione.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;equazione (1):&amp;nbsp;&lt;strong&gt;&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;U&lt;sub&gt;2&lt;/sub&gt;&amp;nbsp;– U&lt;sub&gt;1&lt;/sub&gt;&amp;nbsp;= L + Q&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Ricordando che la temperatura assoluta T (la temperatura assoluta è quella il cui zero è situato a 273 gradi centigradi sotto il punto di fusione del ghiaccio) è all’incirca costante nei processi biologici e introducendo l’entropia S, si ha:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;equazione (2):&amp;nbsp;&lt;strong&gt;&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;Q = T ( S&lt;sub&gt;2&lt;/sub&gt;&amp;nbsp;– S&lt;sub&gt;1&lt;/sub&gt;&amp;nbsp;)&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;che, combinata con l’equazione (1), dà:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;equazione (3):&amp;nbsp;&lt;strong&gt;&lt;span style=&quot;font-family: Arial, sans-serif;&quot;&gt;L = U&lt;sub&gt;2&lt;/sub&gt;&amp;nbsp;– U&lt;sub&gt;1&lt;/sub&gt;&amp;nbsp;– T ( S&lt;sub&gt;2&lt;/sub&gt;&amp;nbsp;– S&lt;sub&gt;1&lt;/sub&gt;)&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;L’equazione (3) dà luogo a due possibilità:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 20.95pt; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;1.&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;durante la trasformazione dallo stato 1 allo stato 2 l’entropia cresce; questo vuol dire che una parte dell’energia in transito nel sistema va perduta per attriti e alimenta gradi di libertà che non danno luogo a lavoro “utile”. In questo caso il sistema è capace di erogare lavoro sull’ambiente, cioè di dar luogo ad L negativo, se e solo se la differenza U&lt;sub&gt;1&lt;/sub&gt;&amp;nbsp;– U&lt;sub&gt;2&lt;/sub&gt;&amp;nbsp;è positiva e maggiore del “costo” della trasformazione, cioè T ( S&amp;nbsp;&lt;sub&gt;2&lt;/sub&gt;&amp;nbsp;– S&lt;sub&gt;1&lt;/sub&gt;&amp;nbsp;);&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 20.95pt; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;2.&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;il sistema è in grado di diminuire la sua entropia, per cui ( S&lt;sub&gt;2&lt;/sub&gt;&amp;nbsp;– S&lt;sub&gt;1&lt;/sub&gt;&amp;nbsp;) è negativo. In questo caso il sistema deve cedere energia all’ambiente, cioè U&lt;sub&gt;2&lt;/sub&gt;&amp;nbsp;– U&lt;sub&gt;1&lt;/sub&gt;&amp;nbsp;deve essere negativo. In questo caso il “nucleo dissipativo” cede energia alla struttura attiva del sistema che può compiere lavoro esterno.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Il primo caso corrisponde ad un sistema passivo che deve ricevere dall’esterno un’energia abbastanza alta, tale da eccedere gli attriti, per produrre lavoro. Il secondo caso invece corrisponde ad un sistema attivo come è appunto un organismo vivente. Esso estrae l’energia che gli serve dallo stock accumulato al proprio interno con alto contenuto entropico e la concentra poì sui gradi di libertà utili determinando così un calo di entropia (meccanismo attivato dalla funzione di vortici che si formano all’interno dei Domini di Coerenza; tale meccanismo viene esposto successivamente nel presente scritto). Questa riduzione di entropia può essere compiuta se il sistema è aperto.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;La chiave per avere una materia “attiva”, e quindi vivente, è la capacità di diminuire l’entropia. Questo punto è stato sottolineato da un certo numero di pionieri come Schroedinger&lt;sup&gt;1&lt;/sup&gt;, Szent-Gyorgyi&lt;sup&gt;2&lt;/sup&gt;, Prigogine&lt;sup&gt;3&lt;/sup&gt;, che hanno introdotto il concetto di neghentropia, ovvero di entropia negativa, come chiave per la comprensione dello stato vivente. I progressi della moderna teoria quantistica dei campi&lt;sup&gt;4 e 5&lt;/sup&gt;&amp;nbsp;hanno mostrato il ruolo centrale delle interazioni elettromagnetiche tra le molecole per raggiungere questo obiettivo.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Riassumiamo brevemente la linea argomentativa che emerge dalla teoria dei campi. Prendiamo un insieme di unità microscopiche, ad esempio molecole, capaci di esistere in una pluralità di configurazioni interne; per semplicità supponiamo che queste configurazioni siano soltanto due. La dimensione tipica di queste molecole è qualche Angstrom (l’Angstrom è un centomilionesimo di centimetro), mentre il tipico salto di energia tra differenti configurazioni interne della molecola è dell’ordine di alcuni elettronvolt; per fissare le idee diciamo una decina, come nel caso dell’acqua. Questo insieme di unità microscopiche interagisce con il campo elettromagnetico, sia quello contenuto nell’eventuale fondo ambientale, sia quello connesso con le fluttuazioni quantistiche del vuoto. Il campo elettromagnetico interagisce con la materia non in modo continuo ma attraverso lo scambio di quantità discrete di energia dette fotoni. Quanto è esteso spazialmente un fotone? La risposta della teoria dei campi è che un fotone non può essere più piccolo della lunghezza d’onda dell’oscillazione cui corrisponde. Nel caso di un fotone di 12 elettronvolt la sua lunghezza d’onda è 1000 Angstrom. Pertanto un fotone è un oggetto esteso in una regione il cui volume è il cubo della lunghezza d’onda.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Notiamo perciò che l’agente fisico capace di indurre cambiamenti di configurazione interna in un oggetto avente la dimensione di qualche Angstrom è un oggetto fisico molto più grande al cui interno possono trovarsi molte altre molecole. Per esempio, nel caso dell’acqua, alla temperatura di 100 gradi centigradi e alla pressione di 1 atmosfera, un fotone di 12 elettronvolt coinvolge simultaneamente, all’interno della sua lunghezza d’onda, 20.000 molecole. Esaminiamo ora l’interazione di questo fotone proveniente dal vuoto quantistico oppure dal fondo ambientale e le molecole presenti nello stato di gas. Un fotone comincia ad eccitare una molecola portandola dalla configurazione di bassa energia a quella di alta energia. La molecola resta eccitata per un breve periodo (dell’ordine di una piccolissima frazione di secondo) quindi decade nello stato originale riemettendo il fotone che a sua volta può avere due differenti destini. Può tornare nel mezzo (fondo ambientale o vuoto quantistico) da cui era venuto, oppure può eccitare una seconda molecola. La variabile critica che definisce il destino del fotone è la densità delle molecole. Detta P la probabilità che il fotone ecciti una molecola singola, se il numero N delle molecole contenuto nel volume occupato dal fotone è tale che il prodotto PN eccede 1, il fotone non sarà più capace di tornare da dove era venuto ma rimbalzerà continuamente da una molecola all’altra producendo quindi all’interno di quella regione un campo elettromagnetico che non si spegne più. Il vuoto, ovvero il fondo ambientale, ha perduto stabilmente un fotone a vantaggio della materia ma esso continua a fluttuare elettromagneticamente, per cui produce continuamente nuovi fotoni che subiscono lo stesso destino del primo. In un tempo molto breve&amp;nbsp; nella regione data si accumula un&amp;nbsp; numero di fotoni sufficiente a fare oscillare simultaneamente tutte le molecole tra le due configurazioni; la regione è diventata&amp;nbsp; un Dominio di Coerenza. Le molecole che precedentemente si muovevano in modo indipendente ora hanno acquisito una correlazione, un comportamento collettivo, che ne limita l’indipendenza individuale determinando perciò una diminuzione dell’entropia. La diminuzione dell’entropia è perciò connessa all’insorgenza della coerenza elettrodinamica. La proprietà sopra discussa è una proprietà universale della materia che si applica a tutte le specie molecolari. In particolare l’insorgere della coerenza nell’oscillazione tra le configurazioni della nuvola elettronica delle molecole caratterizza lo stato liquido, mentre l’estensione della coerenza ai nuclei dà luogo all’apparizione dello stato solido.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;In questo quadro l’acqua liquida gode di una proprietà peculiare, non condivisa dalle altre specie molecolari, che la rende adatta a dare origine al fenomeno della vita. Infatti, nel caso dell’acqua liquida, l’oscillazione coerente delle nuvole elettroniche delle&amp;nbsp; molecole che dà luogo alla formazione dei Domini di Coerenza avviene tra una configurazione di bassa energia in cui tutti gli elettroni sono fortemente legati all’interno della molecola e uno stato eccitato di alta energia in cui per&amp;nbsp; ogni&amp;nbsp; molecola un elettrone è pressoché libero, nel senso che l’energia residua di legame è estremamente piccola. Perciò, mentre le molecole non coerenti di acqua non possono cedere elettroni, i Domini di Coerenza dell’acqua hanno una forte propensione a cedere elettroni, diventando quindi elementi chimicamente riducenti, oppure possono dar luogo a stati eccitati in quanto eventuali apporti di energia esterna al Dominio di Coerenza possono indurre la formazione di stati eccitati collettivi (vortici) di questo insieme di elettroni quasi liberi. Il Dominio di Coerenza dell’acqua liquida a differenza dei Domini di Coerenza delle altre specie molecolari è suscettibile di dar luogo a un gran numero di stati eccitati. Nasce di conseguenza la possibilità di un ulteriore livello di coerenza generato dall’oscillazione collettiva di una pluralità di Domini di Coerenza dell’acqua tra due proprie configurazioni: una coerenza tra Domini di Coerenza, ovvero una Supercoerenza, che da un lato fa crescere la dimensione della regione correlata dal decimo di micron dei Domini di Coerenza elementari dell’acqua fino ai micron delle cellule, ai centimetri degli organi o ai metri degli organismi superiori.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Come avviene l’oscillazione collettiva di questi Domini di Coerenza? Data la pluralità&lt;sup&gt;6&lt;/sup&gt;&amp;nbsp;dei livelli eccitati del Dominio di Coerenza esso è in grado di prelevare dal rumore ambientale piccole quantità di energia trasformandole in vortici coerenti di elettroni quasi liberi. La durata di tali eccitazioni vorticose può essere molto lunga (giorni, settimane, mesi) poiché a causa della coerenza l’attrito interno è nullo, non vi sono collisioni e il Dominio non può dissipare energia in forma termica. Data la lunga durata di queste eccitazioni è possibile sommarne un gran numero all’interno del dominio, come essere in grado di accumulare un capitale di 1 milione di euro in monetine da 1 centesimo. Ogni vortice è un moto di elettroni, cioè di particelle elettricamente cariche, che dà luogo alla apparizione di un momento magnetico, il quale a sua volta si allinea col campo magnetico ambientale, che in ultima analisi può anche essere il campo magnetico terrestre. I vortici perciò non possono elidersi l’un l’altro ma si sommano coerentemente, trasformando quindi&amp;nbsp; energia ambientale di bassa qualità (alta entropia) in energia coerente di alta qualità (bassa entropia) capace di indurre, come preconizzato da Szent-Gyorgyi, l’eccitazione elettronica delle molecole circostanti il dominio di coerenza. Di fatto come spiegato altrove&lt;sup&gt;6 e 7&lt;/sup&gt;, quando l’energia accumulata nel dominio di coerenza raggiunge il livello corrispondente all’energia di attivazione chimica delle biomolecole presenti nel dominio di coerenza nell’acqua, si ha per risonanza elettromagnetica il trasferimento di energia. Il Dominio di Coerenza si scarica, completando così la sua oscillazione, e un insieme di reazioni chimiche ben definito ha luogo, governato da una legge di risonanza elettromagnetica e non dal regime diffusivo fondato sui moti e urti casuali delle molecole tipico della chimica non biologica. In questo modo è possibile raggiungere simultaneamente due obiettivi:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 20.95pt; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;1.&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;si rende possibile l’oscillazione dei Domini di Coerenza dell’acqua, precondizione necessaria per l’insorgenze della Supercoerenza, che estende il raggio di correlazione su distanze di interesse biologico;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 20.95pt; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;2.&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;si genera una biochimica non governata dagli urti casuali tra molecole ma da un codice di mutuo riconoscimento e richiamo tra molecole fondato sulla interazione elettromagnetica a lunga distanza.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Le reazioni biochimiche diventano così selettive, cioè obbedienti a specifici codici organici, e veloci. Inoltre l’energia chimica liberata durante le reazioni chimiche, una volta assunta dal Dominio di Coerenza, ne modifica la frequenza caratteristica di oscillazione, determinando a sua volta la modifica del tipo di specie molecolari capaci di risuonare col dominio. Abbiamo perciò un regime coerente non stazionario ma che si evolve nel tempo generando a sua volta un quadro biochimico dipendente dal tempo. In questo modo si ottiene un accordo qualitativo con le principali manifestazioni della dinamica del vivente che appaiono incomprensibili nel quadro concettuale di una chimica governata dal regime diffusivo e dagli urti casuali. La dinamica complessiva del vivente appare in ultima analisi emergere dal ritmo oscillatorio dell’acqua e dalle manifestazioni energetiche connesse che, come spiegato altrove&lt;sup&gt;7&lt;/sup&gt;, possono essere viste come una sorta di respirazione dell’acqua.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;È possibile verificare la fondatezza delle proprietà su esposte dell’acqua attraverso alcuni test empirici ed applicazioni pratiche (Tecnologia WHITE), che rappresentano la declinazione di un fondamentale principio biofisico di funzionamento proposto da A.Tedeschi&lt;sup&gt;8 e 9&lt;/sup&gt;&amp;nbsp;per la realizzazione di acqua supercoerente che sta a monte delle particolari e specifiche rappresentazioni tecnologiche che ne conseguono. Questo avanzamento scientifico nella comprensione della natura fisica dell’acqua presente nei sistemi viventi consente non solo di evidenziare maggiormente il ruolo dell’acqua nella materia vivente ma anche di progettare i rimedi (omeopatici, omotossicologici, Fiori di Bach ecc.) in accordo sinergico con le caratteristiche del vivente e di permettere così nuove potenzialità di azione&amp;nbsp; terapeutica. La dinamica energetica e informazionale dei sistemi viventi ruota infatti prevalentemente attorno al suo componente essenziale: l’acqua, esattamente come nella stragrande maggioranza dei rimedi. L’acqua è infatti l’essenza della materia vivente (circa il 99% del numero delle molecole e il 60-70% del peso).&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;L’acqua biologica dei sistemi viventi ha la caratteristica di essere supercoerente, ovvero di avere una organizzazione estesa della stessa, un ritmo collettivo di oscillazione tra i Domini di Coerenza (Coerenza tra Domini di Coerenza). In condizioni di normalità e di salute l’acqua del sistema vivente&amp;nbsp; si trova&amp;nbsp; nella condizione di supercoerenza, facilitata dalla presenza di continue superfici biologiche interfacciali che ne inducono l’organizzazione, mentre la semplice acqua (“bulk water”, come quella contenuta in un rimedio o in un bicchiere d’acqua) non presenta normalmente questa caratteristica fondamentale. La possibilità invece di realizzare acqua supercoerente anche nella forma di semplice acqua (bulk water) consente la progettazione di rimedi che possono regolare (in accordo con la specificità delle specie molecolari disciolte o diluite in acqua) le caratteristiche di supercoerenza naturalmente presenti in un corpo sano. In particolare si interviene su vari fattori:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 20.95pt; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;1.&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;regolazione dell’accesso al fondo elettromagnetico (Vuoto), ovvero della capacità di essere costantemente “nutriti” di energia di alta qualità (neghentropica) convogliata dall’ambiente a favore dell’ attività biologica vitale. (NdA: c’è un forte parallelismo di fatto tra la spiegazione fisica qui proposta e il concetto di Jing e Chi (o Qi), il capitale di energia vitale descritto dalla Medicina Tradizionale Cinese (MTC). Se per l’MTC il Jing e Chi iniziale dato alla nascita si estingue nella vita più o meno velocemente secondo gli eventi storici della persona (malattie, abitudini di vita, qualità ambientale, alimentazione ecc..) , nella visione fisica qui proposta il Chi diventa l’accesso continuo all’energia di fondo ambientale (fluttuazioni quantistiche del Vuoto) che permea ogni spazio ed è inestinguibile per definizione. Il decadimento nel tempo della capacità di rimanere coerenti e soprattutto di aggiornare la propria dinamica coerente alle inevitabili variazioni ambientali (plasticità di adattamento) determinano la conseguente perdita, più o meno importante, dell’accesso all’energia vitale prelevata dall’ambiente. È evidente quindi la funzione centrale della coerenza biologica nel mantenimento della vitalità!&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 20.95pt; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;2.&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;regolazione ed estensione dei livelli di coerenza biologica che si manifestano nella capacità di dialogare e risuonare con l’ambiente circostante a più livelli.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Ogni organismo vivente non può essere considerato un corpo isolato ma un elemento biologico che dinamicamente dialoga con il proprio ambiente costituito non solo da altri organismi viventi ma anche da&amp;nbsp; materia inanimata. In generale si può quindi affermare che il corpo dialoga naturalmente con l’interezza dell’esistenza (la vita è un sistema aperto!). La coerenza e i fenomeni dissipativi che la fondano determinano infatti&amp;nbsp; le caratteristiche del continuo scambio tra corpo e ambiente (G.Vitiello)&lt;sup&gt;10&lt;/sup&gt;, propriamente regolato dalla struttura supercoerente dell’acqua biologica. Quanto è allora più ampia la dinamica delle coerenze nel corpo, tanto maggiore e più efficiente risulterà il dialogo, la risonanza e l’integrazione con l’ambiente; di conseguenza si avranno minori&amp;nbsp; aspetti conflittuali, stress e problemi di adattamento disfunzionale e una aumentata capacità di risoluzione dei conflitti biologichi e psichici di varia natura. In questa ottica, la pratica delle metodiche terapeutiche naturali assume nuovi e interessanti orizzonti da esplorare.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; border-bottom-style: solid; border-bottom-width: 3pt; border-left-style: none; border-left-width: medium; border-right-style: none; border-right-width: medium; border-top-style: none; border-top-width: medium; padding-bottom: 3pt; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; border-bottom-style: none; border-bottom-width: medium; border-color: initial; border-left-style: none; border-left-width: medium; border-right-style: none; border-right-width: medium; border-top-style: none; border-top-width: medium; line-height: 16.75pt; margin-bottom: 4.2pt; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #2255aa; font-family: Arial, sans-serif; font-size: 11.5pt;&quot;&gt;Bibliografia&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 16.75pt; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Wingdings; font-size: 10pt;&quot;&gt;§&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;sup&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;1&lt;/span&gt;&lt;/sup&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Schroedinger, E. (1944). What is life?&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Cambridge: Cambridge University Press;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 16.75pt; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Wingdings; font-size: 10pt;&quot;&gt;§&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;sup&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;2&lt;/span&gt;&lt;/sup&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Szent-Gyorgyi A. Bioenergetics. Academic Press Inc.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;New York, 1957;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 16.75pt; text-indent: -18pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Wingdings; font-size: 10pt;&quot;&gt;§&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;sup&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;3&lt;/span&gt;&lt;/sup&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Nicolis G, Prigogine I (1977). Self-organization in non-equilibrium systems. Wiley &amp;amp; Sons, New York;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 16.75pt; text-indent: -18pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Wingdings; font-size: 10pt;&quot;&gt;§&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;sup&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;4&lt;/span&gt;&lt;/sup&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;G.Preparata, QED Coherence in Matter, World Scientific , London, New Jersey , Singapore, 1995;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 16.75pt; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Wingdings; font-size: 10pt;&quot;&gt;§&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;sup&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;5&lt;/span&gt;&lt;/sup&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Del Giudice E, Vitiello G (2006).&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Role of the electromagnetic field in the formation of domains in the process of symmetry-breaking phase transition.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Phys Rev A. 74: 1-9;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 16.75pt; text-indent: -18pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Wingdings; font-size: 10pt;&quot;&gt;§&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;sup&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;6&lt;/span&gt;&lt;/sup&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Del Giudice E, Tedeschi A (2009).&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Water and the autocatalysis in living matter, Electromagnetic Biology and Medicine, 28, 46;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 16.75pt; text-indent: -18pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Wingdings; font-size: 10pt;&quot;&gt;§&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;sup&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;7&lt;/span&gt;&lt;/sup&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Voeikov, VL, Del Giudice, E ,Water Respiration – the Basis of the Living State , Water Journal , (waterjournal.org), 1-2009;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 16.75pt; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Wingdings; font-size: 10pt;&quot;&gt;§&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;sup&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;8&lt;/span&gt;&lt;/sup&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;E.Del Giudice, A.Tedeschi, La vita come forma di organizzazione dell’acqua, La Medicina Biologica, ott-nov 2008;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 16.75pt; text-indent: -18pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Wingdings; font-size: 10pt;&quot;&gt;§&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;sup&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;9&lt;/span&gt;&lt;/sup&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;A.Tedeschi, Is the living dynamics able to change the properties of water? , “The International Journal of Design, Nature and Ecodynamics” ,WIT, special issue “The Nature of Water” referred to “Structures of liquid water: physical-chemical and biological aspects”, Brainstorming in Ischia (NA) , 2010;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 16.75pt; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Wingdings; font-size: 10pt;&quot;&gt;§&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;sup&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;10&lt;/span&gt;&lt;/sup&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;G.Vitiello, Essere nel mondo: io e il mio doppio, Atque, 2008.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; margin-left: 16.75pt; text-indent: -18pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Articolo scritto il 5 aprile 2010 da Prof. Emilio Del Giudice&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: scroll; background-clip: initial; background-color: white; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; line-height: 16.75pt; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Coautore dell’articolo: Alberto Tedeschi.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class=&quot;paragrafo&quot; style=&quot;color: black; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 11px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin-bottom: 3px; margin-left: 3px; margin-right: 3px; margin-top: 3px; padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px; text-align: justify; text-decoration: none; text-indent: 0pt; word-spacing: normal;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/5113048578558668845/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/5113048578558668845' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/5113048578558668845'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/5113048578558668845'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2010/09/acqua-questa-sconosciuta.html' title='ACQUA QUESTA SCONOSCIUTA'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-374572722899720493</id><published>2010-06-19T22:32:00.000+02:00</published><updated>2010-06-19T22:32:08.098+02:00</updated><title type='text'>SI PUO&#39; ESTRARRE L&#39;URANIO DALL&#39;ACQUA DI MARE?</title><content type='html'>Estrarre uranio dall&#39;acqua di mare&lt;br /&gt;
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Gli esperti stimano che gli oceani contengono miliardi di tonnellate di uranio che potrebbe essere utilizzato in centrali nucleari. Finora, tuttavia, si è rivelato troppo difficile da estrarre. Recentemente però una ricerca statunitense pubblicata dalla rivista Chemical Science, descrive una nuova classe di molecole capace di estrarre il minerale dagli oceani.&lt;br /&gt;
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Il ligando a cui stanno lavorando i ricercatori dello Scripps research institute di La Jolla, in California, ha mostrato nelle prove di laboratorio una grande affinità per l&#39;uranio, che riesce a &quot;incapsulare&quot; e poi rilasciare. La speranza è che la ricerca porterà a modi economici di estrarre uranio dagli oceani.&lt;br /&gt;
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Infatti, negli oceani ci sono solo 0,003 parti per milione di questo minerale, ma se si riuscisse ad estrarlo costituirebbe una fonte pressoché infinita, stimata in 4,5 miliardi di tonnellate: &quot;Questa quantità - ha spiegato uno degli autori della ricerca, Orion Berryman - è mille volte superiore a quella che si trova sulla terraferma&quot;.&lt;br /&gt;
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In pratica una scorta illimitata. La ricerca appare sulla rivista Science Chemisty ed è stata pubblicata dalla Royal Society of Chemistry</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/374572722899720493/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/374572722899720493' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/374572722899720493'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/374572722899720493'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2010/06/si-puo-estrarre-luranio-dallacqua-di.html' title='SI PUO&#39; ESTRARRE L&#39;URANIO DALL&#39;ACQUA DI MARE?'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7286850056330358316.post-5272675534800840162</id><published>2010-06-01T23:10:00.000+02:00</published><updated>2010-06-01T23:10:24.197+02:00</updated><title type='text'>NAPOLI E CASERTA LA FALDA INQUINATA DA SOSTANZE CANCEROGENE</title><content type='html'>Napoli: la falda acquifera inquinata da 25 anni &lt;br /&gt;
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Le analisi non lasciano dubbi: la falda acquifera nei terreni dell’area Nord di Napoli fino a sud di Caserta è inquinata da sostanze cancerogene. Un vero e proprio disastro ambientale, causato da rifiuti speciali e fanghi pericolosi, a cui si aggiungono quelli non speciali e i solidi urbani, sversati per 23 anni nei terreni a Nord di Napoli anche dopo il sequestro dell&#39;area nel 2004 e in totale assenza di misure di contenimento e di preservazione per l&#39;ambiente. &lt;br /&gt;
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A sostenerlo è il geologo Giovanni Balestri in una relazione consegnata alla DDA di Napoli. Una contaminazione che mette in serio rischio la popolazione che utilizza i pozzi, anche per usi alimentari, e le parecchie attività agricole e zootecniche che usano l&#39;acqua per l&#39;irrigazione dei campi e il beveraggio degli animali. &lt;br /&gt;
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I dati stilati da Balestri evidenziano che la contaminazione potrebbe arrivare anche alla rete idrica superficiale idrica dei Regi Lagni. Secondo il geologo si tratta di &#39;&#39;un disastro ambientale che mostrerà tutta la sua virulenza sull&#39;uomo tra 79 anni, nel 2064&#39;&#39;. Infatti, tanto impiegherà il percolato, non arginato da alcuna forma di contenimento e mai smaltito, ad attraversare il tufo sottostante per poi manifestarsi. &lt;br /&gt;
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Nell&#39;ex area Resit sarebbero state sotterrate 314 mila tonnellate di rifiuti speciali, 160.500 di rifiuti speciali non pericolosi e 305mila tonnellate di rifiuti solidi urbani. Un quadro, quello portato alla luce anche grazie alle dichiarazioni del pentito Gaetano Vassallo, che fa rabbrividire e che ha spinto i tecnici nominati dalla Procura a spingere sul pedale dell’acceleratore, affinché s’intervenga quanto prima, anche con provvedimenti drastici. &lt;br /&gt;
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In tale direzione, s’inserisce l’ordinanza adottata dal sindaco di Giugliano Giovanni Pianese che, tra l’altro, decreta il divieto di vendere il raccolto dell’area a maggior rischio. Ma c’è di più: lo stesso primo cittadino, in una lettera indirizzata a Procura e Provincia di Napoli, spiega che “se non ci saranno interventi immediati di bonifica, si potrebbe arrivare al blocco totale dell’utilizzo dell’acqua dei pozzi ed al divieto di commercializzazione di frutta e verdura di un’area più estesa, che arriva fino a CastelVolturno”. Vista la gravità della situazione, per il risanamento dell&#39;area ex Resit sono stati stanziati &#39;&#39;ad horas&#39;&#39; 50 milioni di euro.</content><link rel='replies' type='application/atom+xml' href='http://acquachimica.blogspot.com/feeds/5272675534800840162/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7286850056330358316/5272675534800840162' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/5272675534800840162'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7286850056330358316/posts/default/5272675534800840162'/><link rel='alternate' type='text/html' href='http://acquachimica.blogspot.com/2010/06/napoli-e-caserta-la-falda-inquinata-da.html' title='NAPOLI E CASERTA LA FALDA INQUINATA DA SOSTANZE CANCEROGENE'/><author><name>ROBERTO BENASSAI</name><uri>http://www.blogger.com/profile/07731138703706823535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>