tag:blogger.com,1999:blog-336468362024-03-13T19:01:56.045+01:00Risorse, Economia e AmbienteIl blog di ASPO-Italia, sezione italiana dell'associazione internazionale per lo studio del picco del petrolio e del gas (ASPO)Ugo Bardihttp://www.blogger.com/profile/18231859786466899924noreply@blogger.comBlogger1430125tag:blogger.com,1999:blog-33646836.post-63069967295799776492012-08-03T11:34:00.000+02:002012-08-03T11:34:18.269+02:00Risorse Economia Ambiente si trasferisceDa oggi ci trovate su <a href="http://aspoitalia.wordpress.com/" target="_blank">Wordpress</a><br />
ma anche su <a href="http://www.facebook.com/piccodelpetrolio" target="_blank">Facebook</a>, su <a href="https://twitter.com/AspoItalia" target="_blank">Twitter</a> e su <a href="http://www.anobii.com/01094f7fa3d09d3473/books" target="_blank">Anobii</a><br />lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com115tag:blogger.com,1999:blog-33646836.post-73174347510546712022012-07-24T08:58:00.000+02:002012-07-25T12:11:12.259+02:00La nuova terrificante Matematica del Riscaldamento Globale<br />
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<i><span style="color: black; font-size: 14pt;">Tre numeri semplici che si aggiungono alla
catastrofe globale e che chiariscono quale sia il vero nemico</span></i></div>
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<a href="http://assets.rollingstone.com/assets/images/story/global-warmings-terrifying-new-math-20120719/1000x600/main.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="270" src="http://assets.rollingstone.com/assets/images/story/global-warmings-terrifying-new-math-20120719/1000x600/main.jpg" width="400" /></a><br />
<i><span style="color: #333333; font-size: 10pt;">Illustrazione
di Edel Rodriguez</span></i></div>
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<span style="font-size: large;"><b><i>Di <a href="http://www.rollingstone.com/contributor/bill-mckibben"><span style="color: windowtext; text-decoration: none;">Bill McKibben</span></a></i><i></i></b></span></div>
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<b><i><span style="font-size: 10pt;">Da
</span></i><a href="http://www.rollingstone.com/politics/news/global-warmings-terrifying-new-math-20120719#ixzz21CFVOx6f"><i><span style="color: windowtext; font-size: 10pt; text-decoration: none;">Rolling Stone</span></i></a><a href="http://www.blogger.com/blogger.g?blogID=33646836" name="_Hlt330820405"></a><a href="http://www.blogger.com/blogger.g?blogID=33646836" name="_Hlt330820406"></a><i><span style="font-size: 10pt;"> del 19 Luglio 2012.
Traduzione di Massimiliano Rupalti, revisione di Lou Del Bello</span></i></b></div>
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<span style="color: black;">Se le immagini delle fiamme
torreggianti in Colorado, o l'entità della bolletta per l'aria condizionata non
vi hanno convinto, eccovi alcuni numeri eloquenti sul cambiamento climatico: il
mese di giugno ha superato o eguagliato 3,215 volte le temperature registrate in tutti gli Stati
Uniti. </span></div>
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<span style="color: black;">Ciò ha fatto seguito al
maggio più caldo mai registrato nell'Emisfero Nord, 327mo mese consecutivo in cui le temperature
dell'intero globo hanno superato la media del ventesimo secolo. </span></div>
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<span style="color: black;">Le probabilità che un
fenomeno simile accada per puro caso sono 3.7 x 10-99, un numero molto più alto dei quello delle stelle
nell'universo.</span></div>
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<span style="color: black;">I meteorologi dicono che
questa primavera è stata la più calda mai registrata nella nostra nazione [gli
Stati Uniti, NdR], infatti ha battuto il vecchio record di una misura tale da
diventare la “più grande deviazione di temperatura dalla media di ogni
registrazione stagionale mai raccolta”. </span></div>
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<span style="color: black;">La stessa settimana, le
autorità saudite hanno riportato che alla Mecca è piovuto nonostante la
temperatura di 109 gradi Fahrenheit (42,77 centigradi): l'acquazzone più caldo
della storia del pianeta.</span></div>
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<span style="color: black;">Sembra
però che i nostri leader non abbiano ancora fatto questi conti con questi
fatti. Il mese scorso le nazioni del mondo, che si incontravano a Rio per la
seconda edizione, nel suo ventesimo anniversario, del grande summit ambientale
del 1992, non hanno realizzato nulla.</span></div>
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<span style="color: black;"> A differenza di George H.W. Bush, che è volato
là per il primo conclave, Barack Obama non si è nemmeno presentato. E' stato
“un simulacro del lieto e fiducioso incontro di 20 anni fa”, ha scritto il
giornalista inglese George Monbiot. </span></div>
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<span style="color: black;">Nessuno
ci ha fatto molto caso, si sentivano gli echi dei passi nelle hall “un tempo
affollate di moltitudini”. Siccome ho scritto uno dei primi libri di
divulgazione sul riscaldamento globale nel lontano 1989 e siccome ho passato i
successivi decenni a lavorare senza successo per rallentare quel riscaldamento,
posso dire con un certa sicurezza che stiamo perdendo la guerra, malamente e
velocemente. La stiamo perdendo perché, soprattutto, continuiamo a negare il
pericolo in cui si trova l'umanità.</span></div>
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<span style="color: black;">Quando
pensiamo al riscaldamento globale, gli argomenti tendono ad essere ideologici,
teologici ed economici. </span></div>
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<span style="color: black;">Ma per
afferrare la serietà della nostra difficile situazione, avete semplicemente
bisogno di un po' di matematica. </span></div>
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<span style="color: black;">Negli
anni passati, un'analisi aritmetica facile e potente, inizialmente pubblicata
da analisti finanziari nel Regno Unito, aveva fatto il giro delle riviste e
delle conferenze ambientali, ma non è ancora arrivata al grande pubblico.
Questa analisi capovolge gran parte del pensiero politico convenzionale sul
cambiamento climatico. E ci permette di capire
la nostra precaria (la nostra quasi ma non del tutto definitivamente
senza speranza) posizione con tre semplici numeri. </span></div>
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<i><span style="font-size: large;"><b><span class="StrongEmphasis"><span style="color: black;">Il primo numero: 2° Centigradi
</span></span></b></span></i></div>
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<span style="color: black;">Se il
film fosse finito in modo hollywoodiano, la conferenza sul clima di Copenhagen
del 2009 avrebbe segnato il culmine della lotta globale per rallentare un clima
che cambia. Le nazioni del mondo si sono radunate nell'oscurità del dicembre
della capitale danese per ciò che un eminente economista, Sir Nicholas Stern di
Britannia, ha chiamato il “più importante raduno dalla Seconda Guerra Mondiale,
dato quel che c'è in gioco”. </span></div>
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<span style="color: black;">Come ha
dichiarato al tempo il ministro danese per l'energia Connie Hedegaard, che
presiedeva la conferenza: “Questa è la nostra opportunità. Se la perdiamo,
potrebbero volerci anni prima di poterne avere una migliore. Ammesso che l'avremo”. <br style="mso-special-character: line-break;" />
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<span style="color: black;">Per la
cronaca, naturalmente, l'abbiamo persa. Copenhagen ha fallito in modo brutale .
Né la Cina, né gli Stati Uniti, che da soli sono responsabili del 40% delle
emissioni complessive di carbonio, erano pronti a offrire concessioni
significative e quindi la conferenza è andata alla deriva per due settimane
mentre i leader del mondo si sono
presentati solo nel giorno finale. </span></div>
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<span style="color: black;">In un
simile caos , il presidente Obama ha preso l'iniziativa di firmare un “Accordo di Copenhagen” di facciata che non ha ingannato molti . Erano solo
accordi volontari che non impegnavano nessuno a fare niente e anche se i paesi
hanno manifestato l'intenzione di
tagliare le emissioni di carbonio, non è stato stabilito nessun meccanismo
impositivo. “Copenhagen stanotte è la scena di un crimine” ha dichiarato un
rappresentante di Greenpeace, arrabbiato, “con gli uomini e le donne colpevoli
in fuga per l'aeroporto”. I titolisti dei giornali sono stati altrettanto
brutali: COPENHAGEN: LA MONACO DEI NOSTRI TEMPI?.</span></div>
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<span style="color: black;">L'accordo
conteneva un numero importante, tuttavia. </span></div>
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<span style="color: black;">Nel primo
paragrafo, riconosceva formalmente “la visione scientifica secondo cui
l'aumento delle temperature globali dovrebbe restare al di sotto dei 2 gradi
Centigradi”. E proprio nel paragrafo successivo dichiarava che “siamo d'accordo
sul fatto che profondi tagli nelle emissioni globali sono richiesti [...] così
da fermare l'aumento delle temperature globali al di sotto dei 2 gradi
Centigradi”. </span></div>
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<span style="color: black;">Insistendo
sui 2 gradi Centigradi, circa 3,6 gradi Fahrenheit, l'accordo ha ratificato le
posizioni prese in precedenza nel 2009 dal G8 e dal Forum delle Maggiori Economie. </span><span style="color: black; font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Era
convenzionale così come la saggezza convenzionale lo può
percepire.</span></span></div>
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<span style="color: black;">Questa
cifra è diventata convenzioneper la prima voltaalla conferenza sul clima del
1995 presieduta da Angela Merkel, allora ministro tedesco dell'ambiente e ora
Cancelliera di centro destra del paese. </span></div>
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<span style="color: black;">Finora
abbiamo innalzato la temperatura media del pianeta di solo 0,8 gradi Centigradi
e ciò ha creato molti più danni di quanto si aspettassero la gran parte degli
scienziati. (Un terzo del ghiaccio estivo nell'Artico se ne è andato, gli
oceani sono più acidi del 30% e siccome l'aria calda trattiene più vapore
acqueo di quella fredda, l'atmosfera sugli oceani è più umida di uno scioccante
5%, pronta a provocare alluvioni devastanti). </span></div>
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<span style="color: black;">Dati
questi impatti, infatti, molti scienziati sono giunti a pensare che 2 gradi sia
un obiettivo troppo indulgente. “Ogni numero molto al di sopra di un grado
comporta una scommessa”, scrive Kerry Emanuel del MIT, autorità eminente in
fatto di uragani, “e le probabilità diventano sempre meno favorevoli
all'aumentare della temperatura. Thomas Lovejoy, un tempo principale
consigliere sulla biodiversità della Banca Mondiale, la mette così: “ Se
vediamo ciò che vediamo oggi a 0,8 gradi centigradi, due gradi sono
semplicemente troppi”. </span></div>
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<span style="color: black;">Lo
scienziato della NASA James Hansen, il più eminente climatologo del pianeta, è
anche più schietto: “L'obiettivo di cui si è parlato nei negoziati
internazionali per 2 gradi di riscaldamento è di fatto una prescrizione per un
disastro a lungo termine”. Al summit di Copenhagen, un relatore membro
dell'AOSIS [Alliance of Small Island
States, NdT] ha ammonito sul fatto che molti arcipelaghi non sopravviverebbero ad un aumento di 2
gradi: “Alcuni paesi scompariranno”. </span></div>
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<span style="color: black;">Quando i
delegati dei paesi in via di sviluppo sono stati messi in guardia sul fatto che
2 gradi rappresenterebbero un “patto suicida” per l'Africa colpita dalle
siccità, molti di loro si sono messi a cantare “Un grado, un'Africa”.</span></div>
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<span style="color: black;">Nonostante
le ben fondate perplessità, il realismo politico ha battuto i dati scientifici
e il mondo si è accordato su un obiettivo di 2 gradi – di fatto, è giusto dire
che questa è la sola cosa, riguardo al cambiamento climatico, sulla quale il
mondo si sia messo d'accordo. Nonostante le polemiche, 167 nazioni responsabili
per più del 87% delle emissioni mondiali di carbonio hanno firmato l'Accordo di
Copenhagen, avallando l'obbiettivo dei 2 gradi. </span></div>
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<span style="color: black;">Solo una
dozzina di paesi lo hanno rifiutato, compresi Kuwait, Nicaragua e Venezuela.
Persino gli Emirati Arabi Uniti, che fanno gran parte dei loro soldi vendendo
petrolio e gas, hanno firmato. La posizione ufficiale del pianta Terra al
momento è che non possiamo aumentare la temperatura di più di 2 gradi
centigradi – è diventata la più bassa delle linee basse. Due gradi. </span></div>
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<i><span style="font-size: large;"><b><span class="StrongEmphasis"><span style="color: black;">Il
Secondo Numero: 565 Gigatonnellate</span></span></b></span></i></div>
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<span style="color: black;">Gli
scienziati stimano che gli esseri umani possono riversare approssimativamente
565 ulteriori gigatonnellate di anidride carbonica in atmosfera entro metà del
secolo ed avere ancora una speranza ragionevole di rimanere al di sotto dei 2
gradi. (“Ragionevole”, in questo caso, significa 4 opportunità su 5 o qualche
probabilità in meno che giocare alla roulette russa con una pistola a sei
colpi). </span></div>
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<span style="color: black;">L'idea di
un “budget di carbonio” è emersa circa un decennio fa, quando gli scienziati
hanno cominciato a calcolare quanto petrolio, carbone e gas poteva essere
ancora bruciato con sicurezza. Siccome abbiamo aumentato la temperatura della
Terra di 0,8 gradi finora, attualmente ci troviamo a meno di metà strada
dall'obiettivo. Ma, di fatto, i modelli computerizzati calcolano che anche se
smettessimo di aumentare la CO2 ora, la temperatura aumenterebbe probabilmente
di altri 0,8 gradi, in quanto il carbonio rilasciato in precedenza continua a
surriscaldare l'atmosfera. Ciò significa che siamo già a 3 quarti del percorso
verso l'obiettivo dei 2 gradi.</span></div>
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<span style="color: black;">Quanto
sono validi questi numeri? Nessuno insiste sul fatto che siano esatti, ma pochi
mettono in dubbio che siano generalmente giusti. La figura delle 565
gigatonnellate deriva da una delle più sofisticate simulazioni computerizzate
che siano state costruite dagli scienziati del clima nel mondo nei decenni
scorsi. </span></div>
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<span style="color: black;">E il
numero è stato ulteriormente confermato dai più recenti modelli di simulazione
climatica attualmente portati a termine come anticipazione del prossimo
rapporto del IPCC [Intergovernmental Panel on Climate Change, NdT].
“Guardandoli mentre arrivano, difficilmente differiscono”, dice Tom Wigley, un
climatologo australiano al Centro Nazionale per la Ricerca Atmosferica. “Ci
sono circa 40 modelli nella serie di dati ora, rispetto ai 20 precedenti. Ma
finora i numeri sono sostanzialmente gli stessi. Stiamo semplicemente affinando
le cose. Non credo sia cambiato molto nell'ultimo decennio”. William Collins,
scienziato del clima al Laboratorio
Nazionale Lawrence Berkeley, è d'accordo. “Penso che il risultato di questo
giro di simulazioni sarà piuttosto simile”, dice. “Non otterremo niente di
nuovo da un'ulteriore comprensione del sistema del clima”.</span></div>
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<span style="color: black;">Non
otterremo niente di nuovo neanche dalle economie mondiali. Con una pausa di un
solo anno nel 2009, al vertice della crisi finanziaria, abbiamo continuato a
riversare quantità record di carbonio nell'atmosfera, anno dopo anno. </span></div>
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<span style="color: black;">Alla fine
di maggio, la IEA [International Energy Agency NdT] ha pubblicato le sue ultime
proiezioni – le emissioni di CO2 sono aumentate di 31,6 gigatonnellate lo
scorso anno, oltre il 3,2% rispetto all'anno precedente. L'America ha avuto un
inverno caldo ed ha convertito più centrali da carbone a gas naturale, quindi le
sue emissioni sono leggermente scese. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Il boom
della Cina è continuato, e le sue
emissioni di carbonio (che hanno recentemente superato quelle degli Stati
Uniti) sono cresciute del 9,3%. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">I
giapponesi hanno spento il loro parco nucleare dopo Fukushima, quindi le loro
emissioni hanno sfiorato il 2,4%. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">“Ci sono
stati sforzi per usare più energia rinnovabile e migliorare l'efficienza
energetica”, ha detto Corinne Le Quéré, che dirige il centro inglese per la
ricerca sul clima Tyndall. “Ma ciò che questo mostra è che finora gli effetti
sono stati marginali”. Infatti, studio dopo studio prevede che le emissioni di
carbonio continueranno a crescere di circa il 3% all'anno e a questo tasso,
raggiungeremo la nostra tolleranza 565 gigatonnellate in 16 anni, più o meno
quando chi oggi fa l'asilo prenderà la maturità. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">“I nuovi
dati forniscono ulteriore prova che la porta verso una traiettoria di 2 gradi
si sta per chiudere”. Ha detto Fatih Birol, il capo Economista della IEA.
Infatti, ha continuato, “Quando guardo questi dati, la tendenza è perfettamente
in linea con un aumento di temperatura di circa 6 gradi” Sono circa 11 gradi
Faherenheit, il che produrrebbe uno scenario planetario di fantascienza<br />
Quindi, nuovi dati alla mano, tutti alla conferenza di Rio hanno rinnovato i
loro richiami rituali per una seria azione internazionale per riportarci su una
traiettoria di 2 gradi. La farsa continuerà a novembre, quando la prossima
Conferenza delle Parti (COP) del UNFCCC (United Nations Framework Convention on
Climate Change) si riunirà in Qatar. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Sarà il
COP 18 – il COP 1 si era tenuto a Berlino nel 1995 e da allora il processo non
ha realizzato essenzialmente nulla. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Anche gli
scienziati, che sono notoriamente riluttanti ad esporsi, stanno lentamente
superando la loro naturale preferenza a fornire semplicemente dei dati. “ Il
messaggio è stato costante per circa 30 anni ora”, dice Collins con un sorriso
tirato, “ed abbiamo gli strumenti ed il potere computazionale richiesto per
presentare le prove in dettaglio: se scegliamo di continuare nel nostro attuale
corso d'azione, dovrebbe essere fatto con una valutazione piena delle prove che
la comunità scientifica ha presentato”. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Si ferma
un attimo, improvvisamente conscio di essere registrato. “Dovrei dire una <i>più
piena valutazione</i> delle prove”. Finora, tuttavia, tali richiami hanno avuto
un effetto trascurabile. Siamo nella stessa posizione da un quarto di secolo:
allarme scientifico seguito da inazione politica. Uno scienziato di lungo corso
mi ha detto: “Conosci quei nuovi pacchi di sigarette dove il governo fa mettere
una foto di qualcuno che ha un buco in gola? Le emissioni di gas serra
dovrebbero avere qualcosa di simile”.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;"><br />
<span class="StrongEmphasis"><i><b><span style="font-size: large;">Il Terzo Numero: 2,795 Gigatonnellate</span></b></i><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Questo
numero è il più spaventoso di tutti, un numero che, per la prima volta, da
l'idea delle dimensioni politiche e scientifiche del nostro dilemma. E' stato
evidenziato l'estate scorsa dal </span><a href="http://www.carbontracker.org/">Carbon Tracker Initiative</a><span style="color: black;">, un gruppo di analisti
finanziari ed ambientalisti di Londra che hanno pubblicato un rapporto nel
tentativo di educare gli investitori sui possibili rischi che pone il
cambiamento climatico sul loro portafoglio di azioni. Il numero indica la
quantità di carbonio già contenuta nelle riserve provate di carbone, petrolio e
gas delle compagnie di combustibili fossili e dei paesi (come Venezuela o
Kuwait) che agiscono come compagnie di combustibili fossili. In breve, sono i
combustibili fossili che stiamo pianificando di bruciare. E il punto chiave è
che questo nuovo numero, 2795 – è più altro di 565. Cinque volte tanto.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;"><br />
Il Carbon Tracker Initiative – guidato da James Leaton, un ambientalista che è
stato consulente per il gigante della contabilità PricewaterhouseCoopers – ha
spulciato fra i database privati per scoprire quanto petrolio, gas e carbone
hanno come riserva la maggiori compagnie energetiche. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">I numeri
non sono imperfetti – non riflettono pienamente la recente ondata di energia
non convenzionale come il gas di scisti e non rispecchiano con precisione le
riserve di carbone, che sono soggette a prescrizioni di rapporto meno
stringenti di petrolio e gas. Ma per le compagnie più grandi, le figure sono
proprio esatte: se bruciassimo tutto quanto si trova a inventario della Lkoil
in Russia e della ExxonMobil in America, per esempio, che guidano la lista di
compagnie di petrolio e gas, ognuna rilascerebbe più di 40 gigatonnellate di
anidride carbonica in atmosfera. Che è esattamente il motivo per cui questo
nuovo numero, 2975 gigatonnellate, è un grande affare. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Pensate a 2 gradi
centigradi come al limite legale per le bevande alcooliche – equivalente al
livello alcoolico di 0,08 sotto il quale potreste guidare fino a casa. Le 565
gigatonnellate rappresentano quanti bicchieri potreste bere rimanendo sotto il
limite – le sei birre, diciamo, che potreste consumare in una serata. E le 2975
gigatonnellate? Sono i tre pacchi da 12 che l'industria dei combustibili
fossili ha sul tavolo, già aperte e pronte da versare. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Abbiamo a
registro cinque volte tanto petrolio, carbone e gas di quanto gli scienziati
del clima pensano sia sicuro bruciare. Dovremmo conservare l'80% di quelle
riserve intrappolate sottoterra per evitare il destino. Prima che conoscessimo
quei numeri, il nostro destino era probabile. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Ora, a parte
il blocco di un intervento così massiccio, sembra essere certo. Sì, questo
carbone, gas e petrolio è ancora tecnicamente sottoterra. Ma è già
economicamente estratto. Viene calcolato nei prezzi della azioni, le compagnie
prendono soldi in prestito contro di esso, le nazioni basano i propri bilanci
sui presunti ritorni dal loro patrimonio. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Questo
spiega perché le grandi compagnie di combustibili fossili hanno combattuto così
duramente per prevenire la regolamentazione dell'anidride carbonica, quelle riserve
sono il loro bene principale, il patrimonio che dà alle loro compagnie il loro
valore. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">E' il
motivo per cui hanno lavorato così alacremente, negli anni passati, per
scoprire come liberare il petrolio dalle sabbie bituminose del Canada, o come
perforare per miglia in fondo al mare, o come fratturare i monti Appalachi.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Se
diceste a Exxon o a Lukoil che, per evitare di distruggere il clima, di non
pompare le loro riserve, il valore delle loro compagnie precipiterebbe. John
Fullerton, un ex direttore di gestione della JP Morgan che ora dirige il Capita
Institute, calcola che al valore di mercato odierno, quelle 2975 gigatonnellate
di emissioni di carbonio valgono circa 27 trilioni di dollari. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Vale a
dire, se date retta agli scienziati e conservate l'80% di esse sottoterra,
cancellate 20 trilioni di dollari di patrimonio. I numeri non sono esatti,
naturalmente, ma la bolla del carbonio rende la bolla delle abitazioni molto
piccola a confronto. Non necessariamente esploderà, potremmo realmente bruciare
tutto quel carbonio, nel qual caso gli investitori saranno contenti. Ma se lo
facessimo, il pianeta sarà a crateri. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Potete
avere un bilancio dei combustibili fossili salutare o un pianeta relativamente
in salute, ma ora che conosciamo i numeri, sembra che non possiamo avere
entrambe le cose. Fate il conto: 2975 è cinque volte 565. E' così che finisce
la storia. Finora, come ho detto all'inizio, gli sforzi ambientali per
affrontare il riscaldamento globale sono falliti. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Le
emissioni planetarie di anidride carbonica continuano a volare, specialmente
ora che i paesi in via di sviluppo emulano (e sostituiscono) le industrie
dell'occidente. Anche nelle nazioni ricche, piccole riduzioni delle emissioni
non danno segni di una reale rottura dello status quo che ci servirebbe per
capovolgere la logica di ferro di questi tre numeri. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">La
Germania è uno dei pochi grandi paesi che abbia realmente tentato di cambiare il suo mix energetico. In un
sabato soleggiato di fine maggio, quella nazione così a nord ha generato quasi
metà della sua potenza con pannelli solari entro i suoi confini. E' un piccolo
miracolo e dimostra che abbiamo la tecnologia per risolvere i nostri problemi.
Ma ci manca la volontà. Finora, la Germania è l'eccezione, la regola è sempre
più carbonio.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Questa
ammissione di fallimento significa che sappiamo molto su quali strategie <i>non
</i>funzionano. I gruppi verdi, per esempio, hanno passato molto tempo provando
a cambiare gli stili di vita individuali: la proverbiale lampadina a torciglione è stata installata da
milioni di persone, ma così c'è una nuova generazione di televisori succhia
energia a schermo piatto. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Molti di
noi sono fondamentalmente ambivalenti nel diventare verdi: ci piacciono in voli
economici per i posti caldi e non vi rinunciamo certamente se qualcun altro li
prende ancora. Siccome tutti noi siamo in qualche modo i beneficiari dei
combustibili fossili a buon mercato, affrontare il cambiamento climatico è
stato come provare a costruire un movimento contro sé stessi. E' come se il movimento
per i diritti dei gay dovesse essere costruito completamente da dei predicatori
evangelici, oppure il movimento contro la schiavitù dagli schiavisti.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">La gente
percepisce, correttamente, che le proprie azioni individuali non faranno una
differenza decisiva nella concentrazione atmosferica della CO2; dal 2010, un
sondaggio ha scoperto che “mentre il riciclaggio è molto diffuso in America e
il 73% degli intervistati paga i conti online per risparmiare carta”, solo il
4% ha ridotto l'uso dei servizi e solo il 3% ha comprato auto ibride. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">In cento
anni, potreste in teoria cambiare gli stili di vita a sufficienza per contare,
ma il tempo è proprio ciò che ci manca. Un metodo più efficiente, naturalmente,
sarebbe lavorare sul sistema politico e gli ambientalisti hanno provato anche
questo, con lo stesso, limitato successo. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Hanno
pazientemente esercitato pressione sui leader, cercando di convincerli del
pericolo e dando per scontato che i politici avrebbero prestato attenzione agli
avvertimenti. A volte è sembrato funzionare. Barack Obama, per esempio, ha
fatto una campagna più aggressiva sul cambiamento climatico di ogni altro
presidente prima di lui. La notte in cui ha vinto le primarie ha detto ai suoi
sostenitori che la sua elezione avrebbe segnato il momento in cui “l'aumento
del livello degli oceani avrebbe iniziato arallentare e il pianeta a guarire”. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Haa
ottenuto un cambiamento significativo: un aumento costante nell'efficienza dei
carburanti imposta per le automobili. E' il tipo di misura, adottata un quarto
di secolo fa, che avrebbe aiutato enormemente: Ma alla luce dei numeri che vi
ho appena descritto, ovviamente è di fatto un inizio molto debole.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">A questo
punto, un'azione efficace richiederebbe in realtà di mantenere sottoterra gran
parte del carbonio che l'industria dei combustibili fossili vuole bruciare, non
solo cambiare leggermente la velocità alla quale vengono bruciati. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">E qui il
presidente, apparentemente stregato dal grido ancora echeggiante di “Scava,
piccola, scava”, è uscito dal proprio seminato per fratturare e estrarre. Il
suo segretario agli interni, per esempio, ha aperto un enorme corridoio per
l'estrazione del carbone nel Bacino del Fiume Powder, in Wyoming: tutto il
bacino contiene un valore di circa 67,5 gigatonnellate di carbonio (o più del
10% dello spazio atmosferico disponibile). Obama sta facendo al stessa cosa con
le perforazione nell'Artico e offshore. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Di fatto,
come ha spiegato nel troncone di marzo, “Avete la mia parola che continueremo a
perforare ovunque possiamo... Questa è una promessa che vi faccio”. Il giorno
successivo, in una cantiere pieno di tubi a Cushing, in Oklahoma, il presidente
ha promesso di lavorare sull'energia solare ed eolica ma, allo stesso tempo, di
accelerare lo sviluppo dei combustibili fossili: “Produrre più petrolio e gas
in casa è stato e continuerà ad essere una parte critica di una strategia
energetica”. Cioè, ha promesso di trovare ancora più riserve da aggiungere
all'inventario delle 2975 gigatonnellate di carbonio non ancora bruciate. <br />
<br />
A volte l'ironia è quasi ovvia su scala Borat: all'inizio di giugno, il
Segretario di Stato Hillary Clinton ha viaggiato su un peschereccio norvegese
per vedere di persona il danno crescente del cambiamento climatico. “Molte
delle previsioni sul riscaldamento nell'Artico sono state superate dai dati
attuali”, ha detto, “e fa riflettere”. <br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Ma le
discussioni per cui aveva viaggiato in Scandinavia e che doveva fare con gli
altri ministri degli esteri, erano prevalentemente su come assicurarsi che le
nazioni occidentali avessero la loro parte dei 9 trilioni di dollari stimati in
petrolio (che sono più di 90 miliardi di barili, o 37 gigatonnellate di
carbonio) che sarà accessibile quando il ghiaccio Artico si scioglierà. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Il mese
scorso, l'Amministrazione Obama ha indicato che avrebbe dato alla Shell il
permesso di cominciare a perforare in parti dell'Artico. Quasi tutti i governi
con depositi di idrocarburi hanno i piedi su due staffe allo stesso modo. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Il
Canada, per esempio, è una democrazia liberale rinomata per il suo
internazionalismo – non è un miracolo, quindi, che abbia firmato il trattato di
Kyoto, promettendo di tagliare le sue emissioni di carbonio in modo sostanziale
dal 2012. Ma l'aumento del prezzo del petrolio ha improvvisamente reso le
sabbie bituminose dell'Alberta economicamente attraenti e da allora, come ha
indicato il climatologo della NASA James Hansen in maggio, esse contengono
qualcosa come 240 gigatonnellate di carbonio (o quasi la metà dello spazio
disponibile se prendiamo seriamente il limite dei 565), che significava che
l'impegno del Canada a Kyoto era una sciocchezza. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">A
dicembre, il governo canadese si è ritirato dal trattato prima di affrontare le
multe per aver mancato di assolvere ai propri impegni.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Lo stesso
tipo di ipocrisia si applica su tutta la linea ideologica: nel suo discorso
alla conferenza di Copenhagen, Hugo Chavez del Venezuela ha citato Rosa
Luxemburg, Jean-Jacques Rousseau e “Cristo il redentore”, insistendo sul fatto
che il “cambiamento climatico è indubitabilmente il problema ambientale più
devastante di questo secolo”. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Ma la
primavera successiva, nella Hall Simon Bolivar della compagnia petrolifera di
stato, ha firmato un trattato con un consorzio di attori internazionali per
sviluppare la ampie sabbie bituminose dell'Orinoco come “il motore più
significativo per uno sviluppo complessivo dell'intero territorio e della
popolazione venezuelana”. I depositi dell'Orinoco sono più grandi di quelli
dell'Alberta, presi insieme riempirebbero tutto lo spazio atmosferico
disponibile.</span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Quindi:
le strade che abbiamo tentato per affrontare il riscaldamento globale hanno
prodotto finora solo frenate graduali. Un cambiamento rapido e di
trasformazione richiederebbe la costruzione di un movimento e i movimenti hanno
bisogno di nemici. Come lo esprimeva John F. Kennedy, “Il movimento per i
diritti civili dovrebbe ringraziare Dio per </span><a href="http://en.wikipedia.org/wiki/Bull_Connor"><span style="color: black; text-decoration: none;">Bull Connor</span></a><span style="color: black;">. Lui lo ha aiutato almeno
quanto Abramo Lincoln”. </span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">E sono
proprio i nemici che sono mancati al cambiamento climatico. Ma ciò che tutti
questi numeri sul clima rendono dolorosamente e utilmente chiaro, è che il
pianeta ha di fatto un nemico, uno di gran lunga più impegnato nell'azione che
non i governi o i singoli individui. Data questa dura matematica, dobbiamo
vedere l'industria dei combustibili fossili sotto una nuova luce. E' diventata
un'industria delinquente, incosciente come nessuna altra forza sulla Terra. </span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">E' il
Nemico Pubblico Numero Uno (Public Enemy Number One) per la sopravvivenza della
nostra civiltà planetaria. “Molte compagnie fanno cose schifose durante i loro
affari - pagano salari terribili, fanno lavorare la gente in clandestinità – e
noi facciamo loro pressione perché cambino quelle pratiche”, dice la veterana
leader contro le multinazionali Naomi Klein, che sta lavorando ad un libro
sulla crisi climatica. “Ma questi numeri rendono chiaro che con l'industria dei
combustibili fossili, distruggere il pianeta è il loro modello commerciale. E'
quello di cui si occupano”. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;"><br />
Secondo il rapporto del Carbon Tracker, se la Exxon bruciasse le sue attuali
riserve userebbe oltre i 7% dello spazio atmosferico disponibile fra noi ed il
rischio dei 2 gradi. La BP è subito dietro, seguita dalla russa Gazprom, poi
Chevron, ConocoPhillips e Shell, ognuna delle quali ne riempirebbero fra il 3 e
il 4%. Prese insieme, solo queste 6 imprese delle 200 elencate nel rapporto del
Carbon Tracker, userebbero oltre un quarto del rimanente bilancio per i 2
gradi. La Severstal, il gigante delle miniere russo, guida la lista delle
compagnie del carbone, seguita da imprese come la BHP Billiton e Peabody. I
numeri sono semplicemente sconcertanti. </span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Questa
industria, da sola, ha il potere di cambiare la fisica e la chimica del pianeta
del nostro pianeta e sta pianificando di farlo . Sono chiaramente consapevoli
del riscaldamento globale – si avvalgono di alcuni degli scienziati migliori
del mondo, dopo tutto, e stanno facendo offerte su tutti quei contratti
petroliferi resi possibili dall'impressionante scioglimento del ghiaccio
Artico. </span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">E cercano
ancora senza sosta alti idrocarburi. All'inizio di marzo, l'amministratore
delegato di Exxon Rex Tillerson ha raccontato agli analisti di Wall Street che
la compagnia pianifica di spendere 37 miliardi di dollari entro il 2016 (circa
100 milioni al giorno) per cercare ulteriore petrolio e gas.</span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Non c'è
una persona più incosciente al mondo di Tillerson. Alla fine del mese scorso,
nello stesso giorno in cui gli incendi in Colorado hanno raggiunto il loro
massimo, ha detto al pubblico di New York che il riscaldamento globale è reale,
ma l'ha liquidata come “problema di ingegneria” e che ha “soluzioni
ingegneristiche”. Tipo? “Cambiamenti negli schemi meteorologici che spostano le
aree di produzione dei raccolti; ci adatteremo a questo”. Questo in una
settimana in cui i contadini del Kentucky stavano raccontando che i semi del
mais stavano “abortendo” per il caldo record, minacciando un picco dei prezzi
globali degli alimenti. “Il fattore paura che la gente vuole mettere avanti per
dire 'Dobbiamo semplicemente fermare tutto questo' io non lo accetto”, ha detto
Tillerson. Naturalmente no, se lo accettasse, dovrebbe mantenere le sue riserve
nel sottosuolo. Il che gli costerebbe dei soldi. Non è un problema ingegneristico.
In altre parole, è un problema di avidità.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;"><br />
Potreste obiettare che sia semplicemente la natura stessa di quelle compagnie,
che, trovata una vena redditizia, hanno l'impulso di continuare a sfruttarla,
più come degli automi efficienti che come delle persone con un libero arbitrio.
</span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Ma come
ha chiarito la Corte Suprema, si tratta di una specie di persone. Infatti,
grazie alla dimensione delle loro finanze, le industrie dei combustibili
fossili hanno molto più libero arbitrio che il resto di noi. Queste compagnie
non si limitano a soddisfare gli appetiti di un mondo. Esse aiutano a creare i
confini di quel mondo. </span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Se
potessimo fare da soli, noi cittadini potremmo decidere di regolare le
emissioni di carbonio e fermarci poco prima del precipizio; secondo un
sondaggio recente, quasi i due terzi degli americani vorrebbe un nuovo trattato
internazionale che tagli le emissioni del 90% dal 2050. Ma non possiamo fare da
soli. I fratelli Koch, per esempio, possiedono una ricchezza complessiva di 50
miliardi di dollari, il che significa che inseguono soltanto Bill Gates nella
lista degli americani più ricchi. </span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Hanno
fatto gran parte dei loro soldi con gli idrocarburi. Sanno che qualsiasi
sistema per regolamentare il carbonio ridurrebbe i loro profitti ed hanno
pianificato in un rapporto di elargire 200 milioni di dollari quest'anno per le
elezioni. Nel 2009, per la prima volta, la Camera di commercio degli Stati
uniti ha superato entrambi i Comitati nazionali, democratico e repubblicano, in
spese politiche. </span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">L'anno
seguente più del 90% del contante della camera è andato ai candidati del GOP –
Grand Old Party (Gran Vecchio Partito) – molti dei quali negano l'esistenza del
riscaldamento globale. Non molto tempo fa, la Camera ha addirittura presentato
un esposto all'EPA – Environment Protection Agency (Agenzia di protezione
Ambientale) – sollecitando l'agenzia a non regolamentare il carbonio. </span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Se
dovesse risultare che gli scienziati del mondo hanno ragione, ha ammonito la
Camera, “le popolazioni si possono acclimatare a climi più caldi attraverso una
gamma di adattamenti comportamentali, psicologici e tecnologici”. Per quanto
sembri radicale, chiederci di cambiare la nostra fisiologia sembra essere
proprio la vera questione.</span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Gli
ambientalisti, comprensibilmente, sono stati restii a fare delle industria dei
combustibili fossili il proprio nemico, rispettando il loro potere politico e
sperando invece di poter convincere questi giganti che dovessero abbandonare il
carbone, il petrolio ed il gas e trasformare sé stesse più in generale in
“compagnie energetiche”. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">A volte
questa strategia è sembrata funzionare (enfasi su “è sembrata”). Intorno al
passaggio di secolo, per esempio, la BP ha fatto un breve tentativo di
restyling come British Petroleum”, adattando un logo che sembrava il Sole e dei
pannelli solari sui tetti di alcuni dei suoi distributori. Ma i suoi
investimenti in energie alternative non sono mai stati che un piccola frazione
del suo bilancio per l'esplorazione di idrocarburi e, dopo pochi anni, molti di
essi sono andati scemando quando il nuovo amministratore delegato ha insistito
sul ritorno dell'azienda al suo “core business”. In dicembre, alla fine la BP
ha chiuso il suo comparto solare. La Shell ha chiuso i suoi sforzi solari ed
eolici nel 2009. Le 5 più grandi aziende hanno fatto più di un trilione di
dollari di profitti dal cambio di millennio. C'è semplicemente troppo denaro da
fare col petrolio, il gas ed il carbone per dare la caccia alle brezze ad ai
raggi solari.</span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Gran
parte di quel profitto deriva da un incidente storico unico: solo caso fra le
imprese, all'industria dei combustibili fossili è consentito di scaricare il
suo rifiuto principale, l'anidride carbonica, gratuitamente. Nessun altro ha
questa opportunità. Se hai un ristorante devi pagare qualcuno per portarti via
i rifiuti, visto che ammucchiarli sulla strada favorirebbe il proliferare dei
topi. </span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Ma
l'industria dei combustibili fossili è diversa, per solide ragioni storiche:
fino a un quarto di secolo fa, quasi nessuno sapeva che la CO2 era pericolosa.
Ma ora che capiamo che il carbonio sta scaldando il pianeta e acidificando gli
oceani, il suo prezzo diventa il problema centrale. Se mettete un prezzo al
carbonio, attraverso una tassa diretta o altri metodi, appoggerebbe i mercati nella
lotta contro il riscaldamento globale. Una volta che Exxon dovesse pagare per
il danno che il suo carbonio arreca all'atmosfera, il prezzo dei suoi prodotti
crescerebbe. I consumatori avrebbero un segnale forte per usare meno
combustibili fossili. Ogni volta che si fermasseroad un distributore, gli
verrebbe ricordato che non hanno bisogno di un veicolo semi-militare per andare
nel negozio di alimentari.</span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Il campo
di gioco economico diventerebbe a questo punto una baseline per le fonti di
energia non inquinanti. Potremmo farlo
senza far fare bancarotta ai cittadini – uno schema cosiddetto “tassa e
dividendi” metterebbe una robusta tassa su carbone, gas e petrolio, quindi
suddividerebbe i proventi, spedendo a tutti i cittadini un assegno mensile come ristorno dei costi aggiunti del
carbonio. Passando ad energie più pulite, gran parte della gente in realtà se
la caverebbe bene. </span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">C'è solo
un problema: mettere un prezzo sul carbonio ridurrebbe la redditività
dell'industria dei combustibili fossili. Dopo tutto, la risposta alla domanda
“quanto dovrebbe essere alto il prezzo del carbonio?” è: abbastanza alto da
conservare quelle riserve di carbonio che ci farebbero superare i 2 gradi in modo sicuro nel sottosuolo”. Più è alto il
prezzo del carbonio, più quelle riserve sarebbero senza valore. La lotta alla
fine, gira intorno all'interrogativose l'industria riuscirà nella sua lotta per
mantenere il suo speciale privilegio di inquinare oltre il livello della
catastrofe climatica o se, per dirlo al modo degli economisti, gli faremo
interiorizzare quelle esternalità. </span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Non è
chiaro, naturalmente, che il potere dell'industria dei combustibili fossili
possa essere spezzato. Gli analisti del Regno Unito che hanno scritto il
rapporto del Carbon Tracker ed hanno richiamato l'attenzione su questi numeri
avevano un obbiettivo relativamente modesto: volevano semplicemente ricordare
agli investitori che il cambiamento climatico pone un rischio davvero reale al
mercato azionario delle compagnie energetiche. </span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Diciamo
che qualcosa di così grande alla fine accade (un gigantesco uragano inonda
Manhattan, una mega siccità spazza via l'agricoltura dal Midwest) e che persino
il potere politico dell'industria è inadeguato a frenare i legislatori che
riusciranno a regolamentare il carbonio. </span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">All'improvviso,
quelle riserve della Chevron avrebbero un valore considerevolmente inferiore e
lo stock rimarrebbe in magazzino. Dato questo rischio, il rapporto del Carbon
Tracker ha avvertito gli investitori di diminuire la loro esposizione, arginandola
con grandi investimenti in energie alternative.</span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">“Il
normale processo di evoluzione economica è che le aziende vengono lasciate con
attivi bloccati per tutto il tempo”, dice Nick Robins, che guida il Centro per
il Cambiamento Climatico della HSBC. “Pensate alle telecamere a pellicola, o
alle macchine da scrivere. La questione non è se questo accadrà. Accadrà. Il
sistema pensionistico è stato colpito dalla crisi del credito telematico. Gli
attuali investitori saranno colpiti da questa”. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Tuttavia,
non è stato facile convincere gli investitori che hanno condiviso i profitti
record dell'industria petrolifera. “La ragione per cui si hanno le bolle”,
sospira Leaton, “è che tutti pensano di essere i migliori analisti, che
arriveranno fino al bordo del dirupo e poi salteranno indietro quando tutti gli
altri ci salteranno dentro”.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Quindi,
un semplice interesse personale non provocherà una sfida di trasformazione ai
combustibili fossili. Ma lo sdegno morale potrebbe e questo è il vero
significato di questa nuova matematica. Essa potrebbe, probabilmente, dare vita
ad un vero movimento.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Una
volta, nella recente storia corporativa, la rabbia ha costretto un'industria a
fare cambiamenti fondamentali. </span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">E' stata
la campagna che negli anni 80 chiedeva di togliere gli investimenti dalle
compagnie che facevano affari in Sud africa. E' cresciuta inizialmente nei
campus dei college e si è successivamente diffusa alle amministrazioni comunali
ed ai governi. 155 campus alla fine hanno disinvestito e, alla fine del decennio,
più di 80 città, 25 stati e 19 contee hanno intrapreso qualche forma di azione
economica vincolante contro le compagnie collegate al regime dell'apartheid.</span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;"> “La fine dell'apartheid rimane uno delle
maggiori realizzazioni del secolo passato” come ha detto l'arcivescovo Desmond
Tutu, “ma non ce l'avremmo fatta senza l'aiuto delle pressioni internazionali”,
specialmente da parte del “movimento per il taglio degli investimenti degli
anni 80”.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;"><br />
L'industria dei combustibili fossili è ovviamente un avversario più duro e
anche se si potesse forzare la mano di particolari compagnie, si dovrebbe
ancora immaginare una strategia per avere a che fare con tutti i paesi sovrani
che, di fatto, agiscono come compagnie di combustibili fossili. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Ma il
collegamento per gli studenti del college è ancora più ovvio, in questo caso.
Se il loro portafoglio di dotazione contiene azioni di combustibili fossili,
allora la loro educazione sarà sovvenzionata da investimenti che garantiscono
che non avranno più un pianeta sul quale esercitare la loro qualifica. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">(La
stessa logica si applica ai più grandi investitori del mondo, ai fondi
pensione, che sono anche essi teoricamente interessati al futuro, quando i loro
membri “si godranno la pensione”). “Data la serietà della crisi climatica, una
richiesta analoga alle nostre istituzioni scarichino azioni dalle compagnie che
stanno distruggendo il pianeta non sarebbe solo appropriata, ma effettiva”,
dice Bob Massie, un ex attivista anti apartheid che ha aiutato a finanziare
l'Investor Network on Climate Risk (Network di Investitori sul Rischio
Climatico). “Il messaggio è semplice: ne abbiamo avuto abbastanza: Dobbiamo
rompere i legami che ci ricava profitti dal cambiamento climatico, adesso”. <br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Raramente
i movimenti hanno conseguenze prevedibili. Ma ogni campagna che indebolisca la
posizione politica dell'industria dei combustibili fossili aumenta le
possibilità di revocare i loro privilegi speciali. Considerate il risultato del
presidente Obama nella lotta climatica, il grande aumento che ha ottenuto nei
limiti dei consumi per le auto. </span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Gli
scienziati, gli ambientalisti e gli ingegneri, hanno propugnato tali politiche
per decenni, ma finché Detroit non è finita in una dura pressione finanziaria,
l'industriaè stata politicamente abbastanza potente da respingerle. Se la gente
arriva a capire la fredda, matematica realtà – che l'industria dei combustibili
fossili sta sistematicamente minando il sistema fisico planetario – potrebbe
indebolirla abbastanza da contare politicamente. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">La Exxon
e la sua stirpe potrebbero abbandonare la loro opposizione ad una soluzione
'tasse e redistribuzione': Potrebbero persino decidere di diventare vere
compagnie energetiche, stavolta sul serio.</span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Anche se
una tale campagna fosse possibile, tuttavia potremmo aver aspettato troppo a
lungo per farla partire. Per fare la differenza, per mantenerci su un
incremento della temperatura al di sotto dei 2 gradi, sarebbe necessario
cambiare il prezzo del carbonio a Washington e poi usare tale vittoria per far
leva su cambiamenti analoghi nel mondo. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">A questo
punto, quello che accade negli Stati Uniti è più importante per come
influenzerà Cina e India, dove le emissioni stanno aumentando più velocemente
che altrove (all'inizio di giugno, i ricercatori hanno concluso che la Cina ha
presentato, probabilmente per difetto, le proprie emissioni di oltre il 20%). </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">I tre
numeri che ho descritto sono scoraggianti, potrebbero definire un futuro
essenzialmente impossibile. Ma almeno forniscono chiarezza intellettuale sulla
più grande sfida che gli esseri umani abbiano mai affrontato. Sappiamo quanto
carbonio possiamo bruciare e sappiamo chi sta pianificando di bruciarne di più.
Il cambiamento climatico opera su una scala geologica e su quadri temporali, ma
non è un'impersonale forza della natura; più calcoli in modo preciso, più a
fondo ti rendi conto che questa è, in fondo, una questione morale. Abbiamo
incontrato il nemico e questo è la Shell.
</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Nel
frattempo la marea di numeri continua. La settimana successiva a quella in cui
la conferenza di Rio è giunta claudicante alla sua conclusione, il ghiaccio
marino dell'Artico ha raggiunto il livello minimo mai registrato in quella
data. Il mese scorso, in un solo fine settimana, la tempesta tropicale Debby ha
scaricato più di 20 pollici di pioggia sulla Florida, la prima che sia mai
arrivata nella stagione. Allo stesso tempo, ci sono stati i più grandi incendi
nella storia del Nuovo Messico e gli incendi più distruttivi negli annali del
Colorado hanno rivendicato 346 abitazioni a Colorado Springs, spezzando un
record stabilito la settimana precedente a Fort Collins. Questo mese, gli
scienziati hanno pubblicato un nuovo studio che conclude che il riscaldamento
globale ha aumentato drammaticamente la probabilità di gravi ondate di calore e
siccità. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="color: black;">Pochi
giorni dopo un'ondata di calore sugli altipiani del Midwest ha superato i
record che resistevano dai tempi del Dust Bowl, minacciando il raccolto di
annuale. Volete un grande numero? Nel corso di questo mese, un quadrilione (10
alla ventiquattresima) di semi di mais hanno bisogno di essere impollinati
lungo la 'fascia del grano', cosa che non può essere fatta se le temperature
rimangono fuori scala. Proprio come noi, i nostri raccolti sono adattati
all'Olocene, il periodo di 11.000 anni di stabilità climatica che stiamo per
lasciare... nella polvere.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<i><span style="color: black;">Questa storia proviene dal numero del 2 agosto 2012 di
Rolling Stone.</span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<i><span style="font-size: x-small;"><span class="StrongEmphasis"><span style="color: black;">Link correlati</span></span></span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<i><span style="font-size: x-small;"><span class="StrongEmphasis"><span style="color: black;">• </span></span><a href="http://www.rollingstone.com/politics/news/climate-of-denial-20110622"><span style="color: windowtext; text-decoration: none;">Al Gore:
Scienza e Verità contro i Mercanti di Veleno</span></a><span style="color: #003366;"><br />
</span><span style="color: black;"><br />
• </span><a href="http://www.rollingstone.com/politics/news/climate-change-and-the-end-of-australia-20111003"><span style="color: windowtext; text-decoration: none;">Cambiamento
Climatico e la Fine dell'Australia</span></a><span style="color: #003366;"> </span><span style="color: black;"><br />
<br />
</span></span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<i><span style="font-size: x-small;"><span style="color: black;">• </span><a href="http://www.rollingstone.com/politics/news/as-the-world-burns-20100106"><span style="color: windowtext; text-decoration: none;">Mentre il
Mondo Brucia: Perché le Grandi Compagnie Petrolifere stanno Vincendo sul </span></a><span style="color: #003366;"> </span><a href="http://www.rollingstone.com/politics/news/as-the-world-burns-20100106"><span style="color: windowtext; text-decoration: none;">Cambiamento
Climatico</span></a></span></i></div>
<div class="Textbody" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan;">
<span style="color: black; font-family: "Georgia","serif"; font-size: 9pt;"><br />
</span></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com2tag:blogger.com,1999:blog-33646836.post-1285196015745962602012-07-19T12:23:00.001+02:002012-07-19T12:23:29.288+02:00Smentito il Picco del Petrolio? Il Meccanismo della Negazione al Lavoro<div class="separator" style="clear: both; text-align: center;">
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<i><span style="color: black; font-size: 10pt;">Da </span></i><i><span style="color: black; font-size: 10.0pt;"><a href="http://cassandralegacy.blogspot.it/2012/07/peak-oil-debunked-mechanisms-of-denial.html"><span style="color: black; text-decoration: none; text-underline: none;">Cassandra's Legacy</span></a></span></i><i><span style="color: black; font-size: 10pt;">. Traduzione
di Massimiliano Rupalti</span></i></div>
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<div align="center" class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-bottom: 0.0001pt; text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="color: black; font-size: 10pt; line-height: 140%;">La pubblicazione del rapporto
dal titolo <span style="font-size: x-small;">“</span></span></i><i><span style="font-size: x-small;"><a href="http://belfercenter.ksg.harvard.edu/files/Oil-%20The%20Next%20Revolution.pdf"><span style="color: windowtext; text-decoration: none;">Petrolio: la
prossima rivoluzione</span></a><span style="color: #909090; line-height: 140%;">” </span></span></i><i style="mso-bidi-font-style: normal;"><span style="color: black; font-size: 10pt; line-height: 140%;"><span style="mso-spacerun: yes;"> </span>di Leonardo Maugeri è
diventata virale ed ha generato un'ondata di risposte tutte incentrate sul teme
che “il picco del petrolio è stato smentito”. Potremmo assistere ad una
ripetizione della campagna di negazione che, negli anni 90, ha gettato “I
Limiti dello Sviluppo” nella pattumiera delle teorie scientifiche sbagliate.</span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%;">
<i style="mso-bidi-font-style: normal;"><span style="color: black;"></span></i></div>
<a name='more'></a><i style="mso-bidi-font-style: normal;"> </i><span style="color: black;"><br />
Nel 1989, Ronald Bailey ha pubblicato un articolo su “Forbes” nel quale
attaccava lo studio del 1972 “I Limiti dello Sviluppo” dicendo che:</span><br />
<div class="Quotations" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%;">
<span style="color: black;">“I <i style="mso-bidi-font-style: normal;">Limiti dello Sviluppo” hanno previsto che ai tassi di crescita del 1972
il mondo avrebbe terminato l'oro nel 1981, il mercurio nel 1985, lo zinco nel
1990, il petrolio nel 1992 e rame, piombo e gas naturale nel 1993”.</i></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-bottom: 0.0001pt;">
<span style="color: black;">Nessuna simile affermazione era contenuta nel libro dei “Limiti”,
tuttavia l'attacco di Bailey ha avuto un incredibile successo. E' diventato
virale ed è stato ripetuto in continuazione da gente che non si è mai
preoccupata di verificarne il contenuto. Alla fine ha generato la leggenda
degli “errori del Club di Roma”, ancora viva e vegeta oggi, che sta alla base della
diffusa opinione negativa sullo studio dei “Limiti” (questa storia è descritta </span><a href="http://ugobardi.blogspot.it/2011/10/la-maledizione-di-cassandra-come-sono.html"><span style="color: windowtext; text-decoration: none; text-underline: none;">qui</span></a>,
così come nel mio libro “<a href="http://cassandralegacy.blogspot.it/2011/06/limits-to-growth-revisited.html"><span style="color: windowtext; text-decoration: none; text-underline: none;">I Limiti
dello Sviluppo Rivisitati</span></a><span style="color: #909090;">”</span><span style="color: black;">).<br />
<br />
La demolizione dei “Limiti” rimane oggi un esempio classico del meccanismo
della negazione nella comunicazione scientifica, come descritto, per esempio,
da Naomi Oreskes ed Eric Conway in “</span><a href="http://www.merchantsofdoubt.org/"><span style="color: #909090; text-decoration: none;">Mercanti di Dubbio</span></a><span style="color: black;">”. Meccanismi analoghi hanno
lavorato contro la scienza del clima, contro gli studi sugli effetti sulla
salute del fumo, contro studi sull'inquinamento ed altro. Tuttavia, l'idea che
siamo vicini al picco di produzione mondiale del petrolio (Picco del Petrolio)
era rimasta finora immune da questo tipo di negazione.</span></div>
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Questo potrebbe cambiare con la pubblicazione del recente studio di Leonardo
Maugeri dal titolo “Petrolio: la prossima rivoluzione” che ha generato un vero
e proprio tsunami di post ed articoli tutti basati sul concetto che “il Picco
del Petrolio è stato smentito”. Potremmo assistere ad un effetto “palla di
neve” simile a quello causato dall'articolo del 1989 di Bailey che ha distrutto
la credibilità de “I Limiti dello Sviluppo”. <br />
<br />
Per chiarire il mio punto di vista, lasciatemi dire che lo studio di Maugeri è
serio. Di sicuro, può essere criticato (per esempio </span><a href="http://www.theoildrum.com/node/9327"><span style="color: #909090; text-decoration: none;">qui</span></a><span style="color: black;">, </span><a href="http://peakenergy.blogspot.it/2012/07/new-energy-report-from-harvard-makes.html"><span style="color: windowtext; text-decoration: none; text-underline: none;">qui</span></a><span style="color: #909090;"> </span><span style="color: black;"><span style="mso-spacerun: yes;"> </span>e </span><a href="http://aspoitalia.blogspot.it/2012/07/il-petrolio-non-convenzionale-non.html"><span style="color: windowtext; text-decoration: none; text-underline: none;">qui</span></a><span style="color: black;">), ma è molto meglio del
pezzo di pura calunnia di Bailey o di altri pezzi di propaganda indirizzatei,
per esempio, alla scienza del clima. Ma questo ha poco a he vedere col
meccanismo della negazione. Il problema è che gran parte della gente – compresi
coloro che prendono le decisioni – non hanno tempo, inclinazione e competenza
per andare in profondità in problemi come l'esaurimento delle risorse. Così,
quando affrontano un problema complesso e ricco di sfumature, tendono a
scegliere l'interpretazione che piace loro di più – è chiamato il “pregiudizio
di conferma”. Ora, sicuramente le buone notizie sono meglio delle cattive e per
molta gente uno studio apparentemente autorevole che dice che non stiamo
finendo il petrolio è preferibile ad uno di oscurità e rovina tipico di gran
parte degli studi sull'esaurimento.</span></div>
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Il problema è che le tesi di Maugeri sono basate su ben poco: principalmente su
una nuova valutazione delle riserve di petrolio che tengono conto delle
cosiddette risorse “non convenzionali”. Di recente, la crescita in questo
settore è stata rimarchevole, vero, ma tutto ciò che che questa “rivoluzione
petrolifera” è riuscita a fare finora è evitare il declino che sarebbe avvenuto
se ci fossimo affidati al solo petrolio convenzionale. Tuttavia, il fatto che
non abbiamo visto un picco ben definito nella produzione del petrolio mondiale
è sufficiente a dare peso all'idea di Maugeri. Paradossalmente, i numerosi
tentativi di criticare lo studio potrebbero essere stati controproducenti,
dandogli la visibilità che non merita. <br />
<br />
Un paio di decenni fa la gente ha cominciato a riferirsi allo studio dei
“Limiti dello Sviluppo” come “all'errore del Club di Roma”. Assisteremo al
Picco del Petrolio come “all'errore di ASPO”?. E' troppo presto per dirlo, ma
possiamo escludere questa possibilità. Specialmente se i prezzi del petrolio
dovessero collassare nel prossimo futuro – come hanno fatto nel 2008 – molta
gente potrebbe prenderla come una vendetta della tesi di Maugeri. Non importa
se il collasso dei prezzi causerà anche un declino della produzione – come lo
stesso Maugeri dichiara chiaramente nel suo studio. Molta gente percepisce i
problemi col petrolio solo in termini di prezzo, non di produzione. Se vedremo
lo sviluppo di questo tipo di eventi, ci vorrà molto tempo e sforzo per porre
rimedio alla percezione generale sul Picco del Petrolio, proprio come c'è
voluto molto tempo e sforzo per combattere la percezione che lo studio dei
“Limiti” fosse “sbagliato”. <br />
<br />
D'altra parte, il lavoro di Maugeri potrebbe venire semplicemente dimenticato
quando sarà chiaro che la “rivoluzione petrolifera” che ha previsto non sta
avvenendo. La comunicazione è un campo in cui la previsione è sempre molto
difficile, anche di più che con la produzione di petrolio. La sola cosa che
possiamo dire con certezza è che siamo sensibili alla diffusione virale di
leggende. E' il modo in cui funziona la nostra mente, non si è evoluta per la
pianificazione a lungo termine.<span style="mso-spacerun: yes;"> </span><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
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<br /></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com8tag:blogger.com,1999:blog-33646836.post-75180958979925556062012-07-14T13:54:00.000+02:002012-07-14T13:55:16.522+02:00Attraversando una stanza piena di elefanti<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: large;"><b>Di Francesco Aliprandi, </b></span></div>
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<span style="font-size: small;"><i><b>pubblicato su <a href="http://www.blogger.com/goog_1996204844">Informazione Energetica</a></b></i></span><a href="http://informazionenergetica.blogspot.it/2012/06/attraversando-una-stanza-piena-di.html" target="_blank"><br /></a></div>
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Una delle presentazioni che più mi ha colpito al congresso <a href="http://www.aspo2012.at/"><b style="color: blue;">ASPO Vienna</b></a>
è stata quella di Nate Hagens: in parte perché era preparata in modo
estremamente efficace, ma soprattutto perché organizza in modo ordinato
buona parte delle idee che mi sono passate per la mente negli ultimi
12-18 mesi, cioè più o meno da quando nella mia libreria hanno iniziato
ad apparire libri di economia: Ecological Economics, The Skeptical
Economist, The Company of Strangers, e poi i più recenti Energy and the
Wealth of Nations, The Economic Growth Engine, The Second Law of
Economics (alcuni di questi potrebbero vincere una recensione in
futuro).</div>
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<a href="http://1.bp.blogspot.com/-VaSYsMV250s/T-dKYmXb8II/AAAAAAAAAHo/m9mYR2FLGas/s400/Intro_Hagens_aspo2012.jpg%20" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://1.bp.blogspot.com/-VaSYsMV250s/T-dKYmXb8II/AAAAAAAAAHo/m9mYR2FLGas/s400/Intro_Hagens_aspo2012.jpg%20" width="400" /></a></div>
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<br />
<a name='more'></a>Più approfondisco gli aspetti tecnici e scientifici legati al picco e
più ho l'impressione che l'economia sia un fattore imprescindibile, e
che sotto a molti atteggiamenti o scelte economiche si nascondano spinte
legate a istinti profondamente radicati nell'Uomo. Se oggi scrivo da
questo computer in una stanza con l'aria condizionata (poco) ascoltando
un mp3 in sottofondo è perché l'Uomo possiede certe caratteristiche; non
sono sicuro che le stesse caratteristiche ci potranno aiutare negli
anni a venire, o in altri termini oggi mi pare più probabile risolvere
il problema dell'immagazzinamento su larga scala dell'energia elettrica
piuttosto che vedere miliardi di persone rinunciare a comodità date per
scontate.<br />
<br />
Nate mi ha gentilmente permesso di tradurre le diapositive che
descrivono i quindici "elefanti" che secondo lui affollano la nostra
stanza, ovvero difetti fondamentali nella teoria economica <i>mainstream</i>; tutti i leader mondiali vengono consigliati da economisti, ed è questo che rende gli elefanti tanto importanti.<br />
Errori o imprecisioni sono mia esclusiva responsabilità; il video della presentazione completa di circa 50 minuti si trova <a href="http://www.youtube.com/watch?feature=player_embedded&v=n4x_CUumdKs#%21"><b style="color: blue;">qui</b></a>.</div>
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<a href="http://3.bp.blogspot.com/-CmnLH7LYcy0/T-dNrDofpPI/AAAAAAAAAH0/Gfzg4vj3Ems/s400/15_Hagens_aspo2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://3.bp.blogspot.com/-CmnLH7LYcy0/T-dNrDofpPI/AAAAAAAAAH0/Gfzg4vj3Ems/s400/15_Hagens_aspo2012.jpg" width="400" /></a></div>
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Questa è una linea temporale con la storia della Terra divisa in tre
parti; i settori indicati in nero alla fine di ciascuna delle prime due
linee sono riportati in basso con scale ingrandite. Il primo errore
consiste nell'aver modellato il nostro sistema sociale in base a quanto è
avvenuto nell'ultimo breve periodo di tempo: ci siamo dimenticati della
Fisica e della Biologia appoggiandoci a correlazioni per giustificare
leggi che in realtà non sono tali. L'andamento dei sistemi biologici nel
tempo può essere rappresentato da polinomi, curve che presentano fasi
di salita e discesa, mentre l'economia prevede una crescita continua nel
futuro.</div>
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<a href="http://2.bp.blogspot.com/-PwTxp8AXc_c/T-dQXhZFTtI/AAAAAAAAAIA/gaI3R1TV7vc/s400/14_Hagens_aspo2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://2.bp.blogspot.com/-PwTxp8AXc_c/T-dQXhZFTtI/AAAAAAAAAIA/gaI3R1TV7vc/s400/14_Hagens_aspo2012.jpg" width="400" /></a></div>
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L'errore successivo è considerare l'ambiente un sottoinsieme
dell'economia. Sappiamo che è vero il contrario, e che stiamo sfasciando
il pianeta in vari modi: ad esempio ci appropriamo di una percentuale
della NPP (<a href="http://en.wikipedia.org/wiki/Primary_production"><b style="color: blue;">Net Primary Production</b></a>) che va dal 30 al 50% a seconda di come si effettui il calcolo.</div>
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<a href="http://2.bp.blogspot.com/-DiePyOKlYoA/T-dTufHn28I/AAAAAAAAAIM/e8exmM2Xz_I/s400/13_Hagens_aspo2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://2.bp.blogspot.com/-DiePyOKlYoA/T-dTufHn28I/AAAAAAAAAIM/e8exmM2Xz_I/s400/13_Hagens_aspo2012.jpg" width="400" /></a></div>
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Per gli economisti l'energia non ha alcuna particolare caratteristica
che la rende unica, sebbene sia la variabile principale in grado di
spiegare la crescita economica (si vedano <a href="http://www.aspo2012.at/wp-content/uploads/2012/06/K%C3%BCmmel_aspo2012.pdf"><b style="color: red;">la presentazione</b></a> in pdf o <a href="http://www.amazon.it/The-Second-Law-Economics-Collection/dp/1441993649/ref=sr_1_11?ie=UTF8&qid=1340605993&sr=8-11"><b style="color: blue;">il libro</b></a> di Reiner Kümmel oppure i lavori di <a href="http://en.wikipedia.org/wiki/Robert_Ayres_%28scientist%29"><b style="color: blue;">Robert Ayres</b></a>, N.d.T.).</div>
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<a href="http://2.bp.blogspot.com/-Kig6wQOGq-M/T-dVLywHUQI/AAAAAAAAAIU/4lUcDLWVGWw/s400/12_Hagens_aspo2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://2.bp.blogspot.com/-Kig6wQOGq-M/T-dVLywHUQI/AAAAAAAAAIU/4lUcDLWVGWw/s400/12_Hagens_aspo2012.jpg" width="400" /></a></div>
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In economia si ritiene che l'energia sia un bene perfettamente
sostituibile. Tutti i beni rappresentati nelle foto qui sopra costano
circa cento dollari, ma il barile di petrolio equivale anche a 1700 kWh;
prendendo in esame l'energia sviluppabile da un uomo (circa 0.6
kWh/giorno) servirebbero undici anni lavorativi standard per uguagliare
l'energia contenuta in un solo barile; se si considera lo stipendio
medio annuo negli USA - 45000$ - un solo barile è equivalente a circa
500000$. Questa è in sintesi la storia dell'industrializzazione: lo
scambio di lavoro manuale con il lavoro ottenuto a buon mercato da
macchine alimentate a combustibili fossili.</div>
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<a href="http://4.bp.blogspot.com/-4EA2TStku3Y/T-dXJrHQZSI/AAAAAAAAAIc/4iAeLc2KYOI/s400/11_Hagens_aspo2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://4.bp.blogspot.com/-4EA2TStku3Y/T-dXJrHQZSI/AAAAAAAAAIc/4iAeLc2KYOI/s400/11_Hagens_aspo2012.jpg" width="400" /></a></div>
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Per questo motivo gli economisti non comprendono le vere cause dell'aumento del <a href="http://en.wikipedia.org/wiki/Gdp"><b style="color: blue;">GDP</b></a>
e della crescita economica; l'energia è una causa molto più importante
della tecnologia, la quale rappresenta solamente un mezzo per trovare e
usare più energia.</div>
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<a href="http://3.bp.blogspot.com/-vNpw-EKHcEs/T-dbtOZ2szI/AAAAAAAAAJw/xcLsqDrGzjE/s400/10_Hagens_aspo2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://3.bp.blogspot.com/-vNpw-EKHcEs/T-dbtOZ2szI/AAAAAAAAAJw/xcLsqDrGzjE/s400/10_Hagens_aspo2012.jpg" width="400" /></a></div>
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Se gli economisti non considerano l'energia un bene dalle
caratteristiche particolari, è anche vero che chi lavora nel campo
dell'energetica non comprende il funzionamento del sistema finanziario.
Poche persone sanno che nel momento in cui si ottiene un prestito da un
istituto di credito, la somma prestata viene creata dal nulla. Negli
anni dal 1920 al 1940 esistevano così tante nuove opportunità che questo
fatto non costituiva un problema, il limite alla crescita essendo dato
piuttosto dalla quantità di moneta circolante nel sistema economico;
durante la crisi petrolifera negli anni '70 c'è stato un rallentamento
nell'emissione di nuovo debito, ma con gli ultimi anni si è premuto
nuovamente il piede sull'acceleratore.</div>
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<a href="http://3.bp.blogspot.com/-mcJUI7YqmoU/T-dbrSRGqtI/AAAAAAAAAJo/tm9und7-RFo/s400/09_Hagens_aspo2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://3.bp.blogspot.com/-mcJUI7YqmoU/T-dbrSRGqtI/AAAAAAAAAJo/tm9und7-RFo/s400/09_Hagens_aspo2012.jpg" width="400" /></a></div>
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Tutto il capitale finanziario - azioni, beni, prestiti, valuta - non è
che un indicatore del capitale reale: risorse naturali (foreste, fiumi,
combustibili fossili), manufatti (edifici, pannelli fotovoltaici),
capitale sociale (amicizie, famiglia) e capitale umano (salute, abilità
individuali).</div>
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<a href="http://3.bp.blogspot.com/-0bXxxgKp7sM/T-dbpsR98DI/AAAAAAAAAJg/prP6UTD-FC4/s400/08_Hagens_aspo2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="263" src="http://3.bp.blogspot.com/-0bXxxgKp7sM/T-dbpsR98DI/AAAAAAAAAJg/prP6UTD-FC4/s400/08_Hagens_aspo2012.jpg" width="400" /></a></div>
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E' arrivato il momento di parlare di <a href="http://en.wikipedia.org/wiki/EROEI"><b style="color: blue;">EROEI</b></a>.
La curva blu rappresenta l'effetto della tecnologia sull'energia
necessaria a produrre beni, che continua a diminuire con il passare del
tempo; la linea rossa invece è caratteristica delle risorse non
rinnovabili. L'errore degli economisti consiste nel credere che anche
per il petrolio varrà la curva blu e quindi costerà sempre di meno,
quando in realtà limiti fisici ne alzano il prezzo a dispetto delle
innovazioni tecnologiche.<br />
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<a href="http://3.bp.blogspot.com/-zxfuzijjJ2o/T-dbn_mpIJI/AAAAAAAAAJY/QRM3XCbI_SA/s400/07_Hagens_aspo2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://3.bp.blogspot.com/-zxfuzijjJ2o/T-dbn_mpIJI/AAAAAAAAAJY/QRM3XCbI_SA/s400/07_Hagens_aspo2012.jpg" width="400" /></a></div>
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L'Uomo è spinto a migliorare la propria posizione nella società, e
questa posizione è fortemente correlata alla quantità di denaro che ha a
disposizione. Poche persone nella finanza comprendono che la spinta ad
avere più denaro discende da motivi biologici, e non importa quanto si
sia già accumulato perché ogni giorno al risveglio la sensazione va
ricercata nuovamente: quello che conta è il gioco, non l'ammontare della
vincita.</div>
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<a href="http://1.bp.blogspot.com/-GdgLAkRwas0/T-dblv6P2qI/AAAAAAAAAJQ/B2Zn3wVyVVU/s400/06_Hagens_aspo2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://1.bp.blogspot.com/-GdgLAkRwas0/T-dblv6P2qI/AAAAAAAAAJQ/B2Zn3wVyVVU/s400/06_Hagens_aspo2012.jpg" width="400" /></a></div>
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Gli animali devono uccidere per sopravvivere, obbedendo a stimoli
biologici. L'Uomo possiede uno strato culturale sopra agli istinti, ma
fondamentalmente si comporta come i nostri progenitori delle caverne; i
segnali che raggiungono il cervello oggi quando si guadagnano più soldi o
frequentando un nuovo centro commerciale ci danno le stesse sensazioni
che dava l'uccisione di un animale ai nostri antenati.</div>
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<a href="http://1.bp.blogspot.com/-s2al15Esatw/T-dbkD_bkHI/AAAAAAAAAJI/8z694E5ku8I/s400/05_Hagens_aspo2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://1.bp.blogspot.com/-s2al15Esatw/T-dbkD_bkHI/AAAAAAAAAJI/8z694E5ku8I/s400/05_Hagens_aspo2012.jpg" width="400" /></a></div>
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Anche il modo in cui il debito è trattato dalla finanza è sbagliato. Il
debito è un allocatore spaziale e temporale di risorse: dalla periferia
verso il centro, dal futuro al presente. Noi stiamo letteralmente
rubando ai nostri figli cercando di mantenere invariato il nostro
attuale flusso di energia.</div>
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In tutti gli stati del mondo la produttività del debito è in declino, e
oggi negli USA è praticamente zero: il nuovo credito emesso non porta a
maggiore produzione, e quindi si sta sostanzialmente scambiando il
patrimonio con il reddito. Ciò è palesemente insostenibile.</div>
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Finora ci siamo interessati alla macroeconomia, ma anche in microeconomia ci sono molti difetti: il <a href="http://en.wikipedia.org/wiki/Ultimatum_game"><b style="color: blue;">gioco dell'ultimatum</b></a> ad esempio mostra come l'Uomo dia importanza all'interazione sociale e all'equità. <a href="http://en.wikipedia.org/wiki/Adam_smith"><b style="color: blue;">Adam Smith</b></a> e <a href="http://en.wikipedia.org/wiki/Jeremy_Bentham"><b style="color: blue;">Jeremy Bentham</b></a>,
fra i fondatori della teoria economica moderna, hanno analizzato la
natura umana partendo dai concetti astratti di utilità e uomo razionale,
ma questa scelta descrive solo una parte del quadro complessivo che
governa l'Uomo nelle sue azioni.</div>
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Questa diapositiva è solo apparentemente vuota: in realtà è una foto
della mano invisibile. Un supermarket di medie dimensioni negli Stati
Uniti ha in vendita circa 80000 prodotti, che giungono sugli scaffali
nel modo più economico possibile o quasi, e questo è un effetto
tangibile della mano invisibile. Ma la mano invisibile diventa realmente
tale in presenza di rischio sistemico, come il picco del petrolio o la
crisi economica in corso.</div>
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Quando ero al corso MBA ci dicevano che andare a caccia di capitali per
le imprese in difficoltà, rifornire di liquidità i mercati e scambiare
futures erano attività da pesci spazzini; può essere stato vero per un
periodo, ma ora credo che siamo più simili a dei barracuda. <a href="http://en.wikipedia.org/wiki/Thorstein_Veblen"><b style="color: blue;">Thorstein Veblen</b></a>, che coniò l'espressione <i>conspicuous consumption</i>,
disse che nel capitalismo c'è una sostanziale differenza fra
l'industria e l'attività economica: la prima produce beni per la
società, la seconda cerca di aumentare il valore monetario di tali beni.
Uno dei maggiori problemi che abbiamo di fronte è rappresentato dalla
divisione esistente fra l'industria e il turbocapitalismo.</div>
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Molti di questi elefanti si sovrappongono parzialmente. Se ne esistesse
solamente uno potremmo chiedere ai politici di risolvere il problema, ma
purtroppo non è così: alcune persone iniziano a intravedere
l'importanza dell'energia, ma questo è solo un inizio.</div>
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<br /></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com0tag:blogger.com,1999:blog-33646836.post-79679673495432038142012-07-10T11:54:00.000+02:002012-07-10T11:54:16.534+02:00Il Petrolio non convenzionale non cambia i giochi<br />
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<b><i><span style="font-size: 10pt;">Da </span></i><a href="http://theautomaticearth.com/Energy/unconventional-oil-is-not-a-game-changer.html"><span style="text-decoration: none;">The Automatic Earth</span></a><i><span style="font-size: 10pt;"> del 3
luglio 2012. Traduzione di Massimiliano Rupalti, rivisione di Lou Del Bello e Francesco Aliprandi</span></i></b></div>
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<a href="http://1.bp.blogspot.com/-gE05RtGMkN0/T_LfTNxEuHI/AAAAAAAAIZM/P2WYaUoTxOA/s640/FossilFuel1920.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="310" src="http://1.bp.blogspot.com/-gE05RtGMkN0/T_LfTNxEuHI/AAAAAAAAIZM/P2WYaUoTxOA/s400/FossilFuel1920.jpg" width="400" /></a></div>
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I prezzi
del petrolio sono crollati.</div>
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Questa
non è una sorpresa per noi, qui a The Automatic Earth, in quanto siamo convinti
che il picco del prezzo del 2008 resterà imbattuto
per molto tempo e che l'aumento dal minimo del 2009 è stato una manifestazione
contro tendenza. I prezzi di molti beni si sono spostati con gli alti e i bassi della fiducia e quindi della
liquidità, in questa era di
finanziarizzazione estrema e le materie prime non fanno eccezione.<br />
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Come abbiamo sottolineato molte volte, i prezzi non riflettono i fondamentali
della domanda e dell'offerta in nessun settore. Se lo facessero, i capitali
sociali e le diverse materie prime non si muoverebbero in relativa sincronia,
come invece accade spesso.</div>
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<a href="http://3.bp.blogspot.com/-GVaKycMDmSc/T_LOeYWVusI/AAAAAAAAIYA/5PWdt5BOVBg/s640/AllTheSameMarket.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="310" src="http://3.bp.blogspot.com/-GVaKycMDmSc/T_LOeYWVusI/AAAAAAAAIYA/5PWdt5BOVBg/s400/AllTheSameMarket.jpg" width="400" /></a></div>
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I
prezzi, invece, riflettono una combinazione di fiducia generale (o della sua
mancanza) e la percezione di scarsità o abbondanza futura, sia quando la percezione è in effetti veritiera sia
quando non lo è. Le materie prime si trovano
al vertice della paura di scarsità. Quando c'è una percezione di scarsità, gli
speculatori fanno salire i prezzi in anticipo rispetto a ciò che i fondamentali
giustificherebbero in quel momento, come hanno fatto nella corsa al picco del
prezzo del 2008.</div>
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Quando le bolle speculative
scoppiano, il settore viene abbandonato ed il prezzo collassa guidato dalla speculazione in senso opposto. Nel 2008, le materie prime
in generale sono cadute del 58% ed il prezzo del petrolio è precipitato del 78%
in cinque mesi mentre la crisi finanziaria risucchiava liquidità dal sistema e scompariva la percezione di scarsità
imminente.</div>
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Col
temporaneo ritorno della fiducia dal minimo del 2009, la liquidità è tornata e,
in modo crescente, la stessa cosa è accaduta per la percezione di scarsità
delle materie prime in generale e del petrolio in particolare. I prezzi sono
stati fatti salire ancora, anche se non alle vette
precedenti, sebbene gli analisti, estrapolando la tendenza futura, prevedessero un picco del prezzo delle materie
prime molto più alto di quello del 2008.</div>
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I prezzi delle materie prime
in generale hanno raggiunto il massimo nel maggio del 2011 e continuano la loro discesa.</div>
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<a href="http://3.bp.blogspot.com/-VMhjii4YQo0/T_LPjuZQutI/AAAAAAAAIYY/KuySWeyWufI/s640/CommodityPriceIndexJune2012.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="245" src="http://3.bp.blogspot.com/-VMhjii4YQo0/T_LPjuZQutI/AAAAAAAAIYY/KuySWeyWufI/s400/CommodityPriceIndexJune2012.png" width="400" /></a></div>
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La
fiducia sta venendo meno mentre la portata della crisi finanziaria che ha
centro in Europa diventa sempre più evidente e le vulnerabilità in altre
regioni e settori dell'economia emergono. Anche la valanga cinese (il primo
motore della domanda di materie prime) barcolla visibilmente.</div>
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La liquidità in ritirata e la
persistente debolezza economica <a href="http://www.businessinsider.com/commodities-have-made-the-qe3-round-trip-2012-6"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none;">agiscono per minare
ulteriormente i prezzi delle materie prime</span></b></a>. Questo processo, lungi
dall'avvicinarsi a conclusione, è piuttosto all'inizio. Quando la bolla del
credito degli ultimi trent'anni imploderà, piomberemo dritti nelle fauci della
crisi di liquidità, della crisi economica e di un'altra Grande Depressione deflazionistica.
In tali circostanze possiamo aspettarci che la domanda sia debole per molti
anni, e con la domanda in caduta arriverà la caduta del sostegno dei prezzi.</div>
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Allo stesso tempo, nel caso
del petrolio, stiamo assistendo ad un netto rovesciamento della percezione – da
una di scarsità ad una di abbondanza – a seguito del dibattito su come le
innovazioni tecnologiche, compresa la perforazione orizzontale e la
fratturazione idraulica, aumenteranno drasticamente l'offerta. L'avvento del
petrolio non convenzionale è propagandato come <a href="http://www.businessinsider.com/peak-oil-where-2012-6"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none;">la soluzione al picco del
petrolio per il prossimo futuro</span></b></a>.<br />
<br />
L'euforia circonda in particolare le proiezioni sulla produzione statunitense,
pubblicizzando il fatto che il paese stia diventando sia energeticamente
indipendente sia esportatore – un <a href="http://business.financialpost.com/2012/03/23/why-north-america-is-the-new-middle-east-citibank"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none;">Nuovo Medio Oriente</span></b></a>.</div>
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Leonardo Maugeri:</div>
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<a href="http://belfercenter.ksg.harvard.edu/files/Oil-%20The%20Next%20Revolution.pdf"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none;">Petrolio: La prossima
Rivoluzione – l'Aumento senza Precedenti della Capacità di Produzione e cosa
Significa per il Mondo</span></b></a></div>
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<i style="mso-bidi-font-style: normal;">Grazie alla rivoluzione tecnologica portata dall'uso combinato di
perforazione orizzontale e fratturazione idraulica, gli Stati Uniti ora stanno
sfruttando i loro giacimenti virtualmente in di shale e tight oil, la cui
produzione, anche se ancora agli esordi, è già alle stelle in Nord Dakota e
Texas.</i></div>
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<i style="mso-bidi-font-style: normal;">Lo shale/tight oil statunitense potrebbe essere portatore di un
nuovo paradigma nel mondo del petrolio, perché potrebbe alterare le sue
caratteristiche permettendo non solo lo sviluppo delle formazioni ancora
vergini di shale/tight oil, ma anche per recuperare più petrolio dai giacimenti
convenzionali esistenti il cui tasso di recupero medio è attualmente non più
alto del 35%.</i></div>
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<a href="http://2.bp.blogspot.com/-lLUZ4F8CRsc/T_LQr-auyGI/AAAAAAAAIYk/x3-u-FECaVo/s640/OilSupplyTo2020.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="252" src="http://2.bp.blogspot.com/-lLUZ4F8CRsc/T_LQr-auyGI/AAAAAAAAIYk/x3-u-FECaVo/s400/OilSupplyTo2020.png" width="400" /></a></div>
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<i style="mso-bidi-font-style: normal;">La dotazione naturale
dell'iniziale scenario americano dello shale, Bakken/Three Forks (una
formazione di tight oil) in Nord Dakota e Montana, potrebbe diventare, quanto a
capacità produttiva, un nuovo Golfo Persico statunitense. Ma il paese ha più di
venti grandi formazioni di petrolio da scisti, specialmente Eagle Ford Shale,
dove il recente boom sta rivelando una dotazione di idrocarburi paragonabili a
quella del Bakken Shale. Gran parte dello shale/tight oil degli Stati Uniti circola ad un prezzo (WTI)
che va dai 50 a 65 dollari al barile, rendendolo sufficientemente resiliente ad
un possibile crollo dei prezzi.</i></div>
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Il
problema sta nel fatto che uno scenario analogo si era verificato in
precedenza, nell'industria del gas naturale. Fuori sincrono con altre materie
prime, l'espansione e la contrazione del gas naturale ci lascia intravedere il
futuro del petrolio non convenzionale. Le tecniche di estrazione sono le stesse
che hanno generato campagna pubblicitaria straordinaria, mentre simultaneamente
stavano disponendo uno schema Ponzi gonfiando i prezzi dei terreni, creando la
percezione di un'abbondanza di offerta, facendo crollare il prezzo del gas
naturale in Nord America molto al di sotto del pareggio, amplificando i rischi
finanziari per produttori sempre più indebitati e <a href="http://www.businessinsider.com/capital-destruction-in-natural-gas-2012-6"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none;">minacciando di mettere quei
produttori fuori </span></b></a><a href="http://www.businessinsider.com/capital-destruction-in-natural-gas-2012-6"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none;">mercato</span></b></a>. Questa è la dinamica che è
stata stabilita per portare il Nord America ad un collasso dell'offerta di gas
naturale nei prossimi anni, come abbiamo recentemente discusso su <a href="http://aspoitalia.blogspot.it/2012/07/inizia-emergere-la-realta-del-gas-di.html"><b><span style="text-decoration: none;">Inizia ad emergere la realtà del gas di scisti</span></b></a>. Coloro che sono coinvolti
nel petrolio non convenzionale farebbero bene a prenderne nota. I costi di
perforazione sono alti, così come i tassi di declino (<a href="http://www.reformer.com/ci_20930567/is-peak-oil-dead?source=most_viewed"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="text-decoration: none;">"Mentre alcuni sono in grado di rendere 1.000 barili al giorno, il
tasso crolla in seguito al 65% il primo anno, 35% il secondo e al 15% il
terzo"</span></i></b></a>), e l'EROEI è molto basso in confronto al petrolio convenzionale.
Come col gas non convenzionale, che soffre degli stessi ostacoli, l'industria
sta impostando una routine di perforazione accelerata nel tentativo di
aumentare le azioni espandendo le riserve di base col flusso di contante
generato.</div>
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L'espansione continua è
necessaria per mantenere la percezione del valore dell'azienda. In altre
parole, l'industria è basata su una dinamica Ponzi. Finché i prezzi tengono,
possiamo aspettarci che questo continui, ma se guardiamo ad un contesto
economico più ampio in associazione con le lezione derivate dal gas non
convenzionale, ci sono tutte le ragioni di aspettarsi che il boom della
produzione sia temporaneo, esattamente perché queste circostanze genereranno un
collasso del prezzo.</div>
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Le stime del prezzo richiesto
perché le nuove forniture siano economiche variano. Secondo l'opinione generale
ci sarebbe un cuscino di prezzo sufficiente per resistere ad un crollo, ma i
produttori non ne stanno prevedendo uno particolarmente drastico. Sfortunatamente
per loro, possiamo aspettarci che la percezione di abbondanza, insieme
all'approfondirsi della crisi economica, forzino i prezzi a scendere al costo
del prezzo più basso del produttore e molto probabilmente più basso, almeno
temporaneamente. Le aziende implicate nell'implacabile routine delle
perforazioni affronteranno rischi finanziari sempre più alti e, entro pochi
anni, mentre aziende troppo estese e indebitate andranno fuori mercato,
possiamo aspettarci un crollo dell'offerta.</div>
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La scala temporale è
difficile da prevedere, poiché ci sono molti fattori con diversi quadri
temporali da considerare. La riduzione della leva finanziaria, impostata per
schiudersi durante i prossimi anni, avrà un impatto tremendo sul progetto di
disponibilità del capitale, su richiesta, e sulla convenienza di operare e
mantenere l'infrastruttura esistente. Sarà anche molto difficile costruire una
nuova infrastruttura di trasporto per il petrolio per far fronte ai modelli di
fornitura che stanno cambiando. L'inadeguatezza dell'infrastruttura metterà una
pressione continua al ribasso dei prezzi sul petrolio nordamericano rispetto
alle forniture internazionali, riducendo la fungibilità del petrolio</div>
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Marin Katusa:</div>
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<a href="http://www.testosteronepit.com/home/2012/6/20/oil-price-differentials-caught-between-sands-and-pipelines.html"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none;">Differenziali del prezzo
del petrolio: intrappolati fra sabbie e oleodotti</span></b></a></div>
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<i style="mso-bidi-font-style: normal;">Il Nord America ha una lunga storia di produzione e lavorazione
del petrolio. Decenni di produzione del petrolio e di consumo di grandi
quantità di prodotti petroliferi hanno lasciato nel continente un sistema di
oleodotti e raffinerie molto buono, ma gli oleodotti sono cose fastidiosamente
stagnanti che tendono a restare dove vengono costruite. E risulta che gli
oleodotti di ieri siano nei posti sbagliati per servire i giacimenti e le
raffinerie di oggi. <br />
<br />
L'infrastruttura petrolifera americana è stata costruita intorno a due ingressi
di produzione interna e ad un grande volume di importazioni. Vedete, mentre il
Medio oriente potrebbe essere il più grande produttore di petrolio greggio del
mondo, gran parte della raffinazione avviene negli Stati Uniti, in Europa e in
Asia. Ci sono due ragioni per questo. La prima è che è più facile spedire
grandi volumi di un solo prodotto (petrolio greggio) che volumi più piccoli di
prodotti diversificati (benzina, diesel, carburante per aerei e così via). La
seconda è che le raffinerie sono generalmente costruite all'interno delle
regioni che servono, in modo che ogni servizio possa essere realizzato su
misura per produrre la giusta quantità di prodotti petroliferi per i propri
clienti...</i></div>
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… Ricordate come gli oleodotti americani
sono stati progettati principalmente per spostare i prodotti raffinati dalla
regione del Golfo e dalle raffinerie della costa ai clienti dell'entroterra?
Bene, quegli oleodotti di ieri ora vanno nella direziona sbagliata.</div>
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La produzione di petrolio da
scisti ha slancio ed è probabile che continui per un po' di tempo, anche di
fronte a prezzi che scendono drasticamente, come è stato per il gas naturale.
Il numero degli impianti per la produzione di petrolio da scisti è alle stelle,
anche se il numero di quelli per il gas naturale crolla, così come il numero di
impianti in declino.</div>
</div>
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<a href="http://1.bp.blogspot.com/-M123TLJmB2w/T_LQsMvw8qI/AAAAAAAAIYw/iEOhmbWoPC8/s640/RigCountForNGandOil.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="342" src="http://1.bp.blogspot.com/-M123TLJmB2w/T_LQsMvw8qI/AAAAAAAAIYw/iEOhmbWoPC8/s400/RigCountForNGandOil.png" width="400" /></a></div>
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La quantità di petrolio
recuperabile è stata considerevolmente gonfiata e questa risorsa non
rappresenterà un cambiamento nella dinamica del sistema attuale. In effetti,
non potrebbe farlo anche se non stessimo affrontando circostanze economiche
impostate per far collassare la produzione.</div>
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Robert Rapier:</div>
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<a href="http://www.theoildrum.com/node/9085"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none;">Gli Stati Uniti hanno realmente più petrolio dell'Arabia Saudita?</span></b></a></div>
<div class="Textbody" style="color: black; font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt 9pt 30pt;">
<i style="mso-bidi-font-style: normal;">La quantità stimata di petrolio esistente (la risorsa) varia
grandemente; alcuni suggeriscono che potrebbero esserci 400 miliardi di barili
di petrolio a Bakken. A causa dei progressi nella tecnologia del fracking,
alcune delle risorse ora sono state classificate come riserve (la quantità che
può essere tecnicamente ed economicamente prodotta). Tuttavia, la riserva è una
frazione molto bassa della risorsa a 2 o 4 miliardi di barili (anche se alcune
industrie stimano indicano che la quantità recuperabile possa essere di 20
miliardi di barili o qualcosa del genere). Come riferimento, gli Stati Uniti
consumano un miliardo di barili di petrolio in circa 52 giorni e il mondo
consuma lo stesso miliardo di barili in circa 11 giorni.</i></div>
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In
aggiunta, per il numero enorme di costosi pozzi richiesti, ci vorrebbero decenni
per perforare con gli attuali impianti, anche se sono stati fatti sforzi
considerevoli per aumentarne il numero. Il che significa che il petrolio che si
trova lì verrebbe prodotto molto a rilento.</div>
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Oltre al petrolio di scisti
di <a href="http://www.onearth.org/article/growing-pains-scenes-from-the-north-dakota-drilling-boom"><span style="text-decoration: none;">Bakken in
North Dakota</span></a><b style="mso-bidi-font-weight: normal;"> </b>o di Eagle Ford in Texas, ci sono altre forme di
petrolio non convenzionale che fanno parte della montatura del boom produttivo
nordamericano.</div>
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Ancora Robert Rapier:</div>
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<i style="mso-bidi-font-style: normal;">Quando la gente parla di miliardi o trilioni di barili di petrolio
statunitense, parlano più probabilmente degli scisti petroliferi della Green
river Formation in Colorado, Utah e Wyoming. Siccome lo scisto del Nord Dakota
e del Texas produce petrolio, alcuni hanno dato per scontato che la Green River
Formation ed i suoi 2 trilioni di barili approssimativi di risorse petrolifere
saranno sviluppati in seguito perché pensano che sia un tipo di risorsa
similare. Ma non lo è.</i></div>
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Le prospettive per alcuni di
questi sono significativamente peggiori che per il petrolio da scisti,
specialmente dove l'EROEI è ancora più basso. Il petrolio da scisti del
Colorado in particolare è probabile che sia poca cosa. </div>
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Mentre lo shale oil è un
idrocarburo liquido intrappolato in rocce di bassa permeabilità, che può essere
liberato col fracking, il petrolio di scisti (oil shale) non è affatto un
liquido, ma kerogene solido che richiede enormi input di energia per essere
separato dalla roccia. </div>
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Quell'energia di input richiesta
significa un EROEI molto basso. I costi in termini monetari sono a loro volta
altissimi. <br />
<br />
Elliott Gue:</div>
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<a href="http://www.theenergyreport.com/pub/na/7813"><b style="mso-bidi-font-weight: normal;"><span style="text-decoration: none;">La differenza fra Scisto Petrolifero e Petrolio da
Scisti (Shale Oil e Oil Shale)</span></b></a></div>
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<i style="mso-bidi-font-style: normal;">Per generare petrolio liquido sinteticamente da Petrolio da
Scisti, la roccia ricca di kerogene viene riscaldata a circa 950 gradi
Fahernheit (500°C) in assenza di ossigeno, un processo conosciuto come
'retorting'.</i></div>
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<i style="mso-bidi-font-style: normal;">Ci sono varie tecnologie che competono per produrre Petrolio da
Scisti. La Exxon Mobil ha sviluppato un processo per creare fratture
sotterranee nello scisto, riempiendo questi spacchi con un materiale che
conduce elettricità e passando quindi corrente attraverso lo scisto
trasformando gradualmente il kerogene in petrolio producibile. La Royal Dutch
Shell Plc, seppellisce riscaldatori elettrici sottoterra per scaldare lo
scisto.</i></div>
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<i style="mso-bidi-font-style: normal;">Anche se le stime del costo per produrre petrolio di scisti variano
grandemente, il processo è più caro e costoso in termini energetici che non
estrarre greggio dalla sabbie bituminose del Canada. I produttori avrebbero
bisogno di prezzi del petrolio di circa 100 dollari al barile prima che questo
processo ad alta densità di capitale fosse fattibile su scala commerciale.</i></div>
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<br /></div>
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<a href="http://www.reformer.com/ci_20930567/is-peak-oil-dead"><span style="text-decoration: none;">Lo scisto
petrolifero potrebbe avere un EROEI di circa 4:1, mentre le sabbie bituminose
dovrebbero averne uno di 3:1</span></a><b style="mso-bidi-font-weight: normal;"> </b>ed il petrolio da scisti si
fermerebbe a 2:1, o meno.</div>
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<a href="http://4.bp.blogspot.com/-IYU6RV7MkNE/T_LSOkO9uZI/AAAAAAAAIY8/5GHH7pJJblk/s640/OilShaleEROEI.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="235" src="http://4.bp.blogspot.com/-IYU6RV7MkNE/T_LSOkO9uZI/AAAAAAAAIY8/5GHH7pJJblk/s400/OilShaleEROEI.png" width="400" /></a></div>
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Gli esseri umani sono pronti
ad aggrapparsi a menzogne e fantasie piuttosto che affrontare le realtà
spiacevoli. Credere che i combustibili fossili non convenzionali possano
mantenere il 'business as usual' è una fantasia. Non possiamo alimentare la nostra
attuale società complessa con risorse energetiche a basso EROEI.</div>
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Stiamo ancora affrontando il
picco del petrolio e, nella discesa dalla curva di Hubbert, correremo sempre
più velocemente nella nostra routine accelerata solo per rallentare il declino
dell'offerta. Le forniture non convenzionali con EROEI sempre più basso non
cambieranno questo quadro e il collasso dei prezzi che avverrà grazie alla
depressione economica, aggraverà la situazione considerevolmente nel breve
termine. Possiamo aspettarci che i prezzi crollino più rapidamente dei costi di
produzione e molte casualità aziendali che emergono come espansione diventano
contrazione, come succede sempre.</div>
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I prossimi anni saranno
ricordati per la crisi finanziaria, dove scarseggeranno i soldi piuttosto che
l'energia. Mentre la contrazione economica procede e il potere d'acquisto
precipita sostanzialmente a causa del collasso della disponibilità di denaro,
la domanda di energia cadrà – temporaneamente – per un lungo tratto. Oltre a
questo, mentre la riduzione della leva finanziaria termina e l'economia comincia
a stabilizzarsi in qualche modo (probabilmente fra 5 o 10 anni su tutta la
linea), vedremo probabilmente lo sviluppo di un collasso dell'offerta.</div>
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Con questo è probabile che
vedremo un grande picco del prezzo ed il potenziale per guerre delle risorse
crescerà drasticamente. Il petrolio è potere egemonico liquido e ci si può
aspettare l'esplosione di conflitti nel momento in cui si verifichi una
percezione di scarsità. Non è il punto in cui ci troviamo oggi, ma è dove ci
sta portando il futuro. </div>
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<br /></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com11tag:blogger.com,1999:blog-33646836.post-67334729668435331762012-07-07T02:41:00.001+02:002012-07-07T02:41:39.900+02:00Il picco del petrolio e il ritorno degli abbondantisti<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;">Una nota di Aspo Italia pubblicata su <a href="http://qualenergia.it/articoli/20120706-picco-petrolio-e-ritorno-abbondanza-aspo-maugeri" target="_blank">Qualenergia </a>il 6 luglio 2012 </span></div>
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<a href="http://3.bp.blogspot.com/-k0eylRUyoDQ/T_eDoyF68NI/AAAAAAAAAVQ/Kw21ZO6zr9E/s1600/maugeri.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="http://3.bp.blogspot.com/-k0eylRUyoDQ/T_eDoyF68NI/AAAAAAAAAVQ/Kw21ZO6zr9E/s400/maugeri.png" width="308" /></a></div>
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<span style="font-size: small;">Dal tempo della prima grande crisi del
petrolio, cominciata nel 1973, la percezione del problema della
disponibilità di petrolio ha un andamento ciclico. Ottimismo e
pessimismo sembrano dipendere più che altro dai prezzi, non tanto dal
loro valore assoluto quanto dalla loro tendenza al rialzo o al ribasso:
quando i prezzi sono in salita si sente di più la voce dei “<strong>catastrofisti</strong>”; il contrario accade quando scendono, con gli “<strong>abbondantisti</strong>” che si fanno sentire maggiormente.</span></div>
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<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;">La
recente tendenza al calo dei prezzi petroliferi, che pure rimangono
molto alti rispetto a quelli precedenti il 2004, sembra aver innescato
una nuova fase di ottimismo, ben rappresentata dalle posizioni espresse
recentemente da <strong>Leonardo Maugeri</strong>; ma non solo da lui, si veda per esempio la <a href="http://www.unionepetrolifera.it/it/news/230" target="_blank">relazione annuale di Pasquale De Vita dell’Unione Petrolifera</a>.</span></div>
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<a name='more'></a><br />
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<span style="font-size: small;">Ci
troviamo oggi in una situazione estremamente complessa per quanto
riguarda il futuro estrattivo di petrolio e gas naturale. Se da una
parte vediamo consolidarsi la <strong>tendenza al declino delle fonti convenzionali</strong>, dall’altra l’industria ha fatto grandi investimenti in impianti e nuove tecnologie, soprattutto per sviluppare <strong>fonti non convenzionali </strong>(olii
pesanti, tight oil, deep water, ecc.) di combustibili liquidi la cui
produzione è in netta crescita.</span></div>
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<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;">In certe aree, come negli Stati Uniti,
si è vista addirittura una crescita inaspettata dei volumi estratti, che
ha interrotto una tendenza al declino invariata da decenni. L’industria
petrolifera mondiale non è stata in grado di mantenere la crescita
della produzione globale (sostanzialmente statica da ormai 5-6 anni) che
perdurava dal tempo della prima crisi del petrolio, ma è riuscita
perlomeno a evitarne il declino, cioè ad allontanare il picco globale di
produzione.</span></div>
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<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;">Secondo la linea di<strong> pensiero di Maugeri</strong>,
se i prezzi si mantengono alti continuerà l’espansione delle risorse
non convenzionali, e così non solo non avremo il picco a breve scadenza,
ma vedremo un aumento netto di produzione di combustibili liquidi da
qui al 2020. </span></div>
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<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;">In un suo recente documento si osserva giustamente che i
giorni del petrolio a 10 dollari al barile sono probabilmente finiti, e
che quello oggi costoso potrebbe diventare domani a buon mercato grazie
all’innovazione tecnologica; tuttavia i 70 dollari indicati come limite
inferiore per supportare questo nuovo boom estrattivo potrebbero esser
mal digeriti da un sistema economico già in affanno. <strong>L’analisi ignora poi i fattori fisici legati all’estrazione</strong>, in particolare il rapporto fra <strong>l’energia spesa per estrarre petrolio e quella ottenuta dallo stesso</strong>.</span></div>
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<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;">Tale rapporto, generalmente indicato come <strong>EROEI </strong>(<em>Energy Return On Energy Invested</em>),
per i petroli non convenzionali dell’attuale nuova nuova produzione si
colloca nell’intervallo fra 1,5 e 5. Tale dato deve essere confrontato
con i valori di EROEI del greggio convenzionale, che si attestano oggi
su valori fino a un ordine di grandezza maggiori, mentre se si
confrontano i valori di EROEI del petrolio non-convenzionale estratto
attualmente con quelli del petrolio prodotto nella prima metà del secolo
scorso, si scende di oltre due ordini di grandezza. </span></div>
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<span style="font-size: small;">Assistiamo dunque a
un indubbio successo dell’industria petrolifera, consistente nel
mantenere inalterato il livello di produzione dei volumi di combustibili
liquidi, ma senza menzione riguardo al declino dell’energia netta che
tali combustibili sono in grado di fornire. Infatti, se con un valore di
EROEI = 20 l’energia netta disponibile è pari al 95% di quella totale
ricavata, nel caso in cui tale valore sia 5 si scende all’80% e al di
sotto di 2 l’energia netta si riduce a meno del 50%.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;"><strong>Questa è la realtà fisica del concetto di esaurimento delle risorse petrolifere</strong>. Il problema non è la loro fine, ma il fatto che <strong>costano sempre più energia per essere estratte </strong>e
dunque costano sempre più care, al netto dei singulti speculativi sui
mercati delle commodities. </span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;">Inoltre l’impiego di tecnologie sempre più
raffinate e complesse, necessarie per superare le crescenti difficoltà
che si incontrano nello sfruttamento dei pozzi, aumenta la tensione del
sistema. Quando risulterà impossibile andare oltre, non potrà che
determinarsi un crollo rovinoso dei quantitativi estratti. Di tutto ciò,
nel documento di Maugeri non vi è traccia.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;">La
diversa visione del mondo che noi abbiamo rispetto agli abbondantisti,
fra i quali poniamo De Vita e Maugeri, si riassume in due frasi diverse e
allo stesso tempo simili: per gli ottimisti “c’è ancora molto petrolio e
dunque non ci sono problemi”; per noi “c’è ancora molto petrolio, ma ci
sono dei problemi”.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;">Cosa ci possiamo
aspettare per il futuro in definitiva? Come sempre, fare previsioni è
pericoloso ma una cosa è certa: il petrolio non è mai stato gratis e
questo fatto non è destinato a cambiare; in futuro <strong>il prezzo aumenterà </strong>via via che ne resta di meno. E a un certo punto scopriremo <strong>che non possiamo più permettercelo</strong>.
Questo è quello che sta succedendo in Italia dove da anni stiamo
assistendo a un declino dei consumi petroliferi in corrispondenza
dell’aumento dei prezzi sul mercato internazionale. Da noi, il picco del
petrolio è già arrivato nel 2002.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: left;">
<span style="font-size: small;">Quanto esposto si limita a considerare la questione energetica. Se si vogliono esaminare anche gli aspetti più generali di <em>overshoot</em>
ecologico della società globale, si dovrebbe dire: “c’è ancora molto
petrolio e dunque ci sono problemi”. Perché, se proveremo a sfruttare le
riserve non convenzionali fino alle estreme conseguenze, i costi
economici, ecologici e sociali dell'atto finale dell'era delle fonti
fossili, già oggi molto alti, diventeranno insostenibili (<a href="http://www.footprintnetwork.org/en/index.php/GFN/page/annual_report_2011/" target="_blank"><strong>Global Footprint Network. Annual report 2011</strong></a>).</span></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com2tag:blogger.com,1999:blog-33646836.post-77560318949284193972012-07-03T23:47:00.002+02:002012-07-03T23:47:41.938+02:00Dall'università di Harvard un nuovo report sull'energia con ipotesi insensate<!--[if !mso]>
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<br />
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<b><i><span style="color: black; font-size: 10pt;">Da </span></i><span style="color: black; font-size: 10pt;"><a href="http://www.theoildrum.com/node/9292"><i><span style="color: black; text-decoration: none; text-underline: none;">The Oil Drum</span></i></a><i>
del 1 luglio 2012, post originale di David Summers, traduzione di Francesco
Aliprandi</i></span></b></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="color: black;">La serie di post OGPSS [1]
degli ultimi mesi si è occupata di analizzare in modo realistico (per quanto
possibile) la produzione di greggio con un'enfasi maggiore su quanto accade
negli Stati Uniti e in Russia, così come in Arabia Saudita, l'attuale oggetto
dei miei articoli settimanali. Un post precedente approfondiva un report
decisamente ottimistico di Citigroup [2], spiegando i motivi per i quali in
realtà è poco ragionevole prevedere un grosso aumento della produzione negli
USA durante questo decennio. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="color: black;">Da quel momento, dopo una rassegna della
produzione in Russia, vari post hanno mostrato i motivi per i quali l'attuale
primato russo nella produzione di greggio è probabilmente destinato a terminare
presto per poi declinare, dal momento che i nuovi giacimenti messi in
produzione dalle compagnie petrolifere non tengono il passo con l'esaurimento
di quelli già esistenti. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="color: black;">L'Arabia Saudita, come sto spiegando nei post in pubblicazione,
difficilmente aumenterà la produzione molto oltre i 10 mbd [3], poiché Ghawar,
il giacimento responsabile della maggior percentuale di petrolio saudita
estratto, si sta lentamente esaurendo, anche se continuerà a produrre in futuro
a livelli inferiori. In definitiva al momento non ci sono prove che per la fine
del decennio gli attuali primi tre produttori di petrolio avranno
complessivamente una produzione paragonabile a quella attuale.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="color: black;">Ma ecco che arriva un nuovo
studio da Harvard [4] nel quale si afferma coraggiosamente che sono tutte
sciocchezze - che nel 2020 la produzione globale raggiungerà i 110.6 mbd e che
le preoccupazioni che affliggono la maggior parte di noi qui su The Oil Drum
(tra l'altro) non sono che parti della nostra fantasia.</span></div>
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<div class="Illustration" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;"><span>Illustrazione 1: Crescita
prevista nella produzione mondiale di petrolio fino alla fine del decennio
(Maugeri, Leonardo. "Oil: The Next Revolution" Discussion Paper
2012-10, Belfer Center for Science and International Affairs, Harvard Kennedy School,
June 2012.)</span></span></i></div>
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<span style="color: black;"></span></div>
<a name='more'></a>E' opportuno iniziare andando
a vedere da dove lo studio (preparato con l'aiuto della BP) prevede che
proverrà la crescita nell'offerta. I risultati sono nel grafico sottostante:<br />
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<br /></div>
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<a href="http://3.bp.blogspot.com/-sNUMMhogXYA/T_NZs8eI6kI/AAAAAAAAAUc/xS1mNH5ilIY/s1600/2.+Production+capabilities+2020.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="210" src="http://3.bp.blogspot.com/-sNUMMhogXYA/T_NZs8eI6kI/AAAAAAAAAUc/xS1mNH5ilIY/s400/2.+Production+capabilities+2020.png" width="400" /></a></div>
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<div class="Illustration" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;"><span>Illustrazione 2:
Provenienza prevista della crescita nella produzione mondiale al 2020
(evidenziati solo i 23 maggiori produttori). (Maugeri, Leonardo. "Oil: The
Next Revolution" Discussion Paper 2012-10, Belfer Center for Science and
International Affairs, Harvard Kennedy School, June 2012.)</span></span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="color: black;">E' interessante, osservando
il grafico, notare che vi è rappresentata la capacità produttiva futura, non la
reale produzione prevista. L'importanza della distinzione si può chiarire con
un esempio. Compresi nella produzione di 12 mbd che l'Arabia Saudita sostiene
al momento avere sono compresi i 900 kbd che verranno dal giacimento di Manifa
man mano che nei prossimi anni verrà sviluppato ed entrerà in produzione. A
quel punto tuttavia l'aumento nella quantità estratta andrà parzialmente a
pareggiare il declino nei pozzi esistenti e nei giacimenti già in produzione,
declino che si farà più importante via via che un numero sempre maggiore di
pozzi orizzontali viene raggiunto dall'acqua. </span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="color: black;">Attualmente la produzione da
Manifa non è significativa, e la situazione non cambierà per almeno altri 18 mesi,
essendo l'estrazione connessa alla costruzione di due nuovi impianti in grado
di raffinare quel petrolio. [5] Per questo motivo il giacimento non rappresenta
una riserva di petrolio immediatamente disponibile. Considerando un tasso di
declino annuo standard del 5% per i giacimenti in produzione, l'Arabia Saudita
dovrà riuscire a produrre da nuovi pozzi (e continuare a farlo) almeno 500 kbd
all'anno, e mentre è plausibile che ci riesca per un anno o due, scommettere
che sarà in grado di fare ciò e inoltre di aumentare la produzione da qui al
2020 di una quantità pari a 2 mbd o anche maggiore è più che ottimistico. Il
semplice fatto che una riserva esista non significa che possa essere estratta
se mancano fisicamente in loco le attrezzature per farlo.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="color: black;">E' interessante tuttavia
riportare l'opinione espressa nel report sui tassi di declino dei giacimenti
esistenti:</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt 9pt 39.8pt;">
<i><span style="color: black;">Nella storia recente c'è la
prova empirica di una sovrastima dei tassi di declino. A partire dal 2000, ad
esempio, le stime delle velocità di esaurimento del greggio riportate dalla
maggior parte dei previsori oscillavano fra il 6 e il 10%: eppure anche la
cifra più bassa implicherebbe la quasi totale sparizione della “vecchia”
produzione mondiale di greggio in 10 anni (capacità produttiva nel 2000: circa
70 mbd). Al contrario, la capacità produttiva di greggio nel 2010 era di oltre
80 mbd. Per arrivare a questa cifra, una nuova produzione di circa 80 mbd
sarebbe dovuta essere sviluppata durante quel decennio. Ciò è chiaramente
falso: nel 2010, il 70% della produzione di greggio proveniva da giacimenti che
erano già stati in produzione per decenni. Come si vede nella Sezione 4 del
documento, la mia analisi indica che solo quattro dei grandi produttori di
petrolio (grande produttore: capacità produttiva maggiore di 1 mbd) vedranno
una riduzione della loro capacità produttiva al 2020: sono la Norvegia, il
Regno Unito, il Messico e l'Iran. Escluse queste nazioni, non ho trovato prove
di un tasso di esaurimento nella produzione di greggio superiore al 2-3% una
volta considerati gli aggiustamenti legati alla crescita delle riserve.</span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt 9pt 39.8pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt 9pt 3.85pt;">
<span style="color: black;">Sigh! Ho spiegato in
precedenza [6] che con il passaggio da verticale a orizzontale
nell'orientamento della perforazione dei pozzi c'è stato un evidente cambio nei
tassi di declino. Questo accade perché quando i pozzi sono posti
orizzontalmente in corrispondenza della sommità del giacimento non sono più
interessati a riduzioni di produzione ogni anno, come accade per quelli
verticali man mano che l'acqua iniettata riempie le rocce al di sotto del
petrolio che viene spinto in alto. Anche se il tasso di declino del pozzo è
diminuito ciò non significa che alla fine produrrà più petrolio.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt 9pt 3.85pt;">
<span style="color: black;">La quantità di petrolio nella
regione raggiunta dai pozzi è una quantità finita, e quando è esaurita non ce
n'è più, sia che si usi un pozzo verticale che mostra un declino graduale nel
tempo, sia con un pozzo orizzontale che mantiene il livello produttivo costante
fino a quando l'acqua arriva a toccarlo e poi si ferma. Non sono sicuro che
l'autore del report abbia chiaro questo concetto.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt 9pt 3.85pt;">
<span style="color: black;">I problemi riguardanti la
logistica di supporto sono fondamentali in un certo numero di situazioni. Le
difficoltà politiche nell'aumentare la produzione dalle oil sands in Alberta, a
causa di ostacoli alla costruzione di oleodotti verso Sud oppure Ovest,
probabilmente ridurranno la crescita futura da quelle zone almeno quanto le
sfide tecnologiche.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="color: black;">Le quattro nazioni che
secondo il report contribuiranno maggiormente alla disponibilità di nuovo
petrolio sono (in ordine di importanza) Iraq, gli Stati Uniti, il Canada e il
Brasile. Per l'Iraq è prevista la produzione dai seguenti giacimenti entro i
prossimi otto anni.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<br /></div>
<div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;">
<a href="http://4.bp.blogspot.com/-pAurHXZF7jg/T_NZuWh90BI/AAAAAAAAAUk/C9bvZAIcyXY/s1600/3.+Iraqi+production+to+2020.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://4.bp.blogspot.com/-pAurHXZF7jg/T_NZuWh90BI/AAAAAAAAAUk/C9bvZAIcyXY/s400/3.+Iraqi+production+to+2020.png" width="341" /></a></div>
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<![endif]--><i><span style="font-family: Arial,Helvetica,sans-serif; font-size: 10pt;">Illustrazione 3: Aumenti
produttivi previsti in Iraq nei prossimi otto anni. (Maugeri, Leonardo.
"Oil: The Next Revolution" Discussion Paper 2012-10, Belfer Center
for Science and International Affairs, Harvard Kennedy School, June 2012.)</span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="color: black;">Capisco che si debba mostrare
ottimismo riguardo la situazione futura in Iraq, ma deve ancora raggiungere i
livelli produttivi che aveva prima della guerra con l'Iran, e quella è finita
un po' di tempo fa. L'EIA ha mostrato [7] come sia possibile superare i 13 mbd,
ma questo richiederebbe investimenti, tempo e un certo grado di stabilità
politica nella nazione. Sotto questo aspetto il paese è ancora un po' carente.
Prima della guerra l'Iraq produceva 3.5 mbd [8], e da allora la curva
produttiva non è stata incoraggiante.</span></div>
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<a href="http://2.bp.blogspot.com/-noSN1Zt5nOM/T_NZrAmWFjI/AAAAAAAAAUU/3i4rv1iSiY4/s1600/1.+Iraq+Oil+Production_0.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="306" src="http://2.bp.blogspot.com/-noSN1Zt5nOM/T_NZrAmWFjI/AAAAAAAAAUU/3i4rv1iSiY4/s400/1.+Iraq+Oil+Production_0.png" width="400" /></a></div>
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<![endif]--><span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Illustrazione 4: Andamento
della produzione in Iraq a partire dall'inizio della guerra con l'Iran. (Fonte:
EIA</span></span>)<br clear="ALL" style="mso-ignore: vglayout;" />
<span style="color: black;"></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="color: black;">Nonostante vengano
riconosciuti i problemi in corso, il report prevede una crescita nella
produzione di 5.125 mbd entro la fine del decennio. Questa cifra sembra una
stima pari a circa il 50% dei 10.425 mbd che sarebbe possibile raggiungere
sulla carta.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="color: black;">La produzione negli USA è
legata all'aumento nell'estrazione dalle oil shale, che vedrà rapidi aumenti
simili a quelli osservati nelle formazioni Bakken e Eagle Ford.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt 9pt 39.8pt;">
<i><span style="color: black;">Stimo che la produzione
aggiuntiva senza restrizioni dallo shale/tight oil potrebbe raggiungere i 6.6
mbd entro il 2020, oppure una produzione aggiuntiva di 4.1 mbd dopo aver
considerato i fattori di rischio (per confronto, la produzione da shale/tight
oil degli USA nel Dicembre 2011 era di 800000 bd). A queste cifre ho sommato
una produzione aggiuntiva di 1 mbd da altre fonti, ridotta del 40% tenendo in
considerazione i rischi, arrivando così a 0.6 mbd in termini di produzione
aggiuntiva corretta nel 2020. In particolare, sono più fiducioso di altri sulle
prospettive di una ripresa più rapida del previsto nelle perforazioni offshore
nel golfo del Messico dopo il disastro della Deepwater Horizon nel 2010.</span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt 9pt 39.8pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="color: black;">Come ho osservato nel mio
commento al report di Citigroup questo ottimismo cozza contro il parere del DMR
(Dipartimento di Risorse Minerarie) del Nord Dakota – persone che dovrebbero
sapere di cosa parlano, visto che possiedono i dati. Inoltre il report sembra
mostrare poca dimestichezza su come funzionino i pozzi orizzontali in questi
giacimenti. Come ha fatto notare l'Aramco, non si può continuare a perforare
fori sempre più lunghi e aspettarsi un raddoppio nella produzione all'aumentare
della lunghezza. Poiché va mantenuta una differenza di pressione fra il
giacimento e il pozzo, esistono lunghezze ottimali per ogni giacimento. Ho osservato
inoltre che il report ignora bellamente i dati derivanti dalla produzione dei
pozzi più profondi nel golfo del Messico.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="color: black;">Sembra opportuno chiudere con
la lista di ipotesi sulle quali si basa l'aumento di produzione dalla
formazione Bakken:</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 0cm; text-indent: 0cm;">
<span style="mso-list: Ignore;">●<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><i>Un
prezzo del petrolio (WTI) maggiore o uguale a 70 dollari fino al 2020;</i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 0cm; text-indent: 0cm;">
<span style="mso-list: Ignore;">●<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><i>200
nuove perforazioni alla settimana;</i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 0cm; text-indent: 0cm;">
<span style="mso-list: Ignore;">●<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><i>Un
URR stimato del 10 % per ciascun pozzo (valore che nella maggior parte dei casi
è già stato superato) e anche per l'intera formazione geologica;</i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 0cm; text-indent: 0cm;">
<span style="mso-list: Ignore;">●<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><i>Un
calcolo dell'OOP basato su meno della metà del valore medio espresso nella
stima di Price del 1999 (413 miliardi di barili, 100 di riserve provate,
comprendendo la formazione Three Forks).</i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 0cm;">
<i>Quindi, mi aspetto 300 miliardi di barili
OOP e 45 di riserve provate, compresa la formazione Three Forks;</i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 0cm; text-indent: 0cm;">
<span style="mso-list: Ignore;">●<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><i>Un
tasso di declino medio del 15% per ogni pozzo in produzione durante il primo
anno, e poi del 7%;</i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 0cm; text-indent: 0cm;">
<span style="mso-list: Ignore;">●<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><i>Un
livello di porosità e permeabilità delle formazioni Bakken e Three Forks in
linea con quanto misurato finora dalle compagnie attive nella zona.</i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 0cm;">
<i>Sulla base di queste ipotesi, la mia
simulazione prevede una produzione di petrolio aggiuntiva dalle formazione
Bakken e Three Forks di circa 2.5 mbd nel 2020, portando il totale a più di 3
mbd nel 2020.</i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="color: black;">Basta così! Ci sono troppe
ipotesi irrealistiche perché valga la pena perdere altro tempo a leggere.
Giusto per chiarire uno dei punti critici – questo è il grafico con il tasso di
declino di un pozzo tipico nella formazione Bakken che ho già mostrato in
precedenza. Si può vedere chiaramente che il tasso di declino è molto maggiore
del 15% nei primi cinque anni.</span></div>
<div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;">
<a href="http://1.bp.blogspot.com/-2-RXg37mKig/T_NZvU29XqI/AAAAAAAAAUs/_dX3QpiICi4/s1600/7+typical+Bakken+production_2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="228" src="http://1.bp.blogspot.com/-2-RXg37mKig/T_NZvU29XqI/AAAAAAAAAUs/_dX3QpiICi4/s400/7+typical+Bakken+production_2.png" width="400" /></a></div>
<div align="center" class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt; text-align: center;">
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<![endif]--><i><span style="font-family: Arial,Helvetica,sans-serif; font-size: x-small;">Illustrazione 5: Andamento
produttivo tipico per un pozzo nella formazione Bakken.</span></i><br clear="ALL" style="mso-ignore: vglayout;" />
<span style="color: black;"></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<b><span style="color: black; font-size: 10pt;">Note</span></b></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<i><span style="color: black; font-size: 10pt;">[1] Oil and
Gas Production Sunday Series, post settimanali riguardanti la produzione di gas
e petrolio reperibili sul blog di David Summers</span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<i><span style="color: black; font-size: 10pt;">http://bittooth.blogspot.it/</span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<i><span style="color: black; font-size: 10pt;">[2]
http://bittooth.blogspot.it/2012/03/citicorp-energy-projection-gentle-cough.html</span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<i><span style="color: black; font-size: 10pt;">[3] 1 mbd =
un milione di barili di petrolio al giorno; 1 kbd = mille barili di petrolio al
giorno</span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<i><span style="color: black; font-size: 10pt;">[4] Il pdf è
scaricabile da</span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<i><span style="color: black; font-size: 10pt;"><a href="http://belfercenter.ksg.harvard.edu/files/Oil-%20The%20Next%20Revolution.pdf"><span style="color: black; text-decoration: none; text-underline: none;">http://belfercenter.ksg.harvard.edu/files/Oil-%20The%20Next%20Revolution.pdf</span></a></span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<i><span style="color: black; font-size: 10pt;">[5]
Un'analisi delle caratteristiche del petrolio estraibile da Manifa si trova al
seguente indirizzo</span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<i><span style="color: black; font-size: 10pt;">http://www.theoildrum.com/node/9056</span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<i><span style="color: black; font-size: 10pt;">[6] <a href="http://bittooth.blogspot.com/2012/06/ogpss-saudi-arabia-production-from.html"><span style="color: black; text-decoration: none; text-underline: none;">http://bittooth.blogspot.com/2012/06/ogpss-saudi-arabia-production-from.html</span></a></span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<i><span style="color: black; font-size: 10pt;">[7] <a href="http://www.eia.gov/countries/country-data.cfm?fips=IZ"><span style="color: black; text-decoration: none; text-underline: none;">http://www.eia.gov/countries/country-data.cfm?fips=IZ</span></a></span></i></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<i><span style="color: black; font-size: 10pt;">[8] <a href="http://usgovinfo.about.com/library/weekly/aairaqioil.htm"><span style="color: black; text-decoration: none; text-underline: none;">http://usgovinfo.about.com/library/weekly/aairaqioil.htm</span></a></span></i></div>
lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com1tag:blogger.com,1999:blog-33646836.post-25439351758039123712012-07-01T23:11:00.000+02:002012-07-01T23:11:20.633+02:00Inizia a emergere la realtà del gas di scisti (shale gas)<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: small;"><b><i><span style="color: black;">Da </span></i><span style="color: black;"><a href="http://theautomaticearth.com/Finance/shale-gas-reality-begins-to-dawn.html"><i><span style="color: black; text-decoration: none;">The Automatic
Earth</span></i></a><i> del 24 giugno 2012. Traduzione di Massimiliano Rupalti, revisione Francesco Aliprandi</i></span></b></span></div>
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<a href="http://3.bp.blogspot.com/-5nLRhmB3jDg/T_C649Hv5KI/AAAAAAAAATk/9IBk5m1Y7wo/s1600/Shale+Gas+Bubble.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://3.bp.blogspot.com/-5nLRhmB3jDg/T_C649Hv5KI/AAAAAAAAATk/9IBk5m1Y7wo/s320/Shale+Gas+Bubble.jpg" width="320" /></a></div>
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<span style="font-size: small;">Qui su The Automatic Earth abbiamo a
lungo sostenuto che il Nord America stia vivendo un sogno collettivo riguardo
al gas naturale non convenzionale. Mentre il gas è innegabilmente lì, il
ritorno energetico sull'energia investita (EROEI) è drammaticamente più basso
di quello delle fonti convenzionali. La natura cruciale dell'EROEI è stata
ampiamente ignorata, ma alla fine determinerà ciò che è una fonte di energia e
ciò che non lo è, e il gas di scisti sta per fallire l'esame.</span><br />
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<span style="font-size: small;">Come abbiamo indicato nel precedente post
<a href="http://theautomaticearth.com/Energy/get-ready-for-the-north-american-gas-shock.html"><span style="color: windowtext; text-decoration: none;">prepariamoci per lo shock Nord Americano del gas</span></a><b><span style="color: red;"> </span></b><span style="color: black;">nel
luglio 2011, la situazione del gas naturale non è affatto quella che sembra:</span></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt 9pt 30pt;">
<span style="font-size: small;"><i><span style="color: black;">La bolla del gas di scisti è un esempio perfetto
dell'irrazionalità dei mercati, del potere perverso degli incentivi a breve
termine, della spinta a inseguire la scia, del dominio dei sogni sulla realtà
nel determinare i prezzi e della risolutezza di una mandria nel gettarsi da un
dirupo tutta insieme.</span></i></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt 9pt 30pt;">
<span style="font-size: small;"><i>La percezione di un'abbondanza di gas ha
portato i prezzi così in basso che nessuno dei partecipanti sta facendo soldi
(o almeno non producendo gas) né creando valore. E' una storia già vista di
indebitamento eccessivo e di svuotamento di aziende produttive dirette
mortalmente all'inseguimento di un miraggio.</i></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 0cm 3.75pt 0.0001pt;">
<span style="font-size: small;"><span style="color: black;"> </span></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 0cm 3.75pt 0.0001pt;">
<span style="font-size: small;"><span style="color: black;">Molti
insider dell'industria </span><a href="http://www.nytimes.com/interactive/us/natural-gas-drilling-down-documents-4-intro.html"><span style="color: windowtext; text-decoration: none;">sanno perfettamente</span></a><span style="color: black;"> che le prospettive di recuperare quantità
sostanziali di gas sono ridotte e che l'industria è strutturata come uno schema
Ponzi. Tuttavia si sono potuti fare soldi sul breve periodo gonfiando i prezzi
dei terreni e costruendo infrastrutture per gestire il gas.</span></span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 0cm 3.75pt 0.0001pt;">
<span style="font-size: small;"><span style="color: black;">La
dimensione dell'imbroglio è talmente enorme che coloro che ci sono cascati
prevedono, in tutta serietà, che il Nord America diventerà una potenza
esportatrice di gas naturale ed una minaccia per i </span><a href="http://www.bloomberg.com/news/2012-04-02/australia-lng-boom-threatened-by-u-s-shale-exporters-energy.html" style="color: black;"><b><span style="text-decoration: none;">produttori australiani di
LNG</span></b></a><span style="color: black;"> o
per i </span><a href="http://www.bloomberg.com/news/2012-06-21/gazprom-biggest-loser-as-shale-gas-upends-world-markets.html"><span style="color: windowtext; text-decoration: none;">russi della </span></a><a href="http://www.bloomberg.com/news/2012-06-21/gazprom-biggest-loser-as-shale-gas-upends-world-markets.html"><span style="color: windowtext; text-decoration: none;">Gazprom</span></a><span style="color: black;">.</span></span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 0cm 3.75pt 0.0001pt;">
<span style="font-size: small;"><span style="color: black;">Questa
idea, risultato di un misto fra avidità e disperazione (di fronte alla mancanza
di prospezioni sul gas convenzionale), è completamente scollegata dalla realtà.
(Leggete </span><a href="http://aspoitalia.blogspot.it/2012/05/lo-shale-gas-visto-dalla-russia.html"><span style="color: windowtext; text-decoration: none;">qui</span></a>
l'eccellente post di Dmitri Orlov sul perché la Gazprom non ha nulla di cui
preoccuparsi).</span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="font-size: small;"><span style="color: black;">L'eccesso euforico tuttavia è
estremamente contagioso. Dato che i prezzi sono guidati da ciò che uno
percepisce, non dalla realtà, questa montatura ha il potere di cambiare le
dinamiche di un'industria, esagerandone in pratica i cicli di espansione e
contrazione. La montatura ha portato ad una sensazione di abbondanza, come se
il Nord America annegasse nel gas naturale. Il fastidioso fatto che questa
percezione sia completamente sbagliata non altera il suo potere in relazione ai
prezzi.</span></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="font-size: small;"><span style="color: black;">Le aziende di gas naturale
che hanno giocato d'azzardo sul gas di scisti hanno fronteggiato dei prezzi
così bassi - di gran lunga inferiori ai prezzi di produzione - che tutte quante
hanno prodotto gas in perdita. Il rischio finanziario è aumentato drasticamente
mentre le aziende affogavano nei debiti cercando di sopravvivere con i prezzi bassi
creati da persone che credevano in una fantasia. Alla fine, </span><a href="http://www.businessweek.com/news/2012-06-08/chesapeake-directors-resign-after-shareholder-rejection" style="color: black;"><b><span style="text-decoration: none;">le vittime degli imbrogli
finanziari stanno emergendo</span></b></a><span style="color: black;">. E' molto probabile che ce ne saranno molte di più, man mano che
le aziende che hanno cercato di tenersi a galla falliranno.</span></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="font-size: small;"><span style="color: black;">Wolf Richter:</span></span></div>
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<span style="font-size: small;"><b><a href="http://www.testosteronepit.com/home/2012/6/20/natural-gas-where-endless-money-went-to-die.html"><span style="text-decoration: none;">Gas Naturale: dove
sono andati a morire i soldi infiniti</span></a></b></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt 9pt 30pt;">
<span style="font-size: small;"><i><span style="color: black;">Ahimè, grazie alla politica degli interessi a tasso zero della
banca centrale degli Stati Uniti e dei trilioni di dollari che ha consegnato ai
suoi compari dalla fine del 2008, le ondate di distruzione creativa si sono
indebolite. Invece, somme infinite di denaro hanno cercato un posto dove andare
e stanno inseguendo un ritorno economico dove non ce n'è, e così si stanno
prendendo dei rischi, qualsiasi tipo di rischio, nella vana battaglia per
ottenere un profitto.</span></i></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt 9pt 30pt;">
<span style="font-size: small;"><i><span style="color: black;">Il risultato è una distribuzione del capitale incredibilmente
cattiva per un importo di decine di miliardi di dollari verso un'attività
economica, la perforazione di pozzi per gas naturale, che è stata altamente
infruttuosa per anni. E' lì che i soldi sono andati a morire. Ciò che è rimasto
è solamente debito, e pozzi che non produrranno mai abbastanza per rifondere i
loro investitori.</span></i></span></div>
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<span style="font-size: small;"><i><span style="color: black;">Ma i soldi sono finiti. E le perforazioni per il gas naturale
stanno collassando. La scorsa settimana c'erano solo 562 impianti che perforavano
pozzi per il gas, il numero più basso dal settembre 1999...</span></i></span></div>
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<br /></div>
<div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;">
<span style="font-size: small;"><a href="http://2.bp.blogspot.com/-oP1cgyR7mpw/T_C66b5XGzI/AAAAAAAAATs/gQY4g0-RFYA/s1600/Natural+gas+Rigs+in+Operation.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="272" src="http://2.bp.blogspot.com/-oP1cgyR7mpw/T_C66b5XGzI/AAAAAAAAATs/gQY4g0-RFYA/s400/Natural+gas+Rigs+in+Operation.png" width="400" /></a></span></div>
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<span style="font-size: small;"><br clear="ALL" /><span style="color: #5a5a64;"></span></span>
</div>
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<span style="font-size: small;"><i><span style="color: black;">...A 2.53 dollari per milione di Btu (British Thermal Unit) allo
snodo di Henry, il prezzo del gas naturale è aumentato del 33% rispetto al
minimo di aprile di 1.90 dollari per milione di Btu, un prezzo mai visto
nell'ultimo decennio.</span></i></span></div>
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<span style="font-size: small;"><i><span style="color: black;">...Ma anche se raddoppiasse, sarebbe ancora al di sotto del costo
di produzione. E se pure triplicasse, potrebbe ancora essere troppo basso per
la maggior parte dei produttori. Ecco quanto è stato falsato il prezzo della
merce.</span></i></span></div>
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<br /></div>
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<span style="font-size: small;"><span style="color: black;">Ancora da Wolf Richter:</span></span></div>
<div class="Textbody" style="color: black; font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 0cm 3.75pt 0.0001pt 15pt;">
<span style="font-size: small;"><a href="http://www.businessinsider.com/capital-destruction-in-natural-gas-2012-6"><b><span style="text-decoration: none;">Il gas sporco e a buon
mercato sta distruggendo l'industria stessa che lo produce</span></b></a></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt 9pt 30pt;">
<span style="font-size: small;"><i><span style="color: black;">L'economia del fracking è orrenda. Tutti i pozzi hanno dei tassi
di declino e la produzione diminuisce nel tempo. Ma anziché in decenni, come
per i pozzi tradizionali, i tassi nel fracking orizzontale si misurano in
settimane o mesi: la produzione crolla di colpo a partire dal primo giorno e continua
a calare per un anno circa finché non si stabilizza attorno al 10% della
produzione iniziale. I modelli di mercato hanno mostrato che un pozzo del
Barnett Shale dovrebbe vendere la propria produzione a 8 dollari per milione di
Btu per essere in attivo durante la sua esistenza in queste circostanze.</span></i></span></div>
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<span style="font-size: small;"><i><span style="color: black;">…L'attività perforativa sta distruggendo capitale ad una velocità
sorprendente e le aziende rimangono con
una montagna di debiti proprio mentre i tassi di declino iniziano a creare
scompiglio nei loro conti economici. Per impedire che i tassi di declino
danneggino i loro bilanci, le aziende devono perforare sempre di più, con nuovi
pozzi che compensino il declino di produzione dei vecchi. Ahimè, lo schema si è
schiantato contro un muro, la realtà...</span></i></span></div>
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<span style="font-size: small;"><i><span style="color: black;">...Nel campo del gas naturale gli affari sono brutali. Il picco
delle perforazioni è avvenuto nel settembre 2008, con 1606 impianti. Poi la
crisi finanziaria le ha spinte verso un crollo vertiginoso. Dopo il mini picco
dell'anno scorso, la discesa è continuata...</span></i></span></div>
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<span style="font-size: small;"><i><span style="color: black;">...La produzione aumenta e
diminuisce con un ritardo temporale rispetto alla quantità di pozzi, e mentre
il numero degli impianti ha stabilito i nuovi minimi del decennio, la
produzione ha continuato ad aumentare mese dopo mese verso nuovi record. Ma il
fatto che sia in ritardo non significa che sia scollegata. E un giorno,
vedrete... Oops, è già accaduto. Ci siamo. La produzione ha iniziato la
discesa, e non solo in un giacimento, ma in tutti gli Stati Uniti.</span></i></span></div>
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<span style="font-size: small;">
</span></div>
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<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><i>E' ancora soltanto una piccola
gobba nella curva di produzione. Ma è un segno che il collasso nel numero degli
impianti si sta traducendo in una minore produzione. E quando i ripidi tassi di
declino cominceranno a sovrapporsi alla diminuzione del </i><i>numero di pozzi, la produzione crollerà
con una velocità impressionante.</i></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;">
<span style="font-size: small;"><a href="http://1.bp.blogspot.com/-6groMSG2kKI/T_C663Y9uzI/AAAAAAAAAT0/Y1AVbrxD7hM/s1600/Natural+Gas+Monthly+Production.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="286" src="http://1.bp.blogspot.com/-6groMSG2kKI/T_C663Y9uzI/AAAAAAAAAT0/Y1AVbrxD7hM/s400/Natural+Gas+Monthly+Production.png" width="400" /></a></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><i> </i>
</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="font-size: small;"><span style="color: black;">I soldi sono stati regalati
all'industria, ma sta emergendo l'idea che il gioco sia finito e che non si
materializzeranno mai dei ritorni economici. Lo schema Ponzi ha raggiunto i
suoi limiti naturali e gli investitori si stanno svegliando, rendendosi conto
di aver inseguito un sogno.</span></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="font-size: small;"><span style="color: black;">Ironicamente, proprio mentre
ha inizio lo smantellamento, i prezzi del gas naturale potrebbero aver
raggiunto il minimo. Il gas naturale convenzionale in Nord America ha raggiunto
il picco nel 2001. Il <i><a href="http://it.wikipedia.org/wiki/Coal_Bed_Methane"><span style="color: black; text-decoration: none;">coal bed methane</span></a></i> ed
ora il gas di scisti si sono rivelate fonti di energia enormemente
sovrastimate. I produttori stanno subendo le conseguenze dei cattivi
investimenti e andranno fuori mercato. La domanda ha continuato a crescere
spinta anche dal passaggio da carbone a gas naturale per la produzione di
energia elettrica .Questa è la situazione ideale per un collasso dell'offerta
ed un conseguente picco del prezzo.</span></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 12pt; margin: 9pt 3.75pt;">
<span style="font-size: small;"><span style="color: black;">Il gas naturale provocherà un
enorme shock nel Nord America. Ben lontano dall'essere esportatore, il Nord
America sta per sperimentare una crisi di offerta del gas. I prezzi cresceranno
nello stesso momento in cui il potere d'acquisto della popolazione precipiterà,
a causa della deflazione. La dipendenza strutturale dal gas naturale che è
stata cementata in tempi recenti garantirà la massima sofferenza quando i
prezzi torneranno a valori reali.</span></span></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com2tag:blogger.com,1999:blog-33646836.post-35350392011778539332012-06-28T21:13:00.003+02:002012-07-01T23:13:36.389+02:00il petrolio c'è. Ma quanta fatica ci costa?<br />
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: large;"><b>Di Ugo Bardi </b></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
Abbiamo visto ultimamente una serie di commenti sulla stampa e sul
web che sostengono che il problema del picco del petrolio non esiste
più e non esisterà mai (o perlomeno per tempi molto lunghi). Questo
tipo di atteggiamento ricompare costantemente ogni volta che vediamo
un abbassamento dei prezzi del petrolio - come è successo nelle
ultime settimane.</div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
Sembra in effetti che la memoria storica degli
operatori e dei politici non vada oltre qualche mese quando si
tratta di prezzi. In realtà, il problema è molto più complesso e non
si risolve semplicemente dando un'occhiata ai listini dei prezzi
petroliferi. </div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
Il problema non è la disponibilità di petrolio, ma il
costo di estrazione in termini di energia, che diventa sempre più
alto. Le nuove tecnologie, molto decantate ultimamente, aiutano ad
alleviare il problema ma non lo possono risolvere alla radice. Le
cose non sono molto cambiate negli ultimi anni e l'articolo che
segue, (di quattro anni fa) è ancora perfettamente attuale nel
descrivere i differenti punti di vista fra "abbondantisti" e
"catastrofisti".<br />
<a name='more'></a></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<i>Riproponiamo in proposito un contributo pubblicato su questo blog il 9 giugno 2008</i></div>
<h3 class="post-title entry-title" style="font-family: Arial,Helvetica,sans-serif;">
Ma non avrà per caso ragione Maugeri?</h3>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<a href="http://bp3.blogger.com/_ix1qRsD71DE/SDPwyUC5QrI/AAAAAAAAA8E/rFPMpalsE4g/s1600-h/maugeriusa-thumb.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5202766741708030642" src="http://bp3.blogger.com/_ix1qRsD71DE/SDPwyUC5QrI/AAAAAAAAA8E/rFPMpalsE4g/s200/maugeriusa-thumb.jpg" style="float: left; margin: 0pt 10px 10px 0pt;" /></a>Non
molto tempo fa, un mio intervento a un convegno sull'energia a Firenze
coincideva quasi esattamente con un'iniziativa parallela dove Leonardo
Maugeri, direttore della ricerca e sviluppo di ENI, parlava della stessa
cosa: il petrolio.<br />
<br />
L'intervento di Maugeri, devo dire, sembrava
avere una ben maggiore risonanza del mio. Maugeri parlava nel
prestigioso salone dei 500 a Palazzo Vecchio di fronte ai giornalisti e
alle telecamere di tutte le reti nazionali. Io parlavo in una sala poco
nota dell'ex carcere delle Murate, senza televisioni.<br />
<br />
Lungi da me
da lamentarmi di questo; per carità! Anzi, fatemi dire subito che
considero Leonardo Maugeri una persona seria e preparata; tutt'altra
cosa dei tanti pseudo-esperti che concionano sul petrolio senza saperne
niente (e non mi fate fare esempi.... beh, ne faccio <a href="http://aspoitalia.blogspot.com/2008/02/mitopoiesi-petrolifera.html">soltanto uno</a>). Quindi, è cosa buona che la preparazione e la serietà di Maugeri siano premiate dall'attenzione dei media.<br />
<br />
La
ragione per la quale vi racconto questa storia è che mi era balenato
per la testa che, all'incontro in cui intervenivo, qualcuno del pubblico
avrebbe potuto alzarsi e domandarmi qualcosa tipo "<span style="font-style: italic;">Caro
professore, nel momento stesso in cui lei ci racconta queste cose, il
vicepresidente dell'ENI, il dr. Leonardo Maugeri, sta raccontando cose
completamente diverse a Palazzo Vecchio. Perché dovremmo dar ragione a
lei e non a lui?</span>"<br />
<br />
Nella pratica, nessuno mi ha domandato
una cosa del genere. Ma siccome mi ero preparato una risposta; penso che
potrei passarvela qui nel caso che la domanda sia passata per la testa a
qualcuno di voi.<br />
<br />
Allora, spero di non far torto a Maugeri se
riassumo in una sola frase il concetto di fondo della sua posizione,
così come appare, per esempio, nel suo libro intitolato "Petrolio" e nei
suoi interventi sulla stampa. In sostanza, Maugeri dice "<span style="font-style: italic;">Il petrolio è ancora abbondante, dunque non ci sono problemi</span>".
Questa posizione è abbastanza comune in molti ambienti dell'industria
petrolifera e me la ritrovo spesso presentata formalmente o
informalmente in varie situazioni e da molteplici figure più o meno
ufficiali.<br />
<br />
Ora, confrontiamo con la posizione di ASPO, che credo
di poter riassumere anche quella in una sola frase senza far torto a
nessuno: "<span style="font-style: italic;">il petrolio è ancora abbondante, però ci sono problemi</span>".<br />
<br />
Messe
così le cose, vedete che quello che poteva sembrare all'inizio un
titanico scontro fra abbondantisti e catastrofisti si riduce a una
questione molto più limitata. ASPO non ha mai detto che il petrolio sta
per finire e ENI o Maugeri non hanno mai detto che il petrolio è
infinitamente abbondante. Le risorse petrolifere sono entità reali e chi
di questo argomento ha un minimo di conoscenza e di senso critico
difficilmente si allontana troppo da certi valori che sono comunemente
accettati. Le stime delle riserve fatte dall'ENI, dalla BP, o dalla
Shell non sono enormemente diverse da quelle di ASPO.<br />
<br />
Certo, non
bisogna nemmeno sottovalutare le differenze. Fra i dati di ASPO e, per
esempio, quelli del "Cambridge Energy Research Agency" (CERA) c'è una
differenza notevole; di un buon 50% in più nelle stime di CERA. Ma anche
CERA è un'agenzia nel complesso seria (anche se, a mio parere,
parecchio ottimistica in questo caso) che non riesce a stiracchiare la
realtà oltre un certo limite. Siamo ben lontani dalla follia di quelli
che parlano di petrolio "infinito" e di altri, come Lynch e Adelman, che
sparano numeri più o meno a caso.<br />
<br />
Alla fine dei conti, in ogni
caso, il problema non è contare il numero di barili che, teoricamente,
stanno sottoterra e che si potrebbero estrarre, perlomeno in linea di
principio. Il punto è un altro: <span style="font-style: italic;">quanti di questi barili ci possiamo permettere di estrarre</span>? Quest'ultima domanda è, ovviamente, correlata a <span style="font-style: italic;">quanto ci costa l'estrazione</span>.<br />
<br />
Come ho fatto notare in un <a href="http://aspoitalia.blogspot.com/2008/02/mitopoiesi-petrolifera.html">post precedente, </a>i
dati disponibili indicano che il progressivo esaurimento del petrolio
ci sta portando a dover estrarre risorse sempre più costose. Si parla di
estrazione da giacimenti che hanno costi anche dell'ordine degli 80
dollari al barile. Allora, non c'è troppo da stupirsi se il petrolio
costa oltre cento dollari al barile. Certo, una componente speculativa
esiste, ma il prezzo che paghiamo riflette i costi reali di estrazione.
Il petrolio che ci rimane da estrarre - pur abbondante - costa molto
caro e costerà sempre di più via via che ci muoviamo verso risorse
sempre più difficili.<br />
<br />
Quindi, il problema che abbiamo di fronte è un problema di <span style="font-weight: bold;">costo, </span>non
di disponibilità fisica. Non c'è problema a trovare petrolio da
aquistare sul mercato mondiale; il problema è che per aquistarlo oggi
bisogna pagarlo circa 10 volte di più di quanto non costasse 10 anni fa.<br />
<br />
A Maugeri si attribuisce la frase, dal suo libro "L'era del petrolio", "<span style="font-weight: bold;">Il petrolio c'è; basta scavare</span>".
Sono perfettamente daccordo; il problema è quanto in fondo e con quanta
fatica. E, soprattutto, se non si rischia di spezzarsi la schiena!</div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com2tag:blogger.com,1999:blog-33646836.post-65521118196459323892012-06-25T15:52:00.003+02:002012-06-25T15:54:57.201+02:00In bicicletta per via Carlo Marx<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><b>Riflessioni di un ciclista attento</b></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<b><span style="font-size: large;"><br /></span></b></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<b><span style="font-size: large;">di Armando Boccone</span></b></div>
<br />
<br />
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">La causa che mi porta a percorrere in bicicletta via
Carlo Marx è l’uso delle Poste di distribuire la corrispondenza nella prima
parte della giornata. </span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Fino a circa le tre e mezza di pomeriggio lavoro per cui,
nel caso di lettera raccomandata, mi viene lasciato un avviso nella buca
indicando ciò che dovrei ritirare,
l’orario e il periodo. </span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Viene indicato ovviamente anche l’ufficio postale in cui
andare a ritirare la raccomandata: è l’ufficio postale delle Roveri, nella periferia
est di Bologna. Ci vado in bicicletta e per arrivare all’ufficio indicato
faccio un itinerario poco trafficato: per questo motivo percorro via Carlo
Marx.</span><br />
<a name='more'></a></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Qualche volta è capitato di andarci nel pomeriggio
stesso in cui trovavo l’avviso in buca. Una volta arrivato allo sportello
l’impiegato mi faceva osservare che, come indicato sull’avviso, si poteva
ritirarla a partire dal mattino successivo. </span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Per dare un quadro più completo del problema devo anche
dire che la bicicletta, alcune volte, è stata una concausa di questo
problema. </span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Il motivo è che uso molto la
bicicletta per andare al lavoro e per altri spostamenti. Quando uso la
bicicletta non faccio troppa attenzione al rosso dei semafori, al senso di marcia, ai
sensi unici, ecc. </span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Quando raramente uso la macchina succede che conservo le
stesse usanze di quando uso la bicicletta… e allora nella buca delle lettere
qualche volta ho trovato l’avviso delle Poste che mi invitavano a ritirare
“Atti giuidiziari” al tale ufficio, nei tali orari e a partire dal tale giorno. </span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Ovviamente la prima volta che trovai un tale avviso mi preoccupai e andai
subito (pensavo che qualcuno mi avesse denunciato!!): bisognava invece andare a
partire dal giorno dopo.. però l’impiegato mi disse subito (forse perché mi
vide preoccupato), che si trattava di
una multa per infrazione stradale. Questa lunga introduzione è servita solamente per
parlarvi di ciò che ho visto in via Carlo Marx...</span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">In questa via ho notato un concentrato della situazione
in cui versa l’attuale modello di sviluppo capitalistico.</span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Da un lato della via c’è una caserma dell’esercito
abbandonata ormai da alcuni anni. Non è possibile entrarci ma i danni
conseguenti all’abbandono sono evidenti. I muri esterni di cinta sono ormai
occultati dalla vegetazione, il cortile interno della caserma sembra una
foresta e davanti al cancello sono nati degli alberi. </span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Al di là di ogni altra
considerazione questo quadro fa notare la forza della natura di rigenerarsi e
di riappropriarsi degli spazi che in precedenza le erano stati sottratti. Ricordo
che durante una delle escursioni che facevo in montagna la guida disse che
quando un terreno veniva abbandonato le prime piante che si diffondevano erano
la rosa canina e il rovo. Nei terreni
abbandonati nella città di
Bologna invece sembra che siano due
particolari specie di albero (dovrebbero essere il pioppo e il carpino).</span><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-UI4phHpX1is/T-hnb5qha6I/AAAAAAAAASg/wZX819NwgMQ/s1600/Foto+1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://1.bp.blogspot.com/-UI4phHpX1is/T-hnb5qha6I/AAAAAAAAASg/wZX819NwgMQ/s400/Foto+1.JPG" width="400" /></a></div>
<div style="text-align: center;">
<i><span style="font-size: x-small; line-height: 115%;">L’entrata
della caserma è invasa da alberi nati spontaneamente (dovrebbero essere
carpini)</span></i></div>
</div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-q3vgAx8FY8o/T-hnefeLX6I/AAAAAAAAASo/Pq6i5yros1w/s1600/Foto+2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://3.bp.blogspot.com/-q3vgAx8FY8o/T-hnefeLX6I/AAAAAAAAASo/Pq6i5yros1w/s400/Foto+2.JPG" width="400" /></a></div>
<div style="text-align: center;">
<i><span style="font-size: x-small; line-height: 115%;">La
vegetazione ormai ha completamento coperto il mura di cinta e gli edifici
interni della caserma</span></i></div>
</div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Considerando il modo in cui venivano fatti gli edifici
una volta, con i muri spessi e di mattoni pieni (quindi con poca dispersione
termica durante l’inverno e riparazione dal caldo durante l’estate) sarebbe
stato opportuno che si fosse provveduto alla loro dismissione e al loro
recupero. Si sarebbe usufruito di tutte le preesistenti infrastrutture come gli allacciamenti elettrici, fognari,
idraulici, del gas e quant’altro. Invece si continuano a costruire sempre più
edifici anche se gli appartamenti non si riescono a vendere né ad affittare. </span><br />
<span style="font-size: 12pt; line-height: 115%;"> </span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-pg1pvA0FQgc/T-hngL7gKXI/AAAAAAAAASw/nlBV1qxIJvg/s1600/Foto+3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://2.bp.blogspot.com/-pg1pvA0FQgc/T-hngL7gKXI/AAAAAAAAASw/nlBV1qxIJvg/s400/Foto+3.JPG" width="400" /></a></div>
<div style="text-align: center;">
<i><span style="font-size: x-small; line-height: 115%;">Un altro
esempio delle condizioni della caserma: l’altana per l’avvistamento (sulla
sinistra in alto) è quasi completamente occultata mentre il primo edificio a
destra “si è arreso senza condizioni alla vegetazione”</span></i></div>
</div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br />
<span style="font-size: 12pt; line-height: 115%;">Dall’altro lato di Via Carlo Marx c’è appunto un
caseggiato nuovo formato da due palazzine e, non so da quando, con i cartelli
di “Vendesi” e “Affittasi” appesi ai
balconi.</span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-3vdcm3QFpgg/T-hnhVB4s2I/AAAAAAAAAS4/oJS6HfLnV8s/s1600/Foto+4.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://4.bp.blogspot.com/-3vdcm3QFpgg/T-hnhVB4s2I/AAAAAAAAAS4/oJS6HfLnV8s/s400/Foto+4.JPG" width="400" /></a></div>
<div style="text-align: center;">
<i><span style="font-size: x-small; line-height: 115%;">Cartelli “Affittasi” e “Vendesi” sulla prima
delle due palazzine</span></i></div>
</div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
</div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br />
<span style="font-size: 12pt; line-height: 115%;">Controllo i vari numeri civici di cui si compongono le
due palazzine. In una palazzina (a veder i nomi sui campanelli) gli
appartamenti sono quasi tutti occupati ma nell’altra palazzina sono quasi tutti
vuoti.</span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Queste palazzine danno l’impressione di essere di
qualità e di essere state fatte con i dovuti criteri di risparmio energetico.
Il tetto è interamente coperto da numerosi pannelli solari. </span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Probabilmente sarà per la difficoltà di vendere e
affittare gli appartamenti che sarà stato abbandonato il cantiere a fianco dell’edificio, di cui si è
detto poco sopra. È stata solamente scavata una grossa trincea (dove sarebbero
venute le cantine e i garages). Chiedo ad alcune persone da quando tempo è
stato iniziato quel nuovo cantiere. Una mi dice che quando è venuta ad abitare
con la sua famiglia, a febbraio dell’anno scorso, quella trincea c’era già.</span><br />
<br />
</div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-p5Tm-1WKmL4/T-hni3p37BI/AAAAAAAAATA/3G2wyNX-9hs/s1600/Foto+5.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://1.bp.blogspot.com/-p5Tm-1WKmL4/T-hni3p37BI/AAAAAAAAATA/3G2wyNX-9hs/s400/Foto+5.JPG" width="400" /></a></div>
<div style="text-align: center;">
<i><span style="font-size: x-small; line-height: 115%;"> La trincea scavata per la costruzione di una
nuova palazzina</span></i></div>
</div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br />
<span style="font-size: 12pt; line-height: 115%;">A un lato della trincea ci sono le componenti di una grossa
gru ancora da montare. A una persona che si trova a passare col cane chiedo informazioni. Mi
dice che quella gru è stata trasportata là da pochi giorni spostandola
dall’altro lato del caseggiato. Forse la ditta spera in una ripresa del settore
delle costruzioni in seguito ai provvedimenti che saranno presi dal governo
Monti. </span><br />
<br />
<span style="font-size: 12pt; line-height: 115%;">Però non mi sa mi sa dire niente
di questo nuovo cantiere. “Tanto” mi dice, “io fra poco me ne vado a Cento (FE)
e non mi interessa”. </span><br />
<br />
<span style="font-size: 12pt; line-height: 115%;">Non le dico che questa risposta non c’entra niente con la
domanda che le avevo fatto. Chiedo a una signora che sta su un prato e gioca
col nipotino. Non mi sa dire niente però in compenso non mi dice dove si
trasferirà in futuro.</span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Sulla rete di recinzione c’è uno di quei cartelli che
si mettono vicino ai cantieri e che indicano la data di inizio lavori, la ditta
costruttrice, la data di fine lavori e altri informazioni. Sul cartello però
non c’è nessuna informazione. </span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-yPWlpBev-p8/T-hnlDyrJ3I/AAAAAAAAATI/rJbYjtG5nng/s1600/Foto+6.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://3.bp.blogspot.com/-yPWlpBev-p8/T-hnlDyrJ3I/AAAAAAAAATI/rJbYjtG5nng/s400/Foto+6.JPG" width="400" /></a></div>
<div style="text-align: center;">
<i><span style="font-size: x-small; line-height: 115%;">Questo cartello mette in evidenza a suo modo le
prospettive del settore costruzioni</span></i></div>
</div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
</div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br />
<span style="font-size: 12pt; line-height: 115%;">La grossa trincea scavata in questo piccolo cantiere
(che probabilmente riguarderà la
costruzione di una palazzina) dà un'idea delle ferite che si apportano
all’ambiente. </span><br />
<br />
<span style="font-size: 12pt; line-height: 115%;">Sarà probabilmente per il forte rallentamento nel settore delle
costruzioni che da qualche tempo sento parlare sempre più raramente di
evacuazioni di interi quartieri oppure interruzioni di strade o ferrovie o di
aeroporti per consentire il disinnesco di ordigni bellici risalenti alla
seconda guerra mondiale.</span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Ho fatto una piccola ricerca sul web e ho notato come
questi ordigni venivano sempre trovati in occasione di scavi per costruire
edifici, strade, capannoni e altro. Le bombe di cinquecento libbre, che
venivano sganciate durante la seconda guerra mondiale dagli aeri alleati da
notevole altezza, alle volte non esplodevano e si conficcavano nel terreno. La
natura provvedeva poi maggiormente a occultarle. </span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Tutto questo in
via Carlo Marx!</span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Questo filosofo, economista e sociologo tedesco
dell’ottocento sembra suscitare nuovo interesse per le sue
teorie relative allo sviluppo capitalistico, che offrono una spiegazione plausibile alla crisi in cui quasi tutto il mondo si trova negli ultimi anni.</span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Ovviamente è un caso che quella caserma abbandonata,
quel caseggiato nuovo e con appartamenti invenduti e quel cantiere interrotto
si trovino in via Carlo Marx.</span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: 12pt; line-height: 115%;">Se si fossero trovati duecento metri più in la si
sarebbero trovati … su viale Ilic Uljanov Lenin!!</span></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com1tag:blogger.com,1999:blog-33646836.post-38307558472150452942012-06-18T11:10:00.001+02:002012-06-18T11:10:16.480+02:00Energia su scala galattica<!--[if gte mso 9]><xml>
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<i><span style="color: black; font-size: 10pt;">Da </span><a href="http://physics.ucsd.edu/do-the-math/2011/07/galactic-scale-energy/"><span style="color: windowtext; text-decoration: none; text-underline: none;">Do the Math</span></a></i><i><span style="color: black; font-size: 10pt;"> del
12.07.2011. Traduzione di Antonio Tozzi, revisione di Simona Rossi.</span></i></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 13.5pt;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">Dall'inizio
della Rivoluzione Industriale, abbiamo assistito ad una crescita impressionante
e costante nella scala dei consumi di energia della civiltà umana. Se si
rappresentano graficamente i dati dell'Energy Information Agency americana sull'uso
dell'energia dal 1650, negli Stati Uniti (</span><a href="http://www.eia.gov/emeu/aer/append_e.html"><span style="color: windowtext; text-decoration: none; text-underline: none;">1635-1945</span></a><span style="color: black;">, </span><a href="http://www.eia.gov/totalenergy/data/annual/index.cfm"><span style="color: windowtext; text-decoration: none; text-underline: none;">1949-2009</span></a><span style="color: black;">, includendo legno, biomasse,
combustibili fossili, idroelettrico, nucleare, ecc.), si osserva una crescita
secondo una curva notevolmente stabile, caratterizzata da un tasso di crescita
annuo del 2,9% (si veda la figura). E' importante capire quale curva seguirà in
futuro la crescita dell'energia, perché i governi e le organizzazioni di tutto
il mondo formulano ipotesi in base alla previsione che il trend di crescita
continuerà come ha fatto per secoli e uno sguardo alla figura suggerisce che
questo sia un presupposto del tutto ragionevole. (Si veda </span><a href="http://physics.ucsd.edu/do-the-math/2011/08/does-the-logistic-shoe-fit/"><span style="color: windowtext; text-decoration: none; text-underline: none;">questo
aggiornamento</span></a><span style="color: black;">
per i dettagli.)</span></div>
<a name='more'></a><br />
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<br /></div>
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<a href="http://4.bp.blogspot.com/-_lXpwr7keYE/T97pnfb9n2I/AAAAAAAAARg/RhLABvD7UNE/s1600/grafico1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="306" src="http://4.bp.blogspot.com/-_lXpwr7keYE/T97pnfb9n2I/AAAAAAAAARg/RhLABvD7UNE/s400/grafico1.png" width="400" /></a></div>
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<div align="center" class="Textbodyuser" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: center;">
<i><span style="color: black; font-size: 10pt;">Il consumo
totale di energia negli Stati Uniti, in tutte le forme, dal 1650. La scala
verticale è logaritmica, per cui una curva esponenziale, risultante da un tasso
di crescita costante, appare come una linea retta. La linea rossa corrisponde
ad un tasso di crescita annuale del 2,9%. Fonte dei dati: EIA.</span></i></div>
</div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IT; mso-bidi-font-family: Mangal; mso-bidi-font-size: 10.5pt; mso-bidi-language: HI; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN;"><br clear="all" style="mso-break-type: section-break; page-break-before: always;" />
</span>
<div align="center" class="Textbodyuser" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: widow-orphan; text-align: center;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">La crescita
è diventata un pilastro talmente fondamentale della nostra esistenza che diamo
per scontato che debba continuare. La crescita porta un sacco di belle cose,
come le automobili, la televisione, i viaggi aerei e gli iGadgets. </span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">La qualità
della vita migliora, migliora l'assistenza sanitaria e, a parte una
proliferazione di password da ricordare, col passare del tempo la vita tende a
diventare più confortevole. La crescita porta con sé anche una promessa del
futuro, motivando ad investire nello sviluppo futuro in previsione di un
ritorno sull'investimento. La crescita è dunque alla base dei tassi di
interesse, dei prestiti e del settore finanziario.</span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">Dal
momento che la crescita ci ha accompagnato per "innumerevoli"
generazioni, nel senso che tutti coloro che abbiamo mai incontrato, o che i
nostri nonni abbiano mai incontrato, l'hanno sperimentata. La crescita è
centrale per la nostra idea di chi siamo e cosa facciamo. Per questo abbiamo
grosse difficoltà ad immaginare una curva diversa.</span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">Questo
post fornisce un esempio lampante dell'impossibilità di continuare la crescita
ai tassi correnti, anche su scale temporali familiari. Per motivi di
convenienza, abbassiamo il tasso di crescita dell'energia dal 2,9% al 2,3%
all'anno, in modo da avere un incremento di un fattore dieci ogni 100 anni. </span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">Facciamo partire l'orologio oggi, con un tasso globale di consumo di energia di
12 terawatt (il che significa che il cittadino medio del mondo ha una quota,
della torta totale, di 2000 W). Cominceremo con valutazioni semi-pratiche, e in
seguito, nelle varie fasi, lasceremo correre la nostra immaginazione
constatando, anche in questo caso, di cozzare contro i limiti prima di quanto
si possa pensare. </span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">Devo ammettere fin dall'inizio che le ipotesi alla base di
questa analisi sono profondamente difettose. Ma questa è proprio la conclusione
alla quale si giungerà alla fine.</span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="Heading1user" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin: 0cm 0cm 0.0001pt; text-align: justify;">
<b><span style="color: black; font-size: 14pt;">Una corsa
verso la Galassia</span></b></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">Mi ha
sempre impressionato il fatto che l'energia solare che raggiunge la Terra in
un'ora è pari all'energia che consumiamo in un anno. Quale speranza porta
questa affermazione! Ma non lasciamoci trascinare dall'entusiasmo, per ora.</span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">Solo il
70% della luce solare incidente entra nel bilancio energetico della Terra, il
resto rimbalza subito via dalle nubi, dall'atmosfera e dal terreno, senza
essere assorbito. Inoltre, essendo creature terrestri, potremmo considerare di
confinare i nostri pannelli solari alle terre emerse, occupando il 28% del
globo. </span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">Infine, notiamo che il solare fotovoltaico e gli impianti solari termici
tendono ad operare a circa il 15% di efficienza. Assumiamo un 20% per questo
calcolo. L'effettivo netto è di circa 7000 TW, circa 600 volte il nostro uso
corrente. C'è ancora un sacco di margine, vero?</span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;"></span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;"><a href="" name="more-20"></a></span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">Quando ci
imbatteremo in questo limite ad un tasso di crescita del 2,3%? Ricordiamo che
ci espandiamo di un fattore dieci ogni cento anni, quindi in 200 anni,
opereremo a 100 volte il livello attuale, raggiungendo 7000 TW in 275 anni. 275
anni possono sembrare un tempo lungo sulla scala temporale di una singola
persona, ma in realtà non è un tempo così lungo per una civiltà. Inoltre,
pensiamo al mondo che abbiamo appena creato: ogni metro quadrato di terreno
coperto da pannelli fotovoltaici! Dove lo produciamo il cibo?</span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">Ora,
cominciamo a rilassare i vincoli. Sicuramente in 275 anni saremo abbastanza
intelligenti da superare il 20% di efficienza per una risorsa globale così
importante. Ridiamo pure in faccia ai limiti termodinamici e parliamo di
efficienza del 100% (sì, abbiamo iniziato la parte fantastica di questo
viaggio). </span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">Questo ci regala un fattore cinque, o 70 anni. Ma a chi servono gli
oceani? Tappezziamo anche quelli con pannelli solari di efficienza 100%. Altri
55 anni. In 400 anni utilizziamo l'intera energia solare incidente sulla
superficie terrestre. Questo è significativo, perché la biomassa, il vento e la
generazione idroelettrica derivano dalle radiazioni del Sole, e i combustibili
fossili rappresentano la batteria della Terra, caricata con energia solare nel
corso di milioni di anni. Solo i processi nucleari, geotermici, e delle maree
non provengono dalla luce del Sole (gli ultimi sono irrilevanti per questa
analisi, essendo limitati a pochi terawatt).</span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">Ma il
limite principale, nella precedente analisi, è l'area della superficie della
Terra, piacevole così com'è. Guadagniamo solo 16 anni attraverso la raccolta
del 30% di energia extra che immediatamente rimbalza via, quindi non vale certo
la pena di accollarsi la grossa spesa necessaria per mettere uno stuolo di
pannelli fotovoltaici intorno alla Terra, nello spazio. </span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">Ma una volta nello
spazio, perché limitarci alla Terra? Pensiamo in grande: circondiamo il Sole di
pannelli solari. E già che ci siamo, rendiamoli ancora una volta efficienti al
100%. Lasciamo perdere il fatto che una struttura di 4 mm di spessore, che
circondi il Sole alla distanza dell'orbita terrestre, richiederebbe l'equivalente
di un pianeta Terra di materiali (e materiali apposta per questo scopo). Fare
questo ci permette di continuare con la crescita dell'energia, al tasso del
2,3% all'anno, per i prossimi 1350 anni.</span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: black;">A questo
punto si potrebbe realizzare che il nostro Sole non è l'unica stella nella
galassia. La galassia Via Lattea ospita circa 100 miliardi di stelle. Un sacco
di energia sputata proprio nello spazio, pronta per essere acchiappata.
Ricordiamo che ogni fattore dieci ci porta avanti di 100 anni lungo il cammino.
Cento miliardi corrisponde a 11 fattori dieci, dunque altri 1100 anni. Così, in
circa 2500 anni da oggi, staremmo usando una grossa parte dell'energia della
galassia. Sappiamo, con un certo dettaglio, che cosa facevano gli esseri umani
2500 anni fa. Penso di poter dire, con sicurezza, che so cosa <em>non </em>faremo tra 2500 anni.</span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-sZv2q2VeHlY/T97pozptSbI/AAAAAAAAARo/12_hwu7AaOg/s1600/grafico2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="305" src="http://4.bp.blogspot.com/-sZv2q2VeHlY/T97pozptSbI/AAAAAAAAARo/12_hwu7AaOg/s400/grafico2.png" width="400" /></a></div>
<div class="Textbodyuser" style="line-height: 18pt; margin-bottom: 0.0001pt; text-align: center;">
<span style="color: black;"></span><i><span style="color: black; font-size: 10pt;">La domanda
mondiale di energia, nell'ipotesi di crescita costante al tasso del 2,3%, in un
grafico logaritmico. Tra 275, 345, e 400 anni, ci serve tutta la luce solare
incidente sulle terre emerse, poi quella incidente sulla Terra nel suo
complesso, assumendo efficienze di conversione del 20%, del 100%, e del 100%,
rispettivamente. Tra 1350 anni, usiamo tanta energia quanta ne genera il Sole.
Tra 2450 anni, usiamo qualcosa come tutti i cento miliardi di stelle della
galassia Via Lattea. Le annotazioni verticali forniscono una prospettiva
storica su quanto sono distanti questi punti di riferimento nel contesto della
civiltà.</span></i></div>
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<div class="Heading3user" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin: 0cm 0cm 0.0001pt;">
<b><span style="color: black;">Perché la scelta del solare?</span></b></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<span style="color: black;">A qualche lettore potrebbe dar fastidio il particolare rilievo
dato all'energia solare/stellare. Se siamo dei grandi sognatori,
dimentichiamoci pure i limiti imposti dalla fiacca energia solare e adottiamo
la fusione. </span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<span style="color: black;">L'abbondanza di deuterio nell'acqua ordinaria ci permetterebbe di disporre
di una fonte di energia virtualmente inesauribile proprio qui sulla Terra. Non
ci avventuriamo in un'analisi dettagliata di questo cammino, perché non c'è
bisogno. La crescita spietata, illustrata sopra, ci dice che tra 1400 anni <em>qualunque </em>fonte di energia
sfruttiamo, dovremo brillare più del Sole.</span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<span style="color: black;">Lasciatemi riformulare questa importante affermazione. <em>Non importa con quale tecnologia</em>,
entro 1400 anni, una crescita costante dell'energia al tasso del 2,3%
richiederebbe che produciamo tanta energia quanta ne produce l'intero Sole. Un
piccolo avvertimento: quella centrale si sta scaldando un po'. </span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<span style="color: black;">La termodinamica
richiede che se generiamo sulla Terra una potenza comparabile a quella del
Sole, la superficie della Terra, essendo più piccola, dovrebbe essere <em>più calda </em>di quella del Sole!</span></div>
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<br /></div>
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<b><span style="color: black; font-size: 14pt;">Limiti termodinamici</span></b></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<span style="color: black;">Possiamo esplorare più precisamente i limiti termodinamici del
problema. La Terra assorbe una grande quantità di energia dal Sole, molto di
più di quanta ne utilizzino attualmente le attività umane. </span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-ysF7FgpfeWc/T97pqTIyA2I/AAAAAAAAARw/ZX1pJqR4IjI/s1600/grafico3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="295" src="http://2.bp.blogspot.com/-ysF7FgpfeWc/T97pqTIyA2I/AAAAAAAAARw/ZX1pJqR4IjI/s400/grafico3.png" width="400" /></a></div>
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<i><span style="color: black; font-size: 10pt;">La
temperatura della superficie della Terra, data una crescita costante
dell'energia, al tasso del 2,3%, e assumendo l'utilizzo di qualche fonte
diversa dalla luce solare, per provvedere ai nostri bisogni, il cui impiego avvenga
sulla superficie del pianeta. Anche una fonte di energia da sogno, come la
fusione, conduce a condizioni insostenibili in poche centinaia di anni, se la
crescita continua. Si noti che la scala verticale è logaritmica.</span></i></div>
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<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<span style="color: black;">La Terra si sbarazza
della sua energia irradiandola nello spazio, in gran parte alle lunghezze
d'onda dell'infrarosso. Nessun altro meccanismo è disponibile per la cessione
del calore. Infatti, l'assorbimento e l'emissione sono in equilibrio quasi
perfetto. Se così non fosse la Terra si scalderebbe o raffredderebbe
lentamente. </span></div>
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<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<span style="color: black;">A dire il vero, abbiamo diminuito la capacità della radiazione
infrarossa di disperdersi, il che conduce al riscaldamento globale. Ma anche
così, siamo ancora in equilibrio entro meno del 1%. Siccome la potenza
irradiata scala, come la quarta potenza della temperatura (se espressa in
termini assoluti, cioè in gradi Kelvin), possiamo calcolare la temperatura di
equilibrio della superficie della Terra, considerando il carico aggiuntivo proveniente
dalle attività umane.</span></div>
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<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<span style="color: black;">Il risultato è mostrato qui sopra. Da quanto detto in precedenza,
sappiamo che se ci limitiamo alla superficie della Terra, esauriamo il
potenziale offerto dal Sole in 400 anni. Allo scopo di continuare la crescita
dell'energia oltre questa data, avremmo bisogno di abbandonare le rinnovabili,
che derivano virtualmente tutte dal Sole, per passare alla fissione o alla
fusione nucleare. Ma l'analisi termodinamica ci dice che in ogni caso finiremmo
arrostiti.</span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Heading1user" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin: 0cm 0cm 0.0001pt;">
<b><span style="color: black; font-size: 14pt;">Fermiamo la pazzia!</span></b></div>
<br />
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<span style="color: black;">Lo scopo di questa indagine è quello di sottolineare l'assurdità
che consegue dall'ipotesi di poter continuare ad accrescere il nostro impiego
di energia, anche se ad un ritmo più blando rispetto a quello degli ultimi 350
anni. </span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<span style="color: black;">Questa analisi è un facile bersaglio per le critiche, dato il punto di
vista, così limitato, della sua premessa. Mi piacerebbe distruggerla io stesso.
Soprattutto, una crescita continua dell'energia sarà verosimilmente non
necessaria se la popolazione umana si stabilizza. </span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<span style="color: black;">Quanto meno, il tasso di
crescita dell'energia del 2,9% che abbiamo conosciuto dovrebbe diminuire via,
via che il mondo si satura di gente. Ma non trascuriamo il fatto fondamentale: <em>la crescita continua dell'impiego
dell'energia diventa concettualmente impossibile su scale temporali concepibili</em>. </span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<span style="color: black;">L'analisi che precede offre un modo carino per dimostrare questo fatto. L'ho
trovato un argomento convincente per stimolare la gente a rendersi conto dei
limiti reali alla crescita indefinita.</span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<span style="color: black;">Una volta che ci rendiamo conto che la crescita fisica deve
cessare, un giorno (o invertirsi), possiamo giungere a realizzare che la
crescita economica stessa deve, allo stesso modo, finire. L'ultima affermazione
può essere difficile da mandar giù, vista la nostra abilità di innovare,
migliorare l'efficienza, ecc. Ma questo argomento sarà messo da parte per </span><a href="http://physics.ucsd.edu/do-the-math/2011/07/can-economic-growth-last/"><span style="color: windowtext; text-decoration: none; text-underline: none;">un altro post</span></a><span style="color: black;">.</span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Heading2user" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin: 0cm 0cm 0.0001pt;">
<b><span style="color: black; font-size: 12pt;">Ringraziamenti</span></b></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<span style="font-size: x-small;"><span style="color: black;">Ringrazio Kim Griest per i commenti e per aver ispirato l'idea che
in 2500 anni esauriremmo la galassia Via Lattea, e ringrazio Brian Pierini per
utili commenti.</span></span></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbodyuser" style="font-family: Arial,Helvetica,sans-serif; line-height: 18pt; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com6tag:blogger.com,1999:blog-33646836.post-29958914362227521432012-06-14T22:13:00.001+02:002012-06-14T22:15:55.587+02:00Cinquanta primavere silenziose<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.sottobosco.info/wp-content/uploads/2012/06/rachel-carson-e1339607917377.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.sottobosco.info/wp-content/uploads/2012/06/rachel-carson-e1339607917377.jpg" /></a></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: large;"><b>Da <a href="http://www.sottobosco.info/2012/06/13/cinquanta-primavere-silenziose/" target="_blank">Sottobosco.info </a></b></span></i></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">Il 2012 è un anno di ricorrenze importanti. Cadono in questi dodici
mesi i quarant’anni del rapporto Limiti dello Sviluppo, che oggi suscita un rinnovato interesse anche da parte del largo pubblico.</span></div>
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Già cinquanta primavere sono invece passate dall'apparizione di un altro testo fondamentale della letteratura ecologica:<b> “Silent Spring”, primavera silenziosa, apparve nel 1962 e fu subito un successo planetario.</b></span><br />
<br />
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">L’autrice, la biologa marina <b>Rachel Carson</b>, denunciò in questo libro <b>l’impiego incosciente di insetticidi e altri veleni in agricoltura e in genere nell’industria</b>,
sollevando un problema che ancor oggi non ha smesso di destare
preoccupazioni. </span><br />
<a name='more'></a></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">Carson spiega come la Terra sia un sistema i cui
elementi sono connessi tra loro, tanto che è impossibile incidere su uno
di essi senza provocare un impatto imprevedibile sugli altri. Celebriamo questo compleanno insieme a <b>Giorgio Nebbia</b>, professore emerito di Economia ed esperto nel campo della merceologia e nell’analisi del ciclo delle merci.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><b>Professor Nebbia, in quale panorama culturale nacque Silent
Spring? Come era vissuta la questione inquinamento negli anni Sessanta?</b></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">Rachel Carson è vissuta in un’epoca di grandi contestazioni
ecologiche: ogni anno decine di bombe nucleari a fissione o a fusione
venivano fatte esplodere nell’atmosfera, nei deserti o in oceano aperto;
i frammenti radioattivi immessi nell’atmosfera circolavano fino al
suolo, entravano nei grandi cicli biologici terrestri e marini, nella
vegetazione, fino agli animali e allo stesso corpo umano.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">Nello stesso tempo si è visto che alcuni pesticidi organici clorurati
persistenti, che pure avevano contribuito a combattere la malaria,
entravano anch’essi nei grandi cicli ecologici naturali, provocando
alterazioni biologiche. Negli anni cinquanta il DDT e lo stronzio-90,
uno dei frammenti dei test nucleari, furono trovati addirittura nel
latte materno.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">Pochi mesi prima della pubblicazione di “Silent Spring”, Murray Bookchin aveva pubblicato il libro <a href="http://dwardmac.pitzer.edu/anarchist_archives/bookchin/syntheticenviron/osetoc.html" target="_blank">“Our synthetic environment”</a> denunciando anche lui i danni degli additivi alimentari e dei pesticidi.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">La Carson, che era una biologa marina, oltre che una appassionata
osservatrice della natura, con il suo libro di inaspettato successo ha
permesso al grande pubblico di prendere coscienza di alcuni fatti
nuovi”.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">L’inquinamento dovuto alle attività umane, economiche, non colpisce
soltanto le persone (il “prossimo”, se vogliamo) vicine come i passanti
che sono avvelenati dai gas delle automobili, ma colpisce anche persone
lontane nello spazio, anche migliaia di chilometri, e colpisce anche un
“prossimo del futuro”: le persone delle generazioni future che saranno
contaminati dalla quasi perpetua radioattività delle scorie delle
attività nucleari sia militari sia commerciali.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><a href="http://www.sottobosco.info/wp-content/uploads/2012/06/silent-spring-cover.jpg" rel="lightbox[5514]" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" class="alignright size-full wp-image-5516" height="405" src="http://www.sottobosco.info/wp-content/uploads/2012/06/silent-spring-cover.jpg" title="silent spring cover" width="269" /></a><b>A 50 anni dalla prima pubblicazione di Silent Spring, che cosa è </b><b>cambiato?
Esistono ancora gli stessi rischi dovuti alla chimica di sintesi
applicata in modo scriteriato, o il panorama è mutato?</b></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">La pubblicazione del libro e la presa di coscienza popolare dei
pericoli a cui eravamo esposti ha stimolato le analisi chimiche dei
corpi ambientali e sono così emersi molti altri pericoli: il mercurio
usato come catalizzatore industriale finiva nei pesci acquistati come
alimenti, il piombo tetraetile che rendeva più ruggenti le automobili
intossicava gli abitanti urbani, gli erbicidi che sarebbero stati usati
negli anni successivi nel Vietnam intossicavano i nativi ma anche i
soldati americani, il cloruro di vinile, da cui si formava la
“meravigliosa” plastica PVC, era cancerogeno, alcuni processi
industriali immettevano nell’ambiente composti sconosciuti tossici, come
la diossina.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><b>Quali effetti ha provocato il libro di Carson, anche nel lungo periodo? </b></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">Sono stati vietati alcuni composti o processi, è cambiata la
“qualità” di molte merci e sottoprodotti industriali, ma nello stesso
tempo altre sostanze e materiali sono stati immessi in commercio con
ingredienti i cui effetti biologici a breve e lungo termine sono ancora
in parte sconosciuti.</span></div>
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<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">Imprenditori e lavoratori spesso usano sostanze “utili” senza
conoscerne a fondo le caratteristiche. Appena di recente l’Unione
Europea ha pubblicato un dizionario di molti prodotti commerciali
(indicato con l’acronimo Reach) con le informazioni di tossicità e
pericolosità.</span></div>
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<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">Nello stesso tempo è ancora troppo diffusa, nel mondo della
produzione e del lavoro, per non dire dei consumatori, una grande
ignoranza chimica e merceologica. Si sa troppo poco delle sostanze che
entrano nei prodotti di uso ordinario; ne sanno poco quelli che li
fabbricano e maneggiano, ne sanno niente i consumatori che usano,
respirano, mangiano, assorbono prodotti sui cui ingredienti nessuno li
informa.</span></div>
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<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">Non certo i fabbricanti che non hanno nessun interesse che qualcuno
metta il naso nel modo in cui essi lavorano e producono, nel timore che
qualche vincolo, nel nome della sicurezza, faccia diminuire le loro
vendite e i loro profitti. Si ricordino le stizzose proteste
dell’industria chimica contro la Carson. E’ invece il contrario; sono
proprio le scelte merceologiche sbagliate o dannose che provocano
perdite economiche e generano discredito per le imprese.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><b>Che cosa ha ancora da insegnare Silent Spring?</b></span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">Una lezione di umiltà e di coraggio. Meno arroganza e sicurezza nelle
scelte economiche; l’opportunità che i governi sottopongano a uno
scrutinio tecnico-scientifico le innovazioni proposte nel nome del
progresso.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">Suggerisce la opportunità, anzi la necessità che aumentino i
controlli chimici e biologici pubblici e che si diffonda nelle scuole,
in tutte le scuole, una cultura “tecnologica” che aiuti a conoscere
quanto avviene nel territorio circostante, che cosa contengono i
prodotti decantati dalla pubblicità, ma soprattutto una vera cultura
ecologica che spieghi (che ricordi), tanto per cominciare, come la
materia circola dalla natura, ai processi di produzione, ai processi di
“consumo”, e come poi torna alla natura modificata.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">Non a caso la Carson ha scritto Silent Spring partendo da una buona cultura naturalistica e ecologica.</span></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com1tag:blogger.com,1999:blog-33646836.post-53889925074917630682012-06-11T10:10:00.003+02:002012-06-11T10:10:28.309+02:00L'impronta dell'acqua dell'umanità - terza parte<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<br />
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: large;"><b><i>di
Arjen Y. Hoekstra e Mesfin M. Mekonnen</i></b></span></div>
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<span style="font-size: small;"><br />
</span></div>
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<span style="font-size: x-small;"><i>Dipartimento
di ingegneria e gestione dell'acqua, Università di Twente, P.O. Box 217, 7500
AE Enschede, Olanda.</i></span></div>
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<span style="font-size: x-small;"><i>Edito
da Peter H. Gleick,Pacific Institute for Studies in Development, Environment,
and Security, Oakland, CA, and approved December 21, 2011 (ricevuto per la
revisione il 20 Giugno 2011)</i></span></div>
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<span style="font-size: small;"><br />
</span><br />
<span style="font-size: small;"><br />
</span><br />
<b><span style="font-size: small;"><i>terza parte </i></span></b><br />
<b><span style="font-size: small;"><i>(vai alla <a href="http://aspoitalia.blogspot.it/2012/06/limpronta-dellacqua-dellumanita-prima.html" target="_blank">prima</a> e <a href="http://aspoitalia.blogspot.it/2012/06/limpronta-dellacqua-dellumanita-seconda.html" target="_blank">seconda</a> parte) </i><br />
</span></b></div>
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<a name='more'></a><br />
<br />
<span style="font-size: small;"><b><span style="color: black;">Discussione</span></b></span></div>
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</span></div>
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<span style="color: black; font-size: small;">Per via della natura complessiva, questo studio ha un certo numero
di limitazioni. Una limitazione è che l'origine dei prodotti è stata tracciata
solo di un passaggio. </span><br />
<br />
<span style="color: black; font-size: small;">Se un prodotto è importato da un altro paese, noi
presumiamo che quel prodotti sia stato
fabbricato in quello stesso paese ed adottiamo la IA del prodotto importato di
conseguenza. Se il paese-partner commerciale non prodoce quella merce, non
tracciamo ulteriormente ma presumiamo una IA media complessiva. </span><br />
<br />
<span style="color: black; font-size: small;">Ma anche se il
paese producesse la merce, potrebbe succedere che parte di quel prodotto sia
stato importato da qualche altra parte e ri-esportato. La tracciatura dei
prodotti di più di un passaggio è stata fatta, per esempio, nella referenza 27
per il Regno Unito, ma sarebbe stato troppo per
questo studio globale. </span><br />
<br />
<span style="color: black; font-size: small;">Inoltre, certi continui sforzi di tracciatura
sono necessariamente basati su assunti, perché i dati di esportazione nelle
statistiche del commercio non sono connessi ai dati di importazione, quindi il
valore aggiunto della tracciatura può essere opinabile. </span><br />
<br />
<span style="color: black; font-size: small;">Infine, in uno studio
globale, rintracciare più di un passaggio creerebbe il problema della
circolarità dei calcoli. La IA grigia stimata in questo studio è da
considerarsi prudenziale. Nel caso della produzione industriale, le stime della
IA grigia sono basate sul dilavamento ed al deflusso dei fertilizzanti azotati,
escludendo l'effetto potenziale di altri componenti i fertilizzanti ed i
pesticidi (21, 22).</span></div>
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</span><br />
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<a href="http://3.bp.blogspot.com/-03vEaOOrEaA/T9WkSu6cGWI/AAAAAAAAARI/Ld57_wMvRbU/s1600/bar+graph+consumi+idrici.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="210" src="http://3.bp.blogspot.com/-03vEaOOrEaA/T9WkSu6cGWI/AAAAAAAAARI/Ld57_wMvRbU/s400/bar+graph+consumi+idrici.png" width="400" /></a></div>
<i><span style="color: black; font-size: x-small;">Figura 3.
Impronta dell'acqua del consumo nazionale per paesi con popolazione
superiore a 5 milioni, espressa per categoria di prodotto</span><span style="color: black; font-size: x-small;"> (metri cubi all'anno pro capite)</span><span style="font-size: x-small;"> (1996</span><span style="font-size: x-small;">–</span><span style="font-size: x-small;">2005). Clic per ingrandire</span></i></div>
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</div>
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<span style="font-size: small;"><br />
</span></div>
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<span style="color: black; font-size: small;">Nei casi della produzione industriale e del consumo domestico di
acqua, un fattore di diluizione molto prudente di 1 è stato applicato a tutti i
flussi di ritorno non trattati. </span><br />
<br />
<span style="color: black; font-size: small;">Nella stima della IA dei prodotti di consumo
abbiamo considerato un'enorme quantità di diverse merci agricole separatamente,
mentre le merci industriali sono state
trattate come categoria complessiva. </span><br />
<br />
<span style="color: black; font-size: small;">Sebbene in questo in questo modo lo studio
non mostri i dettagli interni alla stima della IA di produzione e consumo dei
prodotti industriali, giustifichiamo la scelta su questo studio complessivo col
fatto che gran parte della IA dell'umanità si trova nel settore agricolo.
Abbiamo analizzato un periodo di 10 anni (per esempio dati su produzione, consumo, commercio,
precipitazioni e rendimenti), ma non tutti i database mostrano dati annuali
specifici (per esempio evapotraspirazione di riferimento, area di coltura del
grano e dati di irrigazione). </span><br />
<br />
<span style="color: black; font-size: small;">Le IA stimate dei prodotti agricoli sono
necessariamente delle medie a 10 anni, perché sono state basate su su dati
climatici, che per definizione sono medie pluriennali (21, 22). Anche se
fossimo stati in grado di stimare le IA anno per anno, l'analisi della tendenza
su un periodo di 10 anni sarebbe stata difficile a causa della variabilità da
anno ad anno delle precipitazioni e delle temperature. </span><br />
<br />
<span style="color: black; font-size: small;">I dati presentati in
questo studio sono il risultato di un gran numero di statistiche, mappe ed
assunti. Siccome tutte le fonti di dati includono incertezze e possibili
errori, i dati della IA presentati dovrebbero essere presi ed interpretati con
estrema cautela, particolarmente se ci addentriamo in luoghi specifici di una
mappa o quando ci focalizziamo su prodotti specifici. </span><br />
<br />
<span style="color: black; font-size: small;">Le fonti di base di
incertezze sono, per esempio, le mappe delle precipitazioni complessive, delle
temperature, dei raccolti e dell'irrigazione che abbiamo usato e le statistiche
su rendimento, produzione, consumo,
commercio e trattamento delle acque reflue sulle quali abbiamo fatto
affidamento. </span><br />
<br />
<span style="color: black; font-size: small;">Le ipotesi sottostanti si riferiscono, per esempio, alle date di
piantagione e raccolta per raccolto per regione ed alla composizione del cibo
per tipo di animale da allevamento per paese e sistema produttivo. Un altra
assunzione è stata che le IA della produzione industriale e del consumo
domestico di acqua sono diffuse geograficamente secondo le densità di
popolazione. La relazione sulle incertezze dei gruppi di dati di base sui quali
abbiamo dovuto fare affidamento è molto povera, in particolare se vogliamo
ottenere un quadro quantitativo delle incertezze. </span><br />
<br />
<span style="color: black; font-size: small;">I gruppi di dati di base che
abbiamo usato unitamente alle nostre assunzioni personali non danno adito
all'aspettativa che in nostri dati includano una specifica parzialità in
qualche direzione. Le nostre stime del consumo globale di acqua dei raccolti
(21, 22) si trovano a metà della gamma che si ottiene considerando diversi
studi (28, 32). </span><br />
<br />
<span style="color: black; font-size: small;">Per quanto riguarda i dati sul consumo e sul commercio
internazionale, non ci sono database globali alternativi a quelli che abbiamo
usato (33, 34); questi database non comprendono ancora informazioni sulle
incertezze. Nonostante le incertezze, pensiamo che il presente studio formi una
buona base per comparazioni di massima e come guida per ulteriori analisi.</span></div>
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</span></div>
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<span style="font-size: small;"><b><span style="color: black;">Conclusioni</span></b></span></div>
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<span style="font-size: small;"><br />
</span></div>
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<span style="color: black; font-size: small;">Lo studio mostra che un quinto della IA globale nel periodo
1996-2005 non è stata intesa per il consumo domestico ma per l'esportazione, il
volume relativamente grande dei flussi internazionali di acqua virtuale e le dipendenze da acque estere ad essi
associate rafforzano l'argomentazione di porre il problema della scarsità
d'acqua in un contesto globale (8, 10). </span><br />
<br />
<span style="color: black; font-size: small;">Per i governi di paesi con scarsità d'acqua
come in Nord Africa ed il Medio Oriente, è decisivo riconoscere la dipendenza
dall'acqua estera e sviluppare politiche estere commerciali così da assicurarsi
un import sicuro e sostenibile di merci ad alta intensità di acqua che non
possono essere prodotte internamente. </span><br />
<br />
<span style="color: black; font-size: small;">L'impronta dell'acqua del consumo cinese
è ancora relativamente piccolo e in gran parte interno (90%), ma data la rapida
crescita del paese ed il crescente stress idrico (in particolare nel nord della
Cina), è verosimilmente che il paese si affidi in modo crescente a risorse
idriche al di fuori del proprio territorio, il che è evidenziato dalla politica
cinese che già oggi compra ed affitta terre in Africa per assicurarsi le
forniture di cibo (Land Grabbing, ndT) (35). </span><br />
<br />
<span style="color: black; font-size: small;">La media complessiva della IA
collegata al consumo è di 1,385 m3/anno pro capite durante il periodo
1996-2005. I paesi industrializzati hanno delle IA comprese nella gamma fra
1,250 e 2,850 m3/anno pro capite, mentre i paesi in via di sviluppo nella gamma
fra 550 e 3,800 m3/anno pro capite. </span><br />
<br />
<span style="color: black; font-size: small;">Due fattori determinano la grandezza della
IA del consumo nazionale: (i) il volume e lo schema di consumo e (ii) la IA per
tonnellata di prodotti consumati. Il secondo, nel caso dei prodotti agricoli,
dipende da clima, irrigazione, dalle pratiche fertilizzazione e dal rendimento
dei raccolti. </span><br />
<br />
<span style="color: black; font-size: small;">I valori bassi della IA dei paesi in via di sviluppo sono
collegati ai bassi volumi di consumo; i valori alti sono collegati a IA per
unità di consumo molto grandi. I dati dettagliati sulle impronte dell'acqua
forniti in questo studio aiuteranno i governi nazionali a capire in che misura
l'impronta dell'acqua del consumo nazionale si riferisce all'uso inefficiente
nella produzione e in che misura sia esso inerente allo schema di consumo
nazionale. </span><br />
<br />
<span style="color: black; font-size: small;">Così, questo aiuta i governi che si sforzano per un uso più
sostenibile dell'acqua a scegliere le priorità nelle politiche produttive
(volte ad aumentare l'efficienza nell'uso dell'acqua) in contrasto con le
politiche di consumo (volte ad influenzare gli schemi di consumo cosicché le
relative merci ad alta intensità d'acqua vengano sostituite con merci che ne
richiedano di meno). </span><br />
<br />
<span style="color: black; font-size: small;">Lo studio fornisce informazioni importanti sulle IA dele
nazioni disaggregate in tipi di IA (verde, blu e grigia) e mappate con un'alta
risoluzione spaziale. Il lavoro mostra inoltre come diversi prodotti e comunità
nazionali contribuiscano al consumo e all'inquinamento dell'acqua in luoghi
diversi. Le figure possono così formare una base importante per ulteriori
valutazioni di come i prodotti e i consumatori contribuiscano al problema
globale dell'appropriazione crescente di acqua potabile, sullo sfondo di
forniture limitate, di problemi locali di sovrasfruttamento e deterioramento
dei bacini di acqua potabile e di conflitti per l'acqua. </span><br />
<br />
<span style="color: black; font-size: small;">Una volta iniziato a
sovrapporre le IA locali dei prodotti o dei consumatori con le mappe che
mostrano i conflitti ambientali o sociali sull'acqua, viene stabilito un
collegamento fra i prodotti finali ed i consumatori da un lato ed i problemi
idrici locali dall'altro. </span><br />
<br />
<span style="color: black; font-size: small;">Stabilire un collegamento simile può aiutare il
dialogo fra consumatori, produttori, intermediari (come chi elabora i cibi ed i
dettaglianti) ed i governi su come prendersi e condividere le responsabilità di
ridurre le IA dove maggiormente necessario.</span></div>
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</span></div>
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<span style="font-size: small;"><b><span style="color: black;">Metodi</span></b></span></div>
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<span style="font-size: small;"><b><span style="color: black;">Quadro contabile</span></b></span></div>
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<span style="color: black; font-size: small;">In questo studio seguiamo lo Standard dell'Impronta dell'Acqua
Globale sviluppato dal Network per l'Impronta dell'Acqua (14). Il metodo è
presentato in dettaglio su </span><span style="font-size: small;"><a href="http://www.pnas.org/content/suppl/2012/02/07/1109936109.DCSupplemental/pnas.1109936109_SI.pdf#STXT"><span style="color: windowtext; text-decoration: none;">SI Methods</span></a></span><span style="color: black; font-size: small;">.</span></div>
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<span style="font-size: small;"><br />
</span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><b><span style="color: black;">IA della produzione nazionale</span></b></span></div>
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<span style="color: black; font-size: small;">La IA della produzione nazionale è definita come il volume totale
di acqua potabile consumata o inquinata all'interno di un territorio nazionale
come risultato di attività all'interno di diversi settori dell'economia. </span><br />
<br />
<span style="color: black; font-size: small;">Può
essere calcolata sommando le IA di tutti i processi che consumano o inquinano
acqua che avvengono in quel paese. Generalmente si possono distinguere tre
settori principali che usano acqua: quello agricolo, quello industriale e
quello del consumo domestico. </span><br />
<br />
<span style="color: black; font-size: small;">Le IA interne delle nazioni collegate alla
produzione di raccolti sono state ottenute da
Mekonnen e Hoekstra (21, 22, 36), che hanno stimato la IA globale della
produzione di raccolti con un modello di uso dell'acqua per i raccolti con una
risoluzione spaziale a 5 × 50.</span><br />
<br />
<span style="color: black; font-size: small;">Le IA interne delle nazioni collegate all'uso
dell'acqua per l'allevamento sono state ottenute da Mekonnen e Hoekstra (23).</span><br />
<br />
<span style="color: black; font-size: small;">Le
IA interne delle nazioni collegate alla produzione industriale e all'uso
domestico sono state stimate usando i dati dei prelievi di acqua dal database
di AQUASTAT (13) ed EUROSTAT (37). </span><br />
<br />
<span style="color: black; font-size: small;">Abbiamo ipotizzato che il 5% dell'acqua
prelevata per scopi industriali è il consumo reale (IA blu) e che la frazione rimanente sia il
flusso di ritorno; per il settore del consumo idrico domestico, abbiamo
ipotizzato una porzione consuntiva del 10% (13). </span><br />
<br />
<span style="color: black; font-size: small;">La parte del flusso di ritorno
smaltita nell'ambiente senza essere prima trattata è stata presa come misura
della IA grigia, ipotizzando così un fattore di diluizione 1. I dati sul
trattamento delle acque reflue per paese sono stati ottenuti dal database della
Divisione Statistica delle Nazioni Unite (38).</span></div>
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</span></div>
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<span style="font-size: small;"><b><span style="color: black;">Flussi internazionali di acqua virtuale</span></b></span></div>
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<span style="font-size: small;"><br />
</span></div>
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<span style="color: black; font-size: small;">I flussi internazionali sono calcolati moltiplicando per la merce
il volume del commercio per le rispettive IA medie per tonnellata di prodotto
per come sono nei paesi esportatori. I dati sul commercio internazionale di
prodotti agricoli e industriali sono stati presi dal database delle Statistiche
per l'Analisi del Commercio Internazionale disponibili presso l'International
Trade Centre (34).</span><br />
</div>
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<span style="font-size: small;">Le
stime specifiche per paese sulle AI verdi, blu e grigie di 146 colture e più di
200 prodotti derivati dalle colture per tonnellata di prodotto sono stati presi
dal riferimento 21. Le stime sulle IA degli animali da allevamento e dei
prodotti animali per tonnellata di prodotto son presi dal riferimento 23. </span><br />
<br />
<span style="font-size: small;">La IA
media nazionale per dollaro di prodotto industriale è stata calcolata per
nazione dividendo la IA totale nazionale nel settore industriale per il valore
aggiunto del settore industriale. Il
secondo è stato ottenuto dal database della Divisione Statistica delle Nazioni
Unite (39).</span></div>
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</span></div>
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<span style="font-size: small;"><b><span style="color: black;">IA del Consumo Nazionale</span></b></span></div>
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</span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="color: black; font-size: small;">Per le merci agricole, la IA del consumo nazionale è calcolata in
questo studio basandosi su un approccio dall basso verso l'alto. E' calcolata
moltiplicando tutti i prodotti agricoli consumati dagli abitanti del paese per
la loro rispettiva IA. Consideriamo la gamma completa dei beni agricoli finali.
I dati sul consumo di prodotti agricoli per paese per il periodo 1996-2005
provengono dai Conti di Fornitura ed Utilizzo della FAO delle Nazioni Unite
(33).</span><br />
</div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="color: black; font-size: small;">Per le merci industriali, la IA del consumo nazionale è calcolata
basandosi su un approccio dall'alto verso il basso come la IA del processo
industriale che ha luogo all'interno del paese più l'import di acqua virtuale
collegata all'importazione di beni industriali meno l'esport dell'acqua
virtuale.</span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br />
</span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><b><span style="color: black;">Riferimenti</span></b></span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br />
</span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">1. Postel SL (2000) Entering an era of water scarcity: The
challenges ahead. </span><span style="color: black; font-size: x-small;">Ecol
Appl</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">10:941</span><span style="font-size: x-small;">–</span><span style="font-size: x-small;">948.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">2.
World Water Assessment Program (2003) The United Nations World Water
Development</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">Report
1: Water for people, water for life. (UNESCO, New York).</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">3.
World Water Assessment Program (2006) The United Nations World Water
Development</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">Report
2: Water a shared responsibility. (UNESCO, New York).</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">4.
World Water Assessment Program (2009) The United Nations World Water
Development</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">Report
3: Water in a changing world. (UNESCO, London).</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">5.
Postel SL, Daily GC, Ehrlich PR (1996) Human appropriation of renewable fresh
water.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">Science
</span><span style="font-size: x-small;">271:785</span><span style="font-size: x-small;">–</span><span style="font-size: x-small;">788.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">6.
Vörösmarty CJ, Green P, Salisbury J, Lammers RB (2000) Global water resources:</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">Vulnerability
from climate change and population growth. </span><span style="font-size: x-small;">Science
</span><span style="font-size: x-small;">289:284</span><span style="font-size: x-small;">–</span><span style="font-size: x-small;">288.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">7.
Hoekstra AY, Hung PQ (2005) Globalisation of water resources: International
virtual</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">water
flows in relation to crop trade. </span><span style="font-size: x-small;">Glob
Environ Change </span><span style="font-size: x-small;">15:45</span><span style="font-size: x-small;">–</span><span style="font-size: x-small;">56.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">8.
Hoekstra AY, Chapagain AK </span><span style="font-size: x-small;">Globalization of
water: Sharing the planet</span><span style="font-size: x-small;">’</span><span style="font-size: x-small;">s freshwater</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">resources
</span><span style="font-size: x-small;">(Blackwell, Oxford).</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">9.
Hoff H (2009) Global water resources and their management. </span><span style="font-size: x-small;">Curr Opin Environ</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">Sustainability
</span><span style="font-size: x-small;">1:141</span><span style="font-size: x-small;">–</span><span style="font-size: x-small;">147.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;"><br />
</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">10.
Hoekstra AY (2011) The global dimension of water governance: Why the river
basin</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">approach
is no longer sufficient and why cooperative action at global level is needed.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">Water
</span><span style="font-size: x-small;">3:21</span><span style="font-size: x-small;">–</span><span style="font-size: x-small;">46.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">11.
Van der Leeden F, Troise FL, Todd DK The water encyclopedia. (CRC, Boca Raton,
FL),</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">2nd
Ed.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">12.
Gleick PH, ed. (1993) Water in crisis: A guide to the world</span><span style="font-size: x-small;">’</span><span style="font-size: x-small;">s fresh water resources.
(Oxford</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">Univ
Press, Oxford).</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">13.
Food and Agriculture Organization (2010) </span><span style="font-size: x-small;">AQUASTAT
on-line database </span><span style="font-size: x-small;">(FAO, Rome).</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">14.
Hoekstra AY, Chapagain AK, Aldaya MM, Mekonnen MM (2011) </span><span style="font-size: x-small;">The Water Footprint</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">Assessment
Manual: Setting the Global Standard </span><span style="font-size: x-small;">(Earthscan,
London).</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">15.
Hoekstra AY, ed. (2003) Virtual water trade: Proceedings of the International
Expert</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">Meeting
on Virtual Water Trade. (UNESCO-IHE, Delft, The Netherlands) Value of Water</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">Research
Report Series No. 12.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">16.
Hoekstra AY, Hung PQ (2002) Virtual water trade: A quantification of virtual
water</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">flows
between nations in relation to international crop trade. (UNESCO-IHE, Delft,</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">The
Netherlands) Value of Water Research Report Series No. 11.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">17.
Chapagain AK, Hoekstra AY (2004) Water footprints of nations. (UNESCO-IHE,
Delft,</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">The
Netherlands) Value of Water Research Report Series No. 16.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">18.
Chapagain AK, Hoekstra AY (2008) The global component of freshwater demand and</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">supply:
An assessment of virtual water flows between nations as a result of trade in</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">agricultural
and industrial products. </span><span style="font-size: x-small;">Water Int </span><span style="font-size: x-small;">33:19</span><span style="font-size: x-small;">–</span><span style="font-size: x-small;">32.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">19.
Chapagain AK, Hoekstra AY, Savenije HHG (2006) Water saving through
international</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">trade
of agricultural products. </span><span style="font-size: x-small;">Hydrol Earth Syst
Sci </span><span style="font-size: x-small;">10:455</span><span style="font-size: x-small;">–</span><span style="font-size: x-small;">468.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">20.
Hoekstra AY, Chapagain AK (2007) Water footprints of nations: Water use by
people as</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="font-size: x-small;">a
function of their consumption pattern. </span><span style="font-size: x-small;">Water
Resour Manage </span><span style="font-size: x-small;">21:35</span><span style="font-size: x-small;">–</span><span style="font-size: x-small;">48.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">21. Mekonnen MM, Hoekstra AY (2010) The green, blue and grey water
footprint of crops</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">and derived crop products. (UNESCO-IHE, Delft, The Netherlands)
Value of Water</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">Research Report Series No. 47.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">22. Mekonnen MM, Hoekstra AY (2011) The green, blue and grey water
footprint of crops</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">and derived crop products. </span><span style="color: black; font-size: x-small;">Hydrol Earth Syst Sci </span><span style="color: black; font-size: x-small;">15:1577</span><span style="color: black; font-size: x-small;">–</span><span style="color: black; font-size: x-small;">1600.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">23. Mekonnen MM, Hoekstra AY (2010) The green, blue and grey water
footprint of farm</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">animals and derived animal products. (UNESCO-IHE, Delft, The
Netherlands) Value of</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">Water Research Report Series No. 48.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">24. Alcamo J, Henrichs T (2002) Critical regions: A model-based
estimation of world water</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">resources sensitive to global changes. </span><span style="color: black; font-size: x-small;">Aquat Sci </span><span style="color: black; font-size: x-small;">64:352</span><span style="color: black; font-size: x-small;">–</span><span style="color: black; font-size: x-small;">362.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">25. Alcamo J, et al. (2003) Global estimates of water withdrawals
and availability under</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">current and future </span><span style="color: black; font-size: x-small;">“</span><span style="color: black; font-size: x-small;">business-as-usual</span><span style="color: black; font-size: x-small;">” </span><span style="color: black; font-size: x-small;">conditions. </span><span style="color: black; font-size: x-small;">Hydrol
Sci J </span><span style="color: black; font-size: x-small;">48:339</span><span style="color: black; font-size: x-small;">–</span><span style="color: black; font-size: x-small;">348.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">26. Smakhtin V, Revenga C, Döll P (2004) A pilot global assessment
of environmental</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">water requirements and scarcity. </span><span style="color: black; font-size: x-small;">Water Int </span><span style="color: black; font-size: x-small;">29:307</span><span style="color: black; font-size: x-small;">–</span><span style="color: black; font-size: x-small;">317.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">27. Chapagain AK, Orr S (2008) </span><span style="color: black; font-size: x-small;">UK Water Footprint: The Impact of the UK</span><span style="color: black; font-size: x-small;">’</span><span style="color: black; font-size: x-small;">s Food and Fibre</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">Consumption on Global Water Resources</span><span style="color: black; font-size: x-small;">, (World Wide Fund for Nature, Godalming,</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">UK), Vol. 1.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">28. Rost S, et al. (2008) Agricultural green and blue water
consumption and its influence</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">on the global water system. </span><span style="color: black; font-size: x-small;">Water Resour Res </span><span style="color: black; font-size: x-small;">44:W09405,
10.1029/2007WR006331.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">29. Liu J, Yang H (2010) Spatially explicit assessment of global
consumptive water uses in</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">cropland: Green and blue water. </span><span style="color: black; font-size: x-small;">J Hydrol </span><span style="color: black; font-size: x-small;">384:187</span><span style="color: black; font-size: x-small;">–</span><span style="color: black; font-size: x-small;">197.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">30. Siebert S, Döll P (2010) Quantifying blue and green virtual
water contents in global</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">crop production as well as potential production losses without
irrigation. </span><span style="color: black; font-size: x-small;">J Hydrol</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">384:198</span><span style="color: black; font-size: x-small;">–</span><span style="color: black; font-size: x-small;">207.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">31. Hanasaki N, Inuzuka T, Kanae S, Oki T (2010) An estimation of
global virtual water flow</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">and sources of water withdrawal for major crops and livestock
products using a global</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">hydrological model. </span><span style="color: black; font-size: x-small;">J Hydrol </span><span style="color: black; font-size: x-small;">384:232</span><span style="color: black; font-size: x-small;">–</span><span style="color: black; font-size: x-small;">244.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">32. Fader M, et al. (2011) Internal and external green-blue
agricultural water footprints of</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">nations, and related water and land savings through trade. </span><span style="color: black; font-size: x-small;">Hydrol Earth Syst Sci</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">8:483</span><span style="color: black; font-size: x-small;">–</span><span style="color: black; font-size: x-small;">527.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">33. Food and Agriculture Organization (2010) FAOSTAT on-line
database. (FAO, Rome),</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: blue; font-size: x-small;">http://faostat.fao.org</span><span style="color: black; font-size: x-small;">.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">34. International Trade Centre (2007) SITA version 1996-2005 in
SITC, [DVD-ROM]). (ITC,</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">Geneva).</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">35. Buying farmland abroad: Outsourcing</span><span style="color: black; font-size: x-small;">’</span><span style="color: black; font-size: x-small;">s third wave. </span><span style="color: black; font-size: x-small;">The Economist Newspaper </span><span style="color: black; font-size: x-small;">(May</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">21, 2009), </span><span style="color: blue; font-size: x-small;">http://www.economist.com/node/13692889</span><span style="color: black; font-size: x-small;">.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">36. Mekonnen MM, Hoekstra AY (2010) A global and high-resolution
assessment of the</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">green, blue, and gray water footprint of wheat. </span><span style="color: black; font-size: x-small;">Hydrol Earth Syst Sci </span><span style="color: black; font-size: x-small;">14:1259</span><span style="color: black; font-size: x-small;">–</span><span style="color: black; font-size: x-small;">1276.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">37. EUROSTAT (2011) EUROSTAT online database. (European
Commission, Luxembourg),</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: blue; font-size: x-small;">http://epp.eurostat.ec.europa.eu</span><span style="color: black; font-size: x-small;">.</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">38. UN Statistic Division (2010) </span><span style="color: black; font-size: x-small;">UNSD Environmental Indicators: Inland Waters Resources</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">(UNSD, New York).</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">39. UN Statistic Division (2010) </span><span style="color: black; font-size: x-small;">Nationals Accounts Main Aggregates Database </span><span style="color: black; font-size: x-small;">(UNSD,</span></i></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<i><span style="color: black; font-size: x-small;">New York).</span></i></div>
<div class="Standard">
<br /></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com0tag:blogger.com,1999:blog-33646836.post-61950999674404704912012-06-08T12:11:00.001+02:002012-06-08T12:11:05.984+02:00L'impronta dell'acqua dell'umanità - seconda parte<br />
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: large;"><b><i>di
Arjen Y. Hoekstra e Mesfin M. Mekonnen</i></b></span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br />
</span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"><i>Dipartimento
di ingegneria e gestione dell'acqua, Università di Twente, P.O. Box 217, 7500
AE Enschede, Olanda.</i></span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"><i>Edito
da Peter H. Gleick,Pacific Institute for Studies in Development, Environment,
and Security, Oakland, CA, and approved December 21, 2011 (ricevuto per la
revisione il 20 Giugno 2011)</i></span></div>
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</span></div>
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</span></div>
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<b><span style="font-size: small;"><i>Seconda parte </i></span></b></div>
<b style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i>(vai alla <a href="http://aspoitalia.blogspot.it/2012/06/limpronta-dellacqua-dellumanita-prima.html" target="_blank">prima parte</a>) <a name='more'></a></i></span></b><div style="font-family: Arial,Helvetica,sans-serif;">
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<span style="font-size: small;"><b>L'Impronta dell'Acqua del Consumo Nazionale</b></span></div>
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<br />La IA media complessiva annuale collegata al consumo è stata di 1,385 m3∕anno pro capite, durante il periodo 1996-2005. </div>
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Il consumo dei prodotti agricoli determina in gran parte la IA collegata al consumo, contribuendo per il 92% all'IA totale. Il consumo di prodotti industriali e l'uso domestico dell'acqua contribuiscono per il 4,7% ed il 3,7%, rispettivamente. </div>
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Quando guardiamo a livello di categorie di prodotto, il consumo di cereali contribuisce con la quota più grande alla IA complessiva (27%), seguiti dalla carne (22%), e dai prodotti caseari (7%). </div>
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La IA del consumo di un paese dipende da due fattori: cosa e quanto consumano i consumatori e la AI delle merci consumate. La seconda dipende dalle circostanze di produzione nei luoghi di origine delle varie merci. Un certo prodotto disponibile sugli scaffali all'interno di un paese, generalmente proviene da diversi luoghi, da differenti circostanze di produzione e quindi una diversa IA a seconda del luogo. </div>
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<span style="font-family: Arial,Helvetica,sans-serif;">In termini di totalità, la Cina è il paese con la IA</span><span style="font-family: Arial,Helvetica,sans-serif;"> di consumo più alta al mondo, con un'impronta totale di 1,368 Gm3/anno,</span><span style="font-family: Arial,Helvetica,sans-serif;"> seguita dall'India e dagli Stati uniti con 1,145 e 821 Gm3/anno rispettivamente.</span><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;"> </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Ovviamente, i paesi con vaste popolazioni hanno una grande IA. Per questo è</span><span style="font-family: Arial,Helvetica,sans-serif;"> più interessante considerare la IA pro capite. La classifica dei paesi nella Figura</span><span style="font-family: Arial,Helvetica,sans-serif;"> 3 mostra che i paesi industrializzati hanno una IA nella gamma da 1,258 a 2,850</span><span style="font-family: Arial,Helvetica,sans-serif;"> m3/anno. Il Regno Unito, con una IA di 1,258 m3/anno è il limite minimo di</span><span style="font-family: Arial,Helvetica,sans-serif;"> questa gamma, mentre gli Stati Uniti, con un'impronta di 2,842 m3/anno, è il</span><span style="font-family: Arial,Helvetica,sans-serif;"> limite massimo. </span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Le differenze possono essere parzialmente spiegate dalle</span><span style="font-family: Arial,Helvetica,sans-serif;"> differenze negli schemi di consumo. Negli Stati Uniti, per esempio, il consumo</span><span style="font-family: Arial,Helvetica,sans-serif;"> medio di carne bovina – una delle merci a più alta intensità di consumo di</span><span style="font-family: Arial,Helvetica,sans-serif;"> acqua – è stata di 43 kg/anno pro capite, circa 4,5 volte la media complessiva,</span><span style="font-family: Arial,Helvetica,sans-serif;"> mentre nel Regno Unito la media è stata di 18 kg/anno pro capite, circa il</span><span style="font-family: Arial,Helvetica,sans-serif;"> doppio della media complessiva. Un altro fattore che si trova dietro alle</span><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">differenze nelle IA è il consumo di acqua e di inquinamento per unità di</span><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">prodotto per paese.</span><br />
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<a href="http://4.bp.blogspot.com/-SKbW5YD9AJA/T9HKRjAzMBI/AAAAAAAAAQg/UtPKA08y9iE/s1600/tabella2+impronta+dell%27acqua.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="148" src="http://4.bp.blogspot.com/-SKbW5YD9AJA/T9HKRjAzMBI/AAAAAAAAAQg/UtPKA08y9iE/s400/tabella2+impronta+dell%27acqua.png" width="400" /></a></div>
<span style="font-family: Arial,Helvetica,sans-serif;"></span><i><span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Tabella 2. Flussi internazionali virtuali lordi di acqua virtuale (giga metricubi/anno) (1996–2005)</span></span></i><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;"> </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Negli Stati Uniti, la IA media di un kg di carne bovina consumata è di 14,500</span><span style="font-family: Arial,Helvetica,sans-serif;"> m3/tonnellata, mentre ne Regno Unito la media è 9,900 m3/tonnellata. Una</span><span style="font-family: Arial,Helvetica,sans-serif;"> tendenza generale è che i paesi industrializzati hanno una IA più grande</span><span style="font-family: Arial,Helvetica,sans-serif;"> collegata al consumo di prodotti industriali rispetto ai paesi in via di sviluppo.</span><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;"> </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">La IA verde, blu e grigia pro capite di tutti i paesi è mappata nella Figura S4.</span><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">La IA pro capite dei paesi in via di sviluppo varia molto di più che fra i paesi</span><span style="font-family: Arial,Helvetica,sans-serif;"> sviluppati. Troviamo valori in una gamma fra 550 e 3,800 m3/anno pro capite. Il</span><span style="font-family: Arial,Helvetica,sans-serif;"> limite minimo è occupato dalla Repubblica Democratica del Congo, con 552</span><span style="font-family: Arial,Helvetica,sans-serif;"> m3/anno pro capite. Al limite massimo troviamo la Bolivia (3,468 m3/anno pro</span><span style="font-family: Arial,Helvetica,sans-serif;"> capite), il Niger (3,519 m3/anno pro capite) e la Mongolia (3,775 m3/anno pro</span><span style="font-family: Arial,Helvetica,sans-serif;"> capite). </span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Con il beneficio del dubbio che i valori estremi possano anche essere</span><span style="font-family: Arial,Helvetica,sans-serif;"> parziali in relazione a dati di base scarsi sul consumo e sulla produttività</span><span style="font-family: Arial,Helvetica,sans-serif;"> dell'acqua in quei paesi, le differenze possono essere rintracciate fra le</span><span style="font-family: Arial,Helvetica,sans-serif;"> differenze negli schemi dei consumi da un lato e quelle nella IA dei prodotti</span><span style="font-family: Arial,Helvetica,sans-serif;"> consumati dall'altra. </span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Quello che mostra la classifica nella Figura 3 è che nella</span><span style="font-family: Arial,Helvetica,sans-serif;"> gamma delle relativamente grandi IA pro capite troviamo sia i paesi</span><span style="font-family: Arial,Helvetica,sans-serif;"> industrializzati, sia i paesi in via di sviluppo. I secondi sono nella gamma</span><span style="font-family: Arial,Helvetica,sans-serif;"> generalmente non a causa dei loro grandi consumi – anche se un consumo di</span><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">carne relativamente grande può giocare un ruolo – ma a causa della loro bassa</span><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">produttività dell'acqua – per esempio grande IA per tonnellata di carne</span><span style="font-family: Arial,Helvetica,sans-serif;"> consumata. </span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">In Bolivia, per esempio, il consumo di carne equivale a 1,3 volte la</span><span style="font-family: Arial,Helvetica,sans-serif;"> media, ma la IA per tonnellata di carne è cinque volte la media complessiva. Per</span><span style="font-family: Arial,Helvetica,sans-serif;"> il Niger, il consumo di cereali pro capite è 1,4 volte la media complessiva, ma la</span><span style="font-family: Arial,Helvetica,sans-serif;"> IA dei cereali per tonnellata è sei volte la media mondiale. Se guardiamo alla IA</span><span style="font-family: Arial,Helvetica,sans-serif;"> blu pro capite, i paesi del Sudest Asiatico e del Nord Africa sono al vertice.</span><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;"> </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">I consumatori del Tukmenistan hanno la più grande IA blu di tutti i paesi,</span><span style="font-family: Arial,Helvetica,sans-serif;"> nominalmente 740 m3/anno pro capite in media. Altri paesi con una grande IA</span><span style="font-family: Arial,Helvetica,sans-serif;"> blu sono (in ordine decerescente): Iran (589), Emirati Arabi Uniti (571), Egitto</span><span style="font-family: Arial,Helvetica,sans-serif;"> (527), Libia (511), Tajikistan (474), Arabia Saudita (447) e Pakistan (422</span><span style="font-family: Arial,Helvetica,sans-serif;"> m3/anno pro capite). La IA complessiva media di consumo è di 153 m3/anno pro</span><span style="font-family: Arial,Helvetica,sans-serif;"> capite, che è l'11% della IA totale. La variazione della IA blu fra i diversi paesi</span><span style="font-family: Arial,Helvetica,sans-serif;"> è enorme (Figura S5), molto più ampia della variazione nella IA totale pro</span><span style="font-family: Arial,Helvetica,sans-serif;"> capite (Figura 3). </span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Mentre la IA totale pro capite più grande (Mongolia) è circa</span><span style="font-family: Arial,Helvetica,sans-serif;"> sette volte la più piccola IA totale pro capite (RD del Congo), la differenza nel</span><span style="font-family: Arial,Helvetica,sans-serif;"> caso della IA blu è maggiore di un fattore cento.</span><span style="font-family: Arial,Helvetica,sans-serif;"> </span><br />
<br />
<b><span style="font-family: Arial,Helvetica,sans-serif;">La dipendenza dall'acqua estera dei Paesi</span></b><br />
<br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">Tutte le IA estere di tutti i paesi costituiscono il 22% della IA totale</span><span style="font-family: Arial,Helvetica,sans-serif;"> complessiva. La quota della IA estera, tuttavia, varia da paese a paese. </span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Alcuni</span><span style="font-family: Arial,Helvetica,sans-serif;"> paesi europei, come l'Italia, la Germania, il Regno Unito e l'Olanda hanno una</span><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">IA estera che contribuisce per il 60-95% alla IA totale. Dall'altra parte, alcuni</span><span style="font-family: Arial,Helvetica,sans-serif;"> paesi come il Chad, l'etiopia, l'India, il Niger, la DR del Congo, il Mali,</span><span style="font-family: Arial,Helvetica,sans-serif;"> l'Argentina ed il Sudan hanno delle IA estere davvero piccole, più piccole del</span><span style="font-family: Arial,Helvetica,sans-serif;"> 4% dell'impronta totale. </span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Paesi con una grande IA estera dipendono</span><span style="font-family: Arial,Helvetica,sans-serif;"> apparentemente da risorse di acqua potabile di altri paesi. I paesi con grande</span><span style="font-family: Arial,Helvetica,sans-serif;"> scarsità di acqua che hanno una grande dipendenza dall'acqua estera sono per</span><span style="font-family: Arial,Helvetica,sans-serif;"> esempio: Malta (dipendenza del 92%), Kuwait (90%), Giordania (86%), Israele</span><span style="font-family: Arial,Helvetica,sans-serif;"> (82%), Emirati Arabi Uniti (76%), Yemen (76%), Mauritius (74%), Libano</span><br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">(73%) e Cipro (71%).</span><br />
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<a href="http://1.bp.blogspot.com/-5sJGWETxEIw/T9HPHCm4V5I/AAAAAAAAAQ0/g7Dt4yStj80/s1600/figura3+impronta+dell%27acqua.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="156" src="http://1.bp.blogspot.com/-5sJGWETxEIw/T9HPHCm4V5I/AAAAAAAAAQ0/g7Dt4yStj80/s400/figura3+impronta+dell%27acqua.png" width="400" /></a></div>
<i><span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span><span style="font-family: Arial,Helvetica,sans-serif;">Figura 2. Bilancio dell'acqua virtuale per paese e direzione dei flussi lordi di acqua virtuale collegati</span><span style="font-family: Arial,Helvetica,sans-serif;"> al commercio di prodotti industriali e agricoli durante il periodo 1996–2005. Sono mostrati solo i</span><span style="font-family: Arial,Helvetica,sans-serif;"> più grandi flussi lordi (>15 Gm3∕anno).</span></span></i><br />
<br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;">Non tutti i paesi che hanno una IA estera grande, tuttavia, hanno scarsità di</span><span style="font-family: Arial,Helvetica,sans-serif;"> acqua. In questa categoria ci sono molti paesi nord europei come Olanda e</span><span style="font-family: Arial,Helvetica,sans-serif;"> Regno Unito. Essi dipendono dalle risorse di acqua potabile che si trovano</span><span style="font-family: Arial,Helvetica,sans-serif;"> altrove, ma l'alta dipendenza non è dettata da necessità, perché questi paesi</span><span style="font-family: Arial,Helvetica,sans-serif;"> hanno un ampio spazio per espandere la produzione agricola e così ridurre la</span><span style="font-family: Arial,Helvetica,sans-serif;"> propria dipendenza dall'acqua estera. Per gli Stati Uniti, la dipendenza</span><span style="font-family: Arial,Helvetica,sans-serif;"> dall'acqua estera è del 20% (Figure S6–S8)</span>.<br style="font-family: Arial,Helvetica,sans-serif;" /><span style="font-family: Arial,Helvetica,sans-serif;"></span>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com0tag:blogger.com,1999:blog-33646836.post-6082106555818761362012-06-06T17:26:00.000+02:002012-06-06T17:26:53.165+02:00L'impronta dell'acqua dell'umanità - prima parte<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: large;"><b><i>di
Arjen Y. Hoekstra e Mesfin M. Mekonnen</i></b></span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br /></span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"><i>Dipartimento
di ingegneria e gestione dell'acqua, Università di Twente, P.O. Box 217, 7500
AE Enschede, Olanda.</i></span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"><i>Edito
da Peter H. Gleick,Pacific Institute for Studies in Development, Environment,
and Security, Oakland, CA, and approved December 21, 2011 (ricevuto per la
revisione il 20 Giugno 2011)</i></span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br /></span></div>
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<span style="font-size: x-small;"><b>Questo
studio [presentato in 3 capitoli, NdR] quantifica e mappa l'impronta dell'acqua (IA) dell'umanità con un'alta
risoluzione spaziale. E' una relazione sull'uso consuntivo dell'acqua piovana
(IA verde), delle acque superficiali e sotterranee (IA blu) e sui volumi delle
acque inquinate (IA grigia). </b></span><br />
<br />
<span style="font-size: x-small;"><b>L'impronta dell'acqua è stimata per nazioni da un
punto di vista della produzione e del consumo. I flussi di acqua virtuale
internazionali sono stimati basandosi sullo scambio di merci agricole ed
industriale. La media annuale complessiva dell'impronta dell'acqua nel periodo
1996-2005 è stata di</b><b> 9</b><b>,</b><b>087 Gm3</b><b>∕anno (</b><b>74%
verde, 11% blu, 15 grigio). </b></span><br />
<br />
<span style="font-size: x-small;"><b>La produzione agricola contribuisce per il 92%.
Circa un quinto dell'impronta dell'acqua complessiva è collegata alla
produzione per l'esportazione. Il volume totale dell'acqua internazionale
virtuale collegata allo scambio dei prodotti agricoli ed industriali è stato
di 2</b><b>,</b><b>320 Gm3</b><b>∕anno</b><b> (68% verde, 13%
blu, 19% grigio). L'impronta dell'acqua del consumatore medio è stata di 1</b><b>,</b><b>385 m3</b><b>∕anno</b><b>. Il consumatore
medio degli Stati Uniti ha una IA di 2</b><b>,</b><b>842 m3</b><b>∕anno</b><b>, mentre i cittadini medi di Cina ed India hanno una IA di
1,071 e 1</b><b>,</b><b>089 m3</b><b>∕anno,
rispettivamente</b><b>. </b></span><br />
<br />
<span style="font-size: x-small;"><b>Il consumo dei
cereali da il contributo più grande alla IA del consumatore medio (27%),
seguito dalla carne (22%) e dai prodotti caseari (7%). Il volume, gli schemi di
consumo e la IA per tonnellata di prodotto dei prodotti consumati sono i
principali fattori che determinano la IA di un consumatore. Lo studio illustra
la dimensione complessiva del consumo e dell'inquinamento di acqua, mostrando
che diverse nazioni dipendono fortemente da risorse idriche estere e che molte
nazioni hanno impatti significativi sul consumo e l'inquinamento di acqua
altrove.</b></span></div>
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<span style="font-size: small;">L</span><span style="font-size: small;">e risorse di acqua dolce della Terra sono soggette ad una
pressione sempre maggiore sotto forma di consumo ed inquinamento (1-4). Finora,
i problemi legati alla disponibilità, all'uso ed alla gestione dell'acqua
potabile sono stati affrontati su scala locale, nazionale e di bacino fluviale. </span><br />
<br />
<span style="font-size: small;">Il riconoscimento che le risorse di acqua potabile sono soggette ai cambiamenti
globali e alla globalizzazione, ha portato un certo numero di ricercatori a
sostenere l'importanza di inserire i problemi dell'acqua potabile in un
contesto globale (5-9). </span><br />
<span style="font-size: small;">Rendersi conto della
dimensione globale delle risorse di acqua potabile può essere considerato come
un punto chiave per risolvere alcuni dei problemi di acqua più urgenti (10). </span><br />
<br />
<span style="font-size: small;">Formulando i piani idrici nazionali, i governi hanno adottato una prospettiva
meramente nazionale, puntando a far combaciare la domanda nazionale di acqua
con le forniture. I governi hanno cercato modi per soddisfare gli utilizzatori
di acqua senza considerare la quantità totale della domanda di acqua. Anche sei
oggigiorno i governi considerano le ipotesi di ridurre la domanda d'acqua, in
aggiunta a quelle di aumento delle forniture, generalmente non considerano la
dimensione globale dei modelli di domanda di acqua. </span><br />
<br />
<span style="font-size: small;">Tutti i paesi si scambiano
merci con alta densità di acqua, ma pochi governi considerano esplicitamente
opzioni per risparmiare acqua attraverso l'importazione di prodotti ad alta
intensità di acqua o facendo uso della relativa abbondanza idrica per
produrre merci ad alta intensità di acqua per l'esportazione. </span><br />
<br />
<span style="font-size: small;">Inoltre,
considerando l'uso di acqua all'interno della propria nazione, i governi non
hanno una visione complessiva della sostenibilità del consumo nazionale. Molti
paesi hanno esternalizzato significativamente la loro IA, senza considerare se
i prodotti importati sono collegati all'esaurimento e all'inquinamento
dell'acqua nei paesi produttori. La conoscenza della dipendenza da risorse
idriche esterne è rilevante per un governo nazionale, non solo quando valuta la
sua politica ambientale, ma anche quando verifica la sicurezza alimentare
nazionale. </span><br />
<br />
<span style="font-size: small;">Capire l'impronta dell'acqua (IA) di un paese è molto rilevante per
sviluppare una politica nazionale bene informata. I conti dell'uso
convenzionale nazionale di acqua sono limitati a statistiche su prelievi
d'acqua all'interno del proprio territorio (11-13). I conti della IA nazionale
estendono queste statistiche all'uso di acqua piovana, ai volumi di acqua usata
per l'assimilazione dei rifiuti e aggiungendo i dati sull'uso di acqua, in
altri paesi, per la produzione di merci importate, così come dati sull'acqua
utilizzata per produrre merci da esportazione (14)</span><span style="font-size: small;"> (<b><a href="http://www.pnas.org/content/suppl/2012/02/07/1109936109.DCSupplemental/pnas.1109936109_SI.pdf#SF1"><span style="color: windowtext; font-weight: normal; text-decoration: none;">Figura S1</span></a></b></span><span style="font-size: small;">). </span><br />
<br />
<span style="font-size: small;">La IA è una misura dell'appropriazione delle risorse di acqua potabile da parte
degli esseri umani ed ha tre componenti: blu, verde e grigio (8, 14). </span><br />
<br />
<span style="font-size: small;">La IA blu
si riferisce al consumo di risorse idriche blu (acque superficiali e
sotterranee), il cui consumo si riferisce al volume d'acqua che evapora o che
non sia incorporato in un prodotto. La IA blu così è spesso più piccola del
prelievo d'acqua, perché in genere parte di un ritorno del prelievo d'acqua
alla terra o alle acqua di superficie. </span><br />
<br />
<span style="font-size: small;">La IA verde è il volume dell'acqua verde
(acqua piovana) consumata, che è particolarmente rilevante nella produzione dei
cereali. La IA grigia è invece un indicatore del grado di inquinamento dell'acqua
potabile ed è definito come il volume di acqua potabile richiesta per
assimilare il carico di inquinanti, basato sullo standard di qualità delle
acque esistenti in ambiente. Quantificare e mappare le IA nazionali è stato un
campo di studi in evoluzione da quando è stato introdotto il concetto di IA,
all'inizio di questo secolo (15). Un primo studio complessivo sulle IA è stato
portato a termine da Hoekstra e Hung
(16); un altro studio, molto più globale, è stato condotto da Hoekstra e Chapagain
e riportato in diverse pubblicazioni successive (8, 17–20). </span><br />
<br />
<span style="font-size: small;">L'attuale studio è
la terza valutazione complessiva delle IA nazionali che migliora, rispetto alle
valutazioni precedenti, in diversi aspetti, come verrà elaborato sotto.
L'obiettivo di questo studio è quello di stimare la IA dell'umanità attraverso
la quantificazione delle IA dei diversi paesi sia dal punto di vista del
consumo sia da quello della produzione. </span><br />
<br />
<span style="font-size: small;">Per prima cosa, quantifichiamo e mappiamo,
ad alta risoluzione spaziale, le AI verdi, blu e grigie all'interno degli Stati
associati alla produzione agricola ed industriale ed al consumo domestico. In
un secondo momento, stimiamo il flusso virtuale internazionale di acqua
collegato al commercio di merci agricole ed industriali. Infine quantifichiamo
il consumo per tutti i paesi del mondo, distinguendo per ogni paese fra AI di
consumo nazionale interno ed esterno. </span><br />
<br />
<span style="font-size: small;">Nello svolgersi dello studio, noi
distinguiamo esplicitamente fra AI verdi, blu e grigie. Stimiamo le medie
annuali per il periodo 1996-2005, che è stato il più recente periodo decennale
per il quale tutti i gruppi di dati potevano essere raccolti al tempo
dell'esecuzione dei calcoli. Lo studio attuale è più globale e dettagliato dei
due precedenti studi sulle IA (8, 16). Rispetto al lavoro precedente, lo studio migliora sotto diversi aspetti. </span><br />
<br />
<span style="font-size: small;">Primo, applichiamo
una risoluzione spaziale di 5 × 50 nella
stima della IA per la produzione di cereali, per la produzione industriale e
per il consumo domestico. Secondo, nel caso della produzione di cereali,
facciamo un'esplicita distinzione fra la IA verde e quella blu (cosa che non è
stata fatta nei precedenti studi sulla IA complessiva) ed ora includiamo la IA
grigia nella valutazione complessiva. Terzo, facciamo uso di stime migliori
della composizione dei mangimi per gli animali da allevamento e distinguiamo
tre diversi sistemi di produzione animale (pascolo, misto ed industriale) in
ogni paese, tenendo conto della relativa presenza di quei tre sistemi. Quarto,
distinguiamo esplicitamente fra IA blu e grigia nella produzione industriale e
nel consumo domestico e consideriamo la copertura del trattamento delle acque
reflue per ogni paese. Infine, applichiamo un approccio dal basso verso l'alto
nella stima della IA del consumo nazionale di prodotti agricoli, che è meno
sensibile agli scambi di dati dell'approccio dall'alto verso il basso che era
stato applicato nei primi studi (8, 16). </span><br />
<br />
<span style="font-size: small;">Inoltre, adottare un approccio dal
basso verso l'alto ci permette di valutare la IA per paese in un modo
dettagliato per ogni categoria di consumo, il che non era possibile negli studi
iniziali che adottavano l'approccio dall'alto verso il basso. Il presente
articolo si basa su due studi precedenti degli stessi autori. Abbiamo riportato
le IA verdi, blu e grigie dei cereali e dei prodotti derivati nei riferimenti
21 e 22 ed abbiamo documentato le IA verdi, blu e grigie degli animali da
cortile e dei prodotti animali nel riferimento 23.</span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"><b>Risultati</b></span></div>
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<span style="font-size: small;"><br /></span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><b>La IA
della produzione nazionale.</b></span><span style="font-size: small;"> La figura
1 mostra l'Impronta dell'acqua dell'umanità ad un'alta risoluzione spaziale.
Cina, India e Stati Uniti sono i paesi con la IA totale più grande all'interno
dei loro territori, con IA totali di 1,207, 1,182 e 1,053 Gm3∕anno,
rispettivamente.</span><br />
<br />
<span style="font-size: small;">Circa il 38% della IA della produzione complessiva si trova in
questi tre paesi. Il paese successivo in classifica è in Brasile con una IA
totale all'interno del proprio territorio di 482 Gm3∕anno. L'India è il paese con
la più alta IA blu all'interno del proprio territorio: 243 Gm3∕anno, che è il
24% della IA blu globale. L'irrigazione del grano è il processo che richiede la
parte più grande (33%) della IA blu dell'India, seguito dall'irrigazione del
riso (24%) e dall'irrigazione della canna da zucchero (16%). </span><br />
<br />
<span style="font-size: small;">La Cina è il paese
con la IA grigia all'interno dei propri confini: 360 Gm3∕anno, che è il 26% del
grigio globale. <a href="http://www.pnas.org/content/suppl/2012/02/07/1109936109.DCSupplemental/pnas.1109936109_SI.pdf#SF2"><span style="color: windowtext; text-decoration: none;">Figura S2</span></a>
mostra le mappe mondiali delle IA verdi, blu e grigie all'interno degli Stati
nel periodo 1996-2005. In tutti gli Stati, la IA collegata alla produzione
agricola ha la fetta più grande nel totale della IA all'interno del paese. </span><br />
<br />
<span style="font-size: small;">La
Cina e gli Stati Uniti hanno le più grandi IA nei loro territori in relazione
alla produzione industriale; il 22% della IA globale si trova in Cina ed il 18%
negli Stati Uniti. Il Belgio è il paese in cui la produzione industriale
impiega la parte più ampia nella IA totale.
La IA delle industrie in Belgio, contribuisce per il 41% dalla IA totale
del paese; la produzione agricola contribuisce ancora per il 53% qui. La <a href="http://www.pnas.org/content/suppl/2012/02/07/1109936109.DCSupplemental/pnas.1109936109_SI.pdf#SF3"><span style="color: windowtext; text-decoration: none;">Figura S3</span></a>
mostra la mappa mondiale con le IA della produzione agricola e in relazione con
il consumo domestico</span><span style="font-size: small;">.</span></div>
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<span style="font-size: small;"><br /></span></div>
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" width="640" /><br />
<span style="font-size: x-small;">Fig. 1. L'impronta dell'acqua dell'umanità nel periodo
1996-2005. I dati sono mostrati in millimetri per anno su una griglia di</span><span style="font-size: x-small;">
</span><span style="font-size: x-small;">5 </span><span style="font-size: x-small;">× </span><span style="font-size: x-small;">5</span><span style="font-size: x-small;">0</span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br /></span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br /></span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">La IA
complessiva collegata alla produzione agricola, industriale e del consumo
domestico per il periodo 1996-2005 è stata di 9,087 Gm3∕anno (74% vered, 11 blu
e 15 grigia; vedi tavola 1). </span><br />
<br />
<span style="font-size: small;">La produzione agricola prende la quota più grande,
contando per il 92% della IA totale. La produzione industriale contibuisce per
il 4,4% ed il consumo domestico per il 3,6%. La IA complessiva per produrre
beni per l'esportazione è di 1,762 Gm3∕anno. Nel settore agricolo, il 19% della
IA totale riguarda la produzione per l'esportazione; nel settore industriale
questa corrisponde al 41%. La IA corrispondente al consumo domestico non è in
nessun modo relativa all'esportazione. Presa come una media fra tre settori di
uso, troviamo che il 19% della IA complessiva non è per il consumo interno ma
per l'esportazione.</span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br /></span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><b>Flussi
di Acqua Virtuale Internazionale</b></span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br /></span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">La
somma complessiva dei flussi di acqua virtuale internazionale per il commercio
di prodotti agricoli ed industriali nel periodo 1996-2005 è stato in media
di 2,320 Gm3∕anno (68% verde, 13% blu e
19% grigio). </span><br />
<br />
<span style="font-size: small;">La quota più grande (76%) dei flussi di acqua virtuale
internazionale fra i paesi è collegata al commercio internazionale dei cereali
e prodotti derivati. Il commercio in prodotti animali ed industriali hanno
contribuito per il 12% rispettivamente ai flussi complessivi di acqua virtuale.
Il volume complessivo dei flussi di acqua virtuale relativi ai prodotti interni
è stato 1,762 Gm3/anno. </span><br />
<br />
<span style="font-size: small;">I flussi internazinali lordi di acqua virtuale sono
presentati nella Tavola 2. Come media complessiva, le quote blu e verde nella
AI totale dei prodotti commerciati a livello internazionale sono leggermente
maggiori di quelle del consumo domestico, il che significa che i beni da
esportazione sono più fortemente legati al consumo di acqua ed all'inquinamento
delle acque di superficie e sotterranee di quanto lo siano quelli non da
esportazione. </span><br />
<br />
<span style="font-size: small;">La componente verde nella IA totale è dei prodotti del commercio
internazionale è del 68%, mentre è del 74% della produzione complessiva totale.
I maggiori importatori lordi di acqua virtuale, che insieme contano più della
metà dell'export di acqua virtuale complessiva, sono gli Stati Uniti (314
Gm3/anno), la Cina (143 Gm3/anno), l'India (125 Gm3/anno, il Brasile (112
Gm3/anno), Argentina (98 Gm3/anno), Canada (91 Gm3/anno), Australia (89
Gm3/anno), Indonesia (72 Gm3/anno), Francia (65 Gm3/anno) e Germania (64
Gm3/anno). Stati Uniti, Pakistan, India, Australia, Uzbekistan, Cina e Turchia
sono i più grandi esportatori di acqua virtuale blu, contando il 49%
dell'export di acqua virtuale totale. </span><br />
<br />
<span style="font-size: small;">Tutti questi paesi sono parzialmente
sotto stress idrico (24-26), che fa emergere la questione se la scelta
implicita o esplicita di consumare le limitate risorse di acqua blu per l'esportazione
sia sostenibile e più efficiente. Strettamente collegata a questo problema è la
questione di quanto la scarsità si rifletta sul prezzo dell'acqua in questi
paesi. Dato il fatto che tutte le esternalità e una scarsità di pagamento
raramente vengono incluse nel prezzo dell'acqua, in modo particolare
l'agricoltura, non ci si può aspettare che gli schemi di produzione e commercio
tengano conto automaticamente degli schemi di scarsità regionale di acqua.</span><br />
<span style="font-size: small;"> </span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">I
maggiori importatori lordi di acqua virtuale sono Stati Uniti</span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">(234
Gm3∕anno), Giappone (127 Gm3∕anno), Germania (125 Gm3∕anno), Cina</span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">(121
Gm3∕anno), Italia (101 Gm3∕anno), Messico (92 Gm3∕anno), Francia</span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">(78
Gm3∕anno), Regno Unito (77 Gm3∕anno) e Olanda</span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">(71
Gm3∕anno).</span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">La
Figura 2 [inclusa nel prossimo capitolo NdR] mostra il bilancio idrico virtuale per ogni paese ed i più grandi
flussi lordi di acqua virtuale. I paesi rappresentati in verde hanno un
bilancio negativo, il che significa che hanno un'esportazione al netto di acqua
virtuale. I paesi rappresentati dal giallo al rosso hanno un'importazione al
netto di acqua virtuale. I più grandi esportatori al netto di acqua virtuale si
trovano in Nord e Sud America (Stati Uniti, Canada, Brasile e Argentina), Asia
del Sud (India, Pakistan, Indonesia e Tailandia) e Australia. I più grandi
importatori al netto di acqua virtuale sono Nord Africa e Medio oriente,
Messico, Europa, Giappone e Corea del Sud.</span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">La
quota più grande dei flussi internazionali di acqua virtuale è collegata al
commercio di semi oleosi (compresi cotone, semi di soia, olio di palma,
girasole, semi di colza ed altri) e dei loro derivati. </span><br />
<br />
<span style="font-size: small;">Questa categoria conta
per il 43% della somma totale dei flussi internazionali di acqua. Più della
metà di questa quantità è collegata al commercio dei prodotti del cotone; circa
un quinto è collegato al commercio dei semi di soia. Gli altri prodotti con una
larga quota nei flussi di acqua virtuale globali sono i cereali (17%), i
prodotti industriali (12,2%), il caffè, il the e il cacao (7,9%) e i prodotti
dei bovini da carne (6,7%).</span></div>
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<span style="font-size: small;"><br /></span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div align="center" class="Standard" style="font-family: Arial,Helvetica,sans-serif; text-align: center;">
<span style="font-size: x-small;">Tavola
1. Impronta dell'Acqua complessiva della produzione (1996–2005)</span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><br /></span></div>
<div class="Standard" style="font-family: Arial,Helvetica,sans-serif;">
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" 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<br />lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com0tag:blogger.com,1999:blog-33646836.post-91364747148025222932012-06-04T16:33:00.000+02:002012-06-04T16:33:41.038+02:00Il prezzo dei petroli<br />
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<b><i><span style="font-size: 10pt;">Originale in spagnolo su
</span></i><a href="http://crashoil.blogspot.it/2012/03/el-precio-de-los-petroleos.html"><i><span style="color: windowtext; font-size: 10pt; text-decoration: none;">The Oil Crash</span></i></a><i><span style="font-size: 10pt;">. Traduzione di
Massimiliano Rupalti</span></i></b></div>
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<i><b><span style="font-size: large;">Di Luis Cosin</span></b></i> </div>
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<a href="http://1.bp.blogspot.com/-dEQtLZwhq_8/T8zGFbCvHkI/AAAAAAAAAQM/0sWkkudU5-c/s1600/petrolio-scende-a-dollari-barile-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://1.bp.blogspot.com/-dEQtLZwhq_8/T8zGFbCvHkI/AAAAAAAAAQM/0sWkkudU5-c/s400/petrolio-scende-a-dollari-barile-1.jpg" width="400" /></a></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: #222222; font-size: 15pt;">1. Prezzo
del petrolio o prezzo dei petroli?</span></b></div>
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<span style="color: #222222;">Come commentato in un precedente </span><a href="http://aspoitalia.blogspot.it/2012/03/perche-le-riserve-di-combustibili.html"><span style="color: windowtext; text-decoration: none;">post</span></a><span style="color: #222222;">:<br />
<b style="mso-bidi-font-weight: normal;">Non esiste un petrolio, ma molti, </b>con
proprietà fisiche e chimiche molto diverse, che condizionano le loro
possibilità di sfruttamento e, pertanto, il loro valore.</span></div>
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<span style="color: #222222;">Per questo motivo, parlerò deliberatamente di <b>petroli </b>e
non di <b>petrolio </b>durante questo post.</span></div>
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<a href="http://it.wikipedia.org/wiki/Raffineria_di_petrolio"><span style="color: windowtext; text-decoration: none;">Raffineria di Petrolio</span></a></div>
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<span style="color: #222222;">Di base, nella formazione del prezzo di un petrolio
intervengono:</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">I suoi <b style="mso-bidi-font-weight: normal;">costi di
produzione e la sua disponibilità </b>(dove intervengono i costi di produzione
e il tipo di contratto).</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Le sue <b style="mso-bidi-font-weight: normal;">possibilità di
utilizzo </b>(fondamentalmente i suoi costi di raffinazione e la possibilità di
ottenere prodotti di valore)</span></div>
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<b><span style="color: #222222; font-size: 15pt;">2. Tipi di
greggio e possibilità di uso</span></b></div>
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<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">Stechiometricamente, la composizione media dei petroli sarebbe <b style="mso-bidi-font-weight: normal;">85%C, 12%H y 3% S+O+N</b>, oltre a vari
elementi metallici. Tuttavia, esistono tipi molto diversi di greggio in
funzione delle sue proprietà e delle sue possibilità di utilizzo. <b style="mso-bidi-font-weight: normal;">Questo è un fattore determinante per il suo
prezzo.</b></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">A seconda della sua <b style="mso-bidi-font-weight: normal;">densità</b>,
che determina la proporzione di <b>pesante e volatile, </b>di solito si
classificano come <b>leggeri e pesanti. </b>La densità si misura in gradi API
(American Petroleum Institute).</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">La<a href="http://it.wikipedia.org/wiki/Gradi_API" target="_blank"> densità API</a> è una misura di densità che descrive quanto il
petrolio sia denso, paragonandolo all'acqua. Se i gradi API sono superiori a
10, è meno denso dell'acqua, pertanto vi galleggerebbe. I petroli si <a href="http://en.wikipedia.org/wiki/Petroleum#Classification" target="_blank">classificano</a> in leggeri, medi, pesanti e extra pesanti, a seconda della loro
misura di densità API:<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Greggio <b style="mso-bidi-font-weight: normal;">leggero </b>(“light”),
è definito come quello che ha le densità maggiori di 31,1° API.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Greggio <b style="mso-bidi-font-weight: normal;">medio </b>(“medium”),
è quello che ha una densità fra i 22,3 e i 33,1°API.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Greggio <b style="mso-bidi-font-weight: normal;">pesante </b>(“heavy”),
è quello che ha una densità fra i 10 e i 22,3° API.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Greggio <b style="mso-bidi-font-weight: normal;">extrapesante </b>(“extraheavy”)
e quello che ha densità minori di 10° API.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<a href="http://it.wikipedia.org/wiki/Gradi_API"><span style="color: windowtext; text-decoration: none;"><br /></span></a></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">I petroli più <b>leggeri </b>producono una maggior quantità di <b>prodotti
volatili </b>(gas, benzina, kerosene e gasolio), pertanto il loro rendimento
energetico ed economico è maggiore. I più <b>pesanti, </b>richiedono
trattamenti costosi come il <b style="mso-bidi-font-weight: normal;">cracking </b>e
l'<b style="mso-bidi-font-weight: normal;">idrogenazione </b>per generare
prodotti di maggior valore. A seconda della loro <b>composizione, </b>si
classificano in:</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><b style="mso-bidi-font-weight: normal;"><span style="color: #222222;">Paraffinici; </span></b><span style="color: #222222;">contengono prevalentemente
idrocarburi lineari o ramificati di catena lunga (esano, eptano, ottano e
paraffine più pesanti). Le <a href="http://it.wikipedia.org/wiki/Paraffina" target="_blank">paraffine</a> di catena ramificata si definiscono
solitamente anche <b>isoparaffine</b>. Richiedono trattamenti di <b>isomerizzazione
</b>(costosi) in <b>unità di reforming catalitico </b>per migliorare l'indice
di ottani, evitare la formazione di gomme e residui solidi e poter essere così
utilizzati come combustibili di qualità.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
</div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><b style="mso-bidi-font-weight: normal;"><span style="color: #222222;">Naftenici</span></b><span style="color: #222222;">, contengono una
percentuale elevata di idrocarburi ciclici non aromatici, chiamati <b>nafteni </b>(ciclopentano,
cicloetano, ecc. ed i loro derivati). Richiedono la loro conversione in
aromatici (trattamento di <b>deidrogenazione </b>in <b>unità di reforming
catalitici</b>) per migliorare l'indice di ottani delle sue nafte.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><b style="mso-bidi-font-weight: normal;"><span style="color: #222222;">Aromatici</span></b><span style="color: #222222;">, che contengono una
percentuale significativa di <a href="http://it.wikipedia.org/wiki/Composti_aromatici" target="_blank">aromatici</a> (idrocarburi basati su anelli di
benzene: aniline, asfalteni, ecc.)</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
</div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">Sono i migliori combustibili, ma molti di loro sono <b>pericolosi
per la salute, </b>per cui è necessario controllare che la loro presenza nelle
miscele non superi certi limiti. A seconda del suo <b>contenuto di zolfo </b>(un
parametro che, come vedremo, è fondamentale per determinare lo schema operativo
di una raffineria), i petroli si classificano per gradazioni:</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">da <b style="mso-bidi-font-weight: normal;">Dolci</b>, o
“sweet”,con basso contenuto, inferiore
allo 0,5% della massa</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">ad <b style="mso-bidi-font-weight: normal;">Acidi</b>, o “sour”,
con alto contenuto, superiore allo 0,5% della massa.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">L'estrazione <b>dell'eccesso di zolfo </b>per mezzo <b>dell'idrodesolfurazione
</b>ad alta temperatura:</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">C<span style="position: relative; top: 4pt;">n</span>H<span style="position: relative; top: 4pt;">m</span>S + 2H<span style="position: relative; top: 4pt;">2 </span>-> C<span style="position: relative; top: 4pt;">n</span>H<span style="position: relative; top: 4pt;">m+2 </span>+ H<span style="position: relative; top: 4pt;">2</span>S (gas)</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">E' necessaria per minimizzare gli effetti della corrosione
generata dai residui della combustione (ossidi di zolfo <b style="mso-bidi-font-weight: normal;">SO<span style="position: relative; top: 4pt;">x</span></b>,
che reagiti con acqua formano acidi solforosi e solforici) garantendo un minimo
di deposito ed aderenze. Il <b style="mso-bidi-font-weight: normal;">solfuro di
idrogeno, H<span style="position: relative; top: 4pt;">2</span>S</b>,
è un gas <b style="mso-bidi-font-weight: normal;">estremamente pericoloso, </b>velenoso
ed infiammabile e la sua presenza nell'atmosfera è monitorizzata costantemente
negli impianti di raffinazione. Per il loro contenuto di <b>metalli pesanti ed
altri avvelenatori di catalizzatori, </b>tipicamente:<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><b style="mso-bidi-font-weight: normal;"><span style="color: #222222;">Metalli pesanti </span></b><span style="color: #222222;">come il Piombo o il Vanadio
(uno dei contaminanti più abituali)</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><b style="mso-bidi-font-weight: normal;"><span style="color: #222222;">Veleni </span></b><span style="color: #222222;">come l'arsenico</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">Rendono difficili o impossibili il loro trattamento in unità di
processamento, poiché distruggono i catalizzatori necessari perché abbiano
luogo le reazioni che si sviluppano nel processo di raffinazione. .</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">Lista di <a href="http://www.atmosferis.com/2011/07/crudos-comerciales.html" target="_blank">greggi commerciali</a> (link originale in spagnolo, NdR):</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; font-family: Arial,Helvetica,sans-serif; width: 640px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #F79646; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Paese
/ Area</span></div>
</td>
<td style="background: #F79646; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #F79646; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Greggio</span></div>
</td>
<td style="background: #F79646; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #F79646; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #F79646; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">API
º</span></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #B8CCE4; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Leggero</div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Abu Dhabi</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Murban</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
40,5</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Medio</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Abu Dhabi
negli Emirati Arabi Uniti</div>
</td>
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Zakum superiore</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
33,1</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #BFBFBF; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Pesante</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Angola</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Leva</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
40,1</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Angola</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Cabinda</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
31,7</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Angola </div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Takula</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
32,4</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Arabia
Saudita</div>
</td>
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Arab Extra
Ligth</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
37,2</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Arabia
Saudita</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Arab Ligth</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
33,3</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td colspan="2" style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Arabia
Saudita</div>
</td>
<td colspan="2" style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Media
arabi</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
28,5</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td colspan="2" style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Arabia
Saudita</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Arab Heavy</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
27,4</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Algeria</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Sharan
miscela 45,5 API</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
45,5</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Australia</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Grifone</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
55</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Camerun</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Kole
Marine</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
32,6</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Camerun</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Lokele</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
<span style="color: black;">20,7</span></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 14;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Porcellana</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Daqing
(Taching)</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
32,6</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 15;">
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Colombia</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Caño Limón</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
29,3</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 16;">
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Congo</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Miscela
Dejno</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
27,6</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 17;">
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Alaska USA</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Nord Slope
dell'Alaska ANS</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
27,5</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 18;">
<td colspan="2" style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
<span style="color: black;">USA
California</span></div>
</td>
<td colspan="2" style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
<span style="color: black;">San
Joaquin Valley</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
<span style="color: black;">15,7</span></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 19;">
<td colspan="2" style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
<span style="color: black;">USA
California</span></div>
</td>
<td colspan="2" style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
<span style="color: black;">Huntington
Beach</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
<span style="color: black;">20,7</span></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 20;">
<td colspan="2" style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
<span style="color: black;">Mississippi
Stati Uniti</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Baxterville</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
<span style="color: black;">16,3</span></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 21;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Texas USA</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="3" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 180.0pt;" valign="bottom" width="240"><div class="TableContents">
West Texas
Intermediate WTI</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
40,8</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 22;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Texas USA</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
West Texas
Sour (WTS)</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
33,9</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 23;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Gabon</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Gambero</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
31.4</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 24;">
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Gabon</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Miscela
Mandji</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
30,1</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 25;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Indonesia</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Mines
(Sumatra ligth)</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
34,5</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 26;">
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Indonesia</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
<span style="color: black;">Duri
(Sumatra Heavy)</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
<span style="color: black;">21,3</span></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 27;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Iraq</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Miscela
Kirkuk</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
35,1</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 28;">
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Iraq</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Basrah
Media</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
31,1</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 29;">
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Iraq</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Heavy
Basrah</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
24,7</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 30;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Iran</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Iranian
Ligth</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
33,7</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 31;">
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Iran</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Iranian
Heavy</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
30,9</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 32;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Kazakhstan</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Tengiz</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
47,2</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 33;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Libia</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Bu Attifel</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
43,3</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 34;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Libia</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Sider è</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
37</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 35;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Malaysia</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Tapis
blend</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
45,9</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 36;">
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Mare del
Nord</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Miscela
Flotta</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
34,7</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 37;">
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Mare del
Nord</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Brent</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
38,3</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 38;">
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Norvegese
del Mare del Nord</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Osberg</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
33,4</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 39;">
<td colspan="2" style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
<span style="color: black;">Norvegese
del Mare del Nord</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Smeraldo</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
<span style="color: black;">22</span></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 40;">
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
UK Mare
del Nord</div>
</td>
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Quaranta
blend</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
40,5</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 41;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Messico</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Istmo</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
33,3</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 42;">
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Messico</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Maya</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
<span style="color: black;">22,2</span></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 43;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Nigeria</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Brass
fiume</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
42,8</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 44;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Nigeria</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Escarvos</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
36,4</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 45;">
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Nigeria</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Bonny
Media</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
25,2</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 46;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Nigeria</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Bonny
Ligth</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
33,8</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 47;">
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Nigeria</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Forcados</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
29,6</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 48;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Russia</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Export
Miscela Russo</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
31,8</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 49;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Venezuela</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Ufficio</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
33,3</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 50;">
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Venezuela</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Tia Juana
Ligth</div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5D9F1; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
31,8</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 51;">
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Venezuela</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Tavolo</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
29,8</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 52;">
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
Venezuela</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td colspan="2" style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 120.0pt;" valign="bottom" width="160"><div class="TableContents">
Tia Juana
Media 26</div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #C5BE97; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
26,9</div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 53;">
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Venezuela</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Mery</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
<span style="color: black;">18</span></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 54;">
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Venezuela</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Bachaquero</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div align="right" class="TableContents" style="text-align: right;">
<span style="color: black;">16,8</span></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
<td style="background: white; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 55; mso-yfti-lastrow: yes;">
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<span style="color: black;">Venezuela</span></div>
</td>
<td style="background: #A5A5A5; padding: 0cm .5pt 0cm .5pt; width: 60.0pt;" valign="bottom" width="80"><div class="TableContents">
<br /></div>
</td>
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<span style="color: black;">Boscan</span></div>
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10,1</div>
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<b><span style="color: #222222; font-size: 15pt; line-height: 140%;">3. La raffinazione dei petroli e la sua influenza sul loro
prezzo</span></b></div>
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<span style="color: #222222;"><br />
Il primo passo per utilizzare i petroli è la loro <b><a href="http://it.wikipedia.org/wiki/Raffineria" target="_blank">raffinazione,</a> un processo
che in realtà si “progetta”</b> sulle caratteristiche del <b>greggio che si
andrà a processare </b>ed i <b>prodotti </b>che da esso si desidera ottenere.
Da un punto di vista semplificato, una raffineria è un insieme di unità di
processamento collegate in uno <b>schema di raffinazione</b>. In ognuna di
queste si porta a termine un singola operazione.</span></div>
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<br /></div>
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<span style="color: #222222;">Lo schema di raffinazione <b>è andato mutando durante gli ultimi
anni, </b>aumentando in complessità nella misura in cui:</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Diminuiva la <b>disponibilità di greggi di alta qualità </b>(leggeri
e dolci, “sweet light”) ed i margini ottenuti con essi</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Aumentava <b>l'esigenza delle specifiche </b>dei prodotti
(benzine, gasoli, keroseni, nafte...): contenuto di zolfo, di azoto, indice di
ottani, contenuto in gomma, ecc.</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Aumentavano le <b>restrizioni ambientali: </b>fumi, effluenti,
cattivi odori, ecc.</span></div>
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<br /></div>
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<span style="color: #222222;">I <b>prodotti intermedi e finali </b>ottenuti dalla raffinazione
di un petrolio e la loro <b>valutazione a prezzi di mercato </b>determinano il <b>prezzo
massimo </b>al quale si può pagare il greggio. Si chiama <b>potere di
conversione </b>di una raffineria alla capacità di ottenere <b>prodotti più
leggeri </b>(gas, nafte, keroseni e gasoli) a partire da un determinato
greggio. Ad un <b>maggior potere di conversione corrisponde un maggior margine,
</b>ma anche <b>maggior complessità.</b> Uno schema tipico di una raffineria è
il seguente:</span></div>
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<a href="http://2.bp.blogspot.com/-yxhhGYFCFxM/T2t6MEnzg5I/AAAAAAAAATU/cWZv620U6Sw/s640/El+precio+de+los+petr%C3%B3leos_html_732a4151.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="280" src="http://2.bp.blogspot.com/-yxhhGYFCFxM/T2t6MEnzg5I/AAAAAAAAATU/cWZv620U6Sw/s400/El+precio+de+los+petr%C3%B3leos_html_732a4151.jpg" width="400" /></a></div>
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<span style="color: #222222;"> </span></div>
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<span style="color: #222222;">Principali <a href="http://www.miliarium.com/Bibliografia/Monografias/MareasNegras/ComposicionPetroleo.asp" target="_blank">estrazioni dei petroli greggi</a>:</span></div>
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<tbody>
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<br /></div>
</td>
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<span class="StrongEmphasis"><span style="font-size: 10pt;">Prodotto</span></span></div>
</td>
<td style="background: #FAFADB; padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 124.65pt;" width="166"><div align="center" class="TableContents" style="text-align: center;">
<span class="StrongEmphasis"><span style="font-size: 10pt;">Intervallo Di Temperatura Di Ebollizione</span></span></div>
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<span class="StrongEmphasis"><span style="font-size: 10pt;">Applicazioni</span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt;">Frazioni leggere</span></b></div>
</td>
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<span style="font-size: 10pt;">Gas
di raffineria</span></div>
</td>
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<span style="font-size: 10pt;"><20
º C</span></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 151.3pt;" width="202"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Carburante
per la raffineria</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 89.0pt;" width="119"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">GPL</span></div>
</td>
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<span style="font-size: 10pt;"><20
º C</span></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 151.3pt;" width="202"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Riscaldamento
domestico e industriale</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 89.0pt;" width="119"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Benzina</span></div>
</td>
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<span style="font-size: 10pt;">40-150
° C</span></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 151.3pt;" width="202"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Carburante
per autotrazione</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 89.0pt;" width="119"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Nafta
pesante</span></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 124.65pt;" width="166"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">150-200
° C</span></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 151.3pt;" width="202"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Materie
prime per le sostanze chimiche, solventi.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td rowspan="2" style="background: #FAFADB; padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 71.3pt;" width="95"><div align="center" class="TableContents" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt;">Frazioni Sox</span></b></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 89.0pt;" width="119"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Cherosene</span></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 124.65pt;" width="166"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">170-250
° C</span></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 151.3pt;" width="202"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Illuminazione
di carburante lampada per turbojet</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 89.0pt;" width="119"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Gasolio</span></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 124.65pt;" width="166"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">250-320
° C</span></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 151.3pt;" width="202"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Carburanti,
gasolio da riscaldamento domestico</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td rowspan="3" style="background: #FAFADB; padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 71.3pt;" width="95"><div align="center" class="TableContents" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt;">Frazione pesante </span></b></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 89.0pt;" width="119"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Olio
combustibile leggero</span></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 124.65pt;" width="166"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">340-4001C</span></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 151.3pt;" width="202"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Carburante
per navi, locomotive, ecc.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 89.0pt;" width="119"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Olio
combustibile denso</span></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 124.65pt;" width="166"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">400-500
° C</span></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 151.3pt;" width="202"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Materia
prima per lubrificanti, cere, creme e oli.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 89.0pt;" width="119"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Asfalto</span></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 124.65pt;" width="166"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">>
500 ° C</span></div>
</td>
<td style="padding: 1.4pt 1.4pt 1.4pt 1.4pt; width: 151.3pt;" width="202"><div align="center" class="TableContents" style="text-align: center;">
<span style="font-size: 10pt;">Pavimentazioni,
coperture, impermeabilizzazioni, ecc.</span></div>
</td>
</tr>
</tbody></table>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<a href="http://www.miliarium.com/Bibliografia/Monografias/MareasNegras/ComposicionPetroleo.asp"><span style="color: windowtext; text-decoration: none;"><br /></span></a></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">Normalmente, le raffinerie sono integrate in <b>grandi complessi
petrolchimici</b> con impianti chimici che utilizzano alcune delle correnti di
uscita delle unità come materia per il suo primo processamento. Per esempio:</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Fabbricare <b style="mso-bidi-font-weight: normal;">monomeri </b>per
plastiche (crackers di nafta per fabbricare etilene, propilene, ecc.).</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><b style="mso-bidi-font-weight: normal;"><span style="color: #222222;">Lubrificanti</span></b><span style="color: #222222;">, a partire da basi
lubrificanti.</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Produzione di <b style="mso-bidi-font-weight: normal;">elettricità.</b></span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Immagazzinamento di <b style="mso-bidi-font-weight: normal;">GLP.</b></span></div>
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<span style="color: #222222;">•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="color: #222222;">...ecc</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt;">
<br /></div>
<div class="Heading1" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin: 0cm 0cm 0.0001pt;">
<b><span style="color: #222222; font-size: 15pt; line-height: 140%;">4. Tipi di contratto petrolifero</span></b></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">I <b style="mso-bidi-font-weight: normal;">tipi di contratto di </b>di
esplorazione e produzione hanno un impatto fondamentale sulla disponibilità di
greggio per l'esportazione e sul suo prezzo finale. Ogni contratto petrolifero
è il risultato di una negoziazione <b>unica ed irripetibile </b>nella quale
intervengono:</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Il <b>potere di negoziazione </b>dello stato o compagnia che
cedono i diritti. Non si negozia allo stesso modo negli Stati Uniti, Europa o
Arabia Saudita che negli altri paesi.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Il <b style="mso-bidi-font-weight: normal;">potere di negoziazione
</b>della compagnia operatrice, le sue capacità tecniche, le alternative
esistenti, ecc.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">E sopra entrambe, il <b>rischio di esplorazione, </b>cioè,
l'incertezza sulla quantità di greggio e la capacità di produzione (un
contratto per produrre nel Golfo Persico non è la stessa cosa di uno per
produrre nell'Artico).</span></div>
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<br /></div>
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<span style="color: #222222;">Una <b><a href="http://idbdocs.iadb.org/wsdocs/getdocument.aspx?docnum=975416" target="_blank">cattiva pianificazione</a> </b>dei contratti può allontanare
le imprese, avere effetti controproducenti e condurre ad un disimpegno non
ottimale:</span></div>
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<br /></div>
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<span style="color: #222222;">In accordo con la <b>proprietà della risorsa, </b>intesa come la
capacità di <b>definire i prezzi, i volumi ed i mercati </b>per la produzione,
abbiamo due principali tipi di contratto:</span></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><b style="mso-bidi-font-weight: normal;"><span style="color: #222222;">Sistemi Contrattuali</span></b><span style="color: #222222;">, nei quali la proprietà
appartiene, generalmente, allo <b>Stato o alla compagnia nazionale, </b>che
retribuisce in modo diversi la compagnia. Questo tipo di contratto limitano il
margine di attuazione delle compagnie appaltatrici e aumentano il rischio
morale. All'interno dei Sistemi Contrattuali, ci sono varie modalità:</span></div>
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<br /></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><b style="mso-bidi-font-weight: normal;"><span style="color: #231f20;">Contratti di Servizio, </span></b><span style="color: #231f20;">nei quali la retribuzione è
generalmente in denaro. Si dividono in tre categorie:</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="color: #231f20;">1)<b style="mso-bidi-font-weight: normal;"> Contratti di Servizio
Puri, </b>nei quali lo Stato sovvenziona la compagnia privata una <b>percentuale
fissa </b>degli introiti (misurati in “Testa di Pozzo”); con questa percentuale
la compagnia dovrà coprire i costi sostenuti, sia costi operativi (“OPEX” o
“operation expenditures”) o di investimento (“CAPEX”o “capital investitures”)
nelle operazioni sul campo.</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">2) <b style="mso-bidi-font-weight: normal;">Contratti di Servizio
di Rischio, </b>nei quali la retribuzione alla compagnia si ricava dal ricavo
dell'operazione.</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">3) Ci sono anche <b style="mso-bidi-font-weight: normal;">Contratti
Ibridi, </b>nei quali si trovano miscugli dei due precedentemente menzionati.</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><b style="mso-bidi-font-weight: normal;"><span style="color: #231f20;">Contratti di Produzione
Condivisa, </span></b><span style="color: #231f20;">nei
quali la retribuzione alla compagnia aggiudicataria di solito è in natura.
Molte volte si permette all'operatore sul campo di recuperare i suoi opex e
capex prima di applicare la partecipazione dello Stato.</span></div>
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<br /></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><b style="mso-bidi-font-weight: normal;"><span style="color: #222222;">B) Sistemi di Regalie e
Imposte, </span></b><span style="color: #222222;">nei
quali la proprietà la assume la <b>compagnia che mette il capitale e si assume
il rischio. </b>In questi casi, la partecipazione dello Stato si limita alla
copertura delle regalie e/o imposte. </span><span style="color: #231f20;">Operativamente la regalia consiste nell'applicare una <b>percentuale
specifica </b>sul volume o valore della produzione. Nel caso del petrolio e del
gas naturale, si applica sulla produzione o sul valore della stessa, misurata
in <b>Teste di Pozzo. </b>Per quello è un concetto che, all'interno del proprio
calcolo, non ha bisogno della contabilizzazione dei costi di operazione e di
investimento fattti. A seconda di <b>chi si assume il rischio </b>dell'operazione,
abbiamo due casi:</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">In quelli di <b>Servizi, </b>di solito è lo <b>Stato </b>che se
lo assume e semplicemente contratta con compagnie di servizi che si limitano a
realizzare determinate operazioni, per esempio: perforazione di pozzi,
manutenzione, ecc. Pertanto, in caso si scoprisse un pozzo “secco” è lo Stato
che perde soldi, perché non può evitare di pagare la compagnia di servizi.</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">In quelli di <b>Regalie ed Imposte, </b>di solito è la <b>compagnia
</b>che si assume il rischio dell'operazione, per esempio quando firma un
contratto in cui lo Stato partecipa solo
in presenza di una scoperta commerciale, la perdita per i pozzi secchi
ricade sulla compagnia.<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
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<b><span style="color: #222222; font-size: 15pt; line-height: 140%;">5. Caratteristiche principali di ogni tipo di contratto
petrolifero</span></b></div>
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<br /></div>
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<span style="color: #231f20;">Qui c'è un <a href="http://temp2.olade.org/documentos2/CONTRATO.pdf" target="_blank">riassunto</a> molto valido (in spagnolo):</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: #222222;">Sistemi di Regalie/Imposte:
</span></b><span style="color: #222222;">è il
sistema più semplice e quello preferito dai paesi del Golfo Persico, dove le
ragalie possono arrivare al <b style="mso-bidi-font-weight: normal;">99%</b>.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">La compagnia che voglia realizzare l'impresa deve pagare un'obbligazione
allo Stato quando si firma il contratto di esplorazione o quando comincia la
fase di produzione. L'aggiudicazione di solito viene fatta tramite <b>asta o
appalto a busta chiusa</b></span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">L'operatore del campo petrolifero deve pagare una <b>regalia </b>allo
Stato</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">L'operatore del campo petrolifero deve <b>coprire tutti gli OPEX
e CAPEX </b>dell'operazione</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">L'operatore deve ulteriormente <b>pagare le imposte ed i tributi
stabiliti per legge</b></span></div>
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<b><span style="color: #231f20;"><br />
</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #231f20;">Contratti di Produzione Condivisa:</span></b></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">L'aggiudicatario paga <b>un'obbligazione allo Stato </b>al
momento della firma del contratto</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">L'aggiudicatario paga <b>regalie allo Stato </b>quando ha inizio
l'operazione</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">Lo Stato Nazionale <b>conserva la proprietà delle riserve, </b>semplicemente
assicura all'aggiudicatario il diritto a d esplorare, sviluppare e produrre le
riserve. In questo senso, lo Stato ha il controllo imprenditoriale
dell'operazione, mentre l'aggiudicatario si incarica delle operazioni
petrolifere</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">L'aggiudicatario paga <b>tutti i costi ed i rischi associati
all'esplorazione </b>e lo Stato
(generalmente attraverso l'impresa statale) si riserva il diritto di associarsi
durante la fase di sviluppo e produzione del giacimento</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">L'aggiudicatario normalmente <b>deve coprire i costi della
formazione </b>di personale locale e/o dare soldi per finanziare questi
concetti, questi costi possono essere recuperati in futuro</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">I <b>costi operativi </b>e, in alcuni casi, i <b>costi di
esplorazione e sviluppo, </b>possono essere recuperati attraverso le
percentuali di produzioni. Il volume stimato per coprire questi costi viene di
solito chiamato <b>costo di recupero”</b></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">Una <b>parte </b>della produzione - generalmente riferita alla
produzione totale dedotta, quella per pagare le <b>regalie e i costi di
recupero –</b> viene divisa fra l'assegnatario e lo Stato (impresa statale).
Questo “profit split” (divisione dei profitti) può variare dal 5% fino al 60%
per l'assegnatario</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">Dato che l'assegnatario <b>non può disporre delle riserve
dell'idrocarburo, </b>generalmente è interessato alla parte della riserva che
gli compete dopo la divisione riportata nel punto precedente.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">L'assegnatario si fa anche carico delle <b>imposte e dei tributi
segnalati nella legge. </b>Molte volte ,per fini pratici, si applicano queste
imposte sul <i>profit split.</i></span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: #222222;">Contratti di Servizi</span></b><span style="color: #222222;">: i preferiti dai paesi
dell'area LAM:</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">Esiste il pagamento di <b>un'obbligazione allo Stato </b>quando
si firma il contratto.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">Pagamento di <b>regalie allo Stato </b>quando si produce il
campo.</span></div>
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•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">Le <b style="mso-bidi-font-weight: normal;">riserve </b>rimangono
di <b>proprietà dello Stato.</b></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">Tutti i <b style="mso-bidi-font-weight: normal;">costi ed i rischi
delle fasi di esplorazione, sviluppo e produzione </b>li assume l'assegnatario.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #231f20;">L'assegnatario recupera gli <b style="mso-bidi-font-weight: normal;">OPEX
e CAPEX </b>attraverso pagamenti per loe proprie operazioni.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
<span style="color: #231f20;">•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="color: #231f20;">Lo Stato può partecipare alle operazioni insieme
all'assegnatario.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt;">
<br /></div>
<div class="Heading1" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin: 0cm 0cm 0.0001pt;">
<b><span style="color: #222222; font-size: 15pt; line-height: 140%;">6. La formazione del prezzo e del valore</span></b></div>
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<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">Dal punto di vista del <b>venditore, </b>il <b>prezzo </b>di un greggio
lo possiamo scomporre nei seguenti componenti:</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #222222;">Costo dell'esplorazione
convenuto </span></b><span style="color: #222222;">secondo
il contratto (rateizzato a seconda della produzione futura che ci si aspetta per
ogni momento, vedere il paragrafo “contratti petroliferi”)</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">+</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #222222;">Ammortizzazione </span></b><span style="color: #222222;">delle installazioni ed
altri <b>costi fissi</b></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">+</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">Costi della <b style="mso-bidi-font-weight: normal;">produzione
convenuta </b>secondo il contratto (costi variabili)</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">+</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">Costi di <b style="mso-bidi-font-weight: normal;">trasporto </b>al
punto di consegna</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">+</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #222222;">Royalties e imposte </span></b><span style="color: #222222;">per poter vendere/esportare
il greggio</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt;">
<span style="color: #222222;">+</span></div>
<div class="Heading2" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-top: 0cm;">
<span style="color: black; font-size: 12pt; line-height: 140%;">MARGINE NETTO</span></div>
<div class="Heading2" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-top: 0cm;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%;">
<span style="color: #222222;">Lo stesso petrolio può
avere prezzi <b>molto diversi </b>per la compagnia statale e per quella
operatrice. Dal punto di vista del <b>compratore finale </b>(che presumeremo
essere un'impresa di raffinazione) il <b>valore </b>di un greggio lo possiamo
scomporre nei seguenti componenti:</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #222222;">Rendimento</span></b><span style="color: #222222;">, cioè, valutazione a
prezzi di mercato dei prodotti che si possono ottenere col miglior schema di
raffinazione disponibile</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">-</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">Costo del <b style="mso-bidi-font-weight: normal;">trasporto </b>dal
punto di consegna alle installazioni di trattamento</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">-</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">Costo del <b style="mso-bidi-font-weight: normal;">elaborazione e
trattamento del prodotto </b>(desolforazione, dissalazione, energia consumata
dalle unità, ecc)</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">-</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<b><span style="color: #222222;">Ammortizzazione</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #222222;"> </span></b><span style="color: #222222;">delle unità (usura delle
unità, esaurimento dei catalizzatori, ecc.)</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">-</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">Costo di <b>conservazione</b> <b>e vendita dei prodotti finiti</b></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #222222;">-</span></b></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">Costo di <b style="mso-bidi-font-weight: normal;">trattamento di
residui e sottoprodotti</b></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">Così, il <b>prezzo finale di ogni greggio è unico </b>e dipende,
pertanto, dai seguenti fattori:</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Il<b style="mso-bidi-font-weight: normal;"> contratto </b>di
esplorazione e produzione</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Il <b style="mso-bidi-font-weight: normal;">numero</b>, la <b style="mso-bidi-font-weight: normal;">capacità e la disponibilità </b>delle
installazioni adeguate al trattamento: i greggi pesanti ed acidi hanno un
mercato più ridotto e, quindi, si vendono con un <b>sconto </b>rispetto a
quelli analoghi più leggeri e dolci.<b> </b>In generale, il <b>potere di
conversione </b>delle raffinerie attive nei paesi consumatori è andato <b>aumentando
considerevolmente </b>durante gli anni, fino al punto che una raffineria con
configurazione <b>aggiornata agli anni 80-90 </b>sarebbe ora <b>anti-economica</b></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Le <b style="mso-bidi-font-weight: normal;">alternative </b>disponibili
alla portata dei compratori</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Il <b style="mso-bidi-font-weight: normal;"> prezzo di mercato </b>dei <b>prodotti
intermedi </b>e finali: c'è un mercato di prodotti intermedi (nafte, oli
combustibili, concentrati benzenici, ecc.) uno dei cui riferimenti più
importanti è, per esempio, <a href="http://www.platts.com/" target="_blank">Platts.</a></span></div>
<br />
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<span style="color: #222222;">Così:</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
<span style="color: #222222;">•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="color: #222222;">Di fronte ad un prezzo basso delle nafte, una raffineria può decidere
di importarle per incorporarle direttamente alle proprie unità, al posto di
fabbricarle da sé</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
<span style="color: #222222;">•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="color: #222222;">Allo stesso modo, se il margine ottenuto esportando le nafte di
una certa qualità è maggiore di quello ottenuto con prodotti finali formulati,
si può optare per esportarle direttamente</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Il <b style="mso-bidi-font-weight: normal;">costo del trasporto </b>dal
punto di produzione a quello di trattamento</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">I <b style="mso-bidi-font-weight: normal;">magazzini </b>per la
vendita, che dipenderanno dal comportamento del <b>venditore</b></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Le <b style="mso-bidi-font-weight: normal;">compagnie private </b>abitualmente
vogliono <b>monetizzare le proprie riserve </b>il prima possibile, per
recuperare il contante e ridurre il rischio (politico e morale)
dell'operazione. In questo modo il suo interesse è <b>vendere il più possibile </b>a
prezzi al di sopra della soglia di rendimento</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Le <b style="mso-bidi-font-weight: normal;">compagnie statali </b>si
attengono a <b><a href="http://idbdocs.iadb.org/wsdocs/getdocument.aspx?docnum=975416" target="_blank">criteri geopolitici</a> </b>(link in spagnolo NdR)<b> </b>ed il loro comportamento e le loro
priorità sono più imprevedibili. A seconda,
possono limitare la produzione per sostenere i prezzi, forzare la
rinegoziazione dei contratti, conservare parte delle proprie riserve per il
futuro e in generale attenersi a tutta una serie di priorità che hanno poco a
che fare strettamente col mercato.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-bottom: 0.0001pt;">
<a href="http://idbdocs.iadb.org/wsdocs/getdocument.aspx?docnum=975416"><span style="color: windowtext; text-decoration: none;"></span></a><span style="color: #222222;"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Fattori <b style="mso-bidi-font-weight: normal;">geopolitici </b>colpiscono
la <b>offerta </b>di greggi alternativi compatibili: guerre, rivoluzioni,
instabilità, decisione dell'OPEC, cambiamenti legislativi dei paesi
esportatori, ecc.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">Fattori <b style="mso-bidi-font-weight: normal;">geopolitici o
stagionali </b>che colpiscono la <b>domanda: </b>crisi economiche, periodo
dell'anno, livello delle riserve di emergenza, periodi di vacanza, imposizioni
legali e ambientali, ecc.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 15.75pt; margin-left: 0cm; text-indent: 0cm;">
•<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span><span style="color: #222222;">E, come in tutto il mercato, le <b>aspettative future, </b>l'azione
degli speculatori attraverso contratti di futures e derivati che, a volte,
superano di <b>varie volte </b>gli importi dei contratti di compravendita
reali.</span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif; line-height: 140%; margin-left: 0cm; text-indent: 0cm;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com0tag:blogger.com,1999:blog-33646836.post-64175182499295703402012-05-29T22:57:00.005+02:002012-06-04T16:34:44.430+02:00Lo Shale Gas visto dalla Russia<br />
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: large;"><b><i><span style="font-size: small;">Da</span> </i><a href="http://cluborlov.blogspot.it/2012/05/shale-gas-view-from-russia.html" rel="nofollow" target="_blank"><i><span style="color: windowtext; text-decoration: none;">Club Orlov</span></i></a><i>. <span style="font-size: small;">Traduzione di</span> Massimiliano Rupalti</i></b></span></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div align="center" class="Textbody" style="font-family: Arial,Helvetica,sans-serif; text-align: center;">
<span style="font-size: small;"><span style="color: #aa77aa;"></span><span style="color: #aa77aa;"></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-begZ7H3wgNw/T8TzX46A50I/AAAAAAAAAP4/5D6W9h81bvA/s1600/Gas+russia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="226" src="http://1.bp.blogspot.com/-begZ7H3wgNw/T8TzX46A50I/AAAAAAAAAP4/5D6W9h81bvA/s400/Gas+russia.jpg" width="400" /></a></div>
<div class="Textbody" style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;"><span style="color: #41485e;"><br />
<br />
<span style="color: black;">La storia ufficiale dello<i> shale gas</i> (gas di scisti) è più o meno questa: i
recenti progressi tecnologici delle compagnie energetiche americane hanno reso
possibile mettere in produzione un abbondante, ma precedentemente
inaccessibile, fonte di gas naturale pulito e amico dell'ambiente. </span></span></span><br />
<br />
<span style="font-size: small;"><span style="color: #41485e;"><span style="color: black;">Questo ha
fatto diventare gli Stati Uniti leader mondiale della produzione di gas
naturale, superando la Russia e preparandosi per mettere fine al monopolio
russo del gas in Europa.</span></span></span><br />
<a name='more'></a><span style="font-size: small;"><span style="color: #41485e;"><span style="color: black;"> </span></span></span><br />
<br />
<span style="font-size: small;"><span style="color: #41485e;"><span style="color: black;">Inoltre, questo nuovo shale gas viene trovato in molte
parti del mondo e favorirà, a tempo debito, la maggior parte dei paesi del
mondo nel raggiungere l'indipendenza dai tradizionali produttori di gas. Di
conseguenza, la capacità di quei paesi con grandi riserve di gas naturale –
Russia ed Iran – di controllare il mercato del gas naturale si ridurrà, insieme
alla loro influenza geopolitica.</span></span></span></div>
<div class="Textbody" style="color: black; font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: small;">Se fosse così, ci dovremmo aspettare che il
Cremlino e la Gazprom se la stiano facendo sotto. Ma è così? Ecco ciò che ha
detto recentemente il presidente della Gazprom, Alaxei Miller, alla Süddeutsche
Zeitung: “Lo shale gas è una campagna globale di pubbliche relazioni ben
organizzata. Ce ne sono molte: il raffreddamento globale e i biocarburanti”. </span><br />
<br />
<span style="font-size: small;">Egli evidenzia che la tecnologia per produrre gas dagli scisti è vecchia di
molti decenni e suggerisce che gli Stati Uniti vi si sono rivolti per
disperazione. La scarta inoltre come possibile alternativa energetica per
l'Europa. </span><br />
<br />
<span style="font-size: small;">E' solo l'altra faccia della propaganda oppure Miller non fa altro
che dichiarare l'ovvio? Esploriamolo. Baserò la mia esplorazione sulle fonti
russe, il che spiega perché tutti in numeri siano nell'unità metrica (se volete
convertire; 1 m<span style="position: relative; top: -4pt;">3
</span>= 35 piedi cubici, 1 km<span style="position: relative; top: -4pt;">2 </span>= 0.38 miglia quadrate, 1 tonnellata = 1.1
tonnellate corte).<br />
<br />
Il bacino di gas di scisti meglio sviluppato è Barnett, in Texas, responsabile
ad oggi del 70% di gas di scisti prodotti. Per “sviluppato” intendo dire
trivellato, trivellato e trivellato, poi trivellato ancora un po': solo
nel 2006, sono stati trivellati tanti pozzi nello scisto di Barnett quanti che
ne sono attualmente in produzione in tutta la Russia. </span><br />
<br />
<span style="font-size: small;">Questo a causa del fatto
che i rendimenti medi dei pozzi di Barnett sono di soli 6,35 milioni di m<span style="position: relative; top: -4pt;">3 </span>di gas in tutta la loro vita produttiva, il che
corrisponde al rendimento medio <i>mensile </i>di un pozzo russo che produce
per un periodo di oltre 15-20 anni. Il che significa che il rendimento di un
pozzo di gas di scisti è almeno di 200 volte. Questa febbrile attività una
volta che un pozzo è stato perforato, in modo da continuare a raccogliere anche
quelle magre quantità, i pozzi devono essere regolarmente sottoposti alla
fratturazione idraulica o “fracking”. </span><br />
<br />
<span style="font-size: small;">Ogni 1.000 m<span style="position: relative; top: -4pt;">3 </span>di gas, servono 100 kg
di sabbia e 2 tonnellate di acqua che, insieme ad un cocktail chimico
brevettato, vengono pompati nel pozzo ad alta pressione. Metà dell'acqua torna
indietro e deve essere trattata per rimuovere le sostanze chimiche. Il
fabbisogno annuale per il bacino di Barnett si aggira attorno ai 7,1 milioni di
tonnellate di sabbia e 47,2 milioni di tonnellate di acqua, ma il loro numero è
probabilmente minore, poiché molti pozzi rimangono a lungo inattivi. <br />
<br />
Nonostante la frenetica attività di perforazione e di fratturazione, questa non
è che una piccola cosa per gli standard russi. Le riserve provate russe
ammontano a 43,3 trilioni di m<span style="position: relative; top: -4pt;">3</span>, che sono
circa un terzo del totale mondiale. All'attuale tasso di consumo, sono in grado
di durare ancora 72 anni. </span><br />
<br />
<span style="font-size: small;">La produzione del gas russo è vincolata dalla
domanda, non dall'offerta; ora si trova in flessione semplicemente perché
l'Eurozona è nel bel mezzo di una crisi economica. Nel frattempo, la
produzione degli Stati Uniti è anticipatamente aumentata, per ragioni non
adeguatamente esplorate, abbattendo il prezzo e rendendo gran parte di tutto
ciò infruttuoso. <br />
<br />
Facciamo un paragone: il prezzo della Gazprom alla bocca del pozzo va da 3 a
50$ americani per ogni 1.000 m<span style="position: relative; top: -4pt;">3</span>, a seconda della regione. Confrontatelo con
quello del gas di scisti americano, che va da 80 a 320$ americani per 1.000 m<span style="position: relative; top: -4pt;">3</span>. Inoltre, il
volume complessivo di gas di scisti che è stato prodotto negli Stati Uniti,
considerato anche il febbrile tasso di perforazioni dei due anni passati, se
ripulito, liquefatto e spedito in Europa con <a href="http://it.wikipedia.org/wiki/Metaniera"><span style="text-decoration: none;">metaniere</span></a>, non sarebbe abbastanza
nemmeno a riempire il terminal navale di
Gdańsk, in Polonia, che attualmente è inattivo. Sembra proprio che
Gazprom non abbia molto di cui preoccuparsi. <br />
<br />
Gli Stati Uniti, d'altra parte, hanno molto di cui preoccuparsi. Si è fatto già
un gran parlare dell'inquinamento dell'acqua di falda ed altre forme di
distruzione ambientale che accompagnano la produzione di gas di scisti, quindi
non me ne occuperò qui (c'è un bel documentario di Josh Fox del 2010, <a href="http://www.youtube.com/watch?v=CfQFLTK1e0s"><span style="text-decoration: none;">Gasland</span></a><i>, </i>su questo argomento, ndT.).
Piuttosto, mi concentrerò su due aspetti che sono altrettanto importanti ma che
hanno raramente ricevuto una qualche attenzione.</span></div>
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<br /></div>
<div class="Textbody" style="color: black; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="font-size: small;">Per
prima cosa, cos'è il gas di scisti? Fate questa domanda e vi risponderanno.
“Stai zitto, è metano”. Ma lo è realmente? La composizione del gas di scisti è
una sorta di segreto di Stato negli Stati Uniti, ma le informazioni circa il
gas prodotto dai nove progetti pilota polacchi che sono trapelate non sono
buone: il gas di scisti polacco è risultato avere concentrazioni di azoto così
alte che non brucia nemmeno. </span><br />
<br />
<span style="font-size: small;">Esiste una tecnologia per ripulire un gas che ha,
diciamo, un 6% di azoto, ma il gas polacco è vicino al 50% di azoto e, dati gli
alti costi di produzione, i bassi rendimenti, il rapido esaurimento e la bassa
pressione alla bocca del pozzo, ripulirlo e portarlo alle specifiche giuste
(che sono del 1% di azoto) risulterebbe essere probabilmente uno spreco netto
di energia. </span></div>
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<br /></div>
<div class="Textbody" style="color: black; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="font-size: small;">Anche se il contenuto
di azoto del gas di scisti fosse abbastanza basso da permetterne la
combustione, i problemi non finiscono qui. Potrebbe contenere anche idrogeno
solforato, che è tossico e corrosivo e deve essere rimosso prima che il gas
venga immagazzinato o immesso in una linea di distribuzione. </span><br />
<br />
<span style="font-size: small;">Probabilmente
contiene toluene ed altri solventi organici – ingredienti del cocktail del
fracking – che sono cancerogeni. Infine, potrebbe essere radioattivo. Tutte le
argille sono leggermente radioattive e il gas di scisti è una specie di argilla
trattata col calore. Mentre lo scisto di Barnett non è particolarmente
radioattivo, lo scisto di Marcellus, che è stato recentemente il centro di
un'attività frenetica di perforazione, lo è. </span><br />
<br />
<span style="font-size: small;">Grazie al gas di scisti del
Marcellus, il gas radon radioattivo vi viene consegnato direttamente nella
vostra cucina, attraverso i fornelli del vostro piano cottura, o ad una
ciminiera di un impianto produttivo che si trova sopravento rispetto a voi. Ciò
dovrebbe comportare un aumento dei tassi di cancro nei prossimi anni.</span></div>
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<span style="font-size: small;"><br />
Secondo, per quale motivo il gas di scisti viene prodotto? I prezzi del gas
naturale sono precipitati e si trovano
attualmente attorno ai 2 dollari per 1.000 piedi cubici. Questo equivale a
circa 70 dollari ogni 1.000 m<span style="position: relative; top: -4pt;">3</span>. Se la produzione di gas di scisti costa dagli
80 ai 320 dollari per 1.000 m<span style="position: relative; top: -4pt;">3</span>, non è chiaro come ci si possa fare dei soldi. <br />
<br />
Ma forse farci dei soldi non è il punto. E se il gas di scisti fosse solo una
campagna di pubbliche relazioni (con orrendi effetti collaterali ambientali)?
Tornando a quello che dice Alexei Miller, che succede se il punto di tutta la
faccenda fosse di aumentare la capitalizzazione delle esplorazioni del gas di
scisti e della ditte produttrici? </span><br />
<br />
<span style="font-size: small;">L'azienda numero uno nel gas di scisti è la
Chesapeake Energy, la proprietaria del bacino di Barnett ed una delle attrici
principali di quello di Marcellus. Quest'azienda ha quasi fatto bancarotta nel
2009, ma poi è riuscita a ritrovare il suo modo di tornare alla redditività nel
2010 e 2011 perforando, perforando, perforando e perforando ancora un po'. Il
sessanta per cento dei loro ricavi proviene dalle attività di perforazione. </span><br />
<br />
<span style="font-size: small;">Ed
ora c'è uno scandalo che coinvolge il (ex?) presidente di Chesapeake Energy,
Aubrey K. McClendon, che apparentemente si aggiudicato una quota in ogni pozzo
che la sua compagnia ha perforato, le ha usate come garanzia per prestiti di
miliardi e usato i prestiti per scommettere che i prezzi del gas naturale
sarebbero cresciuti (non lo hanno fatto). Nel frattempo, il numero di piattaforme
di perforazione e sceso a quello di dieci anni prima. Dato che i pozzi del gas
di scisti si esauriscono molto rapidamente, sembra che il boom del gas di
scisti sia finito. </span></div>
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<span style="font-size: small;"><br />
Ma ora che è finito, cos'era, esattamente? Sembra che ci sia stata una bolla
simile a quella della rete: le aziende senza nessun modo concepibile di
ottenere un profitto che usano una campagna pubblicitaria per attrarre
investimenti e portare le proprie quotazioni verso l'alto. Dal 2008, diversi
tipi di manipolazioni del mercato basati sulla pubblicità sono diventati i
prodotti principali della vita economica degli Stati Uniti e quindi questo non
è niente di nuovo o di diverso.</span></div>
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<br /></div>
<div class="Textbody" style="color: black; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="font-size: small;">Una
domanda interessante è: quale sarà la prossima bolla che gli Stati Uniti
tenteranno di gonfiare, sempre che ci ne sia un'altra? C'è la IPO (Offerta
Pubblica Iniziale) su Facebook in arrivo. Facebook è un ridicolo spreco di
tempo e, come tale, sembra essere sopravvalutato. Tenteremo di gonfiare una
nuova bolla informatica? Un altro giro di mutui subprime non sembra essere in
atto. Cosa deve fare un galoppino delle bolle? Se non ci sono più bolle da
gonfiare, si fa ritorno a stampare semplicemente moneta. <br />
<br />
Così, tutta questa cosa del gas di scisti non ha funzionato per come è stata
pianificata, lo ha fatto? Ma avrebbe potuto farlo? Avrebbe potuto rivelarsi
molto meglio ad ogni modo? Avrebbe potuto spostare l'influenza geopolitica
dalla Russia e dall'Iran di nuovo verso gli Stati uniti? Ahimè, no.</span></div>
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<br /></div>
<div class="Textbody" style="color: black; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="font-size: small;">Vedete,
non c'è niente di simile ad un mercato globale del gas naturale. Si, ci sono
alcune metaniere in navigazione, ma è più che altro un commercio di area. C'è
un mercato nord americano chiuso, uno europeo ed un altro nella regione
asiatica del pacifico. </span><br />
<br />
<span style="font-size: small;">Questi mercati non interagiscono. Il mercato nord americano
e quello europeo potrebbero avere un solo produttore in comune:il Qatar. Il
Qatar una volta voleva esportare gas naturale liquefatto negli Stati Uniti, ma
poi hanno deciso di esportarlo in Europa al suo posto, provocando meno di una
perdita, perché i prezzi del gas europeo sono sostanzialmente più alti. </span><br />
<br />
<span style="font-size: small;">La
ragione per cui il Qatar scarica il gas naturale in Europa è perché ha gas da
scaricare: il suo giacimento di gas del nord è un giacimento molto “bagnato”,
con una percentuale sostanziale di condensato di gas naturale. La quota OPEC
del Qatar è di 36-37 milioni di tonnellate di petrolio all'anno, ma il
condensato di gas naturale non è considerato essere petrolio e non è vincolato
da quote OPEC. </span><br />
<br />
<span style="font-size: small;">Lo sfruttamento della lacuna del condensato permette al Qatar di
esportare 67,5 milioni di tonnellate: il 77% oltre la propria quota. Il gas
naturale liquefatto è solo una produzione concomitante e il Qatar può
permettersi di esportare gas naturale liquefatto in Europa in perdita. Ciò è
solo una succosa curiosità, ma in realtà una sorta di nota a piè di pagina,
un'eccezione che conferma la regola: non c'è alcun mercato globale del gas.</span></div>
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<span style="font-size: small;">C'è
ancora, tuttavia, una disinformazione americana globale e un mercato
condizionato da campagne pubblicitarie, anche se pure questo sta cambiando. La
visione dalla Russia è che è molto chiaro di cosa si è trattato: propaganda
americana e buffonate finanziarie. Non c'è niente da vedere, gente, circolare.</span></div>
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<br /></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com7tag:blogger.com,1999:blog-33646836.post-80219757259558229812012-05-26T12:14:00.000+02:002012-06-04T16:34:17.826+02:00Quando la domanda supera l'offerta: ragioni strutturali degli alti prezzi del petrolio<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"><i>Da “<a href="http://crashoil.blogspot.it/2011/09/cuando-la-demanda-supera-la-oferta.html">The Oil Crash</a>” del 14 settembre 2011. Traduzione di Massimiliano Rupalti</i></span>
</div>
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<a href="http://1.bp.blogspot.com/-43cpHF6TqDQ/T520VmO2ppI/AAAAAAAAESg/avS4h3RaU38/s1600/theoilcrash.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="162" src="http://1.bp.blogspot.com/-43cpHF6TqDQ/T520VmO2ppI/AAAAAAAAESg/avS4h3RaU38/s400/theoilcrash.png" width="400" /></a></div>
<br />
<br />
<br />
<b style="font-family: Arial,Helvetica,sans-serif;">Guest post di Antonio Turiel</b><br />
<br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Cari lettori,</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Mentre preparavo la conferenza che devo tenere questo sabato all'Espai
La Caixa di Girona ho avuto modo di provare ad elaborare alcuni
argomenti circa la carenza di petrolio, soprattutto a causa del divario
osservato per oltre un anno fra l'offerta e la domanda di petrolio; alla
fine le mie analisi sono risultate essere troppo complesse per
presentarle nel contesto di una chiacchierata su aspetti più generali,
ma il materiale risultante credo sia utile e illustrativo per fare un
post. Eccolo.</span><br />
<a name='more'></a><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
I puristi mi diranno che offerta e domanda coincidono sempre per
definizione, poiché si realizzano solo quando coincidono. </span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Questo è
certo, ma nel caso del petrolio c'è una piccola sottigliezza dovuta al
fatto che i paesi e le industrie accumulano riserve di petrolio comprato
in anticipo e questa dispensa genera certi piccoli scompensi fra il
petrolio che si consuma e quello che si produce in modi diversi
(ricordiamo che quello chiamiamo petrolio oggigiorno comprende petrolio
greggio, che è quello che realmente si estrae dal sottosuolo, e poi
tutta una pletora di petroli sintetici derivati dai liquidi del gas
naturale, la trasformazione dello stesso gas naturale in qualcosa di
equivalente al petrolio, </span><a href="http://crashoil.blogspot.it/2011/01/las-arenas-asfalticas-de-canada.html" style="font-family: Arial,Helvetica,sans-serif;">i petroli sintetizzati dalle sabbie bituminose del Canada</a><span style="font-family: Arial,Helvetica,sans-serif;"> e i </span><a href="http://crashoil.blogspot.it/2010/06/los-limites-de-los-biocombustibles-el.html" style="font-family: Arial,Helvetica,sans-serif;">biocombustibili</a><span style="font-family: Arial,Helvetica,sans-serif;">). </span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"> Queste riserve, quelle strategiche delle nazioni e quelle industriali o
operative che l'industria gestisce, hanno funzioni diverse. Le riserve
strategiche sono pensate per far fronte ad interruzioni della fornitura
di petrolio dovute a problemi principalmente geopolitici e coprono, su
mandato della IEA (International Energy Agency), 60 giorni di fornitura
per tutti i paesi OCSE, intendendo questa quantità come la domanda o le
importazioni rispetto al periodo immediatamente precedente, quella che
risulti essere maggiore fra le due quantità. In quanto alle riserve
dell'industria, sono pensate per far fronte a fluttuazioni nell'arrivo
delle petroliere e dei maggiori mezzi di fornitura e servono anche per
ammortizzare l'aumento o il ribasso dei prezzi; in pratica l'industria è
prossima ad avere anch'essa attorno ai 60 giorni di fornitura in
magazzino.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Ho compilato i dati di tutte informative disponibili al pubblico su
offerta e domanda di petrolio a livello globale, accessibili dalla
pagine dell'</span><a href="http://omrpublic.iea.org/" style="font-family: Arial,Helvetica,sans-serif;">Oil Market Report</a><span style="font-family: Arial,Helvetica,sans-serif;">
della IEA. Queste informative ci permettono di risalire indietro di soli
20 anni, ma per quello che intendiamo dimostrare è sufficiente. </span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Dalle
informative ho preso i valori trimestrali della fornitura e di domanda
globale di petrolio (ricordate, queste due cifre non corrispondono a
causa dello stoccaggio), prendendo la precauzione di prendere la cifra
più aggiornata degli stessi (le stime iniziali per i quattro trimestri
di un anno dato si revisionano e aggiornano nelle edizioni di due anni
più tardi). Questi valori di produzione e domanda di petrolio si
esprimono in milioni di barili giornalieri (Mb/g) che rappresentano il
flusso medio durante il trimestre in corso. La curva della domanda
riflette un chiaro andamento stagionale con picchi di consumo in estate e
inverno, qualcosa di più addolcito rispetto a quella della produzione;
per rendere l'insieme un po' più gradevole alla vista ho lavorato con
valori “non-stagionali”, prendendo per ogni trimestre il valore medio di
questo più i tre precedenti. Il risultato è mostrato nel seguente
grafico:</span><br />
<br />
<br />
<br />
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<a href="http://3.bp.blogspot.com/-D5xZU_RCSW8/T2op7IoMhRI/AAAAAAAAAMQ/QqtdB25FW4o/s1600/sum-dem.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="280" src="http://3.bp.blogspot.com/-D5xZU_RCSW8/T2op7IoMhRI/AAAAAAAAAMQ/QqtdB25FW4o/s400/sum-dem.png" width="400" /></a></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: center;">
<span style="font-size: xx-small;"><i>Curve non-stagionali (<span style="text-align: left;">nel senso che si riferiscono ad una media annuale, ndT.)</span> di produzione (in rosso) e domanda (in verde) di petrolio su scala globale; dati dell'OMR e dell'IEA</i></span></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: center;">
</div>
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</div>
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Come si vede, entrambe le curve si intrecciano frequentemente, anche se
come norma generale è la curva di produzione che di solito supera quella
della domanda, a eccezione di questo ultimo anno. Ricordiamo che dal
maggio 2010 la domanda si sta rivelando consistentemente superiore alla
produzione di petrolio, con un deficit medio, per questo periodo di 16
mesi già trascorsi, di circa 1 Mb/g. Data la scala verticale del grafico
qui sopra, è difficile apprezzare come siano significative le
differenze fra la produzione e la domanda, così che la cosa migliore è
prendere la differenza (calcolata come la produzione meno la domanda) e
rappresentarla:<span style="text-align: center;"> </span></div>
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<span style="text-align: center;"><br /></span></div>
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<a href="http://1.bp.blogspot.com/-VJR0SPUN8FE/T2oqjSXoOfI/AAAAAAAAAMY/B-vojFp5UHQ/s1600/surplus.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="280" src="http://1.bp.blogspot.com/-VJR0SPUN8FE/T2oqjSXoOfI/AAAAAAAAAMY/B-vojFp5UHQ/s400/surplus.png" width="400" /></a></div>
<div style="font-family: Arial,Helvetica,sans-serif; text-align: center;">
<i><span style="font-size: xx-small;">Serie non-stagionale di produzione meno la domanda di petrolio su scala globale.</span></i><br />
<div style="text-align: left;">
<i><span style="font-size: xx-small;"><br /></span></i></div>
<i><span style="font-size: xx-small;">
</span></i></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<div>
</div>
<div>
Si vede che normalmente la curva è a volte positiva (si produce più di
quanto si consumi e pertanto l'eccedenza viene stoccata) e a volte
negativa (si consuma di più di quanto si produca e la differenza
proviene da quanto stoccato precedentemente). </div>
<div>
</div>
<div>
I periodi di deficit
possono durare anche due anni (per esempio 2002-2004) anche se il
deficit non è mai stato grande quanto adesso (intorno a 1 Mb/g). Accade
così che le eccedenze (per esempio 1997-1999) erano di maggior entità
dei deficit, ma quello che mostra il grafico è che le prime siano sempre
più ridotte e, in modo preoccupante, per la prima volta l'ultima
eccedenza sta per essere superata in grandezza dall'attuale deficit. </div>
<div>
</div>
<div>
Eppure, vedendo il grafico non possiamo sapere rapidamente qual è lo
stato delle riserve globali in questo momento, o meglio, quanto siano
cambiate dall'anno in cui comincia la serie. Per farsi un'idea completa
di qual è lo stato delle riserve stoccate di petrolio, ciò che si deve
fare è integrare questa serie, cioè, accumulare i valori di deficit e
delle eccedenze col tempo (prendendo la precauzione di moltiplicare la
produzione media giornaliera del trimestre per i 91,25 giorni che lo
stesso ha in media) e così otteniamo una curva sul modo in cui sono
cambiate le riserve stoccate di petrolio durante gli ultimi 20 anni.</div>
</div>
<br />
<br />
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<a href="http://1.bp.blogspot.com/-_dLD3LuXsrI/T2ortVifqhI/AAAAAAAAAMg/_M-HE9x6CL8/s1600/int_surplus.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="280" src="http://1.bp.blogspot.com/-_dLD3LuXsrI/T2ortVifqhI/AAAAAAAAAMg/_M-HE9x6CL8/s400/int_surplus.png" width="400" /></a></div>
<div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;">
<span style="font-size: xx-small;"><i>Bilancio aggregato della differenza produzione-domanda di petrolio su scala globale.</i></span></div>
<div style="text-align: left;">
<br />
<div style="font-family: Arial,Helvetica,sans-serif;">
La curva sopra ci dice che, nonostante i suoi alti e bassi, la quantità
di petrolio stoccata in modo permanente è cresciuta tendenzialmente col
tempo. Qui è giusto fare un chiarimento: oltre alle riserve operative e
strategiche, ci sono altri tipi di stoccaggio, il più importante dei
quali è lo stoccaggio fluttuante: i petrolieri che possono arrivare a
stoccare più di 600 milioni di barili (Mb). Tuttavia è uno stoccaggio in
genere abbastanza dinamico (a parte nel 2009, quando alcuni petrolieri
persero mesi prima di scaricare) e, siccome la serie è non-stagionale ed
ora integrata su un grande periodo di tempo, il suo impatto è
trascurabile.</div>
<div style="font-family: Arial,Helvetica,sans-serif;">
</div>
<div style="font-family: Arial,Helvetica,sans-serif;">
Vedendo la figura precedente arriviamo alla conclusione che, nonostante
la tendenza al ribasso dell'ultimo anno, non c'è nulla di allarmante
nell'evoluzione del differenziale di produzione-domanda, e in quel senso
la differenza dal 2010 al 2011 non pare nemmeno un fatto eccezionale. </div>
<div style="font-family: Arial,Helvetica,sans-serif;">
</div>
<div style="font-family: Arial,Helvetica,sans-serif;">
Tuttavia, questa interpretazione è erronea tenendo conto di come
funzionano le riserve strategiche ed operative. Ed è che, come ho detto,
devono coprire insieme circa 120 giorni di consumo, di domanda; ma
durante i 20 anni della serie mostrata lì sopra, il consumo ha
continuato ad aumentare. Pertanto, si dovrebbe comparare la serie
accumulata della differenza di produzione-domanda con la serie degli
aumenti delle riserve stoccate delle nazioni. Sappiamo che le nazioni
dell'OCSE risparmiano intorno a 120 giorni di consumo e ad una prima
approssimazione considereremo che il resto delle nazioni faccia lo
stesso. Ciò significa che l'incremento necessario delle riserve per le
nazioni è come 120 per la differenza della domanda fra il punto attuale
ed il punto iniziale della serie. Sottraendo quella serie di incrementi
di riserve dalla serie accumulata dalla differenza produzione-domanda,
otteniamo la serie seguente di scostamento tendenziale:<br />
<br />
<br />
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<a href="http://3.bp.blogspot.com/-5LCtrBvbbAk/T2osJ7cTqJI/AAAAAAAAAMo/SoZMJFFCnVY/s1600/corrected_int_surplus.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="280" src="http://3.bp.blogspot.com/-5LCtrBvbbAk/T2osJ7cTqJI/AAAAAAAAAMo/SoZMJFFCnVY/s400/corrected_int_surplus.png" width="400" /></a></div>
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<span style="font-size: xx-small;"><i>Scostamento tendenziale delle riserve per nazione su scala globale.</i></span></div>
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<div>
</div>
<div>
Quest'ultima serie, nel grafico subito sopra a queste righe, mostra fino
a che punto le differenze osservate fra la produzione e la domanda si
esplicano con la necessità di continuare ad ampliare le riserve stoccate
per ogni nazione (strategiche + operative) nella misura in cui la
domanda aumenta. Sarebbe normale se questa fosse piatta, costantemente
uguale a zero, anche se logicamente, data l'inerzia dei meccanismi di
risposta, ci si aspettano certe oscillazioni rispetto a questo valore. </div>
<div>
</div>
<div>
Tuttavia, ciò che si osserva è qualcosa di diverso. Verso il 1993 siamo
incorsi in un deficit importante delle riserve stoccate per ogni nazione
(probabilmente derivate dal sostenere i costi per l'uscita dalla crisi
del 1991, la riunificazione tedesca e la drastica caduta della
produzione nella ex URSS) e non torna alla stabilità fino al 1999.
Stabilità che dura fino al 2003. A partire dal 2003, tuttavia, si
produce un persistente e grande scostamento tendenziale, un grande
svuotamento delle riserve stoccate per ogni nazione, che pertanto
vengono fissate ad un livello di 800 Mb inferiore a quello cui si
trovava solitamente. Verso il 2005 inizia un processo di riacquisto del
petrolio per recuperare le riserve, il che probabilmente spiega perché
nel 2005 i prezzi del petrolio iniziano e salire senza fermarsi finché,
poco prima del 2008, si decide di abbandonare questa strategia e
continuare a liberare riserve. Arriva la crisi del 2008, cade la
domanda, cadono i prezzi e le riserve possono tornare a riempirsi, con
petrolio a prezzi economici, ma il processo si arresta verso l'inizio
del 2010 e da allora lo svuotamento delle riserve ha accelerato,
giungendo a dimensioni mai viste prima di più di 1.000 milioni di
barili. Ed il processo non si è ancora fermato. </div>
<div>
</div>
<div>
A questa analisi si potrebbe obiettare l'approssimazione grezza che ho
adottato per valutare la relazione fra la domanda e la dimensione delle
riserve. Così come nell'OCSE la differenza fra il valore reale delle
riserve stoccate e quei 120 giorni di domanda non è troppo grande, è
difficile sapere cosa facciano esattamente gli altri paesi, specie
quelli tanto riservati come la Cina. Tuttavia credo che questa analisi possa dare una prima idea ed approssimazione dei processi che possono
essere in corso.</div>
<div>
</div>
<div>
Come conclusione del mio studio, i dati mostrano che dal 2003 si sta
vivendo un processo storico di sussidio del prezzo del petrolio a costo
dello spendere il petrolio che si aveva precedentemente o di non
aggiornare le riserve seguendo quella che era la pratica normale. Questo
trasferimento di rendimento petrolifero si è fermato nel 2005 e a
partire da lì ha seguito una traiettoria complicata condizionata dalle
alterne vicende economiche.</div>
<div>
</div>
<div>
Nel momento attuale stiamo vivendo un'acutizzazione di questo processo, e
ci siamo incamminati decisamente verso una maggiore riduzione delle
riserve; pertanto mettendoci in una posizione peggiore rispetto al
futuro. </div>
<div>
</div>
<div>
In questo momento, la caduta della domanda già osservabile
dovrebbe abbassare il prezzo del petrolio, ma data la mancanza di 1,5
Mb/a della Libia, la discrepanza fra produzione e domanda non si è
chiusa e questo porta a continuare lo svuotamento a discapito delle
riserve di petrolio. </div>
<div>
</div>
<div>
Non alla velocità desiderabile per far abbassare il
prezzo e questo in parte ha motivato <a href="http://crashoil.blogspot.it/2011/06/falta-de-razonamiento-habra.html">la liberazione di 60 Mb delle riserve strategiche annunciate dalla IEA il giugno scorso</a>
, una sciocchezza in confronto all'ampiezza, di varie volte più grande,
nel movimento osservato. Quindi il prezzo non si abbassa e se a un
certo punto l'industria della distribuzione del petrolio decidesse che
non può continuare a contrarre oltre le sue riserve perché
complicherebbe l'esercizio dei suoi affari, dovremo tornare a comprare
petrolio, il prezzo tornerà a salire con forza e ciò aggraverà la
recessione che sta iniziando. L'unico modo per evitarlo sarebbe che la
domanda cadesse da sé con ancora più forza, il che implicherebbe che la
recessione è più grave di quanto ci aspettassimo. In conclusione: <a href="http://crashoil.blogspot.it/2011/08/la-nueva-recesion.html">la nuova recessione</a> che sta iniziando sarà molto più grande del previsto e molto più di quanto figuri nelle mappe degli economisti mainstream.</div>
<div>
</div>
<div>
Saluti.</div>
<div>
AMT</div>
</div>
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</div>
<div>
<b>Appendice (del 16 settembre 2011)</b>: seguendo il suggerimento del
commento di Roger O. e per dare un'idea della sensibilità di queste
analisi, particolarmente la valutazione dello scostamento tendenziale
alla cifra che si è usata per stimare le riserve globali (120 giorni di
domanda), ho rifatto questo grafico valutando le riserve in 90 e 150
giorni di domanda.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-v1Q_j4yc5-k/T2otoLP4wHI/AAAAAAAAAMw/oE-QDsPqsVc/s1600/rangedcorrected_int_surplus.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="280" src="http://1.bp.blogspot.com/-v1Q_j4yc5-k/T2otoLP4wHI/AAAAAAAAAMw/oE-QDsPqsVc/s400/rangedcorrected_int_surplus.png" width="400" /></a></div>
<div style="text-align: center;">
<i><span style="font-size: xx-small;">Scostamento tendenziale a partire
da riserve stimate in 90 giorni (linea verde), 120 giorni (linea rossa) e
150 giorni (linea azzurra) di domanda. </span></i></div>
<div style="text-align: center;">
<br />
<div style="text-align: left;">
Come si vede, le conclusioni qualitative del post continuano inalterate
in questa classifica, cambiando solo la classifica quantitativa della
detrazione delle riserve. Il grafico diventa positivo solo nella parte
finale (ma con la tendenza negativa e raggiungendo lo zero alla fine del
2011) quando si prendono un po' meno di 60 giorni di domanda mondiale
come stima del volume desiderato delle riserve su scala globale. </div>
</div>
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<span style="font-size: xx-small;"><i><br /></i></span></div>
</div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com0tag:blogger.com,1999:blog-33646836.post-28345127452159199772012-05-21T09:47:00.001+02:002012-05-21T14:11:23.390+02:00La degenerazione industriale<h3 class="post-title entry-title" style="font-family: Arial,Helvetica,sans-serif;">
<i style="font-size: small;">Articolo da <a href="http://crashoil.blogspot.it/2012/03/la-degeneracion-industrial.html">The Oil Crash</a>. Traduzione di Massimiliano Rupalti</i></h3>
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<a href="http://3.bp.blogspot.com/-kS46gcHmTqg/T3G0fGz8t-I/AAAAAAAAANA/1b_8jQclpDU/s1600/DSC_4528_1.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="265" src="http://3.bp.blogspot.com/-kS46gcHmTqg/T3G0fGz8t-I/AAAAAAAAANA/1b_8jQclpDU/s400/DSC_4528_1.JPG" width="400" /></a></div>
<div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;">
<span style="font-size: xx-small;"><i>Immagine da http://sightsandlights.blogspot.com.es</i></span></div>
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<span style="font-size: xx-small;"><i><br /></i></span></div>
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<span style="font-size: xx-small;"><i><br /></i></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
Di Antonio Turiel</span><br />
<br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Cari lettori,</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
oggi mi sono bruciato un dito. Ho aperto il gas per far cuocere le
lenticchie ed ho tardato un secondo o due in più del necessario. Troppo.
La fiamma del fiammifero era già arrivata alla punta del mio indice e
praticamente mentre lo avvicinavo al bruciatore ho dovuto iniziare ad
agitarlo per spegnerlo. </span><br />
<br />
<a name='more'></a><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Un aneddoto banale, come vedete, un piccolo
incidente quotidiano senza alcuna importanza. Tuttavia, a volte le
situazioni banali nascondono cambiamenti più profondi e di maggior
importanza di quanto possa sembrare. Di sicuro, l'ultima scatola di
fiammiferi che ho comprato contiene dei fiammiferi più corti. Abbastanza
più corti, tipo un terzo in meno di lunghezza, più o meno. Non solo
questo, sembrano anche più sottili. No so se è a causa di un cambiamento
di marca o di un cambiamento di modello di fabbricazione della stessa
marca: i fiammiferi li prendo al supermercato, sempre nello stesso posto
e non ho mai fatto caso di che marca siano. La verità è che in questo
posto c'è un solo tipo di fiammiferi, quindi non potrei scegliere
neanche volendo. E, alla fine, chi se ne frega dei fiammiferi?
Semplicemente devo fare più attenzione quando accendo il fuoco. Non è un
gran cambiamento.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Ultimamente sto rimanendo senza jeans. Voglio dire, che siano in uno
stato decente. Prima un paio di jeans mi duravano in buone condizioni un
paio di anni. Bene, quando dico prima intendo dire una decina di anni
fa più o meno. Molto prima di così, quando ero un bambino, il tessuto
dei jeans era talmente spesso che quando gli altri bambini giocavano a
darti frustate sul culo con le corde della trottola, non dovevi
preoccuparti se quel giorno portavi i jeans, perché quelli erano
impenetrabili e duravano oltre il tempo in cui ti andavano bene come
taglia. Alla fine, il problema è che adesso i jeans non mi durano
niente.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Certamente non vado in negozi fighi dove ti possono vendere quelli più
fashion e probabilmente di miglior qualità. Alla fine però continuo ad
andare negli stessi posti in cui andavo ed ora praticamente mi ritrovo
che dopo il primo lavaggio la trama del pantalone comincia a
sfilacciarsi. Si da il caso che abbia in paio di jeans che non hanno
nemmeno un anno e che potrebbero essere utilizzati come vestiti perfetti
per “La notte dei morti viventi”.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Bene, è anche vero che un paio di
jeans non sono così cari (anche se ultimamente costano di più) e non
succede nulla se li ricompri più di frequente. In più posso usare altri
tipi di pantaloni... ma il fatto è che da poco ho comprato un paio di
pantaloni di tela in un negozio di una marca famosa, molto gradevoli al
tatto, molto ben rifiniti, quasi vaporosi. Tanto vaporosi che il primo
giorno che ha tirato la </span><a href="http://it.wikipedia.org/wiki/Tramontana" style="font-family: Arial,Helvetica,sans-serif;">tramontana</a><span style="font-family: Arial,Helvetica,sans-serif;">
(vento forte e freddo tipico di queste regioni), mentre me ne stavo col
bambino al parco, i pantaloni si sono induriti e rotti. Bene, non
succede niente, nemmeno questi erano cari...</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Sono due esempi quotidiani presi a caso fra molti altri: biglietti della
metro o del treno sempre più sottili e fragili, offerte sempre più
restrittive al supermercato, attrezzi col manico di plastica che si
rompono durante la prima ora d'uso, ombrelli che si piegano quando li
richiudi, scarpe che si scollano prima che finisca la loro prima
stagione, bottiglie e cartoni dalle pareti sempre più sottili... Tutti
questi esempi illustrano un fenomeno sottostante che sempre di più sta
acquistando la legittimità di naturale e che va molto oltre l'</span><a href="http://it.wikipedia.org/wiki/Obsolescenza_pianificata" style="font-family: Arial,Helvetica,sans-serif;">obsolescenza programmata</a><span style="font-family: Arial,Helvetica,sans-serif;">
alla quale siamo già abituati. Sono lampi, sintomi di un fenomeno
nuovo, di un cambiamento più profondo: la degenerazione industriale.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Fino ad ora i prodotti erano progettati per durare un certo tempo ed
obbligarci a sostituirli ogni tot di tempo e mantenere così la
produzione e la crescita esponenziale dell'economia. Come abbiamo già
discusso, questo è </span><a href="http://ugobardi.blogspot.it/2011/10/il-perche-di-tanto-spreco.html" style="font-family: Arial,Helvetica,sans-serif;">il motivo di così tanto spreco</a><span style="font-family: Arial,Helvetica,sans-serif;">.
In modo consapevole o inconsapevole, tutti sappiamo che queste sono già
le regole del gioco, ma siccome una tale e frenetica attività di
comprare, usare e gettare manteneva in moto l'economia e in fondo ci
garantiva il mantenimento di un livello di reddito che ci permetteva di
seguire questo gioco, non ci importava molto. Così, gli abitanti dei
paesi che si autodefiniscono “civilizzati” sono arrivati a ritenere
“normale” che si debbano cambiare i vestiti ogni anno, il computer ogni
tre, l'automobile ogni cinque e la casa ogni dieci anni. Ed hanno
ragione a ritenere questa pratica “normale” perché è quella che di fatto
è arrivata ad essere la norma o l'abitudine, in realtà imposta.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Tuttavia, il processo che affrontiamo ora è di una natura molto diversa.
Qui non si tratta di massimizzare il ciclo produttivo ed il suo
rendimento, ma di qualcosa di più perverso e dannoso. Succede che con lo
sprofondamento della classe operaia in queste prime fasi della </span><a href="http://ugobardi.blogspot.it/2012/05/la-grande-esclusione.html" style="font-family: Arial,Helvetica,sans-serif;">Grande Esclusione</a><span style="font-family: Arial,Helvetica,sans-serif;">
il consumo sta crollando e l'idolatrato equilibrio fra domanda e
offerta che permette di fissare il prezzo si sta spostando a sinistra
nella misura in cui la domanda scende e i prezzi sono costretti a fare
lo stesso. </span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Tuttavia i grandi industriali, che hanno in funzione un
sistema di produzione su grande scala, con grandi fabbriche ed enormi
reti di distribuzione, hanno un'inerzia strutturale troppo alta per
poter rispondere agevolmente ai cambiamenti. Nel caso di alcuni prodotti
più cari (di maggior valore aggiunto) la domanda è stata distrutta per
non tornare mai più. </span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">E' il caso, per esempio, delle auto: la maggior
parte della gente che non può più permettersi l'automobile non se la
potrà permettere più. In questo caso l'unica soluzione per l'industriale
è ridurre la produzione, il che significa chiudere fabbriche e lasciare
la gente sulla strada (retroalimentando la distruzione della domanda in
generale, poiché un lavoratore in meno è un consumatore – o forse di
più – in meno).</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Tuttavia ci sono molti altri prodotti la cui domanda latente continua ad
essere alta, ma non si esprime in domanda reale semplicemente perché la
gente non si può permettere qualsiasi prezzo. E' il caso principalmente
dei prodotti di prima necessità, come gli alimenti ed il vestiario. In
questo caso, l'industriale tenta logicamente di ridurre il prezzo di
vendita dei sui prodotti, che sia per mezzo della riduzione dei margini
di guadagno (il che va contro i suoi interessi) o attraverso la
riduzione dei costi.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Per ridurre i costi può abbassare i salari dei suoi
operai, ma questa strategia ha un percorso limitato e inoltre tanto
meno guadagneranno i suoi lavoratori e tanto meno consumeranno (di nuovo
il terribile dilemma del capitalismo). </span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Cosicché a lungo termine la
migliore ed unica strategia passa attraverso la riduzione dei costi
essenzialmente produttivi. L'ideale sarebbe se questa riduzione
arrivasse da un miglioramento senza limiti dell'efficienza, ma la
termodinamica in questo è molto cocciuta (in un prossimo post
affronteremo il tema dell'entropia come sovrana tirannica e suprema del
nostro mondo) ed il margine di miglioramento finisce per essere scarso o
nullo. Pertanto, ciò che alla fine rimane è la semplice diminuzione
dell'apporto di materiali, del consumo di materie prime nella
produzione, soprattutto ora con gli inizi del </span><a href="http://crashoil.blogspot.it/2011/05/peak-oil-peak-copper-peak-iron-peak.html" style="font-family: Arial,Helvetica,sans-serif;">Peak Everything</a><span style="font-family: Arial,Helvetica,sans-serif;"> (il picco di tutto, o </span><a href="http://crashoil.blogspot.it/2010/06/la-gran-escasez.html" style="font-family: Arial,Helvetica,sans-serif;">Grande Scarsità</a><span style="font-family: Arial,Helvetica,sans-serif;">)
sono sempre più cari. </span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">L'industriale va così progressivamente
degradando la qualità dei suoi prodotti, tentando di portarli al limite
dell'immaterialità, ma per il sentiero sbagliato (niente a che vedere
con tanto decantata e mai vista </span><a href="http://es.wikipedia.org/wiki/Desmaterializaci%C3%B3n_de_la_econom%C3%ADa" style="font-family: Arial,Helvetica,sans-serif;">dematerializzazione dell'economia</a><span style="font-family: Arial,Helvetica,sans-serif;">).</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
La cosa perversa di questo meccanismo di progressivo degrado della
qualità dei nostri oggetti quotidiani è che vari decenni di convivenza
con l'obsolescenza programmata ci hanno resi molto sottomessi a questo
tipo di processo di degrado. Lo accettiamo quindi come “normale”, perché
segue la vecchia norma dell'obsolescenza programmata per la quale tutto
sia di qualità scadente e che debba essere sostituito periodicamente.
Certo che possiamo percepire che il ciclo dell'obsolescenza ora è più
breve, ma siccome in generale i cicli dell'obsolescenza sono andati
riducendosi col tempo è normale interpretarli come parte del </span><a href="http://crashoil.blogspot.com.es/2012/03/que-es-el-bau.html" style="font-family: Arial,Helvetica,sans-serif;">BAU</a><span style="font-family: Arial,Helvetica,sans-serif;">,
del normale modo di procedere. </span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Tuttavia, in questa occasione si sta
forzando il ciclo di obsolescenza fino a degli estremi ridicoli, come
nel caso dei fiammiferi col quale ho aperto il post e come con tanti
altri esempi che sicuramente il lettore potrà trovare, il che evidenzia
che il motore di questi cambiamenti non è tanto l'accelerazione del
ciclo produttivo ma la disperazione di ridurre i costi. La maggior parte
della gente confida sommessamente nei benefici del “sistema”, del BAU,
nel suo compito e assume implicitamente che con questa accelerazione
dell'obsolescenza il capitale fluirà più rapidamente e ci saranno
rendite sufficienti per rimanere in questo gioco. Niente di più lontano
dalla realtà. Il progressivo degrado dei beni di consumo comuni è in
realtà un ulteriore passo verso la Grande Esclusione.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
La degenerazione industriale porta con sé molti altri effetti negativi,
in particolare la perdita della capacità industriale e dell'</span><a href="http://it.wikipedia.org/wiki/Economie_di_scala" style="font-family: Arial,Helvetica,sans-serif;">economia di scala</a><span style="font-family: Arial,Helvetica,sans-serif;">.
La produzione di molti beni oggigiorno è possibile solo perché vengono
prodotti su grande scala grazie all'uso intensivo di energia a buon
mercato. </span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Mentre si degradano le rendite disponibili ai consumatori,
tutte queste imprese collasseranno e perderemo progressivamente le
conoscenze e la capacità di produrre industrialmente molti prodotti
finiti, ma non solo questo, anche la capacità di produrre diverse
materie intermedie necessaria in diversi processi industriali e di cui
di fatto avremmo bisogno per poter installare il nostro sistema
energetico alternativo basato sull'energia rinnovabile che sogniamo e
che sicuramente non saremo in grado di permetterci. Insomma, perderemo
la base industriale, il muscolo produttivo necessario per intraprendere
qualsiasi attività industriale.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Arriverà il momento in cui alcuni industriali ingegnosi cominceranno ad
offrire prodotti che, semplicemente, saranno ben costruiti,
probabilmente in modo artigianale. Ma questo ad un suo prezzo. Sarà in
quel momento che conosceremo qual è il prezzo reale delle cose. </span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">E questi
nuovi prodotti fatti in modo antico non saranno a buon mercato ed anche
se emergeranno per rispondere ad una massiccia domanda di avere oggetti
di qualità sufficiente, finiranno per essere prodotti praticamente di
lusso. Come lo sono stati, di fatto, nel mondo antico: la gente prima non
rinnovava il mobilio di casa, ma a dir molto comprava qualche mobile
durante la propria vita e gli armadi, i letti, i comodini e gran parte
del mobilio, passava di generazione in generazione. </span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">E in questo momento
la grande maggioranza della popolazione si renderà conto fino a che
punto è sceso il proprio livello di vita, fino a che punto ci siamo resi
poveri senza rendercene conto. Ancora una volta come nella metafora </span><a href="http://en.wikipedia.org/wiki/Boiling_frog" style="font-family: Arial,Helvetica,sans-serif;">della rana nell'acqua che bolle</a><span style="font-family: Arial,Helvetica,sans-serif;">.</span><br />
<br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Saluti.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Antonio Turiel</span><br />
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<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Nota dell'editor</b>: riguardo ai manufatti nel mondo antico, si veda anche <a href="http://aspoitalia.blogspot.it/2012/01/case-arredate-chilometri-zero.html">"Case arredate a chilometro zero"</a>, una ricerca sul campo pubblicata su queste pagine</span>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com0tag:blogger.com,1999:blog-33646836.post-83002636557952681332012-05-17T17:11:00.000+02:002012-05-17T17:13:26.785+02:00Scarsità dei metalli: domani il “picco di tutto”<br />
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<span style="font-size: small;"><b><i>Da <a href="http://petrole.blog.lemonde.fr/2012/05/08/rarefaction-des-metaux-demain-le-peak-all/"><span style="color: windowtext; text-decoration: none;">Oil Man</span></a>.
Traduzione di Massimiliano Rupalti</i></b></span></div>
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<span style="background: none repeat scroll 0% 0% white; color: black;">Ringrazio la redazione di </span><i><span style="color: black; font-style: normal;">Science & Vie</span></i><span style="background: none repeat scroll 0% 0% white; color: black;"> che questo
mese mi propone un'inchiesta su un tema essenziale, sul quale non riuscivo a
trovare il tempo che mi serviva per occuparmene: il declino delle riserve
mondiali di metalli (preziosi e no). Quindi sì, il petrolio non è la sola
materia prima che minaccia il desiderio irrefrenabile della società dei
consumi.</span></div>
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<span style="background: none repeat scroll 0% 0% white; color: black;">Il rame, lo zinco, l'oro e l'uranio figurano fra
i principali metalli le cui riserve mondiali sembrano in via di esaurimento.</span></div>
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<a href="http://1.bp.blogspot.com/-CaLdHUofjoI/T6ruavjuFkI/AAAAAAAAAPY/HXwEzkpSs40/s1600/terra+svuotata.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="265" src="http://1.bp.blogspot.com/-CaLdHUofjoI/T6ruavjuFkI/AAAAAAAAAPY/HXwEzkpSs40/s400/terra+svuotata.png" width="400" /></a></div>
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<span style="background: none repeat scroll 0% 0% white; color: black;"> </span><i><span style="background: none repeat scroll 0% 0% white; color: black; font-size: 10pt;">Una miniera di rame
moderna, in Australia. Fra i grandi giacimenti esauriti, Science & Vie fa
l'esempio della “favolosa” miniera svedese di Stora Kopparberg, "che
forniva tutte l'Europa del XVI e del XVII secolo", chiusa nel 1992. DR.</span></i></div>
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<span style="background: none repeat scroll 0% 0% white; color: black;">Il problema è simile a quello del picco del
petrolio. Anzi, peggio, ci sono tutte le possibilità che prima o poi si
intreccino in un circolo vizioso vertiginoso ed inestricabile. </span><span style="background: none repeat scroll 0% 0% white; color: black;">Philippe
Bihouix e Benoît de Guillebon, autori di riferimento su questo tema (<u>Quale
futuro per i metalli</u>, EDP Sciences, 2010, 39 €), spiegano:</span></div>
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<i style="mso-bidi-font-style: normal;"><span style="background: none repeat scroll 0% 0% white; color: black;">Nel corso della storia, l'uomo
ha avuto la tendenza ad estrarre all'inizio i minerali più concentrati (si è
visto come i nostri antenati hanno cominciato sfruttando gli elementi nativi,
cioè quelli con concentrazioni del 100%...) <b>Con il venir meno di grandi
scoperte geologiche la tendenza è quindi quella di una riduzione della concentrazione media del
minerale. </b></span></i><span class="StrongEmphasis"><i style="mso-bidi-font-style: normal;"><span style="color: black;">A titolo di esempio, la
concentrazione media dei minerali di rame estratti è così passata dal 1,8% (55
tonnellate di minerale per ogni tonnellata di metallo) negli anni 30 allo 0,8%
di oggi (125 tonnellate di minerale per ogni tonnellata di metallo). La
concentrazione nelle miniere d'oro in Australia e Sud Africa, due dei
principali paesi produttori, è passata da più di 20 grammi a tonnellata a meno
di 5 grammi nel giro di un secolo. (...)</span></i></span></div>
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<i style="mso-bidi-font-style: normal;"><span style="background: none repeat scroll 0% 0% white; color: black;"><br />
Per gran parte degli elementi, le riserve si assestano fra i 30 ed i 60 anni.
(...)</span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="background: none repeat scroll 0% 0% white; color: black;">I problemi sopraggiungono prima del numero
teorico di anni delle riserve, poiché tutte le risorse finite passano per un <b>picco
di produzione</b>: è il caso del petrolio. (…) L'oro ha già superato il suo
picco di produzione mondiale, ma è passato inosservato a causa del suo ruolo
molto specifico. (…)</span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="background: none repeat scroll 0% 0% white; color: black;">Gli investimenti [nello sfruttamento delle
miniere] sono passati da 2 a 10 miliardi di dollari fra il 2002 e il 2007! <b>Tuttavia,
questi sforzi non hanno portato alla scoperta di nuovi giacimenti.</b></span></i></div>
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<span style="background: none repeat scroll 0% 0% white; color: black;">In cosa il picco del petrolio e quello dei metalli sono
legati?</span></div>
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<span style="background: none repeat scroll 0% 0% white; color: black;">Molto semplicemente perché per scavare delle miniere serve
energia. Molta energia. Oggi, dal 8 al 10% dell'energia primaria è destinata a
estrarre e raffinare le risorse metalliche, in particolare per acciaio ed
allumino, indicano Philippe Bihouix e Benoît de Guillebon, entrambi ex studenti
della Scuola Centrale.</span></div>
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<span style="background: none repeat scroll 0% 0% white; color: black;">Avrete già capito la leggera preoccupazione: poiché i
minerali sono sempre meno concentrati, si dovrà usare sempre più energia per
estrarlo, mentre le estrazioni della fonte principale di energia sembrano esse
stesse in declino...</span></div>
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<span style="background: none repeat scroll 0% 0% white; color: black;">Naturalmente, a differenza del petrolio, i metalli possono
essere riciclati, Ma Bihouix e de Guillebon sottolineano che le soluzioni sono
spesso limitate, in particolare, ancora una volta, a causa del loro costo
energetico.</span></div>
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<span style="background: none repeat scroll 0% 0% white; color: black;">Le energie rinnovabili, in particolare solare ed eolica, sono
molto dipendenti da metalli rari, l'accesso ai quali potrebbe diventare sempre
più incerto, <i>tanto più</i><i style="mso-bidi-font-style: normal;"> </i>se
queste forme di energia devono essere sviluppate in modo massiccio. Esempio: il
disprosio e il neodimio, due terre rare prodotte quasi esclusivamente in Cina,
che ha i giacimenti e che ha già fatto sapere che i suoi giacimenti attuali
sono in declino. Una automobile ibrida contiene un chilogrammo di neodimio, una
turbina eolica quasi una tonnellata! </span><i><span style="color: black; font-style: normal;">Science & Vie</span></i><span style="background: none repeat scroll 0% 0% white; color: black;"> cita uno
studio del MIT secondo il quale si dovrebbe moltiplicare per 26 da qui al 2035
l'estrazione di disprosio (dal greco </span><i><span style="color: black; font-style: normal;">dysprositos</span></i><span style="background: none repeat scroll 0% 0% white; color: black;">, che significa “difficile da
ottenere”) per fare fronte ai problemi del cambiamento climatico...</span></div>
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<span style="background: none repeat scroll 0% 0% white; color: black;">Per il nucleare, </span><i><span style="color: black; font-style: normal;">Science & Vie</span></i><span style="background: none repeat scroll 0% 0% white; color: black;"> nota
che nel 2035, il fabbisogno di uranio dovrà soddisfare le centomila tonnellate
all'anno, <i>“il doppio di ciò che le miniere di uranio hanno fornito nel
2010”, </i>sapendo che<i> </i>“nessuna scoperta recente e significativa è
avvenuta oltre all'estensione dei giacimenti già conosciuti”, secondo Marc
Delpech, del Commissariato per l'energia
atomica.</span></div>
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<span style="background: none repeat scroll 0% 0% white; color: black;">Bihouix e de Guillebon, gli autori di </span><span style="color: black;">Quale futuro per i metalli</span><span style="background: none repeat scroll 0% 0% white; color: black;">, affermano:</span></div>
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<i style="mso-bidi-font-style: normal;"><span style="background: none repeat scroll 0% 0% white; color: black;">“Puntando sul “tutto tecnologico”
nell'ottimizzazione dei nostri consumi energetici e la lotta contro i
cambiamenti climatici, ricorriamo in misura maggiore a materie prime rare che
non sappiamo (sapremo) riciclare e quindi l'esaurimento potrebbe diventare in
sé un problema energetico”.</span></i></div>
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<span style="background: none repeat scroll 0% 0% white; color: black;">Philippe Bihouix e Benoît de Guillebon ricordano come, grazie
alla sua ordinanza del 1669, Colbert ha salvato le foreste francesi minacciate
dai bisogni crescenti dell'industria della costruzione navale:</span></div>
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<i style="mso-bidi-font-style: normal;"><span style="background: none repeat scroll 0% 0% white; color: black;">“Così, nel diciassettesimo
secolo, quando l'età della terra veniva stimata in meno di 6.000 anni (la storia
biblica), la nostra società – certo poco democratica! - è stata lungimirante,
con decisioni che andavano oltre il proprio secolo. Noi sappiamo, da poco, che
l'età dell'Universo supera i 15 miliardi di anni, ma non siamo in grado di
prendere decisioni che vadano oltre qualche anno: <b>si</b> <b>noti il formidabile regresso intellettuale che c'è
stato!</b>”.</span></i></div>
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<span style="background: none repeat scroll 0% 0% white; color: black;">C'è di più di una perplessità in questa analisi. Si può
percepire una certa rabbia di fronte alle promesse ed agli effetti pubblicitari
degli industriali e dei politici nel corso degli ultimi anni:</span></div>
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<i style="mso-bidi-font-style: normal;"><span style="background: none repeat scroll 0% 0% white; color: black;">“No, un veicolo, anche elettrico, non è mai
'pulito'. No, un telefono cellulare non è mai 'ecologico', anche se il suo case
è in fibra di bambù! E c'è chi crede che una 'eco-tassa' di qualche euro sui
prodotti elettronici compensi i guasti ambientali della loro fabbricazione!</span></i></div>
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<span style="background: none repeat scroll 0% 0% white; color: black;">La conclusione lancia un appello per un
cambiamento di paradigma:</span></div>
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<br /></div>
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<i style="mso-bidi-font-style: normal;"><span style="background: none repeat scroll 0% 0% white; color: black;">“Certo, ci si può aspettare ancora molto dai
progressi tecnici e dalle innovazioni. Ma per rendere le nostre società
realmente durature, comunque dal punto di vista del nostro consumo 'metallico',
dovremo seriamente orientarle verso l'economia di risorse a medio termine,
piuttosto che verso la ricerca di profitti a breve termine. Siamo ancora
lontani”.<br style="mso-special-character: line-break;" />
</span></i></div>
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<span style="background: none repeat scroll 0% 0% white; color: black;">In evidenza, Bihouix e de Guillebon hanno messo la seguente
citazione, che segna il peccato originale della scienza economica, così com'è
sempre praticata ed insegnata oggi:</span></div>
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<i style="mso-bidi-font-style: normal;"><span style="background: none repeat scroll 0% 0% white; color: black;">“Le risorse naturali sono
inesauribili, perché se così non fosse non le otterremmo gratuitamente. Non
possono essere né moltiplicate né esaurite, esse non sono lo scopo delle
scienze economiche” </span></i></div>
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<i><span style="color: black;">- </span></i><a href="http://fr.wikipedia.org/wiki/Jean-Baptiste_Say"><i><span style="color: #003366; text-decoration: none;">Jean-Baptiste Say</span></i></a><i><span style="color: black;">,
Corso di economia politica pratica, 1815.</span></i></div>
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<br /></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com5tag:blogger.com,1999:blog-33646836.post-78560314796571563372012-05-14T10:34:00.000+02:002012-05-14T15:29:25.492+02:00Fukushima: La crisi non è finita<br />
<i><b><span style="font-family: Arial,Helvetica,sans-serif;">Da <a href="http://akiomatsumura.com/" target="_blank">Akio Matsumura</a>. Traduzione di Massimiliano Rupalti</span></b></i><br />
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<br />
“Secondo questo scenario, il rischio più grande durante la fusione non erano i reattori di<br />
per sé, ma le piscine del combustibile esaurito che gli stavano sopra, in particolare quello<br />
sopra al reattore 4.” </div>
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<a href="http://2.bp.blogspot.com/-b-p5gKSpQSo/T6j9IbciT-I/AAAAAAAAAOs/6uGbXuu6jn4/s1600/nuke+danger.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="272" src="http://2.bp.blogspot.com/-b-p5gKSpQSo/T6j9IbciT-I/AAAAAAAAAOs/6uGbXuu6jn4/s400/nuke+danger.jpg" width="400" /></a></div>
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<i><span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;">The Japan Times [foto dalla TEPCO]</span></span></i></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">La crisi all'impianto nucleare di Fukushima-Daiichi non è finita. Mentre i primi tre reattori</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">contenevano combustibile e presentavano una seria minaccia sin dal 11 marzo del 2011,</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Sono stati ampiamenti contenuti. Il reattore 4 non conteneva combustibile quando c'è</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">stato il terremoto. Invece, le barre di combustibile esaurito sono state spostate in una</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">piscina di raffreddamento al secondo piano dell'unità di contenimento. L'unità ha subito</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">enormi danni durante lo tsunami – un'esplosione di idrogeno ha scoperchiato il tetto,</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">lasciando la piscina del combustibile altamente radioattiva esposta all'aria aperta. Se un</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">altro terremoto di grande potenza colpisse l'area, l'edificio crollerebbe di sicuro. I</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">meteorologi giapponesi e americani pensano sia probabile che un tale terremoto</span><span style="font-family: Arial,Helvetica,sans-serif;"> avvenga quest'anno.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">http://www.youtube.com/watch?v=KwCfAY4iyPQ</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">La fusione ed il rilascio senza precedenti di radiazioni che seguirebbero sarebbero il peggiore</span><span style="font-family: Arial,Helvetica,sans-serif;"> scenario che l'allora Primo Ministro Kan ed altri ex ufficiali hanno discusso nei mesi</span><span style="font-family: Arial,Helvetica,sans-serif;"> passati. </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Egli aveva avvisato, durante il suo discorso al World Economic Forum di Davos,</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">che un tale incidente forzerebbe l'evacuazione di 35 milioni di persone da Tokyo,</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">chiuderebbe mezzo Giappone e comprometterebbe la sovranità nazionale. Una tale</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">catastrofe umanitaria e ambientale è inimmaginabile. Hiroshi Tasaka, un ingegnere</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">nucleare e consigliere speciale del Primo Ministro Kan, ha detto subito dopo lo scoppio</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">della crisi, che “la crisi ha semplicemente aperto il Vaso di pandora”.</span><br />
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<a href="http://2.bp.blogspot.com/-BKsAN1S5ZEI/T6kCL8S4wiI/AAAAAAAAAPA/3iVRfhzIdnM/s1600/tasaka-photo-quote.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://2.bp.blogspot.com/-BKsAN1S5ZEI/T6kCL8S4wiI/AAAAAAAAAPA/3iVRfhzIdnM/s400/tasaka-photo-quote.jpg" width="321" /></a></div>
<i><span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;"> “[La crisi] ha semplicemente aperto il Vaso di pandora” - Hiroshi Tasaka, consigliere speciale</span><span style="font-family: Arial,Helvetica,sans-serif;"> dell'ex Primo Ministro Naoto Kan [foto da Asahi Shimbun]</span></span></i><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">L'attuale governo giapponese non ha ancora fatto menzione del disastro incombente,</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">evidentemente per non creare il panico fra la gente. Tuttavia, bisogna agire rapidamente.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://akiomatsumura.com/" target="_blank">Questo sito</a> ha pubblicato continuamente, durante l'ultimo anno, commenti di scienziati</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">che spiegano perché il reattore 4 deve essere stabilizzato immediatamente - chi possa</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">essere in grado di realizzare un tale compito – e il perché la situazione è passata</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">ampiamente sotto silenzio. Crediamo che si debba mettere insieme e dispiegare</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">immediatamente un gruppo di ingegneri strutturali ed altri consiglieri. Un aumento della</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">pressione della gente forzerebbe il governo giapponese ad agire. Speriamo che queste</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">risorse siano utili ad educare la gente sulla crisi che stiamo fronteggiando.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Come ha detto l'eminente fisico tedesco Dr. Hans-Peter Durr dieci mesi fa, se la piscina del</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">combustibile esaurito comincia a perdere, ci troveremo in una situazione in cui la scienza</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">non ha mai immaginato ci saremmo trovati.</span><br />
<br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Per ulteriori informazioni o per contattare tutti i nostri esperti, scrivete a</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">chris@akiomatsumura.com</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Arnie Gundersen, tecnico nucleare e presidente di Fairewinds</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">•<a href="http://akiomatsumura.com/2011/06/fukushima-the-crisis-is-not-over.html" target="_blank">Fukushima: The Crisis Is Not Over</a></span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Bob Alvarez, esperto di piscine per combustibile esausto all'Institute for Policy Studies</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">•<a href="http://akiomatsumura.com/2012/02/letter-from-spent-fuel-pools-expert-robert-alvarez.html" target="_blank">On Spent Fuel Pools</a></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">•<a href="http://akiomatsumura.com/wp-content/uploads/2012/02/TKY201202200554.jpg">Correspondence on New Photo of Reactor 4</a></span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Gordon Edwards, stimato fisico canadese, presidente della Canadian Coalition for Nuclear</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Responsibility</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">•T<a href="http://akiomatsumura.com/2011/10/447.html" target="_blank">he Need for Independent Assessment of the Fourth Reactor.</a></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">•<a href="http://akiomatsumura.com/2012/01/lack-of-training-on-the-catastrophic-accident-potential-at-spent-fuel-pools.html" target="_blank">Why Scientists Have Missed the Danger of Spent Fuel Pools.</a></span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">Steven Starr, scienziato anziano al Physicians for Social Responsibility</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">•<a href="http://akiomatsumura.com/2011/06/345.html" target="_blank">Safe and Clean Nuclear Power?</a></span>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com2tag:blogger.com,1999:blog-33646836.post-8005488626156476972012-05-12T14:13:00.000+02:002012-05-12T14:21:17.287+02:00La terra svuotata: una recensione di Eugenio Baronti<div style="text-align: center;">
<a href="http://www.eugeniobaronti.it/wp-content/uploads/2012/04/la-terra-svuotata_184.jpg"><img alt="" class="size-full wp-image-1887 aligncenter" height="371" src="http://www.eugeniobaronti.it/wp-content/uploads/2012/04/la-terra-svuotata_184.jpg" title="la-terra-svuotata_184" width="240" /> </a><br />
<span style="font-size: x-small;"><i style="font-family: Arial,Helvetica,sans-serif;">Eugenio Baronti è stato assessore
all'ambiente al comune di Capannori (Lu), creando quella rivoluzione
nella gestione dei rifiuti basata sulla raccolta differenziata che ha
portato Capannori ad essere famoso in Italia e anche nel mondo. Baronti è
stato poi assessore regionale e al momento è il direttore
dell'aeroporto di Tassignano dove ha creato una nuova struttura di
ricerca nel campo aerospaziale e delle energie rinnovabili sotto il nome
di "<a href="http://www.zefiroinnovazione.it/" target="_blank">Zefiro innovazione</a>". Eugenio Baronti è anche autore del libro recente "<a href="http://www.eugeniobaronti.it/?p=1490" target="_blank">Con il piombo sulle ali</a>" dove descrive la sua esperienza politica. Questo post è tratto dal <a href="http://www.eugeniobaronti.it/" target="_blank">suo blog</a>. </i></span></div>
<h2 style="font-family: Arial,Helvetica,sans-serif; text-align: center;">
<span style="color: black;"><span style="text-decoration: underline;"><a name='more'></a></span></span></h2>
<h2 style="font-family: Arial,Helvetica,sans-serif; text-align: center;">
<span style="color: black;">La recensione di Eugenio Baronti <span style="font-size: x-small;"> </span></span></h2>
<h2 style="font-family: Arial,Helvetica,sans-serif; text-align: center;">
<span style="color: black;"><i><span style="font-size: x-small;">pubblicata anche su <a href="http://ugobardi.blogspot.it/2012/05/la-terra-svuotata-una-recensione-di.html" target="_blank">Effetto Cassandra</a></span></i> </span></h2>
<h2 style="font-family: Arial,Helvetica,sans-serif; text-align: center;">
<span style="font-size: large;"><i>Non si può prevedere il futuro ma possiamo preparaci ed attrezzarci per affrontarlo </i></span></h2>
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Questo è un libro che consiglio di leggere con la dovuta attenzione e
dovrebbe essere obbligatorio leggere per l’attuale classe dirigente
politica ed economica dominata dal pensiero unico del Dio mercato.
Affronta la storia del rapporto tra l’uomo, i minerali e la
sostenibilità, a partire dall’era primordiale fino ai giorni nostri
quando, a forza di scavare nelle rocce, con tecnologie e mezzi sempre
più </span><span id="more-1884" style="font-family: Arial,Helvetica,sans-serif;"></span><span style="font-family: Arial,Helvetica,sans-serif;">potenti ed invasivi, siamo giunti al
picco produttivo di molte minerali che sono a rischio di esaurimento
anche a tempi brevi e questa prospettiva ci costringerà a rivedere molto
se non tutto di questo nostro modello di sviluppo e di consumo. Ugo
Bardi è un docente dell’Università di Firenze ed è anche un ricercatore
che si interessa da tanti anni del petrolio, e con i suoi libri cerca
di informare l’opinione pubblica, e soprattutto la classe dirigente di
questo paese, che il petrolio esiste in quantità finite e quindi non è
eterno e prima o poi dovrà finire.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Bardi ha introdotto in Italia, insieme ad altri ricercatori, il
concetto del picco del petrolio che non significa esaurimento completo
ma costi ambientali ed economici troppo elevati per estrarlo, ciò
provocherà inevitabilmente, una riduzione della produzione, generando
quindi quel massimo produttivo che viene chiamato il “picco di Hubbert”
dal nome del geologo americano Marion King Hubbert che propose questo
concetto per la prima volta all’inizio degli anni cinquanta.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Il libro racconta la storia, le tappe, i particolari, di una sfrenata
attività estrattiva che sta svuotando il pianeta di minerali a dei ritmi
mai visti prima in centinaia di milioni di anni di storia planetaria.
Minerali che fino a che stavano sottoterra erano isolati e non avevano
effetti importanti sui cicli dell’ecosfera ma una volta estratti,
bruciati e trasformati in biossido di carbonio impattano direttamente
sui cicli biologici e questo sta trasformando la terra in un pianeta
molto diverso. C’è anche il racconto del nostro rapporto con il
petrolio, il perché non ne possiamo più fare a meno e che cosa potrà
succedere il giorno in cui, quel poco che resterà, sarà così costoso
estrarlo che saremo costretti a lasciarlo nelle viscere profonde della
terra. Il libro estende questo punto di osservazione a tutte le risorse
minerali che utilizziamo: dai combustibili fossili a tutti i metalli, i
semiconduttori, materiali da costruzione e quei preziosi fosfati senza i
quali l’agricoltura non potrebbe produrre abbastanza cibo per sfamare
sette miliardi di abitanti di questo pianeta sempre più piccolo e
sovraffollato.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Nel 2002 Ugo Bardi invitò Colin Campbell, fondatore di ASPO, ad una
conferenza all’università di Firenze e dopo la conferenza insieme ad un
drappello di ricercatori fondò la sezione italiana di ASPO di cui è
stato fino a pochi mesi fa Presidente.
La Terra svuotata racconta la storia dell’estrazione dei minerali che
parte addirittura dalle radici delle piante che per centinaia di milioni
di anni sono state le prime ed uniche estrattori di minerali dalla
terra, una storia lunga fatta di inenarrabili sofferenze, oppressione,
e fatica del popolo dei minatori, da quando sono partiti, circa due
milioni e mezzo di anni fa, a raccogliere pietre che servivano come
strumenti da taglio o percussione, a quando graffiavano dalla crosta
terrestre minerali con le mani o con rudimentali ossa di animale, e poi
con il progresso tecnologico e con nuovi e più efficienti strumenti, dal
ferro, all’acciaio e alle moderne tecnologie che hanno aumentato a
dismisura le quantità dei minerali estratti che ad oggi ammontano a
circa 10 miliardi di tonnellate di materiale strappato via dalla terra,
dieci volte di più di quello che fanno le piante. Oggi le trivellazioni
arrivano a decine di chilometri di profondità.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Insieme ai minerali, la storia dei combustibili fossili, del petrolio,
scoperto appena un secolo e mezzo fa, snobbato e quasi ignorato
all’inizio, poi diventato il minerale che ha cambiato la vita di
miliardi di persone e la storia del pianeta. Nessun altro minerale ha
condizionato così profondamente a livello planetario la storia della
civiltà umana come il petrolio.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Il re carbone anima e strumento della grande rivoluzione industriale
surclassato dal nuovo oro nero, in nome del quale, e per il controllo
del quale, si sono combattute e purtroppo si combatteranno ancora
guerre.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Ce la faremo a creare un nuovo sistema energetico che sostituisca
l’energia fossile con energia rinnovabile? Soprattutto, ce la faremo
prima che i fossili si esauriscano e che il cambiamento climatico ci
distrugga? A questa risposta e a questa sfida è legato il destino e il
futuro dell’umanità.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Oggi siamo di fronte ad una profonda crisi di sistema, insieme alla
grave crisi economica finanziaria, su cui si concentra tutta
l’attenzione, c’è anche l’ inesorabile declino della produzione dei
combustibili fossili, diventati troppo cari per essere estratti ai ritmi
attuali.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Non e’ possibile dire la data precisa, e non importa se sarà un anno o
dieci anni, sarà comunque una questione di un attimo in confronto allo
svolgersi della storia umana e ancora meno in confronto alla maestosa
lentezza delle ere geologiche.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Ugo ci ricorda la lettera di Seneca a Lucilio che dice: ” sarebbe già un
conforto per la nostra debolezza se tutto perisse con la stessa
lentezza con cui si e’ formato” ma non è così: la crescita è lenta la
rovina è rapida.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Il libro ricostruisce anche il percorso del sogno nucleare degli anni
’60 e della fusione, l’illusione dell’ energia così a basso costo da
poterla avere addirittura gratis. Ma dopo la forte espansione degli anni
settanta la corsa al nucleare si e’ fermata per la sua difficile
gestione da allora siamo fermi ad una produzione annua di energia
elettrica del 15% e di un 6% di energia primaria. Ma la maggior parte
delle centrali si stanno avviando al fine ciclo di vita operativa. Il
picco e’ probabile che si sia già determinato nel 2006.</span><br />
<br />
<a href="http://www.eugeniobaronti.it/wp-content/uploads/2012/04/discussionrogerugo.jpg" style="font-family: Arial,Helvetica,sans-serif;"><img alt="" class="size-full wp-image-1888 alignleft" height="233" src="http://www.eugeniobaronti.it/wp-content/uploads/2012/04/discussionrogerugo.jpg" title="discussionrogerugo" width="338" /></a><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Ovviamente il libro si sofferma molto sull’alternativa possibile,
quella delle rinnovabili, in particolare l’ eolico e il fotovoltaico.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Il fotovoltaico per molti anni e’ stata una tecnologia utilizzata
solo a livello aerospaziale che ha reso possibile la rivoluzione dei
nuovi satelliti per le telecomunicazioni iniziata negli anni settanta.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Una tecnologia molto costosa e soprattutto poco efficiente. L’efficienza
delle celle al silicio era inferiore al 10% e l’elettronica di supporto
ancora primitiva.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Solo con il primo conto energia nel 2005 il fotovoltaico è decollato. Il
sistema degli incentivi è stato il punto di svolta. Nato negli Usa
durante la presidenza Carter chiamata feed-in-tariff, nel mezzo della
prima grande crisi petrolifera, cancellata da Regan, fu ripresa in
grande stile in Germania nel 2000 con lo Erneuerbare Energien Gesetz, il
decreto sulle energie rinnovabili. Con questo decreto l’industria
fotovoltaica tedesca ha fatto da traino in tutto il mondo. L’unione
europea ha incluso questo tipo di incentivo nella sua direttiva
2001/77/CE . In Europa lo sviluppo del fotovoltaico e’ stato esplosivo e
questo ha determinato uno sviluppo tecnologico che ha portato ad
efficienze energetiche superiori e crescenti portando il fotovoltaico
verso la grid party, ovvero quel costo di produzione che mette il
fotovoltaico alla pari con quello ottenuto con combustibili fossili,
quando il Kwh costerà quanto quello prodotto con combustibile fossile.
Oggi tutto questo è messo in crisi da un Decreto irresponsabile e
suicida del Ministro Passera del governo Monti, prima di lui, ci aveva
già provato Berlusconi con il decreto Romani.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
C’e una campagna di stampa negli ultimi anni che cerca di denigrare le
rinnovabili, si sono alimentate e sviluppate una serie d leggende
negative che contribuiscono a creare un’ area di sospetto e addirittura
di malaffare attorno alle rinnovabili. Nel 2010 erano istallati nel
mondo impianti fotovoltaici per una potenza nominale di 20 Gw. oggi
l’efficienza delle celle solari ali silicio si avvicina la 20% quelle al
tellurio di cadmio a circa il 12% pero’ hanno una EROEI maggiore.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
La grande sfida del futuro è quella di integrare fra loro le diverse
tecnologie energetiche da fonti rinnovabili in una Smart Grid o rete
intelligente dove si potrebbero compensare le fluttuazioni di produzione
dei vari impianti. Il fotovoltaico produce meno in inverno, potrebbe
essere compensato dall’eolico e addirittura una rete intelligente
potrebbe operare in modo integrato a livello europeo e mediterraneo
gestendo sia il vento delle coste atlantiche del nord sia il sole dei
paesi del sud del mediterraneo.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
C’è bisogno di una nuova cultura e di maggior rispetto nei confronti
delle future generazioni che non contano meno di noi, non possiamo
preferire oggi soluzioni sporche nell’immediato perché economicamente
più vantaggiose quando sono possibili soluzioni pulite e più vantaggiose
in tempi leggermente più lunghi. Chi ritiene oggi le energie
rinnovabili costose assume un atteggiamento di chi non riesce a vedere
il futuro al di là del proprio naso.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Bardi ricorda ai nostri economisti bocconiani i diversi casi nella
storia più o meno recente in cui una cattiva gestione di ma risorsa ha
determinato il suo esaurimento anche se era una risorsa rinnovabile. Un
esempio è stato l’ esponenziale sviluppo dell’industria baleniera nella
prima metà del 1800 e la sua altrettanto rapida rovina. Una produzione
prioritariamente destinata all’olio per lampade da illuminazione. Un
prelievo superiore ai tempi lenti di riproduzione naturale delle balene
diventate talmente rare e difficili da trovare negli oceani che
aumentarono a dismisura i costi di produzione portando alla catastrofe
economica l’industria baleniera. Ricorda il caso delle foreste Irlandesi
abbattute per ottenere energia. la deforestazione del paese nel secolo
ottocento provocò una terribile carestia nel 1845. Altri esempi lo
ritroviamo nello sfruttamento selvaggio della pesca che ha portato allo
svuotamento degli oceani di pesce. Uno dei motivi della povertà dei
pescatori e’ che sono naturalmente soggetti alla cosiddetta tragedia dei
commons (beni Comuni), la loro sorgente di sostentamento, il pesce, e’
per sua natura accessibile a tutti, non possono ottimizzare lo
sfruttamento possono solo affrettarsi a pescare quanto più pesce
possibile prima che lo peschi qualcun altro. Questo vale per tutti i
commons, beni comuni, usi civici, come per esempio il pascolo.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Le risorse biologiche caccia, pesca e agricoltura sono rinnovabili
perché si riproducono ma con propri ritmi naturali e il sovra
sfruttamento ne determina comunque la scomparsa.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Lo stesso vale per le risorse minerarie che a maggior ragione non sono
rinnovabili perlomeno su scale di tempo inferiore ai milioni di anni e
anche in questo caso ci troviamo di fronte ad un andamento a campana
come per le balene, la pesca, il pascolo e le foreste irlandesi o sarde.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
In molti non riescono ancora a capire il concetto del sovrasfruttamento.
L’economia umana si comporta perlomeno in certi casi come un sistema
predatore – preda in cui la preda non si riproduce.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Nel sistema economico la preda è la risorsa e tutto quello che possiamo
sfruttare economicamente; il predatore è il capitale, quell’aggregato
economico che lo sfruttamento della risorsa crea e che permette di
sfruttare di più la risorsa. Il pensiero unico attuale si fonda su di un
pensiero binario semplice buono/cattivo. Se il PIL cresce buono, se il
PIL cala cattivo, questo da la tendenza al
sistema la direzione che può essere invertita anzi è necessario
invertire la rotta prima di produrre guasti irreparabili.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Per concludere è necessario avviare una transizione verso una
stabilizzazione del sistema economico che dovrà necessariamente
sfruttare le risorse disponibili in modo più sobrio e razionale,
sostituendo materiali di origine minerali rari con minerali largamente
diffusi e maggiormente disponibili. I minerali rari dovranno essere
usati in modo estremamente parco ed essere poi recuperati e riciclati.
Gestire l’economia in modo da evitare il crollo da esaurimento delle
risorse. Gestire la transizione nel modo meno doloroso possibile.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Noi oggi non abbiamo strutture politiche in grado di gestire la
transizione e il cambiamento ma non abbiamo nemmeno le strutture mentali
adatte, almeno quelle della nostra classe dirigente economica a
politica che sono tutti convinti, accomunati in un pensiero unico, che
si possa uscire dalla crisi con le solite ricette tradizionali e i
soliti mezzi ordinari, rilanciando consumi, crescita e PIL.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Prima o poi comunque saremmo costretti a prendere atto che non e’ più
possibile una crescita infinita in uno spazio finito e dovremo trovare
il modo di gestire il pianeta in modo sostenibile.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
La chiave della soluzione è quella della collaborazione internazionale,
se si scende sul terreno della competizione militare per accaparrassi il
controllo delle risorse sarà il trionfo della barbarie.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Bello e significativo il racconto, nelle pagina finali del libro, dove
Ugo racconta un’ antica storia Giapponese al tempo delle guerre civili
tra potenti signori della guerra. Nell’ultima fase di queste guerre i
tre Daimyo più potenti si incontrarono per sentire cantare un cuculo, ma
quel giorno il cuculo restò silenzioso, uno disse: se non canta lo
uccido, l’altro disse: lo convincerò a cantare, il terzo, il più saggio,
disse: aspetterò finche non canterà.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Questo racconto ci dice che la strategia vincente in tante cose della
vita non e’ la violenza, e nemmeno la furbizia è la pazienza. Fu il
saggio Ieyasu che sconfisse i suoi rivali e prese il controllo di tutto
il Giappone creò una società a stato stazionario a crescita zero, abolì
l’esercito e fu l’inizio di una dinastia che governò pacificamente il
Giappone per oltre due secoli e mezzo fino alla metà del diciannovesimo
secolo, il periodo che oggi chiamiamo Edo.</span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;">
Per finire, non si può costringere il cuculo a cantare così come non si
può costringere il pianeta a darci più risorse di quelle che ha nelle
sue viscere. Quindi bisogna tarare i nostri bisogni in base a quanto il pianeta può offrirci. </span><br />
<br />lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com0tag:blogger.com,1999:blog-33646836.post-73273616400024224342012-05-10T09:54:00.000+02:002012-05-10T10:59:52.654+02:00Comunicato ASPO-Italia, 6 maggio 2012<div style="font-family: Arial,Helvetica,sans-serif;">
Un recente intervento del ministro Passera[1], raccolto dai media, esprime bene le posizioni che l'attuale governo italiano coltiva in ambito energetico, condividendo a quanto sembra la visione del precedente governo Berlusconi.</div>
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Ha sostenuto Passera:<br />
"<b>Abbiamo ingenti riserve di gas e petrolio che possono soddisfare il 20% dei consumi nazionali dal 10% attuale</b>. Si possono generare 15 miliardi di euro di investimenti e 25mila posti di lavoro, si può ridurre la bolletta per le importazioni di energia di 6 miliardi, aumentando il Pil di mezzo punto".</div>
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Riteniamo urgente e importantissimo sottolineare che quelle che il ministro definisce "ingenti riserve di gas e petrolio" ammontavano al 31.12.2010, secondo i dati del MSE[2], a <b>un massimo di 103 miliardi di metri cubi di gas naturale e 187 milioni di tonnellate di petrolio</b>, sommando tutte le diverse tipologie di riserve: certe, probabili e possibili. </div>
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Dati gli attuali consumi del paese le riserve citate corrispondono a circa 3/4 del fabbisogno di un solo anno*!<br />
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E dopo?<br />
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I ragionamenti del ministro Passera vengono fatti sulla base del conto economico, ovvero in<br />
occasioni di profitto, <i>non</i> in riserve effettive di energia. Questo tipo di stime basate sulla carta e non sulla realtà fisica che ci circonda sono quelle che ci conducono alla situazione di crisi che stiamo sperimentando.<br />
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Invitiamo caldamente il ministro a fare i conti nel modo giusto: usando le unità di misura fisiche dell'energia, non quelle volatili e aleatorie del mercato economico. La sua affermazione ci preoccupa ancor più perché avviene in un momento in cui lo stesso governo di cui fa parte attacca nuovamente le energie rinnovabili che stavano godendo invece di un ottimo trend di sviluppo, con un incremento degli impiegati del settore stimabile in oltre 100.000 unità.<br />
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Addirittura le voci dei media illustrano all’opinione pubblica una serie di aumenti dei costi<br />
dell'energia che sarebbero dovuti ai recenti contributi alle rinnovabili. Si tratta di affermazioni totalmente infondate e lo abbiamo già fatto rilevare nei mesi passati. Negli ultimi 20 anni, grazie al famigerato contributo CIP6 pagato a "rinnovabili ed assimilate", le fonti assimilate, ossia oli, gas di scarto e rifiuti solidi urbani hanno assorbito fra il 65 e l'80% dei 40 miliardi di euro del contributo, ossia fra 27 e 32 miliardi di euro [3], facilitando lo sviluppo di un eccesso di produzione termoelettrica che, da sola, assomma a circa il 100% del nostro massimo fabbisogno.<br />
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Queste produzioni inefficienti, fortemente inquinanti e non rinnovabili, finanziate con risorse che invece avrebbero dovuto spingere le vere fonti sostenibili, vendevano finora sul mercato elettrico la propria energia nelle ore di punta, di giorno, nei due picchi quotidiani. Lo sviluppo delle rinnovabili degli ultimi 3-4 anni ha ridotto drasticamente il loro contributo perché il Fotovoltaico dà la sua massima produzione proprio nel medesimo intervallo giornaliero e la sua materia prima – il sole – non costa.<br />
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È successo lo stesso anche in Germania o in altri paesi[4]: i produttori a base di combustibili fossili vengono messi fuori mercato dall'avanzata delle rinnovabili in quella fascia di mercato e i loro profitti languono.<br />
Invece di felicitarsi di questa evoluzione positiva qui in Italia parte l'offensiva mediatica e politica contro le rinnovabili. Inoltre, la raffica di aumenti delle tariffe elettriche decise dall'Autorità per l'Energia avrebbe dovuto tener conto dei risparmi che si sono già prodotti con la produzione fotovoltaica , che stranamente non hanno portato ad una diminuzione del prezzo dell'energia per gli utenti "tutelati".<br />
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In più i maggiori costi che stanno registrando le produzioni termoelettriche di punta<br />
sono stati ripartiti trasferendo in maniera squilibrata ed ingiusta un maggior carico sugli utenti tutelati e concedendo benefici immediati ai consumatori che comprano l'energia elettrica direttamente sul mercato libero.<br />
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Vorremmo evidenziare chiaramente come questa strategia sia fallimentare:<b> il picco del petrolio “convenzionale” è alle nostre spalle</b>, ormai, lo dice ASPO da anni, lo dicono i grandi giornali scientifici[5] <b>e lo ha ammesso implicitamente anche l'IEA (International Energy Agency) che già nel World Energy Outlook 2008 lo dava per superato </b>[6].<br />
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Urgono scelte efficaci e invece prepariamo strategie senza futuro.<br />
Noi siamo scienziati e tecnici, non politici. Abbiamo l’obbligo di guardare ai dati e alla realtà e se esistono dati per smentire le nostre affermazioni e a sensato sostegno delle strategie che il Governo sta disegnando pretendiamo che vengano presentati.<br />
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Lo sviluppo delle vere energie rinnovabili, eolico e fotovoltaico soprattutto, consentirebbe al nostro paese di sfuggire alla stretta della crisi energetica e di rilanciare almeno un settore di cui abbiamo bisogno. Il petrolio e il gas naturale possono rimanere dove sono come tesoretto (più come fonte di preziosi composti organici che come fonte di energia) da passare alle future generazioni, per necessità che non possono essere soddisfatte da altre fonti, e perché esse dovranno più di noi fare i conti con i crescenti problemi ambientali dovuti ad un uso dissennato dei combustibili fossili e delle altre risorse minerali.<br />
Tutto questo senza considerare i costi dell’impatto sul territorio e delle emissioni conseguenti all’estrazione e all’uso di queste riserve.<br />
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<span style="font-size: large;"><b>Il comitato scientifico di ASPO-Italia<br />(Sezione italiana di ASPO – Association for the Study of Peak Oil)</b></span><br />
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<b><br /> </b></div>
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<span style="font-size: x-small;"><b>Sede legale: via Buffalmacco 8, Fiesole (FI)<br />www.aspoitalia.it</b></span><br />
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<b>*A beneficio dei tecnici del ministero e del Ministro</b></div>
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Le riserve certe sono indicate in 66 miliardi di metri cubi di gas e in 77 milioni di tonnellate di petrolio. Consideriamo che 1 metro cubo di metano equivale a circa 0.75 kg di petrolio e abbiamo un totale di circa 50 MTOE (Milioni di Tonnellate Equivalenti di Petrolio) di gas, in totale fra gas e petrolio 127 MTOE.<br />
Facciamo un conto più accurato e consideriamo i soli consumi diretti di petrolio e gas annui.<br />
Consumiamo circa 75 miliardi di metri cubi all'anno di metano, per cui i 66 miliardi non<br />
equivalgono nemmeno al consumo di un solo anno. Se come dice il ministro volessimo coprire il fabbisogno al 20% avremmo solo 4 anni di autonomia; per il petrolio di cui consumiamo circa 80 MTOE anno, le stime sono ugualmente deludenti.</div>
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<b>Bigliografia</b><br />
<b>[1]</b>http://www.ilsole24ore.com/art/notizie/2012-04-26/petrolio-made-italy-nostro-150524.shtml?<br />
uuid=AbV4vwTF<br />
<b>[2]</b> Ministero sviluppo economico. Direzione generale per le risorse minerarie ed energetiche –<br />
Rapporto annuale 2011<br />
<b>[3]</b> APER- Dossier “Energie senza bugie”: costi e benefici delle fonti rinnovabili, Fig. 1 e dati vivi<br />
citati; L. Libero, http://aspoitalia.blogspot.it/2012/05/la-dolorosa-istoria-delle-rinnovabili.html<br />
<b>[4]</b> F.Meneguzzo, CNR, ASPO Italia, “Il Pericolo mortale delle fonti rinnovabili”<br />
http://www.aspoitalia.it/blog/nte/2011/04/05/un-pericolo-mortale-ci-sovrasta-lerinnovabili/;<br />
http://www.lamma.rete.toscana.it/news/fotovoltaico-ed-elettricita-basso-prezzo<br />
<b>[5]</b> Nature VOL 481, p.433-435, 2012 Oil's tipping point<br />
<b>[6]</b> WEO2008. http://www.worldenergyoutlook.org/2008.asp</div>
<br style="font-family: Arial,Helvetica,sans-serif;" />lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com1tag:blogger.com,1999:blog-33646836.post-26559176435554933092012-05-08T12:49:00.000+02:002012-05-08T12:49:18.948+02:00Picco? Quale picco? Sta tornando Re Carbone!<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: xx-small;"><b><span style="font-size: large;">Di Ugo Bardi</span></b></span><br />
<span style="font-size: xx-small;"><b><span style="font-size: large;"><i><span style="font-size: small;">Pubblicato su <a href="http://ugobardi.blogspot.it/2012/04/picco-quale-picco-sta-tornando-re.html" target="_blank">"Effetto Cassandra"</a></span></i> </span></b></span><br />
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<a href="http://2.bp.blogspot.com/-s4t4FmrXiUs/T0Q-2Q-V8vI/AAAAAAAAAKM/6b_eOoCwMVc/s320/king_coal_07+jpg_cmyk.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-s4t4FmrXiUs/T0Q-2Q-V8vI/AAAAAAAAAKM/6b_eOoCwMVc/s320/king_coal_07+jpg_cmyk.jpg" /></a></div>
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<span style="font-size: x-small;"><i>Re
Carbone potrebbe tornare per salvarci dal picco del petrolio, ma
condannandoci ad un peggior destino in termini di riscaldamento globale
(immagine dal <a href="http://nationalmediamuseum.blogspot.com/2009/12/king-coal-fires-up-cubby.html">National Media Museum</a>).</i></span><br />
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Recentemente, Rembrandt Koppelaar ha pubblicato su <a href="http://www.theoildrum.com/node/8936">the Oil Drum</a>
un riassunto delle tendenze mondiali nella produzione di energia. La
relazione ci dice che l'industria del petrolio sta lottando per
mantenere l'attuale livello di produzione. Potrebbe non avere ancora
raggiunto il picco, ma chiaramente non può riprendere le passate
tendenze ad incrementare. Ciò non sorprende, è stato previsto già nel
1998 da Colin Campbell e Jean Laherrere (<a href="http://dieoff.org/page140.htm">link</a>).
Ciò che colpisce è il balzo in avanti del carbone. La produzione
mondiale complessiva di energia non ha raggiunto il picco e questo a
causa della rapida crescita del carbone, come potete vedere qui, dalla
relazione di Koppelaar:</div>
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<a href="http://2.bp.blogspot.com/-PURoKr4s0Ww/T0Q_7SmFXpI/AAAAAAAAAKU/EXeo0po-1SA/s1600/Globalcons1830-2010_ind_source.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-PURoKr4s0Ww/T0Q_7SmFXpI/AAAAAAAAAKU/EXeo0po-1SA/s1600/Globalcons1830-2010_ind_source.png" /></a></div>
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Il carbone sembrava aver raggiunto il proprio picco nel 1990, ma era
un'illusione. La crescita della produzione di carbone durante il primo
decennio del 21mo secolo è stata impressionante: mai vista prima nella
storia. Quindi, Re Carbone sta tornando e potrebbe presto reclamare il
titolo di sovrano del mondo dell'energia che aveva perso negli anni 60.<br />
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Non vediamo niente di simile ad una tendenza a raggiungere il picco per
il carbone e questo, sfortunatamente, non è buono per il clima. Ciò è
visibile “dall'altra parte” della reazione chimica, che vede i
combustibili fossili trasformati in anidride carbonica, CO<span style="font-size: x-small;">2</span>, la cui
concentrazione in atmosfera sta crescendo più rapidamente in tempi
recenti (la figura sotto proviene da "<a href="http://thinkprogress.org/romm/2011/10/27/354641/global-news-climate-change-may-be-spiking-mercury-in-yukons-rivers-china-wont-follow-u-s-emissions-path/">think progress</a>", vedete anche<br />
<a href="http://cassandralegacy.blogspot.com/2011/06/peak-what-peak-greenhouse-emissions.html">questo post</a> precedente).<br />
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<a href="http://1.bp.blogspot.com/-LOanY4VKWvc/T0RAMykYsAI/AAAAAAAAAKc/9Fsfb4xrCGs/s1600/350px-Carbon_Dioxine_Emissions_from_Consumption_in_China.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://1.bp.blogspot.com/-LOanY4VKWvc/T0RAMykYsAI/AAAAAAAAAKc/9Fsfb4xrCGs/s320/350px-Carbon_Dioxine_Emissions_from_Consumption_in_China.png" width="320" /></a></div>
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Non possiamo dire se
l'esplosione dell'anidride carbonica che stiamo osservando sia dovuta al
carbone, ma collima con il picco della produzione di carbone ed è
sicuramente ed esso collegato. La situazione del clima globale sembra
andare rapidamente fuori controllo e questo rapido aumento delle
concentrazioni di CO<span style="font-size: x-small;">2</span> non promette nulla di buono per il futuro.
Inchinarsi di nuovo a Re Carbone potrebbe rivelarsi essere la peggiore
scelta che abbiamo fatto nella storia.</div>
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<span style="font-size: x-small;"><i>Traduzione da <a href="http://cassandralegacy.blogspot.com/2012/02/peak-what-peak-king-coal-is-coming-back.html">Cassandra's legacy</a> di Massimiliano Rupalti</i></span></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com0tag:blogger.com,1999:blog-33646836.post-5858767239290734602012-05-06T20:36:00.000+02:002012-05-08T12:50:40.335+02:00La dolorosa istoria delle rinnovabili italiane<br />
<span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"><b>Di Leonardo Libero, 22 aprile 2012</b></span><br />
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<span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;">Importare energia nelle diverse forme è costato all’Italia <b>42,4</b> miliardi di euro nel 2009 (2,8% sul PIL), <b>53,9</b> miliardi (3,5% sul PIL) nel 2010, <b>61,9 </b>miliardi (3,91% sul PIL) nel 2011 e si prevede che arriverà a costare <b>65,3 </b>miliardi nel 2012 (fonte: Unione Petrolifera). Governanti consapevoli dovrebbero quindi essere i primi a favorire l’uso di quelle fonti di energia gratuite e “pulite”, offerte dalla Natura ad un Paese, tanto più se esso è noto nel mondo come quello “del Sole”. </span><br />
<a name='more'></a><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"><br />Invece no: anche l’attuale governo <b>di emergenza</b>, nella persona del suo ministro competente, dimostra di vedere le fonti rinnovabili come un noioso inconveniente, anziché una grande opportunità. Per cui la loro storia rimane il calvario che è stata da quando, venti anni fa, alcuni grandi nomi imprenditoriali e finanziari, e l’alta dirigenza dell’allora monopolista elettrico di Stato, Enel, sono riusciti ad ottenere dal governo un provvedimento che era ed è un sostanziale quanto colossale raggiro e ne hanno largamente goduto. <br /><br /><b>E’ andata così</b><br /> Nel 1990, il governo dell’allora Germania Ovest, dimostrando sensibilità ambientale e grande preveggenza energetica, aveva imposto un piccolo supplemento sulle tariffe elettriche per investirne il gettito nella promozione delle<a href="http://www.blogger.com/goog_26014211"> </a><a href="http://translate.google.it/translate?hl=it&sl=de&u=http://www.stuttgart-solar.org/erneuerbare-energien-gesetz-vor-20-jahren-in-kraft-getreten/&ei=EmKnT7qlPMrGswbuyImPBQ&sa=X&oi=translate&ct=result&resnum=1&sqi=2&ved=0CCgQ7gEwAA&prev=/search%3Fq%3DErneuerbare%2BEnergien%2BGesetz%2B1990%26hl%3Dit%26safe%3Doff%26biw%3D1280%26bih%3D606%26prmd%3Dimvns%20." target="_blank">fonti rinnovabili</a>. <br /><br />Poiché quel gettito è stato poi investito correttamente, la Germania è non solo balzata all’avanguardia nel settore fonti rinnovabili, ma è in particolare diventata un leader mondiale nel fotovoltaico, quantunque goda di una radiazione solare media molto inferiore a quella italiana (<a href="http://www.renewableenergymagazine.com/energias/renovables/index/pag/pv_solar/colleft//colright/pv_solar/tip/articulo/pagid/19768/botid/71/len/en/" target="_blank">150.000 i posti di lavoro creati da allora nelle aziende fotovoltaiche tedesche</a>, che esportano per diversi miliardi di dollari l’anno) <br /><br />Il 29 aprile 1992 il settimo governo Andreotti, ancorché in carica solo “per l’ordinaria amministrazione” perché in crisi, ha deciso che era urgente imitare quella norma tedesca e attraverso il Comitato Interministeriale Prezzi ha emanato il provvedimento n. 6. Col quale ha imposto un supplemento alle tariffe elettriche (di entità quasi doppia di quello tedesco), ma ha anche consentito che col suo gettito si sovvenzionassero, oltre alle fonti “rinnovabili” vere, altre cosiddette “assimilate”, fra cui sono stati ammessi gli scarti di raffineria petrolifera e i rifiuti. Per inciso, è (oggi, purtroppo) plausibile ipotizzare che quell’urgenza nascesse dal fatto che Tangentopoli era scoppiata da poco (17 febbraio 1992) e dal timore che, se Mario Chiesa era ancora “un mariuolo isolato”, non sarebbe rimasto “isolato” per molto. <br /><br />Gli imprenditori protagonisti dell’accordo di cui sopra sono così riusciti a trasformare certi loro costi di smaltimento in cospicue entrate, a spese degli utenti elettrici italiani. Il cosiddetto “Affare Cip6”, è stato esaminato il 6 novembre 2003 dalla Commis-sione Attività Produttive della Camera, che ne ha stimato l’entità in 60.000 miliardi di Lire (30 mld di Euro – stima poi rivelatasi ottimistica, come vedremo) e il cui allora Presidente, Bruno Tabacci, lo ha definito <i><b>“<a href="http://www.fiper.it/htdocs/2003/061103-Xcomm.txt%20." target="_blank">Una tassa occulta in favore dei petrolieri</a>”</b></i><br /><br />Cosicché l’Italia, dove il gettito di quei soprapprezzi è stato gestito non correttamente (eufemismo), oggi produce si e no un settimo dei materiali fotovoltaici che le occorrono, mentre il resto lo deve importare, a danno della bilancia dei pagamenti ed a paradossale sostegno di imprese e manodopera straniere (<b>8,3 miliardi di euro</b> usciti dal Paese a quel titolo nel solo 2010). <br /><br />Un pessimo risultato al quale ha concorso l’ostruzionismo alla produzione privata di elettricità “pulita” che l’Enel ha esercitato, arrivando a fare “la cresta” sulle <a href="http://www.autorita.energia.it/it/com_stampa/01/cs_010806.htm%20." target="_blank">spese di allacciamento</a>. La stessa disinvoltura del resto con la quale, nella pubblicità per l’esordio in Borsa di Enel Green Power, esso si è autodefinito <a href="http://wn.com/Intervista_a_Fulvio_Conti_sul_collocamento_di_Enel_Green_Power" target="_blank">“leader mondiale delle fonti rinnovabili”</a> pur avendo realizzato davvero ben poco “di suo” in quel settore (le grandi cen-trali idroelettriche se le era trovate belle e pronte all’atto della nazionalizzazione). <br /><br />Il “Cip6” ha avuto anche conseguenze oltreconfine. Esso ha infatti violato una direttiva comunitaria che esclude dalle fonti rinnovabili ciò che non è biodegradabile. Il governo furbetto dell’aprile 1992 lo aveva perciò emanato come atto amministrativo, perchè non ne venisse a conoscenza - non subito, almeno - l’Unione Europea, alla quale i Paesi membri devono notificare soltanto le nuove Leggi. Uno scopo raggiunto non per sempre, com’era prevedibile: l’UE lo ha saputo sì solo 11 anni dopo, ma su quel tema ci ha poi inflitto ben 4 procedure di infrazione ed una lettera di messa in mora. Nessuna meraviglia, quindi, che la nostra “immagine” all’estero, e lo spread sui bund tedeschi, siano quelli che sono.<br /><br />Le aziende più beneficiate dalle sovvenzioni per fonti “assimilate” sono ogni anno all’incirca le stesse e la loro graduatoria 2010 è a pagina <b>59 (fig. 2,5)</b> della relazione 2011 dell’Autorità per l’Energia Elettrica e il Gas:</span><br />
<span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"><br /> TOTALE UNITARIA</span><br />
<span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"><br /> Edison (già FIAT, oggi EdF: cosicchè i cittadini italiani hanno dovuto sovvenzio-nare, in nome delle rinnovabili, un Gruppo non solo straniero, ma anche leader nel nucleare) 33,3%, Saras (Moratti) 13,7%, ERG (Garrone) 10,5 % , BG Group 8,4%, Rosen 7,9%, API 7,0 %, E.On 6,1%, Cofely 4,7%, Elettra 3,7%, Termica Ce-lano 3,0%, Altri operatori 1,6%. <br /><br />Dalla stessa relazione risulta che “Nel 2010 i costi totali dei ritiri del GSE per l’energia CIP6 sono stimabili in 4,1 miliardi di euro, in prevalenza (circa il 70%) legati alla remunerazione dell’energia CIP6 prodotta da impianti assimilati” <br /><br />Sulle origini dell’ “affare Cip6”, e sui nomi coinvolti, fa praticamente testo il libro “Licenziare i padroni ?” (Feltrinelli), uscito all’inizio del 2003 e scritto da Massimo Mucchetti, che oggi è Vicedirettore “ad personam” del Corriere della Sera e che nessuno ha mai smentito e tanto meno querelato, quantunque egli vi avesse citato in chiaro sia il peccato che i “peccatori”, come in questo brano: <br /><br /><<Tra i primi a muoversi sono la Edison (Gruppo Montedison) e la Sondel (Gruppo Falk), l'Eni, i petrolieri privati, i Moratti e i Garrone in testa, ansiosi di trasfor<br /> mare un costo - lo smaltimento degli scarti di raffineria - in un ricavo, anzi in una rendita. Più tardi, entrano in partita anche gli ex presidenti della Confindustria Vittorio Merloni e Luigi Lucchini. Insomma, molti dei più grandi e dei più potenti fiutano l'affare >>. <br /><br />Era intuitivo che l’apporto delle fonti rinnovabili, la cui “materia prima” è gratuita, avrebbe calmierato il prezzo dell’elettricità, tanto più di fronte a un forte rincaro delle fonti fossili, previsto e avvenuto. Lo ha ora confermato la solare fotovoltaica, le cui ore di maggiore produzione coincidono con quelle di maggiore richiesta e maggior costo dell’elettricità e i cui 12,4 GWp connessi a rete in Italia hanno già avuto nel 2011 percepibili effetti benefici sui prezzi della medesima. <br /><br />Si aggiunga che la generazione distribuita, realizzabile con le rinnovabili, riduce - talvolta anche a zero – quel circa 6% di perdite di trasmissione che sono inevitabili con la generazione centralizzata. Ovvio quindi che, mentre i singoli utenti e il Paese nel complesso ci guadagnano, a rimetterci nel fatturato siano i grandi Gruppi produttori, il cui principale in Italia (40% del mercato), è ancora lo statale Enel. <br /><br />Che sia per questo o no, c’è sempre chi, in ambito statale, si sente in dovere di lancia-re “allarmi” sui costi delle rinnovabili. L’anno scorso, il presidente dell’Autorità per l’Energia, Alessandro Ortis, e l’allora Ministro per lo Sviluppo Economico, Paolo Romani. Oggi è appunto il successore di Romani, Corrado Passera. Il quale ha detto “Sugli incentivi alle energie rinnovabili in passato si è speso troppo e male”, senza aggiungere un pur minimo accenno all’ “affare Cip6” e così autorizzando il sospetto che egli ignori l’esistenza e gli effetti perversi di un atto firmato da un suo predeces-sore di poltrona: Guido Bodrato. <br /><br />Per rispondergli esaurientemente bisognerebbe sapere con esattezza quanto abbia speso lo Stato, dal 1992 in poi, per sovvenzionare fonti energetiche “sporche” col gettito dei sovrapprezzi elettrici da esso imposti col pretesto del sostegno a quelle “pulite”. Ebbene, per carità di Patria voglio sperare che in qualche ufficio pubblico quel dato ci sia, ma esso non è accessibile - o a me non lo risulta, dopo molti tentativi – al comune contribuente, come sarebbe invece giusto, visto che è lui che paga. <br /><br />INCISO: il 10 aprile scorso ho inviato all’ufficio stampa della GSE questo mes-saggio email “Come giornalista (iscritto all'Ordine di Torino), avrei bisogno di conoscere - ma non sono fin'ora riuscito a trovare - gli importi complessivi di sovven-zioni CIP 6 pagati dallo Stato, rispettivamente per fonti rinnovabili e per fonti assimilate, dal 29 aprile 1992 alla data più recente possibile; o almeno dal 2001 alla data più recente possibile, considerato che GSE è nata solo nel 2001.”, messaggio che però finora è rimasto senza risposta. <br /><br />Dai dati ufficiali invece disponibili, cioè quelli successivi al 2001, anno di fondazione della Gestione Servizi Elettrici, risulta che: <br /><br />le fonti rinnovabili, nel periodo 2001-2010: http://www.autorita.energia.it/it/dati/eem17.htm hanno prodotto 84.825.000 MWh <br /><br />le fonti “assimilate”, nel periodo 2001-2010: http://www.autorita.energia.it/it/dati/eem16.htm hanno prodotto 375.902.000 MWh <br /><br />E poiché qui: http://www.autorita.energia.it/allegati/relaz_ann/10/ra10_1_2.pdf ,<br /> alla tavola 2.14 di pagina 15/51, risulta che, almeno nel 2009, la remunerazione unita-ria delle fonti assimilate è stata di 99,65 €/MWh e che quella delle fonti rinnovabili è stata di 185,67 €/MWh, assumendo che all’incirca quelle siano state le remunerazioni unitarie in tutti i 10 anni – mentre quelle più vecchie erano probabilmente maggiori - si può prudenzialmente presumere che, fra il 2001 e il 2010: <br /><br />le rinnovabili abbiano pesato per 84.825.000 x 185,67 = 15.749.457.750 € <br /><br />e le assimilate abbiano pesato per 375.902.000 x 99,65 = 37.458.634.300 € <br /><br />cioè 2,37 volte più delle rinnovabili. <br /><br />Va notato inoltre che quei 37,458 miliardi di euro corrispondono, in lire, già a ben di più (74.900) dei 60.000 complessivi di “favore ai petrolieri” stimati dalla X^ Com- missione della Camera nel 1996; e che ad ad essi vanno ancora aggiunti quelli erogati loro negli oltre 7 anni dal maggio 1992 al dicembre 2000, dei quali nulla si sa di ufficiale, ma che possono grosso modo essere stimati in (37,458 : 7,6) = 4,92, che porta-no ad oltre 42 miliardi di Euro (= 84.000 miliardi di Lire) l’entità complessiva di quel “favore”. <br /><br />Concludo segnalando al Ministro Passera che il discorso sullo stato dell’Unione, tenuto da Barack Obama il 24 gennaio scorso, comprendeva queste frasi: “Sto chiedendo al Congresso di abrogare i miliardi di dollari dei contribuenti che ora diamo alle compagnie petrolifere” [...] “Così, invece di sovvenzionare le energie di ieri, li investiremo in quelle di domani” [...] “Nel 2035, l’80 per cento dell’elettricità americana verrà da fonti di energia pulite”. </span></div>lou del bellohttp://www.blogger.com/profile/13795677029823365193noreply@blogger.com1