tag:blogger.com,1999:blog-6919575809688432942024-03-10T03:46:31.452+01:00scuola in antartideDa ottobre a dicembre 2007 come insegnante della scuola Martini/Stefanini di Treviso sono stato in Antartide per collaborare alla spedizione internazionale Andrill.
Il progetto Andrill vede protagonisti vari centri di ricerca Italiani (CNR, Istituto Nazionale di Geofisica e Vulcanologia, l'Università di Siena), università e centri di ricerca Americani, Neo Zelandesi e Tedeschi.
Assieme ai ricercatori, sono presenti sei insegnanti di materie scientifiche.Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.comBlogger214125tag:blogger.com,1999:blog-691957580968843294.post-27386065144051633232024-02-28T13:36:00.005+01:002024-02-28T13:37:24.458+01:00<h1 style="text-align: center;"> Antartide. Prossimo futuro</h1><h1 style="text-align: center;"><br /></h1><div style="text-align: left;">Fino a poco tempo fa, il ghiaccio dell'Antartide sembrava sorprendentemente stabile. In contrasto con l'Artico, le massicce calotte di ghiaccio del continente meridionale, ghiacciai, piattaforme di ghiaccio (ghiaccio che galleggia sull'oceano), e ghiaccio stagionale sembravano essere affidabilmente congelati.</div><div style="text-align: left;"><br /></div><div style="text-align: left;">Ma la situazione è cambiata. A conti fatti, l'Antartide sta perdendo ghiaccio. E sempre di più. Gli scienziati sono preoccupati per lo scioglimento e i suoi potenziali impatti - dall'innalzamento del livello del mare al cambiamento della circolazione oceanica e aerea allo stress sulla fauna selvatica - sia locale che globale.</div><div style="text-align: left;"><ul style="text-align: left;"><li>Thwaites Glacier, il più ampio ghiacciaio della Terra...</li></ul><a href="https://thwaitesglacier.org/news/2023-24-field-season-underway-thwaites-glacier" target="_blank">Il vasto sito web di questo sforzo congiunto U.S.-U.K. </a>include un breve video con una grafica chiara, un elenco impressionante di partecipanti, e un articolo sugli obiettivi della stagione in corso, ora in corso. "Il riscaldamento dei mari sta intaccando il ghiacciaio che potrebbe innescare l'innalzamento del livello del mare." Un resoconto intrigante di alcune ricerche della stagione '22-'23 che coinvolgono un robot che esplora i canali tagliati sul fondo della piattaforma di ghiaccio da acqua più calda. <br />Studiare il comportamento del ghiaccio sta portando ad altre scoperte inaspettate. Uno, il soggetto di questo sorprendente pezzo, è un mondo di creature viventi - come le anemoni di mare - attaccate al fondo della piattaforma di ghiaccio Thwaites, lontano da fonti di luce o cibo. </div><div style="text-align: left;"> </div><div style="text-align: left;"><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left;"><tbody><tr><td style="text-align: center;"><a href="https://www.snexplores.org/wp-content/uploads/2023/04/042223_ice-cavern_inline-1.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="495" data-original-width="680" height="408" src="https://www.snexplores.org/wp-content/uploads/2023/04/042223_ice-cavern_inline-1.jpg" width="561" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Il Kamb Ice Stream è un ghiacciaio che arriva sulla costa dell'Antartide occidentale (vedi riquadro). Le linee blu mostrano i percorsi probabili dei fiumi subglaciali. La piccola scatola gialla vicino al centro mostra la posizione della caverna di ghiaccio di Kamb, dove uno di questi fiumi subglaciali sfocia nel mare. <span style="font-size: x-small;">A. WHITEFORD ET AL/JOURNAL OF GEOPHYSICAL RESEARCH: EARTH SURFACE 2022</span></td><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table><br /> </div><div style="text-align: left;">Un'altra storia racconta di fiumi sotto-ghiaccio, alcuni in movimento veloce come un fiume d'acqua bianca, e una caverna quasi alta abbastanza per contenere l'Empire State Building. </div><div style="text-align: left;">Una <a href="https://www.snexplores.org/article/natural-cathedral-lurks-deep-under-antarctic-ice" target="_blank">'cattedrale' naturale</a> si annida in profondità sotto il ghiaccio antartico. </div><div style="text-align: left;"> </div><div style="text-align: left;"> </div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-19861104617175941612024-02-27T13:02:00.002+01:002024-02-27T13:03:10.536+01:00<h1 style="text-align: center;"> </h1><h1 style="text-align: center;">Siccità, quest’anno in Italia manca il 64% dell’acqua contenuta nella neve</h1><h1 style="text-align: center;"> </h1><div style="text-align: left;">La scarsità di neve presente sui monti italiani, tra Alpi e Appennini,
lascia già presagire un altro anno difficile in termini di siccità, che
non a caso avanza a sud come anche a nord del Paese. </div><div style="text-align: left;">(...)</div><div style="text-align: left;"><p>Le condizioni peggiori sono quelle degli Appennini dove, si potrebbe
dire, la stagione della neve è “non pervenuta”: l’esempio più eclatante è
quello del bacino del Tevere, che registra un deficit di Swe del -93%.
Invece in Abruzzo, che rappresenta un indice per l’Appennino centrale,
il deficit è del -85%.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsdhbVlY9wheq6P6ag0fKBHUyx-a98dLQGhAVBg0VhCMNjID7MYdldujKh_kTVxnd3kVj3th90Id255_ffRH7_CoUXr9A8JYRqRCmKf-6E70B0tMqrW8TBwqcLSyjnMZr2syt49X6b3IvgkrYAr0kpOIHlVCkk2aAtTQp6hZMmv7nucZw2yQV3HupO7AQk/s2407/Screenshot%202024-02-27%20at%2013-01-21%20Siccit%C3%A0%20quest'anno%20in%20Italia%20manca%20il%2064%25%20dell'acqua%20contenuta%20nella%20neve%20-%20Greenreport%20economia%20ecologica%20e%20sviluppo%20sostenibile.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1480" data-original-width="2407" height="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsdhbVlY9wheq6P6ag0fKBHUyx-a98dLQGhAVBg0VhCMNjID7MYdldujKh_kTVxnd3kVj3th90Id255_ffRH7_CoUXr9A8JYRqRCmKf-6E70B0tMqrW8TBwqcLSyjnMZr2syt49X6b3IvgkrYAr0kpOIHlVCkk2aAtTQp6hZMmv7nucZw2yQV3HupO7AQk/w485-h299/Screenshot%202024-02-27%20at%2013-01-21%20Siccit%C3%A0%20quest'anno%20in%20Italia%20manca%20il%2064%25%20dell'acqua%20contenuta%20nella%20neve%20-%20Greenreport%20economia%20ecologica%20e%20sviluppo%20sostenibile.png" width="485" /></a></div><br /> <p></p>
<p>La situazione non migliora di molto se si guarda alle Alpi, dove il
deficit complessivo (-53%) è solo di poco meno marcato che a livello
nazionale e molto simile a quello dello scorso anno in questo stesso
periodo.</p>
<p>«Vale la pena ricordare che la neve alpina è particolarmente
importante per l’approvvigionamento idrico italiano, perché alimenta
anche il bacino del Po. Bacino che – conclude Avanzi – registra un
deficit di Swe del -63% rispetto agli ultimi 12 anni».</p><p><a href="https://greenreport.it/news/acqua/siccita-questanno-in-italia-manca-il-64-dellacqua-contenuta-nella-neve/" target="_blank">L'articolo originale </a><br /></p></div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-37787021759875001402024-02-14T13:24:00.003+01:002024-02-14T13:25:26.298+01:00<p> </p><h1 class="article__title" style="text-align: center;">Clima, la Terra supera per la prima volta 1,5 gradi di riscaldamento per 12 mesi consecutivi </h1><h1 class="article__title" style="text-align: center;"> </h1><div class="article__title" style="text-align: left;">Nel periodo da febbraio 2023 a gennaio 2024, la temperatura globale dell'aria sulla superficie del pianeta del globo era di 1,52°C più alta rispetto al periodo 1850-1900. </div><div class="article__title" style="text-align: left;">E con una temperatura media di 13,14°C, gennaio 2024 è stato il gennaio più caldo mai registrato dall'inizio delle misurazioni, secondo i dati della rete europea. </div><div class="article__title" style="text-align: left;">(...)</div><div class="article__title" style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://www.rainews.it/cropgd/806x453/dl/img/2024/02/08/1707370939522_copernicus.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="450" data-original-width="800" height="225" src="https://www.rainews.it/cropgd/806x453/dl/img/2024/02/08/1707370939522_copernicus.png" width="400" /></a></div>Anche la superficie degli oceani si sta surriscaldando, con un nuovo record a gennaio di 20,97°C di temperatura media,
il secondo più caldo di tutti i mesi messi insieme, inferiore a 0,01°C
rispetto al precedente record di agosto 2023. Questo caldo è continuato
oltre il 31 gennaio, raggiungendo nuovi record assoluti e superando i
valori più alti del 23 e 24 agosto 2023, sottolinea Copernico.</div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.rainews.it/resizegd/768x-/dl/img/2024/02/08/1707371002878_copernicus.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="496" data-original-width="768" height="258" src="https://www.rainews.it/resizegd/768x-/dl/img/2024/02/08/1707371002878_copernicus.png" width="400" /></a></div><br /><div class="article__title" style="text-align: left;"><br /><a href="https://www.rainews.it/articoli/2024/02/clima-la-terra-supera-per-la-prima-volta-15-gradi-di-riscaldamento-per-12-mesi-consecutivi--14b5c41f-9ca0-4c51-a8aa-e47f2da4eeac.html" target="_blank"> Da RaiNews</a><br /></div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-8227748635647722952024-01-09T16:31:00.005+01:002024-01-09T16:32:55.664+01:00<h1 style="text-align: center;"> Un aggiornamento in Antartide</h1><h1 style="text-align: center;"><br /></h1><div style="text-align: left;">All'inizio di dicembre, l'estensione del ghiaccio era a livelli record. La diminuzione stagionale nell'estensione del ghiaccio antartico rallentò successivamente. </div><div style="text-align: left;">Di conseguenza, all'inizio del nuovo anno, l'estensione era solo sesto più basso (Figura 5a). </div><div style="text-align: left;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaf-PkMPEPChG-f9AT1i4FB0ZpMrmvNipcatMbhNhngh7FRXENnzQfspshuWhPP-XE3ityII4wTfwoO71KCEseAENrJa-MoNYXQZlk-GMk9EGE5xmHMiINM4YirA0MKcu4-uMxjtZ3T5qFsq3oK2Cp3qPZcnw4WUJw_ofxFSXxHOwPmpfkrm0BOFibYSRQ/s1740/estensione%20ghiaccio%20marino.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1740" data-original-width="1461" height="525" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaf-PkMPEPChG-f9AT1i4FB0ZpMrmvNipcatMbhNhngh7FRXENnzQfspshuWhPP-XE3ityII4wTfwoO71KCEseAENrJa-MoNYXQZlk-GMk9EGE5xmHMiINM4YirA0MKcu4-uMxjtZ3T5qFsq3oK2Cp3qPZcnw4WUJw_ofxFSXxHOwPmpfkrm0BOFibYSRQ/w441-h525/estensione%20ghiaccio%20marino.png" width="441" /></a></div></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;">Nonostante la lenta perdita di ghiaccio, poche aree dell'Oceano Australe hanno un'estensione sopra la media del ghiaccio marino, e l'estensione è ancora ben al di sotto della media per il 1981-2010 nel Mare di Weddell, lungo la costa di Dronning Maud Land, e nel Mare di Ross occidentale (Figura 5b). </div><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiprO7wNTwtD_qQlVrE1TaLX0bBUCKshg7hPSOEs9gcDhXjWrqMleukhUu0wOlCteK0w_e2t8B_EMVKWQEuSHrlmitagQi5_AVal5rxPOpO1YlcRB46hq5i8IM8gEQAVavVtcwPBRmf8aKAJ4huzKOvsmY1lxSR5o5lzLJU9Nj3wdgqvP8t14ZFeSZKG8A1/s999/temperature_medie_dicembre%202023.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="802" data-original-width="999" height="353" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiprO7wNTwtD_qQlVrE1TaLX0bBUCKshg7hPSOEs9gcDhXjWrqMleukhUu0wOlCteK0w_e2t8B_EMVKWQEuSHrlmitagQi5_AVal5rxPOpO1YlcRB46hq5i8IM8gEQAVavVtcwPBRmf8aKAJ4huzKOvsmY1lxSR5o5lzLJU9Nj3wdgqvP8t14ZFeSZKG8A1/w439-h353/temperature_medie_dicembre%202023.png" width="439" /></a></div><br /> </div><div style="text-align: left;">Tipico di questo periodo dell'anno, una grande polinia (area di acqua marina libera circondata dalla banchisa) si è aperta davanti alle piattaforme di ghiaccio di Ross e Sulzberger. Le basse concentrazioni di ghiaccio marino nel Mare di Ross e nel Mare di Amundsen occidentale fanno presagire un imminente declino dell'estensione del ghiaccio in queste aree. </div><div style="text-align: left;">Le temperature dell'aria erano sopra la media sopra l'Antartide occidentale e il Mare di Ross da 1 a 3 gradi Celsius (da 2 a 5 gradi Fahrenheit) per il mese, e sopra il Mare di Bellingshausen da 1 a 2 gradi Celsius (da 2 a 4 gradi Celsius). </div><div style="text-align: left;">Dronning Maud Land era sopra la media fino a 2,5 gradi Celsius (4,5 gradi Fahrenheit). </div><div style="text-align: left;">Nel Wilkes Land prevalsero condizioni inferiori alla media, con valori compresi tra 1 e 2 gradi Celsius (da 2 a 4 gradi Fahrenheit) al di sotto del periodo di riferimento 1991-2020.</div><div style="text-align: left;"><br /></div><div style="text-align: left;">Dati elaborati da <strong><a href="https://nsidc.org/arcticseaicenews/" target="_blank">National Snow and Ice Data Center </a>(NASA)</strong> </div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-65169207238863501412023-12-19T14:34:00.001+01:002023-12-19T14:36:42.737+01:00<h1 style="text-align: center;"> Dopo la Cop28...</h1><h1 style="text-align: center;"><br /></h1><h3 style="text-align: left;">Da Il fatto quotidiano - 19/12/2023</h3><div style="text-align: left;">(...) Uno studio durato sette anni e condotto da 80 scienziati provenienti da 16 nazioni, <br />recentemente pubblicato sulla prestigiosa rivista scientifica Science, rivela che l’attuale concentrazione di anidride carbonica nell’atmosfera è la più elevata degli ultimi 14 milioni di anni e si è raddoppiata dall’era pre-industriale. Nel corso della ricerca è stata ricostruita la concentrazione di anidride carbonica degli ultimi 66 milioni di anni, evidenziando che durante il massimo termico dell’eocene, la CO2 raggiunse le 1600 ppm, quattro volte l’attuale livello. </div><div style="text-align: left;">In quel periodo, la temperatura media terrestre era di circa 12-13 °C più alta rispetto a oggi, attestandosi intorno ai 28-29 °C. La quota di 1600 ppm venne raggiunta in un periodo di emissione protratto per circa 30/50.000 anni, con una media di emissione di 0,24 miliardi di tonnellate (Gt) di carbonio all’anno. Questo è in netto contrasto con le attività umane attuali che emettono 35Gt/anno, un ritmo molto più accelerato.<br />(..) E' significativo il divario stra i processi naturali del passato e le attività umane contemporanee,<br />evidenziando una preoccupante accelerazione dei cambiamenti climatici. Mentre la Terra ha sperimentato un aumento termico di circa 5 °C in 10.000 anni, oggi stiamo affrontando un aumento di 1°C in meno di 100 anni.</div><div style="text-align: left;">...Mentre le misure dell’osservatorio europeo Copernicus hanno confermato che il 2023 è stato l’anno più caldo da quando si raccolgono dati in modo sistematico, i 198 partecipanti alla conferenza Cop28 dell’ONU sul clima a Dubai hanno raggiunto un compromesso inefficace sulle azioni da intraprendere per ridurre l’utilizzo delle energie fossili, responsabili della grande parte dell’aumento della temperatura. Non sono stati assunti infatti impegni vincolanti per una drastica riduzione delle fonti fossili; se si auspica una “transizione fuori dal fossile”, nel documento finale non si indicano impegni vincolanti, non è stato fissato un termine entro il quale raggiungere i pur generici obiettivi indicati, né è stato stabilito chi debba controllare l’adozione di misure efficaci.</div><div style="text-align: left;">(...) Le emissioni globali aumenteranno quest’anno di un altro 2% mentre per limitare l’aumento del riscaldamento è necessario un taglio delle emissioni di oltre il 40% entro il 2030. Il problema insoluto, e forse insolubile, è che la crescita economica di tanti Paesi emergenti, primi tra tutti Cina e India,<br />comporterà un aumento ancora maggiore delle emissioni, a fronte del fatto che i Paesi primi per emissioni pro-capite sono gli Stati Uniti e il Canada.</div><div style="text-align: left;">...C’è infatti una relazione chiara tra Pil pro-capite ed emissioni di CO2 pro-capite che può essere modificata solo cambiando le fonti di approvvigionamento energetiche. Quello che gli esperti hanno<br />considerato essere un limite invalicabile è dunque già fuori portata, e ci stiamo dirigendo verso i +3 gradi per la fine del secolo. Purtroppo la Cop28 ha certificato la fine dell’“età della ragione” di cui forse è stato sempre evidenziato solo l’aspetto positivo mentre il conto finale lo iniziamo a pagare ora.</div><div style="text-align: left;"> </div><div style="text-align: left;"><a href="http://scuolantartide.blogspot.com/2023/11/normal-0-14-false-false-false-it-x-none.html" target="_blank">Riguarda i risultati della ricerca Andrill 2007... </a></div><div style="text-align: left;"> </div><div style="text-align: left;"><a href="http://scienze-viaggi.dx.am/articoli/scienza_capitale_lavoro_bis.html" target="_blank">Alcune riflessioni sullo sviluppo industriale e scientifico... </a><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-90752560145090561542023-12-06T10:49:00.002+01:002023-12-06T10:58:19.564+01:00<h1 style="text-align: center;"> Attivismo globale in camice bianco, ora si ribellano anche gli scienziati</h1><h1 style="text-align: center;"> </h1><div style="text-align: left;">Da "Il Manifesto" - 6/12/2023</div><div style="text-align: left;"> </div><div style="text-align: left;">...Mentre a Dubai si incontrano i capi di stato, leader internazionali e numerosissimi lobbisti<br />dell’industria fossile, in giro per il mondo va in scena la rivolta degli scienziati.<br />Dall’inizio della Cop 28 centinaia di ricercatori del movimento <a href="https://scientistrebellion.org/" target="_blank">Scientist Rebellion</a> danno vita<br />a azioni di disobbedienza civile e manifestazioni per denunciare l’inerzia nella lotta al<br />cambiamento climatico.<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmhPDuVDUMSw3bvVvU8Rebs9ofsLUoAxadR6c01c6yYpvGT4By7K6QoWlpbBjRkxFhCCz-43f-5E2gYxOm3QC9TNd_xqBuNAXbCM7nk4ELTaj_CBh4zwfHOz122Up1XOuxELmP61JAm6jsY6PQ_nUZyD9uwuxCoTojSlS4MI_Ex1Ylqs_mLm62c4_WKNRa/s1035/iceberg-graph-engmax-1600x1600format-webp.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="1035" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmhPDuVDUMSw3bvVvU8Rebs9ofsLUoAxadR6c01c6yYpvGT4By7K6QoWlpbBjRkxFhCCz-43f-5E2gYxOm3QC9TNd_xqBuNAXbCM7nk4ELTaj_CBh4zwfHOz122Up1XOuxELmP61JAm6jsY6PQ_nUZyD9uwuxCoTojSlS4MI_Ex1Ylqs_mLm62c4_WKNRa/w359-h356/iceberg-graph-engmax-1600x1600format-webp.png" width="359" /></a></div><br /><br />Gli scienziati hanno bloccato un carico di carbone in Olanda. A Stoccolma, il palazzo del<br />governo è stato ricoperto dalle pagine degli studi che documentano il global warming.<br />Occupato l’ufficio del Parlamento europeo di Barcellona. I camici bianchi hanno protestato<br />anche in Messico, Ecuador, Svizzera, Ruanda, Kenya e altrove.<br />Le ragioni della campagna stanno in una lettera aperta firmata da 1400 scienziati. Tra loro,<br />anche una trentina di membri dell’International Panel on Climate Change, l’organismo<br />incaricato dall’Onu di documentare periodicamente l’impatto globale del cambiamento<br />climatico.<br />Se adesso anche loro chiamano all’azione diretta, significa che l’inazione dei governi ha<br />esaurito il tempo a disposizione.</div><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD6CVw5XY-ZTN1bDgjnZK8EYkNAhcoeq2XSFQUX3fL3RN9aftEHYMWT5yOtAQY8JB59tCoiilp1p_Ze4CtwCS2PIgnb2yJazqeBc0o12mNEMQ2wcO0qCnyDG_QqFSxqU7KWGQBTM1hJ0BllXHL28Mw1MRS5BlhWzV5RKKOuWLZIOgyE8KU9fXytlV78GJt/s854/heating-graph-cop-1max-1600x1600format-webp.webp" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="854" data-original-width="850" height="353" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD6CVw5XY-ZTN1bDgjnZK8EYkNAhcoeq2XSFQUX3fL3RN9aftEHYMWT5yOtAQY8JB59tCoiilp1p_Ze4CtwCS2PIgnb2yJazqeBc0o12mNEMQ2wcO0qCnyDG_QqFSxqU7KWGQBTM1hJ0BllXHL28Mw1MRS5BlhWzV5RKKOuWLZIOgyE8KU9fXytlV78GJt/w352-h353/heating-graph-cop-1max-1600x1600format-webp.webp" width="352" /></a></div>«Nessun Paese ha messo in campo interventi in grado di frenare il riscaldamento a 1,5 °C<br />come auspicato nell’accordo di Parigi» scrivono gli scienziati ribelli. «I paesi ad alto reddito<br />e a maggiori emissioni continuano a autorizzare nuovi giacimenti di gas e petrolio, a<br />finanziare i combustibili fossili con miliardi di dollari ogni anno, e a perseguire pratiche<br />agricole distruttive. I paesi ricchi, i maggiori responsabili della crisi, sostengono di avere<br />ancora decenni di tempo per decarbonizzarsi, mentre i paesi poveri sopportano il grosso<br />dell’impatto senza alcun indennizzo o aiuto».<br /> </div><div style="text-align: left;"> </div><div style="text-align: left;">La prima Cop si svolse nel 1992, ricorda Marthe Wens, esperta di rischio idrogeologico<br />all’università di Amsterdam e portavoce di Scientist Rebellion. «Eppure – dice – da allora le emissioni sono cresciute del 60% con impatti devastanti. I politici ci hanno tradito».</div><div style="text-align: left;">...Se vogliamo un futuro vivibile, l’attivismo climatico non può più essere delegato ad altri». Non ci sono alternative all’attivismo in prima persona, concorda un altro esponente del movimento,<br />professore di economia all’università di Quito (Ecuador) Jorge Enrique Ferrero. «Nessun<br />altro potrà salvarci: né una tecnologia magica né un partito politico». <br /></div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-71222539435182515352023-12-02T13:46:00.004+01:002023-12-02T13:46:47.105+01:00<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJW41vc2Qua3ttCsRMAVCCR4_HAJZcAmQXeHOd7Lyyw0qsCw1t_sS-D5EOMueCu2X2ePp71irs5pQe589FT1HgfWZu-1M6GcHVSRZ-YtzPIuH8CTqVCF9G14YpQPCktQ5r8UqCwXkbK-Of9WbVatOHe3YaIwQ-_bhr8QqWuQ-gA5oABNIGRbJA1jFtZUtE/s1985/Screenshot%202023-12-02%20at%2013-41-15%20la%20Repubblica.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1562" data-original-width="1985" height="328" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJW41vc2Qua3ttCsRMAVCCR4_HAJZcAmQXeHOd7Lyyw0qsCw1t_sS-D5EOMueCu2X2ePp71irs5pQe589FT1HgfWZu-1M6GcHVSRZ-YtzPIuH8CTqVCF9G14YpQPCktQ5r8UqCwXkbK-Of9WbVatOHe3YaIwQ-_bhr8QqWuQ-gA5oABNIGRbJA1jFtZUtE/w417-h328/Screenshot%202023-12-02%20at%2013-41-15%20la%20Repubblica.png" width="417" /></a></div><p></p><p>Da "La Repubblica" - 2/12/2003<br /></p>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-25645350385584699932023-12-01T17:05:00.003+01:002023-12-01T17:06:26.569+01:00<p> </p><h2 style="text-align: center;">Bifo: «L’unica strategia è disertare»</h2><h2 style="text-align: center;"> </h2><div style="text-align: left;">Intervista a Berardi Bifo - da Il Manifesto 30/11/2023</div><div style="text-align: left;"> </div><div style="text-align: left;">(...)</div><div style="text-align: left;"><b>Già
nel 1972 il rapporto del club di Roma «I limiti dello sviluppo»
segnalava il superamento da parte dell’umanità dominante di una soglia.
Da allora è stato un susseguirsi di allarmi. Che senso ha comprendere la
realtà se poi non c’è la volontà di cambiarla?</b></div><div style="text-align: left;"><b> </b><br />Qualche
volta la volontà non basta. Anzi, se posso essere sincero credo che la
volontà sia una facoltà cognitiva enormemente sopravvalutata dai
moderni. La boria della volontà, l’eroismo machista romantico e
futurista ci ha indotto a credere che la politica può tutto, mentre può
poco, e adesso può quasi niente. Quello che mi spaventa dell’ondata
reazionaria non è la malizia delle volontà ma l’abissale ignoranza, e
l’aggressività che deriva dall’impotenza quando il culto psicotico della
potenza ti impedisce di fare i conti con la realtà. </div><div style="text-align: left;">Nel
ventesimo secolo non abbiamo saputo fare la cosa più importante di
tutte: liberare il sapere tecnico dal dogma dell’economia. Il lavoro
cognitivo non ha saputo liberarsi dalla dittatura del profitto e della
guerra. Ecco allora Oppenheimer in trappola, ecco il sapere ostaggio del
sistema militare e finanziario, ecco le tecnologie elettroniche
funzionare come accelerazione dello sfruttamento. Il movimento operaio
ha perduto anzitutto per questo, mi pare. Gli allarmi per la
devastazione dell’ambiente servono a poco<br />quando nessuno è disposto
ad abbandonare il modello fondato sulla crescita illimitata, quando la
redistribuzione della ricchezza è culturalmente inammissibile. Ora il
collasso climatico è sotto gli occhi di tutti (e nella pelle di tutti),
ma questo non cambia nulla, perché il profitto dei produttori di
plastica è più importante dell’effetto che le microplastiche producono
sull’organismo. ...</div><div style="text-align: left;"><br /></div><div style="text-align: left;"><b>Il
dibattito mondiale è totalmente concentrato sul riscaldamento globale,
mentre tutti gli altri disastri ambientali provocati dall’essere umano
sono quasi del tutto rimossi, nonostante ci si ammali e si muoia qui e
ora. A risolvere la crisi si propone come unico soggetto colui che l’ha
creata, ovvero il capitalismo in salsa green: quanto gli ambientalisti
sono finiti dentro questa trappola?</b></div><div style="text-align: left;"><b> </b></div><div style="text-align: left;">(...)il
capitalismo ha distrutto l’equilibrio ambientale e avviato la mutazione
climatica e geologica. Questa mutazione provoca enormi migrazioni,
spostamenti di masse umane prevalentemente del<br />Sud, che non hanno più un territorio vivibile, a causa della crescita del Nord. </div><div style="text-align: left;">(...)
Il capitalismo green è un business destinato a durare poco,
incrementando i profitti dell’uno per cento della popolazione bianca,
che si prepara a emigrare su Marte insieme a Elon Musk. E gli
ambientalisti chi sarebbero? </div><div style="text-align: left;">(...)Il
solo ambientalismo che sia intellettualmente all’altezza della
situazione è quello dei ragazzi che si autodefiniscono Ultima
generazione. L’ultimità è la condizione nella quale ci troviamo,
qualsiasi cosa faccia o non faccia la politica. Quando dicevamo
Socialisme ou barbarie non stavamo scherzando. Il socialismo ha perso e
non sono sicuro che avrebbe comunque potuto rimediare a cinque secoli di
colonialismo e devastazione. In ogni caso non c’è più nessuno che
voglia (e men che mai possa) fermare la terminazione dell’umano. È
urgente riconoscerlo, perché solo chi riconosce che il tempo è scaduto
potrà ragionare sulla possibilità di sopravvivenza collettiva di
comunità autonome in diserzione. </div><div style="text-align: left;"><br /></div><div style="text-align: left;"><b>Nell’ottica
della diserzione, come vede chi scende ancora in piazza, che sia per
l’ambiente, per il lavoro, per l’inclusione sociale? E chi si mobilita
per il clima attanagliato dall’eco-ansia?</b></div><div style="text-align: left;"><b> </b></div><div style="text-align: left;">(...)
Ho sempre pensato e penso più che mai oggi che la dimostrazione,
l’occupazione, il corteo siano occasioni per mobilitare le energie della
solidarietà, della ricerca collettiva. Oggi è importante creare
occasioni di mobilitazione collettiva per sperimentare forme di vita
frugali e solidali, indipendenti dal<br />mercato, indipendenti dallo stato. Organizzare su basi di massa la diserzione dal necrocapitalismo:<br />questo
è quel che molti stanno cominciando a fare. Cercare linee di fuga,
nicchie di sopravvivenza autonoma. Molti lo stanno facendo: abbandono di
massa del lavoro, diserzione dalla guerra, diserzione dalla
riproduzione del genere umano in condizioni disumane. </div><div style="text-align: left;">(...)</div><div style="text-align: left;"><br /></div><div style="text-align: left;"><h2 style="text-align: left;"><b>Per riflettere! <span style="color: red;">Oggi giornata mondiale dell'Antartide.<br /></span></b></h2></div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-55970516554613464212023-11-24T15:17:00.005+01:002023-11-29T14:25:16.010+01:00<h2 style="text-align: center;"> Antartide - in "Il Giro del mondo in 80 racconti"</h2><h2 style="text-align: center;"> </h2><div style="text-align: left;"><b>Cape Evans e la Discovery Hut</b></div><div style="text-align: left;"><b>Beacon Valley</b></div><div style="text-align: left;"><b>New Harbour</b><b><br /></b></div><div style="text-align: left;"><b>McMurdo e Hut Point</b> </div><div style="text-align: left;"><br /></div><div style="text-align: left;">Quattro momenti durante la spedizione Andrill 2007 raccontati in questo <a href="https://itineraprogetti.com/prodotto/il-giro-del-mondo-in-80-racconti/" target="_blank">nuovo libro</a>...</div><div style="text-align: left;"> </div><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgO5sOsEZNhhaP3-eLW-FdWSD0oYaAOW-C0xhkS0zhuz1IbpsMYqk_aghrbI_k0KPmAP9HnCwbiN__Qe6s4bPbPrhik2zjfZUWaIfrHKdW6vZpQ9ysi4DF5c_Mwucf3xjeLCzDEJ-Yn59hbckEFjVDHg1LgLOWgrGWDkzwH1dKmM5a-vPNufNRNlWarqce/s1200/cop_intera.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="552" data-original-width="1200" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgO5sOsEZNhhaP3-eLW-FdWSD0oYaAOW-C0xhkS0zhuz1IbpsMYqk_aghrbI_k0KPmAP9HnCwbiN__Qe6s4bPbPrhik2zjfZUWaIfrHKdW6vZpQ9ysi4DF5c_Mwucf3xjeLCzDEJ-Yn59hbckEFjVDHg1LgLOWgrGWDkzwH1dKmM5a-vPNufNRNlWarqce/w677-h311/cop_intera.jpg" width="677" /></a></div></div><div class="separator" style="clear: both; text-align: center;"></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipPbKO4NpXm2Fr58lmIVKtV3BXtRHkDlxasvRiyjAiB41H3utIdQyA1G90goUkYUm5_YUcDG1Gz6qAPAgZJNHrfra99MT5Oi_B7HTgvOSh5K-RGf0hBIcBhjgIo72qvLvZHhZpQKGcWinEvhWMdZmJZ0qZ8Z_0BBZIH29_UdtdMhM-MrxQHk9Yu6MP8Ncz/s582/44_cape_evans.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="437" data-original-width="582" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipPbKO4NpXm2Fr58lmIVKtV3BXtRHkDlxasvRiyjAiB41H3utIdQyA1G90goUkYUm5_YUcDG1Gz6qAPAgZJNHrfra99MT5Oi_B7HTgvOSh5K-RGf0hBIcBhjgIo72qvLvZHhZpQKGcWinEvhWMdZmJZ0qZ8Z_0BBZIH29_UdtdMhM-MrxQHk9Yu6MP8Ncz/s320/44_cape_evans.JPG" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Discovery Hut<br /></td></tr></tbody></table><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdjlPU5txijKOOQvgcWpcmr2Ixu5VetCqvqMdwPNweeoVU6rCcAxuWc9q2T1XQcMCe7M7Hk5AGYMamblC9TTD2EFe3Za2un_nrX-yTp6P67_xQg1rq8VWj1Pq6Xi10Z-NfRtulbpqlLE013HN5t5W4JrA16jpUlkmpgAxBFbVZPxVsMTN57A38gdz7DBh8/s582/45_beacon.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="437" data-original-width="582" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdjlPU5txijKOOQvgcWpcmr2Ixu5VetCqvqMdwPNweeoVU6rCcAxuWc9q2T1XQcMCe7M7Hk5AGYMamblC9TTD2EFe3Za2un_nrX-yTp6P67_xQg1rq8VWj1Pq6Xi10Z-NfRtulbpqlLE013HN5t5W4JrA16jpUlkmpgAxBFbVZPxVsMTN57A38gdz7DBh8/s320/45_beacon.JPG" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Transantarctic Range<br /></td></tr></tbody></table><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDqY_gFv5GNNi2bKEYLSAaaQQ__-lZ2on3ygM7RkPglrAZ4OL9yr_FXxVWAGx8FFCfYrK4YeEtDxf5jvIgGp-NEI2R3b5Uw-CpoQ9F3pkYV8beyhSaDdPqvPua_6xiG-VH_yviH9wlM79TqpNhh30vBrKIlMmChTZaTVJyQF8ryluf_KjmjAjnZmuuIJbn/s582/46_newharbour_2.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="582" data-original-width="528" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDqY_gFv5GNNi2bKEYLSAaaQQ__-lZ2on3ygM7RkPglrAZ4OL9yr_FXxVWAGx8FFCfYrK4YeEtDxf5jvIgGp-NEI2R3b5Uw-CpoQ9F3pkYV8beyhSaDdPqvPua_6xiG-VH_yviH9wlM79TqpNhh30vBrKIlMmChTZaTVJyQF8ryluf_KjmjAjnZmuuIJbn/s320/46_newharbour_2.JPG" width="290" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">New Harbour<br /></td></tr></tbody></table><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeP83seTPW253T_TfRHM36VZuQLu9_tThu_6bG7qnKLno_nnUx5u1mx720tKxHglW8oiuT9p3oezC75-6ZUGWkRDP7vsDiilQr1n4UC-9TCZ3grjGBvAzXAXMAAwAP0TJeWYDXetMp9BEOOIXLQzKJYfbuxk8DkKrlQETUSQfdrWWD_HQ30CptNdOPwnYG/s582/47_hutpoint.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="437" data-original-width="582" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeP83seTPW253T_TfRHM36VZuQLu9_tThu_6bG7qnKLno_nnUx5u1mx720tKxHglW8oiuT9p3oezC75-6ZUGWkRDP7vsDiilQr1n4UC-9TCZ3grjGBvAzXAXMAAwAP0TJeWYDXetMp9BEOOIXLQzKJYfbuxk8DkKrlQETUSQfdrWWD_HQ30CptNdOPwnYG/s320/47_hutpoint.JPG" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Hut Poiny<br /></td></tr></tbody></table>Foto di G. Scotto di Clemente<br /><div style="text-align: left;"><br /> </div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-20259619541741288982023-11-10T15:25:00.001+01:002023-11-10T15:27:55.441+01:00<h1 style="text-align: center;">Il negazionismo del cambiamento climatico viene da lontano</h1><h1 style="text-align: center;"><br /></h1><div style="text-align: left;">Alcune riflessioni a seguito della lettura del libro: "<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;">La
maledizione della noce moscata" di Amitav Ghosh, Neri Pozza editore.</span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;"><br /></span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;">La colonizzazione olandese di alcune isole delle Molucche in cui crescevano gli alberi di due costosissime spezie, la noce moscata e i chiodi di garofano, tra il '500 e il '600 con lo sterminio dei nativi che da secoli coltivavano queste piante nel rispetto dell'ambiente particolare di queste isole vulcaniche e che commercializzavano le spezie in maniera comunitaria è il punto di partenza di un più ampio ragionamento attorno alla colonizzazione conseguente alla scoperta dell'America e delle rotte portoghesi verso l'Asia circumnavigando il continente africano.</span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;"><br /></span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;">...</span><!--[if gte mso 9]><xml>
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in Europa, la visione meccanicista del mondo aveva appena cominciato a prendere
forma, e solo fra le élite direttamente o indirettamente coinvolte nei due
grandi progetti europei dell’epoca: la conquista delle Americhe e la tratta
degli africani ridotti in schiavitú. Fu la trasformazione di esseri umani in
risorse mute a permettere il balzo concettuale in seguito al quale divenne
possibile ridurre all’inerzia la Terra e tutto ciò che conteneva. In questo
senso uomini come Coen, Sonck e i loro predecessori (nota: sono i predatori olandesi della noce moscata!) furono non solo
colonialisti, ma anche filosofi; la loro violenza nei confronti dei «nativi» e
delle terre che abitavano pose le fondamenta delle filosofie meccaniciste che
in seguito sarebbero state attribuite a loro contemporanei quali Descartes e
Mandeville, Bacon e Boyle...</span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;"> </span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;">La Terra e tutte le specie vegetali e animali (comprese le popolazioni umane africane trasformate in schiavi) non riconducibili ai dominatori dell'epoca (le nuove potenze coloniali: Spagna, Portogallo, Regno Unito, Olanda...) acquistano un valore esclusivamente commerciale. La Natura perde qualsiasi valore vitale anche nell'arte ad esempio:</span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;"> </span></div><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv5Tx9YokI_T7Pw00HsGrw8SZmkKmsPqZPjJmWiy_YfnQbq-Dhic9zvwxUPq9rQ2s_PdKbK20OQiUDz8wXtYNpLzTlLTbQ4lOrsYP7iEe457BT9BaCwrLp4VgBI27E1IxzmiqBSpbRiyIgzOXA7Nvw7iO0054whbrcNwH0h9h9BiCrr7SR28bwfwiPnE2R/s3554/DSC_0320.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="2203" data-original-width="3554" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv5Tx9YokI_T7Pw00HsGrw8SZmkKmsPqZPjJmWiy_YfnQbq-Dhic9zvwxUPq9rQ2s_PdKbK20OQiUDz8wXtYNpLzTlLTbQ4lOrsYP7iEe457BT9BaCwrLp4VgBI27E1IxzmiqBSpbRiyIgzOXA7Nvw7iO0054whbrcNwH0h9h9BiCrr7SR28bwfwiPnE2R/s320/DSC_0320.JPG" width="320" /></a></div><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;">...le </span><!--[if gte mso 9]><xml>
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morte», un genere pittorico che divenne enormemente popolare proprio in quel
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<![endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;">scrive lo
storico Greg Grandin, «e nel far ciò crearono una nuova tavola dei
comandamenti: “Instaura il potere su questo mondo, ovunque per sua natura
selvaggio”. “Sottometti la natura”. “Vai avanti”. “Conquista luoghi selvaggi”.
“Prendi possesso del continente”. “Fatti strada”. “Accresci”. “Moltiplica”.
“Stana”. “Fai piazza pulita...</span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;"> </span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;">Ed entrano anche nei libri, scrive Conrad in Cuore di tenebre:</span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;"> </span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; 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/> </span> “Sterminare tutti quei bruti”. Nel racconto di Joseph Conrad, la frase «Sterminare tutti quei bruti» viene dal sofferente Mister Kurtz, di cui il narratore, Marlow, va in cerca. Non sono parole pronunciate ad alta voce: Marlow le trova scarabocchiate nelle ultime pagine di un altisonante rapporto che Kurtz ha scritto per la «Società internazionale per la Redenzione dei selvaggi». Marlow è ipnotizzato da quella frase, che lo fulmina «luminosa e tremenda, come un lampeggiamento in un cielo sereno: “Sterminare tutti quei bruti!”». Nell’allestimento conradiano della scena, questa frase cruciale è presentata come un grido di disperazione, scritto da un uomo bianco stremato dal lungo esilio nel cuore dell’Africa, tra gli abitanti di un paesaggio talmente primitivo che fa pensare «ai primordi del mondo». ...</div><div style="text-align: left;"> </div><div style="text-align: left;">In realtà, secondo Ghosh, Conrad non fa che ricollocare un pensiero dominante nell'800 e nel '900:</div><div style="text-align: left;">...diventa impossibile dubitare che l’idea di sterminio si annidasse nel cuore della cultura delle élite occidentali del diciannovesimo secolo, e di parte del ventesimo. Vi era connaturata al punto da influenzare la politica governativa ed essere costantemente ribadita dai maggiori statisti...E non si pensi che i progetti di sterminio fossero concepiti da uomini stremati. Quando pianificavano le loro carneficine, erano nel pieno possesso delle loro facoltà; anzi, spesso stavano semplicemente applicando le direttive politiche messe a punto in Europa. Tale sarebbe stato, per esempio, il caso del Kurtz di Conrad. Quanto alla solitudine, non aveva alcun ruolo negli stermini coloniali: gli uomini che li eseguivano non erano mai soli, e quasi sempre agivano con la certezza di godere del sostegno non solo dei loro governi, ma anche degli scienziati, scrittori, poeti, e perfino del clero dei loro paesi....</div><div style="text-align: left;"> </div><div style="text-align: left;">E oggi? </div><div style="text-align: left;"><br /></div><div style="text-align: left;"><b>Oggi in giro per il mondo domina "l'inazione":</b></div><div style="text-align: left;"><b> </b></div><div style="text-align: left;">...<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;">è sempre
piú chiaro che quanti negano la realtà del cambiamento climatico, per esempio
le decine di milioni di persone che hanno votato per il presidente Trump, o in
Brasile per il presidente Jair Bolsonaro, credono nell’inazione, sia riguardo
al cambiamento climatico sia riguardo all’emergenza sanitaria (qui ci si riferisce all'epidemia Covid 19), proprio perché
pensano che a patirne le conseguenze saranno solo persone congenitamente deboli
e vulnerabili. La loro soluzione per entrambi i problemi è estendere le «zone
di sacrificio» dove i poveri e i non bianchi sosterranno il fardello della
crisi planetaria. Non è che un’inedita replica del «conflitto mediante
l’inazione» che contraddistinse le guerre biopolitiche coloniali...</span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;"> </span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;">E si aprono altre questioni, ad esempio:</span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;"> </span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;">...la </span><!--[if gte mso 9]><xml>
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di numeri che avvolge il cambiamento climatico offre varie opportunità di
manipolare l’opinione pubblica. Il concetto di impronta di carbonio pro capite
ne costituisce un buon esempio. Questo dato, che si calcola dividendo il
complesso delle emissioni di carbonio di una nazione per il totale dei suoi
abitanti, è ormai molto in voga: su internet se ne trovano migliaia di vivide
rappresentazioni, e perlopiú si basano su fonti statunitensi. Esse
invariabilmente attribuiscono le dimensioni dell’impronta pro capite
statunitense a un consumo intensivo, sotto forma di automobili succhiabenzina, uso
eccessivo di energia domestica, dieta ad alto tasso di carne e cosí via. In
quest’ottica il cambiamento climatico diventa una questione di responsabilità
individuale e scelte di consumo</span>...</div><div style="text-align: left;"><b> </b></div><div style="text-align: left;">Quando invece: </div><div style="text-align: left;"> </div><div style="text-align: left;"><b></b></div><div style="text-align: left;">...<b> </b><!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;">Oggi il
Pentagono è il maggior consumatore di energia degli Stati Uniti, e
probabilmente del mondo. Le forze armate statunitensi mantengono un numero
elevatissimo di veicoli di aria, terra e mare, molti dei quali consumano
quantità enormi di combustibili fossili. Una portaerei non nucleare consuma
21.278 litri di carburante all’ora; in altre parole, queste navi bruciano in un
solo giorno il fabbisogno annuo di carburante di una cittadina del Midwest. Ma
un solo caccia F-16 consuma in un’ora un terzo di tale quantità, circa 6500
litri. E se sono azionati anche i postbruciatori, il consumo orario è di due
volte e mezzo superiore a quello di una portaerei: 54.500 litri. L’aviazione
statunitense possiede un migliaio di F-16, e non sono che una piccola parte
della loro flotta aerea. Ovviamente anche i carri armati, i blindati e gli
Humvee abbisognano di grandi quantità di carburante. E in tempo di pace questi
mezzi non restano fermi: molti vengono utilizzati di continuo, non solo per
l’addestramento e la manutenzione, ma anche perché le novecento installazioni
militari all’interno del paese devono tenersi in contatto con una rete di circa
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<![endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;">Il mantra
di Thunberg potrà anche essere «Ascoltate la scienza», ma non è certo stato
quel mantra a guadagnarle milioni di seguaci in tutto il pianeta: si tratta piú
probabilmente del fatto che lei ricorda – forse senza volerlo – figure
redentrici archetipiche come Giovanna d’Arco. E questo è già di per sé
significativo dell’ansia sempre piú profonda con cui la crisi planetaria viene
vissuta ovunque, anche da scienziati solitamente cauti che per molto tempo
hanno cercato di non sembrare allarmisti. Ma ora non piú. Nel febbraio 2020
Will Steffen, uno dei climatologi piú stimati al mondo, ha dichiarato in
un’intervista che l’umanità aveva «già imboccato la traiettoria verso il
collasso». Un altro scienziato di primo piano, Hans Joachim Schellnhuber, ha
aggiunto: «Esiste il grandissimo rischio che la nostra civiltà stia giungendo
al capolinea. In qualche modo la specie umana sopravvivrà, ma distruggeremo
quasi tutto quel che abbiamo costruito negli ultimi duemila anni».<br />
A chiunque presti attenzione, soprattutto ai giovani, è perfettamente chiaro
che il capitalismo estrattivista è ormai alla frutta, e che la sua fine è
dovuta al venir meno dell’orizzonte stesso su cui si fonda la sua esistenza: il
futuro. Quando il futuro diventa radicalmente incerto, nulla funziona piú:
assicurazioni, quote azionarie, credito, dividendi, perfino il denaro (che
dopotutto è un insieme di cambiali che qualcuno deve riscuotere)...</span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;"> </span></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;"><b><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpgWeQ8jBYf11STsIE274zv8syQrqfkmcxJzWKRIjm2eBHNPb0Q0FYEFUMvLYpRMUdfzKyvZVc9Zx__T0W5kIDHU9L-KJ4zxt4pwYp3kTQyD7pC2ctdbYHZ6FtQIHSTR2adF240R6To0L72hQgnWv8A3NZGtlfl79TArJFgk8LXzI4ccpMcoG8jy58PpIC/s2159/cover.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="2159" data-original-width="1400" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpgWeQ8jBYf11STsIE274zv8syQrqfkmcxJzWKRIjm2eBHNPb0Q0FYEFUMvLYpRMUdfzKyvZVc9Zx__T0W5kIDHU9L-KJ4zxt4pwYp3kTQyD7pC2ctdbYHZ6FtQIHSTR2adF240R6To0L72hQgnWv8A3NZGtlfl79TArJFgk8LXzI4ccpMcoG8jy58PpIC/s320/cover.jpg" width="208" /></a></div><br />Una lettura interessante! </b></span> </div><div style="text-align: left;"> <br /></div><div style="text-align: left;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IT;"> </span></div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-83551125252614949792023-11-08T11:14:00.004+01:002023-11-08T11:17:09.015+01:00<h2 style="text-align: center;"> Sensibilità della calotta glaciale antartica alle variazioni
di CO2 atmosferica nella prima metà del Miocene</h2><h2 class="MsoNormal" style="text-align: center;"> </h2><div class="MsoNormal" style="text-align: left;">A proposito di cambiante climatici: rileggiamo le analisi e le osservazioni ricavate dalla trivellazione del sottosuolo nel Mare di Ross della spedizione Andrill 2007.</div><div class="MsoNormal" style="text-align: left;"><br /></div><div class="MsoNormal" style="text-align: left;"><!--[if gte mso 9]><xml>
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<p class="MsoNormal">I record geologici estratti dal margine antartico offrono prove
dirette della variabilità ambientale alle alte latitudini meridionali e
forniscono informazioni sulla sensibilità delle calotte glaciali ai cambiamenti
climatici passati.</p><p class="MsoNormal"> La prima metà del Medio Ocene (23-14 milioni di anni fa) è
un intervallo interessante da studiare in quanto le temperature globali e le
concentrazioni di CO2 atmosferica erano simili a quelle previste per i prossimi
secoli. </p><p class="MsoNormal">È importante sottolineare che questo intervallo di tempo include
l'Optimum Climatico del Miocene, un periodo di calore globale durante il quale
le temperature di superficie medie erano 3-4 ºC più alte di oggi.</p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFvS6BSVJqIIrrlBbxI_XGXYdHi4SyPVqzi3VMB_2MpeTb8P8hqQ3RD79df0ujNEG6bT7-aAiI9C8NlN8VfTdD6FwOp1iACgsco48KanSEdpzsQVs4wwE4PBGbDoHWqrWxE1WxmKey7_H780Uf80QGTurVP9H1PRh9_5AhQeiMf6Ygcn8Xk9_NJ5kR5380/s1115/Screenshot%202023-11-04%20at%2013-22-20%20Click%20on%20image%20to%20zoom.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1115" data-original-width="1055" height="307" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFvS6BSVJqIIrrlBbxI_XGXYdHi4SyPVqzi3VMB_2MpeTb8P8hqQ3RD79df0ujNEG6bT7-aAiI9C8NlN8VfTdD6FwOp1iACgsco48KanSEdpzsQVs4wwE4PBGbDoHWqrWxE1WxmKey7_H780Uf80QGTurVP9H1PRh9_5AhQeiMf6Ygcn8Xk9_NJ5kR5380/w290-h307/Screenshot%202023-11-04%20at%2013-22-20%20Click%20on%20image%20to%20zoom.png" width="290" /></a></div>I sedimenti
del miocene nel nucleo di perforazione ANDRILL-2A dal Mar di Ross occidentale,
Antartide, indicano che la calotta glaciale antartica (AIS) era altamente
variabile durante questo intervallo di tempo chiave. I dati ricavati individuano quattro fasi ambientali
distinte basate su cambiamenti nelle facies sedimentarie, tracce fossili,
geochimica e paleotemperatura. Esse sono
correlate con importanti cambiamenti positivi nei dati registrati degli isotopi bentonici
dell'ossigeno e generalmente coincidono con gli intervalli quando le
concentrazioni di CO2 atmosferica erano ai livelli preindustriali o inferiori (
280 ppm). <p></p><p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal">Cinque intervalli corrispondono ai minimi delle calotte glaciali e di
temperature dell'aria abbastanza calde per una notevole perdita di massa del
ghiaccio durante episodi di alta concentrazione di CO2 atmosferica ( 500 ppm) .</p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMxAX-eCc8GdMDUjQvDLGuPqLT66HJfRltyp5rA8wg4xVb5NMxjncZHxB99kwUvCotG9VFHBfvgzAgcT0YF23RwP0qnPt-JlWOP8Bse_FLLJThYqy9h_jLmV_WdZUqYjm6Vem5na_idfYFZdWO_sGf8I5xXtIbI0c-NfcwVsNE-3gciNXmapm-MHBqY6jQ/s1175/Screenshot%202023-11-04%20at%2013-22-37%20Click%20on%20image%20to%20zoom.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1175" data-original-width="1042" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMxAX-eCc8GdMDUjQvDLGuPqLT66HJfRltyp5rA8wg4xVb5NMxjncZHxB99kwUvCotG9VFHBfvgzAgcT0YF23RwP0qnPt-JlWOP8Bse_FLLJThYqy9h_jLmV_WdZUqYjm6Vem5na_idfYFZdWO_sGf8I5xXtIbI0c-NfcwVsNE-3gciNXmapm-MHBqY6jQ/s320/Screenshot%202023-11-04%20at%2013-22-37%20Click%20on%20image%20to%20zoom.png" width="284" /></a></div> <p></p><p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal"><br />Questi nuovi dati
del nucleo di trivellazione e i relativi esperimenti di modellazione delle
lastre di ghiaccio indicano che il clima polare e l'AIS erano altamente
sensibili a cambiamenti relativamente piccoli della CO2 atmosferica durante la
prima metà del Miocene.</p><p class="MsoNormal"><br /><br /> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFwoOVha6NTeqV9urn_XbGX3nve6vCN-PwNUXbG_bQ-kQLb4Iq_dvzntuWrnQ49ZQQzhDmr2U_YymgCP8ssDLIBT5BACLr2K4A50qg0xunYeiD7jQGrx9DYurAs4HhpIQUPbNrJLkkoMDBciFi-wcNJJ-ov4TSv7zjo64M5MqUxcuUugzj-1HehTVAQeLa/s2040/Screenshot%202023-11-04%20at%2013-24-26%20Click%20on%20image%20to%20zoom.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1192" data-original-width="2040" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFwoOVha6NTeqV9urn_XbGX3nve6vCN-PwNUXbG_bQ-kQLb4Iq_dvzntuWrnQ49ZQQzhDmr2U_YymgCP8ssDLIBT5BACLr2K4A50qg0xunYeiD7jQGrx9DYurAs4HhpIQUPbNrJLkkoMDBciFi-wcNJJ-ov4TSv7zjo64M5MqUxcuUugzj-1HehTVAQeLa/w508-h297/Screenshot%202023-11-04%20at%2013-24-26%20Click%20on%20image%20to%20zoom.png" width="508" /></a></div><p></p>
</div><h2 style="text-align: left;"><br /></h2><h2 style="text-align: left;"><br /></h2><h2 style="text-align: left;"><br /></h2><h2 style="text-align: left;"><br /></h2><h2 style="text-align: left;"><br /></h2><h2 style="text-align: left;"><br /></h2><h2 style="text-align: left;"><br /></h2><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvkE0tWot8NHsyO98p5V-wF7Cfqe4H5s-wRaU_ke6UsKViyuLJU-FPmZ7Z6B-tSs7dUEGwIXn30o9Hwdi9RDkOVNq32kSO897umfOlcxGeBC0hZX20ZRgN19R_-o1PhDVAirDrASftW5hBqIWYWsRbZzsWvkGf1ZIpu6kc4sHr4WbyEU33zG8h8Ji8cKv5/s2160/Screenshot%202023-11-04%20at%2013-25-36%20Click%20on%20image%20to%20zoom.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1720" data-original-width="2160" height="255" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvkE0tWot8NHsyO98p5V-wF7Cfqe4H5s-wRaU_ke6UsKViyuLJU-FPmZ7Z6B-tSs7dUEGwIXn30o9Hwdi9RDkOVNq32kSO897umfOlcxGeBC0hZX20ZRgN19R_-o1PhDVAirDrASftW5hBqIWYWsRbZzsWvkGf1ZIpu6kc4sHr4WbyEU33zG8h8Ji8cKv5/s320/Screenshot%202023-11-04%20at%2013-25-36%20Click%20on%20image%20to%20zoom.png" width="320" /></a></div><!--[if gte mso 9]><xml>
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7SS_UVeH9Nranmu6BO8s4JI-zvQbIEPifE0FTPzPvxMVvfTpRNleoqOd2tlQd9f3_zj8nqXHN7394Bet2NM2LxFxAf3vIcCmPMBKvGCLNoP1rj24vuP0axi9ZQLkPhZptvQ6hR5_-TQ2WZgmZLqfTgSOTo8lJiPC7hnHmloXutYsc8PSOUYjN9BwvL7zF/s2187/Screenshot%202023-11-04%20at%2013-26-06%20Click%20on%20image%20to%20zoom.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1752" data-original-width="2187" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7SS_UVeH9Nranmu6BO8s4JI-zvQbIEPifE0FTPzPvxMVvfTpRNleoqOd2tlQd9f3_zj8nqXHN7394Bet2NM2LxFxAf3vIcCmPMBKvGCLNoP1rj24vuP0axi9ZQLkPhZptvQ6hR5_-TQ2WZgmZLqfTgSOTo8lJiPC7hnHmloXutYsc8PSOUYjN9BwvL7zF/s320/Screenshot%202023-11-04%20at%2013-26-06%20Click%20on%20image%20to%20zoom.png" width="320" /></a></div><br /><h2 style="text-align: left;"><br /></h2>
Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-79512043478520617492023-10-05T13:50:00.003+02:002023-10-05T13:52:02.209+02:00<h1 style="text-align: center;"> “LAUDATE DEUM”</h1><h1 style="text-align: center;"> </h1><div style="text-align: left;">PAPA FRANCESCO © DICASTERO PER LA COMUNICAZIONE - LIBRERIA EDITRICE VATICANA (da "Il fatto quotidiano" - 05/10/23)</div><div style="text-align: left;"><br /></div><div style="text-align: left;">...Per quanto si cerchi di negarli, nasconderli, dissimularli o relativizzarli, i segni del cambiamento<br />climatico sono lì, sempre più evidenti. Nessuno può ignorare che negli ultimi anni abbiamo assistito a fenomeni estremi, frequenti periodi di caldo anomalo, siccità e altri lamenti della terra che sono solo alcune espressioni tangibili di una malattia silenziosa che colpisce tutti noi. È vero che non tutte le catastrofi possono essere attribuite al cambiamento climatico globale. Tuttavia, è verificabile che alcuni cambiamenti climatici indotti dall’uomo aumentano significativamente la probabilità di eventi estremi più frequenti e più intensi (…)</div><div style="text-align: left;">Negli ultimi anni non sono mancate le persone che hanno cercato di minimizzare questa osservazione. Citano dati presumibilmente scientifici, come il fatto che il pianeta ha sempre avuto e avrà sempre periodi di raffreddamento e riscaldamento. Trascurano di menzionare un altro dato rilevante: quello a cui stiamo assistendo ora è un’insolita accelerazione del riscaldamento, con una velocità tale che basta una sola generazione – non secoli o millenni – per accorgersene (...)<br />Per porre in ridicolo chi parla di riscaldamento globale, si ricorre al fatto che si verificano di frequente anche freddi estremi. Si dimentica che questi e altri sintomi straordinari sono solo espressioni alternative della stessa causa: lo squilibrio globale causato dal riscaldamento del pianeta. Siccità e alluvioni, prosciugamento di laghi e popolazioni spazzate via da maremoti o inondazioni hanno in fondo la stessa origine (…)<br />Nel tentativo di semplificare la realtà, non mancano coloro che incolpano i poveri di avere troppi figli e cercano di risolvere il problema mutilando le donne dei Paesi meno sviluppati. Come al solito, sembrerebbe che la colpa sia dei poveri. Ma la realtà è che una bassa percentuale più ricca della popolazione mondiale inquina di più rispetto al 50% di quella più povera e che le emissioni pro capite dei Paesi più ricchi sono di molto superiori a quelle dei più poveri (...)<br />Spesso si dice anche che gli sforzi per mitigare il cambiamento climatico riducendo l’uso di combustibili fossili e sviluppando forme di energia più pulita porteranno a una riduzione dei posti di lavoro. Ciò che sta accadendo è che milioni di persone perdono il lavoro a causa delle varie conseguenze del cambiamento climatico (…)<br />Non ogni aumento di potere è un progresso per l’umanità. </div><div style="text-align: left;">Vi sono stati momenti della storia in cui l’ammirazione per il progresso non ci ha permesso di vedere l’orrore dei suoi effetti (…) Non è strano che un potere così grande in simili mani sia capace di distruggere la vita, mentre la matrice di pensiero del paradigma tecnocratico ci acceca e non ci permette di vedere questo gravissimo problema dell’umanità di oggi(...)<br />Ciò esclude l’idea che l’essere umano sia un estraneo, un fattore esterno capace solo di danneggiare l’ambiente. Dev’essere considerato come parte della natura. La vita, l’intelligenza e la libertà dell’uomo sono inserite nella natura che arricchisce il nostro pianeta e fanno parte delle sue forze interne e del suo equilibrio (…)<br />Il mondo sta diventando così multipolare e allo stesso tempo così complesso che è necessario un quadro diverso per una cooperazione efficace. Non basta pensare agli equilibri di potere, ma anche alla necessità di rispondere alle nuove sfide e di reagire con meccanismi globali a quelle ambientali, sanitarie, culturali e sociali, soprattutto per consolidare il rispetto dei diritti umani più elementari, dei diritti sociali e della cura della casa comune. Si tratta di stabilire regole universali ed efficienti per garantire questa protezione mondiale (…)<br />Attirano spesso l’attenzione, in occasione delle Conferenze sul clima, le azioni di gruppi detti “radicalizzati”. In realtà, essi occupano un vuoto della società nel suo complesso, che dovrebbe esercitare una sana pressione, perché spetta a ogni famiglia pensare che è in gioco il futuro dei propri figli. (…)<br />Invito ciascuno ad accompagnare questo percorso di riconciliazione con il mondo che ci ospita e a impreziosirlo con il proprio contributo, perché il nostro impegno ha a che fare con la dignità personale e con i grandi valori.<br />Comunque, non posso negare che è necessario essere sinceri e riconoscere che le soluzioni più efficaci non verranno solo da sforzi individuali, ma soprattutto dalle grandi decisioni della politica nazionale e internazionale.<br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><a href="https://www.vatican.va/content/francesco/it/apost_exhortations/documents/20231004-laudate-deum.html" target="_blank">Il testo completo</a></div><div style="text-align: left;"> </div><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="396" src="https://www.youtube.com/embed/yp8kj5SU6VU" width="676" youtube-src-id="yp8kj5SU6VU"></iframe></div><br /> <br /></div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-14795507983161930262023-09-20T13:58:00.004+02:002023-09-20T13:59:16.654+02:00<h1 style="text-align: center;"> Abbiamo intossicato Gaia</h1><h1 style="text-align: center;"> </h1><div style="text-align: left;">...Dal 1964 al 2012, ha occupato la prestigiosa scrivania di curatore della sezione di paleontologia degli invertebrati all’American Museum of Natural History di New York, circondato da armadi ricolmi di fossili di trilobiti, artropodi estinti da 250 milioni di anni. Tra i maggiori evoluzionisti viventi, Niles Eldredge ha contribuito a innovare la spiegazione della storia naturale proponendo nel 1972, insieme al collega<br />Stephen J. Gould (1941-2002), la teoria degli equilibri punteggiati. </div><div style="text-align: left;">Una intervista:</div><div style="text-align: left;">...<b>Non credo però che la specie umana abbia il potere di uccidere Gaia.</b></div><div style="text-align: left;"><b> </b><br />«Questo è chiaro. Se non sapremo usare le nostre capacità culturali per coesistere con il resto di Gaia, periremo, mentre Gaia continuerà a vivere e non sentirà affatto la nostra mancanza. Il punto è che siamo sempre più ripiegati su noi stessi. Il nostro “ambiente” è costituito per il 99 per cento da altre persone, più gli iPhone, le automobili, le incombenze quotidiane. Rinneghiamo la nostra appartenenza alla casa naturale, relegandola ormai a panorami vacanzieri e film naturalistici. O, all’opposto, vedendola come un sempre più pericoloso nemico. Distruggiamo gli ecosistemi locali per costruire città in un batter d’occhio. Tendiamo ancora a pensare che la Bibbia avesse ragione nel dichiarare che le ricchezze fisiche e biologiche di Gaia sono state messe lì da un immaginario Onnipotente espressamente per il nostro uso. E, nella nostra fretta di depredare queste ricchezze, non ci preoccupiamo delle estinzioni, che si accumulano con la stessa rapidità della nostra crescita. Abbiamo avvelenato e sfigurato Gaia».</div><div style="text-align: left;"> </div><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHFYia8c5DfmxmAuyID1MrRWQ6h_f1DWzYbfzXvDRUL-DESEGE8Pl_rmjXyqi9pTv4mvxLWTVPIq_qpYKZgOeBcAwnfPBiixNDJr7BhVp1F4GUu4DBGIsW41M1FTtN8oMjbV_OX7_BnGnsc-GHa4AUnXxlds_iKcIXIMpZGjVJmTqQc9Qu6IbkgIWT9TQL/s1024/4.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="700" data-original-width="1024" height="219" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHFYia8c5DfmxmAuyID1MrRWQ6h_f1DWzYbfzXvDRUL-DESEGE8Pl_rmjXyqi9pTv4mvxLWTVPIq_qpYKZgOeBcAwnfPBiixNDJr7BhVp1F4GUu4DBGIsW41M1FTtN8oMjbV_OX7_BnGnsc-GHa4AUnXxlds_iKcIXIMpZGjVJmTqQc9Qu6IbkgIWT9TQL/s320/4.jpg" width="320" /></a></div><br /> </div><div style="text-align: left;"><br /></div><div style="text-align: left;"><b>...Dovesse spiegarlo in poche righe, in cosa consiste l’attuale collasso ambientale?</b></div><div style="text-align: left;"><b> </b><br />«Nel fatto che gli orribili effetti tossici del riscaldamento globale, causato delle emissioni di CO2 derivanti dai combustibili fossili, si stanno intrecciando agli altri fattori che portano all’estinzione della biodiversità, cioè la deforestazione, l’inquinamento, la caccia e la pesca eccessive. Il futuro che avevamo paventato è adesso: bolle di calore e siccità sconvolgenti; incendi di foreste che inviano nuvole di inquinamento su interi continenti; piogge torrenziali e inondazioni, più simili a quelle che ci aspettiamo ai tropici che a New York o a Milano; fallimenti mostruosi dei raccolti; lo sbiancamento (cioè l’uccisione) delle barriere coralline».</div><div style="text-align: left;"><b><br /></b></div><div style="text-align: left;"><b>Qual è la connessione tra la crisi ambientale e l’insicurezza sociale?</b></div><div style="text-align: left;"><b> </b><br />«Il cambiamento climatico destabilizza le nostre istituzioni sociali, costringendo a migrazioni di massa e intensificando i conflitti internazionali. Le carestie, le guerre e le malattie sono note fin dai tempi biblici, ma tutte e tre si stanno improvvisamente amplificando e intensificando, diventando sempre più frequenti. Dobbiamo frenare il nostro insaziabile bisogno di crescita e distribuire in modo più equo le risorse per tutte le persone sulla Terra».</div><div style="text-align: left;"><br /><b>In Italia siamo preoccupati per la denatalità, ma si parla poco dell’insostenibilità demografica della nostra specie a livello planetario.</b></div><div style="text-align: left;"><b> </b><br />«Il mio primo mentore, l’antropologo Marvin Harris, negli anni sessanta mi disse: “È tutta una questione di soldi e di terra, Niles”. Ora che siamo diventati veramente globali, con una popolazione di otto miliardi di persone, la competizione per le risorse, soprattutto per la terra coltivabile, si è intensificata. Siamo diventati meravigliosamente abili nell’inventare nuovi giocattoli intelligenti, ma<br />non abbiamo affrontato le inclinazioni competitive profonde insite nella nostra origine animale».</div><div style="text-align: left;"><b><br /></b></div><div style="text-align: left;"><b>Perché un evoluzionista si occupa di questioni ambientali?</b></div><div style="text-align: left;"><b> </b><br />«Perché la biologia evoluzionistica ci insegna l’appartenenza al resto della natura. La discendenza con modificazioni è alla base dell’attuale diversità della vita. Facciamo tutti parte dello stesso albero genealogico, di un modello ramificato di speciazioni, stasi ed estinzioni che collega tutte le forme di vita. Inoltre, l’evoluzione ci insegna che la vita su Gaia è organizzata in due sistemi distinti: uno genealogico; l’altro economico. Le specie, i generi, le famiglie e così via sono, da un lato, registrazioni di ciò che è accaduto nella storia passata della vita: pacchetti di informazioni genetiche su larga scala. Ma la maggior parte della vita degli organismi multicellulari, come noi, non è dedicata alla riproduzione, bensì alle attività vitali dell’esistenza: rimanere vivi, procurandosi la materia e le sostanze nutritive necessarie per svilupparsi, allontanare i predatori e le malattie. La riproduzione è l’unico processo fisiologico non assolutamente necessario per un organismo per essere vivo. Questo è il lato economico della vita: ecosistemi localizzati in cui l’energia scorre costantemente tra piante e animali».</div><div style="text-align: left;"><br /></div><div style="text-align: left;">...<b>Possiamo immaginare uno scatto evolutivo che possa farci uscire da questa situazione complicata?</b></div><div style="text-align: left;"><b> </b><br />«Soffriamo di una miopia che limita il nostro sguardo personale a circa due generazioni e mezzo. Pensiamo: “Per allora sarò morto, anche se potrei preoccuparmi dei miei figli e dei loro figli”. Tranne poche eccezioni, la cura per il futuro non ha una ricca tradizione in nessuna delle culture umane che ho incontrato. Quindi ci facciamo cogliere del tutto impreparati dall’improvviso arrivo degli aspetti più critici del cambiamento climatico. Ci manca la volontà morale collettiva di usare la nostra coscienza. Dobbiamo essere più consapevoli degli effetti del nostro trattamento egoistico e negligente di Gaia. Secondo me, siamo molto più intelligenti di quanto abbiamo finora imparato a essere».</div><div style="text-align: left;"><br /></div><div style="text-align: left;">Liberamente tratto da "La Lettura" - Corriere della Sera - 17/09/23</div><div style="text-align: left;"> </div><div style="text-align: left;">Foto di G. Scotto di Clemente<br /></div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-88017981296962505002023-08-03T14:29:00.002+02:002023-08-03T14:30:18.103+02:00<h1 style="text-align: center;"> Mai così caldo, la prova negli alberi</h1><h3 style="text-align: center;">Studio del Bo sugli anelli dei tronchi: è il periodo peggiore degli ultimi<br />1200 anni </h3><h3 style="text-align: center;"><br /></h3><div style="text-align: left;">Da "Il Corriere del Veneto" - 3/08/23</div><div style="text-align: left;"><br /></div><div style="text-align: left;">Non è mai stato tanto caldo negli ultimi 1.200 anni e a dircelo sono gli anelli degli alberi. Lo rivela il nuovo studio realizzato in Scandinavia e pubblicato su «Nature», coordinato dall’Università di Padova e dall’Istituto Federale Svizzero di Ricerca per la Foresta. La notizia «epocale» dimostra che il «periodo caldo Medievale», diversamente da quanto si pensi fu più freddo.</div><div style="text-align: left;">(...)</div><div style="text-align: left;">gli alberi analizzati anche dall’ateneo padovano hanno svelato ben di più, risolvendo con una spiegazione fisica un vero rompicapo per i ricercatori alle prese con le ricostruzioni climatiche sinora prodotte. «I lavori pregressi si basavano sull’ampiezza o densità degli anelli degli alberi che certamente dipendendo molto dalvale”, la temperatura ma volte subiscono altri fattori influenzanti - spiega Carrer -. La nuova ricostruzione climatica prodotta codifica un metodo innovativo e particolarmente preciso per estrarre dalle stesse fonti informazioni sulle temperature pregresse. A differenza delle precedenti misurazioni, questi risultati portano alla stessa conclusione dei modelli climatici – annuncia il professore -, dando conferma di come il “Periodo Caldo Medievale" quello per intendersi che ha dato il nome alla verde Groenlandia e per cui in Inghilterra c’erano le viti, almeno per la Scandinavia, cioè l’area da cui provengono gli alberi studiati, era più freddo di quanto si pensasse. Il riscaldamento attuale è quindi probabilmente al di fuori dell’intervallo di fluttuazioni naturali delle temperature negli<br />ultimi 1200 anni». La svolta è stata considerare direttamente lo spessore delle pareti cellulari di ben 50 milioni di cellule provenienti da 188 pini silvestri (Pinus sylvestris), vivi e morti. «Ogni singola cellula, in ogni anello, registra informazioni climatiche relative al momento della sua formazione - chiarisce il primo autore dello studio e ricercatore del Wsl, Jesper Björklund -. Analizzando centinaia, talvolta migliaia di cellule per anello, i dati arrivano ad essere straordinariamente precisi». Le temperature estive regionali così ricostruite, coincidendo con le simulazioni dei modelli climatici locali...</div><div style="text-align: left;">«Ora ci sono quindi due fonti indipendenti che indicano come le temperature medioevali fossero<br />inferiori di quanto si credesse - afferma Georg von Arx -. All’opposto, si conferma che il riscaldamento attuale è senza precedenti, almeno nell’ultimo millennio». Un punto al progresso scientifico, uno alla drammatica doccia fredda per l’umanità che si proietta al futuro. «Gli alberi e le formule matematiche concordano nel raccontarci che viviamo un unicum nella storia e che molto di ciò che accade, a discapito di quanto dicano i negazionisti del cambiamento climatico, dipende da noi – sottolinea Carrer -. Se anche tutto il pianeta cambiasse modo di vivere all’improvviso, il clima andrà comunque avanti a<br />scaldarsi con un’inerzia di decenni. Intanto la temperatura media globale è cresciuta in un secolo di circa un grado»....</div><div style="text-align: left;"><br /></div><div style="text-align: left;"><a href="www.nature.com/articles/ s41586-023-06176-4" target="_blank">L'articolo su Nature</a><br /></div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-26916705429222687862023-08-02T18:36:00.002+02:002023-08-02T18:37:40.874+02:00<h1 style="text-align: center;"> Salvini nega lo scioglimento dei ghiacciai L'esperta: "Sconcerto per la sua ignoranza"</h1><h1 style="text-align: center;"> </h1><div style="text-align: left;">Da "La Stampa" - 02/08/23</div><div style="text-align: left;"> </div><div style="text-align: left;">«Se il ministro Salvini fosse stato mio allievo, per quell'affermazione sui "cicli" dei ghiacciai si sarebbe beccato un bel 3». Vanda Bonardo, presidente Cipra (Commissione internazionale protezione Alpi), coordinatrice della "Carovana dei Ghiacciai" (campagna di Legambiente e del CGI – Comitato Glaciologico Italiano) ed ex professoressa, esprime «sconcerto» per «l'ignoranza scientifica espressa dal ministro». Il riferimento è alla frase di Matteo Salvini: «Se studi un po' di storia, vedi che sono cicli. Non è che Capezzone sgasa in auto e il ghiacciaio dell'Adamello arretra». Secondo Bonardo, le affermazioni del ministro sono un espediente per non dover riconoscere il problema «e quindi non affrontarlo, perché<br />si tratta di qualcosa di molto serio e complesso la cui soluzione non è affatto facile». </div><div style="text-align: left;">(...)</div><div style="text-align: left;">uno studio che – in particolare – stima una completa sparizione di quello dell'Adamello (Bs) entro la fine del secolo. E non è l'unico a rischio, in Italia. Qualcuno ha una "data di scadenza" ancora più ravvicinata. «Attualmente – spiega Bonardo – ce ne sono circa 900 nel nostro Paese. La maggior parte concentrata nelle Alpi settentrionali. Quelli delle Alpi meridionali sono quasi del tutto spariti o ridotti a<br />fazzoletti di ghiaccio». Il rapporto stilato dal CGI fotografa una situazione drammatica: entro il 2050, cioè in poco più di 25 anni, i ghiacciai sotto i 3.500 metri di altitudine spariranno del tutto. «La Marmolada, che rientra tra questi, potrebbe scomparire entro 15 anni o anche meno», spiega ancora Bonardo. Quanto a quelli sopra i 3. 500 metri – come il Monte Bianco o l'Adamello per esempio – il destino da qui al 2100 dipenderà dal comportamento dell'uomo: «Ci sono possibilità che se ne salvi il 30%, ma questo vorrebbe dire trovare soluzioni rapidamente. Ma siccome siamo molto lontani da ciò, il rischio è che entro la fine del secolo spariscano quasi del tutto. Questo vuol dire la catastrofe. Ecco<br />perché le recenti previsioni sull'Adamello sono credibili».</div><div style="text-align: left;">(...)</div><div style="text-align: left;"><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFxl7MS63cUjm410Zf8BqRZMhByH8S6pcdeZ-kd-YoU3h_6tolpzO0WnvgkPs9FK4hxqGqpnFqQ72oJeS5pK7zS3gAL8Gb6vBTJr_rBj0y4SJi1CCjb-N31PKI4JVPQORhQevJg4jmwdicn9pKYlpDJpj3VYLFEb4OWnpAPWBIQ5qmnZu_W8W3vMlZvKVH/s1024/ghiacciaio_mandrone.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="577" data-original-width="1024" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFxl7MS63cUjm410Zf8BqRZMhByH8S6pcdeZ-kd-YoU3h_6tolpzO0WnvgkPs9FK4hxqGqpnFqQ72oJeS5pK7zS3gAL8Gb6vBTJr_rBj0y4SJi1CCjb-N31PKI4JVPQORhQevJg4jmwdicn9pKYlpDJpj3VYLFEb4OWnpAPWBIQ5qmnZu_W8W3vMlZvKVH/w430-h242/ghiacciaio_mandrone.jpg" width="430" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Ghiacciaio del Mnadrone - luglio 2020<br /></td></tr></tbody></table><br /> </div><div style="text-align: left;">L'impennata delle temperature, specie negli ultimi anni a causa del riscaldamento globale, sta rendendo sempre più rapido il fenomeno della fusione glaciale: «Le accelerazioni aumentano anno in anno e questo preoccupa perché si ha sempre meno tempo per agire». Sul ghiacciaio di Lares, versante trentino<br />dell'Adamello, per esempio, si è registrato un arretramento di 600 metri rispetto al 2021, mentre quello del Mandrone, sempre sull'Adamello, ha perso 139 metri per la sola fusione del ghiaccio. I segnali sono inequivocabili: il colore della neve sporco, poiché è più visibile la roccia sottostante, l'aumento di crepacci e caldere (zone collassate nel ghiaccio), i rivoli d'acqua fino che diventano «emorragie», come le chiama Bonardo e le finestre di roccia sempre più ampie. Più roccia esposta vuol dire meno effetto Albedo: quando c'è neve o ghiaccio, la luce del sole viene riflessa. La roccia esposta, invece, assorbe il calore e riscalda anche il ghiacciaio provocando una fusione più rapida...</div><div style="text-align: left;"><br /></div><div style="text-align: left;">Foto: G. Scotto di Clemente<br /></div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-76606193290390395662023-07-28T13:09:00.004+02:002023-07-28T13:10:36.908+02:00<p> </p><h1 class="c-article-redesign-title" style="text-align: center;">Caldo record nel Mediterraneo: cosa comporta per il clima in Europa?</h1><h1 class="c-article-redesign-title" style="text-align: center;"> </h1><div class="c-article-redesign-title" style="text-align: left;">Da "Euronews" - 27/07/2023</div><div class="c-article-redesign-title" style="text-align: left;"> </div><div class="c-article-redesign-title" style="text-align: left;"><p class="c-article-summary">
Il clima estremo in Europa potrebbe protrarsi fino all'autunno,
spinto anche dalle temperature da record della superficie del mare
</p><div class="c-article-content__first-element"></div><p>Lunedì la temperatura della superficie del <strong>Mediterraneo</strong> ha raggiunto il livello più alto mai registrato, raggiungendo i <strong>28,71°C</strong>.
Battendo così il precedente record di 28,25°C, stabilito nel 2003. I
dati sono stati confermati martedì 25 luglio dal Servizio di
monitoraggio delle ondate di caldo del Mediterraneo.</p><p>L'aumento delle temperature dell'acqua mette a rischio <strong><a href="https://it.euronews.com/green/2023/06/20/latlantico-del-nord-nella-morsa-di-unondata-di-calore-marino">la vita marina</a></strong>, proprio come nelle ondate di caldo avvenute tra il 2015 e il 2019, quando 50 specie, tra cui <strong>molluschi</strong> e <strong>coralli</strong>,
hanno subito un impatto significativo. L'impatto del riscaldamento
degli oceani si farà sentire inoltre anche nei mesi autunnali e
invernali, quando il Mediterraneo <strong>rilascerà il calore</strong> che attualmente sta accumulando, potenzialmente innescando precipitazioni particolarmente forti, se non**<a href="https://it.euronews.com/green/2023/07/11/el-nino-gli-esperti-si-aspettano-una-stagione-degli-uragani-americani-superiore-alla-media">tempeste</a>**.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzDUugoaomwZMNpIWQRJwKFVY2oiwFWR2L7Ndk46-d8dQTJkzxmgl_amS9YOIjM127zq9u1uUQyd_Y2osVzmEvXYpOwIaR0Rp9k_E_NR4svu9RThK3zGWRU50DDbimQdEmDRLcoRWSxLlp4dtfZQfYB_1AOambGr7eWhZHTHLyJCI_TZjj61a2hvC96b-K/s5184/isarrutas.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="2920" data-original-width="5184" height="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzDUugoaomwZMNpIWQRJwKFVY2oiwFWR2L7Ndk46-d8dQTJkzxmgl_amS9YOIjM127zq9u1uUQyd_Y2osVzmEvXYpOwIaR0Rp9k_E_NR4svu9RThK3zGWRU50DDbimQdEmDRLcoRWSxLlp4dtfZQfYB_1AOambGr7eWhZHTHLyJCI_TZjj61a2hvC96b-K/w422-h237/isarrutas.JPG" width="422" /></a></div><p></p><p> E le conseguenze non si limiteranno all'Europa meridionale: il calore proveniente dal mare potrà scatenare eventi estremi in <strong>tutto il continente</strong>, poiché il Mediterraneo funge da fonte di calore e umidità per gran parte dell'Europa.</p><p><a href="https://it.euronews.com/green/2023/07/27/caldo-record-nel-mediterraneo-cosa-comporta-per-il-clima-in-europa" target="_blank">Tutto l'articolo </a></p><p><br /> <br /></p> </div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-23178505651177797822023-07-26T13:44:00.001+02:002023-07-26T13:45:44.530+02:00<p> </p><h2 style="text-align: center;">"Deep-sea mining"</h2><h2 style="text-align: center;"> </h2><div style="text-align: left;">Da "<a href="https://jacobinitalia.it/la-corsa-alloro-si-sposta-negli-oceani/" target="_blank">La corsa all’oro si sposta negli oceani</a>" in Jacobin Italia...</div><div style="text-align: left;"> </div><div style="text-align: left;">(...) Ciononostante il rischio che la transizione ecologica possa sposare la
strada della fallimentare crescita economica, declinata sotto l’egida
della cosiddetta<i> green economy</i>, è più vivo che mai. Sono
diverse le aziende e gli stati alla costante ricerca di un modo per
trovare «soluzioni vincenti» – per il capitale, verrebbe da dire – alla
crisi climatica. L’ultima frontiera, sia sul piano ecologico che
dell’accumulazione primaria<b>,</b> potrebbero essere gli oceani<b>,</b>
una porzione rilevante del nostro pianeta in cui a oggi non vigono
regole definite sul piano dello sfruttamento delle risorse minerarie.</div><div style="text-align: left;">(...)</div><div style="text-align: left;"><h2 class="wp-block-heading"><b>Il Far West degli abissi oceanici</b></h2>
<p>Questa assenza di regole, dinanzi alla quale potrebbero emergere
scenari di libera estrazione, ridefinirebbe il nostro rapporto con gli
oceani, aprendoli a una nuova corsa all’oro al cui centro ci sarebbero
una serie di metalli, considerati strategici ai fini della transizione
ecologica. Così all’interno di un’economia in costante e febbrile
espansione anche i mari verrebbero toccati dalla <a href="https://www.pandorarivista.it/articoli/grande-accelerazione-mcneill-engelke/">Grande Accelerazione</a>,
diventando – proprio sulla base del particolare status giuridico del
mare internazionale – una vera e propria terra di conquista di stati e
multinazionali. </p>
<p>In questo modo la strategicità degli oceani è emersa non sulla base
della loro straordinarietà dal punto di vista della biodiversità o della
<a href="https://www.duegradi.eu/news/oceani/">capacità di immagazzinamento dei gas climalteranti</a>,
ma in virtù della presenza di noduli polimetallici. Noduli presenti
soprattutto in alcune aree dell’Oceano Pacifico, dove vi è una maggiore
presenza di stati insulari, e che <a href="https://oceanfdn.org/sites/default/files/Deep-ocean+mineral+deposits+as+a+source+of+critical+metals+for+high-+and+green-technology+application-+Comparison+with+land+based+resources.compressed.pdf">risultano essere ricchi</a> di manganese, nichel, cobalto, rame e terre rare. </p>
<p>Ancora una volta, il rapporto del nostro sistema economico con
l’habitat che ci ospita è scandito dal paradigma estrattivista, per cui
per riuscire a riconoscere il valore di qualcosa l’unica strategia è
l’estrazione e la messa a valore. Si ripropone l’oggettivazione della
natura a cui ci ha abituato la modernità: un’irrazionale attribuzione di
un valore economico a un ecosistema – come premessa per la sua messa a
profitto – che però, per il ruolo che riveste, non può avere alcun
valore misurabile.</p>
<p>A chiudere il cerchio della <a href="https://metals.co/research/">narrativa sul <i>deep sea mining</i></a>
ci sono le dichiarazioni delle aziende e degli stati che vorrebbero
promuovere questa modalità di estrazione e che sostengono come questa
formula si possa considerare meno impattante sia sul piano sociale che
sul piano ecologico. Il tutto evidentemente solo se applichiamo una
prospettiva per cui ciò che è lontano da noi, come specie, pur
impattando altri tipi di ambienti – in questo caso quello marino – non
ci tange.</p> </div><div style="text-align: left;"> <br /></div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-19357435151129019802023-07-12T14:42:00.001+02:002023-07-12T14:43:01.078+02:00<h1 style="text-align: left;"> Cibo, biodiversità e pesca in mare le strade opposte di politica e scienza</h1><h3 style="text-align: left;">Da "La Stampa" - 12/07/23 <br /></h3><p>Cosa si vota al Parlamento europeo? La legge sulla tutela della biodiversità. Cosa si decide al Parlamento europeo? La nostra idea di mondo e di futuro. Se preferiamo il breve periodo al lungo, la nostra generazione alle successive. Può sembrare una stima esagerata per una legge europea, certo, perché non è la burocrazia che decide le sorti del mondo. Ma è anche vero che le leggi impostano nuove visioni e viceversa: una nuova legge esprime lo spirito del tempo di una comunità e ne conserva l'eredità. È il caso della Nature restoration law, che fa parte del pacchetto di misure green che la Commissione europea ha proposto come spina dorsale per la ripartenza post-pandemica.<br />Cosa prevede la legge Andiamo con ordine: la "legge per il ripristino della natura" imporrebbe agli Stati membri di difendere almeno il 20% dei territori e dei mari europei, il 15% dei fiumi e la realizzazione di progetti ad alta biodiversità in almeno il 10% delle aree agricole. Secondo la Commissione sono soglie fondamentali per restituire alla natura il giusto spazio per rafforzarsi e diventare più resiliente e capace di assorbire gas serra. La "rinaturalizzazione" è una delle strategie migliori per far fronte all'aumento dei disastri naturali. Significa lasciare più spazio alla vegetazione, ai boschi, alle zone umide, alle torbiere, così come alle riserve fluviali e ai fondali marini. Ma significa anche non intervenire negli habitat, investire per proteggere la flora e la fauna selvatica e garantire che la biodiversità ritorni a livelli adeguati. Dobbiamo proteggere le api, i pesci, le rane, le rondini e persino gli orsi.<br />Seimila scienziati da tutto il continente hanno firmato una lettera aperta che chiede ai parlamentari europei di votare in favore della legge, offrendo un chiaro fact-cheking contro chi la critica. Una natura in salute significa un futuro in salute.</p><p>(...) Ma l'opposizione alla legge fa parte di un braccio di ferro politico a livello europeo. Negli scorsi mesi sono stati presentati diversi emendamenti da parte del Partito popolare europeo (Ppe), che ha sfruttato la legge per minare dall'interno la maggioranza "Ursula" (tra Ppe e l'alleanza dei Socialisti e Democratici) e prepararsi così il terreno delle nuove alleanze in vista delle elezioni europee 2024. Il Consiglio affari energia l'aveva approvata a fatica meno di un mese fa, ma ben sette Paesi hanno votato contro. Tra loro anche l'Italia, che si è opposta apertamente alla Restoration Law. Il ministero dell'Ambiente ha motivato la scelta sostenendo che la legge è «inapplicabile e insostenibile per le categorie interessate, agricoltura e pesca». Anne Sander, europarlamentare francese nelle file del Ppe, ieri ha cavalcato l'onda del dissenso: «È stata pensata male, è ideologica e lontanissima dalla realtà».<br /> </p><p>Scelta per il futuro</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW6BgWLs7mYbznt56LN6GZ2RCSu1KE3daHy36mf3-Q_gJ9hGsO78Svl7Mh076n0yq-pFRoBc7K1XzP6Nf74d7rwmJll4JW7iA6ToEBnQMM43RLhVoyEK8x8wPgtuwwC2qKtC_pZ56fYPdETikEDwrTdw4rqYFpHMlrK8gdnaZ2JBehQZadotUIBX7N1Ijg/s1470/Screenshot%202023-07-12%20at%2014-24-48%20La%20Stampa.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1470" data-original-width="1392" height="430" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW6BgWLs7mYbznt56LN6GZ2RCSu1KE3daHy36mf3-Q_gJ9hGsO78Svl7Mh076n0yq-pFRoBc7K1XzP6Nf74d7rwmJll4JW7iA6ToEBnQMM43RLhVoyEK8x8wPgtuwwC2qKtC_pZ56fYPdETikEDwrTdw4rqYFpHMlrK8gdnaZ2JBehQZadotUIBX7N1Ijg/w407-h430/Screenshot%202023-07-12%20at%2014-24-48%20La%20Stampa.png" width="407" /></a></div><br /><p><br /> </p><p><br />I dati però dicono il contrario: per l'Agenzia ambientale europea, ben l'81% dei territori naturali versano in pessime condizioni. In alcune zone d'Italia la situazione è ancora peggiore, come mostrano le analisi del Wwf: nell'ecoregione padana il 100% degli ecosistemi sono a rischio. Ed è proprio questo il principale rischio per la sicurezza alimentare europea: la perdita di biodiversità, in particolare di insetti impollinatori, unita alla cementificazione, all'uso massiccio di composti chimici e pesticidi. A cui si aggiunge l'effetto moltiplicatore del cambiamento climatico. Ripristinare gli ecosistemi rende i territori più pronti a reagire di fronte alle frustate dell'emergenza climatica, ovvero l'alternanza estrema tra siccità e piogge intense. Non significa tornare all'Età della pietra, ma abbiamo visto come una gestione iper-tecnica della terra (e iper-chimica) non sia una soluzione efficace a lungo termine. La natura non può essere soggetta a monopolio umano.<br />Ed è proprio questo concetto che la Restoration Law vuole portare nel dibattito dei cittadini europei: siamo in grado di superare la miopia del breve periodo per proiettare la nostra comunità (e la nostra specie) nel futuro? Una legge non basta, certo ma è l'inizio di un percorso, di un fondamentale cambio di paradigma. Non ha più senso ragionare per mandati politici, piegando le esigenze del Pianeta alle agende dei partiti e delle alleanze. Dovremmo diventare "buoni antenati" delle future generazioni, come scrive il filosofo australiano Roman Krznaric e come ripete il commissario Ue per il clima Frans Timmermans. Salvare la biodiversità da noi stessi, per garantire un futuro, una casa, del cibo a chi arriverà dopo.<br /><br /></p>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-8416157217374639652023-05-18T16:02:00.001+02:002023-05-18T16:03:23.564+02:00<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjyl8v8wEHMfDhY--4TuCRtFck9a0BgfxCk1Bo9o-W_7aDI20dDGRx8iV2FOaNFr3AUxt6z3IBPGiuE5RAipqaMZuiQQDJA_JnPgZxZjDYiDZkLbC9b7b8zVOgsH1VOcNd82zlHGcvwzRcEW8myx9eyAem3LmPvMY6Pxx1hQwyjZqkiTbVVPI_dfvd4g/s632/Screenshot%202023-05-18%20at%2015-41-09%20PressReader.com%20-%20Giornali%20da%20tutto%20il%20mondo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="617" data-original-width="632" height="312" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjyl8v8wEHMfDhY--4TuCRtFck9a0BgfxCk1Bo9o-W_7aDI20dDGRx8iV2FOaNFr3AUxt6z3IBPGiuE5RAipqaMZuiQQDJA_JnPgZxZjDYiDZkLbC9b7b8zVOgsH1VOcNd82zlHGcvwzRcEW8myx9eyAem3LmPvMY6Pxx1hQwyjZqkiTbVVPI_dfvd4g/s320/Screenshot%202023-05-18%20at%2015-41-09%20PressReader.com%20-%20Giornali%20da%20tutto%20il%20mondo.png" width="320" /></a></div>Da "Il Fatto quotidiano" - 18/05/23<p></p><p><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u x1yc453h" dir="auto"></span></p><div class="x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s x126k92a"><div dir="auto" style="text-align: start;">Fermarsi entro il 2050, non aggiungere più neanche uno scampolo di cemento al suolo ormai occupato al punto da non riuscire più a trattenere quella pioggia tanto necessaria ma diventata, per un drammatico paradosso, una sciagura: è uno storico obiettivo, peccato che la legge che lo prevede non abbia mai visto la luce. La si richiede a ogni nuova tragedia ma giace in Parlamento, in varie versioni, sin dal 2012 quando fu proposta dall’allora <span><a tabindex="-1"></a></span>ministro delle Politiche agricole, Mario Catania (governo Monti).</div><div dir="auto" style="text-align: start;">(...)</div><div dir="auto" style="text-align: start;">I dati dell’ultimo rapporto Ispra raccontano un scenario disastroso:</div><div dir="auto" style="text-align: start;">nel 2021 sono stati consumati circa due metri quadrati al secondo, cioè 19 ettari al giorno (l’equivalente di 27 campi da calcio), un record negli ultimi dieci anni. “La copertura artificiale del suolo è ormai arrivata al 7,13% rispetto alla media Ue che è del 4,2%”. Non c’è grado di tutela che regga. “Il consumo di suolo è presente all’interno delle aree vincolate per la tutela paesaggistica (+1.270 ettari), entro i 10 km dal mare (+1.353 ettari), in aree a pericolosità idraulica media (+992 ettari), in aree a pericolosità da frana (+371 ettari) e in aree a pericolosità sismica (+2.397 ettari).</div><div dir="auto" style="text-align: start;">IL PIANO Nazionale per l’adattamento ai cambiamenti climatici è l’altro grande assente, di fatto una sorta di database con 361 azioni di adattamento raccolte per urgenza, tipologia, tempi e istituzione competente. Soprattutto, con le stime dei costi e dei fondi già</div><div dir="auto" style="text-align: start;">disponibili. È una componente essenziale della Strategia Nazionale di Adattamento è latita nonostante il governo ne avesse assicurato un’accelerazione dopo l’alluvione di Ischia. L’italia è uno degli ultimi Paesi Ue a non averlo. L’opposizione al piano è talmente forte che viene serbato e resuscitato (a parole) al ministero dell’ambiente dal</div><div dir="auto" style="text-align: start;">2016. Nel 2021, l’allora ministro della Transizione ecologica, Roberto Cingolani, ne parlava al Consiglio Ambiente della Ue dicendo che era questione di poco, prima che sparisse dai radar. Dal 2017 la bozza del documento, studiato nel 2016, giaceva in un cassetto nonostante una consultazione pubblica. Dopo i fatti di Ischia, il governo si era impegnato a riprenderlo. A fine gennaio era in consultazione, poi più nulla.</div></div><p></p>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-57324418854412014112023-05-06T17:41:00.002+02:002023-05-06T17:43:10.645+02:00<h2 style="text-align: center;"> Come si comporta il ghiaccio marino in Antartide<br /></h2><p> </p><p>La calotta glaciale antartica è in forte diminuzione dal 2016.</p><p>Se lasciato incontrollato, il completo scioglimento della calotta glaciale dell'Antartico occidentale causerebbe un aumento globale del livello del mare di 3,3 metri in futuro, dice un esperto.</p><p>Attualmente, il mondo si sta dirigendo verso un riscaldamento del 2,8 º C entro la fine di questo secolo.</p><p>La calotta glaciale antartica continuerà pertanto <span class="text">a contribuire all'innalzamento del livello del mare, mettendo alla prova la capacità di adattamento dell'umanità.</span></p><p><span class="text">La situazione del ghiaccio marino al 13 febbraio 2023, la linea gialla indica la distanza media raggiunta nel periodo di registrazione 1981-2010</span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://assets.weforum.org/editor/w9gmSTGc4h59eJ2sL-u4Qdmys1km7_ii0LP5NpgQbqc.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="691" data-original-width="754" height="588" src="https://assets.weforum.org/editor/w9gmSTGc4h59eJ2sL-u4Qdmys1km7_ii0LP5NpgQbqc.png" width="642" /></a></div><br /><span class="text">L'Antartide non è esente da cambiamenti climatici. Al contrario, l'aumento delle temperature alle alte latitudini è molto più forte dell'aumento della temperatura media globale. Questo fenomeno è noto come amplificazione polare.<br /><br />Questo fenomeno può essere spiegato dal feedback di ghiaccio-albedo. L'aumento della temperatura vicino alla superficie contribuisce alla fusione del ghiaccio, che contribuisce all'aumento della temperatura. Perché? Perché l'albedo (la frazione di energia solare riflessa da una superficie) dell'oceano e del terreno è inferiore a quella del ghiaccio. Cioè il ghiaccio riflette molta più luce del sole e quindi si scalda di meno del terreno nudo o della superficie libera del mare.<br /><br />Negli ultimi quattro decenni, il cambiamento climatico ha causato una diminuzione dell'estensione media del ghiaccio marino nell'Artico, ma non nell'Antartico. La ragione di questa diminuzione statisticamente insignificante nell'estensione media del ghiaccio marino antartico è che le tendenze regionali - l'estensione del ghiaccio marino è aumentata in alcune regioni e diminuita in altre - si compensano a vicenda. Un altro motivo è la forte variabilità interna.</span><p></p><p><span class="text">Tuttavia, l'estensione del ghiaccio marino antartico è diminuita molto dal 2016. La diminuzione della superficie della copertura di ghiaccio marino contribuisce all'aumento della temperatura, ma non all'aumento del livello del mare. Questo perché il volume di acqua che il ghiaccio sposta quando si forma è lo stesso che aggiunge all'oceano quando si scioglie. Per quanto riguarda la calotta glaciale antartica, la sua massa è diminuita almeno dal 1990, con il più alto tasso di perdita nell'ultimo decennio.<br /><br />Nella sua sesta relazione di valutazione, il gruppo intergovernativo sui cambiamenti climatici (IPCC) ha rilevato che, in Antartide, la temperatura continuerà ad aumentare e la massa della calotta glaciale continuerà a diminuire. La crescita di questo strato di ghiaccio è molto più lenta del suo ritiro, il che significa che, se continua a sciogliersi durante questo secolo, questo scioglimento non sarà reversibile a livello di tempo umano.</span></p><p><span class="text">(Fonte: World Economic Forum, 2023)<br /></span></p>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-41209751378986460272023-04-28T13:13:00.008+02:002023-04-28T13:15:13.744+02:00<h2 style="text-align: center;"> Dall'intervista del premio Nobel, Giorgio Parisi<br /></h2><p> </p><p>Dal "Il fatto quotidiano" - 28/04/23 <br /></p><p><b><span style="color: red;">Lei si è occupato di climatologia e ha detto che le previsioni, disastrose, degli scienziati<br />possono essere addirittura ottimistiche. Perché?</span></b></p><p><br />Per una ragione semplice, gli scienziati fanno dei modelli accurati che vengono costruiti sulle informazioni che noi abbiamo adesso. Ma se la temperatura aumenta di un grado, come ora, si verificheranno situazioni difficili da predire e che potrebbero essere disastrose.<br />Ad esempio una grande siccità in Amazzonia, incendi su scala globale, fenomeni che potrebbero aggiungere catastrofi successive.</p><p><br /><b><span style="color: red;">Tra i giovani che si rendono conto di questo rischio ci sono quelli di “Ultima generazione” che imbrattano con vernice solubile i monumenti. Che ne pensa?</span></b></p><p><br />Non condanno ‘Ultima generazione’: rubano loro il futuro Io personalmente non lo farei, ma non mi sento di condannarli perché sono persone che sentono il peso di un futuro che viene loro rubato.</p><p><br /><b><span style="color: red;">Ma imbrattare i monumenti attira anche gli odi di tante persone.</span></b></p><p><br />Infatti, devono decidere loro cosa fare. Ma è un comportamento che si può comprendere, non ne sono scandalizzato.</p><p><br /><b><span style="color: red;">La politica è impotente sul cambiamento climatico oppure non ne ha alcun interesse?</span></b></p><p><br />La politica, in Paesi come l’italia, ha quasi sempre un orizzonte di cinque/dieci anni, per un motivo semplice: i politici sanno che fra cinque o dieci anni è assolutamente improbabile che siano ancora in carica.<br /></p>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-23926273717666572032023-04-16T13:25:00.003+02:002023-04-16T13:26:46.188+02:00<p> </p><h1 class="PostTitle_PostTitle__0zk8b" style="text-align: center;">Padova, allarme spray. La procura si scatena contro gli ecoattivisti</h1><h1 class="PostTitle_PostTitle__0zk8b" style="text-align: center;"> </h1><div class="PostTitle_PostTitle__0zk8b" style="text-align: left;">Da Il Manifesto del 16/04/23...</div><div class="PostTitle_PostTitle__0zk8b" style="text-align: left;"> </div><div class="PostTitle_PostTitle__0zk8b" style="text-align: left;">...Da qui l’accusa di associazione a delinquere, con tanto di perquisizione
a casa del ragazzo identificato come capo della banda criminale: il
teorema Roberti, infatti, definisce Ultima Generazione come cellula
locale di un’organizzazione internazionale, Extinction Rebellion. Gli
altri reati ipotizzati sono interruzione di pubblico servizio, ostacolo
alla libera circolazione, deturpamento di beni culturali e imbrattamento
di luoghi. L’elenco dei fatti contestati va dal blocco del traffico
alla resistenza passiva, dalle scritte sui muri alle manifestazioni non
autorizzate, fino alla «performance» del 21 settembre 2022 in cui i
ragazzi, mascherati come l’allora ministro della transizione energetica
Cingolani e il segretario leghista Salvini, simulavano l’omicidio di una
bambina ricoperta di carbone. Due settimane prima i carabinieri – fatti
intervenire «per tutelare la riservatezza delle indagini» – avevano
fermato alcuni militanti mentre, durante la campagna elettorale,
tentavano di imbrattare «con vernici spray» la sede della Lega a Noventa
Padovana. «I giovani sono stati fermati con l’attrezzatura pronta
all’uso», si legge nel comunicato della questura...</div><div class="PostTitle_PostTitle__0zk8b" style="text-align: left;"> </div><div class="PostTitle_PostTitle__0zk8b" style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://ilmanifesto.it/cdn-cgi/image/width=1400,format=auto,quality=85/https://static.ilmanifesto.it/2023/04/16pol2-f01-attivisti-di-ultima-generazione-manifestano-nella-cappella-degli-scrovegni-di-padova.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="436" src="https://ilmanifesto.it/cdn-cgi/image/width=1400,format=auto,quality=85/https://static.ilmanifesto.it/2023/04/16pol2-f01-attivisti-di-ultima-generazione-manifestano-nella-cappella-degli-scrovegni-di-padova.jpg" width="582" /></a></div><br /> </div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-39580329766758720842023-04-15T13:29:00.006+02:002023-04-15T13:30:35.118+02:00<p> </p><h1 class="c-article-title u-display-inline" style="text-align: center;">Germania: chiudono tre centrali nucleari, la soddisfazione degli ambientalisti </h1><h1 class="c-article-title u-display-inline" style="text-align: center;"> </h1><div class="c-article-title u-display-inline" style="text-align: center;"><h3><a href="https://it.euronews.com/2023/04/14/germania-chiudono-tre-centrali-nucleari-la-soddisfazione-degli-ambientalisti" target="_blank">Leggi l'articolo su EuroNews...</a></h3></div><div class="c-article-title u-display-inline" style="text-align: left;"> </div><div class="c-article-title u-display-inline" style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKF3_CHa9_yQhphpNeg_D0MAUd14ZgnDh5SSeHmlZnwdgi-3AIzLS7PKy0szipoAFkZbUr5PPWwixTaYU4t5Gbso7yt1QFOcET6vItpOiyQfLTdreV3lAQF0W3ecZL5I5m-tazempX7kz4DSkHO4ChtL_29F0GeKZfLfthGR4Dlk7lQppjD-d9GaXNOg/s2320/Screenshot%202023-04-15%20at%2013-27-12%20Germania%20chiudono%20tre%20centrali%20nucleari%20la%20gioia%20degli%20ambientalisti.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1310" data-original-width="2320" height="255" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKF3_CHa9_yQhphpNeg_D0MAUd14ZgnDh5SSeHmlZnwdgi-3AIzLS7PKy0szipoAFkZbUr5PPWwixTaYU4t5Gbso7yt1QFOcET6vItpOiyQfLTdreV3lAQF0W3ecZL5I5m-tazempX7kz4DSkHO4ChtL_29F0GeKZfLfthGR4Dlk7lQppjD-d9GaXNOg/w450-h255/Screenshot%202023-04-15%20at%2013-27-12%20Germania%20chiudono%20tre%20centrali%20nucleari%20la%20gioia%20degli%20ambientalisti.png" width="450" /></a></div><br /> <br /></div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-6446935935416454862023-04-03T13:25:00.002+02:002023-04-03T13:26:56.853+02:00<h2 style="text-align: center;"> Transizione ecologica?</h2><h4 style="text-align: center;">Le idee confuse dei politici europei....</h4><h4 style="text-align: center;"><br /></h4><div style="text-align: left;">Da "Domani" del 3/04/23</div><div style="text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6w1CJQh0pWh02xCcLuJIKzRmvu2-TYNbsVY12AuuVgrp5nS2-bdvGQ-LHA_BCfxPKesPlw2ePghSMUw9fKUe-VwcT_Fz5ivtWeeQ-DRd1QzWHdCDJJjQu2rd8XkJB6wW83jozaNDjolKSj9RkOidL0tP0g3-3cGVfy__sodlYs50wxSHFTRfC7zSoEg/s1500/e-fuel.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1500" data-original-width="513" height="1116" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6w1CJQh0pWh02xCcLuJIKzRmvu2-TYNbsVY12AuuVgrp5nS2-bdvGQ-LHA_BCfxPKesPlw2ePghSMUw9fKUe-VwcT_Fz5ivtWeeQ-DRd1QzWHdCDJJjQu2rd8XkJB6wW83jozaNDjolKSj9RkOidL0tP0g3-3cGVfy__sodlYs50wxSHFTRfC7zSoEg/w380-h1116/e-fuel.jpg" width="380" /></a></div><br /><div style="text-align: left;"><br /></div>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0tag:blogger.com,1999:blog-691957580968843294.post-12902654781110859582023-03-01T11:05:00.003+01:002023-03-01T11:06:22.791+01:00<p> </p><h2 style="text-align: center;">Le anomalie dei ghiacci</h2><p>Da "Euronews" - 20/2/23... <br /></p><p>...Questo è un periodo dell'anno interessante per osservare il ghiaccio marino ai poli.</p><p>Iniziamo dall'<b>Artico</b>,
dove l'estensione del ghiaccio marino è stata del 4 per cento inferiore
alla media a gennaio, il terzo livello più basso mai registrato.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://static.euronews.com/articles/stories/07/39/81/36/1920x1075_cmsv2_aa9d2218-2527-576c-aef2-241a1051f923-7398136.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="448" data-original-width="800" height="356" src="https://static.euronews.com/articles/stories/07/39/81/36/1920x1075_cmsv2_aa9d2218-2527-576c-aef2-241a1051f923-7398136.jpg" width="636" /></a></div><br /><p><br /> In <b>Antartide</b> si ha la più bassa estensione di ghiaccio
marino mai registrata per il mese di gennaio: il 31% al di sotto della
media 1991-2020.</p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://static.euronews.com/articles/stories/07/39/81/26/1920x1075_cmsv2_e2ace4dc-9d74-51a7-b179-1f790be8924c-7398126.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="448" data-original-width="800" height="358" src="https://static.euronews.com/articles/stories/07/39/81/26/1920x1075_cmsv2_e2ace4dc-9d74-51a7-b179-1f790be8924c-7398126.jpg" width="639" /></a></div><br /><p></p>Graziano Scotto di Clementehttp://www.blogger.com/profile/13859798138690391619noreply@blogger.com0