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		<title>COP27 &#8211; EGITTO 2022 CONFERENZA ONU SUI CAMBIAMENTI CLIMATICI</title>
		<link>https://www.lafrecciaweb.it/2022/09/27/cop27-egitto-2022-conferenza-onu-sui-cambiamenti-climatici/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=cop27-egitto-2022-conferenza-onu-sui-cambiamenti-climatici</link>
		
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		<pubDate>Tue, 27 Sep 2022 04:55:38 +0000</pubDate>
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					<description><![CDATA[<p><img width="2560" height="1706" src="https://www.lafrecciaweb.it/wp-content/uploads/2022/09/709A144D-05F8-499C-9179-9E0B42891F38-scaled.jpeg" class="attachment-post-thumbnail size-post-thumbnail wp-post-image" alt="" decoding="async" srcset="https://www.lafrecciaweb.it/wp-content/uploads/2022/09/709A144D-05F8-499C-9179-9E0B42891F38-scaled.jpeg 2560w, https://www.lafrecciaweb.it/wp-content/uploads/2022/09/709A144D-05F8-499C-9179-9E0B42891F38-300x200.jpeg 300w, https://www.lafrecciaweb.it/wp-content/uploads/2022/09/709A144D-05F8-499C-9179-9E0B42891F38-1024x683.jpeg 1024w, https://www.lafrecciaweb.it/wp-content/uploads/2022/09/709A144D-05F8-499C-9179-9E0B42891F38-768x512.jpeg 768w, https://www.lafrecciaweb.it/wp-content/uploads/2022/09/709A144D-05F8-499C-9179-9E0B42891F38-1536x1024.jpeg 1536w, https://www.lafrecciaweb.it/wp-content/uploads/2022/09/709A144D-05F8-499C-9179-9E0B42891F38-2048x1365.jpeg 2048w, https://www.lafrecciaweb.it/wp-content/uploads/2022/09/709A144D-05F8-499C-9179-9E0B42891F38-1920x1280.jpeg 1920w, https://www.lafrecciaweb.it/wp-content/uploads/2022/09/709A144D-05F8-499C-9179-9E0B42891F38-1170x780.jpeg 1170w, https://www.lafrecciaweb.it/wp-content/uploads/2022/09/709A144D-05F8-499C-9179-9E0B42891F38-585x390.jpeg 585w, https://www.lafrecciaweb.it/wp-content/uploads/2022/09/709A144D-05F8-499C-9179-9E0B42891F38-263x175.jpeg 263w" sizes="(max-width: 2560px) 100vw, 2560px" /></p>
<p>di Franca Colozzo COP27 &#8211; UNFCCC a Sharm El Sheikh (Egitto), dal 7 al 18 novembre, sarà in grado di cambiare il futuro del mondo? Quali strategie saranno messe in&#8230;</p>
<p>L'articolo <a href="https://www.lafrecciaweb.it/2022/09/27/cop27-egitto-2022-conferenza-onu-sui-cambiamenti-climatici/">COP27 &#8211; EGITTO 2022 CONFERENZA ONU SUI CAMBIAMENTI CLIMATICI</a> proviene da <a href="https://www.lafrecciaweb.it">lafrecciaweb.it</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><span class="s6"><span class="bumpedFont15"><b>di Franca Colozzo</b><br />
COP27</span></span><span class="s6"><span class="bumpedFont15"> &#8211; </span></span><span class="s6"><span class="bumpedFont15">UNFCCC</span></span> <span class="s7"><span class="bumpedFont15">a Sharm El Sh</span></span><span class="s7"><span class="bumpedFont15">eikh (Egitto), dal 7 al 18 novembre, sarà in grado di cambiare il futuro del mondo? Quali strategie saranno messe in atto?</span></span></p>
<p class="s13"><span class="s9">L’Egitto è stato ufficialmente selezionato per ospitare la Conferenza delle </span><span class="s10">Nazioni Unite </span><span class="s9">sui cambiamenti climatici 2022 (</span><span class="s10">Cop27</span><span class="s9">) che si terrà nel novembre 2022 a </span><span class="s10">Sharm El-Sheikh</span><span class="s9">.</span><span class="s9">L&#8217;Egitto ha nominato il ministro degli esteri </span><span class="s10">Sameh Shoukry</span><span class="s9"> a presi</span><span class="s9">edere quest’importantissima Conferenza </span><span class="s9">UNFCCC.</span> <span class="s11"><span class="bumpedFont15">Sarà di aiuto la proposta formulata dal </span></span><span class="s12"><span class="bumpedFont15">prof. George Onsy</span></span><span class="s11"><span class="bumpedFont15"> (Egitto), fondatore e presidente del </span></span><span class="s12"><span class="bumpedFont15">Movimento RRM3 – RINASCIMENTO RENAISSANCE – Millennium III</span></span><span class="s11"><span class="bumpedFont15">, di un p</span></span><span class="s11"><span class="bumpedFont15">r</span></span><span class="s11"><span class="bumpedFont15">ogetto in grado di diventare il volano per un cambiamento sostanziale?</span></span> <span class="s11"><span class="bumpedFont15">Senza entrare in questioni specifiche</span></span><span class="s11"><span class="bumpedFont15">, risultano disattesi: </span></span><span class="s11"><span class="bumpedFont15">l&#8217;A</span></span><span class="s11"><span class="bumpedFont15">ccordo di </span></span><span class="s12"><span class="bumpedFont15">Parigi</span></span><span class="s11"><span class="bumpedFont15"> sul clima</span></span><span class="s11"><span class="bumpedFont15">;</span></span> <span class="s11"><span class="bumpedFont15">la 25a Conferenza sul clima di </span></span><span class="s12"><span class="bumpedFont15">Madrid</span></span><span class="s11"><span class="bumpedFont15"> 2019; la 26a Conferenza a </span></span><span class="s12"><span class="bumpedFont15">Glasgow</span></span><span class="s11"><span class="bumpedFont15"> 2020 sul cambiamento delle Nazioni Unite (COP26)</span></span><span class="s11"><span class="bumpedFont15">. Ancora persiste il buio</span></span><span class="s11"><span class="bumpedFont15"> sul cammino da seguire</span></span><span class="s11"><span class="bumpedFont15"> nonostante i buoni propositi.</span></span></p>
<p class="s4"><img class="s14" /></p>
<p class="s13"><span class="s7"><span class="bumpedFont15">“Quanto tempo ci vuole, quanto tempo ci vuole?”.</span></span><span class="s11"><span class="bumpedFont15"> Ecco il martellante monito della giovane svedese </span></span><span class="s12"><span class="bumpedFont15">Greta</span></span><span class="s12"><span class="bumpedFont15"> Thunberg</span></span><span class="s11"><span class="bumpedFont15">, la moderna Cassandra, che </span></span><span class="s11"><span class="bumpedFont15">è </span></span><span class="s11"><span class="bumpedFont15">ri</span></span><span class="s11"><span class="bumpedFont15">uscita</span></span><span class="s11"><span class="bumpedFont15"> a commuovere masse di giovani e meno giovani attraverso il suo continuo lavoro mediatico per arginare la catastrofe. Ma persistono ancora l&#8217;allarmismo generale diffuso nei media, ma </span></span><span class="s11"><span class="bumpedFont15">eluso</span></span><span class="s11"><span class="bumpedFont15"> nella vita quotidiana per radicate cattive abitudini; l&#8217;indifferenza dei leader globali, a volte con la negazione del cambiamento climatico </span></span><span class="s11"><span class="bumpedFont15">(</span></span><span class="s11"><span class="bumpedFont15">Donald </span></span><span class="s11"><span class="bumpedFont15">Trump) </span></span><span class="s11"><span class="bumpedFont15">indotto da sconsiderate attività umane attraverso il rilascio di gas serra nell&#8217;atmosfera</span></span><span class="s11"><span class="bumpedFont15">;</span></span><span class="s11"><span class="bumpedFont15"> e di coloro che perseverano nella deforestazione della foresta amazzonica, il nostro polmone verde</span></span><span class="s11"><span class="bumpedFont15">, etc. </span></span><span class="s11"><span class="bumpedFont15">L&#8217;elenco potrebbe continuare all&#8217;infinito, ma l&#8217;analisi preliminare che ne sta alla base necessita di una sintesi il prima possibile. Siamo di fronte all&#8217;incubo di un aumento della </span></span><span class="s11"><span class="bumpedFont15">temperatura di 1,5°C nel 2040. Come arginare questa crescita per evitare di raggiungere un punto di irreversibilità della situazione mondiale? </span></span></p>
<div class="s16"><span class="s15">➢ </span><span class="s7"><span class="bumpedFont15">Come prevenire l&#8217;aumento della temperatura di 1,5 entro il 2040?</span></span></div>
<div class="s16"><span class="s15">➢ </span><span class="s7"><span class="bumpedFont15">Quali sono le misure correttive da implementare?</span></span></div>
<div class="s16"><span class="s15">➢ </span><span class="s7"><span class="bumpedFont15">Come convincere i maggiori paesi produttori di emissioni nocive in atmosfera a inquinare meno?</span></span></div>
<div class="s16"><span class="s15">➢ </span><span class="s7"><span class="bumpedFont15">Come ridurre l&#8217;aumento di CO</span></span><span class="s17"><span class="bumpedFont15">₂</span></span><span class="s7"><span class="bumpedFont15"> in modo progressivo, ma efficace (2,7% ogni anno)?</span></span></div>
<p class="s13"><span class="s11"><span class="bumpedFont15">In sintesi, il c</span></span><span class="s11"><span class="bumpedFont15">ontributo di </span></span><span class="s12"><span class="bumpedFont15">RRM3</span></span> <span class="s11"><span class="bumpedFont15">è teso a rendere la COP27</span></span><span class="s11"><span class="bumpedFont15">: </span></span><span class="s18"><span class="bumpedFont15">vincolante</span></span><span class="s11"><span class="bumpedFont15">, </span></span><span class="s18"><span class="bumpedFont15">raggiungibile</span></span><span class="s11"><span class="bumpedFont15"> e </span></span><span class="s18"><span class="bumpedFont15">misurabile</span></span> <span class="s11"><span class="bumpedFont15">attraverso un</span></span> <span class="s7"><span class="bumpedFont15">Servizio di visualizzazione/mappatura in grado di:</span></span></p>
<div class="s20">1. <span class="s11"><span class="bumpedFont15">RIASSUMERE la presentazione di ogni singolo relatore in un unico schermo</span></span><span class="s11"><span class="bumpedFont15"> attraverso un </span></span><span class="s11"><span class="bumpedFont15">diagramma di flusso/ideografico. (</span></span><span class="s11"><span class="bumpedFont15">in</span></span><span class="s11"><span class="bumpedFont15"> 2-3 minuti alla fine del tempo Q);</span></span></div>
<p class="s21"><span class="s11"><span class="bumpedFont15">2. ANALIZZARE graficamente la presentazione del relatore, compreso il pubblico</span></span><span class="s11"><span class="bumpedFont15">,</span></span> <span class="s11"><span class="bumpedFont15">mediante</span></span><span class="s11"><span class="bumpedFont15">domande/discussioni/suggerimenti;</span></span></p>
<p class="s22"><span class="s11"><span class="bumpedFont15">3. CONCLUDERE </span></span><span class="s11"><span class="bumpedFont15">la presentazione principale insieme alla discussione/feedback</span></span> <span class="s11"><span class="bumpedFont15">in</span></span> <span class="s11"><span class="bumpedFont15">un unico diagramma di flusso sullo schermo.</span></span></p>
<p class="s22"><span class="s11"><span class="bumpedFont15">4. </span></span><span class="s11"><span class="bumpedFont15">SINTETIZZARE </span></span><span class="s11"><span class="bumpedFont15">tutte le presentazioni </span></span><span class="s11"><span class="bumpedFont15">mostrate</span></span><span class="s11"><span class="bumpedFont15"> durante l&#8217;intero evento </span></span><span class="s11"><span class="bumpedFont15">nel </span></span><span class="s11"><span class="bumpedFont15">giorno di chiusura del vertice su un unico diagramma di flusso su</span></span><span class="s11"><span class="bumpedFont15">llo schermo. Per quanto numerose</span></span> <span class="s11"><span class="bumpedFont15">le aree</span></span><span class="s11"><span class="bumpedFont15">, dovrebbero essere </span></span><span class="s11"><span class="bumpedFont15">affrontate entro 10-15 minuti</span></span><span class="s11"><span class="bumpedFont15">;</span></span></p>
<p class="s22"><span class="s11"><span class="bumpedFont15">5. CORRELA</span></span><span class="s11"><span class="bumpedFont15">RE</span></span> <span class="s11"><span class="bumpedFont15">tutte le presentazioni della conferenza sul</span></span><span class="s11"><span class="bumpedFont15">lo stesso grafico riepilogativo;</span></span></p>
<p class="s22"><span class="s11"><span class="bumpedFont15">6.</span></span> <span class="s11"><span class="bumpedFont15">MAPPA</span></span><span class="s11"><span class="bumpedFont15">RE</span></span><span class="s11"><span class="bumpedFont15"> il feedback finale sulla stessa carta (2-3 minuti)</span></span><span class="s11"><span class="bumpedFont15">;</span></span></p>
<p class="s22"><span class="s11"><span class="bumpedFont15">7. </span></span><span class="s11"><span class="bumpedFont15">ELABORARE </span></span><span class="s11"><span class="bumpedFont15">la strategia misurabile necessar</span></span><span class="s11"><span class="bumpedFont15">ia sul grafico finale (2 minuti</span></span><span class="s11"><span class="bumpedFont15">).</span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">I meccanismi senza precedenti</span></span><span class="s11"><span class="bumpedFont15"> di</span></span> <span class="s12"><span class="bumpedFont15">RRM3</span></span><span class="s11"><span class="bumpedFont15"> presentano soluzioni efficaci e tempestive per rendere il </span></span><span class="s12"><span class="bumpedFont15">Summit COP27</span></span><span class="s11"><span class="bumpedFont15"> una tappa decisiva per la salvezza del nostro pianeta. Molti dei migliori pensatori del mondo si fidano ancora della leadership egiziana per sostenere la partecipazione di RRM3 per discutere il Programma delle Nazioni Unite per l&#8217;ambiente.</span></span> <span class="s11"><span class="bumpedFont15">Il </span></span><span class="s11"><span class="bumpedFont15">Contributo</span></span><span class="s11"><span class="bumpedFont15"> di </span></span><span class="s12"><span class="bumpedFont15">RRM3</span></span><span class="s11"><span class="bumpedFont15"> da parte</span></span><span class="s11"><span class="bumpedFont15"> del suo fondatore e Presidente, </span></span><span class="s12"><span class="bumpedFont15">Prof</span></span><span class="s12"><span class="bumpedFont15">.</span></span><span class="s12"><span class="bumpedFont15"> George Onsy</span></span><span class="s11"><span class="bumpedFont15"> (Egitto)</span></span><span class="s11"><span class="bumpedFont15">consiste in</span></span> <span class="s11"><span class="bumpedFont15">n</span></span><span class="s11"><span class="bumpedFont15">uovi meccanismi visualizza</span></span><span class="s11"><span class="bumpedFont15">bili</span></span><span class="s11"><span class="bumpedFont15"> per</span></span> <span class="s11"><span class="bumpedFont15">l&#8217;attuazione effettiva e</span></span><span class="s11"><span class="bumpedFont15">d un </span></span><span class="s11"><span class="bumpedFont15">follow-up misurabile per</span></span><span class="s11"><span class="bumpedFont15"> la </span></span><span class="s11"><span class="bumpedFont15">r</span></span><span class="s11"><span class="bumpedFont15">ealizzazione delle strategie concordate al termine del vertice</span></span><span class="s11"><span class="bumpedFont15">.</span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">In sintesi:</span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">A-</span></span> <span class="s11"><span class="bumpedFont15">Esaminando l</span></span><span class="s11"><span class="bumpedFont15">&#8216;ambito della crisi che va dall&#8217;individuo fino al livello globale</span></span><span class="s11"><span class="bumpedFont15">;</span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">B- Lo spettro misurabile delle opinioni dei par</span></span><span class="s11"><span class="bumpedFont15">tecipanti e le decisioni finali;</span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">C- L&#8217;analisi e la sequenza temporale della campagna di sensibilizzazione misurabile</span></span><span class="s11"><span class="bumpedFont15">;</span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">D- La rete di attivazione multilivello necessaria per l&#8217;attuazione della</span></span><span class="s11"><span class="bumpedFont15"> sintesi</span></span><span class="s11"><span class="bumpedFont15"> finale</span></span> <span class="s11"><span class="bumpedFont15">concordat</span></span><span class="s11"><span class="bumpedFont15">a sugli</span></span><span class="s11"><span class="bumpedFont15"> obiettivi</span></span><span class="s11"><span class="bumpedFont15">;</span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">E-</span></span> <span class="s11"><span class="bumpedFont15">Trasparenza/Meccanismo di rendicontazione</span></span><span class="s11"><span class="bumpedFont15">;</span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">F- Il diagramma delle fasi di attuazione che mostra l&#8217;adempimento di</span></span><span class="s11"><span class="bumpedFont15">:</span></span><span class="s11"><span class="bumpedFont15"> Politiche – Regolamenti </span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">–</span></span> <span class="s11"><span class="bumpedFont15">Personale – Budget – Raccolta fondi per</span></span><span class="s11"><span class="bumpedFont15"> finanziamenti o compensi; </span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">G-</span></span> <span class="s11"><span class="bumpedFont15">Sistema di supporto alla sicurezza per fermare eventuali future contro-azioni.</span></span></p>
<p class="s13"><span class="s12"><span class="bumpedFont15">Requisiti</span></span><span class="s12"><span class="bumpedFont15">:</span></span> <span class="s11"><span class="bumpedFont15">T</span></span><span class="s11"><span class="bumpedFont15">ermini delle condizioni</span></span><span class="s11"><span class="bumpedFont15">; Contributo RRM3 Zona Blu; </span></span><span class="s11"><span class="bumpedFont15">Seminari sull&#8217;Analisi Strutturale dei Film/Serie TV Correlati/</span></span><span class="s11"><span class="bumpedFont15">Documentari;</span></span> <span class="s11"><span class="bumpedFont15">Pr</span></span><span class="s11"><span class="bumpedFont15">esentazioni di poesie/testi su </span></span><span class="s11"><span class="bumpedFont15">“</span></span><span class="s11"><span class="bumpedFont15">S</span></span><span class="s11"><span class="bumpedFont15">alviamo il Pianeta</span></span><span class="s11"><span class="bumpedFont15">”</span></span><span class="s11"><span class="bumpedFont15">; </span></span><span class="s11"><span class="bumpedFont15">Informazioni su RRM3</span></span><span class="s11"><span class="bumpedFont15">; </span></span><span class="s11"><span class="bumpedFont15">Riepilogo</span></span><span class="s11"><span class="bumpedFont15"> generale.</span></span></p>
<p class="s4"><img decoding="async" class="s23" 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" /></p>
<p class="s4"><span class="s11"><span class="bumpedFont15">Prof. George Onsy </span></span></p>
<div class="s25"><span class="s15">➢ </span><span class="s24"><span class="bumpedFont15">Cosa fare dopo?</span></span></div>
<p class="s13"><span class="s11"><span class="bumpedFont15">Il problema persistente, o per così dire, eterno di tutti i vertici</span></span><span class="s11"><span class="bumpedFont15">delle</span></span> <span class="s11"><span class="bumpedFont15">Conferenze </span></span><span class="s12"><span class="bumpedFont15">COP</span></span> <span class="s11"><span class="bumpedFont15">è che non hanno vincoli</span></span><span class="s11"><span class="bumpedFont15"> di nessun tipo</span></span><span class="s11"><span class="bumpedFont15">,</span></span><span class="s11"><span class="bumpedFont15">meccanismi di follow-up</span></span><span class="s11"><span class="bumpedFont15">,</span></span><span class="s11"><span class="bumpedFont15"> misurabili</span></span><span class="s11"><span class="bumpedFont15"> e</span></span><span class="s11"><span class="bumpedFont15"> trasparenti</span></span><span class="s11"><span class="bumpedFont15">,</span></span> <span class="s11"><span class="bumpedFont15">in grado di poter </span></span><span class="s11"><span class="bumpedFont15">eseguire le</span></span><span class="s11"><span class="bumpedFont15"> r</span></span><span class="s11"><span class="bumpedFont15">accomandazioni concordate </span></span><span class="s11"><span class="bumpedFont15">durante la chiusura dei lavori</span></span><span class="s11"><span class="bumpedFont15">.</span></span> <span class="s11"><span class="bumpedFont15">È vero che i governi hanno in programma di aggiornare il loro accordo di Parigi</span></span> <span class="s11"><span class="bumpedFont15">obiettivi (NDC) e </span></span><span class="s11"><span class="bumpedFont15">tendono all’</span></span><span class="s11"><span class="bumpedFont15">ambizioso</span></span><span class="s11"><span class="bumpedFont15">proposito di </span></span><span class="s11"><span class="bumpedFont15">mantenere l&#8217;obiettivo </span></span><span class="s11"><span class="bumpedFont15">prefissosi di 1,</span></span><span class="s11"><span class="bumpedFont15">5</span></span><span class="s11"><span class="bumpedFont15">°</span></span><span class="s11"><span class="bumpedFont15">C.</span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">Tuttavia,</span></span> <span class="s11"><span class="bumpedFont15">chiediamoci:</span></span></p>
<div class="s16"><span class="s27">• </span><span class="s11"><span class="bumpedFont15">Occorrono </span></span><span class="s11"><span class="bumpedFont15">trilioni di </span></span><span class="s11"><span class="bumpedFont15">dollari in grado di influenzare</span></span><span class="s11"><span class="bumpedFont15"> il necessario spostamento </span></span><span class="s11"><span class="bumpedFont15">verso</span></span><span class="s11"><span class="bumpedFont15"> l’</span></span><span class="s11"><span class="bumpedFont15">energia </span></span><span class="s11"><span class="bumpedFont15">verde </span></span><span class="s11"><span class="bumpedFont15">per un futuro più pulito</span></span><span class="s11"><span class="bumpedFont15">. La capacità di monitorare sia l’utilizzo di </span></span><span class="s11"><span class="bumpedFont15">capitali all&#8217;altezza degli impegni </span></span><span class="s11"><span class="bumpedFont15">ch</span></span><span class="s11"><span class="bumpedFont15">e dell&#8217;efficienza</span></span> <span class="s11"><span class="bumpedFont15">si attua attravers</span></span><span class="s11"><span class="bumpedFont15">o meccanismi di raggiungibilità.</span></span></div>
<div class="s16"><span class="s27">• </span><span class="s11"><span class="bumpedFont15">Se riusci</span></span><span class="s11"><span class="bumpedFont15">ssimo</span></span><span class="s11"><span class="bumpedFont15"> a portare al tavolo i </span></span><span class="s11"><span class="bumpedFont15">protagonisti </span></span><span class="s11"><span class="bumpedFont15">dell&#8217;economia mondiale, </span></span><span class="s11"><span class="bumpedFont15">si potrebbero </span></span><span class="s11"><span class="bumpedFont15">i</span></span><span class="s11"><span class="bumpedFont15">nfluenzare le industrie di livello inferiore per</span></span> <span class="s11"><span class="bumpedFont15">la necessaria adattabilità alle nuove misure.</span></span></div>
<div class="s16"><span class="s27">• </span><span class="s11"><span class="bumpedFont15">Finanza per la tecnologia o tecnologia per la finanza?</span></span><span class="s11"><span class="bumpedFont15"> Sarebbe opportuno un connubio tra le due per innescare un nuovo </span></span><span class="s11"><span class="bumpedFont15">modo in cui gli affari </span></span><span class="s11"><span class="bumpedFont15">diventano produttivi anche per la salvaguardia dell’ambiente.</span></span> <span class="s11"><span class="bumpedFont15">Attraverso l’u</span></span><span class="s11"><span class="bumpedFont15">nione di fonti finanziarie tra grandi aziende e Società </span></span><span class="s11"><span class="bumpedFont15">filantropiche, </span></span><span class="s11"><span class="bumpedFont15">Istituti di C</span></span><span class="s11"><span class="bumpedFont15">redito</span></span><span class="s11"><span class="bumpedFont15">, </span></span><span class="s11"><span class="bumpedFont15">Investimenti de-risking</span></span><span class="s11"><span class="bumpedFont15">, </span></span><span class="s11"><span class="bumpedFont15">Venturing</span></span> <span class="s11"><span class="bumpedFont15">Capitali, </span></span><span class="s11"><span class="bumpedFont15">si potrebbero </span></span><span class="s11"><span class="bumpedFont15">ottenere i trilioni di</span></span> <span class="s11"><span class="bumpedFont15">dollari necessari? </span></span><span class="s11"><span class="bumpedFont15">Questi meccanismi </span></span><span class="s11"><span class="bumpedFont15">sono ancora necessari!</span></span> <span class="s11"><span class="bumpedFont15">Come incoraggiare più produttori verdi per un futuro più verde? </span></span></div>
<p class="s13"><span class="s11"><span class="bumpedFont15">Possiamo celebrare </span></span><span class="s11"><span class="bumpedFont15">l’avvento di un 3° “Millennium Green”</span></span><span class="s11"><span class="bumpedFont15">. E</span></span><span class="s11"><span class="bumpedFont15">cco un</span></span><span class="s11"><span class="bumpedFont15">a rivoluzione </span></span><span class="s11"><span class="bumpedFont15">epocale </span></span><span class="s11"><span class="bumpedFont15">industriale </span></span><span class="s11"><span class="bumpedFont15">di cui il nostro pianeta ha bisogno oggi più che mai</span></span><span class="s11"><span class="bumpedFont15">:</span></span> <span class="s11"><span class="bumpedFont15">i</span></span><span class="s11"><span class="bumpedFont15">drogeno verde</span></span><span class="s11"><span class="bumpedFont15">, </span></span><span class="s11"><span class="bumpedFont15">s</span></span><span class="s11"><span class="bumpedFont15">toccaggio della batteria più </span></span><span class="s11"><span class="bumpedFont15">a </span></span><span class="s11"><span class="bumpedFont15">lungo</span></span><span class="s11"><span class="bumpedFont15">, </span></span><span class="s11"><span class="bumpedFont15">c</span></span><span class="s11"><span class="bumpedFont15">attura diretta del carbonio nell&#8217;aria</span></span><span class="s11"><span class="bumpedFont15">, etc., </span></span><span class="s11"><span class="bumpedFont15">rappresentano alcu</span></span><span class="s11"><span class="bumpedFont15">ne soluzioni, tra molte altre, </span></span><span class="s11"><span class="bumpedFont15">per un futuro più verde </span></span><span class="s11"><span class="bumpedFont15">e </span></span><span class="s11"><span class="bumpedFont15">vivibile</span></span><span class="s11"><span class="bumpedFont15"> all’insegna della sostenibilità</span></span><span class="s11"><span class="bumpedFont15">.</span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">Viene preso in considerazione il ruolo della politica del nostro mondo? Se il nostro pianeta è</span></span><span class="s11"><span class="bumpedFont15"> scosso da guerre, non ultima quella ucraina nel cuore dell’Europa, dovremmo perseguire più che mai le vie della diplomazia per </span></span><span class="s11"><span class="bumpedFont15">evitare ulteriori danni </span></span><span class="s11"><span class="bumpedFont15">alla popolazione mondiale, afflitta</span></span><span class="s11"><span class="bumpedFont15"> già in precedenza da una grave crisi pandemica che ne ha messo in ginocchio l’economia.</span></span></p>
<p class="s13"><span class="s24"><span class="bumpedFont15">CONCLUSIONI</span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">Eppure, proprio a scuola, la fisica applicata agli usi domestici e industriali spesso non viene insegnata </span></span><span class="s11"><span class="bumpedFont15">per </span></span><span class="s11"><span class="bumpedFont15">far conoscere a larghe fasce di popolazione come evitare gli sprechi e anche come ottenere un rendimento economi</span></span><span class="s11"><span class="bumpedFont15">co ottimale. Sfortunatamente</span></span><span class="s11"><span class="bumpedFont15">, l</span></span><span class="s11"><span class="bumpedFont15">&#8216;ignoranza in questo campo è davvero sorprendente. Dovremmo poi partire da un&#8217;adeguata conoscenza dell&#8217;economia domestica in termini di</span></span><span class="s11"><span class="bumpedFont15"> risparmio energetico</span></span><span class="s11"><span class="bumpedFont15">, riciclo, </span></span><span class="s11"><span class="bumpedFont15">educazione ambientale</span></span><span class="s11"><span class="bumpedFont15">, u</span></span><span class="s11"><span class="bumpedFont15">tilizzo adeguato</span></span><span class="s11"><span class="bumpedFont15"> degli elettrodomestici, et</span></span><span class="s11"><span class="bumpedFont15">c.</span></span><span class="s11"><span class="bumpedFont15">,</span></span><span class="s11"><span class="bumpedFont15"> per poter pensare </span></span><span class="s11"><span class="bumpedFont15">di</span></span><span class="s11"><span class="bumpedFont15">cambiare le</span></span><span class="s11"><span class="bumpedFont15"> cattive ed ormai consolidate </span></span><span class="s11"><span class="bumpedFont15">abitudini delle persone, comprese quelle alimentari e di consumo in generale.</span></span> <span class="s11"><span class="bumpedFont15">Ciò è dovuto al </span></span><span class="s11"><span class="bumpedFont15">continuo bombardamento mediatico volto principalmente a sponsorizzare aziende spesso inquinanti, interessate solo al loro pro</span></span><span class="s11"><span class="bumpedFont15">fitto immediato. </span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">Come se ne</span></span><span class="s11"><span class="bumpedFont15"> esce allora? Dovremmo sperare in un intervento dall&#8217;alto per affrontare il problema ambientale? Oppure rimboccarci le maniche e partire dal basso?</span></span><span class="s11"><span class="bumpedFont15"> L</span></span><span class="s11"><span class="bumpedFont15">&#8216;individuo può dare il buon esempio alla famiglia e alla comunità, iniziando a rispettare l&#8217;ambiente e a comportarsi virtuosamente in tutti gli ambiti (nutrizione =</span></span><span class="s11"><span class="bumpedFont15"> salute; energia, clima, riciclaggio</span></span><span class="s11"><span class="bumpedFont15">, educazione </span></span><span class="s11"><span class="bumpedFont15">consapevole </span></span><span class="s11"><span class="bumpedFont15">della</span></span><span class="s11"><span class="bumpedFont15"> prole, et</span></span><span class="s11"><span class="bumpedFont15">c.). Ma per fare questo occorre</span></span><span class="s11"><span class="bumpedFont15"> avere una preparazione di base valida per tutte le fasce di popolazione mondiale</span></span><span class="s11"><span class="bumpedFont15"> e</span></span><span class="s11"><span class="bumpedFont15"> qui entra in gioco l&#8217;azione dall&#8217;alto: la scuola pubblica</span></span><span class="s11"><span class="bumpedFont15">, </span></span><span class="s11"><span class="bumpedFont15">ente statale con programmi ministeriali</span></span> <span class="s11"><span class="bumpedFont15">in grado di</span></span><span class="s11"><span class="bumpedFont15"> elargire un’istruzione gratuita</span></span><span class="s11"><span class="bumpedFont15">.</span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">Si tratta di metter in pratica un </span></span><span class="s11"><span class="bumpedFont15">effetto</span></span><span class="s11"><span class="bumpedFont15"> a</span></span><span class="s11"><span class="bumpedFont15"> tenaglia</span></span><span class="s11"><span class="bumpedFont15">, ovvero</span></span><span class="s11"><span class="bumpedFont15"> di azioni congiunte dal basso e dall&#8217;alto. Una società non può essere trasformata solo dal basso, ma ha bisogno di un intervento</span></span><span class="s11"><span class="bumpedFont15">sinergico</span></span><span class="s11"><span class="bumpedFont15"> dall&#8217;alto per garantirne lo sviluppo omogeneo </span></span><span class="s11"><span class="bumpedFont15">e</span></span><span class="s11"><span class="bumpedFont15">d</span></span><span class="s11"><span class="bumpedFont15"> avere </span></span><span class="s11"><span class="bumpedFont15">tutte le sue componenti </span></span><span class="s11"><span class="bumpedFont15">in un certo ordine. Se l&#8217;ordine viene</span></span><span class="s11"><span class="bumpedFont15">stravolto</span></span><span class="s11"><span class="bumpedFont15">,</span></span><span class="s11"><span class="bumpedFont15"> allora si va verso un’entropia sociale difficile da controllare. </span></span><span class="s11"><span class="bumpedFont15">Ebbene, la nostra società ha bisogno di strutture forti e coese, nel senso democratico del termine, volte a perseguire il bene comune in una visione olistica </span></span><span class="s11"><span class="bumpedFont15">per il </span></span><span class="s11"><span class="bumpedFont15">futuro oggi in embrione.</span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">Ma </span></span><span class="s7"><span class="bumpedFont15">“</span></span><span class="s7"><span class="bumpedFont15">Conditio </span></span><span class="s29">sine qua non</span><span class="s7"><span class="bumpedFont15">”</span></span> <span class="s11"><span class="bumpedFont15">è la</span></span> <span class="s12"><span class="bumpedFont15">PACE</span></span><span class="s11"><span class="bumpedFont15">, senza la quale non si potrà mai costruire un mondo</span></span> <span class="s11"><span class="bumpedFont15">equo e</span></span><span class="s11"><span class="bumpedFont15"> sostenibile</span></span><span class="s11"><span class="bumpedFont15">.</span></span> <span class="s11"><span class="bumpedFont15">Speriamo dunque che, congiuntamente alla ricerca di azioni politiche tese a ripristinare un ordine mondiale all’insegna di una pacifica convivenza tra i popoli, si uniscano </span></span><span class="s11"><span class="bumpedFont15">tra loro </span></span><span class="s11"><span class="bumpedFont15">le forze economiche e sociali per un sodalizio</span></span><span class="s11"><span class="bumpedFont15"> globale</span></span> <span class="s11"><span class="bumpedFont15">capace di </span></span><span class="s11"><span class="bumpedFont15">ristabilire il giusto rapporto tra uomo e ambiente. Ne va del futuro delle giovani generazioni e della stessa specie umana.</span></span></p>
<p class="s13"><span class="s11"><span class="bumpedFont15">Sarà COP27 in grado di </span></span><span class="s11"><span class="bumpedFont15">fornire </span></span><span class="s11"><span class="bumpedFont15">risposte concrete a questa </span></span><span class="s11"><span class="bumpedFont15">difficile </span></span><span class="s11"><span class="bumpedFont15">sfida</span></span><span class="s11"><span class="bumpedFont15"> all’inizio del terzo millennio? Speriamo che ciò avvenga </span></span><span class="s11"><span class="bumpedFont15">prima che suoni </span></span><span class="s11"><span class="bumpedFont15">l’ultimo campanello di allarme sull’emergenza climatica.</span></span></p>
<p class="s13">
<p><a class="a2a_button_facebook" href="https://www.addtoany.com/add_to/facebook?linkurl=https%3A%2F%2Fwww.lafrecciaweb.it%2F2022%2F09%2F27%2Fcop27-egitto-2022-conferenza-onu-sui-cambiamenti-climatici%2F&amp;linkname=COP27%20%E2%80%93%20EGITTO%202022%20CONFERENZA%20ONU%20SUI%20CAMBIAMENTI%20CLIMATICI" title="Facebook" rel="nofollow noopener" target="_blank"></a><a class="a2a_dd addtoany_share_save addtoany_share" href="https://www.addtoany.com/share#url=https%3A%2F%2Fwww.lafrecciaweb.it%2F2022%2F09%2F27%2Fcop27-egitto-2022-conferenza-onu-sui-cambiamenti-climatici%2F&#038;title=COP27%20%E2%80%93%20EGITTO%202022%20CONFERENZA%20ONU%20SUI%20CAMBIAMENTI%20CLIMATICI" data-a2a-url="https://www.lafrecciaweb.it/2022/09/27/cop27-egitto-2022-conferenza-onu-sui-cambiamenti-climatici/" data-a2a-title="COP27 – EGITTO 2022 CONFERENZA ONU SUI CAMBIAMENTI CLIMATICI"></a></p><p>L'articolo <a href="https://www.lafrecciaweb.it/2022/09/27/cop27-egitto-2022-conferenza-onu-sui-cambiamenti-climatici/">COP27 &#8211; EGITTO 2022 CONFERENZA ONU SUI CAMBIAMENTI CLIMATICI</a> proviene da <a href="https://www.lafrecciaweb.it">lafrecciaweb.it</a>.</p>
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