tag:blogger.com,1999:blog-7312440524365423972024-03-05T21:04:52.160+01:00Rimedio-EvoUgo Bardihttp://www.blogger.com/profile/18231859786466899924noreply@blogger.comBlogger564125tag:blogger.com,1999:blog-731244052436542397.post-3129632382889561802023-11-05T19:41:00.003+01:002023-11-05T19:41:48.950+01:00Il Blog di Ugo Bardi Chiude per Lutto<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSsssOotSnB1OYvtVUU4OtoUJpyObeTYmBzrfNynVZKPiILuuNNcP-2IyEt2dOGspFrk40oUEeZBUzalStIDd-N7bIlb4mP09ZD1frNSl9xYusIpP6lpHhMLenAjilmSL48hP6VFA1e2sdA8csZdiHqPTtxclS8RpiCNEGQdd9gc6vWhJ2gNUlCJo4bhI/s266/lutto1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="235" data-original-width="266" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSsssOotSnB1OYvtVUU4OtoUJpyObeTYmBzrfNynVZKPiILuuNNcP-2IyEt2dOGspFrk40oUEeZBUzalStIDd-N7bIlb4mP09ZD1frNSl9xYusIpP6lpHhMLenAjilmSL48hP6VFA1e2sdA8csZdiHqPTtxclS8RpiCNEGQdd9gc6vWhJ2gNUlCJo4bhI/w213-h188/lutto1.jpg" width="213" /></a></div><br /><p></p><p>Questo blog si prende una pausa. Ci sono dei momenti nella vita in cui l'unica risposta possibile di fronte all'orrore e alla follia è il silenzio. Ed è quello che faccio. Silenzio. Basta sciocchi commenti, basta post che cercano di spiegare cose che dovrebbero essere ovvie. </p><p>Forse nel futuro il blog riaprirà nella stessa forma, o forse no. Vedremo. Per il momento, ognuno è solo a guardarsi nello specchio e a scoprire l'orrore di essere umani. </p><p><br /></p><p>UB.</p><p><br /></p><p><br /></p><p><br /></p>Ugo Bardihttp://www.blogger.com/profile/18231859786466899924noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-39163603693456159402023-11-04T15:59:00.001+01:002023-11-04T15:59:58.046+01:00Non lo sai tu gancio spiaggiato<p>
</p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">Non
lo sai tu gancio spiaggiato</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">d'anima
d'acciaio e cadmiata pelle</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">orfano
di gruccia che forse fu di legno</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">oppure
d'incolpevole polistirene fuso</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">ignori
la tua forma semplice enigmatica</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">per
noi soltanto immagino perché</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">sempre
cerchiamo simboli che leghino</span></p>
<p style="margin-bottom: 0cm;"><br />
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">la
passeggiata in riva al mare</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">al
transito epocale obbligatorio</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">di
globi fulgenti o sfere inerti</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">e
al nostro fra un tiepido abitacolo</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">ed
un impermanente freddo loculo</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">il
gaio irsuto frutto del corbezzolo </span>
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">con
il suo pentagono nascosto</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">sotto
l'aggrappo del picciolo</span></p>
<p style="margin-bottom: 0cm;"><br />
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">nemmeno
lui vegeto vivente</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">si
rende conto dell'immensa trama</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">della
quale dall'atomico pulviscolo</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">su
su fino ai mostruosi ammassi</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">ordito
siamo tutti quanti insieme</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">stretti
e tessuti quale drappo enorme</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">per
essere strappato al termine</span></p>
<p style="margin-bottom: 0cm;"><br />
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">d'un
divino intento ormai compiuto. </span>
</p>
<p style="margin-bottom: 0cm;"><img alt="" height="400" 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" 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" width="225" /> Marco Sclarandis<br /></p>
Marcohttp://www.blogger.com/profile/13610311568817444090noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-66546497910986890802021-10-31T18:03:00.000+01:002021-10-31T18:03:12.671+01:00MMQ<p> </p><p style="text-align: left;"> <a href="https://blogger.googleusercontent.com/img/a/AVvXsEjvb4Zlok5h1NM7fMyRB_pg_ojqe8lHgCn8OZExTSWzkFuuPKs968ngqNpXu7Y-5JPRrE87RvwH18AQwlcBT7wLgcY_ULOQR9VSiwa6sZ-vIfYtMGVuE6pEx7XAl0QGIqzkGxXDhqC0mMr6f0pmDFtp-QIzIjosfGsp7_46kvtDqsIhmD60Rxsrr262yg=s1600" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEjvb4Zlok5h1NM7fMyRB_pg_ojqe8lHgCn8OZExTSWzkFuuPKs968ngqNpXu7Y-5JPRrE87RvwH18AQwlcBT7wLgcY_ULOQR9VSiwa6sZ-vIfYtMGVuE6pEx7XAl0QGIqzkGxXDhqC0mMr6f0pmDFtp-QIzIjosfGsp7_46kvtDqsIhmD60Rxsrr262yg=s320" width="320" /></a></p>Da qualche tempo comincia a serpeggiare l'idea che lo scopo principale delle vaccinazioni anticovid siano parte, almeno, di un piano per diciamo così, "sfoltire" la presente popolazione umana. Se così fosse varrebbe la pena chiedersi quanti individui dovrebbero lasciare questo mondo, e con un certo anticipo, ovviamente.E' sottinteso che l'entità di questo "sfoltimento" deve, si fa per dire "valer la pena", almeno per chi avrebbe escogitato questo piano.<p></p><p>La stima della popolazione attuale è di circa sette miliardi e mezzo, quindi, su questo numero bisognerebbe, sempre si fa per dire, ragionare.Azzardiamo una cifra.Un milione di morti giornalieri. Ecco spiegato il titolo in forma di acronimo del titolo di questo post.La Q sta per Quotidiani.......... Quindi, trecentosessantacinque o trecentosessantasei milioni di morti all'anno e di consequenza tre miliardi e rotti ogni decennio, sempre che il piano "funzioni alla perfezione". Ah, è sottinteso pure che lo "sfoltimento" sia al netto delle nascite, altrimenti "la vasca"dove sguazzano gli indesiderati invece di svuotarsi traboccherebbe lo stesso.</p><p>Ad essere più maliziosi, il virus stesso sarebbe stato fabbricato a tale scopo.Se così fosse ancora, per il momento i risultati sarebbero piuttosto modesti ma può essere che tutta la faccenda sia più complessa di quanto appare a prima vista.Allora, si crea un virus capace di causare una pandemia, poi, a pandemia conclamata si creano dei vaccini per convincere mezzo mondo a vaccinarsi, ma siccome la pandemia ha creato un pandemonio economico, finanziario e sociale, questo pandemonio dovrebbe servire proprio a creare le condizioni psicologiche di massa per raggiungere quello "sfoltimento" che ho citato prima.Ma quando si scende a considerate i dettagli dello "sgombero"viene fuori il fatto che bisognrebbe almeno preventivamente munirsi di sufficienti becchini e che siano fedeli alla missione fino alla morte, appunto.Ma questo è solo uno di numerosissimi dettagli, magari non tutti sarebbero disposti ad accontentarsi di un funerale con fossa comune e rito collettivo, e tanto peggio tanto meglio, potrebbero osare ribellarsi. <br /></p><p>Sembrerebbe che sia tutto chiaro, forse, ma io credo invece, che la realtà dei fatti sia più complessa ancora, anche se si può riassumere in due concetti molto semplici.Tanto semplici quando difficili da accettare nelle loro conseguenze.Il primo è che se tutta la fisica tuttora conosciuta ha delle fondamenta comunque solide, allora per davvero siamo riusciti a cambiare il clima della Terra. L'altro è che noi siamo l'unica specie che cerca ossessivamente e coscientemente di superare qualsiasi limite che gli si para davanti.La stranezza, veramente bizzarra, è che molti di noi, sotto sotto, non vogliono proprio credere che siamo riusciti a cambiare il clima terrestre.La loro litanìa a sostegno della loro incredulità, recita: "Il clima é sempre cambiato!" </p><p>Non li turba per niente che solo molto di rado ci metta secoli e addirittura decenni per cambiare. Comunque, purtroppo o per fortuna, il clima non si può cambiare come un paio di mutande, e tanto meno con la stessa sveltezza.Che noi ci siamo riusciti è più simile ad un maleficio che ad un meraviglioso prodigio.I dinosauri non hanno cambiato il clima, nemmeno invocando essi stessi lo schianto di un asteroide.A meno che la paleontologia non sia tutta una farneticazione tra ubriachi. <br /></p><p>Ma gli stessi increduli, che cominciano a intuire quanto il cambiamento climatico si stia rivelando reale, drammatico e con tendenza al catastrofico, s'ingegnano per credere a chissà quali magie tecnologiche che possano, in tempi utili s'intende, riportare il clima alle belle ma ormai perdute stagioni. Ora, c'è un nesso fra la teoria dello "sfoltimento" o ancor meglio "sfollamento coatto" e il clima attuale?</p><p>Credo proprio di sì e sarebbe semplicemente questo: Ogni clima terrestre, in vari tempi modi ed estensioni, ha costretto tutte le specie viventi ad adattarsi senza consultarne preventivamente nessuna.Noi siamo l'unica, a quanto pare, che abbia avuto il privilegio di accorgersi degli indizi di tale cambiamento, ma a causa della sua peculiare natura, refrattaria all'accezione di qualsiasi limite, ha preferito e tuttora preferisce affrontare il cambiamento come se fosse una sfida simbolica, dove basta dare un nome alle cose per dominarle. Questo modo d'agire funziona, ma solo fino ad un certo punto, o guarda caso, limite.Le parole sono pietre, si dice ma senza piccone mazza e pala restano parole.<br /></p><p>Ecco allora, che siccome tutto è collegato con tutto, sebbene con intrecci sottilmente vari e complessi, l'idea che qualcuno, qualcosa o chissà cosa, ci voglia ci voglia far sloggiare da questa Terra è tutt'altro che campata per aria.Anzi aleggia proprio nell'aria stessa che respiriamo dalla culla alla tomba.Una parte su duemila, una oligarchia molecolare, anzi un ristretto clan di oligarchie molecolari sono quel qualcuno, che ci sta mandando l'ingiunzione di sfratto e coatto pure. Poi, come la Storia insegna, ci furono individui illusi d'essere onnipotenti fino a credersi immortali, almeno come stirpe, e ce ne sono ancora fra noi. E grazie alla condiscendenza di miliardi di più miti mortali individui fanno sì che uno valga per duemila, chimicamente e politicamente.Oligarchia molecolare? Eccola:<br /></p><p>Quando il biossido di carbonio, il metano e altri affiliati gas ad effetto serra, supereranno quella soglia di una parte su duemila, anche l'ordinariamente mansueto vapor acqueo diverrà ordinariamente irascibile come un elefante in estro. Allora sì che il clima farà davvero la cernita fra chi sarà sommerso letteralmente parlando, e chi a carissimo prezzo, salvato.Per ci vuol credere, nelle nubi dei cicloni degli uragani dei tifoni, nelle torride atmosfere che cuociono gli alveari urbani volteggiano gli immateriali elenchi di quella cernita. Possiamo ancora depennarne molti.</p><p>Volendo.</p><p>Marco Sclarandis<br /></p><p><br /></p><p><br /></p><p><br /></p><p> <br /></p><p><br /></p><p><br /></p><p><br /></p><br />Marcohttp://www.blogger.com/profile/13610311568817444090noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-50922982669618262862021-10-31T10:34:00.001+01:002021-10-31T10:34:50.414+01:00IL ruolo delle foreste nella protezione del clima della Terra <p> Avanti, amici olobionti!<br /> </p><p>Giovedì 28 ottobre 2021<br /> </p><p>Anastassia Makarieva parla del ruolo delle foreste nella protezione del clima della Terra Anastassia Makarieva in un recente discorso ha raccomandato la conservazione dell'olobiont della foresta naturale:<br /><br />Il discorso internazionale sul clima menziona le foreste in due contesti: come depositi di carbonio e come fonti rinnovabili di materiali ed energia. <br /><br />Se attuata nelle politiche globali, questa visione ristretta delle foreste può, contrariamente alle aspettative, peggiorare la destabilizzazione del clima. Due aspetti cruciali sono sottovalutati e poco studiati. <br /><br />Il primo è il ruolo importante delle foreste come regolatori dei vari aspetti del ciclo dell'acqua, compresa la copertura nuvolosa (una fonte importante di incertezze climatiche) e il trasporto oceanico-terrestre e transcontinentale dell'umidità atmosferica. <br /><br />La seconda è la differenza nelle funzioni ambientali delle foreste primarie, in gran parte imperturbate dalle attività antropogeniche, rispetto alle foreste sfruttate. Mentre le prime si sono evolute per massimizzare l'omeostasi ambientale, i secondi sono stati selezionati per massimizzare la produttività economica. Le due cose non possono essere massimizzate simultaneamente. <br /><br />Le strategie di successo per la mitigazione del cambiamento climatico dovrebbero dare la priorità alla conservazione delle foreste naturali auto-sostenibili ancora esistenti affinché l'umanità continui a beneficiare del loro potenziale di stabilizzazione del clima.</p><p>Traduzione DeepL <br /></p><p>Ripreso da: <br /></p><h1 class="title" style="background: transparent; border-width: 0px;"><span style="font-weight: normal;"><span style="font-size: small;">The Proud Holobionts di Ugo Bardi<br /></span></span></h1>Marcohttp://www.blogger.com/profile/13610311568817444090noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-27411259170417906082021-10-26T14:56:00.003+02:002021-10-26T14:58:23.314+02:00L'età degli stermini (VI): La grande carestia che verrà<p>Il terzo cavaliere dell'apocalisse, la fame, è tradizionalmente rappresentato con una bilancia in mano, a simboleggiare la scarsità. Le carestie non sono normalmente considerate stermini ma, in molti casi, sono state provocate da azioni umane. Oggi, tendiamo a vedere le carestie come una cosa del passato, c'è una regola nella storia che ciò che è accaduto in passato può accadere di nuovo in futuro, e di solito lo fa. Per pura coincidenza (o forse no), lo stesso giorno in cui è stato pubblicato questo post, il presidente Putin ha detto al Valdai Club che "un certo numero di paesi e persino intere regioni sono regolarmente colpiti da crisi alimentari. ... ci sono tutte le ragioni per credere che questa crisi peggiorerà nel prossimo futuro e potrà raggiungere forme estreme". Non ci sono mai stati quasi 8 miliardi di persone sulla Terra, e quello che il futuro porterà loro è tutto da vedere.<br /> <br /> <br />Questo è il 6° post di una serie che esplora una delle sezioni più oscure del comportamento umano, quella degli stermini di massa. I post precedenti si sono occupati dello sterminio delle streghe in Europa, dei giovani durante la prima guerra mondiale, degli anziani, dei ricchi, degli inutili, e ora questo sulle carestie come arma di distruzione di massa. D'ora in poi, penso che mi sposterò su argomenti diversi, anche se potrei tornare su questo, un po' deprimente ma sicuramente affascinante.<br /><br />Immaginate di essere un contadino irlandese che vive all'inizio del XIX secolo. State con la vostra famiglia in un cottage di fango o di pietra. Una sola stanza sotto un tetto di paglia, senza finestre, senza camino, pochi mobili. Paghi un piccolo affitto al tuo padrone britannico lavorando per lui. Mangi le patate che coltivi in un campo vicino alla tua casa e ti riscaldi con la torba che scavi nelle vicinanze. Non hai visto molto del mondo al di fuori del tuo villaggio, ma è il posto dove vivi, dove sei nato, dove hai i tuoi amici e la tua famiglia e dove hai la tua vita sociale. Non possiedi nulla e sei perfettamente felice.<br /><br />Ma la tua felicità si trasforma in dispiacere nel 1845, quando vedi le tue piante di patate diventare nere e arricciate e poi marcire. Non puoi sapere che è a causa di un fungo che attacca la pianta di patate, ma sai che presto rimarrai senza patate. Alla fine dell'anno inizia la grande carestia. <br /><br />Non immaginavi che essere poveri significasse essere così miserabili. Non possedere nulla significa che non puoi comprare il cibo o contrattare per averlo. Non hai nessun potere, nessuna influenza, nessuna importanza per i padroni inglesi che non si preoccupano di te e della tua famiglia. E non avete armi, né l'addestramento militare che vi permetterebbe di ribellarvi ai vostri padroni. Se non puoi lasciare l'Irlanda, non hai altro da fare che aspettare la morte. <br /><br />Negli anni dal 1845 al 1852, l'Irlanda perse un quarto della sua popolazione come effetto della Grande Carestia (l'An Gorta Mór). In pochi decenni, la popolazione dell'Irlanda fu ridotta a 4 milioni, la metà di quella che era prima della carestia. <br /><br />Fu uno sterminio? Sì, se si definisce il termine come la morte di un gran numero di persone causata dall'azione (o dall'inazione) umana. E non c'è dubbio che il disastro irlandese non fu solo il risultato dell'arrivo casuale di un fungo che amava le patate irlandesi. L'Irlanda era molto popolata, certo, ma non molto più della maggior parte dei paesi europei. Quindi, cosa è successo? <br /><br />Per alcuni, la colpa è degli irlandesi che continuarono allegramente a fare figli senza rendersi conto che la popolazione stava crescendo oltre i limiti di ciò che la loro isola poteva sostenere continuamente. Per altri, fu a causa dei malvagi inglesi che si rifiutarono di aiutare gli irlandesi quando stavano morendo di fame. Alcuni sostengono addirittura che lo sterminio degli irlandesi era stato pianificato in anticipo. Lo chiamano "l'olocausto irlandese".<br /><br />È improbabile che ci sia mai stato un piano per spopolare l'Irlanda, gli inglesi non avevano motivo di farlo. Ma è vero che si sono comportati in modo abominevole con l'Irlanda e non solo al tempo della carestia, anche se non peggio di quanto fecero altre potenze coloniali con i loro sudditi. L'Irlanda non è mai stata una colonia britannica, ma è stata trattata come tale. La terra fu sfruttata al massimo livello possibile e gli irlandesi furono disprezzati e considerati solo come manodopera a basso costo - di cui c'era un eccesso. Quando arrivò la carestia, il governo britannico fece molto poco per aiutare, a volte agendo in modi che peggiorarono la situazione. Quindi, sì, il termine "sterminio" è appropriato, anche se nessuno lo aveva pianificato. La storia è una grande ruota che rotola avanti e schiaccia chiunque trovi sul suo cammino. Fu il destino che toccò a Bridget O'Donnell, una delle tante vittime della carestia, di cui abbiamo un disegno che la mostra con i suoi bambini affamati.<br /> <br /> Ora esaminiamo i nostri tempi. Ricordate che se qualcosa è accaduto una volta nella storia, può accadere di nuovo, e di solito lo farà. Ci è già stato detto che nel prossimo futuro "non possederemo nulla e saremo perfettamente felici". Questa può non essere una cattiva idea in sé, ma se pensate al destino dei contadini irlandesi, allora è inquietante. </p><p>Ancora più inquietante è il fatto che dipendiamo completamente dai combustibili fossili per la nostra agricoltura, ed è garantito che la loro produzione diminuirà in un futuro non lontano. Potremmo affrontare lo stesso destino degli irlandesi del XIX secolo? Dopo tutto, anche noi viviamo su un'isola, solo molto più grande. <br /><br />Quando si discute di questi argomenti, è tradizione essere tempestati di patate irlandesi marce per essere "catastrofisti", ma la domanda è legittima e il fatto che alcune previsioni si siano rivelate troppo pessimistiche, come quelle di Paul Ehrlich nel 1968, non significa che una grande carestia globale non possa accadere. Ma per evitare gli errori del passato, abbiamo bisogno di modelli più dettagliati del futuro. Uno dei primi studi che si è occupato delle tendenze della popolazione globale è stato lo studio "The Limits to Growth" del 1972.<br /><br /><br /><br /> <br />Vedete, qui sopra, i risultati del calcolo dello scenario "base case", quello che usava i dati che erano considerati i più affidabili e accurati all'epoca. Probabilmente sapete che lo studio è stato ampiamente considerato troppo pessimista, poi demonizzato e consegnato alla pattumiera delle teorie scientifiche sbagliate. Non lo era. Ma potrebbe essere stato troppo ottimista nelle sue proiezioni sulla popolazione mondiale. <br /><br />Si noti come, nel calcolo, il declino della popolazione mondiale inizia intorno al 2050, circa tre decenni dopo l'inizio del crollo del sistema industriale e agricolo. Perché la popolazione continua a crescere mentre la gente muore di fame? Improbabile, a dir poco. <br /> <br />È difficile quantificare le intenzioni delle persone di avere o non avere figli, così i modellatori hanno usato i dati passati sulle nascite in funzione del prodotto interno lordo (PIL). Era equivalente a "eseguire al contrario" la transizione demografica che ha avuto luogo negli anni '60, quando la natalità era crollata in molte regioni del mondo in parallelo con un aumento del PIL pro capite. Il risultato era che il modello presupponeva che una contrazione del PIL inducesse le persone ad avere più figli. <br /><br />Queste ipotesi sono state poi riconsiderate e sono stati ottenuti risultati diversi nel 2004. <br /><br /><br />Ora, la popolazione inizia a diminuire intorno al 2030, meno di un decennio dopo che la produzione di cibo inizia a crollare, e questo sembra molto più ragionevole. Eppure, anche questa curva ha dei problemi: credereste davvero che nel mezzo del grande tumulto del collasso globale il risultato sarebbe un declino così dolce? <br /><br />Più probabilmente, tutti i quattro cavalieri dell'apocalisse entrerebbero in gioco e genererebbero un disastroso crollo generale. Questo è chiamato "Effetto Seneca". Vedete la forma tipica della Curva di Seneca nella figura: il declino è molto più veloce della crescita.<br /><br />Modelli come quello usato per i "Limiti alla crescita" non possono riprodurre una Curva di Seneca veramente netta perché non considerano i molti possibili "punti di ribaltamento" che possono colpire il sistema mondiale. Ma i dati storici ci dicono che la forma di Seneca è il comportamento tipico dei collassi di popolazione. Ecco un esempio con i dati della grande carestia in Irlanda (dal libro di Ugo Bardi "The Seneca Effect"). Si può vedere chiaramente la "forma di Seneca" della curva, con un forte declino dopo la crescita. <br /> <br /><br /><br />Ecco un altro esempio, l'Ucraina, come mostrato in un articolo che ho pubblicato su "The Journal of Population and Sustainability," <br /><br /><br />Gli ucraini non sono davvero morti di fame dopo la caduta dell'Unione Sovietica nel 1991, ma sono diventati improvvisamente molto più poveri di prima. Il risultato fu una dieta di qualità inferiore e un crollo del sistema sanitario. Aggiungete a questo il declino generale della qualità della vita, quindi potete immaginare che la popolazione ucraina ha iniziato a diminuire per due effetti combinati: l'aumento della mortalità, e il calo della natalità. Notate come la curva sia simile a quella dell'Irlanda. Altri paesi dell'ex Unione Sovietica mostrano questo tipo di curve. Sembra essere una tendenza generale: quando un grave disastro colpisce, la popolazione inizia a diminuire quasi immediatamente dopo.<br /><br />Se qualcosa di simile accadesse a livello mondiale, lo vedremmo in pochi anni dopo un crollo economico o politico. È perfettamente possibile che sia esattamente ciò che sta accadendo con la crisi attuale che vede una serie di fattori che si combinano per far crollare il sistema: collasso dell'assistenza sanitaria, interruzione dell'approvvigionamento alimentare, cambiamento climatico, erosione del suolo ed esaurimento dei minerali, crisi finanziaria e altro. Tutti questi fattori stanno spingendo verso un crollo globale della popolazione che potrebbe iniziare nei prossimi anni. <br /><br />Potremmo chiamare questo crollo della popolazione uno "sterminio"? Questo dipenderà da cosa faranno i governi. Sicuramente, è improbabile che stiano pianificando una futura carestia, ma come reagirebbero se ne arrivasse una? Potrebbero cercare di fare del loro meglio per aiutare, ma potrebbero anche non fare nulla. Oppure potrebbero decidere di spingere attivamente verso il rafforzamento della crisi come un'occasione per eliminare le persone che non gli piacciono. <br /><br />Se siete tra quelle persone che non sono utili allo stato (come i contadini irlandesi a metà del XIX secolo) o, Dio non voglia, un peso per le élite al potere, allora vi aspettano tempi duri. La vostra situazione sarà particolarmente preoccupante se sarete una di quelle persone "felici" che non possiedono nulla, o al massimo denaro elettronico che il governo può cancellare a volontà. Per non parlare dei metodi di sorveglianza elettronica che non ti lasciano alcuna possibilità di fare qualcosa che non gli piace o di andare dove non vogliono che tu vada. <br /><br />E, sì, è perfettamente possibile che la prossima crisi si presenti sotto forma di uno sterminio per fame: il terzo cavaliere sul suo cavallo nero. <br /><br /><br />La frase completa del presidente Putin alla conferenza del Valdai Club: "Inoltre, un certo numero di paesi e persino intere regioni sono regolarmente colpiti da crisi alimentari. Probabilmente ne discuteremo più tardi, ma ci sono tutte le ragioni per credere che questa crisi peggiorerà nel prossimo futuro e potrà raggiungere forme estreme". Forse legge questo blog?<br /></p>Marcohttp://www.blogger.com/profile/13610311568817444090noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-55735472452433146682021-10-20T06:30:00.001+02:002021-10-20T06:38:42.564+02:00L'età degli stermini <p>
</p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">Lunedì
18 ottobre 2021<br />L'età degli stermini (V): Il suicidio come arma
di distruzione di massa<br /><br />Regina Lisso, ragazza tedesca di 21
anni, fotografata nel 1945 dopo essersi uccisa ingerendo una capsula
di cianuro. Fu abbastanza sfortunata da trovarsi nel mirino di un
grande sforzo di propaganda in cui i governi alleato e tedesco
collaborarono per convincere i tedeschi a suicidarsi. È difficile
convincere la gente ad uccidersi, ma non si può escludere che possa
essere riprovato in qualche forma indiretta. </span></p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">Questa è la
quinta parte (una, due, tre e quattro) di una serie dedicata ad
esplorare una zona oscura del comportamento umano: gli stermini di
massa. Qui, esamino forse la parte più oscura di essa: quando le
vittime possono essere convinte a sottomettersi per essere uccise o
addirittura ad uccidersi con bugie e propaganda. <br /><br />Durante gli
ultimi due anni della Seconda Guerra Mondiale, il governo tedesco e
quello alleato si trovarono in un'alleanza diabolica. Entrambi
volevano che i tedeschi combattessero come topi in un angolo fino
all'ultimo momento, ma per ragioni diverse. I tedeschi cercavano di
rimandare la loro sconfitta, gli Alleati volevano la distruzione
della base militare e industriale della Germania. Potete trovare
questa storia raccontata in dettaglio nel mio libro "Before
Collapse" (1). <br /><br />Un effetto collaterale di questo strano
sforzo bipartisan fu la nascita di forse il primo psyop della storia
che cercò di convincere una popolazione nemica a commettere un
suicidio di massa. Nel 1945, gli inglesi stamparono e distribuirono
in Germania una cartolina di propaganda scritta in tedesco e
presumibilmente emessa dal governo nazista. Essa forniva istruzioni
dettagliate su come impiccarsi (cartolina "H. 1321") (2).
Ancora più strano, i tedeschi collaborarono con gli alleati nello
spingere i civili tedeschi al suicidio. Forse erano posseduti da
un'ebbrezza mistica sulla morte gloriosa ma, più probabilmente, il
governo tedesco ragionava sul fatto che il suicidio di massa era un
modo facile per sbarazzarsi delle persone improduttive, soprattutto
donne. Il risultato fu l'ampia distribuzione di capsule di cianuro
alla popolazione. Una di queste capsule di cianuro fu usata da Regina
Lisso, una ragazza di 21 anni che non aveva motivo di morire, ma che
fu presa nella follia della tempesta propagandistica. Altri tedeschi
usarono metodi diversi: impiccagione, annegamento, pistole e altro.
<br /><br />Tuttavia, il suicidio indotto come arma di sterminio di massa
si rivelò scarsamente efficace. Non ci sono stime affidabili del
numero totale di vittime in Germania, principalmente a causa del caos
degli ultimi mesi di guerra, ma anche perché tutti volevano
mantenere un velo di silenzio sulla storia dopo che la guerra era
finita. Da quello che sappiamo, sembra che alcune decine di migliaia
abbiano scelto di uccidersi. Non un numero trascurabile, ma solo una
frazione minore della popolazione tedesca, all'epoca oltre 60
milioni.<br /><br />Gli scarsi risultati della psyop suicida congiunta
alleata/tedesca nel 1945 non dimostrano che non si possano ottenere
effetti molto più grandi. Nella storia, ci sono stati casi in cui il
tasso di vittime era del 100%. Un esempio è la caduta della fortezza
di Masada nel 73 d.C., dove i difensori ebrei scelsero di uccidere se
stessi e le loro famiglie piuttosto che arrendersi ai romani. Un
esempio moderno è quando, nel 1978, più di 900 seguaci del leader
religioso Jim Jones si uccisero in un apparente caso di avvelenamento
di massa. <br /><br />In entrambi i casi, non sono rimasti sopravvissuti
per dire come sono andate esattamente le cose, ma è chiaro che, a
Masada, i difensori si sono uccisi a vicenda piuttosto che
suicidarsi. Nel caso dei seguaci di Jones, è possibile che molte
delle vittime, se non tutte, siano state uccise con armi da fuoco
piuttosto che avvelenate (3). Sembra che sia più facile convincere
le persone a impegnarsi in un patto di suicidio consensuale piuttosto
che uccidersi direttamente. Forse perché sperano di avere una
possibilità di sfuggire alla morte all'ultimo momento. È successo
all'assedio di Jotapata (Yodfat) nel 67 d.C. quando il comandante
delle forze ebraiche (Ben-Matityahu, più tardi noto come "Flavio
Giuseppe") sfuggì al patto suicida dei difensori e disertò per
i romani.<br />Quindi, le psyops non possono trasformare il suicidio in
un'arma di sterminio di massa. Anche nelle situazioni peggiori,
piuttosto che uccidersi, la gente si impegnerà in tentativi
disperati di reagire, come i piloti kamikaze giapponesi, o i nativi
americani nel XIX secolo con il loro culto della camicia fantasma.
Tuttavia, ci potrebbero essere possibilità creative per
un'eliminazione "soft" di un gran numero di persone
consenzienti. Un modo potrebbe essere quello di non far sapere loro
cosa sta succedendo. In alternativa, potrebbero essere convinti ad
uccidersi in modi che non riconoscono come "suicidio".
Entrambi i metodi richiedono l'inganno, ma questo non è un problema:
l'inganno è parte integrante del concetto stesso di
"Propaganda".<br /><br />Tutti conosciamo la storia di persone
che entrano tranquillamente nelle camere di gassazione dopo che gli è
stato detto che avrebbero fatto una doccia. È un esempio della
strategia di inganno usata nella Germania nazista per eliminare
quella frazione della popolazione definita "Lebensunwertes
Leben", "vita indegna di vivere". Essa includeva non
solo gli ebrei e altre minoranze etniche, ma anche cittadini tedeschi
"ariani" affetti da malformazioni o semplicemente
considerati "inferiori". <br /><br />In Germania, i medici
regolari usavano i barbiturici per uccidere i bambini e le camere a
gas per sbarazzarsi degli adulti. Né le vittime né le loro famiglie
erano informate di ciò che veniva fatto. Ufficialmente, le vittime
venivano ricoverate in ospedale per ricevere qualche tipo di
trattamento medico, e, più tardi, le famiglie ricevevano la notizia
che, purtroppo, i loro parenti non erano sopravvissuti al tentativo
di curarli. Il numero di tedeschi etnici uccisi in questo modo è
stimato in circa 300.000. Molto inferiore a quello degli ebrei e di
altri gruppi etnici, ma comunque non trascurabile. <br /><br />Queste
morti non erano suicidi, ma c'era un certo elemento di accettazione
volontaria della procedura ed è difficile pensare che la gente non
sospettasse almeno cosa stava succedendo. La mente umana è
flessibile, e probabilmente tutti, comprese le vittime, stavano
facendo del loro meglio per credere che fosse tutto fatto per il bene
della loro salute. Perciò non hanno opposto alcuna resistenza e
hanno persino collaborato con i loro sterminatori. <br /> <br />Ai nostri
tempi, abbiamo metodi per sbarazzarci delle persone con il loro
consenso che non erano disponibili nella Germania nazista. In termini
di "abuso di sostanze", abbiamo un'ampia scelta di sostanze
che accorciano l'aspettativa di vita e che sono ingerite
volontariamente dalle persone. In alcuni casi sono proibite, anche se
ottenibili illegalmente (eroina, cocaina e altre). Alcune sono
commercializzate ma pubblicizzate con severe limitazioni (alcol e
tabacco). In altri casi, sono fortemente pubblicizzati e ampiamente
disponibili (cibo spazzatura). Dobbiamo anche menzionare che alcuni
trattamenti medici sono ampiamente raccomandati come buoni per la
salute, ma nessuno sa se lo sono veramente (4) e in alcuni casi, si
scopre solo dopo che sono molto cattivi. Forse vi ricordate il caso
del Talidomide, ma ce ne sono molti altri nella storia della
medicina. Sicuramente ci saranno altri casi in futuro.<br /><br />Anche
se efficaci, queste sostanze sono modi lenti e disordinati per
sbarazzarsi delle persone e possono generare effetti collaterali
negativi in termini di criminalità diffusa e handicap costosi da
curare. Per esempio, la cocaina presa ogni giorno accorcia la vita di
una persona di circa 10 anni, troppo lento per essere interessante
per gli aspiranti sterminatori. È almeno improbabile che la
diffusione delle droghe pesanti nella nostra società sia il
risultato di un malvagio piano di sterminio, anche se alcune agenzie
dello stato profondo potrebbero avere un ruolo nella loro fornitura e
distribuzione. <br /><br />A questo punto, la questione è se lo stress
sulla nostra società potrebbe accumularsi fino a un livello in cui
cominceremmo a fare le cose che furono fatte in Germania durante il
periodo nazista, cioè sterminare le persone individuate per qualche
fattore fisico, credo religioso o ideologia. E non c'è dubbio che la
nostra società è pesantemente stressata anche se, probabilmente,
non così pesantemente come lo era la Germania nel 1945 (non ancora,
almeno). <br /><br />Naturalmente, la reazione a questa ipotesi viene
normalmente con la frase "Non può succedere qui" e
chiaramente, non stiamo vedendo il nostro governo distribuire capsule
di cianuro alla popolazione. Né abbiamo prove che il governo stia
dando ordini ai medici di uccidere i loro pazienti. Ma una regola
fondamentale della storia è che se qualcosa è successo una volta,
può succedere di nuovo. <br /><br />Quindi, mai sottovalutare ciò che
le psyops possono realizzare, né quanto possano essere malvagie le
persone al potere! E se dovessero iniziare a ragionare come fece il
governo tedesco nel 1945, hanno una serie di opzioni che possiamo
solo sperare non vengano mai messe in pratica. <br /></span><br />
</p>
<p style="margin-bottom: 0cm;"><br />
</p>
Marcohttp://www.blogger.com/profile/13610311568817444090noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-70314628589897602332021-10-20T06:18:00.000+02:002021-10-20T06:18:51.739+02:00L'era degli stermini<p>
</p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">Lunedì
11 ottobre 2021<br />L'era degli stermini (IV). Come uccidere i
ricchi<br /><br />Ai nostri tempi, i Cavalieri Templari si sono
guadagnati la fama di guerrieri eccezionalmente bravi. Questo può
essere più che esagerato, perché quando venne il momento di
difendere i loro capi, arrestati dal re di Francia, svanirono nel
nulla. Eppure, la storia dei Templari è interessante come caso di
stermini periodici della classe finanziaria nella storia. Potrebbe
accadere qualcosa di simile ai nostri moderni magnati della finanza,
i baroni di Internet, Gates, Bezos, Zuckerberg, ecc. Non possiamo
dirlo con certezza, ma non possiamo nemmeno escluderlo. Il recente
"incidente" che ha fatto chiudere Facebook per un po'
potrebbe essere il presagio di una resa dei conti a venire.<br /><br /><br />"Una
casa piena d'oro non può essere difesa". Lao Tsu, il Tao Te
Ching<br />"Tutto il potere politico viene dalla canna di una
pistola". Mao Zedong<br /> </span></p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">L'ordine monastico dei
Templari (Pauperes commilitones Christi Templique Salomonici), fu
fondato nel 1119 come forza militare per difendere i possedimenti
cristiani in Terra Santa. Col tempo, l'ordine si evolse in una
struttura finanziaria: i Templari divennero banchieri e svilupparono
un sofisticato sistema di trasferimento di denaro che aiutava i
pellegrini e i guerrieri a muoversi da e verso la Terra Santa e a
trasferire denaro dall'Europa alla Palestina e ritorno. Sono stati
definiti "la prima multinazionale" della storia. <br /><br />Come
si può immaginare, i Templari erano ricchi, nonostante il termine
"pauperes" (poveri) nel loro nome. Avevano terre, castelli,
palazzi e, naturalmente, oro e argento in abbondanza. Il problema era
che, con la perdita delle ultime terre controllate dai crociati
cristiani in Terra Santa, alla fine del XIII secolo, erano diventati
inutili: niente più crociate, niente più bisogno di un sistema
bancario per finanziarle. <br /><br />A quel punto, i Templari attirarono
l'attenzione del re di Francia, Filippo IV, in estremo bisogno di
denaro, come lo sono normalmente i re. Nel 1307, ordinò l'arresto di
tutti i Templari e la confisca delle loro proprietà. La maggior
parte dei capi furono bruciati sul rogo dopo che avevano confessato
sotto tortura ogni sorta di cattivi comportamenti: sputare sulla
croce, rinnegare Cristo, impegnarsi in baci indecenti, adorare il
diavolo e altre sottigliezze. <br /><br />Per quanto riguarda gli
stermini, questo non coinvolse grandi numeri: si legge di 54
esecuzioni in Francia nel 1310. Probabilmente ce ne furono di più in
altri paesi, ma il totale non può essere superiore a qualche
centinaio. Tuttavia, ebbe un grande impatto: si dice che la fama del
venerdì 13 come giorno sfortunato abbia origine dalla data
dell'arresto dei Templari: Venerdì 13 ottobre 1307.<br /><br />La
domanda è, ovviamente, può accadere di nuovo? Che ne dite della
nostra classe di iper-ricchi, il "club dei 100 miliardi di
dollari", che comprende nomi noti come Bill Gates, Mark
Zuckerberg, Jeff Bezos e pochi altri? È chiaro che diventeranno
trilionari nel prossimo futuro. Ma una casa piena d'oro è difficile
da difendere, come si legge nel Tao Te Ching. I nostri baroni di
Internet potrebbero seguire il destino che molto tempo fa ha colpito
un'altra classe di magnati della finanza, i Templari?<br /><br />Come al
solito, la chiave del futuro è nel passato. Esaminando il destino
dei Templari, possiamo capire i fattori che possono portare allo
sterminio di una potente (ma non abbastanza) corporazione
finanziaria. <br /><br />Innanzitutto, perché i Templari furono
sterminati? Ho sostenuto nei post precedenti (uno, due e tre) che
certe categorie di persone possono essere sterminate e i loro beni
confiscati quando sono 1) ricchi, 2) chiaramente identificabili, e 3)
militarmente deboli, I Templari hanno chiaramente soddisfatto le
prime due regole ma non necessariamente la terza: dopo tutto, erano
un ordine militare. Eppure, quando il re di Francia scese su di loro,
non tentarono nemmeno una reazione militare. Può essere che la
prodezza dei Cavalieri Templari sia stata molto sopravvalutata: erano
più una forza di polizia privata per un'organizzazione finanziaria,
non una vera forza militare. Ma può anche essere che sia stata
proprio la presenza di questa forza ad accelerare la loro caduta. A
volte, un po' di potere militare può essere peggio di niente, poiché
invita a un colpo di decapitazione. Questo è probabilmente quello
che è successo ai Templari, sterminati proprio per essere sicuri che
non sarebbero diventati una minaccia. <br /><br />La storia dei Templari
è solo un esempio di una lotta di potere che ha origini molto
antiche. Uno dei primi testi scritti che abbiamo è stato scritto
dalla sacerdotessa sumera Enheduanna che si lamentava con la Dea che
il suo tempio era stato profanato da un signore della guerra locale.
Enheduanna non dice se il signore della guerra cercava il denaro del
tempio, ma sappiamo che, a quel tempo, i templi erano anche banche,
una tradizione che è rimasta immutata per millenni. Per esempio, già
durante il primo secolo d.C., abbiamo la testimonianza di un capo
locale che fece irruzione nel tempio di Gerusalemme e attaccò i
banchieri residenti, molto probabilmente per finanziare
un'insurrezione armata contro il governatore romano.Templi e signori
della guerra rimasero in una relazione scomoda l'uno con l'altro
durante l'Impero Romano, ma alcuni secoli dopo, razziare templi
pagani divenne il modo normale per finanziare gli eserciti romani,
una tradizione iniziata dall'imperatore Costantino I ("Il
Grande") durante l'inizio del IV secolo d.C. Meno di un secolo
dopo, l'imperatore Teodosio I ("Il Grande") fu l'ultimo
imperatore che poteva ancora trovare templi pagani da saccheggiare
per il loro oro e argento. Poi, niente più templi, e niente più
Impero Romano. <br /><br />E poi, c'è stato il tempo della Chiesa
cattolica in Europa, che non ha mai agito ufficialmente come una
banca, per un periodo ha persino proibito di applicare interessi sui
prestiti ai cristiani. Questo lasciò gli ebrei come tipici obiettivi
per le razzie e lo sterminio, una tradizione che continuò per molto
tempo. Ma la Chiesa era comunque una potenza economica che prosperava
sulle donazioni dei fedeli e su varie attività economiche, tra cui
la proprietà di vasti appezzamenti di terreno, vari tipi di
manifatture, e persino l'impiego di prostitute e la gestione di
bordelli. Era un bersaglio succulento per i capi militari d'Europa e
il caso dell'eliminazione dei Templari era solo il presagio di molto
peggio da venire per la Chiesa. <br /><br />Durante il XVI secolo, fu il
turno del re Enrico VIII di distruggere i monasteri cattolici in
Inghilterra e confiscare le loro proprietà (alcuni monaci e abati
furono sterminati nel processo). Più tardi, in Francia, una parte
sostanziale della rivoluzione francese ebbe a che fare con la
confisca delle proprietà della Chiesa e la decapitazione di un
numero sostanziale di monaci e sacerdoti. L'ondata di confische finì
solo quando, nel 1870, il Papa perse la sua ultima roccaforte, la
città di Roma, contro l'esercito del re d'Italia. Questa battaglia
finale, fortunatamente, non prevedeva stermini. <br /><br />Ora, torniamo
ai nostri tempi. Proprio come gli ultimi imperatori romani avevano
esaurito i templi pagani da saccheggiare, i nostri governi hanno
esaurito le chiese da depredare. Ma alcuni elementi del gioco di
potere rimangono gli stessi: se una volta i templi erano anche le
banche, oggi le banche sono anche i templi. Lo si vede molto bene se
si vive negli Stati Uniti, dove nessuna banca che si rispetti
rinuncerebbe a colonnine da tempio sulla facciata. <br /><br />Ma la
questione non è architettonica: la nostra società è forse la più
monetarizzata che sia mai esistita nella storia e le persone che
gestiscono il nostro sistema finanziario hanno un potere immenso.
Quel potere, però, li rende obiettivi attraenti per un altro tipo di
potere: quello militare. Pensate ai nostri baroni di Internet, Bill
Gates e i suoi simili. Sbarazzandosi di alcune decine di loro, il
governo potrebbe incassare almeno un trilione di dollari in un solo
colpo. Si tratta di una somma dello stesso ordine di grandezza delle
spese militari degli Stati Uniti in un anno. Potrebbe accadere
davvero? <br /><br />Certo, in questo momento, è difficile immaginare un
tribunale che condanni Mark Zuckerberg al rogo dopo aver confessato
sotto tortura di frequentare il diavolo e altri comportamenti empi.
Eppure, le cose che sono successe una volta nella storia possono
sempre ricomparire. <br /><br />Tutto dipenderà da un equilibrio di
fattori: potere, ricchezza, controllo, tecnologia e altro. Qualcosa
di drastico potrebbe accadere, per esempio, se il governo degli Stati
Uniti si trovasse in condizioni finanziarie veramente disastrose.
Allora, la tentazione di usare mezzi militari per risolvere la crisi
potrebbe diventare forte. Dopodiché, come disse il presidente Mao
Zedong, l'origine di tutto il potere politico è la canna del fucile.
La recente chiusura di Facebook è un segnale di una battaglia che si
sta già combattendo nelle regioni eteree del "Metaverso"?
Solo il tempo ce lo dirà. </span>
</p>
<p> </p>Marcohttp://www.blogger.com/profile/13610311568817444090noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-75622904863541386362021-10-20T06:03:00.000+02:002021-10-20T06:03:11.287+02:00L'era degli stermini<p>
</p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">Domenica
3 ottobre 2021<br /></span><br />
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">L'era
degli stermini (III). </span>
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">Perché
dovresti essere preoccupato. Molto preoccupato. <br /></span></p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">Disclaimer. Non sono un profeta e non ho la sfera di cristallo. Sto
solo cercando di trovare modelli nella storia. E penso che molti
eventi storici possano essere spiegati semplicemente sulla base della
tendenza delle persone a cercare di fare soldi quando possibile,
anche a costo di fare le cose più malvagie che si possano
immaginare. Questo a volte mi porta a fare previsioni piuttosto cupe,
come in questo post, il 3° di una serie sugli stermini di massa
(parte prima e parte seconda). Mi dispiace per questo, ma pensate che
potrei anche sbagliarmi -- e lo spero! (sopra: un ospedale di
Chernobyl nel 2018: è questo il destino dei nostri centri sanitari?)<br /><br /><br />Lo sterminio di sottogruppi sociali è un fenomeno
relativamente recente nella storia ma, purtroppo, sembra essere
diventato sempre più frequente negli ultimi tempi. Spesso, come nel
caso dell'epoca della caccia alle streghe, lo sterminio è il
risultato di un atteggiamento perfettamente razionale che si sviluppa
in società sotto forte stress. Quando un sottogruppo sociale è
relativamente ricco, può essere identificato e non può offrire una
resistenza militare significativa, ci sono buone probabilità che i
suoi membri vengano sterminati e i loro beni confiscati. Questo è
quello che è successo alle persone bollate come "streghe"
in Europa durante il XVI e XVII secolo in Europa. Un altro caso
classico fu quello degli ebrei, alcuni secoli dopo. <br /><br />A questo
punto, considerando che la nostra società è sicuramente sotto forte
stress, la domanda è: quale sottogruppo potrebbe essere il prossimo
obiettivo di sterminio? Ho posto questa domanda ai lettori in un post
precedente di questa serie, ma quasi nessuno ha saputo identificare
il bersaglio giusto. Ora penso di poter proporre la
risposta:<br /><br />L'obiettivo più probabile per il prossimo round di
sterminio sono i pensionati della classe media. <br /><br />I pensionati
soddisfano tutti i requisiti: Sono identificabili, ovviamente, sono
vecchi! Sono spesso relativamente ricchi e, soprattutto, costano
molto in termini di assistenza sanitaria. Infine, difficilmente
possono opporre una seria resistenza militare. Sterminare gli anziani
della classe media sarebbe facile e redditizio. <br /><br />Facciamo
qualche calcolo. Negli Stati Uniti, ci sono oggi circa 46 milioni di
pensionati che vivono della previdenza sociale. Gli Stati Uniti
spendono circa il 7% del loro PIL per le pensioni, cioè circa 1,5
trilioni di dollari all'anno (circa 30.000 dollari/persona/anno).
Questo è più dei circa 1 trilione di dollari che il governo
americano spende per il bilancio militare, gonfiato com'è.
<br /><br />Supponendo che si possa rimuovere solo il 10% dei pensionati,
significherebbe risparmiare circa 150 miliardi di dollari all'anno.
Ma, in pratica, molto di più se si tiene conto delle spese
sanitarie. Per esempio, sommando le strutture di cura e l'assistenza
domiciliare per gli anziani, stiamo parlando di qualcosa vicino ai
300 miliardi di dollari all'anno, e questo non include i costi di
ospedalizzazione. Il risparmio potenziale è veramente enorme:
centinaia di miliardi di dollari. <br /><br />Naturalmente, lo sterminio
degli anziani non può essere fatto con le stesse tecniche di
demonizzazione usate in passato contro le streghe e gli ebrei. Gli
anziani sono genitori e nonni e alla loro prole non piacerà di norma
vederli bruciati sul rogo o gassati in camere di sterminio. Ma lo
sterminio assume molte forme, e raramente viene proclamato
esplicitamente. Dopo tutto, non è mai successo nella storia che si
potesse trovare un cartello con la scritta "campo di sterminio"
al cancello di un campo di sterminio. Durante la seconda guerra
mondiale, per esempio, ai tedeschi fu detto che gli ebrei venivano
solo trasferiti, non che venivano sterminati. In altri casi, le
persone che venivano sterminate venivano glorificate come eroi.
<br /><br />Quindi, che forma potrebbe assumere lo sterminio degli
anziani? Verrebbe fatto usando le ben note tecniche di propaganda, la
principale delle quali è quella di affermare l'esatto contrario di
ciò che si sta facendo. In altre parole, quando l'idea è quella di
uccidere alcune persone, la propaganda convincerà tutti che il piano
è quello di fare loro un favore (vi ricordate le "bombe
umanitarie" lanciate sulla Serbia?)<br /><br />In pratica, il punto
debole dei pensionati della classe media è che hanno bisogno di
assistenza medica e che normalmente non possono pagare i costi alle
stelle sul loro risparmio personale. Quindi, potrebbero essere
delicatamente rimossi dal bilancio statale degradando il sistema
sanitario pubblico mentre si dice che viene modificato per
proteggerli. Un modo intelligente di farlo sarebbe quello di
concentrarsi così tanto sulla cura di una singola malattia specifica
che il risultato sarebbe un declino delle cure per le malattie che
colpiscono maggiormente gli anziani: le malattie cardiovascolari e i
tumori. Una misura parallela per intensificare l'effetto sarebbe
quella di degradare la qualità del cibo disponibile, facendolo
diventare meno nutriente e contaminato con ogni sorta di sostanze
inquinanti. Questo metodo non colpirebbe le élite, che possono
pagare per una buona assistenza sanitaria e un buon cibo, ma colpirà
direttamente coloro che vivono di pensioni.<br /><br />Ora, diamo
un'occhiata alla situazione attuale. Nel 2020 l'aspettativa di vita
media negli Stati Uniti è diminuita di quasi il 2% per un totale di
600.000 morti in più, la maggior parte dei quali anziani. Quindi,
stiamo parlando di circa 20 miliardi di dollari risparmiati solo in
termini di pensioni. Ma è molto di più se si considera il risparmio
nelle spese sanitarie. Questi numeri non sono grandi in confronto al
PIL degli Stati Uniti, ma nemmeno noccioline. E quello che stiamo
vedendo è solo l'inizio di una tendenza. <br />A questo punto, è
consuetudine iniziare a gridare: "teoria della cospirazione!"
È vero che, nella maggior parte dei casi, le pretese cospirazioni
sono basate sul nulla. Il mondo è così enorme e complicato che è
impensabile che ciò che accade sia il risultato di un gruppo di
persone malvagie che si riuniscono, per esempio, nella cantina della
villa di Bill Gates a Seattle. Il meccanismo che porta agli eventi
collettivi è collettivo: la società nel suo insieme è una rete
complessa con una certa capacità di elaborare informazioni. Lo fa
senza essere "cosciente" di ciò che si sta facendo: non
c'è un piano, non ci sono obiettivi specifici da raggiungere. Ma
spesso la società nel suo insieme si muove in una direzione
specifica. <br /><br />In questo caso, la società occidentale sembra
percepire il problema creato da un eccesso di anziani, e si sta
muovendo per risolverlo. È brutale, sì, ma solo gli individui hanno
limiti morali, la società nel suo insieme non ne ha. Ogni decisione
presa individualmente influenza tutte le altre decisioni, e ne stiamo
vedendo i risultati. Non è una novità nella storia dove,
tipicamente, tutto ciò che accade, accade perché doveva
accadere.<br /><br />_______________________________________________________________________<br /><br />Detto
questo siamo arrivati ad una conclusione preoccupante (a dir poco).
La maggior parte dei lettori del blog "Effetto Seneca" sono
occidentali della classe media (forse il signor Gates legge il mio
blog? Improbabile, ma chi lo sa?). E prima o poi diventeremo tutti
pensionati della classe media. Naturalmente, non saremo "sterminati"
nel senso letterale della parola. Cioè, niente plotoni d'esecuzione,
camere a gas o simili. Ma dovremo vivere con una dieta
progressivamente più povera e non avremo lo stesso tipo di
assistenza sanitaria gratuita che avevano i nostri genitori e nonni.
<br /><br />Cosa possiamo fare al riguardo? La risposta è, purtroppo,
"molto poco". Naturalmente, farete bene a seguire uno stile
di vita sano, fare esercizio fisico, cercare di evitare i peggiori
tipi di cibo spazzatura, tutto questo. Anche una sana sfiducia nei
medici e nei loro intrugli malsani può aiutare molto. Ma bisogna
ammetterlo: l'aspettativa di vita delle persone che sono in vita oggi
cadrà come una pietra. Sarà un classico esempio di scogliera di
Seneca. <br /><br />Ma è così grave? Non credo che dovremmo prenderlo
come un motivo di disperazione. Almeno, eviteremo la triste trappola
dell'eccessiva medicalizzazione in cui sono caduti tanti nostri
anziani. Quando mio padre aveva 87 anni, ebbe un attacco di cuore.
Ricordo che mentre aspettavamo l'ambulanza, disse: "Credo che
sia ora che me ne vada". Non era felice, ma credo che capisse
cosa gli stava succedendo e forse assaporava l'idea di riunirsi con
sua moglie, che era morta l'anno prima. Ma non fu così. Fu tenuto in
vita per altri cinque anni, ogni anno peggiore del precedente, finché
non fu ridotto a un vegetale, con la mente completamente andata,
tenuto in vita da tubi e macchinari. Essere umiliati in quel modo non
è una cosa che qualcuno vorrebbe. Quando è il momento di andarsene
è meglio lasciare questo mondo in pace. Se possibile, a casa. <br /><br />Dato
che questo blog si ispira alle parole di Lucio Annaeus Seneca, a
questo punto potrei suggerirvi di leggere il "De Brevitate
Vitae" ("sulla brevità della vita") di Seneca. Seneca
non era così grande come maestro di saggezza e fece alcuni errori
egregiamente imprudenti (con la regina Boudica, per esempio). Ma
quando venne il suo momento, morì di una morte onorevole. La morte
di un vero stoico. </span>
</p>
Marcohttp://www.blogger.com/profile/13610311568817444090noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-14464464750161231092021-10-20T05:50:00.017+02:002021-10-20T05:57:32.862+02:00L'era degli stermini<p>
</p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">Sabato
25 settembre 2021<br /></span><br />
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">L'era
degli stermini (II) - Come sterminare i giovani<br /></span></p><p style="margin-bottom: 0cm;">Tradudione automatica (DeepL) dal blog di Ugo bardi The Seneca effect<br />
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">Nel
2018 ho pubblicato un libro intitolato "La linea d'ombra della
memoria". Era la biografia di un intellettuale italiano, Armando
Vacca, che fece del suo meglio per combattere per la pace all'inizio
della Grande Guerra. Alla fine fu sconfitto e punito con l'invio al
fronte più pericoloso di quel tempo, dove sopravvisse per non più
di un paio di settimane. Quel libro mi ha portato a studiare la
storia di come la propaganda riuscì a conquistare i cuori e le menti
degli italiani nel 1914-15, facendo sì che l'Italia entrasse in
guerra. Il disastro che ne seguì non viene solitamente catalogato
come uno "sterminio", ma le perdite italiane ammontavano a
quasi un terzo dei giovani in età militare di allora. Se questo non
fu uno sterminio, cosa fu? E credo che ci fossero ragioni profonde
perché avvenisse. Ho pensato di proporvi questa storia ora. Potreste
trovarci qualcosa che possa aiutarvi a capire alcune cose
apparentemente non correlate che stanno accadendo al giorno d'oggi.
<br /><br /><br />Il potere della propaganda è immenso. È così forte
soprattutto perché la gente non si rende conto di esservi
incorporata e le cose che la propaganda fa fare sembrano le più
naturali e ovvie. Fu Baudelaire a dire che "il miglior trucco
del diavolo è convincere la gente che non esiste".<br /><br />Quindi,
ecco la storia di un trionfo della propaganda: come ha convinto la
maggior parte degli italiani nel 1914-15 che era una buona idea
entrare in guerra contro i loro vicini, gli austriaci in una delle
più grandi follie della storia, quella che i nostri antenati hanno
chiamato, giustamente, "La Grande Guerra". <br /><br />Tutto
iniziò quando, nel luglio 1914, un pazzo serbo sparò a un arciduca
austriaco. Questo fece sì che le grandi potenze dell'epoca si
attaccassero a vicenda in una sorta di gioco del domino su larga
scala. L'Austria attaccò la Serbia, la Germania attaccò la Francia,
la Russia attaccò l'Austria e così via. <br /><br />E l'Italia? È una
storia poco conosciuta fuori dall'Italia, ma interessante per molte
ragioni. L'Italia a quel tempo era una nazione di contadini, la sua
economia era debole e il suo potere militare limitato. A volte veniva
chiamata la "nazione proletaria", in contrasto con le
"plutocrazie" del Nord, la Gran Bretagna e altre. L'Italia
era povera, ma sicura nei suoi confini: protetta dal mare e dalle
Alpi. Non c'era bisogno di fare la guerra a nessuno. <br /><br />È vero,
l'Italia aveva un rancore con l'Austria che aveva a che fare con
alcune terre al confine che gli italiani credevano facessero parte
dell'Italia. Ma l'Austria stava già combattendo su due fronti,
Russia e Serbia: il suo governo avrebbe sicuramente concesso qualcosa
all'Italia piuttosto che rischiare di aprire un terzo fronte! Ci sono
prove che, in effetti, l'Austria offrì all'Italia di restituire
parte di queste terre in cambio della neutralità dell'Italia.
<br /><br />Eppure, meno di un anno dopo l'inizio della Grande Guerra,
l'Italia si era unita alle potenze alleate ed era in guerra con
l'Austria. Fu uno degli esempi più impressionanti nella storia di
come la propaganda possa influenzare un'intera nazione. Una valanga
di odio che travolse tutti e tutto. <br /><br />Quando nel 1914 alcune
persone iniziarono a sostenere che l'Italia avrebbe dovuto attaccare
l'Austria, le loro affermazioni sembravano irreali, sciocche. Che
idea folle era quella? L'Italia non era una grande potenza: non aveva
interessi da difendere, nessun impero da creare, nessuna minaccia da
temere. Aveva tutto da guadagnare rimanendo neutrale. Il governo era
contrario alla guerra. I socialisti erano inorriditi all'idea che i
lavoratori italiani combattessero i loro compagni di altri paesi. I
cattolici non potevano accettare l'idea che un paese cattolico,
l'Italia, attaccasse un altro paese cattolico, l'Austria. Non aveva
senso. <br /><br />Ma il partito della guerra si rifiutava di ascoltare.
Lentamente, le voci a favore della guerra aumentarono di volume e di
diffusione. Era una lotta asimmetrica: da una parte la ragione,
dall'altra l'emozione. E, come al solito, l'emozione batte la
ragione. L'Italia, si diceva, non può permettersi di perdere questa
occasione per mostrare il coraggio dei suoi cittadini. L'idea di
negoziare con l'Austria fu respinta con una veemenza incredibile. Gli
italiani, si disse, non chiedono ciò che è loro, se lo prendono!
Sangue, sì, doveva esserci sangue. È una buona cosa: il sangue è
sacro, deve essere versato per il bene del paese!<br /><br />Quando stavo
scrivendo il mio libro su questa storia, ho passato molto tempo a
leggere i giornali italiani del 1914-1915. Era affascinante e
terrificante allo stesso tempo: Avevo la netta impressione di una
forza malvagia che sorgeva. Mi sembrava di leggere il ritorno di
antichi rituali, riti che comportavano sanguinosi sacrifici umani.
Particolarmente impressionante era la storia di un giovane
intellettuale cattolico, Giosué Borsi, che si intossicò così tanto
di propaganda che arrivò a credere che era la volontà di Dio che
lui uccidesse gli austriaci. Si offrì volontario, e sopravvisse solo
per pochi giorni nelle trincee. Davvero, era come se un'entità
malvagia stesse dirigendo l'intera faccenda. Forse esistono divinità
ctonie malvagie? <br /><br /></span><br />
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">Incredibilmente,
questa ondata di malvagità crebbe fino a travolgere tutti i media
italiani dell'epoca. I socialisti cessarono di opporsi alla guerra e
alcuni dei loro leader, come Benito Mussolini, passarono a
promuoverla. Anche i cattolici si unirono gradualmente alle voci che
sostenevano la guerra, apparentemente credendo che contribuire allo
sforzo bellico avrebbe dato loro più potere politico. Durante il
"maggio radioso" del 1915, i giovani italiani marciarono
nelle strade per chiedere al governo di essere mandati a morire. E il
governo ha acconsentito, dichiarando guerra all'Austria il 24 maggio.
<br /><br />E gli oppositori? Quei malvagi pacifisti che avevano cercato
di argomentare contro la guerra? Furono insultati, denigrati e infine
messi a tacere. Il partito della guerra riuscì a convincere tutti
che l'Italia non aveva un solo nemico, ma due. Un nemico esterno,
l'Austria, e un nemico interno, i pacifisti. Erano gli austriaci, le
spie, i traditori, i mostri che minacciavano il popolo italiano con
le loro oscure macchinazioni. Erano anche maleodoranti, erano sporchi
e mangiavano cibo disgustoso. Quando iniziò la guerra, per loro fu
l'ora della resa dei conti. Niente più scuse: se erano in età
militare, dovevano arruolarsi nell'esercito. <br /><br />Non abbiamo
prove dirette che ci fosse una politica specifica di mandare i
pacifisti a morire nelle zone più pericolose del fronte, ma sappiamo
che fu quello che accadde ad alcuni di loro, compreso Armando Vacca,
la persona di cui ho scritto la biografia nel mio libro. Furono
invece privilegiati coloro che stavano dall'altra parte della
barricata. Mussolini, per esempio, fu mandato in una zona tranquilla
del fronte. Da lì uscì leggermente ferito dal malfunzionamento di
un cannone italiano e con la fama di eroe di guerra.<br /><br />Sappiamo
quale fu il risultato di questa follia: sommando le perdite dirette,
i dispersi e i feriti, l'Italia subì più di due milioni di perdite,
circa un terzo dei maschi in età militare di allora (come bonus,
aggiungere circa 600.000 perdite tra i civili). L'Austria subì
perdite simili. Non vuoi chiamarlo sterminio? Se no, cos'è
stato?<br /><br />Il potere della propaganda è ben noto, ma ci sono
molti modi per farlo apparire. Nel caso degli Stati Uniti, sappiamo
che nel 1917 il governo decise di intervenire nella Grande Guerra per
proteggere i suoi investimenti in Europa. Questo implicava la
creazione e il finanziamento di una campagna di propaganda per
convincere il pubblico americano. La campagna comportò la creazione
del "Comitato per la Pubblica Informazione", forse la prima
agenzia di propaganda governativa del XX secolo. Le tecniche che il
comitato sviluppò furono imitate molte volte nella storia
successiva, specialmente dai nazisti tedeschi. <br /><br />E in Italia?
Abbiamo prove che la campagna di guerra di Mussolini fu finanziata da
alcune lobby finanziarie italiane. Ma, nel complesso, non c'era nulla
di simile al Comitato per la Pubblica Informazione. Allora, come ha
potuto la propaganda a favore della guerra avere tanto
successo?<br /><br />Sono arrivato a pensare che c'era una ragione per lo
sterminio di tanti giovani. Era perché la società italiana voleva
sterminarli.<br /><br />Certo, non era previsto, non era mai stato
menzionato e, molto probabilmente, non era nemmeno un pensiero di
coloro che spingevano con tanto entusiasmo per la guerra. Ma la mente
umana funziona in modi sottili e molto poco di quello che fa è
dovuto a qualche catena razionale di concetti. <br /><br />Perché le
persone uccidono? Il più delle volte, uccidono ciò di cui hanno
paura. Quindi, gli italiani potrebbero avere paura dei loro stessi
giovani? Potrebbe essere. Sono arrivato a pensare che sia, in realtà,
probabile. <br /><br />Andate a vedere la curva della popolazione
italiana prima della prima guerra mondiale. È una piramide quasi
perfetta. A quel tempo, l'Italia aveva circa 6 milioni di maschi in
età militare, circa il 15% della popolazione italiana. Cosa facevano
questi giovani? Cosa pensavano? Cosa volevano? Coloro che erano al
potere in quel momento avevano buone ragioni per pensare che
avrebbero voluto la loro parte di ricchezza nazionale.<br /><br />Infatti,
quelli erano tempi di tensioni sociali ed economiche, con il
socialismo e il comunismo che sostenevano che una rivoluzione
popolare avrebbe portato tutto il potere al popolo. E chi si sarebbe
ribellato all'ordine attuale se non quei giovani? Allora, aveva senso
sbarazzarsi del maggior numero possibile di loro mandandoli a morire
in gran numero su quelle montagne remote. <br /><br />Come strategia,
avrebbe potuto ritorcersi contro. Lo fece in Russia, dove il
risultato della prima guerra mondiale fu che il comunismo prese il
potere. In Italia, gli anni dopo la guerra videro quasi iniziare una
rivoluzione comunista, ma fu sedata dall'ascesa del fascismo. Come
sempre, la storia non si fa con i "se". Quello che doveva
succedere, è successo. <br /><br />Qualunque sia la causa, la grande
ruota della storia ha iniziato a muoversi nel 1914, e non le
importava chi sarebbe stato schiacciato in una poltiglia sotto di
essa. Forse gli antichi dei ctonici della guerra guidavano quella
ruota. Forse esistono ancora, anche se oggi sembrano aver preso forme
diverse. La propaganda, di sicuro, può ancora fare il suo lavoro con
gli stessi metodi: denigrare, demonizzare, insultare e spaventare la
gente. E funziona. Lo si può vedere all'opera proprio adesso. </span>
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">Una
riflessione sulle tendenze a lungo termine della propaganda<br /><br />La
propaganda nella sua forma moderna non esisteva fino a qualche secolo
fa. In un futuro non troppo remoto, potrebbe anche cessare di
esistere. Anche adesso, le cose stanno cambiando nella pancia della
grande bestia che chiamiamo la memesfera.<br /><br />La propaganda è
stata così efficace durante il XX secolo perché la memesfera era
organizzata verticalmente. Al tempo della prima guerra mondiale, per
più del 50% degli italiani che sapevano leggere e scrivere, non
c'era altra fonte significativa di informazione che i giornali, e il
loro numero era limitato. Allora, come oggi, solo pochi giornali
avevano una diffusione nazionale e se avessero preso tutti la stessa
posizione, avrebbero controllato la memesfera. <br /><br />L'informazione
che la gente ottiene in una rete verticale è come la pioggia che
cade: si può cercare di evitare di bagnarsi usando un ombrello, ma
non si può scegliere il momento in cui piove o meno. Così, la
memesfera italiana di un secolo fa si comportava come un organismo,
un gigantesco cervello sociale che doveva scegliere tra guerra e
pace. Non poteva stare in mezzo: doveva decidere su una cosa o
sull'altra. Ed era così strettamente integrato che agiva come un
tutt'uno - non c'era la possibilità che parti di esso si
ritirassero. Coloro che cercavano di farlo, i pacifisti, venivano
neutralizzati o sterminati.<br /><br />La memesfera di oggi non è così
diversa. La gente si affida ancora per le sue informazioni
soprattutto all'equivalente dei giornali di un secolo fa: quelli che
chiamiamo "Media", entità che mediano tra la realtà e la
gente. Ma è anche vero che le cose sono cambiate e che la
comunicazione è ora molto più orizzontale di un tempo.<br /><br />La
realtà non è ciò che si legge nei media. La realtà è ciò che
vedi e ciò che le persone di cui ti fidi ti dicono di aver visto.
Puoi usare la terminologia di Heinlein: la realtà è ciò che tu
stesso comprendi, o che ti viene detto da un testimone imparziale.
Questo tipo di comunicazione orizzontale è una diversa
organizzazione della memesfera. È oggi la galassia di entità che
chiamiamo "social media" - un termine improprio perché NON
sono media. I social media implicano una comunicazione diretta e
orizzontale tra le persone, non è "mediata". Le "bolle"
che le persone che pensano allo stesso modo creano nei social media
sono spesso criticate e vituperate come tane di cospiratori, ma sono
esattamente ciò di cui si tratta. Queste bolle sono olobionti
virtuali incorporati nell'organismo più grande della memesfera. Se
si crea una bolla internet, una rete di persone che la pensano allo
stesso modo, allora questo gruppo è impermeabile alla propaganda.
Non è un bug, è una caratteristica della nuova memesfera.<br /><br />Vedete
come le cose stanno cambiando da quanto disperatamente i poteri
stanno cercando di prendere il controllo del Web usando la censura:
il diavolo non è più in grado di convincere la gente che non
esiste. I pacifisti (o il loro equivalente moderno) saranno
nuovamente sterminati? Forse sì. Ma forse no. La grande ruota della
storia continua a muoversi. Non sta seguendo un piano, non è guidata
da divinità malvagie: non c'è nessuno che la guida e sta creando il
suo percorso mentre lo segue. E, come sempre, non si preoccupa di
coloro che sono schiacciati in una poltiglia sotto di essa mentre
rotola avanti. Il cambiamento è l'unica cosa che non cambia mai.</span></p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">Seguono altri capitoli. </span>
</p>
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</p>
Marcohttp://www.blogger.com/profile/13610311568817444090noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-42653205043471907542021-10-20T05:47:00.001+02:002021-10-20T05:58:50.050+02:00L'era degli stermini<p>
</p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">Tratto da:</span></p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">https://thesenecaeffect.blogspot.com/ di Ugo Bardi <br /></span></p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">Traduzione automatica DeepL <br /></span></p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">Lunedì
6 settembre 2021<br /> </span></p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">L'era degli stermini (I): Chi sono le vittime
tipiche?<br /><br />Lo sterminio delle streghe è un punto oscuro nella
storia d'Europa, che tendiamo a liquidare come il risultato di uno
sfogo di superstizione. Ma, come sempre, le cose sono più complesse
di quanto sembri a prima vista. La caccia alle streghe aveva un
segreto oscuro: il fatto che uccidere le streghe era un buon affare
per molte persone perché i beni delle vittime potevano essere
confiscati. Si può vedere questa sfaccettatura della storia in
questa illustrazione dal libro "England's grievance
discovered..." di Ralph Gardiner, 1655. Notate, sulla destra, la
scena descritta nel testo: "Witchfinder takes his money for his
work. "Se pensate alla storia della caccia alle streghe del
16°-17° secolo in Europa, potreste avere l'impressione che la
tipica strega fosse una vecchia megera che viveva in una capanna ai
margini del villaggio, sola con un gatto nero.<br /><br />Ma no, non era
così. Forse questo tipo di persone marginali venivano
occasionalmente uccise perché erano streghe, ma non erano le vittime
abituali. In realtà, la caccia alle streghe aveva una forte
componente monetaria e spesso veniva effettuata con l'obiettivo di
trarre profitto dalla confisca dei beni delle vittime. Non si
trattava di donne povere e indigenti, ma piuttosto di membri della
crescente classe mercantile europea. <br /><br />La sfaccettatura a scopo
di lucro della caccia alle streghe è stata spesso ignorata dagli
storici, ma viene rivalutata e messa in evidenza in tempi recenti,
per esempio da Johannes Dillinger (2021) e da Shmakov e Petrov
(2018). Entrambi gli articoli sono molto suggeriti e forniscono una
notevole ricchezza di dati sul meccanismo finanziario che portava
alla caccia alle streghe: in breve, non c'era (o c'era molto poco)
caccia alle streghe dove il governo non permetteva di confiscare i
beni delle vittime. Uccidere le streghe, quindi, era solo una delle
tante forme di rapina legalizzata nella storia, <br /><br />È una
storia affascinante che ha a che fare con la nascita del capitalismo
in Europa. Durante il XVI e il XV secolo, l'Europa stava passando da
un'economia agricola quasi pura a un'economia commerciale e
industriale che comportava la formazione di una classe mercantile che
si sarebbe impegnata in attività come il prestito di denaro, la
produzione e altri servizi. Fu tra i membri di questa classe appena
formata che furono trovate le "streghe". L'aristocrazia
terriera d'Europa trovò conveniente usare le tecniche di propaganda
dell'epoca per aizzare la marmaglia contro questa nuova classe media
e incorporare i loro beni. Fu una lotta di classe che si estinse
quando la classe media raggiunse un tale livello di ricchezza e di
potere da potersi rifiutare di essere vittimizzata. Un paio di secoli
dopo, con la rivoluzione francese, fu il turno dell'aristocrazia
terriera di essere sterminata e i suoi beni incorporati dallo
stato.<br /><br />La caccia alle streghe, quindi, fu solo uno dei tanti
casi in cui il trasferimento di ricchezza non fu ottenuto con il
commercio ma con lo sterminio. Si possono trovare molti esempi nella
storia in cui una popolazione in espansione ha invaso la terra di
un'altra popolazione, l'ha sterminata (almeno i maschi) e ha preso la
terra (e spesso le femmine) per sé. <br /><br />Un caso speciale è
quando lo sterminio viene effettuato contro persone che appartengono
alla stessa società degli sterminatori, almeno teoricamente. La
caccia alle streghe fu un esempio, ma la madre di tutti gli stermini
domestici fu quella degli ebrei in Germania durante il regime
nazista. Le ragioni ideologiche per la persecuzione degli ebrei erano
prominenti nei media e nella storiografia successiva, ma il fattore
che spinse lo sterminio in avanti fu che gli ebrei erano
relativamente ricchi e che le loro proprietà potevano essere
confiscate a beneficio degli sterminatori. Altrimenti, non si
troverebbe una logica nel governo tedesco che incoraggia lo sterminio
di una categoria di persone che sarebbe stata utile per lo sforzo
bellico (gli ebrei tedeschi avevano combattuto per la Germania
durante la prima guerra mondiale). Ma, chiaramente, lo sterminio
andava a vantaggio degli sterminatori e questo era l'elemento che lo
spingeva ad andare avanti.<br /><br />Ci sono altri esempi di questo
tipo, tra cui lo sterminio dei catari europei (una setta cristiana)
in Europa (1209-1229 CE), quello degli armeni all'inizio del XX
secolo, i ruandesi, i cambogiani e molti altri. L'ultimo caso è
l'accusa al governo cinese di sterminare gli uiguri, una popolazione
che vive nello Xinjiang, una provincia nord-occidentale della Cina.
Senza entrare nei dettagli, possiamo dire che tutti questi stermini
hanno diversi punti in comune.<br /><br />1. Un sottogruppo relativamente
ricco della società che può essere identificato da tratti fisici,
linguistici o culturali, sufficientemente grande da dare un buon
reddito se sconfitto e privato dei suoi beni.<br /><br />2. Una
situazione economica, sociale o militare tesa che porta i gruppi
dominanti a cercare nuove risorse.<br /><br />3. La mancanza di capacità
di difesa militare efficace da parte del sottogruppo.<br /><br />Se
queste condizioni reggono, la tentazione è forte per un governo o
per un gruppo politico potente di sfruttare la situazione convincendo
la gente che il sottogruppo è composto da persone malvagie: mangiano
i bambini, fanno incantesimi maligni, mangiano cose disgustose,
qualsiasi cosa. Poi, l'eliminazione fisica può avvenire e i beni
delle vittime possono essere confiscati.<br /><br />È successo così
tante volte che è impensabile che non succeda di nuovo. Non c'è
dubbio che siamo in un momento difficile, sia economicamente che
militarmente. Quindi, la tentazione è forte per le élite di
identificare uno o più sottogruppi da sterminare e derubare dei loro
beni. Chi potrebbero essere le prossime vittime?<br /><br />Penso di
poter identificare alcuni potenziali candidati allo sterminio per il
prossimo futuro. Ma lascerei questa domanda alla risposta dei
commentatori. Chi pensate possa essere l'obiettivo più probabile per
il prossimo round di pulizia etnica/politica?</span></p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">Seguono altri capitoli.</span><span style="font-size: large;"> <br /></span><br /></p><p style="margin-bottom: 0cm;"><br /></p><span style="font-size: large;">
</span><p style="margin-bottom: 0cm;"><br />
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Marcohttp://www.blogger.com/profile/13610311568817444090noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-51351729218545173482021-02-15T14:36:00.001+01:002021-02-15T14:36:58.070+01:00Ode per due rivali<p style="margin-bottom: 0cm;"> <span style="font-size: medium;">Mi
sembra d'aver colto un dialogo</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">più
antico dei magmi dei deserti</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">nella
lingua arcaica indistinguibile</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">dai
suoni dell'infrangersi di onde</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">precedenti
a quelle dei flutti attuali</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">devo
dirne per non credermi impazzito</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">proveniva
da due di quei fratelli</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">della
famiglia primordiale sorta</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">dall'addensarsi
di vuoti e pieni eterei</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">potrebbe
esserci stata corte d'uditori</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">animati
da oscure emozioni elementari</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">ma
i due discutevano di numeri</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">uno
di quanto dal tre ereditasse gloria</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">l'altro
dal sette avrebbe ottenuto regno</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">solo
su 'l due si misero d' accordo</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">perché
entrambi ne erano impregnati</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">ma
io disse sono sesto e tu nemmeno </span>
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">sei
settimo ma solo quattordicesimo</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">vedrai
quante meraviglie saprò fare</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">con
quanti saprò legarmi e contrattare</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">in
modo da conciliare aspri opposti</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">tu
invece mi pare sei poco malleabile</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">ti
ritroverai a startene di sasso e mai</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">sarai
parte di soave fiore e viva mente</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">incassava
nel silenzio l'umile elemento</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">l'arroganza
dell'interlocutore tronfio</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">ricordati
in un futuro secolo vedrai</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">troppo
su di te esseri a te affini</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">avranno
fatto incauto affidamento</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">tu
diverrai respiro torrido per essi</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">malediranno
la tua truccata cornucopia</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">il
Sole farà di me sire d'un reame</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">dove
il lampo delle nubi sarà domato</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">ed
io con la mia friabile durezza di Silicio</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">simulerò
il pensiero che tu Carbonio</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: medium;">credevi
sarebbe stato inimitabile.</span></p><p style="margin-bottom: 0cm;"><span style="font-size: medium;"> </span></p><p style="margin-bottom: 0cm;"><span style="font-size: medium;">Marco Sclarandis <br /></span></p>
<p style="margin-bottom: 0cm;"><br />
</p>
marcohttp://www.blogger.com/profile/02488170768545324466noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-46853542775884415832019-03-21T19:12:00.003+01:002019-03-21T19:12:53.737+01:00Resilienza o Estinzione? Un bel convegno fra catastrofismo e speranzismo a Pisa<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXhfKSF9SqGKwb7YCCr20rNG6TMBlmhXbb59YnkaVBwub7LcpkStUg2bg3wqYKbdEkolZmSkLm1DuD-0BMXYDGosZBOL_UTzW8l8ESmOjVfKZVLeUsmdGKmmty7wWMrZLUhUmHfAnFnF0/s1600/Resilienza+o+Estinzione.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="888" data-original-width="643" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXhfKSF9SqGKwb7YCCr20rNG6TMBlmhXbb59YnkaVBwub7LcpkStUg2bg3wqYKbdEkolZmSkLm1DuD-0BMXYDGosZBOL_UTzW8l8ESmOjVfKZVLeUsmdGKmmty7wWMrZLUhUmHfAnFnF0/s640/Resilienza+o+Estinzione.JPG" width="462" /></a></div>
<br />Ugo Bardihttp://www.blogger.com/profile/18231859786466899924noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-20078823917068759142019-03-20T08:41:00.000+01:002019-03-20T08:41:03.662+01:00La domanda di Davide............................ Il (lungo) prologo su:<br /><br />https://aspoitalia.wordpress.com/2019/02/23/tutti-in-maschera-alla-carnevalata-della-crescita/#comments<br /><br /><br />
<br />
<br />
Davide | marzo 19, 2019 alle 7:14 pm | Rispondi <br /><br />Marco, una sola domanda. Dici di credere al riscaldamento indotto dall’uomo con le sue emissioni “come alla morte”.<br />Quindi una certezza pressochè totale.<br />Esiste un fatto in grado, potenzialmente, di farti cambiare idea?<br />Cosa sarebbe necessario?<br />Quale manifestazione fattuale servirebbe, in quale arco di tempo, per farti dubitare di tutto l’impianto teorico?<br />Non capisco la domanda sulla “catastrofe entomologica” e gli studi scientifici.<br />Prendo atto di certe misurazioni. Stabilirne cause e dinamica mi pare più complicato (ed ho commentato anche su questo, non trovando affatto convincente quanto esposto).<br />Stia pur certo che, se qualcuno volesse proporre provvedimenti come li propongono oggi sull’anidride carbonica, sarebbe mia premura spulciarli per verificare la loro affidabilità.<br />Nel frattempo, mi adopero per difendere la natura dalla sua reale distruzione, fatta di sostanze realmente inquinanti, <br />fatta di cementificazione selvaggia di troppo verde (anche se per fortuna la dinamica di boschi e foreste nel complesso non è così male – <br />spesso trovo foto di posti che frequento di decenni fa, di un secolo fa, ed è impressionante la maggior quantità di alberi oggi presente), e di una popolazione umana che cresce troppo.<br /><br /><br /><br /><br /><br />Marcosclarandis | marzo 20, 2019 alle 7:32 am | Rispondi <br />Il tuo commento deve ancora venire moderato.<br /><br />Davide, la mia risposta alla tua prima domanda è: nulla.<br />Nulla di quanto credo possa accadere, date le conoscenze fisiche attuali.<br />E quelle prevedibili entro il secolo in corso.<br />E di ciò che ho vissuto finora per oltre mezzo secolo.<br />Ma,chi vuole fidarsi di questo tizio, e consimili, faccia pure:<br />https://www.modenatoday.it/attualita/prof-franco-battaglia-contro-greta-riscaldamento-globale-2019.html<br />Peccato che stia facendo dichiarazioni pubbliche "molto impegnative" diciamo così, su persone che potrebbero portarlo in tribunale a dimostrarle, se ne è capace.<br />Leggi questo, ( che contiene tutte le incaute dichiarazioni ). <br />https://www.ilrestodelcarlino.it/modena/cronaca/greta-thunberg-prof-contrario-1.4498749<br />Tu (Lei) mi dici:<br />"Stia pur certo che, se qualcuno volesse proporre provvedimenti come li propongono oggi sull’anidride carbonica, sarebbe mia premura spulciarli per verificare la loro affidabilità".<br /><br />
Spulciarli?<br /><br />
Tolte le pulci, se rimane il cane ed è pure ringhioso, conviene stare molto attenti che non ti morda, anzi non t'azzanni alla gola.<br />Caro Davide è iniziata l'era del panico planetario, finalmente.<br />Ma non è una situazione troppo desiderabile e confortante, purtroppo.<br />E' da duecento millenni che ci siamo adattati al clima, ma questa volta<br />non sarà come le altre. <br />Questa volta pare proprio che il clima ci abbia lasciato fare, e quello che abbiamo fatto non è altro che creare un clima che si divertirà parecchio a vedere come ci adatteremo.<br />Non hai capito che cosa significa “catastrofe entomologica” ?<br />Dai, sù non dirmi che non ci arrivi.<br />Mai sentito parlare di morie generalizzate d'insetti , api, farfalle , imenotteri, ditteri coleotteri ed artropodi vari?<br />Sei giovane, mi sembra.<br />Non ti scoraggiare.Se lo fanno quelli come te, tutto è perduto.<br /><br />Marco Sclarandis.<br /><br />marcohttp://www.blogger.com/profile/02488170768545324466noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-27452061497587676282019-03-13T12:32:00.002+01:002019-03-13T12:32:53.927+01:00Ferruccio e le inutili piaghe bibliche. https://ugobardi.blogspot.com/2019/03/un-romanzo-di-climate-fiction-i-gemelli.html<br /><br />sabato 9 marzo 2019<br /><br />Un Romanzo di Climate fiction: I Gemelli del Cosmo<br />Posted by Stefano Ceccarelli<br /><br /><br /><br />Ferruccio12 marzo 2019 15:59<br /><br />Forse qualcosa si muove a livello di consapevolezza, visto da dove inaspettamente, almeno per me, arriva il richiamo.<br />L'impressione, però, è che siamo in colpevole ritardo e che i margini di manovra per salvare la civiltà umana su questo pianeta siano molto ristretti, ammesso che sia tecnicamente fattibile. Purtoppo la maggior parte della gente non ha la più pallida idea del proprio impatto ambientale e di quanto la civiltà dei consumi porti alla distruzione degli ecosistemi da cui dipende la sua stessa capacità di sopravvivenza, ma vuole prosperitá e crescita. Se appena appena si contrae l'economia, che intacca i presunti livelli di benessere raggiunti a scapito delle altre forme di vita, scattano rivolte (vedi i gilet gialli, che non vogliono certo tornare a un maggior equilibrio con le risorse disponibili, ma il BAU) o soluzioni come la Brexit o Trump o più temperate (per il momento), come in Italia col governo gialloverde col quale si è in qualche modo arginato il malessere (che promette comunque crescita essendo perfettamente incardinato nel Sistema economico imperante, senza esserne veramente alternativo pena il linciaggio e pur essendo apprezzabile quantomeno il tentativo di superare le ideologie). Tali pseudo soluzioni segnalano una volta per tutte l'incapacità delle classi dirigenti, ancora ferocemente legate alle logiche del progresso del Novecento basate sui fossili (progressisti o conservatori poco cambia), di comprendere la radice vera dei problemi, un totale rifiuto delle conoscenze scientifiche e una visione antropocentrica assolutista.<br />Forse solo le piaghe bibbliche di avvertimento potrebbero scuotere le coscienze o forse più probabile innescare guerre alla ricerca del capro espiatorio o di Serre più illusoriamente vivibili.<br /><br />http://www.ansa.it/canale_ambiente/notizie/istituzioni/2019/03/12/mattarella-siamo-sullorlo-della-crisi-climatica-globale_f5f8cace-9065-4a3b-bc54-7b1d09b0d59b.html<br />Rispondi.<br /><br /><br />
"Ferruccio, per accettare i limiti impostici dalla Natura, noi Homo Sapiens sapiens dobbiamo comportarci contrariamente alla nostra stessa natura, che ci porta con ogni mezzo ad oltrepassare ogni limite, sempre, comunque e dovumque.Costi quello che costi.<br />Naturalmente, e non c'è avverbio più appropriato, in Natura, ovvero nel Cosmo, esistono limiti invalicabili proprio per consentire l'esistenza delle cose, dalle microscopiche fino a quelle immense.<br />Forse, più che figli delle stelle lo siamo dei buchi neri.<br />Ma anch'essi pare che sottostiano a limitazioni insuperabili.Incomprensibili, assurde.<br /><br />Ora, che cosa vogliamo fare?<br /><br />Può essere che siamo condannati comunque dal Cosmo stesso, che procede il suo corso incurante dei nostri calcoli ed intenzioni.<br /><br />O che stia attendendo il nostro piccolo ma determinante operato qui su questa Terra.<br />Abbiamo delle prove irrefutabili che l'aritmetica stessa non può essere completa e coerente allo stesso tempo.<br /><br />
Figuriamoci che cosa è la natura del Cosmo, allora.<br /><br />
Potremmo anche provare ad annientarci con i mezzi di cui disponiamo ormai da parecchi decenni.<br />E in questo modo sfidare il Cosmo e vedere se è in grado fermarci.<br />O sfidarlo cercando d'impedirci l'annientamento mettendo in atto tutte le azioni adatte, che conosciamo per il momento.<br />O rinunciare al minimo di conoscenza di cui possiamo disporre e goderci, si fa per dire gli esiti dell'esperimento.<br /><br />Io stesso il mattino propendo per una di queste scelte, la sera per l'altra e nel pomeriggio quasi mi decidevo per l'altra ancora".<br /><br />Marco Sclarandis<br /><br /><br /><br /><br />marcohttp://www.blogger.com/profile/02488170768545324466noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-138938223169629162019-03-10T11:18:00.003+01:002019-03-10T11:36:19.671+01:00n!, x^x, c? .<div>
Già, com'è possibile che in sessant'anni abbiamo riempito di rottami anche le orbite intorno allaTerra?</div>
<div>
e nello stesso tempo di altri rottami, plastici, anche i due terzi del pianeta, quello per noi solo navigabile?</div>
<div>
Taccio per brevità su innumerevoli altri esempi.</div>
<div>
<br /></div>
<div>
Credo che non ci sia risposta migliore:</div>
<div>
<br /></div>
<div>
Noi non riusciamo ad accettare limiti alla crescita.</div>
<div>
<br /></div>
<div>
Li
subiamo perchè non possiamo fare altrimenti, ma l'ossessione che
abbiamo per la crescita ci porta a ignorare volutamente ogni pratica che
la ostacola, compreso il doveroso riciclo della materia impiegata nel
crescere.</div>
<div>
Ci fermiamo solo quando la crescita comincia ad interagire fortemente con se stessa,auto-limitandola.</div>
<div>
Ma pure in questo caso cerchiamo con ogni mezzo un modo per continuare l'espansione.</div>
<div>
<br /></div>
<div>
Siamo i buchi neri della biosfera terrestre.</div>
<div>
Siamo i soli che sappiamo della velocità della luce, e che vorremmo sapere come mai non c'è modo di superarla.</div>
<div>
Quindi, non si tratta d'ignoranza, neanche solo di crimine, nemmeno di banale sciatteria , ma proprio di natura homosapienziale.</div>
<div>
<br /></div>
<div>
Se è così, e credo che lo sia, l'apocalisse, in minuscolo perchè nel senso etimologico di "rivelazione", è ormai conclamata.</div>
<div>
Noi siamo fatti in questo particolare modo, rispetto a tutti gli altri esseri viventi, terrestri, per lo meno.</div>
<div>
Accettare definitivamente questa verità potrebbe davvero renderci liberi dalle sue intrinseche conseguenze ed implicazioni.</div>
<div>
Ma indugiare nel prendere una decisione potrebbe esserci fatale.</div>
<div>
<br /></div>
<div>
Molteplici indizi ci dicono che superata una certa crescita critica, si decresce catastroficamente.</div>
<div>
Da mille a uno nello spazio d'un mattino.</div>
<div>
<br />
Marco Sclarandis.</div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<br /></div>
marcohttp://www.blogger.com/profile/02488170768545324466noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-76767572869651783732019-03-03T12:14:00.000+01:002019-03-04T11:48:01.297+01:00Ispirato da e dedicato a Gaia, Baracetti.<div class="comment-body">
Quante specie viventi ha creato finora la Vita sul pianeta Terra?<br />
Miliardi e miliardi, senza considerare quelle più semplici e minuscole, incalcolabili.<br />
Ma di tutte queste, quelle che si sono poste questa domanda,<br />
potremmo esserne l’unica o accompagnata da pochissime altre, ormai estinte o al massimo presenti in noi come vestigia.<br />
Credo che la nostra curiosità e potenza distruttrice siano legate indissolubilmente.<br />
Proprio come lo sono fra loro le facce, gli spigoli e i lati dei cinque
solidi platonici.Un tetraedro non può avere diagonali come un cubo non
può non averne, per intenderci.<br />
Ma sappiamo anche costruire, sarebbe stupido ignorarlo.<br />
E rimediare a distruzioni ed errori, volendo, anche se non sempre.<br />
Se fossimo tutti dei cloni non si spiegherebbe l’enorme varietà di
comportamenti e interessi umani ma se lo stessimo diventando, fatto che
per molti aspetti sembrerebbe possibile e irreversibile, allora
bisognerebbe considerare la sesta estinzione di massa un evento
naturale.<br />
Proprio nel senso di comportamento della Natura, Madre o Matrigna che la vogliamo considerare.<br />
Quanto è grande l’Universo, quello osservabile, per lo meno?.<br />
Senza considerare complessità di fisica astronomica ma anche solo
immaginandolo come una sfera di quasi quattordici miliardi di anni luce
di raggio, quattro terzi pigreco erre tre applicata a questa sfera porta
ad un risultato di un milione miliardi di miliardi di miliardi di
miliardi di chilometri cubi,(più brevemente 10^ 42 km3).<br />
Davvero in tutto questo ciclopico volume, sebbene pieno quasi tutto di
vuoto elettromagnetico e quantistico, che è diverso dal nulla, esiste
solo la Terra con tutti i sui abitanti umani e non, a testimoniare
l’imperscrutabile e onnipotente capacità della Vita?.<br />
Ci piacerebbe saperlo con certezza, ma se causeremo noi la sesta grande
estinzione, qui e a breve, “scenderemo nel gorgo muti” e ignoranti
pure.<br />
Ma se smettiamo di fantasticare siamo sicuramente condannati.<br />
Noi Homo così siamo fatti, a somiglianza di un’immagine sempre sfuggente.<br />
Dobbiamo domare la nostra natura, affinche la Natura ci ospiti ulteriormente.<br />
Ma dobbiamo smettere di gingillarci trecentosessantasei giorni all’anno,
oltre a quelli ordinari non bisestili, con tutte le creazioni della
nostra mente esuberante.<br />
Smartphone con cinque telecamere, cosicchè chiunque possa eventualmente
immortalare il collasso planetario della biosfera con il massimo
dettaglio, e quantità immani di chincaglieria usa e getta, quantunque di
lusso.<br />
O la borsa o la Vita. (nel senso di Borsa Valori ma anche come sineddoche).<br />
Avere tutte e due come stiamo cercando di fare da troppo tempo ormai,
darà un risultato corretto e desiderabile, ma solo come nell’algebra di
George Boole: 1+1=0.<br />
Così scrivevo, abbastanza inutilmente decenni fa:<br />
<br />
Beato sii<br />
Muschio delle infradicite gronde<br />
Perché di squame di tegole obsolete<br />
Liquame d’alati ed intemperie<br />
Ne fai velluto invitante le carezze<br />
Beati siate voi tutti<br />
Camole moscerini e ragni<br />
Pulci vespe e scarafaggi<br />
Perché sgusciando imperterriti da crepe ed orifizi<br />
Ci ricordate l’ineluttabile impotenza dei tiranni<br />
Beati siete<br />
Pipistrelli gatti passeri e randagi<br />
E pure voi gabbiani piccioni e ratti<br />
Perché siete vivi e sinceri testimoni<br />
Che la nostra sapienza<br />
Sovente abortisce spazzatura<br />
La vostra astuzia invece si rigenera perenne<br />
Beata sarai<br />
Emarginata pietra d’ogni razza<br />
Perché la brezza che un tempo t’imperlava di rugiada<br />
Ed ora di croste e bulloni ti ricopre<br />
Ti permette d’espiare la condanna<br />
Per quando ti rendesti<br />
Complice di delitti millenari<br />
Beati saremmo<br />
Anche noi umani<br />
Se nei conflitti creduti inevitabili<br />
Cercassimo l’ago smarrito del consenso<br />
Raccogliessimo l’opinione perspicace<br />
E tra le follie della ragione<br />
Sfilassimo fibre e trame<br />
Dall’ evidente orrore universale<br />
Per ordire più vaste estasi<br />
Diventeremmo come demiurghi<br />
Perché nomi e sembianze sassi piante bestie<br />
E noi compresi tutti<br />
Originammo insieme esclusivamente<br />
Da una quiete irremovibile e una sfrenata fantasia<br />
Che infine si misero d’accordo. <br />
<br />
Un saluto , Marco.</div>
<h3 class="comment-reply-title" id="reply-title">
</h3>
marcohttp://www.blogger.com/profile/02488170768545324466noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-31968186615564116712019-01-28T13:30:00.001+01:002019-01-28T13:30:28.647+01:00Nello strano silenzio
<div style="margin-bottom: 0cm;">
<span style="font-size: large;">Amico tu ed io condividiamo</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">rabbia simile cresciuta</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">in orti identici e adiacenti</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">illusi che divenga nutrimento</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">per chi brama rimedi a errori e guasti</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">e di questi siamo esemplari esponenti
</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">sappiamo fortunatamente</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">d'essere pressochè impotenti</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">il nostro furioso lavorìo di zappa</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">ci sfianca per scarso beneficio</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">ho posato l'attrezzo ed ascoltato</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">nello strano silenzio</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">non meno faticoso</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">il fruscio di una chiocciola
strusciante
</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">sulle verdure infestanti e coltivate</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">il grattare della sua radula
</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">sul bordo della lattuga umida</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">guardo senza alcun timore
</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">all'abisso che ci divide e sporto</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">sul fragile ponte che ci unisce</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">il piacere di mangiarci una foglia
d'insalata</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">ira disumana si converte</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">suo morso dopo morso</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">mio sguardo dopo sguardo</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">in desiderio sorretto dalla forza</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">nel mio palmo utili sementi</span></div>
<span style="font-size: large;">
</span><div style="margin-bottom: 0cm;">
<span style="font-size: large;">non li getterò invano al vento.</span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: small;">Marco Sclarandis </span></div>
<span style="font-size: small;">
</span><div style="margin-bottom: 0cm;">
<br />
</div>
marcohttp://www.blogger.com/profile/02488170768545324466noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-78576569751622192492018-12-13T19:07:00.002+01:002018-12-13T19:07:38.673+01:00Chissà se allora già esistevi
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">Chissà
se allora già esistevi</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">nella
mente d'un Leonardo paleolitico</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">d'un
Archimede precedente i metallurghi </span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">dell'oro
del bronzo e il ferro</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">chissà
chi t'ha scorta in visione o sogno</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">accedendo
ad un futuro remotissimo</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">ma
poi dimenticata e persa</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">o
dovevi attendere l'acciaio</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">l'asfalto
l'isoprene il calibro e l'officina</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">per
venire tra di noi alla luce</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">potevi
nascere dal bambù dal cuoio</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">dal
frassino flessibile dai tendini tenaci</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">ed
il duro bosso avrebbe surrogato</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">insieme
all'ematite biglie di metallo</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">il
basalto romano lastricava già la via</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">ma
ora sei con noi macchina perfetta</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">per
portarci sulla Terra ovunque</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">con
il minimo dispendio ed invadenza</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">non
sofisticarti troppo non guastarti</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">rimani
invenzione semplice e suprema</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">tu
che con due attrezzi sempre ti riaggiusti</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">con
te mai prima fummo tanto liberi</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">meravigliosa
bicicletta.</span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-size: small;">Marco Sclarandis </span></span></div>
<div style="margin-bottom: 0cm;">
<br />
</div>
marcohttp://www.blogger.com/profile/02488170768545324466noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-10654539921208917602018-12-13T18:24:00.000+01:002018-12-13T18:26:41.167+01:00Mentre la catena trae<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">Mentre la catena trae</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">i denti della corona e del
pignone</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">ogni osso dell’attrezzo
birotato</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">ogni tendine ganascia
insieme </span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">al derma circolare morbido</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">collaborano in dinamico
equilibrio</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">prodigio biomeccanico si
compie</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">eccelle termodinamica
efficienza</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">la vista del percorso mi
distrae</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">dalla bolletta la fattura
la scadenza</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">divengo vela al vento su
sentiero</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">muscoli e pedivella si fan
onde</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">braccia sguardo olfatto
udito </span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">si mutano in timone e
Ulisse</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">m’invidia mi sorride
Icaro</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">il fruscio della gomma
sul’asfalto</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">il brusio sullo sterrato </span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">sul pavè quel suono
ritmico </span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">non m’impediscono
interiore lavorìo</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">raggi si flettono e
trasmettono momento</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">cascate scalinate percorse
d’energia</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">biochimica cinetica
angolare</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">con un manubrio mi sento
già torero</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">e domo bestia al mio
volere</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">dirigo le sue corna dove
voglio</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">sella è trono di un
imperatore</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">leve frenanti scettri
nelle mani</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">allora mi domando come</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">tu bicicletta in quali
menti stavi</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">assorte ad escogitare
meccanismi</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">ordigni di passioni
bellicose</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">e a lungo nascosta sei
rimasta</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">un conte francese ti ha
svegliata</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">dal sonno in quella selva
d’invenzioni</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">ora sei ancora principessa
sulla strada</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">presto diverrai regina
incoronata.</span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">Marco Sclarandis </span></div>
marcohttp://www.blogger.com/profile/02488170768545324466noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-12022412366257631382018-07-31T12:57:00.000+02:002018-08-10T19:32:03.271+02:00Solo perchè attratto<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">Ho chiesto alla carovana di formiche</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">se sapessero qualcosa di recente</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">sulla lunghezza della vita dei protoni</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">una s'è inerpicata sul mio pollice</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">ma solo per suggere una goccia di
sciroppo</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">al branco d'elefanti ho letto versi
medievali</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">cercando nei barriti entusiasmo e
approvazione</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">non vi era noia ma l'interesse era
rivolto</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">al cestino di mele sbucciate e più
odorose</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">allora ho guardato negli occhi
sconfortato</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">dalla calura il cane affranto e
complice</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">gli ho chiesto se l'involucro suo
avesse</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">mai pensato di scambiare con il mio</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">mi è parso rapito da un abisso
d'attenzione</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">presto dalla sua impotenza abbandonato
</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">a comprendere rovello troppo astratto</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">pronto però a captare quesito più
concreto</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">il vicino poteva esserci per dialoghi
alla pari</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">spazianti dalla chiacchera al mistero</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">se solo l'azzardo non l'avesse
imbambolato</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">reso simile al lombrico invertebrato</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">da questo differente solo perché
attratto</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">da esponenziale crescita del gruzzolo</span></span></div>
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">
</span></span>
<br />
<div style="margin-bottom: 0cm;">
<span style="font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">di monete avanzate come resto della
spesa.</span></span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
Marco Sclarandis .</div>
<div style="margin-bottom: 0cm;">
<br /></div>
marcohttp://www.blogger.com/profile/02488170768545324466noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-85385695911118772892018-03-14T09:03:00.000+01:002018-03-14T09:03:24.814+01:00Riemergerai dal gorgo Stephen e cantando.
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">Oggi
ritorni verso quella polvere </span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">prima
incontrerai quella terrestre </span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">che
iniziò la tua vita terrena e poi</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">quella
degli astri fulgidi ed oscuri</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">li
vedrai questi neri e ingordi</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">con
una vista a noi preclusa</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">potrai
toccarli impunemente </span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">senza
farti divorare globi mansueti</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">come
ci racconterai il pellegrinaggio</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">siamo
in sintonia con la tua mente</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">illuminati
dal tuo sguardo acuto</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">buon
viaggio Stefano e attiraci</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">che
anche noi in quei mondi </span>
</div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">vogliamo
fare visita.</span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-size: small;">Marco Sclarandis </span></span></div>
<div style="margin-bottom: 0cm;">
<br />
</div>
marcohttp://www.blogger.com/profile/02488170768545324466noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-5349184817082012852018-03-08T09:23:00.000+01:002018-03-08T09:23:08.987+01:00Siamo noi l'ultimogenito?
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">Con
chi hai fornicato la notte</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">o
è stato all'alba o un pomeriggio di noia</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">che
poi partoristi un tale figlio degenere</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">Madre
eri da sempre matrigna</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">o
qualcuno qualcosa ti ha fatto mutare natura</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">hai
una gemella infingarda invidiosa</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">che
prende il tuo posto mentre che dormi</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">di
chi siamo figli noi che misuriamo ogni cosa</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">come
te siamo capaci di spietatezza sovrana</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">di
tenerezza di felino saziato di rugiada desertica</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">queste
mani e mente e sguardo curioso</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">sei
Tu che ne hai fatto un incastro</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">o
una più potente ed astuta ha tramato</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">ai
tuoi danni o a tua gloria</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">siamo
noi l'ultmogenito</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">per
il quale non sprecasti i tuoi gemiti</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">non
tenerci troppo a lungo nel dubbio</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">inutilmente
stiamo sfidando l'insuperabile</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">diccelo
ora se siamo nati bastardi</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;">ma
meritevoli d'essere lo stesso adottati.</span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;"><span style="font-size: small;">Marco Sclarandis </span></span></div>
<div style="margin-bottom: 0cm;">
<br />
</div>
<div style="margin-bottom: 0cm;">
<br />
</div>
marcohttp://www.blogger.com/profile/02488170768545324466noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-24231942749429010842018-03-07T09:43:00.002+01:002018-03-07T09:43:29.646+01:00Quanto siamo liberi, Alberto?<div style="margin-bottom: 0cm;">
<cite> Scaturito dal post precedente : Siamo liberi Guido , siamo liberi.</cite></div>
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<cite><a href="https://www.blogger.com/profile/01605269493945576465">Alberto</a></cite><a href="http://rimedioevo.blogspot.com/2018/02/siamo-liberi-guido-siamo-liberi.html?showComment=1519063650049#c5547388287790387733">February
19, 2018 at 7:07 PM</a></div>
<a href="https://www.blogger.com/null" name="bc_0_2MC"></a>Se capisco bene il ragionamento su cui si
basa il credere che siamo più liberi di quanto supponiamo risiede
nella nostra impossibilità di calcolare o sapere tutto. Ammettendo
senza discussione questo non vedo il nesso con il nostro presunto
libero arbitrio. Perché se così fosse tale facoltà l' avrebbero
pure gli altri esseri viventi, come i fenicotteri o le otarie.<br />
Certo
a noi bipedi poco pelosi sembra proprio di essere liberi. Ma forse
tale credenza è assai esagerata se non proprio un consolante inganno
della nostro sistema nervoso evolutosi casualmente in un modo che non
conosciamo bene e forse non conosceremo mai.
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<cite><a href="https://www.blogger.com/profile/02488170768545324466">marco</a></cite><a href="http://rimedioevo.blogspot.com/2018/02/siamo-liberi-guido-siamo-liberi.html?showComment=1519649796580#c4692253616560900646">February
26, 2018 at 1:56 PM</a></div>
<a href="https://www.blogger.com/null" name="bc_0_0MC"></a>Alberto, se potessimo calcolare tutto
potremmo sapere tutto?<br />
Logicamente no perchè basta pensare se di
fronte ad un bivio, nel futuro,Potremmo o no sapere quale strada
prenderemo? la questione diventa ovviamente indecidibile.<br />
Se il
calcolo ci dice che prenderemo una strada, ma ancora non l'abbiamo
presa,che cosa c'impedisce di prendere l'altra?<br />
E
viceversa.<br />
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Comunque ho inteso dire, e forse non sono stato
esauriente, che noi abbiamo una misura di libero arbitrio superiore a
quella di altri, e oso dire di tutti gli altri, esseri viventi
terrestri.<br />
E comunque, chi ci comanderebbe? Nessuno,qualcuno o che
cosa?<br />
Ma scendendo nel prosaico e nel quotidiano, perchè troppo
sovente<br />
rinunciamo a scegliere quello che possiamo scegliere,
fosse anche una scatoletta di tonno o una passeggiata senza
pensieri?.<br />
Un saluto, Marco.<br />
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<cite><a href="https://www.blogger.com/profile/01605269493945576465">Alberto</a></cite><a href="http://rimedioevo.blogspot.com/2018/02/siamo-liberi-guido-siamo-liberi.html?showComment=1520331584131#c7552925865041472362">March
6, 2018 at 11:19 AM</a></div>
<a href="https://www.blogger.com/null" name="bc_0_1MC"></a>Sì certo noi abbiamo doti cognitive
superiori agli altri esseri viventi. Ma il punto è quanto siamo
liberi? E non può essere la credenza di esserlo del tutto a
stabilirne la misura e neppure i ragionamenti dei filosofi o le
intuizioni dei poeti. Può esserlo solo la ricerca scientifica
empirica. Certo le neuroscienze a questo riguardo sono ancora in una
fase iniziale ma quei pochi esperimenti condotti come quello di Libet
ci danno indicazioni poco favorevoli alla nostra credenza di
libertà.<br />
Il fatto è che la nostra coscienza si basa su
meccanismi cerebrali non eliminabili precedenti e che, non dico
comandino, ma influenzano senza dubbio le nostre scelte
apparentemente libere.<br />
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<cite><a href="https://www.blogger.com/profile/02488170768545324466">marco</a></cite><a href="https://rimedioevo.blogspot.com/2018/02/siamo-liberi-guido-siamo-liberi.html?showComment=1520411157057#c4894262048707481508">March
7, 2018 at 9:25 AM</a></div>
<a href="https://www.blogger.com/null" name="bc_0_2MC1"></a>Alberto, che distanza c'è fra due
punti?<br />
Questa domanda sembra innocente ed ingenua ma non lo è.<br />
Con
due soli punti è impossibile dare una risposta sensata, cosa invece
possibile con tre.<br />
Il nesso con la libertà e l'essere liberi è
che con due punti esiste qualsiasi distanza,<br />
ma nessuno può
calcolarla.<br />
Con tre punti ne esistono tre ma una è obbligata ad
essere quella che è dalle altre due.<br />
La libertà va confrontata o
misurata o considerata rispetto ad una costrizione o servitù o
schiavitù o limite o comunque quello che è possibile od impossibile
che esista.<br />
Immagina una Terra piatta,più semplice di una
sferica,quindi, infinitamente in estensione.<br />
Ci sarebbe spazio per
tutti, da chi s'accontenta di una casupola a chi non dorme la notte
se non edifica una metropoli ed oltre.Ma.<br />
Come non puoi mettere
più di tre cerchi delle stesse dimensioni reciprocamente tangenti e
non più di sei attorno e adiacenti ad un altro identico,da queste
elementari considerazioni s'evince quanto il concetto di libertà sia
indigesto da accettare nelle sue ineluttabili implicazioni.<br />
La
libertà di cui disporremmo se la cercassimo con maggiore passione,
sarebbe più ampia di quanto molti non immaginano. Ne sono
certo.<br />
E quella che tu chiami ricerca scientifica empirica, è nient'altro che questa ragionevole passione.<br />
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Marco.<br />
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marcohttp://www.blogger.com/profile/02488170768545324466noreply@blogger.com0tag:blogger.com,1999:blog-731244052436542397.post-68293799900562665802018-02-19T11:43:00.000+01:002018-02-19T11:43:18.962+01:00Siamo liberi Guido, siamo liberi.<div>
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Guido, ti propongo un'analogia in due parti per esporre il mio pensiero sul libero arbitrio.</div>
Cominciamo dal cubo "alla Rubik" più semplice, ma anche troppo semplice. Quello di 2x2x2 cubetti e 24 facce da risistemare.</div>
Se
fossimo liberi di scambiare di posto anche le facce interne, sebbene
con qualche restrizione di mosse,per esempio, anche questo cubo minimo
diventerebbe interessante, almeno per qualcuno.</div>
Quello famoso e
famigerato,di 3x3x3
la cui complessità non è immediatamente visibile lo diventa appena lo si
maneggia per riordinarlo allo stato di partenza. Anche in questo
caso,se accettassimo di estendere le regole permettendo di considerare
le mosse per scambiate le sue facce interne, la complessità del riordino
aumenterebbe ma in un modo esplosivo.</div>
<br />Ora consideriamo "Rubik 10x10x10". Prima solo lo scambio facciale esterno e poi quello interno.</div>
Escono fuori numeri al di là dell'immaginazione, anche di chi di matematica un minimo se ne intende. </div>
Pensare
al "Rubik 1000x1000x1000" pensiero da matematici al vertice e di
professione, porta ai confini della conoscenza teorica e pratica.</div>
Eppure
queste situazioni combinatorie,sebbene siano implicitamente costituite
da numeri d'inimmaginabile grandezza, a seconda delle regole
considerate, non conducono necessariamente all'infinito, numerico
beninteso.</div>
Solo che superato un certo limite, qualsiasi numero diventa di fatto, fisicamente incalcolabile e nemmeno rappresentabile.<br />Quindi, per certi versi, un numero dalle cifre infinite, non in quanto tali, ma perchè inesorabilmente inconoscibili.<br /></div>
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Ora
consideriamo quella specie di flipper,una tavola irta di chiodi in
forma di una schiera triangolare e tenuta dritta in modo che una biglia
in caduta libera verso il basso finisca in una delle posizioni alla base
del triangolo chiodato.</div>
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Se i chiodi e le biglie sono in
numero sufficiente vediamo apparire alla fine un accumulo di bigle nelle
posizioni finali che disegnano una forma a campana, che è anche
l'inverso della curva logistica o sigmoide, questa onnipresente in ogni
ambito di uso, consumo ed abuso di risorse.</div>
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Possiamo calcolare per ogni biglia quale sarà il suo destino finale? </div>
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No, possiamo solo conoscere la probabilità che ogni biglia ha di finire in una posizione intermedia o finale.</div>
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Ma
possiamo truccare il meccanismo con delle regole, per esempio poter
manovrare i chiodi a certe condizioni e aumentare ogni probabilità</div>
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di caduta in una posizione, anche fino alla certezza.<br />Adesso immaginiamo le biglie come persone e i chiodi conficcati nella tavola come il teatro della vita.</div>
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L'analogia mi sembra quasi perfetta.</div>
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Da quello che ho detto finora, s'intravede l'incommensurabile,sottile differenza tra la fisica e la matematica.</div>
Nel mondo matematico non possiamo ignorare l'infinito, nel mondo fisico, il contrario.<br /></div>
Finora, sembra che la realtà sia un intreccio indistricabile di fisica e di matematica.</div>
E,
in questo mondo reale, fatto che ritengo sia un mistero stupefacente,
siamo arrivati a capire grazie alla dimostrazione "diagonale" di Georg
Cantor che tutte le cose che possiamo contare sono in realtà
inelencabili.Quella famosa frase di una dell'Amleto di Shakespeare<br /><em></em><span class="gmail-st"><em></em>" Ci son<em>o</em> più cose in cielo e in terra, Orazio, che non sogni la tua filosofia"</span>, si è rivelata vera alla lettera quattro secoli dopo.<br /></div>
Non potendo elencare tutto nè calcolare tutto, il libero arbitrio esiste proprio in virtù di questi fatti.</div>
Proprio queste impossibilità sono il fondamento di questa libertà.</div>
Se poi vogliamo illuderci che ci sia qualcuno che che sa tutto e che può tutto, illudiamoci pure.</div>
Ma sapere tutto e potere tutto è logicamente impossibile.Ormai lo sappiamo.</div>
Chiunque ci convinca che sia possibile ci sta ingannando, anche se ci dice che lo sta facendo per il nostro bene.</div>
Ecco
perchè non dobbiamo mai dimenticarci di quelle due frasi,una scritta
sul cinturone di certi soldati e l'altra su certe banconote,</div>
e di quale sinistra fede propagandavano e propagandano ancora.</div>
Io credo che siamo molto più liberi di quanto non crediamo d'essere.</div>
Ma siccome la libertà porta alla conoscenza della nostra irriducibile limitatezza, preferiamo limitarla all'indispensabile.</div>
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E così gli arbitri siamo noi.</div>
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Marco Sclarandis<br /><div>
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marcohttp://www.blogger.com/profile/02488170768545324466noreply@blogger.com4tag:blogger.com,1999:blog-731244052436542397.post-76150179920121445832018-02-05T09:30:00.003+01:002018-02-05T09:30:59.947+01:00L'evo del rimedio<div>
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Mi chiedo che cosa possa invece sbloccare dalll'ottundimento la mente e l'animo di miliardi di persone.</div>
La
notizia ,credibile, che l'orologio del giorno del giudizio atomico,
giudizio si fa per dire, segni solo due minuti prima della fine
dell'umanità</div>
e ciò pare importi tanto quanto l'annuncio di uno
spettacolo di varietà,mi fa credere che se mai usciremo vivi da questo
evo sarà per un inimmaginabile miracolo.</div>
Vedo che più aumenta l'abbondanza di mezzi potenzialmente salvifici più diminuisce la passione per adoperarli a tale scopo.</div>
Tutto ciò ormai non mi spaventa nè indigna.</div>
Semplicemente ormai accetto che siamo sgusciati dalla fantasmagorica lotteria degli esseri viventi, fatti come siamo fatti.</div>
Questo non implica che siamo condannati ad essere dannati a causa della nostra natura.</div>
Semmai,
è che per noi, è quasi sovrumano lo sforzo per non soccombere alla
nostra natura di esseri consapevoli della nostra consapevolezza.<br />In altri termini è come se dovessimo agire contro la nostra stessa natura per poterla salvare.</div>
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E la nostra natura è certamente quella di un essere vivente che non accetta limiti d'ogni sorta.</div>
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Ma con la possibilità e la capacità di accorgersi di questo fatto.</div>
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Quindi,
credo che siamo liberi di scegliere anche se la scelta tra il salvarci e
il dannarci è diventata al limite dell'impossibilità.</div>
Detto ciò, non m'interessa per niente cercare di calcolare la probabilità che avvenga il miracolo.</div>
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Anche perchè intuisco che il solo tentativo di farlo inficerebbe il risultato del calcolo stesso.</div>
Sicuramente
la probabilità che avvenga il miracolo è scarsissima, ma altrettanto
sicuramente esiste, e perciò cerco di agire per accordarmi con tale
evento.</div>
E comunque ormai sappiamo, che sia che siamo soli
nell'universo conosciuto o che siamo in numerosa compagnia, con o senza
di noi tale universo proseguirebbe la sua esistenza, e forse senza fine.</div>
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Possiamo
fare poco in tale universo, ma possiamo farlo.E potendo rimediare ad un
errore, rimediare è quanto di più affine al prodigio ed al miracolo
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marcohttp://www.blogger.com/profile/02488170768545324466noreply@blogger.com0