tag:blogger.com,1999:blog-44612347161625690592024-03-05T18:42:50.064-08:00Cemento MoriRotocalco di critica spietata. Attualità, riflessione, esperienze di vita, satira etc. etc. "La verità appartiene a chi non ha nulla da perdere e nulla da guadagnare." Ezechiel Boutanihttp://www.blogger.com/profile/08481047248551751517noreply@blogger.comBlogger254125tag:blogger.com,1999:blog-4461234716162569059.post-7087383681589700382024-02-13T06:20:00.000-08:002024-02-13T06:23:21.859-08:00IL PSEUDO-PATRIARCATO DELLE PSEUDO-FEMMINISTE<p><span style="font-size: x-small;"><i>(Difficoltà: 1,9/5) </i></span></p><p></p><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_TFU1aovFACkAt446_hZeDQlA_RFfffF19KVwweCaxEkoBA_7mEh0VWlU6tA2tEXm1Gi7L-WNXxCewAMWjuVHyDDY1NdAei1h33ov6OmshYDbm4hqpAiB50MNUi7AhrsLMBgOwDns62E9Tyodu73UILo5SXDBwUGE2fBTwLvG87wLffUFEsCKcieEHMY/s942/FqsX1kOXoAE97pd.jpg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="528" data-original-width="942" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_TFU1aovFACkAt446_hZeDQlA_RFfffF19KVwweCaxEkoBA_7mEh0VWlU6tA2tEXm1Gi7L-WNXxCewAMWjuVHyDDY1NdAei1h33ov6OmshYDbm4hqpAiB50MNUi7AhrsLMBgOwDns62E9Tyodu73UILo5SXDBwUGE2fBTwLvG87wLffUFEsCKcieEHMY/s320/FqsX1kOXoAE97pd.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;">Il "femminismo" di quarta generazione</span><br /></td></tr></tbody></table>Le femministe di oggi - cioè la cancrena lasciata dalla vecchia ferita delle violazioni dei diritti delle donne di un tempo - dicono che la lingua italiana è, come qualsiasi altra cosa sotto il sole e all'ombra, "patriarcale". <br /><p></p><p>Per cercare di dar corpo a questa già tronfia affermazione, le femministe citano il fatto che se, per esempio, in una lista abbiamo dieci dottoresse e anche solo un dottore, allora il pronome da usare per riferirsi a tutti è il maschile "essi".<span></span></p><a name='more'></a><p></p><p>Ecco un altro esempio, questa volta una frase: "Ho comprato un asparago, quattro fette di mortadella, sei piadine e una sedia a sdraio. In tutto LI ho pagati 8 euro." Sempre il maschile, questo maledetto.<br /></p><p>Come al solito, gli idioti ideologici (donne o maschi beta che siano) - cioè quegli individui, tipicamente di sinistra, ai quali l'ideologia impedisce l'utilizzo del cervello, grande o piccolo che sia - fanno le pentole e non i coperchi. La semplificazione della realtà, tratto tipico degli idioti ideologici, spesso assume la forma di una selettività colpevolmente tendenziosa: ciò che in inglese si chiama "cherry-picking".</p><p>Che dire, infatti, dell'utilizzo del femminile "lei" (o del più raro ma ancora usato "ella") come forma di cortesia, cioè per le occasioni più formali e degnanti di incontro sociale? E che dire del fatto che per rivolgersi a vescovi, papi, cardinali, nobili, re ecc. (cioè ai più alti ranghi della società) si usa, ancora, la formula al femminile di "sua signoria" o "sua santità" o "sua maestà" o "sua eccellenza", e così via?</p><p>Una faccia della medaglia di cui femministe e femministi di professione non hanno ritenuto di dover rendere conto. Poveracci.<br /></p>Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-41105772893735379832024-02-13T02:53:00.000-08:002024-02-13T02:53:38.967-08:00I CANI PAVLOVIANI HANNO IL CICLO<p><i><span style="font-size: x-small;">(Difficoltà: 2,9/5) </span></i><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZTDisxtoUl_IzVrdQcR_VdV-yxlPrgF9MILFcVVQ0tSR0-Dvn_-cwLeBTpu4o14iVqNkaOzCYdbW_FdTYMeGVhZE9Z63dwn0vFhfXKg9uRXW_HIcrRRxy3jaRlN_fwUZHM0MblHwO_sjeWDWWuDByfZvPY0bytAXxvAOWfz17xDZXvdAyqHNzKGQocq8/s700/10464002_10153367655257316_5059784401152109644_n-472281263.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="521" data-original-width="700" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZTDisxtoUl_IzVrdQcR_VdV-yxlPrgF9MILFcVVQ0tSR0-Dvn_-cwLeBTpu4o14iVqNkaOzCYdbW_FdTYMeGVhZE9Z63dwn0vFhfXKg9uRXW_HIcrRRxy3jaRlN_fwUZHM0MblHwO_sjeWDWWuDByfZvPY0bytAXxvAOWfz17xDZXvdAyqHNzKGQocq8/w298-h222/10464002_10153367655257316_5059784401152109644_n-472281263.jpg" width="298" /></a></div>L'origine del nostro amore per gli animali è semplice: essi sono diversi dall'uomo. Gli animali siano animali e gli esseri umani siano esseri umani. Trattare un animale domestico come un membro della famiglia è ok e anzi doveroso; ma provo fastidio per tutte quelle istanze in cui gli animali sono addobbati come umani: il cane con gli occhiali delle pubblicità, la scimmia con il cappello del film e quant'altro. Non fa ridere.<p></p><p>Allo stesso modo, mi provoca un misto di rabbia e pena vedere esseri umani che si comportano come animali. Certo l'essere umano è un animale, ma è suo dovere elevarsi grazie al controllo degli istinti e all'uso della ragione, cose che gli animali non possono fare e non sono tenuti a fare.<span></span></p><a name='more'></a><p></p><p>Ciò che mi dà più pena/fastidio è vedere esseri umani che reagiscono a segnali in maniera completamente prevedibile e istintuale, alla pari dei cani pavloviani. C'è chi, come Schopenhauer, dice che la libertà dell'uomo è un'illusione: possiamo procastinare la soddisfazione del desiderio istintuale in nome di qualcosa di più alto, ma alla fine non possiamo che cedere. Possibile: la fame è fame, la sete è sete, il desiderio di cose buone è naturale; e lo è anche il desiderio di possesso. La pubblicità tiene conto di tutto questo, ed è per questo che essa è così insistente e viene mostrata continuamente: possiamo resistere alla prima visione, ma a forza di essere bombardati le possibilità che alla fine tiriamo fuori il portafoglio, quasi senza accorgercene, sono buone.</p><p>Ma non siamo fatti solo di questo "amore mal riposto", come direbbe Dante. Siamo fatti anche di odio. E il richiamo pavloviano funziona anche qui. E nel caso dell'odio più viscerale e ancestrale, quello per l'ebreo, funziona a colpo sicuro. Al punto da far nascere un'intera industria: quella dell'"antisionismo". Ong, governi, masnade internazionali di vario tipo (Onu e organi affiliati, l'UE, tutte le sigle di associazioni islamiche ecc.) fanno soldi a palate sui cadaveri degli ebrei, usando la farlocca "causa palestinese" come ariete terroristico per demolire Israele e condannare a un secondo Olocausto i suoi abitanti.</p><p>L'odio antiebraico sembra essersi trasferito nel Vicino Oriente, ma la centrale dell'odio rimane in Occidente: negli Stati Uniti (che la propaganda bolla ancora come "principale alleato di Israele", quando in realtà New York è sede dell'Onu e Washington è, fino a prova contraria, saldamente nelle mani delle sinistra radicale, che guida dietro le quinte il burattino geriatrico Biden) e in Europa.<br /></p><p>Nel caso dell'ultima ondata di antisemitismo, il segnale pavloviano non è stata la presunta "strage" di civili "palestinesi" da parte di Israele, ma il pogrom del 7 ottobre, che ha portato ondate di "protestatori" a invadere le strade per manifestare a favore dei "palestinesi" ancor prima della reazione militare di Israele: di fatto, e nei fatti, una celebrazione del massacro.<br /></p><p>E' tutto così scontato, tutto così prevedibile. Un ciclo che si ripete da 80 anni con la stessa prevedibilità delle stagioni:</p><p>1) i "palestinesi" massacrano civili ebrei nei modi più barbari, lanciando migliaia di missili o invadendo kibbutz e abitazioni private per tagliare a pezzi donne e bambini, decapitare feti dopo aver aperto il grembo di donne incinte, o bruciare vivi dei neonati nei forni a micro-onde. Quello del 7/10/2023 è stato il più grando massacro di ebrei in un solo giorno dai tempi della Shoha.</p><p>2) Israele reagisce bombardando i siti che albergano terroristi, lanciamissili, mortai o depositi di munizioni.</p><p>3) I terroristi "palestinesi" danno in pasto ai media numeri farlocchi sulle vittime di detta rappresaglia, come dimostra il recente episodio, smascherato, dell'ospedale Al-Ahli di Gaza (si era detto 500 morti causati da un bombardamento di Israele, quando in realtà si è trattato di un numero fra i 10 e i 50 morti, non causati dal Israele ma da un razzo di terroristi palestinesi diretto verso lo stato ebraico e caduto prima del tempo).</p><p>4) I media credono ciecamente ai numeri, dipingendo Israele come uno stato che "commette genocidio" in virtù del fatto che non rispetta il principio (inventato o distorto per l'occasione) della "proporzionalità".</p><p>5) Israele cede alla persecutoria pressione dei media, degli organi internazionali e degli altri stati, che minacciano sanzioni o altro: la guerra ha termine prima che il nemico sia ridotto all'impotenza e la minaccia terroristica più o meno permanentemente neutralizzata. In tal modo i "palestinesi" hanno la possibiltà di organizzarsi per un futuro massacro, di solito più feroce del precedente.</p><p>Non c'è orologio al mondo che possa misurare con sufficiente precisione il tempismo di questo ciclo di violenza e diffamazione ai danni di Israele, una minuscola entità circondata da stati che hanno ripetutamente cercato di distruggerla con la forza e l'influenza dei loro petroldollari. E ciò perché questo ciclo si ripete da quasi 100 anni, è collaudatissimo e impegna ogni giorno enormi risorse finanziarie ed ingegni manipolatori.<br /></p><p>Il paradosso è evidente: dietro il paravento del sostegno ai diritti umani di un'etnia inesistente opera l'istinto più distruttivo, l'odio più brutale, in cui un'esercito di burattini si rianima al suono dei kalashnikov di Hamas. Non per condannare il nuovo nazismo, ma per assecondarlo e fomentarlo. Non per cercare di evitare la guerra, ma per salutarla e usarla.</p><p>In attesa che l'Apocalisse batta alle porte dell'Occidente per chiudere un conto aperto 80 anni fa, e mai saldato.<br /></p><p><br /></p>Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-45072039301533494252023-09-09T23:02:00.004-07:002023-09-09T23:02:52.448-07:00IN FAVORE DEL PREGIUDIZIO<p> </p><p> <span style="font-size: x-small;"><i><i>(Difficoltà: 2,8/5)</i> </i></span></p><p></p><br /><div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCHcNoMNtirKiCWhKiMSmNDUUjSJyAhihrCytMwyJXPrf7Wi0kgBtZdtFk9t4xV5S1hjjMnKvTvXJYvA9BW2Crp-gfKCh-aZQ_KuETzsDDOM9dtmdGHM-dqOoYPsCA0SOlNUF2ivsr1g-X8oT2iLI6i9b5vXXnFxMl2o0tHqEeyEaN_DRHLFdPZsXNCSA/s1361/brave_2vThU9xC8M.jpg" style="clear: left; display: inline; font-weight: bold; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1308" data-original-width="1361" height="309" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCHcNoMNtirKiCWhKiMSmNDUUjSJyAhihrCytMwyJXPrf7Wi0kgBtZdtFk9t4xV5S1hjjMnKvTvXJYvA9BW2Crp-gfKCh-aZQ_KuETzsDDOM9dtmdGHM-dqOoYPsCA0SOlNUF2ivsr1g-X8oT2iLI6i9b5vXXnFxMl2o0tHqEeyEaN_DRHLFdPZsXNCSA/w320-h309/brave_2vThU9xC8M.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><i><span style="font-size: x-small;">"Mai giudicare dall'apparenza"</span></i></td></tr></tbody></table>La parola "<b>pregiudizio</b>" evoca oggi, molto più di un tempo, lo spettro del razzismo,
dell’omofobia, del nazismo, e di quant’altro.<p></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><i>Il Linguaggio Trasforma la Realtà</i></span></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">È sempre buona
regola recuperare il significato originario delle parole, per salvarle
dall’abuso di cui sono fatte quotidianamente oggetto per scopi meramente politici. Non
dobbiamo permettere alla propaganda politica di appropriarsi di parole per
forgiare nuovi significati e diffonderli. Siamo esseri umani, esseri pensanti. Noi
modifichiamo la realtà pensandola. Nell’era della comunicazione di massa,
tuttavia, il linguaggio forma il pensiero molto di più di quanto il pensiero
formi il linguaggio. Quindi il linguaggio e i suoi usi hanno un <b>potere
trasformativo</b> sulla realtà. Il linguaggio non è solo <i>flatus vocis</i>.<span></span></span></p><a name='more'></a><o:p></o:p><p></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">L’etimologia del
termine “pregiudizio” è chiara: il pregiudizio allude alla pratica di giudicare
persone, fatti o cose prima di averle conosciute. <o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">In realtà, <b>la
scienza intera, nel momento in cui categorizza i fenomeni che studia, attua dei
pregiudizi</b>. E così ha sempre fatto l’uomo anche in un contesto istintivo e pre-scientifico.
Così fa ogni essere animale, a dire il vero. Al cucciolo basta avvicinarsi al
fuoco una sola volta per temerlo. Per il resto della vita, ogni volta che vedrà
del fuoco, egli avrà una reazione di paura e se ne terrà lontano. Lo stesso
vale per animali da preda che lo sovrastano nella catena alimentare.
L’uccellino ha dei pregiudizi nei confronti dei gatti: anche se può avere il
sentore che la stragrande maggioranza dei gatti oggi è addomesticata o comunque
ben curata e nutrita, il rischio di venire predati è sempre presente. Meglio
trattare tutti i gatti come potenzialmente pericolosi, ne va della sopravvivenza.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">La
categorizzazione è un elemento presente nell’istinto di ogni specie animale
quanto lo è nell’operare intellettuale dell’uomo, nel suo modo di pensare che
ha dato origine alla filosofia e alla scienza. Senza categorizzazione, che
sussume gli individui in categorie o specie, non ci potrebbero essere né
filosofia né scienza. E non ci sarebbe alcuna possibilità di comprendere e di
prevedere i fenomeni. Saremmo vincolati all’esperienza del singolo caso, ogni
volta, senza la capacità di farlo rientrare in un insieme che aiuti il nostro
giudizio per tutte le volte successive. Oggi io sono in grado di distinguere l’uomo dalla
donna preventivamente e senza esaminare ogni singolo individuo, perché ho ben
presente quali sono le caratteristiche che formano la categoria “uomo” e quali
la categoria “donna”. Ma senza la capacità o la volontà di fissare queste
caratteristiche in un orizzonte di senso categorizzante, io dovrei decidere
caso per caso se questo individuo appartiene all’una o all’altra tipologia.
Senza la capacità di categorizzare, la scienza non sarebbe possibile. Pensiamo
per esempio alla statistica, che studia la distribuzione numerica di un
fenomeno in diverse categorie concomitanti. Se togliamo il “pregiudizio”
dell’appartenenza a una categoria, togliamo a questa scienza gli strumenti su
cui si basa il suo funzionamento.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><br /></span></p><p class="MsoNormal"><i>Islam e Progressivismo: due Ideologie Assassine</i></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Similmente, da un
punto di vista, se vogliamo, di “sociologia individuale”, considerando che oggi
quasi tutti gli attacchi terroristici provengono dall’Islam, è naturale per la
persona comune avere dei “pregiudizi” e agire in accordanza con questi
pregiudizi. È sempre una questione di adattamento; spesso lo è di
sopravvivenza. Per continuare l’esempio, se un cristiano con tanto di croce al
collo (o un ebreo con kippa) dovessi scegliere fra una città come <b>Budapest </b>e
una come <b>Malmoe </b>(forse la città europea con il più alto tasso di
islamizzazione) per circolare in strada, ogni persona di buon senso e di minima
cultura sceglierebbe la prima. Ciò che sappiamo della cateogira Islam ci basta
e avanza per guidare il nostro comportamento verso la scelta di gran lunga meno
pericolosa. Per chiunque dica diversamente i casi sono due: o lo fa per
apparire più “inclusivo”, oppure è talmente inebriato di fanatismo progressista
da vivere in uno stato “rousseuiano” di totale distacco dalla realtà e di
<b>fregola buonista</b> (“l’uomo è buono per natura”, “non esistono culture migliori e
culture peggiori” “l’inclusione e l’amore vincono sempre sull’odio” e similari
porcate new-age). <o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Questo
atteggiamento di ignoranza ideologicamente indotta può avere conseguenze
tragiche. Come la coppia di turiste scandinave violentate e decapitate da
tre terroristi islamici durante una vacanza in Marocco. Une delle due vittime
aveva postato prima del viaggio un tweet con un video di disgustosa propaganda
“inclusiva” (1), corredato da scritta “Mai giudicare le persone dall’apparenza”.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">È anche il caso
dell’italiana <b>Pippa Bacca</b>, violentata e strangolata in Turchia durante un tour
in autostop finalizzato a promuovere il messaggio della “pace mondiale” e del
“matrimonio tra differenti popoli e nazioni”: il suo assassino, vedendola
vestita da sposa, deve aver captato un messaggio differente. <o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">E poi c’è il caso
di l’attivista di sinistra <b>Amanda Kijera</b>, che viaggiò a Haiti con l’impegno di
“preservare la dignità degli uomini di colore in un mondo che li li bolla
costantemente come dei selvaggi violenti”. Il risultato di questo stereotipismo
buonista: sequestrata su un tetto e violentata ripetutamente da un uomo di
colore. <o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">In realtà, come
abbiamo visto, è proprio l’assenza di pregiudizi a creare il pregiudizio più
grande di tutti: quello per cui le persone e le culture dalle quali provengono
sono tutte buone.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Ma continuiamo.
C’è <b>Ellen Krantz</b>, una svedese sostenitrice del multiculturalismo e
dell’immigrazione di massa (di cui il multiculturalismo è una delle ideologie
di supporto), titolare di una pagina Facebook chiamata “Ci piace la diversità”.
Risultato: stuprata, uccisa e scaricata in una foresta da un immigrato etiope.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><b>Ze de Catalan</b>,
una politica affiliata al Green Party svedese, ovviamente sostenitrice dei
“confini aperti”. Durante un viaggio in Congo è decapitata e i suoi resti
buttati in una fossa.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">La ventenne <b>Ellie
Warren</b>, un’ambientalista di sinistra, finita stuprata, uccisa e scaricata in
una latrina in Mozambico.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">L'americana <b>Lauren
Mann</b>, residente in Austria, aderì a una campagna per ospitare dei “rifugiati” in casa
propria. Ospitò un immigrato del Gambia. Stuprata e soffocata a morte.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Una psicologa
belga, <span data-darkreader-inline-bgcolor="" face="arial, sans-serif" style="--darkreader-inline-bgcolor: #000000; background-color: black; font-size: 14px; font-weight: bold;">Maïlys Dereymaeker</span>, al lavoro in Svezia per salvare dalla deportazione degli
immigrati illegali ai quali era stato rifiutato lo status di rifugiati.
Investita e uccisa da un camion guidato da uno di questi individui.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">La coppia di
progressisti <b>Jay Austin e Lauren Geoghegan</b>, che intraprese un tour dei Balcani
e del Medio Oriente in bicicletta, animati da ciò che traspare da un commento
postato da loro prima del viaggio:</span></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"></span></p><blockquote>Tu leggi i giornali e sei indotto a credere
che il mondo sia un luogo […] spaventoso. La narrazione vuole che tu non ti
debba fidare della gente. La gente è cattiva. La gente è malfagia. Io non ci
credo. Il Male è un concetto fittizio che abbiamo inventato per gestire le
complessità di altri esseri umani che hanno valori, convinzioni e prospettive
differenti dalle nostre. In generale, gli esseri umani sono gentili… Generosi,
splendidi e gentili.” </blockquote><p> Investiti e accoltellati a morte da terroristi islamici.</p><o:p></o:p><p></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Si potrebbe
continuare. Si tratta con ogni probabilità solo della punta dell’iceberg,
quando è ovvio che media e ong varie cercano di far trasparire al pubblico il
meno possibile su casi simili per non “stigmatizzare gli immigrati”. <o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><br /></span></p><p class="MsoNormal"><i>Alcune Culture Sono Meglio delle Altre</i></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Dei <b>tipici
refrain dello stupidario progressista</b> in questo contesto recitano
quanto segue:
“non bisogna generalizzare” e “non tutti sono così”. Due affermazioni
ubique, usate con la stessa frequenza della carta igienica nei cessi, e
che
rivelano una stupidità senza fondo. Sulla prima abbiamo già detto e
diremo.
Sulla seconda basti dire che non ci è dato in anticipo sapere chi in un
gruppo
di individui sarà quello che tirerà fuori il coltello o che stuprerà o
che
ruberà. Data la nostra incapacità di leggere la mente delle persone, non
ci
resta altro che trattare la suddetta definita categoria di persone in
blocco come
pericolosa, o come più pericolosa di altre. È umano, è naturale, è
vitale. <o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Stampiamoci bene
nella testa, per la nostra sopravvivenza e nel caso che non sia già troppo
tardi per la nostra civiltà, che <b>alcune culture sono meglio delle altre</b>.
È
meglio, anzi vitale per noi, che alcune culture – e le persone che se ne
fanno
portatrici - siano lasciate nel paese dalle quali provengono. La cultura
occidentale, frutto al contempo della sapienza ebraico-cristiana e
della ratio illuminista, è infinitamente migliore dell'Islam,
un'ideologia totalitaria che vuol costringere con la violenza il mondo a
vestire, agire e pensare come un barbaro nell'Arabia del VII secolo.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Non
è sbagliato –
ed è anzi normale e doveroso – nutrire sospetti e “pregiudizi” su
culture,
religioni e gruppi di persone che innumerevoli fatti di cronaca hanno
autorizzato a categorizzare come sanguinari e indegni della nostra
tolleranza e
ospitalità. Evitate come la peste di aver a che fare con gente che vi
invita a non generalizzare, pretendendo così di elevarsi a un piano di
moralità e razionalità superiori al vostro quando invece non ne
possiedono nemmeno le basi.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><o:p> </o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><i>Conclusione</i><o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Volete comprare
un costoso computer Apple di seconda mano. Vedete su un sito due annunci: il
primo scritto un con un perfetto italiano da un venditore che beneficia di
diversi voti positivi legati a precedenti esperienze di compravendita. Uno
scritto con un italiano stentato da una persona senza record di precedenti
attività di compra-vendita su quel sito. Voi a chi vendereste il vostro
computer? A quello che parla bene l’italiano e che ha diversi feedback
positivi? State usando un pregiudizio. “Eh sì” - direte voi – “ma non è perché
questo è italiano e l’altro è straniero, è solo che il primo ha un’affidabilità
comprovata”. Non importa, il vostro è un pregiudizio, magari non su base
etnica, ma comunque un pregiudizio. Nulla vi dice che il secondo annuncio debba
per forza essere una truffa. Vi si offrono solo indizi a cui il vostro buon
senso si può aggrappare per fare la scelta migliore.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">State passeggiando
per strada di notte. Siete a un bivio. Sul vicoletto di sinistra intravvedete
nel buio un gruppo di turisiti biondi, che dall’abbigliamento e dall’accento
concludete essere turisti svedesi. Nel vicoletto di destra, ugualmente buio, vedete
un gruppo di nordafricani. Quale vicolo imboccate? Quello di sinistra? E perché?
Forse odiate i nord-africani, non vi piace il colore della loro pelle, pensate
che puzzino, siete razzisti? No, semplicemente continuate a leggere sui
giornali, su base quotidiana, di persone derubate, picchiate, violentate e
uccise da questa particolare stirpe di immigrati. Agite sulla base di un’idea
preconcetta e pregiudiziale, ma che non è frutto di ignoranza ma al contrario
di una mente ben informata.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Oppure
scegliete
il vicoletto di destra. Ma siate onesti, lo fate solo per convincervi
della verità della vostra ideologia “inclusiva”. O per alimentare il
vostro
ego di “progressista”: avete provato a voi stessi che, quando
l’occasione si
presenti, sapete agire in base alle vostre convinzioni. Il tutto a
vostro
rischio e pericolo. Come la lista sempre aggiornata delle persone morte
ammazzate
dal virus progressista che le aveva rese stupide e alienate rispetto
alla
realtà del mondo.<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: x-small;"><span lang="IT" style="mso-ansi-language: IT;">1) Questo video, nonché riferimenti ai casi di cronaca nera qui elencati, sono inclusi nel video (in inglese) </span><i>The Tragedy of Cultural Relativism</i>, dello youtuber Paul J. Watson.</span></p><p class="MsoNormal"><span style="font-size: x-small;"><a href="https://www.youtube.com/watch?v=IUXteUGhh7w&ab_channel=PaulJosephWatson">https://www.youtube.com/watch?v=IUXteUGhh7w&ab_channel=PaulJosephWatson</a></span></p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/IUXteUGhh7w" width="320" youtube-src-id="IUXteUGhh7w"></iframe></div><br /><span style="font-size: x-small;"><br /></span><p></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><o:p> </o:p></span></p></div>Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-34584286074936500542023-07-03T02:48:00.005-07:002023-07-03T02:50:13.574-07:00"COMMUNITY": UN TERMINE "DIVISIVO"<p></p><span style="font-size: x-small;"><i>(Difficoltà: 4,1/5) </i></span><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span lang="IT" style="mso-ansi-language: IT;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFRPDwz_mwC3zzMJY3rYbJoOH0NMCmDaEVyiMhdxN7JCMfDnTelP5t-JVfAW0DTfAyULqQMZslgcGMM47k8H2k2ifeWp-hfIgYungRzNBTabVmtJ57mnilYyK_TVqkHxtdQkh1Nz5dTTUYzWXE6biGPu7cVkdv6GLUCe5062-5HbpX86AbKdk216QlyA8/s1600/c4be6960-3e56-4fc7-9d96-bff739437f63-1079864387.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFRPDwz_mwC3zzMJY3rYbJoOH0NMCmDaEVyiMhdxN7JCMfDnTelP5t-JVfAW0DTfAyULqQMZslgcGMM47k8H2k2ifeWp-hfIgYungRzNBTabVmtJ57mnilYyK_TVqkHxtdQkh1Nz5dTTUYzWXE6biGPu7cVkdv6GLUCe5062-5HbpX86AbKdk216QlyA8/s320/c4be6960-3e56-4fc7-9d96-bff739437f63-1079864387.jpg" width="320" /></a></div>C’è un termine
che in America spopola, ed è quello di “<i><b>community</b></i>” (comunità). È un termine che
fortunatamente non sembra aver fatto la stessa presa qui da noi. È anche un termine
che sembra più usato dalla sinistra americana, ma dal cui utilizzo la destra
non è esente. I “progressiti” lo adoperano quasi esclusivamente per indicare le
minoranze etniche e sessuali, che nel complesso costituiscono il loro bacino
elettorale di riferimento. Essi parlano quindi di “black community” (comunità
nera), “lgbtq community” (comunità lgbtq), “latin community” ecc. La destra
invece sembra usare il termine “community” per indicare gli abitanti delle varie zone rurali dell’America “deep”. <span><a name='more'></a></span><p></p><!--[if gte mso 9]><xml>
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<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">L’uso particolare
e corpuscolare del termine “community” dovrebbe essere bandito. Esiste solo una
“comunità”: quella nazionale, che include tutti. E non si dice ciò per
“nazionalismo”, bensì per questioni di basilare gestione della cosa pubblica. Sembra lapalissiano, ma tanto più larga è l’ottica delle politiche, tanto più queste guarderanno all’interesse
comune; tanto più ristretta l’ottica, tanto più si tendrà a favorire un
gruppo a scapito degli altri. È in ragione di questo che quando la sinistra
parla, in merito alle politiche rivolte a questo o quel gruppo minoritario, di
“inclusività”, lo fa – come in ogni caso in cui utilizzi termini “buonisti” e
apparentemente inattaccabili – intendendo l’esatto contrario. Una politica che,
per esempio, intenda “proteggere” gli immigrati clandestini criminalizzando la
critica della politica migratoria, mina il diritto di parola tanto quanto la
sicurezza sociale e la longevità e sostenibilità economica di un paese. Tali
politiche non sono “inclusive” ma, al contrario, “<b>esclusive</b>”: fanno acquisire a
uno o più gruppi dei privilegi a scapito dell’esclusione di tutti gli altri
dalla fruizione di diritti acquisiti al prezzo del sangue versato nei secoli
dai nostri patrioti. Se la scelta è tra il fare opposizione in un paese unito e prospero e il <b>governare sulle macerie di una società nuclearizzata</b>, per la sinistra il dilemma non è mai esistito. Il conflitto sociale è la sua ragione di vita, ciò da cui trae la sua linfa vitale: se non esiste, va creato. "Ogni crisi è un'opportunità", e ogni pretesto è buono.<br /></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Che il termine
“community” sia usato in maniera preponderante dalla sinistra è perfettamente
coerente con il proposito di dividere la società in gruppi antagonisti, perché
una società divisa si controlla meglio. Inoltre, una società unita che si
concepisca come un’unica comunità non potrebbe altro che identificarsi con la
<b>nazione </b>e con il suo bene. Ma la sinistra, che abbraccia oggi il <b>globalismo
</b>come un tempo abbracciava l’internazionalismo, non ha e non ha mai avuto a
cuore l’interesse della nazione in cui opera. La sinistra americana odia
l’America allo stesso modo (e anzi forse un po’ di più) di quanto la sinistra
italiana odi l’Italia, la sinistra tedesca odi la Germania, e così via. </span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Se non si vuole
contribuire al gioco della sinistra, occorre non adottare il suo linguaggio. Perché
l’ideologia – e specialmente un’ideologia virulenta come quella “progressista”
- sostituisce la realtà con il linguaggio, per cui <b>adottare il linguaggio dell’ideologia
significa contribuire alla creazione della nuova realtà che l’ideologia vuole
costruire</b>. Se si continua a usare la parola “comunità”, non ci si meravigli se
un giorno, svegliandosi, ci si accorge di vivere in un nuovo comunismo.</span></p>
<p></p>Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-41512133430989805782023-06-17T09:29:00.005-07:002023-06-17T09:32:23.344-07:00LE DUE PALLE DELLA TAMARO<p><span style="font-size: x-small;"><i> (Difficoltà: 2,9/5)</i></span></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"></span></p><div class="separator" style="clear: both; text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitmAOUhNRLeZGDEd5qKcBEBEIPqkcfOkdXXRMr9tWdoR9a5qa11br-CxIFlZsQBo19hpJ3StMC-F4-j9sSV6-L6_-zLC1oER3zJ1_rY-hYsTuv850RXGUpO9zzUcgzv0eUJkjx5CTCbdc9HchVWIUl3EPy3hnUjptgrAdeJz6SsHmFO863FKeUJxQ0/s693/Susanna_Tamaro.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="461" data-original-width="693" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitmAOUhNRLeZGDEd5qKcBEBEIPqkcfOkdXXRMr9tWdoR9a5qa11br-CxIFlZsQBo19hpJ3StMC-F4-j9sSV6-L6_-zLC1oER3zJ1_rY-hYsTuv850RXGUpO9zzUcgzv0eUJkjx5CTCbdc9HchVWIUl3EPy3hnUjptgrAdeJz6SsHmFO863FKeUJxQ0/s320/Susanna_Tamaro.jpg" width="320" /></a></div><br />La scrittrice
Susanna Tamaro ha affermato recentemente che bisognerebbe <b>abolire Verga dalle
scuole</b>. Ecco la citazione:</div><o:p></o:p><p></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"></span></p><blockquote>Come si fa a fare
appassionare i ragazzi alla lettura con Verga? Ai ragazzi bisogna far leggere
cose che fanno loro eco dentro. Cose moderne, contemporanee o no ma che sono
adatte per i ragazzi. Non si può far leggere Verga, lo odiavo già io alle
medie. Basta. (<a href="https://www.tecnicadellascuola.it/salone-del-libro-torino-2023-tamaro-verga-scuola" target="_blank">1</a>)</blockquote><o:p></o:p><p></p>
<p class="MsoNormal">Quindi Verga non va studiato perché... bisogna dare ai "ragazzi" qualcosa di <b>moderno</b>? Cosa vuol dire moderno? Baricco che scrive un romanzo su una TikToker che fa soldi ballando il <i>Gangam Style</i> e poi "all'improvviso... incontra Luca, e capì che la sua vita non sarebbe più stata la stessa"? E' questa la "passione" alla lettura che vogliamo dare ai ragazzi? Se la letteratura dovesse sempre inseguire le frivolezze del tempo, non solo non avremmo avuto Verga, ma non avremmo avuto nemmeno Dante, Manzoni, Shakespeare, niente. Niente tranne, secula seculorum, la stessa letteratura-spazzatura a cui ci hanno abituato, appunto, i baricco e le tamaro.<span></span></p><a name='more'></a><p></p><p class="MsoNormal">E inoltre, siamo sicuri che l'autrice non usi il Verga per implicare la letteratura del passato tutta? Veramente Dante è meno "fuori del tempo" di quanto sia Verga, se vogliamo adottare l'ottica della Tamaro. O la Tamaro non se l'è sentita di allargare troppo il campo ad altri classici, per non far storcere troppe bocche nel suo milieu radical-chic, preferendo puntare il suo dito accusatore su un autore considerato "pesante" soprattuto in ragione della realtà che affronta (le vicende di una famiglia di pescatori in un villaggio della Sicilia post-unitaria), considerata anche ai suoi tempi "esotica" e lontana? </p><p class="MsoNormal">Ma proviamo a partire analizzando le parole. Perchè a volte la verità si nasconde dietro le parole.</p><p class="MsoNormal"><br /></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><i>Tamaro, la
“Pasionaria”</i><o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">“Appassionare”.
Ci risiamo: le <b>emozioni</b>. Dal cartesiano "penso, quindi sono" al tamariano "sento, quindi sono". Una delle prime cose che impari quando <b>investi soldi
in borsa</b> è che bisogna lasciare da parte le emozioni, perché sennò rimani
imbrogliato nell’altalena dei prezzi che scendono e salgono e così finisci per
vendere quando l’azione ha toccato il fondo e non può altro che salire e
comprare quando ha raggiunto la cima e non può far altro che scendere. Perché nella vita normale non dovrebbe essere la stessa cosa?<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Ma invece chissà perché
oggi le emozioni<b> </b>appaiono come il sine qua non di ogni decisione e di ogni
discorso. I ragazzi "devono trovare a scuola solo cose che li appassionano". Ne
consegue che il criterio per decidere se un argomento o autore va trattato a scuola è se
questo appassioni i ragazzi o meno. Se no, lo possiamo togliere. E’ chiaro che
se impieghiamo questo criterio, niente di quello che si insegna adesso
sopravviverebbe. Viste le cose che “appassionano” i ragazzi oggi (social,
pornografia, videogiochi, canne) cosa dovremmo dunque far trovare nei libri di
testo di Italiano? <o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Inoltre, per fare
un esempio del carattere pernicioso di chi ragiona in termini di “emozioni” e
di “passione” quando parla di studio o di qualsiasi altro impegno, pensiamo al
fatto che nel conseguimento di un obiettivo in generale, è <b>la capacità di
disciplinarsi</b> a vincere rispetto alla “passione” per quell’obiettivo. Perché?
Perché la passione è un’emozione, e come tanto volatile e caduca: ogni
attività, non importa quanto in grado di suscitare passione agli inizi, non può
essere coltivata adeguatamente e durevolmente se non stabilisco il principio,
per esempio, che devo dedicargli due ore al giorno, e questo che ne abbia
voglia o meno, e cioè che in quel momento la cosa mi “appassioni” o meno. Basare i
propri obiettivi e la direzione del proprio impegno sulla “passione” significa
quasi sempre abbandonare un’attività prima che dia i suoi veri frutti. La passione può essere un motore
iniziale, e se c’è è meglio. Ma a scuola si devono insegnare le materie che
aiutano a crescere, e la passione degli studenti non può essere una variabile
determinante per la scelta di cosa insegnare. La passione deve a un certo punto lasciare campo all'etica del lavoro e dell'impegno, gli unici a garantire continuità e crescita. <o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Sta alla bravura
dell’insegnante <b>avvicinare gli studenti ad autori e concetti</b>, per esempio
trovando parallelismi con la loro realtà quotidiana e ambito di vita. A ciò
sembra arrivare anche la Tamaro quando parla di “fare eco dentro” dentro ai
ragazzi. Ma il fatto che nonostante ciò l’autrice bolli Verga come superato fa
capire che il suo “fare eco dentro” non è altro che esercizio linguistico senza
contenuto, poltiglia new-age che sembra raschiata da quella melensa apoteosi di
sentimentalismo decadente che è il libro che l’ha resa famosa.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Il processo di
familiarizzare gli studenti con autori e concetti ostici rientra semmai nella
“<b>motivazione</b>”, che è già qualcosa di diverso dalla “passione”, in quanto
implica una riflessione sull’utilità e sulla rilevanza della materia, autore o
argomento per la propria vita. Il compito della scuola non è quello di far
“piacere” una materia (come se la matematica fosse un gelato) o un autore,
bensì quello di renderla interessante.</span></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><br /></span></p>
<p class="MsoNormal"><i>Non è la Scuola, bensì la Società a "Far Odiare gli Autori"</i></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Sfatato va poi il
mito della <b>scuola che “fa odiare” gli autori</b>. Non che il commento della Tamaro dica proprio questo: no, per lei è proprio il Verga - e, per estensione, altri autori poco "moderni" - a fare schifo, non il modo con cui è proposto. Ma mi sento comunque di fare questa specificazione. Non è la scuola a far odiare certi autori, bensì la società, che offre continui incentivi a distrarsi da quella che dovrebbe essere la missione di ogni adolescente: <b>crescere</b>. Se invece de I Malavoglia mettiamo nelle mani di un adolescente che passa mezza giornata a controllare i feedback su TikTok un avvincentissimo romanzo d'appendice come Il Conte di Montecristo, crediamo veramente che farebbe una grande differenza? Quindi si vede che non è questione di questo o quell'autore: la lettura di un libro implica uno sforzo che pochi adolescenti di oggi sono disponibili (o anche sono in grado) di sostenere.</span></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Anche nel mio caso, per esempio,
l’assoluto disinteresse che avevo alle superiori per <b>Dante </b>(come per i Promessi
sposi e, in generale, tutto ciò che aveva a che fare con la scuola), un
disinteresse che rifletteva appieno quello di chi me lo insegnava, non mi ha
impedito di apprezzare la Divina Commedia nel più avanzato contesto
universitario, e anche oltre. Se è destino che uno studente segua il percorso che lo porterà a
essere un intellettuale (insegnante, scrittore, giornalista, commentatore su Youtube o anche semplicemente un libero pensatore abituato a riflettere su persone ed eventi), egli raggiungerà prima o poi un livello di maturità
che gli farà piacere autori che nella sua adolescenza disprezzava. <o:p></o:p></span></p>
<p class="MsoNormal"><br /></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><i>“I Nostri Ragazzi”</i><o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Poi la
Tamaro parla di “<b>ragazzi</b>”. Ecco il solito appello demagogico e paternalistico ai
“nostri ragazzi”. Un più neutro “<b>studenti</b>” sarebbe stato meglio. Perché è di
questo che si sta parlando: di gente che va a scuola per imparare, e non di sbarbati che vanno al bar per lo spritz.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><br /></span></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><i>Conclusione: la Cultura è un Investimento</i><o:p></o:p></span></p>
<p class="MsoNormal">Quella di chi parla della scuola come di un ambiente che “deve suscitare passione” adotta una prospettiva sbilenca che è frutto di una tendenza ormai secolare, ma amplificata in maniera abnorme dallo sviluppo tecnologico degli ultimi 15-20 anni, a ricevere <b>gratificazione immediata</b> (il numero di like sui post, gli achievement nei giochi mobile ecc.). Sparito è il concetto di “<b>investimento</b>”, per cui fai adesso una cosa che non produce effetti in termini di tornaconto immediato (emotivo, eccitativo, economico ecc.), ma che sai ti sevirà per il futuro. Concepire l’impegno come valore solo se legato al risultato immediato è una prospettiva che va bene per i ragazzini, non per le scrittrici ampiamente adulte come la Tamaro, la quale così dimostra ignoranza dei tempi e immaturità nel rapporto con il reale significato della cultura.</p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Sul fatto, per
finire, che la Tamaro, in una parte del suo intervento non riportata sopra, sembra anche - l'articolo dice "scherzando" - proporre l’adozione nelle scuola del suo testo al posto di quello del Verga non può che apparire un insulto a
chi abbia un minimo di lungimiranza storico-culturale.<o:p></o:p></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">A giudicare dalla
scarsa produzione letteraria della Tamaro (che ancora gode dell'onda lunga, anzi lunghissima, del suo Va' dove ti porta il cuore, e di poco o nulla d'altro), l'autrice sembra aver colto tutte
le occasioni che aveva per non scrivere, cosa di cui le siamo grati. Sarebbe
d’uopo che sfruttasse anche tutte le occasioni che le si presentano per tacere.<o:p></o:p></span></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">(1) <i>La scrittrice Susanna Tamaro: "Basta con Verga in classe. Insegnamento della letteratura italiana a scuola? Vergognoso"</i>, di Laura Bombaci, Tecnica della Scuola, 21/5/2023. </span></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><a href="https://www.tecnicadellascuola.it/salone-del-libro-torino-2023-tamaro-verga-scuola">https://www.tecnicadellascuola.it/salone-del-libro-torino-2023-tamaro-verga-scuola</a></span></p>Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-63981989373340263982023-05-27T08:18:00.004-07:002023-05-27T09:50:15.676-07:00QUANDO FACEVO COME GLI INDIANI<p><span style="font-size: x-small;"><i> <span lang="IT" style="mso-ansi-language: IT;">(Difficoltà 1,1/5) <br /></span></i></span></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiPUQ-4y4oy6UQH2EeIgsNw1X1L3J5LhOw4x3HRS6rOorn5JrXK3ouRu9lgwz-gUczGfoBlNeSqhxQnPkity8RMsXun35xSve1YjOEBG-ygmAtDVpRpQlXf8iX72El7gFCo07HUryh_LQ5t5-BHJ9j6ldGLH7QubDX8w0LKj0yu68NqGQbSOCF8p6y/s480/9buGZ-4175824507.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="316" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiPUQ-4y4oy6UQH2EeIgsNw1X1L3J5LhOw4x3HRS6rOorn5JrXK3ouRu9lgwz-gUczGfoBlNeSqhxQnPkity8RMsXun35xSve1YjOEBG-ygmAtDVpRpQlXf8iX72El7gFCo07HUryh_LQ5t5-BHJ9j6ldGLH7QubDX8w0LKj0yu68NqGQbSOCF8p6y/s320/9buGZ-4175824507.jpg" width="211" /></a></div>Da piccolo i miei
andavano al lavoro tutto il giorno, e quindi io il tempo lo passavo con <b>mia zia</b>
(in realtà mia prozia, cioè la sorella di mia nonna). E cercavo di rendermi
utile per come potevo. Non per soldi o altro, ma per far vedere che sapevo fare
qualcosa di quasi sovrumano, e quindi per autogratificazione. <p></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Ogni volta che la
mia anziana zia lasciava cadere qualcosa, fosse pure uno spillo (lei faceva la
sarta), io avevo inventato un modo per trovare tutto. Non posso dire che questo
mi fosse stato ispirato dai film di cowboy e indiani, perché non è vero (almeno a livello conscio), ma
noto la similitudine oggi. Gli <b>Indiani </b>erano soliti capire che qualcuno si
stava avvicinando appoggiando l’orecchio sul terreno e sentendo le vibrazioni create
dagli zoccoli di cavalli in lontananza. Ebbene, anche io in un certo senso
avvicinavo l’orecchio al pavimento, ma solo per mettere gli occhi allo stesso
livello del suolo e così percepire ogni minima irregolarità dell’orizzonte
della stanza, ogni dislivello. Lì, spesso, si annidava l’oggetto che stavo
cercando. Questo mi permetteva di trovare tutto, non importa quanto piccolo. E
di ricevere i ringraziamenti della mia cara zia.</span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">E’, questa, una <b>creatività
ti tipo pragmatico</b> (cioè applicata, a non solo artistica) che si vede poco
frequentemente. Ed è qualcosa che mi porto dentro anche oggi, in combinata con
l’<b>arte di arrangiarmi</b> che ho sviluppato in decenni di forzata o auto-inflitta solitudine.
</span></p>
<p></p>Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-55060799473423313652023-05-22T03:36:00.004-07:002023-05-22T03:38:11.714-07:00LA LEGALIZZAZIONE DELLE DROGHE COME MODO PER SCONFIGGERE IL CRIMINE: UNA BALLA STUPEFACENTE<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
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<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><span style="font-size: x-small;"><i>(Difficoltà: 3,3/5) </i><br /></span></span></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"></span></p><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHaSKpveH3LeJTdRbrU6B-8pQO_WAcYtRF5IXIsAr4SXsVU9Zsoynwq0c3wik431BKA-j6wCIxXpFxmH8WHf7tjNHuyPNbGajGnwZmz54doL6ng7eFL6FnC-RpUH-NanzrwyXztr9xTzuj2sqaVUWr2wEdtBF6rTnPWrth6pDTh4jveXvszCiwbv9r/s1260/original-3492060811.jpg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1022" data-original-width="1260" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHaSKpveH3LeJTdRbrU6B-8pQO_WAcYtRF5IXIsAr4SXsVU9Zsoynwq0c3wik431BKA-j6wCIxXpFxmH8WHf7tjNHuyPNbGajGnwZmz54doL6ng7eFL6FnC-RpUH-NanzrwyXztr9xTzuj2sqaVUWr2wEdtBF6rTnPWrth6pDTh4jveXvszCiwbv9r/s320/original-3492060811.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><i><span style="font-size: x-small;">Eroina legale agli inizi del secolo scorso</span></i><br /></td></tr></tbody></table><span lang="IT" style="mso-ansi-language: IT;">Nella
(relativamente) nuova religione del “progressismo” vige naturalmente il
comandamento della <b>liberalizzazione delle droghe</b>. Si porta avanti la
giustificazione che questo darebbe il colpo di grazia ai traffici illeciti
della mafia. Va da sé che il “progressismo” non conosce sfumature o
limitazioni: dopotutto è un’ideologia, e l’ideologia è per natura massimalista
(1). </span><p></p>
<p><span lang="IT" style="mso-ansi-language: IT;">Ciò si fa
evidente nella polemica americana sull’aborto, innescata dalla decisione della
Corte Suprema (2) di negare che l'aborto faccia parte dei diritti costituzionali: andando bene a vedere, anche qui i "progressisti" nel complesso non pongono limiti all'età del feto. Quando parla di liberalizzazione delle droghe, quindi,
il “progressismo” indica la totale liberalizzazione delle droghe, anche di
quelle pesanti come l’eroina.<span></span></span></p><a name='more'></a><p></p><p><span lang="IT" style="mso-ansi-language: IT;"> </span> <br /></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><i>La
Liberalizzazione delle Droghe non Potrà mai Sconfiggere il Crimine <br /></i></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">La
giustificazione che la <b>legalizzazione delle droghe può servire a sconfiggere
il crimine organizzato</b>, è un cavallo di battaglia del progressismo. Il sospetto
che si tratti di un pretesto però dovrebbe sorgere dalla riflessione sul
paradosso di una Sinistra che improvvisamente si preoccupa di combattere il
crimine. Scavando più a fondo nella logica fattuale della cosa, ossia della
logicità di questo pronunciamento alla luce del riscontro con la realtà, appare
evidente che la liberalizzazione delle droghe non può servire a combattere il
business dei traffici illeciti di stupefacenti. Infatti, la verità dei fatti ci
dice che tale liberalizzazione<b> non potrà mai avvenire integralmente</b>. L’<b>eroina</b>, per esempio, non potrà mai essere venduta in farmacia come se si trattasse di pasticche per la
tosse, e come fu il caso a cavallo tra lo scorso secolo e il precedente, quando
ancora non si sapeva (o non si voleva far sapere) del diabolico effetto di
dipendenza legato alla diacetil-morfina (il nome medico dell’eroina). Così come
per il metadone (che è la versione “legale” dell’eroina), l’eroina legalizzata potrebbe essere
venduta solo dietro <b>ricetta medica</b>, e solo nel quantitativo necessario per
scongiurare le crisi di astinenza. L’unico modo quindi per giustificare
politicamente e civilmente la “legalizzazione” dell’eroina sarebbe quello di
integrarla nel sistema sanitario nazionale come <b>congegno terapeutico</b> (in realtà
palliativo, per ovvie ragioni), e mai nel rispetto della sua dimensione di
droga “ricreativa”, pena la totale dissoluzione del contratto sociale. Ma
stante questa limitazione, allora non si capisce per qual motivo legalizzare
l’eroina quando già tale scopo terapeutico è svolto dal metadone.</span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Ma che ne è della
tanto sventolata bandiera della “lotta contro il crimine organizzato”, di cui
si vuol fare della legalizzazione dell’eroina un conclusivo caposaldo? In una
parola: nulla. Stante quanto detto sopra, il drogato, se vorrà sballare, dovrà
rivolgersi al <b>mercato illegale</b>. La malavita e il traffico di eroina, che erano
state fatte uscire dalla porta, rientrerebbero quindi dalla finestra.</span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Il carattere
semplicistico delle soluzioni proposte dal progressismo è un effetto diretto
del carattere ideologico del suo pensiero, con tutto il crogiolo di desiderata
infantili e di <i>wishful thinking</i> che l’accompagna. Se un bambino, per ovvie
regioni evolutive ancora poco ferrato con i reali meccanismi di funzionamento
del mondo reale, potesse parlare di politica, suonerebbe come un adulto
progressista.</span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">(1) <span style="font-size: x-small;"><b>Il
riformismo vero, d’altro canto, si distingue dall’ideologia</b> perché il suo interesse
non sta nell’issare in alto una bandiera, ma nel creare leggi per il
miglioramento della società. Ne consegue che il vero riformismo non è quello
che la sinistra “moderata” sbandiera come una sua esclusiva: è abbondantemente
chiaro, da dichiarazioni dei suoi originari protagonisti, che il riformismo di
sinistra altro non è che la versione “<i>stealth</i>” e subdola dell’agenda di estrema
sinistra. Il vero riformismo è quello che cambia ciò che non va e conserva ciò
che invece è funzionale al corretto funzionamento della società (in primis ovviamente ciò che il riformismo stesso è riuscito a cambiare per il meglio). Esso ha in
nuce quindi una componente virtuosa di conservatorismo che il “progressismo”,
anche quello “moderato”, mai potrebbe ammettere.</span></span></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">(2) <span style="font-size: x-small;"><i>Scotus Overturns Row v. Wade in Dobbs Abortion Case (MSNBC's Ali Velshi and Jeffrey Rosen)</i>, National Constitution Center, 5/7/2022.</span></span></p><p class="MsoNormal"><span lang="IT" style="font-size: x-small; mso-ansi-language: IT;"><a href="https://constitutioncenter.org/news-debate/americas-town-hall-programs/scotus-overturns-roe-v-wade-in-dobbs-abortion-case-msnbcs-ali-velshi-and-jeffrey-rosen">https://constitutioncenter.org/news-debate/americas-town-hall-programs/scotus-overturns-roe-v-wade-in-dobbs-abortion-case-msnbcs-ali-velshi-and-jeffrey-rosen<br /></a></span></p>
Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-63730626161748158642023-05-14T01:08:00.006-07:002023-05-14T01:10:44.689-07:00NON ESISTE UNA “CULTURA LGBTQ”<p><span style="font-size: x-small;"><i>(Difficoltà: 4,4/5)</i></span><br /></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"></span></p><span lang="IT" style="mso-ansi-language: IT;"><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuRTvmmOAdQs8Sq1_C2skk8YbQy_6SK0d36k8wI7ydMSR1IJlPkHtCQrhz8ngA5MWODoePqwAry1MfAf13JJuSTKczAE64FWIol_SIgsWiW0OxYKumI3v8NUG9_FyCVkGQp7BkNmFyB4Spo18mlnXP1TUpbXNE7YyBaO9fBs0Vw9vfocyo9b9V1O-7/s957/Capture.PNG" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="851" data-original-width="957" height="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuRTvmmOAdQs8Sq1_C2skk8YbQy_6SK0d36k8wI7ydMSR1IJlPkHtCQrhz8ngA5MWODoePqwAry1MfAf13JJuSTKczAE64FWIol_SIgsWiW0OxYKumI3v8NUG9_FyCVkGQp7BkNmFyB4Spo18mlnXP1TUpbXNE7YyBaO9fBs0Vw9vfocyo9b9V1O-7/w276-h246/Capture.PNG" width="276" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><i><span style="font-size: x-small;">Propaganda porno-gay nelle biblioteche scolastiche<br /></span></i></td><td class="tr-caption" style="text-align: center;"><i><span style="font-size: x-small;"> </span></i><br /></td></tr></tbody></table>Le lettere
nell’<b>acronimo LGBTQ</b> stanno per “Lesibche, Gay, Binary, Trans, Queer”. Poi c’è
il plus (+), a indicare tutti gli altri “generi” (penso ormai siamo arrivati
all’ordine delle decine).</span><p></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Ciò che sta a
cuore ai militanti che si raccolgono sopra la sigla LGBTQ+ è la <b>riforma di
milioni di anni di biologia</b>. Un progetto un po’ ambiziosetto, soprattutto
considerato il livello intellettuale e culturale di chi lo porta avanti. Ma è
un progetto che gode del supporto dell’establishment nel senso più lato. C’è la
<b>politica</b>, ovviamente, che vede in gay e trans un succoso bacino elettorale,
vista l’esplosiva <b>deriva effeminante</b> occorsa negli ultimi decenni (direi a
partire dai ’70 e ’80), e sulle cause della quale sarebbe troppo lungo
dilungarsi: una per tutte gli interferenti endocrini estrogenizzanti presenti
nelle più comuni plastiche d’uso alimentare. Ci sono poi i <b>media </b>e le <b>grandi
corporation</b> come la Disney, che non sembra mancare occasione ultimamente per
inserire messaggi di propaganda LGBTQ nei suoi cartoni per bambini. Ci sono poi
le immancabili <b>ong</b>, autentico braccio occulto del <b>potere globalista</b> che vede nella
confusione di genere, tanto quanto nell’immigrazione illegale, un’occasione per
seminare casino e dividere la società per ripristinare un’aristo-oligarchia
high-tech in grado di far impallidire l’Europa dell’<i>ancien régime</i>. Potremmo
parlare poi della <b>Chiesa Cattolica</b>, ma che dirne di male che non sia già stato
detto, e con ottime ragioni?<span></span></span></p><a name='more'></a><p></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"> </span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><i>Non Esiste una
Cultura LGBTQ</i></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">A rischio di
farsi imbrigliare in discussioni assurde (“il cretino cerca di trascinarti al
suo livello e poi vince per esperienza”) quali la negazione dell’esistenza di
due generi, una realtà a cui siamo accostumati pressocché dagli inizi della
vita animale su questo pianeta, e che come abbiamo visto rischia di perdersi
nella cortina fumogena della propaganda LGBTQ e della sua ubiquitaria cassa di
risonanza, vogliamo qui partire dalla radice, e cioè dall’esame della sigla con
cui questi personaggi si presentano. Ho già riferito in passato di quanto non
creda affatto nell’esistenza di una “<b>cultura gay</b>” (o LGBTQ che dir si voglia),
e che al massimo possa esistere una <b>sottocultura </b>gay fatta di adescamenti in
vicoli e locali adibiti al sesso promiscuo e alla conseguente trasmissione di
malattie veneree. E si badi che anche il termine “sottocultura” è qui impiegato
con molta generosità. Esiste, per esempio, una cultura romantica, fatta di
opere letterarie, figurative e musicali di massimo livello; ma esiste anche,
sempre per esempio, una sottocultura <i>punk</i>, fatta di canzoni, libelli, arte
performativa, e in quanto tale collocabile in un determinato contesto
generazionale e parte della storia della più generale cultura popolare. Anche il
termine “sottocultura” quindi, e questo è il mio punto, contiene in sé il
termine “cultura”, è cioè un qualcosa che identifica una storia fatta di mode,
di sensibilità, di messaggi politici e espressivi. Tra le varie ipotesi
definitorie, si potrebbe dire che “cultura” descrive un fenomeno che ha segnato
la storia dell’Umanità, mentre “sottocultura” descrive un fenomeno che ha
segnato la storia di una generazione, tipicamente nel periodo più dinamico
dell’età dell’individuo, costituito dall’adolescenza e dal primo stadio adulto.
Alla sottocultura si addice il termine, probabilmente un po’ limitativo ma che
mai potrebbe essere applicato a fenomeni culturali come il Romanticismo,
l’Illuminismo o il Barocco, di “moda” o “tendenza”.</span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Ma cosa di tutto
questo è la “<b>sottocultura gay</b>”? Non si nega che anche autori gay abbiano
prodotto musica, opere letterarie ecc.; ma sono queste veramente un prodotto del
“mondo gay”, cioè dell’omosessualità dei suoi autori, o non sono piuttosto
qualcosa che vive indipendentemente dalle abitudini sessuali degli stessi? Il
fatto che Oscar Wilde fosse un omosessuale fa del Ritratto di Dorian Gray, la
sua opera prima, un’“opera gay”? E Francis Bacon, ottimo pittore e gay, non si
sarebbe sentito svilito dall’essere considerato un “pittore gay”, quando la sua
arte non vuole essere affatto un resoconto o commentario ideologico delle
abitudini sessuali dell’autore, ma vuole piuttosto, come tutta l’arte che si
rispetti, aprirsi a vette espressive che scavano nel profondo dello spirito
umano o della Natura? E che dire di Keith Haring? E, per arrivare alla musica
pop, cosa dire di George Michael, che compose le sue migliori canzoni quando
nulla ancora si sapeva della sua omosessualità? </span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">In cosa
consisterebbe dunque la “cultura” o, come dicemmo noi, “sottocultura” gay? Dove
sono, nella pretesa “cultura gay”, le opere di autori, le componenti ideologiche
di una <i>Weltanschauung </i>in grado di definire una tappa nella storia dell’Umanità?
La realtà è che la “cultura” gay non è affatto una cultura, ma un pattern di
abitudini sessuali legate a luoghi, incontri, simboli e messaggi, tutti legati alla sessualità praticata, e più specificamente a <b>una sessualità praticata compulsivamente e "reattivamente"</b>, cioè in reazione a un rifiuto subito dal contesto sociale più ampio. In sostanza, gran parte o tutto di ciò che oggi
viene definita “cultura gay” o “cultura Lgbtq” altro non è che un effetto di
secoli di mancata accettazione dell’omosessualità nella civiltà occidentale. Se
ciò è vero, <b>la “cultura Lgbtq” deve ringraziare della sua esistenza coloro che
l’hanno costretta con la loro intolleranza alla clandestinità</b>. Ora che questa
intolleranza è pressocché svanita e che anzi gli Lgbtq sono diventati la lobby
trasversale di un nuovo totalitarismo pseudo-culturale, pseudo-linguistico e pseudo-scientifico che
non risparmia niente e nessuno, solo ora appare tutta la pochezza di una
cultura che mai è stata veramente tale, e la patetica debolezza dei tentativi di
rivalutarsi oltre ciò che è.</span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Insomma, gli
LGBTQ vogliono riformare la biologia e il pensiero attorno alla pseudo-verità
(o post-verità, per dirla al modo d’oggi) della forzata molitiplicazione dei
sessi oltre i due naturali, e quindi imporre un discorso culturale senza
precedenti, il tutto senza avere una storia culturale alle spalle. </span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"> </span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><i>“LGBTQIA+”: un
Acronimo Sospeso tra Evanescenza e Abominio </i></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">La debolezza del
progetto culturale LGBTQ si evince anche dalla scelta del nome, anzi della
sigla, e dall’orgia definitoria che accompagna il tentativo di consolidare il
proprio brand a tutti i livelli del vivere sociale, con tutta la confusione che
ne consegue; una confusione che risiede nella testa degli Lgbtq prima di tutto.
Sembra una coincidenza incredibile, ma si può ben dire che nell’<b>acronimo LGBTQ</b>
ogni lettera in successione corrisponde a un livello crescente di <b>incertezza e
fumosità</b>. Quella <b>lesbica </b>è forse, tra le condizioni di alterità sessuale,
quella più netta, perché l’omosessualità femminile non può essere
riconducibile, come per l’uomo, a una duplicità di geni (l’X e l’Y, che sono
entrambi presenti nel maschio), che nella donna è assente. Così, è più
difficile e raro per una donna essere lesbica che per un uomo diventare gay, ma
quando la situazione si verifica la posizione è più netta e meno ambigua del
corrispettivo maschile. Per diventare lesbica una donna deve aver subito, presumibilmente nell'infanzia,
situazioni talmente traumatiche da sovvertire in lei una predisposizione sessuale
verso l’altro sesso che è oltremodo naturale perché sta scritta senza ambiguità
nel codice genetico femminile.</span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Abbiamo poi la
lettera G di “<b>gay</b>”. Anche sulla scorta di quanto appena detto è possibile
capire – cosa peraltro suffragata dall’esperienza di ognuno di noi - come nella
sessualità maschile esista una zona grigia che spesso rende meno facile
separare i gay dagli eterosessuali. Come già detto, questo è iscritto nella
genetica maschile. Ne consegue che le esperienze infantili, e soprattutto
notoriamente il rapporto con un padre troppo assente o con una madre troppo
dolce o troppo autoritaria, hanno un gioco più facile nel far pendere la
bilancia dalla parte “sbagliata” (“sbagliata” quantomeno dal punto di vista
procreativo) di quanto non accada con le femmine.</span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Continuando,
abbiamo la B di "<b>Bisex</b>". Il livello di ambiguità qui è ben illustrato dal fatto
che ancor oggi ci si chiede se la bisessualità esista veramente, o se nasconda
invece solo la difficoltà a riconoscere la propria diversità e ad accettare la
propria condizione di gay o lesbica.</span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Si trova poi la
lettera T per “<b>Trans</b>”. Ancora, qui nessun Lgbtq sembra essere in grado di
spiegare cosa si intenda con questa parola. Cosa sono i trans(essuali)? Uomini
che amano travestirsi da donne (o viceversa), e cioè il tradizionale
travestitismo? E in questo caso la condizione della transessualità altro non
sarebbe che una moda, dismissibile con un cambio d’abito? Oppure sono i trans
uomini o donne che non sanno decidersi e “transitano” tra il loro sesso di
appartenenza e quello opposto, nel qual caso si potrebbe concludere che la loro
“condizione” è quella di non sapere qual è la loro condizione? O sono, ancora,
gli uomini e le donne che hanno cambiato sesso chirurgicamente? Ma in quest’ultimo
caso si potrebbe argomentare che questi individui abbiano completato la propria
“transizione”, e quindi non siano più “trans”. Le persone dell’alfabeto
reagiscono con intolleranza primordiale e violenta verso chiunque faccia “<i>misgendering</i>”,
cioè osi usare il pronome adatto al sesso biologico di un lgbtq che si “identifica”
nel sesso opposto; figuriamoci se tale isteria non debba travolgere anche chi
attui il misgendering verso una persona che ha effettivamente “cambiato sesso”.
</span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">L’ultima lettera
è “Q”, che starebbe per “<b>Queer</b>”. Qui il livello di fumosità si avvicina al
massimo (ma non ci siamo ancora, come vedremo). In pratica il “queer” (parola
inglese che significa “strano”) riassume in sé tutti i caratteri precedenti,
come sembra evincersi da questa <a href="https://www.plannedparenthood.org/learn/teens/sexual-orientation/what-does-queer-mean" target="_blank">definizione </a>(confusa a dir poco, ma è questo il
punto) dal sito di “Planned parenthood” (1): <br /></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"></span></p><blockquote><span lang="IT" style="mso-ansi-language: IT;">Queer è qualche
volta usato per esprimere il fatto che la sessualità e il genere possono essere
complicati, cambiare con il tempo, e possono non rientrare nettamente in
nessuna delle due o in identità come maschio o femmina, gay o eterosessuale. </span></blockquote><p></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">In altre parole,
la parola “queer” non rimanda a niente, non vuol dire niente e in nessun modo
si distingue dalle condizioni legate alle precedenti lettere dell’acronimo.</span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Ma non è finita.
A ogni intervallo di tempo sembrano aggiungersi nuove lettere, (molti siti
parlano di “LGBTQIA”. Alla fine, anche le “persone dell’alfabeto” sembrano
essersi stancate e hanno sussunto tutte le rimanenti lettere in un “+”
arrivando così alla sigla, affatto provvisoria, di “LGBTQIA+”. </span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Ed è proprio
questo “+” a dover farci riflettere. In questo segno matematico sarebbero
infatti raccolte tutte le altre (decine, centinaia, infinite) condizioni o
“generi” sessuali. Uno di quelli che salta all’occhio è quello dei
“pansessuali”. Chi sono i “pansessuali”? Come dice il nome (“pan” è prefisso di
derivazione greca che significa “tutto, interamente”), sono quelli la cui
sessualità non conosce limiti, nemmeno (siamo autorizzati a concludere) di età
o di specie. Si apre così la strada alla pedofilia (di cui peraltro si sta
tentando proprio in questi anni una legittimazione urbi et orbi) e alla
zoofilia. Sviluppi altamente prevedibili quando una società si lascia guidare
alla deriva da gente folle e pervertita, che in tempi più normali sarebbe
esposta al pubblico ludibrio o, quando i casi lo richiedano, rinchiusa nelle
patrie galere.</span></p><p class="MsoNormal"><span style="font-size: x-small;"><span lang="IT">1) <i>What does 'queer' mean?</i>, Planned Parenthood, s.a., s.d.</span></span></p><p class="MsoNormal"><span style="font-size: x-small;"><span lang="IT"><a href="https://www.plannedparenthood.org/learn/teens/sexual-orientation/what-does-queer-mean">https://www.plannedparenthood.org/learn/teens/sexual-orientation/what-does-queer-mean </a></span></span></p>
<p></p>Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-72538791210620617272023-05-06T07:18:00.008-07:002023-05-06T07:22:44.079-07:00UGUAGLIANZA VS. EQUITA', UNA DIFFERENZA POLITICA E ANTROPOLOGICA<!--[if gte mso 9]><xml>
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<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman", serif;"><span style="font-size: x-small;"><i>Difficoltà: 4,8/5</i></span></span><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"> </span><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp-dIYKW33b_h7fBju89Fjv7aJ5ZNW8MEVqlRR-egJM-lGriqIc0O301-DTZ-gh-F8fkvLdtuXe5OOfRZmZkGv6hgpI3oUZDomXbgVwTL4tke9L8FSnlv3bmB96llPuu9cTtOvf7wsQdKJNEozacCcAXh-cHUw9zjiEuuhgWpr8s3iCvBQ0PSE-JGN/s1400/1%20gjLpYOcOuqA-PhDq4vBuNQ.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1049" data-original-width="1400" height="261" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp-dIYKW33b_h7fBju89Fjv7aJ5ZNW8MEVqlRR-egJM-lGriqIc0O301-DTZ-gh-F8fkvLdtuXe5OOfRZmZkGv6hgpI3oUZDomXbgVwTL4tke9L8FSnlv3bmB96llPuu9cTtOvf7wsQdKJNEozacCcAXh-cHUw9zjiEuuhgWpr8s3iCvBQ0PSE-JGN/w347-h261/1%20gjLpYOcOuqA-PhDq4vBuNQ.png" width="347" /></a></div><p></p><p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Chi segue le cose
americane sa che da un po’ di tempo c’è in quel paese un dibattito tra chi
sostiene il concetto di <b>equità </b>e chi quello di <b>uguaglianza</b>.
Naturalmente, in un panorama in cui, come e forse più che da noi, i media e
l’industria culturale in generale sono appannaggio della sinistra, “dibattito”
va inteso nel senso che ognuna delle due parti parla ai suoi sostenitori: la
sinistra censura e ammette nei propri chi esprime idee ereticali, la destra,
unica a sostenere il principio della libertà di pensiero che la Costituzione
Americana pone al primo posto, è costretta a sua volta rifugiarsi nei propri
spazi protetti, Google e Facebook e altri alternative media permettendo.<span></span></span></p><a name='more'></a><p></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">1.<i> Qual è la Differenza tra Uguaglianza ed
Equità?</i></span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">A un esame superficiale i due concetti sembrerebbero
equivalenti. Ciò vale certamente per l’uso comune che se ne fa. Ma il diavolo
sta nei dettagli, e questi concetti si sono ultimamente caricati di una valenza
politica. E’ molto importante quindi definirli con precisione, perché da essi
derivano politiche destinate a cambiare la nostra vita. Per illustrare la
differenza tra “uguaglianza” ed “equità”, immaginiamo una <b>gara di atletica</b>
dei cento metri, e compariamo i punti di vista dietro le due nozioni, cosa che
faremo qui sotto.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">1.a. <i>Il Punto di Vista Meritocratico.</i> <i>Uguaglianza
d’Opportunità, non di Risultato</i></span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Chi crede nell’uguaglianza ritiene che tutti debbano
partire dallo stesso punto, senza favoritismi. Solo chi è più veloce, vuoi per
un maggiore impegno nell’allenamento vuoi per doti naturali, vincerà. E',
questo, un orientamento <b>meritocratico</b>: vince chi merita di più. Se uno
non ha doti naturali sufficienti per competere al massimo livello, egli sarà
relegato a un livello di competizione inferiore oppure potrà ovviare (per
quanto possibile) alla genetica con un surplus di allenamento. In alternativa,
potrà scegliere un’altra disciplina: il novero delle attività umane a cui la
società riservi un certo livello di prestigio è virtualmente infinito. E,
dopotutto, non è questa la tanto declamata “diversità” di cui tutti si
riempiono la bocca oggidì? Non si vede quindi come ciò debba essere visto
negativamente.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Può sembrare controintuitivo, ma chi sostiene il
principio dell’uguaglianza crede nel fatto che non siamo stati creati tutti
uguali, e che ciò è un cosa positiva. L’uguaglianza è uguaglianza di
opportunità sociali iniziali, non di risultato. Il risultato è definito
unicamente dal merito: tutti dovremmo partire dallo stesso punto, ma se io sono
più dotato od ho lavorato di più degli altri, vinco. Così si mantiene una
società ordinata e produttiva, dove ognuno s’impegna per dare il massimo e
arrivare in alto.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Quindi, è ingiusta la critica che il punto di vista
meritocratico nasconda un <b>tentativo di cristallizzare disparità sociali già
esistenti</b>. Se questo può essere vero in alcuni casi, e cioè nella misura in
cui anche il concetto più nobile può venire pervertito se alla base c’è una
cattiva volontà, è anche vero che non avrebbe senso parlare di meritocrazia se
poi uno parte con un vantaggio rispetto agli altri che gli sia conferito
artificialmente (cioè per decreto sociale). La meritocrazia implica la capacità
di avvantaggiare se stessi attraverso il duro lavoro, che crei una situazione
di vantaggio partendo dal nulla o da doti già presenti naturalmente.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Gli innumerevoli esempi di persone che in una
società a vero libero mercato come quella americana si sono sollevate dalla
miseria per guadagnarsi una posizione di agio o addirittura di ricchezza
offrono una prova reale della genuinità dell’impostazione meritocratica,
rendendo ogni discussione oziosa.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">1.b. <i>Il Punto di Vista “Equitario” (1).</i> <i>Uguaglianza
di Risultato, Sempre e Comunque</i></span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Chi crede nell’equità, invece, ritiene che <b>tutti
debbano arrivare allo stesso risultato</b>, indipendentemente dalla situazione
di partenza. L’equità vuole garantire un’uguaglianza di risultato: anche i
minor dotati devono poter godere degli stessi esiti dei maggior dotati. Ma
siccome il dato naturale del maggior talento non si fa contenere e comprimere,
allora occorre un’intervento esterno d’autorità per garantire la suddetta
entità di risultati, e ciò non potrà che avvenire nella forma di una
penalizzazione del campione a vantaggio di chi non lo è. Nella pista
d’atletica, chi è più lento partirà da più avanti; o il talento naturale dovrà
partire con qualche secondo di ritardo; o, secondo un’analogia ancor più
pertinente con la situazione che viviamo oggi, chi è primo dovrà tornare indietro
e caricarsi in groppa il lentone.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">2.<i> I Danni e Le Perversioni del Punto di Vista Equitario</i></span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Va da sé che l’orientamento di tipo equitario ha due
effetti disastrosi sul funzionamento della società. Vediamoli.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">2.a) <i>Equitarismo: un’Ideologia Anti-Umana perché
Innaturale</i></span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Tracciamo un’altra analogia scomodando il concetto
di <b>tecnologia</b>. Un uso produttivo della tecnologia è simile al judo: come
nel judo uso lo slancio e la forza dell’avversario per sollevarlo e
proiettarlo, così la tecnologia usata propriamente cerca di sfruttare, dirigere
e convogliare i fenomeni naturali per trarne dei benefici. Ogni volta, invece,
che la tecnologia vuole negare, sopprimere o comprimere la natura, ciò non può
che portare a disastri di diversa portata.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Similarmente, l’intervento di un’autorità politica
volto a sopprimere o correggere la naturale diversità di talento per garantire
un risultato “equo”, cioè uguale per tutti, non potrà che portare alla
negazione dei diritti naturali; e quindi all’<b>autoritarismo</b>, perché
nessuno rinuncia volontariamente al proprio talento e ai vantaggi del proprio
duro lavoro. Questo autoritarismo si traduce immediatamente in <b>anti-umanismo</b>,
perché “la via per l’inferno è lastricata di buone intenzioni”, e come al
solito il buonismo, e cioè la dittatura del sentimento sulla realtà, alla base
dell’equitismo nega in questo particolare caso la differenza naturale tra gli
individui, cioè nega l’individualità, e quindi i diritti umani essenziali che
si legano all’espressione di questa individualità.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Non solo l’equitarismo apre a una organizzazione
autoritaria della società: esso garantisce anche a quel punto il sorgere di una<b>
società totalitaria</b>. Perché l’equitismo, cioè la pretesa di una società
senza differenze di risultato fra gli individui, è un’idea talmente innaturale
che la violenza non basta più: occorre entrare nelle menti per modificarle
strutturalmente. L’idea va inculcata con la propaganda, con la suggestione, con
l’arte, con l’informazione, con l’educazione. Alla fine, nessun aspetto della
vita è risparmiato dalla contaminazione di quell’idea, e una volta il principio
interiorizzato, un minimo sindacale di sorveglianza sarà tutto ciò di cui
l’elite avrà bisogno.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">2.b. <i>La Perversione dell’“Equitarismo” e il suo
Essere Contro la Natura (Umana)</i></span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Varrà ora illustrare con un esempio la perversione
dell’equitismo, che ha trovato e trova applicazione nei regimi socialisti, e
che purtroppo oggi si sta imponendo come modello per le società occidentali.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Se io cancello il concetto di talento come fa una
società basata non sull’uguaglianza ma sull’equità, cancello l’individualità,
cioè la capacità della singola persona di affermarsi e distinguersi sulla base
di quel talento, qualunque esso sia. Ne consegue quindi che l’equitismo
presuppone il <b>collettivismo</b>. Il collettivismo, a sua volta, presuppone
la ridistribuzione delle risorse in maniera uguale, attuata da un’autorità
centrale a beneficio (o questo dice la propaganda) di una collettività. Ecco
l’esempio di cui dicevamo. Il problema è il seguente: se io, per ipotesi, do <b>un
milione</b> di euro a ciascun individuo, ci sarà sempre una maggioranza che lo
sprecherà in beni di consumo o vizi, e ci sarà sempre una minoranza che,
rinunciando alla soddisfazione immediata di bisogni materiali, lo investirà per
creare altra ricchezza. A quel punto si attuerà inevitabilmente e in maniera
naturale una redistribuzione che ricreerà una classe di ricchi, vanificando la
distribuzione originaria ispirata dall’ideologia collettivistico-equitaria. Il
capitalismo, nella sua forma più pura, non è quindi una costruzione artificiale
ideata per lo sfruttamento dei più deboli, come vuole la retorica marxista:
esso opera in sintonia con quanto è lecito aspettarsi dalla natura umana. E
parlo di “<b>natura uman</b>a” a proposito, perché questa definizione contiene
i due caratteri che compongono l’essenza dell’essere umano e ne guidano
l’agire. “Natura” fa riferimento alla parte animale dell’uomo, incarnata dalla
soddisfazione immediata di bisogni. “Umana”, d’altro lato, fa riferimento alla
specificità dell’uomo, unica nel mondo animale, di differire la soddisfazione
dei bisogni per investire sul futuro, ciò che è ben illustrabile con i concetti
di “ambizione” e “progetto”.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Così, se lo Stato mi dà un gallo e una gallina, io
posso ucciderli e gustare la loro carne. In alternativa, posso farli
riprodurre, creare un allevamento e vendere galline a chi le consuma per
incamerare profitti. A questo punto, però, lo Stato socialista interviene per
operare una <b>nuova ridistribuzione</b>, togliendo ai nuovi ricchi (cioè chi
ha impiegato il milione come capitale) per dare ai nuovi poveri (cioè chi il
milione l’ha scialacquato) e non potrà farlo che con la forza, perché, ancora,
nessuno può rinunciare volontariamente ai frutti del proprio duro lavoro (espropriazione)
per darli a chi non ha meritato nulla (ciò che aggiunge un elemento di
umiliazione). L’intervento “riequilibrante” dello Stato avverrà ogni qual volta
si crei questo squilibrio, il che sarà inevitabile, come inevitabile sarà la
deriva totalitaria, cioè l’evoluzione dell’oppressione a sistema diffuso
capillarmente, anche a livello della coscienza individuale.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">La creazione di una società che premia il talento e
il sacrificio è ciò che abbiamo se lasciamo libero corso all’agire umano,
semplicemente regolando le relazioni umani attraverso leggi non intrusive e
oppressive. D’altro lato, una società collettivistico-equitaria può esistere
solo se imposta attraverso un sistema di regole autoritario, che tiene poco o
nulla in conto la natura umana, il tutto in ossequio all’obiettivo illlusorio e
utopistico di una collettività in cui tutti godano sempre in egual misura delle
risorse. </span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">2.c) Equitarismo: la Fine del Merito come Principio
Attivo del Miglioramento della Società </span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Ovviamente, nel momento in cui io garantisco un
risultato equo (cioè uguale) per tutti, <b>la meritocrazia cessa di esistere</b>,
e così ogni forma di competizione. Cosa potrà motivare una persona a impegnarsi
e a lavorare duramente per un risultato, se sa che chiunque, anche chi
preferisce perdere tempo in attività improduttive, potrà raggiungerlo?
Naturalmente, l’esistenza dello sport potrà essere giustificata solo in senso
nazionalistico, cioè come forma di competizione con altre nazioni. E’ ciò che
avvenne con l’Unione Sovietica, che non a caso a tal fine impiegò in modo
sistematico e industriale sostanze dopanti per sfornare in maniera artificiale
campioni che l’organizzazione sociale (comunista, cioè basata sull’“equità” e
quindi anti-meritocratica) non poteva produrre.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Una società basata sull’equità, e cioè sul “<b>privilegio
del più debol</b>e”, è una società che non può funzionare, perché è
contro-natura e come tale insostenibile. A tal riguardo, i fallimenti di simili
progetti nella Storia sono un libro aperto.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Un’organizzazione socialista della società (o i suoi
indici, come il modello americano dell’“affermative action” johnsoniana) è
un’organizzazione nella quale non solo lo Stato premia il minor-dotato o chi
non ha voglia di fare, ma che costringe anche gli elementi più produttivi della
società a sobbarcarsi i destini degli "ultimi" attraverso un sistema
soffocante di tasse o altre rinunce. Tornando all’analogia della pista
d’atletica, e come già accennato, vedremmo il campione caricarsi l’outsider
sulle spalle per tagliare assieme a lui il traguardo. A dispetto della retorica
che l’accompagna, la società equitaria è una società che nega l’uguaglianza,
perché solleva una parte della popolazione oltre i propri meriti, e sottopone
tutti gli altri a regole penalizzanti che valgono solo per loro.</span></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Chiamare l’equitismo una forzatura è limitarsi al
minimo: esso è un obbrobrio contro-natura, è una perversione politico-sociale
che non mancherà mai di distruggere le fondamenta della società nella maniera
più subdola e irreversibile. Tanto vale a questo punto chiamarlo con il suo
vero nome: <b>socialismo</b>. (2)</span></p><p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">(2) </span><span lang="IT" style="font-family: "Times New Roman",serif; font-size: x-small; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">Uso qui i termini "equitario" ed "equitarismo" non per il gusto tutto intellettualoide di coniare nuovi termini, ma per mancanza di corrispettivi nell'Italiano (almeno quello da me conosciuto). In attesa di proposte migliori, il sottoscritto chiede indulgenza.</span><span lang="IT" style="font-family: "Times New Roman",serif; font-size: x-small; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;"><br /></span></p><p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span lang="IT" style="font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: IT; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 0pt; mso-ligatures: none;">(2) </span><span style="font-size: x-small;"><span lang="IT" style="font-family: "Times New Roman", serif;">Dopo aver letto l'articolo sarà forse chiara l'operazione tipica dei "progressisti" di snaturare il significato di determinati concetti per affermare quelli che l'agenda progressista prevede in contrapposizione a essi. Si veda per esempio l'<b>immagine</b> offerta a corredo con l'articolo e onnipresente nei motori di ricerca qualora si ricerchi "equità". Qui il concetto di "<b>uguaglianza</b>" ("<i>equality</i>" in inglese) è diffamato in modo grottesco all'unico scopo di porre in buona luce l'altro concetto di "<b>equità</b>" ("<i>equity</i>"). </span></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"> </span></p>
Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-35641633551139268972023-04-16T02:04:00.002-07:002023-04-16T02:04:56.685-07:00SEGNI DI DÉCADENCE: IL FASCINO PER IL CRIMINALE<p><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
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<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
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<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hashtag"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Unresolved Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Link"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabella normale";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]-->
</p><p class="MsoNormal"><span lang="IT"><span style="font-size: x-small;"><i>Difficoltà: 4,4/5</i></span></span></p>
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" width="400" />
</span><span lang="IT" style="mso-ansi-language: IT;">Un segno di decadenza per ogni epoca è il calo della mascolinità e la diffusione dell'omosessualità e dell'effeminatezza. Non è il sottoscritto a dirlo, ma una storica femminista di sinistra come <a href="https://www.youtube.com/watch?v=I8BRdwgPChQ" target="_blank">Camille Paglia</a> (1).<br /></span></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Un altro indice del declino di una civiltà, e lo constatiamo osservando la nostra, è il diffuso fascino per la figura del criminale. In questo articolo entro nel merito di questo fenomeno, discutendone manifestazioni e origine.<span></span></span></p><a name='more'></a><p></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><br /></span></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><i>Mala Tempora Currunt: il nuovo ordine mondiale e i media<br /></i></span></p>
<p class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18pt;"><span lang="IT" style="mso-ansi-language: IT; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1)</span></span><span lang="IT" style="mso-ansi-language: IT;"> Viviamo
un’epoca di assoluta <b>decadenza morale</b>. Le forze che operano per la
disgregazione sociale si sono istituzionalizzate, si sono fatte classe
dirigente, e sono dappertutto. Dopo un periodo di rivalsa delle classi più
basse, iniziato con la Rivoluzione Francese e protagonizzato dal rivoluzionarismo
nazionalista ottocentesco, dal sindacalismo e dalle vittorie sociali del ‘900, le
<b>elite </b>hanno per decenni preparato un ritorno all’auge, il colpo di coda
decisivo, lavorando sul piano della cultura. L’idea marxista della
manipolazione delle masse attraverso l’<b><a href="https://cementomori.blogspot.com/2023/04/diversita-un-dogma-della-nuova.html" target="_blank">occupazione della cultura istituzionale e di consumo</a></b> (2) ha offerto in
questo senso un <i>blueprint</i>, un modello operativo. Si può riscontrare l’inizio di
questo processo negli anni ’60 dello scorso secolo. L’appoggio economico e
ideologico del grande capitale e dei governi al terrorismo domestico dei vari
gruppi di sinistra come Antifa, BLM e delle organizzazioni abortiste e LGBTQ,
apparentemente contraddittorio, risponde a questo piano: le sigle menzionate,
dietro il paravento insignificante dell’esser di “sinistra”, rappresentano il
<b>braccio armato del capitale</b>. Per questo oggi tutte le istituzioni dell’emisfero
occidentale (con l’America come sempre a fare da modello e apripista) sposando
strumentalmente le “cause civili” con cui le sigle sopra citate (e, ovviamente,
la galassia delle ong, non a caso esplose in anni recenti) ammantano la loro arroganza
totalitaria e la loro violenza terroristica.</span></p>
<p class="MsoListParagraphCxSpMiddle"><span lang="IT" style="mso-ansi-language: IT;">Questo generale piano secolare di restaurazione elitario non sarebbe
possibile senza l’<b>azione dei media</b>, Hollywood in testa, che dal Secondo
Dopoguerra inocula nel sentimento collettivo il germe di un pseudo-ribellismo
amorale che forgia cattivi comportamenti, divisione sociale e una generale
sfiducia nelle istituzioni. </span></p>
<p class="MsoListParagraphCxSpMiddle"><span lang="IT" style="mso-ansi-language: IT;">La distruzione dell’attuale società e della sua idea, è ovviamente la
premessa essenziale per la costruzione di un ordine nuovo (il “<b>Grande Reset</b>”,
come lo chiamano le stesse elite che si riuniscono ogni anno a Davos per
decidere il nostro destino).</span></p>
<p class="MsoListParagraphCxSpMiddle"><span lang="IT" style="mso-ansi-language: IT;">L’ammirazione per le figure di criminali non è nuova. Nei racconti e romanzi di <b>Sherlock Holmes</b>, per esempio, la figura di <b>Moriarty</b>, il principale misterioso avversario di Sherlock, è circondata da un alone di fascino che però non è legato alla sua figura di "ribelle contro le istituzioni", ma piuttosto alla sua diabolica astuzia e intelligenza criminale, che ne fanno la controparte antagonistica ideale del detective di Baker Street. La valorizzazione della figura di Moriarty non è fine a se stessa ma serve una funzione gregaria: quella di glorificare le capacità di Sherlock. Allargando lo sguardo, questa operazione non si limita all'ambito letterario ma celebra - nello spirito caratteristico di quell'epoca - le virtù della scienza e della ragione in funzione dell'ordine etico e civile. La glorificazione del criminale nel nostro tempo ha natura e scopo opposti: essa è incentivata come strumento per creare disordine
minando il senso civile ed etico della popolazione, in funzione dell'edificazione di un nuovo ordine a impronta elitaria.</span></p><p class="MsoListParagraphCxSpMiddle"><span lang="IT" style="mso-ansi-language: IT;"><br /></span></p><p class="MsoListParagraphCxSpMiddle"><span lang="IT" style="mso-ansi-language: IT;"><i>Il Declino della Mascolinità<br /></i></span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18pt;"><span lang="IT" style="mso-ansi-language: IT; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2)<span style="font: 7pt "Times New Roman";">
</span></span></span><span lang="IT" style="mso-ansi-language: IT;">Parte
importante del piano di disgregazione sociale delineato sopra è la
<b>svalorizzazione della mascolinità</b>. Lo slogan demonizzante che proviene dal mondo "progressista" americano è in questo contesto "<i><b>toxic masculinity</b></i>", e cioè "mascolinità tossica". Viene usato per infangare ogni manifestazione di virilità, un po' come lo <i>slur </i>"razzista" diretto a chiunque si permetta di criticare le politiche immigrazioniste o, semplicemente, abbia la sfortuna di essere nato con pelle bianca.<br /></span></p><p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18pt;"><span lang="IT" style="mso-ansi-language: IT;">U<span> </span>Una società dominata da femmine, maschi
adulti single dediti alla collezione di videogiochi e figurine, da gay e
travestiti è una società più facile da controllare. Ciò crea a livello sociale
una diffusa e inconscia fame di mascolinità, che viene ricercata nei posti più
sbagliati. Il delinquente, nella versione romanzescamente falsata di una pletora
di film hollywoodiani, rappresenta lo sbocco verso cui viene incanalata questa
“<b>ricerca del padre</b>”: egli incarna la figura di un guerriero urbano che sfida le
istituzioni e non ha paura della morte. </span></p><p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18pt;"><span lang="IT" style="mso-ansi-language: IT;"> </span></p><p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18pt;"><span lang="IT" style="mso-ansi-language: IT;"> U<span> <i> L'Epoca senza Tempo</i></span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18pt;"><span lang="IT" style="mso-ansi-language: IT; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3)<span style="font: 7pt "Times New Roman";">
</span></span></span><span lang="IT" style="mso-ansi-language: IT;">La
nostra è la cultura dell’apparire, del vivere nell’attimo, dell’eterno presente.
E’ lo Spettacolo delineato da Debord: la realtà tutta è diventata una merce da
consumare nell’assoluta attualità. <b>Non esiste più il tempo</b>, la cui definizione ha bisogno delle dimensioni del passato e del futuro. E non esiste Storia, non esiste scienza, non
esiste pensiero, non esiste memoria: tutto è un vedere e credere a ciò che si
ha di fronte. Anche l’attesa dell’attimo successivo è neutralizzata dall’attenzione
per l’<i>hic et nun</i>c. Così, è evidente che i manipoli di <i>idiots servants</i> (utili
idioti) nullafacenti dei centri sociali hanno buon gioco nell’esporre al
pubblico ludibrio agenti di polizia che fanno il proprio dovere arrestando
criminali extracomunitari: chi se ne frega di ciò che è successo prima, del crimine
che ha motivato l’immobilizzazione e l’arresto (che come minimo ammonta alla
resistenza a pubblico ufficiale), quando l’attimo presenta l’immagine di una
coppia di agenti armati che pesa su un povero nero vestito di cenci e dall’aria
“oppressa”, con le sopracciglia inarcate sopra occhi che mendicano <a href="https://www.youtube.com/watch?v=yLZ5NiOH5PM" target="_blank">pietà </a>(2)? <br /></span></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/yLZ5NiOH5PM" width="320" youtube-src-id="yLZ5NiOH5PM"></iframe></div><br /><p></p>
<p class="MsoListParagraphCxSpMiddle"><span lang="IT" style="mso-ansi-language: IT;">Anche il diffuso fascino per la figura del <b>serial killer</b> – su cui Hollywood
si getta come il maiale sulla sbobba - pesca assieme nelle profondità torbide
dell’animo umano e nell’attitudine della gente a guardare solo la superficie
dell’attimo presente. Le vittime sono morte, non possono parlare. Nessuno è più
in grado di immaginare cosa possono aver sofferto nell’essere state prima
irretite, poi torturate, poi uccise e infine abbandonate in una discarica, fatte
a pezzi o divorate. Tutto ciò non rientra più nel nostro radar, perché la
nostra capacità di pensare in maniera diacronica, e quindi la capacità di
compatire una vittima che non c’è più o che non appare, è andata in gran parte
persa. </span></p>
<p class="MsoListParagraphCxSpLast"><span lang="IT" style="mso-ansi-language: IT;">Nel
momento del processo, della visione di questo o quell’articolo, servizio news o
film, tutto ciò che conta è ciò che è ancora qui ad attraversare il nostro
presente: le cronache sul serial killer, sulla sua triste infanzia, sui suoi patologici
tormenti, i patimenti del carcere e lo “scandalo dello stato che uccide” con la
pena di morte. “<b>Non toccate Caino</b>” può essere lo slogan del degrado morale,
della sabbia mobile che sta ingoiando la nostra pluri-millenaria e tanto sudata
civiltà. </span></p><p class="MsoListParagraphCxSpLast"><span lang="IT" style="mso-ansi-language: IT;">RIFERIMENTI: <br /></span></p><p class="MsoListParagraphCxSpLast"><span lang="IT" style="mso-ansi-language: IT;">1) <i>Lesson from History: Transgender Mania is Sign of Cultural Collapse - Camille Paglia</i>, Gravitahn, Youtube Video, 15/12/2016. https://www.youtube.com/watch?v=I8BRdwgPChQ<br /></span></p><p class="MsoListParagraphCxSpLast"><span lang="IT" style="mso-ansi-language: IT;">2) <i>"Diversità": un Dogma della Nuova Religione "Progressista"</i>, Cemento Mori, 2/4/2023. https://cementomori.blogspot.com/2023/04/diversita-un-dogma-della-nuova.html</span></p><p class="MsoListParagraphCxSpLast"><span lang="IT" style="mso-ansi-language: IT;">3) <i>Firenze, il video dell'arresto su Ponte Vecchio</i>, Corriere della sera, Youtube video, 12/04/2022. https://www.youtube.com/watch?v=yLZ5NiOH5PM<br /></span></p>
<p></p>Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-46268489070200190802023-04-11T01:22:00.002-07:002023-04-11T01:22:09.875-07:00AFORISMI BELLI/5<p><br /><i><span style="font-size: x-small;"> (Difficoltà: 3,6/5)</span></i><br /><br /><br /><br />La saccenza è l’ignoranza che si traveste da sapienza.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p><br />Se i “cacadubbi” ci hanno insegnato qualcosa, è che il dubbio fa più danni delle false certezze.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p><br />Negare la libertà di pensiero include negare il pensiero della libertà, cioè la capacità di pensare la libertà.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p><br />Si dice che la morte è l'addormentarsi un giorno per svegliarsi altrove. Quel che è certo è che, per molti, la vita è un dormire ovunque per non svegliarsi mai.<span></span></p><a name='more'></a><br /><br /><p></p><p style="text-align: center;">§----§ <br /></p><p><br />I soldi non possono comprare la felicità. Ma la povertà l’infelicità te la dà gratis.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p><br />Tra le mie enormi e innegabili qualità ho anche quella della modestia.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p><br />Nelle vicende umane un elemento di fortuna c’è più spesso di quanto si pensi, perché in ogni momento della vita si può avere la fortuna di non essere sfortunati.<br /><br /></p><p style="text-align: center;">§----§ </p><p style="text-align: left;"><br /></p><p style="text-align: left;">Le virtù degli ipocriti sono come le palle dei cani: sempre in mostra.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />La smemoratezza merita clemenza: ci si può pure dimenticare di guardare i promemoria.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />Il percorso che conduce dallo scetticismo radicale al nichilismo è una linea retta. La fermata intermedia è il cinismo. Il cinismo è il corrispettivo morale dello scetticismo. Lo scettico radicale nega il mondo. Il cinico nega i valori. Il nichilista, infine, è colui che, non riconoscendo i valori, vuole distruggere il mondo.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />La malattia del nostro tempo è il narcinismo. E’ l’unione del narcisismo più il cinismo. E’ la convinzione che nulla e nessuno valga niente, a parte se stessi.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />L’epoca in cui viviamo è nipote degli anni ’60 e figlia degli anni ’80. Entrambi sono un periodo nel quale fare quello che facevano tutti ti faceva sentire una persona speciale.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />Il rimorso è il pentimento per qualche cosa che si è fatto; esso qualche volta è rimediabile. Il rimpianto, d’altro canto, è il rimorso per qualcosa che non si è fatto quando l’avremmo potuta fare, e che solo ora capiamo che avremmo dovuto fare. E un’occasione persa per sempre è per definizione irrimediabile.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />Non c’è niente di più stupido che l’esibizone dell’intelligenza. E non c’è niente di più ignorante che l’esibizione della cultura.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />E’ ufficiale: morirò morto.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />Per una buona maggioranza degli intellettuali la cultura è sempre stata un pretesto per non usare l’intelligenza. E ciò avviene sia che si pappagalli l’auctoritas di turno, sia che si camuffi l’inconsistenza del proprio pensiero dietro una cortina fumogena di parole tanto vuote quanto altisonanti.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />Nell’era di internet l’ignoranza è una scelta.<br /> <br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />La speranza non ha valore se non prepara l’azione.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />Le vertigini di cui soffro guardando dall’alto verso il basso non sono nulla in confronto a quelle che m’assalgono quando, guardando il cielo e le stelle, ho la sensazione di cadere verso l’alto.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />Gli indovinelli sono fatti apposta per non essere indovinati.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />Perché la gente si droga? La risposta è semplice: perché c’è la droga. Perché nella società dei consumi, con cui il consumo di droghe va a braccetto, è sempre l’offerta che crea la domanda, e non viceversa.<br /><br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />La nostra storia è piena di figli di mignotta tramandati come padri della patria.</p><p style="text-align: left;"> <br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />Nel relazionarsi ai fatti, la Storia è distanza critica, mentre il giornalismo è prossimità acritica.</p><p style="text-align: left;"><br /></p><p style="text-align: center;">§----§ <br /></p><p style="text-align: left;"><br />I rivoluzionari di oggi sono animati da gran poca intelligenza ma da molta velleitario volontarismo. Per questi “giocobini” la rivoluzione non è che un gioco con cui dare senso alla propria vita di esseri umani imperituramente incompiuti.<br /> </p>Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-81125171278246531922023-04-02T02:48:00.005-07:002023-04-04T23:18:44.731-07:00 “DIVERSITA’”: UN DOGMA DELLA NUOVA RELIGIONE "PROGRESSISTA"<p></p><p><span lang="IT" style="font-size: x-small; mso-ansi-language: IT;"><i>(Difficoltà: 3/5) </i></span></p><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMy8ERHCh9bCidbqdLJRqn1n1RX71DYafKYbFOrPP02eY6GHz9NX_HnmwMRWfB40NuU96-yK4CxZMML2op-lIpvWc6VH66mKZ15oDiHIS2zt5W6vnAnfU_aVSti4VriNUis17CU7ZPYPT8tT2rall9qzVQgsXhfsA3xjfL-h0JhSHJ9Ey7kmdChzD6/s2151/Drag_Queen_Story_Hour_comes_to_Mobile_1_52519522_ver1.jpg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1440" data-original-width="2151" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMy8ERHCh9bCidbqdLJRqn1n1RX71DYafKYbFOrPP02eY6GHz9NX_HnmwMRWfB40NuU96-yK4CxZMML2op-lIpvWc6VH66mKZ15oDiHIS2zt5W6vnAnfU_aVSti4VriNUis17CU7ZPYPT8tT2rall9qzVQgsXhfsA3xjfL-h0JhSHJ9Ey7kmdChzD6/w320-h214/Drag_Queen_Story_Hour_comes_to_Mobile_1_52519522_ver1.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><i>Indottrinamento Lgbtq in una scuola americana</i><br /></td></tr></tbody></table><p><br />Il concetto di
diversità, anche nelle scuole, ti viene sbattuto in faccia come un paio di
manette ideologiche. Quando parla di diversità, la sinistra intende, in soldoni,
la conformità di tutti con l’ideologia che le è propria. Quindi la "diversità"
non è “diversità di pensiero” (idea che non appartiene al vocabolario della sinistra), ma anzi, nella manciata delle declinazioni del suo concetto offerte dalla sinistra, essa è riconducibile alla totale
aderenza al pensiero unico progressista, pena le più crude ripercussioni: è un
richiamo al <b>totalitarismo ideologico</b>.<span></span></p><a name='more'></a><p></p><p>Così, la “diversità” riguarda tutti gli
altri, non chi già sta nel culto progressista: tutti sono chiamati a essere
“diversi” nel senso di abbandonare il proprio pensiero per abbracciare
l’ideologia progressista. Si tratta di un intollerante appello al <b>conformismo
</b>più intransigente. </p><p></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"> </span></p><p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><i>Il "Marxismo Culturale"<br /></i></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Nel caratteristico
modus operandi della sinistra, ogni concetto rimandabile alla sfera dell’umanitarismo
e dei diritti umani è fatto prigioniero e immediatamente pervertito e corrotto al
punto da rappresentare il contrario di quello che è nato per indicare. E’ tutto
parte di una nuova strategia che alcuni pensatori di destra riconducono a Gramsci definendolo
“<b>marxismo culturale</b>”. Si tratta di un cambio di strategia della sinistra, che, constatando il rigetto sociale generalizzato del suo
rivoluzionarismo violento, si è camuffata da “sinistra moderata” per portare
avanti un “socialismo democratico” dall’interno delle istituzioni. L’accesso al
potere – locale e nazionale – le ha permesso così di acquisire sempre maggiori
ambiti di influenza. Influenza non solo politica, ma in primo luogo culturale.
Nel Secondo Dopoguerra così, essa ha spostato il focus della propria azione
sull’<b>occupazione della cultura e dell’educazione</b>, vedendo in ciò un primo passo
per l’occupazione totale e totalitaria di tutte le istituzioni che presiedono
alla divisione dei poteri in un sano regime democratico: Parlamento, Governo e
alte cariche dello stato, Giustizia. </span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">I risultati di
questo processo si vedono oggi, ed è per ciò che la sinistra ha ormai
abbandonato ogni remora di apparire “moderata” per mostrarsi nella sua vera
luce, quella originaria (1).</span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"> </span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><i>La “Diversità”
per la Sinistra</i></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"> Qualche
considerazione chiave per capire l’uso truffaldino che la sinistra fa del
concetto di “diversità”: </span></p>
<p class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -0.25in;"><span lang="IT" style="mso-ansi-language: IT; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1)<span style="font: 7pt "Times New Roman";">
</span></span></span><span lang="IT" style="mso-ansi-language: IT;">Ad
eccezione di quando si riferisce alla “gente dell’Alfabeto” (gli LGBT, un altro
enorme potenziale bacino di voti che sta diventando negli ultimi anni il fulcro
della propaganda progressista), quando parla di diversità, la sinistra ne fa
esclusivamente una questione di<b> colore della pelle</b>, gettando così indietro di
almeno 60 anni le lancette dell’orologio della storia e dei progressi in
termini di diritti civili: se sei <i>black </i>o <i>brown</i>, tutto t’è dovuto; se sei
bianco, sei la causa di tutti i mali e non meriti clemenza. La lezione di
<b>Martin Luther King</b>, secondo cui bisogna giudicare le persone in virtù del
contenuto del loro carattere e non per il colore della pelle, è andata persa
con la sinistra. Come sempre, e come succede ancor oggi, la sinistra, in particolare quella americana
– che, come quasi nessuno sa o ricorda, nella Guerra Civile supportò la
schiavitù, e fu l’originale fondatrice del <b>Ku Klux Klan</b> -, si fece portavoce
dell’anti-razzismo per ragioni puramente strumentali: raggiungere l’elettorato
nero.</span></p>
<p class="MsoListParagraphCxSpMiddle"><span lang="IT" style="mso-ansi-language: IT;">Nel negare il fondamentale principio di King, e nel conseguente scagliarsi
contro un’intero gruppo (maggioritario in Occidente) di persone, i “whites”,
solo in virtù di tratti non passibili di scelta, immodificabili e irridemibili,
che sono l’origine etnica, le azioni di propri lontani antenati e la quantità
di melanina nella cute, la sinistra rivela un’<b>anima razzista</b>. <br /></span></p>
<p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -0.25in;"><span lang="IT" style="mso-ansi-language: IT; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2)<span style="font: 7pt "Times New Roman";">
</span></span></span><span lang="IT" style="mso-ansi-language: IT;">Il
tratto affatto superficiale del colore della pelle rappresenta per la sinistra
già di per sé un elemento dirimente che ti pone in una posizione di assoluta
superiorità e privilegio. Ma ciò vale solo a patto che tu sia <b>schierato
politicamente a sinistra</b>. Essere neri e votare repubblicano significa perdere
lo status sopra indicato, ed esporsi agli stessi rischi in cui incorrono i
bianchi (censura, insulti razzisti, “cancellazione” da social media, perdita del posto di
lavoro, violenza), se non peggio in quanto “traditori”. Lo stesso vale per il
contesto <b>LGBT</b>: se sei gay e di destra, puoi essere fatto oggetto dello stesso
trattamento che la sinistra accusa la destra di riservare ai sessualmente
diversi.</span></p>
<p class="MsoListParagraphCxSpLast"><span lang="IT" style="mso-ansi-language: IT;">Allo
stesso modo, se sei <b>bianco e “liberal”</b> il tuo colore della pelle non conta,
perché sei politicamente dalla parte giusta. E’ sufficiente ripetere a
pappagallo i mantra del progressivismo e proclamare totale aderenza al Pensiero
Unico per obliterare (ma solo nel proprio caso) secoli di “ingiustizie e abusi
colonialisti perpetrati dai bianchi a danno di neri, latini” e quant’altro.</span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Ma se la validità
del valore dell’anti-razzismo, dell’anti-omofobia e della “diversità” sono
subordinati all’appartenenza politica, è chiaro che essi sono solo un pretesto,
un congegno propagandistico per accaparrarsi voti innalzando la propria
immagine e demonizzando l’avversario. La sinistra è un organismo parassitario
che s’appropria indebitamente di concetti nobili e ricchi di storia, per
divorarne il midollo e sputarne il guscio vuoto. Assuefatto all’<b>uso strumentale
di tali concetti per fini politici</b>, il pubblico giunge a non credervi più, e a
dismetterli con un’alzata di spalle ogni volta che ne sente parlare. I danni
che la sinistra ha creato e continua a creare alle cause per cui dice di
lottare sono incalcolabili e a questo punto in larga parte irrimediabili.</span></p>
<span face=""Calibri",sans-serif" lang="IT" style="font-size: 11pt; line-height: 107%; mso-ansi-language: IT; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"><i> Conclusione: la
Sinistra è una Nuova Religione al Servizio del Male</i></span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Il progressivismo
aborrisce la religione, ma è esso stesso una religione. Sono presenti: la chiusura
mentale propria del culto; l’<b>intolleranza</b> violenta e potenzialmente genocida
verso la devianza; l’affidamento a <b>dogmi </b>ripetuti compulsivamente (abbiamo
scelgo in questo articolo di soffermarci su quello di “diversità”); la<b> promessa
di una vita ulteriore</b> (il “sol dell’avvenire”, alias una società senza classi e confini, e multi-etnica);
il <b>pantheon </b>di santini (che non per coincidenza include molte tra le peggiori
canaglie della Storia, da da Guevara a Mao a Lenin e Stalin); il <b>revisionismo
</b>della Storia e la <b>negazione della scienza</b> (</span><a href="https://slate.com/technology/2014/02/facebook-custom-gender-options-here-are-all-56-custom-options.html"><span lang="IT" style="mso-ansi-language: IT;">2</span></a><span lang="IT" style="mso-ansi-language: IT;">).</span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">La sinistra è più
specificamente un culto barbaro e macabro, un surrogato laico del satanismo o
delle più barbare religioni primitive, che non arretra nemmeno di fronte al<b> sacrificio
umano di bambini</b> sull’altare dei propri dogmi pseudo-laici, siano essi
l’“accoglienza” (</span><a href="https://www.dailymail.co.uk/news/article-4004480/Pictured-Afghan-migrant-17-modelled-gangsta-rappers-raped-murdered-EU-official-s-daughter-met-work-refugees.html"><span lang="IT" style="mso-ansi-language: IT;">3</span></a><span lang="IT" style="mso-ansi-language: IT;">) o la fluidità di genere (</span><a href="https://www.washingtonexaminer.com/opinion/editorials/dark-side-of-transgenderism-monsters-mutilating-children"><span lang="IT" style="mso-ansi-language: IT;">4</span></a><span lang="IT" style="mso-ansi-language: IT;">).</span></p>
<p class="MsoNormal"><span style="font-size: x-small;"><span lang="IT">Note <br /></span></span></p>
<p class="MsoNormal"><span style="font-size: x-small;"><span lang="IT">1) Non è mistero
del resto che la spaccatura all’interno della Sinistra internazionale, avvenne
non tanto per una questione di sostanza, quanto di metodo (e di tempo). I
socialisti, cioè, semplicemente dubitarono della realizzabilità del progetto
comunista di una rivoluzione violenta, optando così per una più realistica
infiltrazione delle istituzioni rappresentative, all’interno di cui però operare
per lo stesso obiettivo dei confratelli: la realizzazione dell’utopia marxiana
di una società senza classi. La distinzione fra una sinistra “radicale” e una
sinistra “moderata” è falsa non solo dal punto di vista concettuale, ma anche
storico (come abbiamo appena visto) e quindi politico. Un simile, drammatico
equivoco, ha luogo tra chi distingue fra l’Isis (che vuole instaurare un nuovo
Califfato con la violenza terroristica) e l’Islam “moderato” delle varie
organizzazioni rappresentative dell'Islam in Occidente. </span></span></p>
<p class="MsoNormal"><span style="font-size: x-small;">2) “<i>Here Are All the Different Genders You Can Be on
Facebook</i>”, di Will Oremus, Slate.com, 13/2/2014. <span lang="IT">Su Facebook – quantomeno sulla versione
oltre-oceano - è possibile scegliere tra 56 generi diversi</span></span></p>
<p class="MsoNormal"><span style="font-size: x-small;">3) “<i>Family of EU official’s teenage daughter who was
raped and killed ‘by Afghan migant’ ask for well-wishers to donate money to
refugee charity as teenage ‘killer’ is reveald”</i>, di Allan Hall,
dailymail.co.uk, 6/12/2016.</span></p>
<p class="MsoNormal"><span style="font-size: x-small;"><span lang="IT">E’ la tragica
storia di una volontaria tedesca di Friburgo, figlia di un ufficiale dell’UE,
stuprata e uccisa da un musulmano afghano, giunto nel 2016 in Germania grazie
alla politica immigrazionista della Merkel. Il padre, senza mostrare alcun
pentimento per la sua corresponsabilità morale nella barbara fine della figlia,
addirittura rilancia, a cadavere ancora caldo, chiedendo al pubblico donazioni
per il sostegno ai “rifugiati”.</span></span></p>
<p class="MsoNormal"><span style="font-size: x-small;">4) “<i>The dark side of transgenderism: Moral monsters are
mutilating children without parental involvement</i>”, washingtonexaminer.com,
31/7/2021. </span></p>
<p class="MsoNormal"><span style="font-size: x-small;"><span lang="IT">In diversi stati
americani (l’articolo cita la California, l’Oregon e Washington), leggi
esautorano i genitori da decisioni riguardanti operazioni di cambiamento di
sesso dei figli di minor età, ponendo la decisione nelle mani di quest’ultimi.
E cioè, visto che bambini o ragazzi di 6, 8 o 13 anni non possono essere responsabili delle proprie azioni, ponendo di fatto
tali decisioni nelle mani delle istituzioni educative che hanno provveduto a
indottrinarli fin dall’età della coscienza sui “fasti” dell’ideologia
transgender. Si tratta, senza se e senza ma, di mutilazioni sessuali di bambini
rese obbligatorie per legge, un orrore che travalica l’immaginario dei più
crudeli criminali nazisti. Nel senso del sacrificio di bambini all’ideologia
gay va anche naturalmente la recente uccisione, a Nashville negli USA, di 3 bambini in una scuola cristiana
americana da parte di Audrey Hale, una terrorista LGBTQ.</span></span></p>
<p></p>Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-68534511503315302332023-03-23T10:09:00.005-07:002023-04-04T23:10:16.733-07:00LE ASSOCIAZIONI PER I ROVESCI UMANI
<p class="MsoNormal"><i><span style="font-size: x-small;">(Difficoltà: 1,5/5)</span></i></p>
<p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizA7Y85W0J3TeeBYKrzyB5ArcBybvRqOCrveG6QWcM4reatOZr3YM5kcY-EhJcLkMXfEXgxX4Cd5pvNirPptWqwf6aap1NwB4PLtYc76-RdzBxJkiQCNuLmwU-rykaBG-tSMpQV0gtc9-mY1LxKM8tzQReZqBD5H36j3fg80LER6HRk-xpJx5_1C4M/s600/NGOs_400-910625378.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="600" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizA7Y85W0J3TeeBYKrzyB5ArcBybvRqOCrveG6QWcM4reatOZr3YM5kcY-EhJcLkMXfEXgxX4Cd5pvNirPptWqwf6aap1NwB4PLtYc76-RdzBxJkiQCNuLmwU-rykaBG-tSMpQV0gtc9-mY1LxKM8tzQReZqBD5H36j3fg80LER6HRk-xpJx5_1C4M/w320-h213/NGOs_400-910625378.jpg" width="320" /></a></div><span lang="IT" style="mso-ansi-language: IT;">Le associazioni
per i “diritti umani” sono in realtà <b>associazioni per i rovesci uman</b>i. Lucrano
e profittano dalle disgrazie umane. Esse sono in realtà un corpo che gravita
nel macrocosmo del “progressivismo”: anche quando l’appartenenza
politico-ideologica non è palese, l’identità nel <i>modus operandi</i> è sotto gli
occhi di tutti. Anche esse infatti hanno trovato nelle disgrazie sociali la
gallina dalle uova d’oro, e hanno instillato nella mente collettiva l’idea,
talmente radicata a questo punto da diventare sorgente inesauribile di tabù
collettivi, che la più onesta e oggettiva critica ad esse equivalga a essere
dalla parte di ciò che rende il mondo peggiore. Queste associazioni del resto <span style="mso-spacerun: yes;"> </span>- o i loro addentellati nei media o nella
fogna della politica, che sono fatti della stessa pasta - non mancano mai di
usare la mannaia della diffamazione più becera e strumentale: l’atteggiamento
passivo-aggressivo con cui silenziano ogni critica si manifesta nelle più
infamanti accuse. La più infamante fra le più infamanti è naturalmente quella,
<i>evergreen</i>, di “<b>razzismo</b>”. E questo perché attualmente il grande business al
centro dei tramacci di queste associazioni “no-profit” è quello del traffico di
<b>clandestini </b>dal Terzo Mondo.<span><a name='more'></a></span></span><p></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Ci fu un tempo in
cui queste associazioni nascevano con le migliori intenzioni. Oggi non è più
così. E ciò in virtù di un processo naturale e perfettamente logico e
realistico. Pensiamoci un attimo. E per farlo aiutiamoci con un caso da
manuale, senza scomodare gli innumerevoli esempi che si potrebbero addurre: qui
si tratta di enucleare l’essenza del fenomeno, non di prendercela con questo o
quell’ente, col rischio magari di dargli particolare rilevanza a discapito
degli altri. </span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Ecco il nostro<b>
caso da manuale</b>. Un individuo o gruppo (virtuoso) constata un problema sociale
che coinvolge qualche violazione di diritti umani. Crea un’associazione per
combattere questo <i>status quo</i>. Col tempo l’associazione ottiene iscrizioni,
contributi da magnati, speculatori e filantropi per lo più in cerca di un modo per
riciclare il loro sporco nome. I media parlano del problema, e i soldi
continuano ad affluire. L’associazione cresce e si espande, e così la sua fama,
l’aura di santità la eleva a uno dei tanti equivalenti laici della <i>Caritas</i>.
Essa apre sempre nuove filiali nazionali e internazionali, arriva a impiegare centinaia
o migliaia di persone. Poi a un certo punto il problema che questa congrega di
madreterese era nata per risolvere è di fatto e di sostanza risolto: lo dicono
le statistiche, lo dice la legislazione, lo dice la cronaca quotidiana.
Missione compiuta, è ora di sbaraccare e di godersi il futuro di libertà e
giustizia sociale che si è contribuito a creare, giusto? No, manco per sogno.
Chi può in tutta onestà contemplare solo la possibilità che queste
organizzazioni “per i diritti umani” ritirino volontariamente il proprio brand,
licenzino migliaia di dipendenti e chiudano conti correnti e inviino lettere di
ringraziamento ai Soros di turno per ringraziarli e dire loro che “non è più il
caso”? Una persona che creda a questo può credere a tutto. Infatti, e a
dispetto del loro status di organizzazioni “non a scopo di lucro”, questi enti
raccolgono miliardi, acquistano edifici che col tempo si rivalutano al rialzo,
pagano stipendi ecc. Nessuno all’interno di esse ha mai fatto o farà voto di
povertà. E equipaggi, imbratta-carte e galoppini che vi lavorano non sono “volontari”
francescani, come vorrebbero far intendere, ma in buona parte fanatici da treccine
rasta che non troverebbero lavoro in nessun altro caso. Lo stipendio per
l’equipaggio della <b>teppistella tedesca</b> di buona famiglia che nel 2021 speronò
una motovedetta della Guardia di Finanza, prontamente perdonata dal turnante giudice
al soldo ideologico del progressivismo nostrano, per esempio, si aggira a “poco
più di <b>2 mila euro mensili</b>” a cranio (1). Niente male, se tiriamo dentro anche
il bonus della benedizione mediatica<i> urbi et orb</i>i e della possibiltà di
vantarsi sui social del fatto che la propria merda non puzza.</span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;">Quindi,
ricapitolando: alcune di queste associazioni, specie quelle storiche, nascono
con buone intenzioni. Ma si sa che la via per l’inferno è lastricata di suddette
buone intenzioni, e prima o poi ognuna di queste ong (o qualsiasi sia la
denominazione) si trasforma in una macchina da lucro, quando non in <b>complice dei
più squallidi e inumani traffici</b>. E lo dice la logica, oltre che la cronaca e
il “<i>money trail</i>” (cioè la scia dei finanziamenti con le personalità che vi
stanno dietro, prima fra tutte l’immancabile seminatore di discordia e corruzione
sociale, <b>George Soros</b>). Nessuno, sano o anche meno sano di mente, può credere
in buona coscienza che alcuna di queste organizzazioni sbaracchi una volta
risolto il problema che esse erano nate per risolvere. Per credervi bisogna
essere affetti da una particolare forma di stupidità, quella perniciosa su più
larga scala, quella che si maschera da buon animo, e cioè la malattia sociale
più incurabile e devastante: il <b>progressivismo</b>. Prima o poi viene per tutte –
in ragione di quanto “tira” mediaticamente la loro causa in un dato momento
storico, o di quanto essa collima con interessi politici o economici anche i
più loschi <span style="mso-spacerun: yes;"> </span>– il momento in cui la
<i>mission </i>iniziale viene corrotta e l’organizzazione, lungi dal lottare contro il
problema, lo crea o lo alimenta per restare in vita e ingrassarsi. Predando i
valori e le persone che era nata per proteggere. </span></p>
<p class="MsoNormal"><span lang="IT" style="mso-ansi-language: IT;"> </span><i><span lang="IT" style="mso-ansi-language: IT;">Quanto
‘guadagna’ la Sea Watch: i numeri su donazioni, spese e costi (che smentiscono
le bufale),</span></i><span lang="IT" style="mso-ansi-language: IT;"> di Donato de
Sena, tpi.it, 27/06/2019. Fonte non sospettabile di "fascismo".<br /></span></p>
<p></p>Ezechiel Boutanihttp://www.blogger.com/profile/08481047248551751517noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-78033802084460214132019-06-30T00:08:00.001-07:002023-01-31T08:35:53.991-08:00ECCO PERCHE' LA "REDUCTIO AD HITLERUM", UN CLASSICO DELLA PROPAGANDA DEMONIZZATRICE DELLA SINISTRA, EQUIVALE AL NEGAZIONISMO<i><span style="font-size: x-small;"> (Difficoltà: 1,9/5)</span></i><br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijJdbNuQ0tXDxacDvlEqHyaGAlJgDmTZASCMYqVN9gkqnPVl3paEnhgF-IkFrwMm4X7H_QSOEnPvmYQ0NMnZKVxlHEIKFzLwUtLRIvugC4x3KzGwqzGvLPF261NuvvUQc3cjdHRey3Ae8/s1600/salvini-hitler-20_26204508.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="987" data-original-width="990" height="319" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijJdbNuQ0tXDxacDvlEqHyaGAlJgDmTZASCMYqVN9gkqnPVl3paEnhgF-IkFrwMm4X7H_QSOEnPvmYQ0NMnZKVxlHEIKFzLwUtLRIvugC4x3KzGwqzGvLPF261NuvvUQc3cjdHRey3Ae8/s320/salvini-hitler-20_26204508.jpg" width="320" /></a></div>
La "<b>Reductio ad Hitlerum</b>" non è nient'altro che il tentativo, da parte della sinistra, di diffamare l'avversario paragonandolo al dittatore tedesco. Essa è ormai lo strumento prediletto della retorica sinistrata. L'ultimo ad averlo usato è l'inqualificabile <b>Gino Strada</b>, naturalmente all'indirizzo del "nemico pubblico numero uno di turno uno della sinistra", <b>Salvini </b>(1).<br />
<br />
Chi paragona Salvini o qualsiasi personaggio di destra moderata a Hitler si dimostra in realtà un <b>negazionista della Shoah</b>. E questo secondo un ragionamento semplice:<br />
<a name='more'></a><br />
<ul>
<li><b>Hitler </b>è famoso soprattutto per l'Olocausto, quindi se paragoni uno a Hitler lo fai con riferimento alla Shoah;</li>
<li>ma Salvini (o chi per lui) naturalmente non ha mai fatto (o detto) qualcosa di lontanamente paragonabile a ciò che fece (o disse) Hitler;</li>
<li><i>ergo</i>, associare Salvini (o chi per lui) a Hitler significa sminuire ciò che fece Hitler.</li>
</ul>
L'intenzione della sinistra può anche essere solo quella di diffamare l'avversario; in realtà, l'unico effetto che ottiene è quello di inflazionare, continuando a nominare il dittatore austro-tedesco <i>ad minchiam</i>, la portata dei crimini hitleriani, primo fra tutti la Shoah. <b>Si crede cioè di aggravare l'immagine di Salvini accostandolo a quella di Hitler; in realtà si alleggerisce l'immagine di Hitler (e dei suoi crimini) accostandola a Salvini</b>. (2)<br />
Il messaggio che la sinistra, così facendo, invia, è questo: <b>se Salvini è come Hitler, allora anche Hitler non deve essere stato poi così male</b>, perché Salvini non ha sterminato nessuno e non ha predicato lo sterminio di nessuno: ha solo cercato di far rispettare le leggi di uno stato sovrano e di impedirne l'invasione da parte di un esercito di africani maschi in età da militare.<br />
Ecco quindi perché chi, come la sinistra fa abitualmente, paragona un avversario politico a Hitler, è da considerarsi nei fatti <b>un negazionista dell'Olocausto</b>.<br />
<br />
<span style="font-size: x-small;">(1) "<i>Governo, Gino Strada: "Prima gli italiani? Idea come quella di Hitler. Credo che gli italiani non siano così coglioni", </i>Il Fatto Quotidiano, 29/06/2019.</span><br />
<span style="font-size: x-small;"><a href="https://www.ilfattoquotidiano.it/2019/06/29/governo-gino-strada-prima-gli-italiani-idea-come-quella-di-hitler-credo-che-gli-italiani-non-siano-cosi-coglioni/5289985/">https://www.ilfattoquotidiano.it/2019/06/29/governo-gino-strada-prima-gli-italiani-idea-come-quella-di-hitler-credo-che-gli-italiani-non-siano-cosi-coglioni/5289985/</a></span><br />
<span style="font-size: x-small;">(2) Quasi sicuramente la sinistra è cosciente di questo, e tuttavia va avanti per la sua strada, evidentemente disinteressata a salvaguardare la memoria della Shoah come evento unico nella Storia umana. Per la sinistra, la Shoah conserva valore solo come strumento per la sua calunniosa propaganda politica.</span>Ezechiel Boutanihttp://www.blogger.com/profile/08481047248551751517noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-52942756768459701972019-06-12T09:29:00.003-07:002019-06-12T11:05:24.738-07:00SOCIALISMO: IL PERCHE' DEI SUOI FALLIMENTI, IL PERCHE' DELLE SUE SCIE DI SANGUE<i><span style="font-size: x-small;"><span lang="IT"> </span>(Difficoltà: 3,8/5) </span></i><br />
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<span lang="IT" style="mso-ansi-language: IT;">Perché <b>il socialismo ha sempre
fallito e sempre fallirà</b>, lasciando regolarmente dietro di sé una scia di
sangue?</span><br />
<br />
<span lang="IT" style="mso-ansi-language: IT;">Proviamo a vedere qual è il ciclo
storico di ogni esperienza di socialismo. Fornirò un modello generale, senza
circostanziarlo storicamente. Del resto, la realtà del fallimento del
socialismo dal punto di vista della costruzione di una società prospera e
pacifica è sotto gli occhi di tutti, conosce innumerevoli esempi (i più recenti
sono <b>Brasile</b>, in forma soft, e il <b>Venezuela</b>, in forma hard, ma che dire di
<b>Urss</b>, <b>Nord Corea</b>, <b>Cuba</b>, <b>Cambogia</b> ecc.?) e nessuna eccezione alla regola.</span><br />
<span lang="IT" style="mso-ansi-language: IT;">Non bisogna certo essere esperti
di scienze politiche per capire: bastano alcune nozioni basiche di economia,
spirito di osservazione degli eventi storici e un po' di buona vecchia logica.</span><br />
<a name='more'></a><br />
<br />
<i><span lang="IT" style="mso-ansi-language: IT;">Il Socialismo all'Inizio Funziona</span></i><br />
<br />
<span lang="IT" style="mso-ansi-language: IT;"></span><span lang="IT" style="mso-ansi-language: IT;">Dunque, una cosa va detta per
iniziare, ed è una cosa sulla quale concordano anche i pensatori di destra: <b>il
socialismo all'inizio funziona</b>. E il perché le cose stiano così è chiaro:
all'inizio, le politiche sociali consentono al leader di questo o quel partito socialista di costruirsi un enorme consenso popolare. Egli diventa così
una figura carismatica, un "<b>leader del cambiamento</b>". </span>
<br />
<span lang="IT" style="mso-ansi-language: IT;">Cosa rende possibili queste
politiche sociali "aperte" e generose, facenti capo a un assistenzialismo
diffuso che può essere alla luce del sole (sussidi di povertà, bonus familiari,
sanità e scuola gratis per tutti) od occulto (distribuzione di impieghi
statali)? Beh, per esempio, un'alta tassazione a danno del capitale. Ed è qui
che iniziano i problemi. Le aziende, già pressate dallo strapotere dei
sindacati di sinistra appoggiati dallo Stato a concedere benefici che ne minano
la concorrenzialità internazionale in un'economia globalizzata, si
<b>delocalizzano</b> verso paesi limitrofi che offrono condizioni lavorative e
tassazioni più favorevoli. Ecco che lo Stato vede depotenziato il
principale strumento della sua politica finanziaria: la <b>leva fiscale</b>.</span><br />
<br />
<br />
<span lang="IT" style="mso-ansi-language: IT;"><i>Corruzione e Peggioramento delle Condizioni di Vita della Popolazione</i> </span><br />
<br />
<span lang="IT" style="mso-ansi-language: IT;">Ma i problemi naturalmente non
finiscono qui. Prima ancora che le aziende abbandonino il paese, lo Stato ha <b>il
problema di gestire una grande mole di denaro proveniente dalla tassazione</b>. In
un'organizzazione centralizzata, dove non è nemmeno necessario che lo Stato
arrivi all'esproprio e al controllo diretto dei mezzi di produzione, visto che
di fatto controlla le imprese per altre vie (per questo il modello si applica in larga parte anche agli stati non propriamente socialisti ma che potremmo definire semplicemente "socialisteggianti"), non ultime quelle legate allo
strapotere del <b>moloch burocratico che concede appalti pubblici e licenze</b>, un
manipolo di politici e burocrati arriva a controllare e a dover gestire enormi
flussi di denari. <b>La corruzione e il clientelismo</b> diventano un problema a
lungo termine ingestibile. La leadership politica inizia quindi ad ammassare capitali
finanziari derivati dalla corruzione in banche offshore. Politici, alti funzionari e pubblici ufficiali,
tutti accomunati da un'illusione di onnipotenza e impunità radicate nell'enorme
potere che hanno accumulato sulle vicende del paese, iniziano a distribuire
licenze e favori <b>non su criteri meritocratici</b>, bensì sulla base di chi offre di
più sottobanco. In questo modo, <b>la qualità della vita della popolazione va a fondo</b>
ancor prima che si palesi all'orizzonte lo spettro</span><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;">
dell'iperinflazione,</span> del disastro economico e della carestia, perché le logiche di una economia basata
sulla corruzione si riverberano nella <b>cattiva qualità dei prodotti, delle
infrastrutture e dei servizi</b>.</span><br />
<span lang="IT" style="mso-ansi-language: IT;">Gli imprenditori che vogliono fare impresa in
modo onesto, o che semplicemente si sentono irrimediabilmente scavalcati da una
concorrenza che gioca sporco, fuggono all’estero. <b>Il tessuto imprenditoriale
del paese si assottiglia sempre più</b>.</span><br />
<br />
<br />
<span lang="IT" style="mso-ansi-language: IT;"><i>Repressione e Caduta dell'Ultima Illusione di Democrazia</i></span><br />
<span lang="IT" style="mso-ansi-language: IT;"><br /></span>
<span lang="IT" style="mso-ansi-language: IT;">Finché il sistema non si
incancrenisce mandando tutta l'economia a catafascio, il
malcontento della popolazione rimane sotto controllo grazie all'<b>opprimente
propaganda di regime</b>, che tende a compattare la popolazione attorno al<b>lo
spettro di un nemico esterno</b> (l'internazionale ebraica, gli Stati Uniti ecc.) e
a <b>glorificare il leader o il Partito</b> come l'ultimo argine contro questo o altri pericoli, ponendolo
così al centro di una mitologia del riscatto e della salvaguardia dell'orgoglio
nazionale. I semi della <b>dittatura personale</b> possono essere manifesti fin dall'inizio (vedi
Castro, che si distinse subito come il centro carismatico della rivoluzione cubana) o possono palesarsi successivamente.Inscritta fatalmente nell'implementazione dell’utopia socialista è comunque la <b>repressione della dissidenza</b> che segue immediatamente l'avvento al potere, e che colpisce gli esponenti del precedente regime, i quali vengono uccisi, imprigionati o costretti a fuggire.</span><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"> </span></span><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;">La feroce repressione porta anche <b>l’ultima illusione
di democrazia a cadere</b>, ed è</span></span></span> spesso in questo frangente che si alza la protesta delle personalità intellettuali e politiche più argute e eticamente valide, le quali non hanno sovente altra scelta che lasciare il loro paese. La repressione </span><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;">è una </span></span>strategia che, in una forma o nell'altra, accompagna il regime socialista fino alla fine dei suoi giorni, rivolgendosi anche agli iniziali protagonisti della "rivoluzione", nei confronti dei quali si avanzano sospetti di non essere abbastanza fedeli alla causa o di essere addirittura dei traditori.</span><br />
<span lang="IT" style="mso-ansi-language: IT;"><br /></span>
<span lang="IT" style="mso-ansi-language: IT;"><br /></span>
<span lang="IT" style="mso-ansi-language: IT;"><i>L'Epilogo: Economia e Società Vanno Incontro alla Catastrofe</i></span><br />
<span lang="IT" style="mso-ansi-language: IT;"><br /></span>
<span lang="IT" style="mso-ansi-language: IT;">Ben presto l’epilogo si avvicina.
L’economia del paese è a questo punto alle corde. I denari per mantenere
l’enorme macchina statale e il gigantesco sistema clientelare non bastano più.
Anche una propaganda tesa a nascondere la situazione reale spara a salve a
fronte di un pubblico sempre più inferocito e disperato. Ecco le ulteriori
principali dinamiche che articolano il crollo dell’“illusione socialista”; un
crollo che – la Storia insegna – è solo questione di tempo:</span><br />
<br />
<span lang="IT" style="mso-ansi-language: IT;">1) <b>la sostanziale distruzione della classe
imprenditoriale</b> è non solo una distruzione di introiti tassabili, ma anche di <b>know
how</b>. Se lo Stato ha proceduto all’<b>esproprio di un’impresa</b>, specialmente se essa
è in un settore chiave dell’economia nazionale, come l’energia, essa è
assegnata a funzionari fedeli al leader (o al Partito) che non hanno la minima
idea di come gestirla dal punto di vista sia tecnico che finanziario:<b> l’azienda
è inefficiente o inoperante</b> e i costi si accumulano surclassando i guadagni.</span><br />
<span lang="IT" style="mso-ansi-language: IT;">2) Le piccole e medie imprese
che ancora sopravvivono sono oppresse da <b>una tassazione sempre più spropositata</b> e da <b>una burocrazia
soffocante</b> che rende il business e la vita delle persone comuni un calvario. I
passaggi per ottenere una licenza o per sbrigare una pratica si moltiplicano,
perché si moltiplicano gli uffici pubblici. Questo è il prezzo da pagare per un controllo dello Stato che si vuole sempre più capillare, e (laddove esista ancora un simulacro di democrazia elettorale) per l'esigenza di piazzare le clientele. I costi per l’espletamento degli adempimenti burocratici di conseguenza si moltiplicano, gravando sui bilanci delle imprese e
sulle tasche dei cittadini.</span><br />
<span lang="IT" style="mso-ansi-language: IT;">3) <b>I mercati finanziari</b>, tutti
intenti a cavalcare al rialzo la prima fase di prosperità della parabola
socialista, intuiscono l’avvento della fase discendente, e si preparano a un
crash landing chiedendo <b>tassi d’interesse enormi sul debito del paese</b>. Si
avvicina lo spettro della <b>spirale iperinflattiva</b>, perché gli alti costi del
debito spingono il paese a stampare denaro per far alzare l’inflazione e
svalutare così la moneta: in questo modo, è meno costoso per il paese debitore
onorare il debito. Ma si tratta ovviamente di una mossa disperata: ben presto,
<b>i titoli di stato di quel paese saranno equiparabili alla carta straccia</b>.</span><br />
<span lang="IT" style="mso-ansi-language: IT;">4) La corruzione a ogni livello
della macchina pubblica non può non tradursi in un generale <b>quadro di
insicurezza e criminalità diffusa</b>, e ciò per almeno tre ragioni tra le diverse
adducibili:</span><br />
<br />
<div style="margin-left: 21.0pt;">
<span lang="IT" style="mso-ansi-language: IT;">a) il
tradizionale principio socialista che l’uomo è per natura buono ma viene
corrotto dalle condizioni sociali crea <b>un’atmosfera culturale di generale
permissivismo</b>, il quale viene interpretato dal pubblico come una licenza di
fare ciò che vuole;</span></div>
<div style="margin-left: 21.0pt;">
<span lang="IT" style="mso-ansi-language: IT;">b) <b>la corruzione arriva a infestare le
forze dell’ordine e la magistratura</b>; il crimine, anche organizzato, può così fiorire perché non incontra
ostacoli. A ciò si aggiunge l’<b>inefficienza</b> degli apparati dell’ordine pubblico
e della giustizia, dettata dalle nomine “pilotate” e dal progressivo montare di
una situazione di illegalità che diviene ben presto ingestibile; </span></div>
<div style="margin-left: 21.0pt;">
<span lang="IT" style="mso-ansi-language: IT;">c) si
sviluppa nel pubblico il senso di una “nuova normalità” basta sulla corruttela
e sull’ingiustizia. Il <b>controllo dei media</b> da parte del regime rende sovente
difficile per la popolazione pensare a un’alternativa allo stato di cose.</span></div>
<div style="margin-left: 21.0pt;">
<br /></div>
<br />
<i><span lang="IT" style="mso-ansi-language: IT;">Conclusione. Socialismo: Politicamente, il Male Assoluto</span></i><br />
<br />
<span lang="IT" style="mso-ansi-language: IT;"><b>Il prodotto finale del socialismo
o “comunismo” è una società disintegrata</b>, dove ognuno pensa a se stesso e le coordinate
etiche che regolano la vita comunitaria diventano un lontano ricordo. Nel rapido avvicinamento all'abisso, la
propaganda di regime fa quello che può, con colpi di coda comunicativi volti a
<b>incolpare per tutto lo sfacelo il solito nemico esterno: tipicamente, la
“potenza straniera”</b> (caratteristicamente, gli Stati Uniti).</span><br />
<span lang="IT" style="mso-ansi-language: IT;"><b>I supporter dell’utopismo socialista
in Occidente</b> hanno sempre pronta la solita scusa a fronte del tracollo
socio-economico dei regimi socialisti del passato e di quello di turno con annesse scie di sangue
nella forma di assassinii politici e genocidi vari: i detti regimi non sarebbero,
secondo loro, in nessun modo rappresentativi del socialismo, cosa che “nessuno nella
Storia è stato ancora in grado di realizzare”. In realtà, le dinamiche sono
sempre le stesse, ampiamente documentate nella Storia dal Novecento fino ai
nostri giorni, e profusamente ripercorse nella teoria economica.</span><br />
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">“<i>Stupidità è fare sempre la
stessa cosa e aspettarsi risultati diversi</i>” (Einstein). Solo gli stupidi si
ostinano ad applicare una ricetta che si è dimostrata ripetutamente
fallimentare. <b>Sbagliare è umano, perseverare è socialista</b>. </span></div>
Ezechiel Boutanihttp://www.blogger.com/profile/08481047248551751517noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-22534932753992074222019-06-03T10:25:00.002-07:002019-06-03T10:32:07.360-07:00LA PSICOSI DELLE VACCINAZIONI OBBLIGATORIE: E SE C'ENTRASSE L'IMMIGRAZIONE?<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
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<![endif]--><i><span style="font-size: x-small;">(Difficoltà: 1,1/5)</span></i><br />
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<br />
<div class="MsoNormal">
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdeHuqAoqsMfxL0bHNE-9KzCyKjRtyjmXokZE2_YfNeoA4jrK2U5RWoHjWbxghK-GwdalrWzWzzXwBeA03SISlBALsS8O7FRYsCIps51ePIyrI5Ctk1mSCXmxKLQ_-pZSkA-BAqQkcmMY/s1600/download.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="168" data-original-width="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdeHuqAoqsMfxL0bHNE-9KzCyKjRtyjmXokZE2_YfNeoA4jrK2U5RWoHjWbxghK-GwdalrWzWzzXwBeA03SISlBALsS8O7FRYsCIps51ePIyrI5Ctk1mSCXmxKLQ_-pZSkA-BAqQkcmMY/s1600/download.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>La "cintura della meningite" nell'Africa sub-sahariana</i></td></tr>
</tbody></table>
<br />
<span lang="IT" style="mso-ansi-language: IT;">Cosa si nasconde
dietro la psicosi dei vaccini, che ha spinto addirittura qualcuno a invocare <b>il
carcere</b> per chi non vaccinasse i propri figli?</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Per mesi i media
ci hanno tartassato con proclami ai quattro venti sulla necessità di vaccinare la prole. Le pene reali? L’<b>esclusione dalla scuola (con buona pace del
diritto all’istruzione)</b> e multe, come in Emilia Romagna (1). Il
risultato? La somministrazione a bambini tra gli 0 e 6 anni di un cocktail
comprendente 10 agenti patogeni depotenziati, tante quante le malattie contro
cui ci si vaccina. Prima erano 12, ma la pressione dei genitori evidentemente
ha costretto l’armata dei “vaccini obbligatori per tutti” a una parziale
ritirata. Il che già di per sè farebbe sorgere delle domande.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Ma la domanda a
cui a noi preme dare una risposta è: <b>perchè proprio adesso</b>, e cioè dall’estate
del 2017, quando si è approvata la nuova legge sui vaccini?</span></div>
<a name='more'></a><br />
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Nella ricerca di
una risposta, il mio istinto mi ha condotto in due direzioni, una delle quali
scontata: la <b>lobby dell’industria farmaceutica</b>. L’altra direzione è
rappresentata dall’<b>ingente afflusso di immigrati dal III Mondo</b> avvenuto negli
ultimi 3-4 anni.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Consultando la
lista dei vaccini obbligatori, devo dire che la seconda ipotesi ha un po’ perso rilevanza. Ma rimane valida, almeno in prospettiva. <b>I meningococci <span style="mso-spacerun: yes;"> </span>A e C, responsabili delle forme di meningite
più diffuse in Africa</b> [si parla addirittura di una “<b>cintura della meningite</b>”(2)</span><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;">,
che ha provocato nel solo 1995 25 mila morti]</span></span></span> e con la seconda rappresentante la
forma più aggressiva tra quelle conosciute, non prevedono in Italia infatti una
vaccinazione obbligatoria, bensì solo su base volontaria. <b>E’ possibile però che i
governi non abbiano voluto tracciare un filo troppo visibile tra immigrazione e le nuove esigenze di
vaccinazione</b>, lasciando momentaneamente fuori le malattie da noi virtualmente scomparse o comunque
rare e che hanno subito un revival (con corollario di morti) negli ultimi anni.
Quali sono queste malattie? Bè, alcune forme di meningite, per es., e la tubercolosi (3). E’ possibilissimo che l’establishment segua <b>la strategia
della bollitura a fuoco lento della rana</b> e che abbia voluto testare la reazione pubblica a
un primo provvedimento di vaccini obbligatori, per poi aggiungere altre
malattie negli anni a venire. Un drastico aumento dei casi di tbc e di
meningite metterà il pubblico di fronte al fatto compiuto e renderà così
possibile l’ammissione di queste (e di altre malattie) nella lista delle
vaccinazioni obbligatorie. </span><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;">Si tratterebbe insomma di<b> una manovra
d’avvicinamento che porterà alla fine all’obbligatorietà di questa
vaccinazione</b>.</span>
</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"></span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"></span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Ecco per intanto qui sotto <b>la lista delle malattie per le
quali vige la vaccinazione obbligatoria, e di quella per la quale l’iniziativa
è lasciata alla discrezione delle famiglie</b> (4).</span><span class="MsoHyperlink"><span lang="IT" style="mso-ansi-language: IT;"></span></span></div>
<div class="MsoNormal">
<br />
<span lang="IT" style="mso-ansi-language: IT;">Obbligatorie:</span></div>
<ul>
<li><span style="font-family: inherit;">anti-poliomelitica;</span></li>
<li><span style="font-family: inherit;">anti-difterica;</span></li>
<li><span style="font-family: inherit;">anti-tetanica;</span></li>
<li><span style="font-family: inherit;">anti-epatite B;</span></li>
<li><span style="font-family: inherit;">anti-pertosse;</span></li>
<li><span style="font-family: inherit;">anti <i>Haemophilusinfluenzae</i> tipo B;</span></li>
<li><span style="font-family: inherit;">anti-morbillo;</span></li>
<li><span style="font-family: inherit;">anti-rosolia;</span></li>
<li><span style="font-family: inherit;">anti-parotite;</span></li>
<li><span style="font-family: inherit;">anti-varicella.</span></li>
</ul>
<div class="MsoNormal">
Su base volontaria: </div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"></span></div>
<ul>
<li><span style="font-family: inherit;">anti-pneumococcica;</span></li>
<li><span style="font-family: inherit;">anti-meningococcica C (in forma monovalente, o tetravalente ACWY);</span></li>
<li><span style="font-family: inherit;">anti-meningococcica B;</span></li>
<li><span style="font-family: inherit;">anti-rotavirus<a href="https://www.blogger.com/null">;</a></span></li>
<li><span style="font-family: inherit;">anti-HPV.</span></li>
</ul>
<span lang="IT" style="mso-ansi-language: IT;"></span><br />
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<i><span lang="IT" style="mso-ansi-language: IT;">Conclusione</span></i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">La questione sulle ragioni di questa improvvisa psicosi, che stenteremmo a giudicare "collettiva" perché certamente scaturita e imposta dall'alto, rimane quindi ancora aperta. Ma la domanda è legittima: se la psicosi della vaccinazione obbligatoria fosse solo legata all'industria farmaceutica, perché è esplosa solo adesso? E' possibile che ci sia qualcosa che lor signori non ci vogliono dire, e cioè che <b>il continuo e incontrollato afflusso di immigrati da regioni in cui certe gravi malattie sono diffusissime</b> (5) <b>rischia di creare da noi nel futuro prossimo delle pandemie di proporzioni inedite, quantomeno per gli ultimi 70-100 anni?</b></span></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">(1) </span><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><i>"Tar conferma multe ai genitori dei bambini non vaccinati per nidi e infanzia. A Rimini fino a 500 euro al giorno</i>", Orizzonte Scuola, 22/05/2019</span></span></div>
<div class="MsoNormal">
<a href="https://www.orizzontescuola.it/tar-conferma-multe-ai-genitori-dei-bambini-non-vaccinati-per-nidi-e-infanzia-a-rimini-fino-a-500-euro-al-giorno/"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;">https://www.orizzontescuola.it/tar-conferma-multe-ai-genitori-dei-bambini-non-vaccinati-per-nidi-e-infanzia-a-rimini-fino-a-500-euro-al-giorno/</span></span></a></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;">(2) "<i>La meningite in Italia e nel mondo</i>", Liberi dalla Meningite.</span></span></div>
<div class="MsoNormal">
<a href="https://www.blogger.com/goog_213910012"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"> </span></span></a><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><a href="https://www.liberidallameningite.it/meningite/numeri/">https://www.liberidallameningite.it/meningite/numeri/</a></span></span></span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;">(3) </span></span></span><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;">“<i>In un anno 3900 casi di tubercolosi. Gli stranieri sono il 62% dei
malati</i>”, di Fabio Amendolara, La Verità, 2/6/2019</span></span></span></span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;">(4) "<i>Vaccinazioni obbligatorie e volontarie. Il calendario</i>", di Valentina Murelli, Nostrofiglio.it, 02/05/2019 </span></span></span></span><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><br /></span></span></span></span></span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><a href="https://www.nostrofiglio.it/neonato/vaccinazioni-ai-bambini/vaccinazioni-obbligatorie-e-volontarie-il-calendario"><span lang="IT" style="mso-ansi-language: IT;">https://www.nostrofiglio.it/neonato/vaccinazioni-ai-bambini/vaccinazioni-obbligatorie-e-volontarie-il-calendario</span></a></span></span></span></span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;">(5) cfr. anche questo opuscolo dell'Asf Toscana, aggiornato a febbraio 2015 (pdf):</span></span></span></span></span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><a href="http://www.asf.toscana.it/images/stories/vaccinazioni/MENINGITE_MENINGOCOCCICA_DEPLIANT_versione_febbraio_2015.pdf">http://www.asf.toscana.it/images/stories/vaccinazioni/MENINGITE_MENINGOCOCCICA_DEPLIANT_versione_febbraio_2015.pdf</a></span></span></span></span></span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;"><span class="MsoHyperlink"></span></span></span></span> </span></div>
Ezechiel Boutanihttp://www.blogger.com/profile/08481047248551751517noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-81368529914235498372019-05-29T00:29:00.001-07:002019-05-29T04:34:21.245-07:00AFORISMI BELLI/4<div style="text-align: left;">
<i><u><span style="font-size: x-small;"> (Difficoltà: 3,1/5)</span></u></i></div>
<div style="text-align: left;">
<i><br /></i></div>
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</div>
<div lang="it-IT" style="margin-bottom: 0in;">
<br /></div>
<div lang="it-IT" style="margin-bottom: 0in;">
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<span lang="IT" style="mso-ansi-language: IT;">Come diplomazia è
l’istituzionalizzazione dell’ipocrisia fra gli stati, così il politicamente
corretto è l’istituzionalizzazione dell’ipocrisia fra le persone.</span></div>
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<br /></div>
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§----§
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Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
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§----§
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<span lang="IT" style="mso-ansi-language: IT;">Se vuoi sapere se
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saluta, penso: ‘Sono satato un maleducato a non salutarlo? Dovrei chiedergli
scusa?” Se mi chiedo questo, vuol dire che ho bassa autostima, perché la
responsabilità del non-saluto è tanto mia quanto della persona che ho
incrociato.</span></div>
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</div>
<a name='more'></a><br />
<div lang="it-IT" style="margin-bottom: 0in; text-align: center;">
§----§
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
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<span lang="IT" style="mso-ansi-language: IT;">I complimenti sono inutili. Infatti, o sai già quello che vali, e allora i complimenti risultano noiosi ridondanti. Oppure non sai ancora se vali, e allora devi chiederti il perché. Forse hai una bassa autostima come difetto caratteriale, e allora i complimenti possono fare poco per convincerti che vali. Oppure i dubbi sul tuo valore sono fondati, e allora i complimenti risulterebbero falsi e adulatori.</span></div>
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<span lang="IT" style="mso-ansi-language: IT;">Solo il bambino, che non ha ancora cognizione del mondo e del proprio talento, potrebbe aver bisogno di rassicurazioni (ma, diciamo la verità: al bambino un complimento non si nega mai, e cercare di distinguere tra quelli sinceri o meno è esercizio futile). Un adulto, al contrario, dovrebbe avere sufficienti termini di confronto per capire se il suo talento è reale o meno, e quindi si torna a quanto detto sopra.</span></div>
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§----§
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<span lang="IT" style="mso-ansi-language: IT;">I funerali mi annoiano a tal punto che penso che non parteciperò nemmeno al mio.</span></div>
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Si dice che l'importante nella vita è divertirsi. Sono d'accordo, a patto che quel "si" non sia impersonale, bensì riflessivo: bisogna divertire se stessi, stare bene con se stessi. <!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
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<br />
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Non sono
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<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"></span></div>
</div>
</div>
<div lang="it-IT" style="margin-bottom: 0in;">
<br /></div>
<div lang="it-IT" style="margin-bottom: 0in; text-align: center;">
§----§
</div>
<div lang="it-IT" style="margin-bottom: 0in;">
</div>
<div lang="it-IT" style="margin-bottom: 0in;">
<br />
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">In amore si può essere "fortunati" o "infortunati".</span></div>
</div>
<div lang="it-IT" style="margin-bottom: 0in;">
<br /></div>
<div lang="it-IT" style="margin-bottom: 0in; text-align: center;">
§----§
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<div lang="it-IT" style="margin-bottom: 0in;">
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<br />
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
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<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
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<span lang="IT" style="mso-ansi-language: IT;">La verità
inconfessabile (ma già ampiamente confessata) del sesso è che l’uomo in una
donna cerca sempre la madre. La penetrazione è un’allegoria del rientro nella
madre, nell’utero materno. Solo che non potendo entrarci con tutto il corpo,
l’uomo si accontenta di entrarci con una parte di esso: la testa del pene.
Durante la nascita, la testa è la prima a uscire; durante l’accoppiamento, è la
prima a entrare. Siamo tutti, in fondo, delle teste di cazzo.</span></div>
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<br /></div>
<div lang="it-IT" style="margin-bottom: 0in; text-align: center;">
§----§
</div>
<div lang="it-IT" style="margin-bottom: 0in;">
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<br />
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§----§
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<span lang="IT" style="mso-ansi-language: IT;">La ricerca della
verità è sempre una ricerca personale: essa ha al centro il soggetto, la sua
capacità di selezionare le fonti e di giudicare in autonomia. L’opposto di
questo sarebbe il conformismo: una verità dettata dall’esterno che si accetta
acriticamente. La verità è oggettiva solo quando è soggettiva.</span></div>
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§----§
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<span lang="IT" style="mso-ansi-language: IT;">Il programma
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
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<br />
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<span lang="IT" style="mso-ansi-language: IT;">La vita di ognuno
è riassumibile in 4 sostanze (le “4 s”): sudore, sangue, sterco, sperma.</span></div>
<br />
<div style="text-align: center;">
§----§ </div>
<div style="text-align: center;">
</div>
<div lang="it-IT" style="margin-bottom: 0in;">
</div>
<br />
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<span lang="IT" style="mso-ansi-language: IT;">Una volta scrissi
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con il sostantivo “epiteto”. Un classico errore di ignoranza dovuto alla troppa
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<span lang="IT" style="mso-ansi-language: IT;"><br /></span></div>
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<br /></div>
Ezechiel Boutanihttp://www.blogger.com/profile/08481047248551751517noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-74763073583994633972019-05-21T00:49:00.000-07:002019-05-21T01:15:42.608-07:00AFORISMI BELLI/3<div style="text-align: left;">
<i><u><span style="font-size: x-small;"> (Difficoltà: 3,4/5)</span></u></i></div>
<div style="text-align: left;">
<i><br /></i></div>
<div style="text-align: center;">
<i><b>AFORISMI BELLI/3</b></i></div>
<div lang="it-IT" style="margin-bottom: 0in;">
<br /></div>
<div lang="it-IT" style="margin-bottom: 0in;">
<br /></div>
<div lang="it-IT" style="margin-bottom: 0in;">
L'erudizione sta alla cultura come il nozionismo sta alla conoscenza.</div>
<div lang="it-IT" style="margin-bottom: 0in;">
<br /></div>
<div lang="it-IT" style="margin-bottom: 0in; text-align: center;">
§----§
</div>
<div lang="it-IT" style="margin-bottom: 0in;">
<br /></div>
<div lang="it-IT" style="margin-bottom: 0in;">
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<span lang="IT" style="mso-ansi-language: IT;">Sono sempre stata
una persona banale: quando andavo all’asilo, sul mio grembiulino c’era
disegnata l’immagine di un grembiulino. </span></div>
</div>
<a name='more'></a><br />
<div lang="it-IT" style="margin-bottom: 0in; text-align: center;">
§----§
</div>
<div lang="it-IT" style="margin-bottom: 0in;">
<br /></div>
<div lang="it-IT" style="margin-bottom: 0in;">
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§----§
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§----§
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<span lang="IT" style="mso-ansi-language: IT;">Fare figli è
facile, il difficile è allevarli, si dice. Vero. E’ talmente facile fare
figli, infatti, che è più semplice mettere incinta una per errore che non
volendo.</span></div>
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<br /></div>
<div lang="it-IT" style="margin-bottom: 0in; text-align: center;">
§----§
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§----§
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<span lang="IT" style="mso-ansi-language: IT;">Se lasci che sia
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delle botte di sfiga.</span></div>
</div>
<div lang="it-IT" style="margin-bottom: 0in;">
<br /></div>
<div lang="it-IT" style="margin-bottom: 0in; text-align: center;">
§----§
</div>
<div lang="it-IT" style="margin-bottom: 0in;">
<br /></div>
<div lang="it-IT" style="margin-bottom: 0in;">
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<span lang="IT" style="mso-ansi-language: IT;">E’ meglio votare
un politico che non fa le cose che dice piuttosto che uno che fa le cose che
non dice.</span></div>
</div>
<div lang="it-IT" style="margin-bottom: 0in;">
<br /></div>
<div lang="it-IT" style="margin-bottom: 0in; text-align: center;">
§----§
</div>
<div lang="it-IT" style="margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Quello di urlare
al complottismo ogni volta che uno cerca di esplorare le motivazioni dietro le assurde azioni di
un politico o di una classe politica, o al “razzismo” ogni volta che uno
critica la politica immigratoria europea, sono solo modi per mettere a tacere
l’opposizione colpendo la persona che parla invece delle sue argomentazioni.
Così si impedisce il dibattito critico, e quindi la libera espressione, e quindi la democrazia. Quelli che adottano questo atteggiamento si possono definire “obiettori
d’incoscienza”. </span></div>
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§----§
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<span lang="IT" style="mso-ansi-language: IT;">Un aspetto della
propaganda buonista nella scuola è il fatto che “siamo tutti unici”, come se
uno valesse solo per il fatto di esistere e non per quello che
effettivamente consegue o realizza. Ma questa è una falsità escogitata avendo
come unico obiettivo il “far star bene” l’alunno. Ci penserà poi il contatto
con la crudezza del mondo a far crollare questa assurda e devastante illusione.
La scuola non deve essere un utero che protegge, ma una palestra di vita e di mondo. E la condizione uterina non è vita, ma solo la sua premessa.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Una siffatta rinuncia alla missione di educare alla vita e al mondo da parte della scuola è il marchio eclatante di una femminilizzazione dell’istituzione
scolastica che andrebbe subito e drasticamente corretta. A meno che non si
voglia crescere generazioni totalmente impreparate alla vita e al lavoro, e
quindi delle persone infelici perché continuamente frustrate dai propri inevitabili
fallimenti.</span><br />
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<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
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<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
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Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0in;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
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mso-bidi-font-family:"Times New Roman";
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</span><br />
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;">Il punto non è se siamo unici, cosa del resto biologicamente e psicologicamente inevitabile,
vista la quantità delle variabili in gioco. Il punto è se siamo abbastanza
unici da fare una differenza, cioè se la nostra unicità è tale da renderci
veramente diversi, da costituire una vera differenza nel mondo.</span></span></div>
<span lang="IT" style="mso-ansi-language: IT;">
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§----§
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<span lang="IT" style="mso-ansi-language: IT;">Meglio troppo
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<br /></div>
<div lang="it-IT" style="margin-bottom: 0in; text-align: center;">
§----§
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
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<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0in;
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mso-pagination:widow-orphan;
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mso-ascii-theme-font:minor-latin;
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<br />
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Ci rendiamo conto
di quanto siano importanti le cose dopo che le abbiamo perse. Il paradiso è per
noi sempre postumo.</span></div>
</div>
<br />Ezechiel Boutanihttp://www.blogger.com/profile/08481047248551751517noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-92178256560374769952019-05-02T06:57:00.001-07:002019-05-02T06:58:29.587-07:00L'INTELLIGENZA ARTIFICIALE NEI VIDEOGIOCHI: UNA PROMESSA TRADITA<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
<span style="font-size: x-small;"><i>(Difficoltà: 1,8/5)</i></span></div>
<div class="MsoNormal">
<br /></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLmn4oxTwhtCNGp9puB_f5HuxRcNUJLIhmBki8j14f3yIFPshqu9zp3uog6dLyC7VNw34YS-EyPKMKl1safs_3_F6OHhYKV72OGLyWd0xJ6FKuJqoeKUx3VSzENL5asKL8u2V72mkXBTQ/s1600/Crysis.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="640" data-original-width="1024" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLmn4oxTwhtCNGp9puB_f5HuxRcNUJLIhmBki8j14f3yIFPshqu9zp3uog6dLyC7VNw34YS-EyPKMKl1safs_3_F6OHhYKV72OGLyWd0xJ6FKuJqoeKUx3VSzENL5asKL8u2V72mkXBTQ/s320/Crysis.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Crysis, 2007</i></td></tr>
</tbody></table>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Non c’è alcun
dubbio che, <b>senza i videogiochi, la grafica computerizzata non sarebbe dove è
adesso</b>. E’ stato <b>lo sviluppo di motori grafici sempre più potenti nei
videogiochi</b> – e la conseguente infinita sequela di schede grafiche che si sono
avvicendate nel tempo, all’inseguimento del <b>Sacro Graal del fotorealismo</b> - a
determinare anche in altri comparti industriali, da questo punto di vista,
impieghi ed esiti altrimenti inimmaginabili. Una serie cinematografica come
quella de <b>Il Signore degli Anelli</b> e tutti <b>i film degli eroi della Marvel</b>, per
es., non sarebbero stati possibili senza l’intensa ricerca in computer graphics
iniziata con l’apparire dei primi videogiochi 50 anni fa.</span></div>
<a name='more'></a><br />
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"> </span></div>
<div class="MsoNormal">
<i><span lang="IT" style="mso-ansi-language: IT;">E l'Intelligenza Artificiale?</span></i></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Quindi i
giochi (più quelli per computer che per console, evidentemente) hanno contribuito in maniera determinante allo sviluppo del settore
della grafica computerizzata. Non sono sicuro però che lo stesso si possa dire
dell’intelligenza artificiale. Qui il discorso si fa infatti più complesso:
<b>l’intelligenza artificiale ha degli ambiti di applicazione più estesi e meno
frivoli</b> (leggasi: “meno legati all’industria del divertimento”) di quelli della
computer graphics. Se prendiamo, per es., <b>un simulatore bellico</b> in uso presso
le forze armate di un paese, è ovvio che qui la fedeltà in termini di
comportamento del nemico virtuale conta più di quella della rappresentazione
grafica: un soldato nemico può essere renderizzato e
animato in maniera perfetta; ma se esso si comporta in maniera stupida o
stereotipata/scriptata, allora il valore addestrativo del simulatore è pari a
zero.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Non è quindi
peregrina l’idea che i videogiochi abbiano contribuito allo sviluppo dell’I.</span><span lang="IT" style="mso-ansi-language: IT;"><span lang="IT" style="mso-ansi-language: IT;">A. </span>in misura molto inferiore di quanto non abbiano contribuito allo sviluppo della
grafica computerizzata. E c’è da scommettere, dati gli sviluppi videoludici
nell’era di internet ad alta velocità (leggasi: <b>la deriva verso il gaming
online</b>) che vi contribuiranno sempre meno. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<i><span lang="IT" style="mso-ansi-language: IT;">Come le Cose Avrebbero Potuto Essere: l'Esperienza Personale</span></i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">E’ innegabile
infatti che la significativa ricollocazione del gaming nella sfera dell’online ha bloccato uno
sviluppo che appariva promettente: <b>a che scopo investire sull’intelligenza
artificiale, visto che si poteva mettere il giocatore di fronte ad avversari
umani, e quindi “naturalmente” intelligenti, distribuiti in qualsiasi parte del
mondo?</b> Meglio puntare allora su quello su cui l’industria è andata sempre forte: la
grafica. Ma nemmeno troppo, se giochi online graficamente mediocri come
Fortnite o War World Z sono indicativi.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">E che lo sviluppo
dell’I.A. nei videogiochi apparisse promettente lo attesta almeno l’esempio di
un gioco a me particolarmente caro, che potrebbe forse essere considerato uno
spartiacque tra il prima e il poi, tra una fase cioè in cui il <b>single player</b>
contava ancora molto e un’altra in cui esso è diventato solo un’appendice
dell’online, un “di più” di cui per un sempre maggior numero di giochi (quelli
esclusivamente online) si è deciso che si poteva fare a meno. Questo gioco è
<b>Crysis</b>, un titolo che, alla sua uscita <b>nel lontano 2007</b>, ricevette unanimi
plausi da parte di critica e pubblico per la sua grafica e la sua I.A.,
ritenute ugualmente rivoluzionarie. Questo gioco – e altri prima di esso (<b>F.E.A.R.</b>,
per dirne uno: un gioco vecchio di 15 anni!) – avevano lasciato ben sperare per
l’evoluzione dell’I.A. nei videogiochi. Che ne è quindi di queste promesse e
speranze? In una parola: zero. Da quei tempi a oggi, l’intelligenza artificiale non si è mossa di un
millimetro, e anzi se possibile i nemici nei giochi sono ancora più ritardati
di una volta (almeno a guardare recentissimi giochi come <b>Metro Exodus</b>, per es.,
ultimo capitolo di una serie che, da storico fanboy di <b>S.T.A.L.K.E.R.</b>, io
peraltro apprezzo molto). La causa di questa “stagnazione” (1), quindi? Come già detto, uno dei principali fattori è con ogni probabilità<b> il fiorire del gaming online</b>.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><i>Conclusione: la Morte del Single Player?</i></span></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Da tradizionale
appassionato di videogiochi, non guardo con particolare favore al gaming
online. Intendiamoci: capisco fin troppo bene il fascino di mettersi in coop con amici vecchi
e nuovi per affrontare sfide e quant’altro, e probabilmente mi frena anche il
timore di rimanerci “agganciato” e di perdervi troppo tempo. Sta di fatto che
la mia attenzione è sempre andata al single player, alla ricerca di esperienze
in mondi affascinanti e popolati da personaggi e creature guidati dal computer.
La capacità di confrontarmi con avversari “artificialmente intelligenti” è
sempre stata per me anche un modo per apprezzare i progressi nella ricerca
dell’I.A., e per cullare il sogno di un futuro gioco nel quale, finalmente, gli
<b>NPC</b> (i <i style="mso-bidi-font-style: normal;">non playing characters</i>, cioè i
personaggi guidati dal computer) potessero <b>muoversi e agire in modo
indistinguibile dalla maniera umana</b>. Ahimè, allo stato attuale è sempre più
forte l’impressione che un simile gioco non si materializzerà mai.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Speriamo almeno
che all’industria non venga in mente di abbandonare il single player, e che si
continui a crearne. Per quei giocatori vecchi, solitari e contemplativi come
me.</span></div>
<div class="MsoNormal">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal">
<span style="font-size: small;"><span lang="IT">(1) "<i>L'intelligence artificielle est au point mort depuis près de 20 ans!</i>", di Anagrund, Jeuxvideo.com, 01/04/2019.</span></span></div>
<div class="MsoNormal">
<span style="font-size: small;"><a href="http://www.jeuxvideo.com/news/1024022/l-intelligence-artificielle-est-au-point-mort-depuis-pres-de-20-ans.htm"><span lang="IT">http://www.jeuxvideo.com/news/1024022/l-intelligence-artificielle-est-au-point-mort-depuis-pres-de-20-ans.htm</span></a></span></div>
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Ezechiel Boutanihttp://www.blogger.com/profile/08481047248551751517noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-40793929419643227922019-04-25T00:58:00.001-07:002019-05-01T00:34:32.479-07:00GLI "INNI GENERAZIONALI" NELLA MUSICA: PARACULI E CATTIVI PROFETI<i><span style="font-size: x-small;">(Difficoltà: 3,4/5)</span></i><br />
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<i>"My generation" - Who</i><br />
<i>"Siamo solo noi" - Vasco Rossi</i><br />
<i>"Noi, ragazzi di oggi" - Luis Miguel</i><br />
<i>"Bravi ragazzi" - Miguel Bosè</i><br />
<i>"Che colpa abbiamo noi" - The Rokes </i><br />
<br />
Quelli sopra sono titoli di canzoni. Essi hanno qualcosa in comune, oltre a essere delle canzoni. Cos'è questo qualcosa in comune? Bè, essi sono quelli che si potrebbero chiamare "<b>inni generazionali</b>".<br />
Cosa sono gli "inni generazionali"? Sono un modo per un musicista di farsi portavoce di una generazione, che di solito è la sua.<br />
Il discorso non si ferma alla musica: anche "On the road" di <b>Kerouac</b> è, in senso figurato, un "inno generazionale". Ma tutti, penso, sono in grado di comprendere la differenza tra la letteratura d'autore, che cerca di descrivere il bello e il brutto del proprio tempo attraverso la narrazione di esperienze personali o condivise, e <b>operazioni di bassa macelleria musicale</b> che cercano torbidamente di sfruttare l'onda di una generazione sbandata di giovani per fare soldi cercando di elevare un cantante a "profeta" della condizione giovanile.<br />
<a name='more'></a><br />
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"<i>Siete Solo Voi": Cristo è Partito da Zocca </i><br />
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Devo confessare che il mio rapporto con il personaggio e con la musica di <b>Vasco Rossi</b> è ambiguo e non semplice da caratterizzare. Non sono mai stato nemmeno in sogno un suo fan, ma credo che egli sia un ottimo musicista e performer, con una voce discutibile ma potente e quindi adatta al genere musicale che rappresenta. Vasco Rossi è certamente il più grande rocker che l'Italia abbia mai avuto, in un panorama generale però che ha offerto molto dal punto di vista della musica autorale e pop, ma decisamente poco sulla scena rock.<br />
Le interviste del "Vasco" (come lo chiamano i suoi fan) mi restituiscono anche l'immagine di una persona umile e non intossicata dalle fumane del proprio mito.<br />
Quello che ho da dire però di positivo su Vasco Rossi si ferma qui (e non è comunque poco). Tornando al nostro argomento, il Vasco ha certamente tratto enorme profitto dal <b>grande disorientamento della gioventù che era appena uscita dall'ubriacatura dell'attivismo sessantottino</b>, e la sua musica è un <b>manuale di dannazione</b> per una generazione che non aspettava altro. Nessuno vuole dire che Rossi non si senta emotivamente ed esistenzialmente investito dai messaggi di alcune delle sue canzoni: c'è un che di genuino e di sincero nella sua musica. Ma ciò non toglie che la sua musica e i suoi testi siano anche e in larga parte il frutto di un calcolo di bottega: <b>Vasco ha dato e detto ai giovani quello che questi volevano ricevere e sentirsi dire</b>, ed essi di risposta hanno acquistato in massa i suoi dischi e riempito i suoi concerti.<br />
Il messaggio della musica del Vasco (dove per "musica" s'intende l'insieme di note e testi che definiscono lo spirito del corpus musicale dell'autore) è, comunque la si veda, negativo: essa pesca nel torbido, ed è un invito alla disperazione e all'evasione nello sballo e nella ricerca dei piaceri più bestiali, in cui tuffarsi come se non ci fosse un domani.<br />
L'apparente umiltà del personaggio-Vasco e la sua "vicinanza" alla gente, l'immagine di "uno che è come noi" al punto da riuscire a cantare le nostre paure ed emozioni, ha illuso i suoi fan che potesse essere vero anche il contrario, e cioè che <b>anche loro potessero diventare come il Vasco</b>. Non naturalmente dal punto di vista musicale, ciò che avrebbe richiesto talento e costato fatica (troppa, per "quelli che non hanno voglia di far niente") e tempo (troppo, per "quelli che muoiono presto, quelli che tanto è lo stesso"). No: "essere come il Vasco" significava per i suoi fan intraprendere la via più facile, e cioè imitare gli eccessi descritti nelle sue canzoni. Così, mentre è possibile immaginare il Vasco che si tiene in forma per i concerti facendo jogging per la stradine di Zocca accompagnato dal suo personal trainer, le altre immagini che balenano come dei flash nella mente sono quelle di giovani perdutisi per sempre tra i fumi dell'alcol o nel cilindretto di una siringa. E' impossibile dire quanti dei giovani di quella generazione (e oltre) siano rimasti <b>intrappolati in questo inganno</b> fino al punto da finire male o da rimetterci le penne; ma c'è da scommettere che siano stati tanti, tra costoro, quelli che hanno trovato in Vasco una guida o una conferma per il loro stile di vita.<br />
Quando vedo su Youtube il video di "<b>Siamo solo noi</b>" il sentimento dominante è in me quello dell'<b>ira</b>. Appare tutto troppo facile: una melodia ridondante ma accattivante, un testo cucito apposta attorno al ribellismo adolescenziale, e il gioco è fatto: il miliardario trentaduenne che si dimena sul palco mostrando il dito medio <b>si è trasformato in uno di noi</b>, adolescenti senza una lira e già sconfitti dalla vita. "Siamo solo noi" è una canzone furba e sostanzialmente falsa.<br />
<b>La musica di Rossi è l'esatto contrario di ciò che eleva</b>. Essa pretende di avere della spiritualità dal momento che canta le "illusioni infrante" dei giovani, il loro spaesamente e sofferenza e altre menate; in realtà, offrendo come via di fuga <b>lo "spegnimento" dei centri di riflessione e di autocoscienza</b> ("Oggi non ho tempo, oggi voglio stare spento" si sente in "Liberi liberi") attraverso lo <b>sballo chimico</b> ("Bollicine") <b>o sessuale</b> ("Fammi godere"), essa è la musica più corporale e viscerale che si possa immaginare. La musica di Vasco non è buona per raggiungere la comprensione della propria condizione o del proprio tempo: è solo buona per appiccicarsi addosso l'immagine dell "<b>anima travagliata</b>", dell' "<b>angelo decaduto</b>", del "<b>poeta maledetto</b>" senza talento e poesia, immagini che sono magari utili per atteggiarsi con gli amici o "farsi" qualche ragazza, ma che sono quanto di più inautentico e cliché si possa pensare.<br />
In altre parole, <b>la musica di Vasco serve solo ad assumere la maschera di Vasco</b>, a coltivare l'illusione di essere come lui per il solo fatto di ascoltarlo e di mettere in pratica i messaggi dei suoi testi. E' tutto un teatrino; è quello che <b>Malcolm Mclaren</b>, manager dei <b>Sex Pistols</b>, chiamò "<b>la grande truffa del rock'n'roll</b>".<br />
Lo spettacolo offerto dai tipici fan di Rossi (non tutti, ovviamente, ma come dato generale) è quello di eterni adolescenti che cercano l'ispirazione per la propria vita nel posto allo stesso tempo più improbabile e scontato. <b>Essi sono un inno e un monumento all'omologazione e al conformismo</b>: quello della trasgressione per la trasgressione, divenuta una religione che ha in Vasco uno dei profeti, e non certo l'unico.<br />
Il problema della musica di Vasco è che in essa testo e impianto sonoro sono inscindibili: o prendi tutto o non prendi nulla. Questo non è in senso assoluto necessariamente un difetto, ma lo è nel caso di Vasco. Mi risulta difficile pensare che un adulto possa rimanere vicino alla musica di Vasco, saldata come essa è a <b>una condizione adolescenziale fatta di sbrachi e menate autocommiserative</b>. Un adulto amante del rock dovrebbe probabilmente rivolgersi a un'offerta più matura, di cui la scena internazionale degli ultimi 40-50 anni è strapiena.<br />
<br />Ezechiel Boutanihttp://www.blogger.com/profile/08481047248551751517noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-56943509507750886972019-04-23T02:45:00.000-07:002019-04-24T07:32:55.641-07:00LA LISTA DELLA VERGOGNA<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><span style="font-size: xx-small;"><i>(Difficoltà: 2,9/5)</i></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"> </span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: inherit; font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCzf8cd-KMbB1I1_KRsMpyPJOOspYj32YWf3SncZQB3TGDDJMWVo1zXzVPMEgGVJ4vmypJI1lNUvUjdgqqql2BIXnAdv8-X37z60g3oYuvWKxUktCRPS1USS6QzOcapu1g6_WSE67Djtw/s1600/privilege_scorecard_full_2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="901" data-original-width="1600" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCzf8cd-KMbB1I1_KRsMpyPJOOspYj32YWf3SncZQB3TGDDJMWVo1zXzVPMEgGVJ4vmypJI1lNUvUjdgqqql2BIXnAdv8-X37z60g3oYuvWKxUktCRPS1USS6QzOcapu1g6_WSE67Djtw/s320/privilege_scorecard_full_2.jpg" width="320" /></a></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Chi, con
piena e sacrosanta convinzione, afferma che la sinistra è il
principale alleato dell’Islam in funzione anti-Occidente, anti-ebraica e
anti-Israele, non ha ancora visto quello che succede in America.</span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Molto
recentemente, una scuola superiore della comunità di <b>Saratoga Springs, New York</b>,
ha distribuito ai suoi studenti, con l’evidente beneplacito della direzione, un
foglio comprendente <b>una lista di “attributi” </b>(1), la cui scelta avrebbe permesso
agli alunni di definire il loro <b>livello di “privilegio”</b>. </span></span></div>
<a name='more'></a><span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Bisogna
sapere che da anni negli Stati Uniti una psicosi ha attanagliato la sinistra,
sempre protesa all’accalappiamento dei voti delle minoranze nere, ispaniche,
islamiche e omosessuali: quella del “<b>privilegio</b>”. Essendo l’80% dei discorsi
che si odono a sinistra in questo triste periodo della storia della società
americana di stampo inequivocabilmente <b>razzista</b> (la sinistra americana di
questi anni è quella che ci è stata lasciata in eredità da Obama, il presidente più
divisivo della storia USA), non può meravigliare che il “privilegio” di cui si
blatera sia soprattutto “<b>white privilege</b>”: i bianchi sarebbero, secondo la
sinistra, gli eterni responsabili dei disagi delle minoranze, che essi avrebbero
derubato e sfruttato per costruire una società, quella odierna, che li vede pertanto privilegiati.</span></span><br />
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Ma la cosa
non finisce con il colore della pelle. Se c’è una colpa comparabile a quella di essere nati bianchi e
quindi naturali eredi di questo “privilegio bianco” (come se nelle società
occidentali non esistessero bianchi poveri e sfruttati, ma lasciamo stare), questa è
quella di essere <b>eterosessuali</b> e <b>maschi</b>. La definizione di "<b>white straight male</b>" ("bianco, etero e maschio") condensa per la sinistra tutto il male che si possa trovare in una persona.</span></span></span> </span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Lo scopo di questa esagitata campagna di demonizzazione è quello di ottenere, per certe categorie
scelte che non a caso rappresentano per la sinistra l’elettorato di
riferimento, delle “agevolazioni” esclusive, quindi un autentico <b>sistema di
privilegi economici e sociali</b>, e cioè proprio ciò che a parole si vorrebbe contrastare. La sinistra ha
già ottenuto a questo riguardo dei risultati, e l’“<b>affirmative action</b>” testimonia che questo sistema di privilegi (dei privilegi reali e
tangibili e non quelli, inesistenti, che la sinistra vuole vedere nella “White
America”) è già oggi in America una realtà (2).</span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Si tratta,
insomma, di <b>una lotta per il potere condotta soffiando costantemente sul fuoco
del malcontento sociale e sfruttando le categorie più deboli</b>, il tutto per
dividere la società e raccoglierne i cocci: un classico del modus operandi
“progressista”.</span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><i>La "Lista di Autocertificazione dei Privilegi"</i> </span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Dagli innumerevoli proclami della sinistra si evince che al
primo posto nella classifica della <i>damnatio </i>viene l’essere
<b>bianchi</b>, al secondo l’essere <b>maschi</b> e al terzo l'essere <b>eterosessuali </b>
(per quanto queste due ultime categorie viaggino sostanzialmente a pari
merito).</span></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Ovviamente, dato il grado di maggiore complessità raggiunto dalla società moderna rispetto a quella otto-/primo-novecentesca, la storica vocazione della sinistra alla disintegrazione sociale non può fermarsi all'enucleazione di sole 3 categorie: per creare caos mettendo tutti contro tutti ci vuole ben altro. Ecco quindi che la discordia andrà seminata, oltre che lungo la <b>direttrice razziale</b> e <b>sessuale</b>, anche - per es. - lungo quella <b>fisica</b>, <b>etnica</b>, <b>nazionale</b>, <b>sociale</b>, <b>lavorativa</b>.</span></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Prima d'ora (almeno che io sappia) nessuno s’era preso la briga di codificare il livello di
privilegio sulla base di una comprensiva lista di attributi raggruppati secondo le categorie appena citate. Ci ha pensato la scuola
in questione, con questa specie di "<b>lista di autocertificazione dei privilegi</b>" (presentiamo anche un’immagine del modulo consegnato agli studenti).</span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">La lista permette al compilante di calcolare matematicamente il livello di privilegio in base alla somma/sottrazione dei punti legati a ogni singola voce. Secondo la lista, se uno è, per es., un uomo bianco e gay, la sua
omosessualità lo rende certo meno privilegiato, in quanto comporta un enorme -150 punti; ma egli non può sfuggire al fatto di essere bianco e maschio. Egli consegue certo, in quanto <b>gay</b>, il diritto di <b>atteggiarsi a vittima</b> e cercare di raccogliere e spendere crediti sociali usando l'arma dell'accusa di "<b>omofobia</b>"; ma il suo essere <b>bianco</b> significa il suo automatico soccombere all'imputazione di essere, in virtù dell'eredità del colonialismo e dello schiavismo, uno "<b>sfruttatore dei deboli</b>". Il suo essere <b>maschio</b>, poi, lo incasella vita natural durante nel ruolo di "<b>sessista</b>", di portatore di una malattia definita "<b>toxic masculinity</b>" ("mascolinità tossica").</span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Qualcuno
potrebbe obiettare che <b>giudicare le persone in base a quello che sono e non a
quello che fanno è razzista</b> o comunque discriminatorio: nessuno può aver colpa
di essere nato in un certo modo. </span><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Ma la sinistra anti-bianchi,
anti-eterosessuali, anti-gender e anti-ebrei non può per definizione essere razzista: i
razzisti sono sempre gli altri, inclusi coloro che non si sognerebbero mai di
fare distinzioni in base al semplice colore della pelle o all’orientamento
sessuale.</span></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">La
condanna in virtù di ciò che si è invece di ciò che si fa permette alla
sinistra di inchiodare il nemico a <b>una condizione per cui non ci può
essere espiazione</b>: uno non può cambiare il suo colore, il suo
orientamento sessuale o il suo sesso. In questo modo, la sinistra cristallizza l'avversario politico nel ruolo di nemico da distruggere. Il cemento della sinistra è quello di sempre: l'odio irriducibile per un nemico che cessa di essere tale solo con la sua scomparsa (politica, mediatica, fisica ecc.) E', quello di cui stiamo parlando, un riconfezionamento,
su base laica e cripto-religiosa, del vecchio principio del
<b>peccato originale</b>, ed è un nodo centrale dell'ortodossia cultuale sinistrata.</span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><br /></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"> </span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><i>"Jewish Privilege"</i></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">La lista-modulo dell'istituto di Saratoga Springs è, suo malgrado, uno spaccato illuminante sugli abominii del pensiero
“progressista”. Nulla di sorprendente, però, per chi conosce la storia della
sinistra e l’inappagabile carico di odio e di invidia che ha sempre
contraddistinto il suo pensiero e atteggiamento.</span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Il documento consta,
come già chiarito, di una sequela di attributi. Salta subito all’occhio, in questa
lista “anti-privilegi”, <b>il posto di assoluto privilegio di cui gode la
provenienza mediorientale</b>. Va da sé che per “mediorientale” qui si intende
“<b>palestinese</b>”: concedere che l’alto punteggio tenga conto, per es., delle
traversie dei siriani (con la guerra di Siria peraltro praticamente conclusa) sarebbe
dare agli autori di questa porcheria – e alla sinistra intera - un beneficio
del dubbio che essi non meritano.</span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Ebbene, nella lista l’origine mediorientale-palestinese
garantisce nientemeno che <b>la sottrazione di 600 punti (-600)</b> nella graduatoria
del livello di privilegio personale. Vale a dire: i palestinesi sono
considerati in assoluto la categoria di persone meno privilegiate (e quindi più
svantaggiate) al mondo, seconde solo (bontà degli ideatori di questa lista) ai
ciechi (-750). Se poi si considera lo spropositato punteggio accordato ai
membri della religione islamica rispetto alle altre religioni (un -50), allora il divario con la
categoria dei ciechi si riduce ulteriormente.</span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Si deduce da
questa lista che la persona più “svantaggiata” al mondo (e quindi da più privilegiare, nel morboso immaginario progressista) sarebbe un’ipotetica <b>palestinese
musulmana lesbica</b>, che totalizzerebbe un incredibile – 950 [(-600 per la
“meriorientalità”) + (-50 per l’islamicità) + (-50 per l’essere femmina) + (-150
per l’omosessualità) + (-100 per la razza non-bianca)]: <b>la candidata ideale al
paradiso progressista</b>, insomma. </span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Si potrebbe pensare che una simile valutazione dello “status” di palestinese nella
lista potesse bastare per appagare la vena anti-ebraica dei sinistrati che l’hanno
creata [dopotutto, il "popolo palestinese, l'Olp e la sua "lotta per la liberazione della Palestina" furono un'operazione a tavolino ideata dal KGB per pervenire alla distruzione dello stato ebraico (3)]. Ma non è così: siamo di fronte a una forza
politica che ormai non si cura più di nascondere il proprio antisemitismo, il
quale, finita la moratoria del periodo post-Shoah, è tornato ad essere
popolare in amplissimi strati della società americana
e (manco a dirlo) europea. Ecco quindi che anche <b>l’essere ebrei comporta un
penalty nella graduatoria del privilegio: +25</b>. Curioso, se consideriamo che una
recente statistica ci fa vedere che in America, tra le violenze a motivazione religiosa, gli attacchi a sfondo antisemita
surclassano quelli a sfondo anti-islamico di più del doppio (<span style="font-size: xx-small;">4</span>) </span><span lang="IT" style="color: #2a2e2e; line-height: 107%;">(ma altre statistiche parlano di un
rapporto molto superiore), ed è ragionevole pensare che dietro a questi attacchi vi sia
spesso la mano di islamici, come testimoniato da numerosi episodi di cronaca.</span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Come è possibile considerare gli ebrei una categoria di privilegiati dato
questo contesto? E’ possibile se questa affermazione viene dalla bocca di
sinistrati animati da odio anti-ebraico. Le statistiche sui crimini d'odio a sfondo religioso dimostrano che <b>gli ebrei sono sì privilegiati, ma solo come target di
violenze fisiche e verbali</b>.</span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Ne risulta –
sorpresa sorpresa - che gli ebrei diventano per la lista d'un colpo una delle categorie
più invise: se sommiamo infatti i 25 punti (attribuiti direttamente all’appartenenza
ebraica) ai 600 (attribuiti ai nemici giurati dello stato degli ebrei)
arriviamo a <b>+625</b>. Al che naturalmente andrebbero aggiunti i punti di tutte le
altre voci recettrici di privilegi (bianco, etero, maschio ecc.)</span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Naturalmente,
questa lista degli orrori non si limita all’odio anti-ebraico: basta vedere
quanto la lista di questa scuola tenga in considerazione <b>i ritardati mentali</b> (solo -200 punti, cioè
un misero terzo di quanto accordato ai palestinesi), e agli <b>autistici </b>(un miserrimo -20), per dirne due</span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Una volta tanto, non mi sento di fornire un commento conclusivo. Ogni persona di buona volontà e coscienza dica il suo. </span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: large;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: small;"><span style="font-size: xx-small;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">(1) "<i>High School Students Assigned to Tabulate 'Privilege' Based on Race, Gender, Sexuality, Religion</i>", di Sara Dogan, Frontpage Magazine, 19/4/2019.</span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: small;"></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: small;"><span style="font-size: xx-small;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><a href="https://www.frontpagemag.com/fpm/273523/high-school-students-assigned-tabulate-privilege-sara-dogan"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">https://www.frontpagemag.com/fpm/273523/high-school-students-assigned-tabulate-privilege-sara-dogan</span></a> </span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: small;"><span style="font-size: xx-small;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">(2) </span></span><span style="font-size: xx-small;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><span style="font-size: xx-small;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">"<i>Affirmative Action Is Racism In Action</i>", di Kyle S. Reyes,</span></span> New Boston Post, 16/06/2017.</span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: small;"><a href="https://newbostonpost.com/blogs/affirmative-action-is-racism-in-action/"><span style="font-size: xx-small;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">https://newbostonpost.com/blogs/affirmative-action-is-racism-in-action/</span></span></a></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: small;"><span style="font-size: xx-small;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Pensata
da Kennedy con “l’Ordine Esecutivo n. 10925” (1961) rivolto ai contractor del
pubblico per “assicurarsi che i candidati siano assunti e trattati durante il
periodo di impiego senza riguardo alla razza, al credo, al colore o all’etnia
di provenienza”, la “affirmative action” si è tramutata, da strumento per
impedire la scelta di un candidato su basi diverse da quelle del talento e
dell’utilità, in uno strumento per la dispensa di privilegi su base razziale.</span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: small;"><span style="font-size: xx-small;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">Ecco una citazione dall'articolo sopra: </span></span></span></div>
<blockquote class="tr_bq">
<div class="MsoNormal">
<span style="font-family: inherit; font-size: small;"><span style="font-size: xx-small;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">[...] L'affirmative action è razzista fino al
midollo, perché è implementata con la premessa che tutti i bianchi sono ricchi
o sono avvantaggiati rispetto a chi non è bianco. </span></span></span></div>
<div class="MsoNormal">
<span style="font-family: inherit; font-size: small;"><span style="font-size: xx-small;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">[...] Ho visto persone non bianche e MENO
qualificate ricevere delle promozioni in aziende alla faccia di persone bianche
PIU' qualificate, solo per il colore della loro pelle.<br />
Questa è l'essenziale definizione di discriminazione. Attesta che per il colore
della pelle di uno, questo debba ricevere un vantaggio nei confronti di qualcun
altro.</span></span></span></div>
</blockquote>
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</xml><![endif]--><span style="font-family: inherit; font-size: small;"><span style="font-size: xx-small;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">(3) "<i>The Soviet-Palestinian Lie</i>", di Judith Bergman, 16/10/2016, Gatestone Institute.</span></span></span><br />
<span style="font-family: inherit; font-size: small;"><span style="font-size: xx-small;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;"><a href="https://www.gatestoneinstitute.org/9090/soviet-union-palestinians">https://www.gatestoneinstitute.org/9090/soviet-union-palestinians</a></span></span></span><br />
<span style="font-family: inherit; font-size: small;"><span style="font-size: xx-small;"><span lang="IT" style="color: #2a2e2e; line-height: 107%;">(4) "<i>Is the Rise in Hate Crimes Against Jews and Muslims Linked?</i>", di Rachel Schwartz, Inter, n.d.</span></span></span><br />
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Ezechiel Boutanihttp://www.blogger.com/profile/08481047248551751517noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-41646758929587161922019-03-31T02:57:00.001-07:002019-03-31T02:57:23.077-07:00L'ODIO DELLA SINISTRA PER IL DIRITTO DI PAROLA IN MOSTRA CONTRO IL CONVEGNO SULLA FAMIGLIA DI VERONA<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><i><span style="font-size: x-small;"> (Difficoltà: 3,3/5) </span></i></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDn0ic0_0yQZ5zXwi5iSP4d3JcqXC133WbLwiOJXMeD-QHwLOCQfAAqXOZTgFPOG_bFlrArrtIuSqJbCeg5Po8Os-ID4tI48GJCmQpdCYUuU6fh98cKDcvobx33b8cM5hYKybQuUNBUhw/s1600/1554017282-donne.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="323" data-original-width="970" height="106" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDn0ic0_0yQZ5zXwi5iSP4d3JcqXC133WbLwiOJXMeD-QHwLOCQfAAqXOZTgFPOG_bFlrArrtIuSqJbCeg5Po8Os-ID4tI48GJCmQpdCYUuU6fh98cKDcvobx33b8cM5hYKybQuUNBUhw/s320/1554017282-donne.jpg" width="320" /></a><span lang="IT" style="mso-ansi-language: IT;">La <b>sinistra
fascista</b> colpisce ancora. Pare proprio che essa non voglia concedere alcuno
spazio alla minima voce di dissenso dal credo cripto-religioso di una neo-verità orwelliana, che i sedicenti “progressisti”
rappresentano, fatta di menzogne propagandate a suon di controllo mediatico e
violenza di strada.</span></div>
<a name='more'></a><br />
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Non c’è una forza
più antidemocratica, violenta, intollerante della sinistra. Questi tratti sono
inscritti nella sua storia e nel suo dna. Da tempo vado dicendo che <b>essa va
messa fuori legge</b> in quanto fucina di terrorismo intestino e autentica mina
vagante contro i principi che fondano il sistema democratico, primo fra tutti
quello della libertà di parola ed espressione. Quanto meno, occorre trattare certi “manifestanti”
e disturbatori professionisti delle manifestazioni del libero pensiero alla
stregua di terroristi urbani da disperdere con metodi anti-sommossa e da mettere a
processo per attentato ai valori dello stato. Come diceva <b>Voltaire</b>, l’intolleranza
verso l’intolleranza è perfettamente giustificabile, e anzi un dovere. Non
esiste un diritto di impedire l’espressione di idee diverse dalle proprie. Rivendicare,
in nome della libertà d’espressione, il diritto a impedire fattualmente eventi
in cui delle persone dicono cose che non ci piacciono è una contraddizione in
termini: <b>il principio della libertà di parola (o di manifestazione) non può essere usato per restringere
e soffocare la libertà di parola</b>. E la libertà di parola è un
diritto universale: o vale per tutti o non vale per nessuno. Chi cerca di arrogare
per sé un diritto universale è peggio del dittatore che quel diritto vorrebbe
toglierlo a tutti.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">E’ bene
sgomberare ogni dubbio: i manifestanti della sinistra che si sono riuniti ieri
a Verona contro il <b>Congresso Mondiale delle Famiglie</b> avrebbero volentieri, se gli fosse stato permesso, impedito l’evento
con la forza e la violenza. Si sono, ahiloro, dovuto accontentare di adottare le consuete tecniche naziste di <b>disumanizzazione e demonizzazione dell'avversario</b> (vedi immagine sotto). Un paese
democratico che deve schierare un’imponente mole di mezzi e di uomini armati –
con significativi costi per la collettività - a protezione di un gruppo di
intellettuali e politici che si vogliono riunire per scambiarsi o affermare
delle idee è un paese già avviato verso una deriva totalitaria.</span></div>
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<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><i>La Tematica dell'Aborto e i "Diritti": Specchietti per le Allodole che Nascondono l'Obiettivo della Distruzione della Famiglia Tradizionale</i></span></div>
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<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Finora ho letto
la cosa dal punto di vista del metodo e dei principi. Ora vorrei entrare nel
merito di uno dei topic attorno a cui ha ruotato il congresso in questione
(che – devo precisare – io non ho seguito): l’<b>aborto</b>.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Da sempre la
questione dell’aborto mi ha visto combattuto tra due fuochi. Sostanzialmente,
sono sempre stato <b>favorevole</b>. Ma lo sono stato non certo in nome dei diritti
femminili tanto cari (in apparenza) alle femministe. Chi declina la questione dell’aborto in questi termini si rende colpevole di egocentrismo e
di egoismo. Una prospettiva di questo tipo <b>strumentalizza
la maternità a vantaggio delle rivendicazioni di status di genere, e quindi la
politicizza</b>.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Il mio appoggio
all’aborto è sempre stato motivato da un paio di ordine di considerazioni. Innanzitutto,
e sulla scia di <b>Aristotele</b>, io mi trovo d’accordo sul fatto che,
fino a un certo punto della nostra vita fetale, noi siamo “in potenza”, <span style="mso-spacerun: yes;"></span>cioè “<b>materia</b>” non ancora strutturata in
individualità. In parole povere, non siamo ancora degli esseri umani, degli
individui. Naturalmente, sorge la questione sull’individuazione del momento nel
quale, all’interno del grembo materno, noi cessiamo di essere materia e
iniziamo a essere “spirito”, cioè individui umani; una questione che è
ovviamente aperta a tutte le speculazioni possibili.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Il fattore più importante
del mio appoggio al diritto all’aborto nasce però da asciutte considerazioni di
<b>utilitarismo sociale</b>: ho sempre pensato che un figlio non voluto è condannato a
un’esistenza di sofferenza, emarginazione e possibile devianza, e questo non
può certo far bene - oltre che a lui - all’integrità del tessuto sociale.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Ma il figlio può
essere non voluto per una serie di ragioni: la madre può essere troppo giovane
e immatura, o una disadattata o malata; sull'altro versante, però, ci possono essere in gioco <b>motivazioni
economiche</b>, una situazione di incertezza finanziaria o lavorativa che
è poi il motivo principale per il quale oggi in Occidente non si fanno più
bambini. In quest’ultimo caso - per il quale è ipotizzabile che la donna
desideri intimamente portare a termine la gravidanza ma sia costretta a
desistere da considerazioni oggettive e da un senso di sfiducia nel proprio
futuro – può essere sufficiente che <b>lo stato intervenga</b> nella forma di
agevolazioni economiche e di politiche che favoriscano la domanda di lavoro e
un miglioramento delle condizioni lavorative. Il sostegno all’aborto senza sì e
senza ma, in nome di un astratto richiamo ai “diritti della donna”, è un obbrobrio
ideologico e, in definitiva, anche una contraddizione del suo principio: che ne
è di quelle situazioni – e sono molte, probabilmente la maggioranza - nelle
quali la donna non vorrebbe abortire, ma è costretta a farlo perché spinta dalle circostanze? Il <b>totem dell’aborto</b>, elevato a quintessenza del
rivendicazionismo femminista, non si preoccupa di cogliere queste “sfumature”,
e quindi lavora contro l’autodeterminazione della donna, lavora contro i suoi
diritti. L’affermazione assolutistica del diritto all’aborto non lascia spazio –
e anzi lo scoraggia – al diritto alla maternità nella forma di chi vorrebbe far
nascere la creatura che porta in grembo ma è costretta dalle circostanze a disfarsene. Troppo affacendate nella conservazione astratta del diritto ad abortire, esse si “dimenticano”
di smuovere la politica affinché si occupi anche di queste donne. Ecco dunque
che il femminismo rivela la sua intima natura: esso non si interessa veramente
dei diritti delle donne, ma solo di quelli delle donne che non vogliono mettere
su famiglia. Il suo scopo non sono i diritti delle donne; il suo scopo reale è uno:
<b>la distruzione della famiglia tradizionale</b>, fin dai tempi di Marx considerata la
cellula fondamentale della società borghese. Il femminismo usa i diritti delle
donne come piede di porco per scardinare e sovvertire la società borghese: i
diritti delle donne sono solo uno strumento ideologico per arrivare a un
obiettivo ultimo, che è un obiettivo politico. In ciò il femminismo si inscrive
perfettamente in quella che è – su una scala più ampia - la strategia della
sinistra, che è possibile per esempio vedere all’opera attorno alla questione
dell’<b>immigrazione</b>: la sinistra se ne fotte dei diritti “umani” di cui va
cianciando; essa vuole solo <b>seminare divisione, destabilizzare e creare le
condizioni per l’affermazione di un “nuovo ordine”</b>. La sinistra non ha mai
rinunciato al suo obiettivo elettivo, cioè la distruzione della società
democratico-borghese; essa ha solo col tempo rivestito la sua lotta dell’ipocrita
manto dei “diritti umani”, sfruttando diabolicamente per fini politici la
sofferenza sociale delle minoranze. Quasi a voler far fede all’opinione sempre
più diffusa – e sempre più difficilmente contestabile - che essa trasformi in
merda qualsiasi cosa tocchi, <b>la sinistra è riuscita nel capolavoro di corrompere
anche la un tempo sacra nozione di “diritti umani”</b>. Al punto in cui siamo
arrivati, è impossibile non storcere il naso ogni volta si oda quest’espressione,
tanto essa è associata nella mente della collettività a tutte le subdole e
truffaldine macchinazioni di cui si sono riempite negli anni le pagine della
cronaca giudiziaria e politica.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><i>Abortire la Sinistra</i></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Il punto debole
della sinistra è ormai noto: il suo <b>totalitarismo del pensiero</b>, la sua forma
mentis ideologizzante che non le consente di operare distinguo in base al più rudimentale
principio di realtà e di attinenza ai fatti umani e sociali; questo difetto strutturale della mente sinistrata è anche quello che la condannerà (e
che anzi l’ha già in parte condannata) all’auto-sconfitta e all’auto-distruzione.
Una ragione di esistenza, quella del "progressivismo", da sempre incentrata sulla conquista e sul
mantenimento del potere è crescentemente in disaccordo con le considerazioni
pratiche di una popolazione sempre più soffocata dalla cappa delle politiche imposte
negli anni dai governi sinistrati in Italia e altrove, sia sul versante dell’economia e del lavoro che su
quello (strettamente collegato) dell’integrazione europea, passando naturalmente
per il capitolo immigrazione. La gente ha ormai mangiato la foglia, e non è più
suscettibile di farsi ricattare moralmente da una gang di falsari che per anni
ha tenuto tutti per le palle con i suoi ricatti morali e facendo paventare, a
ogni singulto di opinione minimamente discordante dal pensiero unico, le accuse
di “<b>razzismo</b>”, “<b>xenofobia</b>”, “<b>omofobia</b>”, “<b>disumanità</b>”.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">In sostanza, l’impianto
ideologizzante della mente sinistrata la rende totalmente vulnerabile a ogni
richiamo di una razionalità facente leva sulla realtà dei fatti. Quanto possa
essere semplice smontare simili impalcature ideologiche lo dimostra <b>una
semplice domanda</b>, attinente all’argomento dal quale eravamo partiti, cioè l’aborto:
<b>“Se la legge ti permettesse di abortire quando il feto ha dai 5 ai 9 mesi, e comunque
all’interno di quel range temporale nel quale sarebbe possibile far nascere un
figlio prematuramente, tu ti sentiresti anche in questo caso di perorare il
diritto delle donne ad abortire?”</b> Rivolgete questa domanda a una femminista. Vi
risponderà ovviamente in modo affermativo, perché altrimenti cadrebbe l’intero
teatrino dei pupi che le persone come lei hanno costruito nella propria testa. Per
i sinistrati, ogni particolare elemento ideologico è come un <b>precetto religioso</b>: un principio che va
protetto dal confronto con la razionalità e con la realtà fattuale; nel momento in cui
si iniziassero a fare delle eccezioni, crollerebbe l’intera impalcatura. <b>Meglio quindi
dichiararsi assassini che passare per traditori dei propri “ideali”</b>.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">In un modo o nell’altro,
avrete ottenuto la vostra vittoria. In modo talmente semplice da provarci un
gusto immenso.</span></div>
<div class="MsoNormal">
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Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-16296429947577404242019-03-24T02:53:00.002-07:002019-06-01T22:32:50.038-07:00CI CHIAMANO "POPULISTI"? D'ORA IN POI CHIAMIAMOLI "ELITISTI"<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><i><span style="font-size: x-small;">(Difficoltà: 4,1/5)</span></i></span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJgQBl7qe8IdSyvwRtfCRTdK0VtD3n6otay8fGjBmB6hvcaGhvVPl5H39UxDlR_-iM15flZxofgjIqs_W5FLO-zEYzVsbEbrKtaqStXbJprpRxLQLIO7xPbFxCgnhNlrmJpAVTbtrrGcg/s1600/populismo-1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="652" data-original-width="1024" height="203" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJgQBl7qe8IdSyvwRtfCRTdK0VtD3n6otay8fGjBmB6hvcaGhvVPl5H39UxDlR_-iM15flZxofgjIqs_W5FLO-zEYzVsbEbrKtaqStXbJprpRxLQLIO7xPbFxCgnhNlrmJpAVTbtrrGcg/s320/populismo-1.png" width="320" /></a></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Per anni ormai ci
hanno rotto i coglioni con l'accusa di “<b>populismo</b>”, appioppata a chiunque non
sia allineato con <b>il pensiero unico euro-germanico, immigrazionista e filo-islamico</b>.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Il termine “populista”,
vociato ai quattro venti ad ogni occasione (soprattutto le più stupide), ha
chiaramente un intento denigratorio: nella più <b>tipica tattica stalinista </b>(non
dimentichiamo per es. che “Mutti” Merkel proviene dalla DDR) <b>si cerca di
colpire la persona invece degli argomenti</b>. Una discussione sul punto
rivelerebbe la fallacia criminale delle posizioni di questi stalinisti, ma nel
momento in cui si bolla ogni manifestazione di opposizione come proveniente da
gruppi “populisti” e da individui bollati come nazionalisti, razzisti, “islamofobi”
e via diffamando, allora anche gli argomenti di questa opposizione possono
essere con buona coscienza scartati a priori e a prescindere. E non importa
quanto questi argomenti suonino razionali e realistici: le persone “buone”,
quelle che parteggiano per l’anti-democrazia eurounionista e per il trapianto dell’Africa
nel nostro continente, sono autorizzate a tapparsi le orecchie come le famose scimmiette.</span></div>
<a name='more'></a><br />
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"> </span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><i>Gli Anti-Populisti Sono i Veri "Populisti"</i> </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">L’appellativo di “populisti”,
teso a infangare e ad assassinare moralmente (o anche fisicamente, nel momento
in cui può armare la mano di uno squilibrato) ogni membro dell’opposizione a
uno status quo ormai ventennale, allude al fatto che chi esprime determinate
posizioni cercherebbe solo di <b>far leva sui sentimenti più bassi della
popolazione, alla sua “pancia”</b>. Usato in questa accezione, il termine “populista” esprime allora la definizione
classica di “<b>demagogo</b>”, parola che evidentemente fu scartata dai propagandisti
pro-UE e pro-immigrazione in quanto troppo “carica” culturalmente e quindi troppo
difficile da capire per il cittadino medio che si vuole tirare dalla propria
parte. “Populista”, invece, è più mirato all'insipienza della
gente: contiene il termine “popolo”, certo, ma anche il suffisso "<b>-ismo</b>"<span style="mso-spacerun: yes;">, associabile a tutti i mali della storia umana (nazismo, fascismo, razzismo ecc.). </span><span style="mso-spacerun: yes;"></span>La
verità, quindi, è che <b>se c’è qualcosa di “populista”, questo è proprio il
termine “populista” nell’uso che ne viene fatto dagli automi dell’eurounionismo
e dell’immigrazionismo</b>. Costoro sono i veri “populisti”, perché manipolano il popolo nel fargli credere che c'è qualcuno - i "populisti" appunto" - che vogliono manipolarli. Sono gli "anti-populisti" che cercano di manipolare il popolo per farlo agire e decidere contro i propri interessi, laddove al contrario persone come Salvini (con tutti i suoi difetti) e Wilders cercano di porre un argine ai disastri economici e sociali creati dalla deriva eurounionista e immigrazionista, disastri che colpiscono ovviamente soprattutto la gente comune: il popolo.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><b>Gli "anti-populisti" sono quindi i veri "populisti"</b>. E come si
spiegherebbe altrimenti che la popolazione italiana ed europea è in gran parte
favorevole all’UE e all’euro? Si supporrebbe che i “populisti”
abbiano il popolo dalla propria parte: dopotutto, il popolo “pensa con la
pancia”, e i populisti “si rivolgono alla pancia del popolo”, giusto? E invece
il “popolo” sembra sia ancora (non si sa però per quanto) favorevole alla permanenza nell'Ue (1) e quindi, si suppone, dalla parte dell’establishment,
dalla parte degli “anti-populisti”. Evidentemente la propaganda degli eurounionisti ha più successo che non quella dei "populisti". Forse perché, presso il popolo, l'intelletto vince sopra la "pancia"? Ma è proprio l'intelletto (unito a un esame anche superficiale di tutti gli indicatori economici negli ultimi 20 anni) a dirci che l'Ue e l'euro non sono convenuti, almeno a noi italiani. <b>Come si fa a chiamare una "decisione dell'intelletto" qualcosa che va in tutti i sensi contro i propri interessi</b>? L'accusa di agire e pensare di "pancia" vuol far riferimento a una supposta tendenza del popolo a concentrarsi in un'ottica di brevissimo termine: bisogna dare tempo al tempo, si dice, e l'UE e l'euro porteranno i loro frutti. Ma non sono 20 anni (e anzi 27, nel caso dell'UE) un lasso di tempo sufficiente per decretare il successo o il fallimento di un'insieme di politiche o di un'istituzione? Misteri di una realtà messa sottosopra
dalla propaganda di regime.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">La verità è che l'establishment degli eurounionisti rappresenta il vero "populismo", perché solletica la "pancia" del popolo inculcandogli paure che lo spingono ad agire e pensare contro i propri interessi di breve, medio e lungo termine: <b>"Dopo di noi, l'Apocalisse"</b>.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><i>Conclusione: d'Ora in Poi Chiamiamoli "Elitisti"</i></span><br />
<span lang="IT" style="mso-ansi-language: IT;"><i> </i></span></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Si suole dire che
un insulto qualifica più la persona che lo proferisce che non la persona che lo
riceve. Nel nostro caso, io direi qualcosa di un po’ diverso, e cioè che
<b>l'accusa di essere un “populista”</b>, detto da certa gentaglia, qualifica colui a cui è
rivolta, e lo fa in senso positivo. Quindi attacchiamoci questo distintivo al
petto e andiamone fieri.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Inoltre, la
saggezza popolare(-populista) dice anche che “la migliore difesa è l’attacco”,
e ciò vale soprattutto se si controbatte a una patente menzogna con una verità
altrettanto patente. <b>Ci chiamano “populisti”? Noi cominciamo a chiamarli “elitisti”</b>.
Senza virgolette, perché questo sono: elitisti. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"> (1) "<i>Antieuropeismo: realtà o bufale dei media? Analisi Eurobarometro di ottobre</i>", Sondaggii BiDiMedia, 18/10/2018.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><a href="http://sondaggibidimedia.com/bufala-eurobarometro/">http://sondaggibidimedia.com/bufala-eurobarometro/</a></span></div>
Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com1tag:blogger.com,1999:blog-4461234716162569059.post-42803286736769445082019-03-17T03:31:00.001-07:002019-03-24T03:06:28.426-07:00CHRISTCHURCH<div class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt;">
<span lang="IT" style="font-family: "times new roman" , serif; font-size: x-small; mso-ansi-language: IT;"><i>(Difficoltà: 3,4/5) </i></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3HbcTo0BmhxIVQoeyrF8uOeRWXT8UFOaAvKq2U63xYRxaRFU4q8Sk7P60ZJdPOkqa0vb5-FdDlMgYIeSqdU90qtOof_ZyNdyoWDCNlguaVo3-0hPM2OnJGCgKTTTTs5ccpwQO_ytvEz0/s1600/10905920-3x2-700x467.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="467" data-original-width="700" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3HbcTo0BmhxIVQoeyrF8uOeRWXT8UFOaAvKq2U63xYRxaRFU4q8Sk7P60ZJdPOkqa0vb5-FdDlMgYIeSqdU90qtOof_ZyNdyoWDCNlguaVo3-0hPM2OnJGCgKTTTTs5ccpwQO_ytvEz0/s320/10905920-3x2-700x467.jpg" width="320" /></a></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT;">E’
impossibile, per una persona civile, non <b style="mso-bidi-font-weight: normal;">condannare</b>
l’infame gesto di (nome), il terrorista che ha recentemetnte ucciso 50
musulmani sparando all’impazzata in due moschee in Nuova Zelanda. Per persone
civili, l’odio non può trovare giustificazioni, anche quando avviene in risposta
ad altro odio. Perché le cose vanno dette tutte: le 50 persone non meritavano
di morire, ma quello che esse sentivano quotidianamente dalle parole dell’imam
e leggevano sul testo di riferimento della loro religione non erano parole di
amore e tolleranza, bensì <b style="mso-bidi-font-weight: normal;">parole di odio,
violenza e sopraffazione</b> verso tutti i non aderenti all’Islam. Che l’odio
richiami l’odio è un fatto della natura umana, è ciò che ci fa essere ciò che
siamo. Ma l’odio va “razionalizzato” e incanalato nei limiti di una risposta civile,
anche se – quando le circostanze lo richiedano - spietata e risolutiva. Deterrenza
e giustizia sono le parole chiave, criteri di civiltà che impongono che si
debbano colpire i responsabili diretti o indiretti di attacchi e soprusi, non
delle <b style="mso-bidi-font-weight: normal;">persone innocenti ritenute
colpevoli “per associazione”.</b></span></div>
<a name='more'></a>La risposta all’odio religioso, che dà linfa
al terrorismo, non può però essere altro terrorismo, e non solo per una
questione di umanità e rispetto della vita: gesti di assurda violenza come
quelli di cui stiamo parlando non fanno altro che rafforzare la presa dell’Islam
nella nostra società, nel momento in cui permettono agli apologeti di questa
religione (dentro e fuori di essa) di inquinare il dibattito pubblico con la loro
propaganda, la stessa che glissa sulla quasi quotidiane stragi di cristiani nel
mondo islamico.<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT;">Nella <b style="mso-bidi-font-weight: normal;">guerra di violenza e propaganda</b> che l’Islam
sta conducendo contro un avversario giurato (noi) che ancora deve accorgersi di
essere in guerra (o – peggio - le cui elite si rendono colpevoli di
intelligenza con il nemico), atti come quelli di questo folle non fanno che
accelerare e ipotecare la capitolazione dell’Occidente.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT;">Ecco
ora una lista dei versi violenti del Corano, con una precisazione: <b style="mso-bidi-font-weight: normal;">il Corano rappresenta la parola diretta e
letterale di Dio</b>, per la quale – a differenza quindi che nella Bibbia, in
cui la parola di Dio è mediata dall’elemento umano, per sua natura fallace – non
sono ammesse “interpretazioni”. <b style="mso-bidi-font-weight: normal;">Tutto ciò
che si dice nel Corano è diretto e letterale</b>. I richiami alla violenza e
alla uccisione o sopraffazione del “diverso” sono esattamente questo: dei
richiami alla violenza e alla uccisione o sopraffazione del “diverso. Inoltre,
il Corano rappresenta un testo <b style="mso-bidi-font-weight: normal;">eterno</b>,
la verità e volontà di Allah che vale per sempre e che non si limita al contesto
storico che può essere rappresentato da questa o quella battaglia di Maometto.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt;">
<span lang="IT" style="font-family: "times new roman" , serif; font-size: small;">[Nota: per le citazioni ci siamo in parte basati sulla
traduzione ufficiale in italiano del Corano operata da Hamza Piccardo, ma
soprattutto sulla traduzione diretta da una versione in inglese del Corano che
reputiamo decisamente più fedele al testo originale rispetto alla versione
italiana, e che abbiamo anche usato come costante termine di confronto con la
“lettura” proposta da Piccardo.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt;">
<span lang="IT" style="font-family: "times new roman" , serif; font-size: small;">La traduzione di Piccardo restituisce in molti luoghi l’immagine
di una versione edulcorata del Corano indirizzata non ai musulmani, che di
norma leggono la versione originale in arabo, ma al pubblico non-credente, per
scopi di conversione o proselitismo. Omettendo, ogni volta che sia possibile,
di rendere gli aspetti più cruenti e violenti del testo, Piccardo spera di
“avvicinare” il pubblico italiano alla sua religione. A riprova di quanto dico,
si legga quanto scritto sotto la citazione del verso 47:4.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt;">
<span lang="IT" style="font-family: "times new roman" , serif; font-size: small;">Da notare, infine, che la lista sotto – riguardante il solo
Corano – non è esaustiva, e che abbiamo scelto, per evitare di dover scrivere
un lungo trattato, di tralasciare gli altri testi di riferimento dell’Islam: la
Sira (nella sostanza, la biografia di Maometto) e gli hadith (i detti e
insegnamenti di Maometto).</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt; text-align: center;">
<span lang="IT" style="font-family: "times new roman" , serif; font-size: 10.0pt;">--------</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt;">
<span style="font-size: large;"><br /></span></div>
<div class="MsoNormal">
<span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“Riguardo i miscredenti, li
punirò con terribile agonia in questa vita e nell’altra, e non avranno chi li
soccorrerà</span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">.” (3:56)</span></span><br />
<br /></div>
<div class="MsoNormal">
<span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“Ben presto getteremo il terrore
nel cuore dei miscredenti, perché hanno associato ad Allah esseri ai quali Egli
non ha dato autorità alcuna.”</span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;"> (3:151)</span></span></div>
<div class="MsoNormal">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT;">Il riferimento è ai politeisti, che includono per l’Islam
anche il cristianesimo nel suo culto per la Trinità. Come indica la parola
“terrore” (ipocritamente resa da Piccardo con “sgomento”), siamo di fronte a una
chiara giustificazione del terrorismo, annunciata a caratteri chiari e
inequivocabili nel cuore del Corano, il testo che ispira nella sua letteralità
la vita di 1,5 miliardi di islamici in tutto il mondo.</span><br />
<br /></div>
<div class="MsoNormal">
<span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“Combattano sul sentiero di Allah
quelli che barattano la vita terrena per l’altra. A chi combatte per la causa
di Allah, sia che sia ucciso o vittorioso, daremo presto ricompensa immensa</span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">.” (4:74)</span></span></div>
<div class="MsoNormal">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT;">Questo verso fornisce la base teologica per gli odierni
attentatori suicidi islamici.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“Quelli che credono combattano
per la causa di Allah </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">[...]<i style="mso-bidi-font-style: normal;">” </i>(4:76)</span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 107%;"><i style="mso-bidi-font-style: normal;"> </i></span></div>
<div class="MsoNormal">
<span lang="IT" style="font-family: "times new roman" , serif; font-size: large; line-height: 107%;">“<i style="mso-bidi-font-style: normal;">Vorrebbero che foste miscredenti
come loro, e allora sareste tutti uguali. Ma non sceglietevi amici tra di loro,
finché non emigrano per la causa di Allah (da ciò che è proibito). Ma se vi
volgono le spalle, allora afferrateli e uccideteli ovunque li troviate. Non
sceglietevi tra loro né amici né alleati.”</i> (4:89)</span></div>
<div class="MsoNormal">
<span style="font-size: large;"><br /></span></div>
<div class="MsoNormal">
<span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“Non sono uguali i credenti che
rimangono nelle loro case (eccetto coloro che sono malati) e coloro che
lottano, con la loro vita e i loro beni, per la causa di Allah. A questi Allah
ha dato eccellenza su coloro che rimangono nelle loro case, e una ricompensa
immensa.”</span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;"> (4:95)</span></span></div>
<div class="MsoNormal">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT;">Questo passaggio critica i musulmani “pacifici” che
mostrano di preferire la convivenza alla lotta contro i miscredenti. Questo
passo distrugge la menzogna, propagata dagli apologeti dell’Islam, che “jihad”
voglia dire “lotta interiore” (cioè una lotta spirituale individuale contro le
tentazioni o i demoni personali) e non la guerra violenta contro i miscredenti.
Infatti, se si trattasse di una semplice “lotta interiore”, perché dovrebbero
esserne dispensati gli infermi?</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“[...] in verità, i miscredenti
sono per voi un nemico manifesto.” </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">(4:101)</span></span></div>
<div class="MsoNormal">
<span lang="IT" style="font-family: "times new roman" , serif; font-size: 12.0pt; line-height: 107%;"> </span></div>
<div class="MsoNormal">
<span lang="IT" style="font-family: "times new roman" , serif; font-size: large; line-height: 107%;">“<i style="mso-bidi-font-style: normal;">La punizione per coloro che fanno la
guerra ad Allah e al suo messaggero e che seminano la corruzione sulla terra è
che siano uccisi o crocifissi, che siano loro tagliate la mano e la gamba da
lati opposti o che siano esiliati sulla terra: ecco l’ignominia che li toccherà
in questa vita; nell’altra avranno castigo immenso.” </i>(5:33)</span></div>
<div class="MsoNormal">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT;">Da notare che, siccome l’Islam è perennemente in guerra
contro i miscredenti, allora considera anche i miscredenti perennemente in
guerra con sé. I miscredenti “fanno la guerra ad Allah” nel momento in cui
decidono di non riconoscere la supremazia dell’Islam, convertendosi o
sottomettendosi e pagando la jizya (a tutti gli effetti, un “pizzo”). Come
risulta chiaro dai passi esposti in questo articolo, non ci può essere pace tra
Islam e altre religioni o atei, perché finché ci sono miscredenti ci deve
essere jihad. L’unica pace possibile è quella tra musulmani, e la pace nel
mondo si avrà per l’Islam solo quando questo avrà raggiunto la dominazione
globale e non ci saranno più miscredenti. I “seminatori” di corruzione di cui
parla il verso sono tutti coloro che non seguono i precetti di Allah.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“E combatteteli finché non ci
sarà più fitnah [disordine, miscredenza] e la religione sarà tutta per Allah.” </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">(8:39)</span></span></div>
<div class="MsoNormal">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT;">A dimostrazione di quanto detto per la 5:33.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“E quando il tuo Signore ispirò
agli angeli: « Invero sono con voi: rafforzate coloro che credono. Getterò il
terrore nei cuori dei miscredenti: colpiteli tra capo e collo </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">[decapitateli, ndr], <i style="mso-bidi-font-style: normal;">colpiteli su tutte le falangi!” </i>(8:12)</span></span></div>
<div class="MsoNormal">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT;">Ancora una volta, assistiamo alla fondazione teologica
del terrorismo, direttamente dalla bocca di Dio.</span></div>
<div class="MsoNormal">
<span style="font-size: large;"><br /></span></div>
<div class="MsoNormal">
<span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“Preparate, contro di loro </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">[i miscredenti, ndr]<i style="mso-bidi-font-style: normal;">, tutte le forze che potrete (raccogliere) e
i cavalli addestrati per terrorizzare il nemico di Allah </i>[...]<i style="mso-bidi-font-style: normal;">” </i>(8:60)</span></span></div>
<div class="MsoNormal">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT;">Ancora una volta, il terrore come arma contro i
miscredenti.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“O
Profeta, incita i credenti alla lotta.” </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">(8:65)</span></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<br /></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“Quando
poi siano trascorsi i mesi sacri, uccidete gli idolatri dovunque li
incontriate, catturateli, assediateli e tendete loro agguati. Se poi si
pentono, eseguono l’orazione e pagano la jizya, lasciateli andare per la loro
strada.” </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">(9:5)</span></span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT;">Ancora,
l’unica salvezza dalla morte per il non-credente è la conversione o la
sottomissione e il pagamento della jizya.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT;">Questo
passo cancella la menzogna, ancora una volta diffusa dagli apologeti
dell’islam, che la guerra contro gli infedeli avvenga solo in un contesto di
auto-difesa e che i musulmani attaccano solo quando sono attaccati. Il contesto
storico di questo verso è la Mecca <i style="mso-bidi-font-style: normal;">dopo</i>
che gli idolatri erano stati soggiogati da Maometto e quindi non costituivano
nessun pericolo.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; tab-stops: center 3.25in;">
<span style="font-size: large;"><br /></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“Combatteteli
finché Allah li castighi per mano vostra, li copra di ignominia </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">[...]<i style="mso-bidi-font-style: normal;">.”</i> (9:14)</span></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><br /></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; font-size: large; line-height: 107%;">“<i style="mso-bidi-font-style: normal;">Coloro che credono, che sono emigrati e che lottano sul sentiero di
Allah con i loro beni e le loro vite, hanno i più alti gradi presso Allah. Essi
sono i trionfatori.”</i> (9:20)</span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT;">Questo verso è
importantissimo perché definisce l’immigrazione come un’arma per la jihad, al
pari della guerra. Questo passo descrive quasi alla lettera ciò che vediamo
dipanarsi di fronte ai nostri occhi quotidianamente, ed è pertanto tristemente
attuale. Si evince infatti che tre sono i modi per essere “trionfatori” agli
occhi di Allah, e raggiungere il più alto grado di onore per un musulmano: 1)
morire in nome di Allah (guerra e terrorismo); 2) finanziare la jihad (la mente
va agli stati del Golfo, grandi finanziatori del terrorismo internazionale e
della costruzione di moschee in Occidente); 3) immigrare nei territori degli
infedeli, per conquistarli attraverso il terrore e la demografia.</span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<br /></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">Combattete
coloro che non credono in Allah e nell’Ultimo Giorno, che non vietano quello
che Allah e il Suo Messaggero hanno vietato, e quelli, tra la gente della
Scrittura, che non scelgono la religione della verità, finché non versino la
jizya con sottomissione volontaria e siano soggiogati</span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">.” (9:29)</span></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT;">La “gente
della scrittura” o “Gente del Libro”,<span style="mso-spacerun: yes;">
</span>sono gli ebrei e i cristiani. A essi l’Islam concede la vita in cambio della
sottomissione e del pagamento della jizya. Per tutti gli altri miscredenti, le
uniche opzioni sono la conversione o la morte. Il tutto per non altro motivo
che il fatto di professare una religione diversa dall’Islam.</span><br />
<br /></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i style="mso-bidi-font-style: normal;"><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“E i
giudei dicono: Esdra è figlio di Allah; e i nazareni dicono: “Il Messia è
figlio di Allah”. Questo è ciò che esce dalle loro bocche. Ripetono le parole
di quanti già prima di loro furono miscredenti. Che Allah li annienti. Quanto
sono fuorviati!” </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">(9:30)</span></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<br /></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">"O voi che credete! Perché
quando vi si dice: “Lanciatevi [in campo] per la causa di Allah”, siete [come]
inchiodati alla terra? La vita terrena vi attira di più di quella ultima? Di
fronte all'altra vita, il godimento di quella terrena è ben poca cosa. Se non
vi lancerete nella lotta, vi castigherà con doloroso castigo e vi sostituirà
con un altro popolo." </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">(9:38-39)</span></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT; mso-bidi-font-style: italic;">Ancora, il buon musulmano è quello che combatte, uccide e sottomette in
nome di Allah. Chi non fa la guerra ai miscredenti è atteso da un “doloroso
castigo”.</span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><br /></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“O profeta, combatti con forza i
miscredenti e gli ipocriti e sii intransigente con loro; e la loro casa è
l’inferno, e la destinazione il male.” </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">(9:73)</span></span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT; mso-bidi-font-style: italic;">I miscredenti sono da combattere e mandare
all’inferno solo in forza della loro appartenenza a una fede diversa
dall’islam. </span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT; mso-bidi-font-style: italic;">Inoltre, il fatto che si includano qui gli
“ipocriti” (cioè i musulmani non praticanti) contraddice le argomentazioni
degli apologeti dell’Islam secondo cui l’odio e l’ostilità dell’Islam si indirizzano
solo ai nemici in tempo di guerra, perché non ci fu mai un esercito di
musulmani non-praticanti che avesse fatto guerra a Maometto.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; tab-stops: center 3.25in;">
<br /></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“Ma il Messaggero e quelli che
hanno creduto lottano con i loro beni e le loro vite. Avranno le cose migliori.
Essi sono coloro che prospereranno." </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">(9:88)</span></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT; mso-bidi-font-style: italic;">Ancora, coloro che combattono per la jihad o la finanziano sono i
prediletti di Allah.</span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<br /></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">"Allah ha comprato dai <span style="mso-bidi-font-weight: bold;">credenti</span> le loro persone e i loro beni
[dando] in cambio il Giardino, [poiché] <span style="mso-bidi-font-weight: bold;">combattono
sul sentiero di Allah, uccidono e sono uccisi</span>.” </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">(9:111)</span></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><br /></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">"O voi che credete,
combattete i miscredenti che vi stanno attorno, che trovino in voi durezza.” </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">(9:123)</span></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<br /></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“E quando noi vogliamo
distruggere una città, noi mandiamo il nostro comandamento ai suoi ricchi, ma
presto essi trasgrediscono; così il decreto contro di essa si conferma, e noi
la distruggiamo completamente.” </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;"><span style="mso-spacerun: yes;"> </span>(17:16)</span></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT; mso-bidi-font-style: italic;">Nell’Islam, il crimine è la trasgressione della volontà di Allah. La
pena è la totale distruzione.</span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<br /></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“Quindi non ascoltare i
miscredenti, ma combattili con il massimo vigore.” </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">(25:52)</span></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<br /></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">"Se gli ipocriti, coloro che
hanno un morbo nel cuore e coloro che spargono il falso in Medina non smettono,
ti faremo scendere in guerra contro di loro e non riusciranno a stare in essa
come tuoi vicini se non per poco. Maledetti! Ovunque li si troverà saranno presi
e messi a morte." </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">(33:60-62)</span></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT; mso-bidi-font-style: italic;">Questo passo sancisce il massacro contro tre gruppi di persone: gli
“ipocriti” (gli islamici che si rifiutano di “combattere sulla via di Allah”),
quelli che hanno un “morbo nel cuore” (categoria che include ebrei e cristiani)
e “coloro che spargono il falso” (cioè i critici dell’Islam). </span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<br /></div>
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<span style="font-size: large;"><i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“</span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">[...]<i>
Quindi, quando incontri i miscredenti, colpiscili sul collo finché non ne avrai
uccisi o feriti molti, poi legali con fermezza. </i>[...]<i> Fosse stato per
Allah, lui stesso certamente li avrebbe puniti. Ma lui (ti<span style="mso-spacerun: yes;"> </span>fa combattere) così da metterti alla prova </i>[...]<i>”</i>
(47:4) </span></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT; mso-bidi-font-style: italic;">I miscredenti vanno uccisi o feriti e presi prigionieri per scopi di riscatto.
L’unico motivo per cui Allah non fa il “lavoro sporco” da solo è per mettere
alla prova la fede dei credenti. Chi uccide o sottomette, passa il test. Da
notare la difformità della traduzione di Piccardo, che omette la parola
“uccisi” (creando quindi un gap logico: perché il soggiogamento dovrebbe essere
il risultato di un generico “colpire al collo”?) e pensa bene di addolcire il
testo con elementi del tutto improbabili (“graziosamente”), a uso di un
pubblico italiano ignaro e ingenuo: “Quando [in combattimento] incontrate i
miscredenti, colpiteli al collo finché non li abbiate soggiogati, poi legateli
strettamente. In seguito liberateli graziosamente o in cambio di un riscatto,
finché la guerra non abbia fine.”</span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><br /></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">"Non ci sarà colpa per il
cieco, né per lo storpio, né per il malato. Quanto a chi obbedisce ad Allah e
al Suo Messaggero, Allah lo introdurrà nei Giardini in cui scorrono i ruscelli.
Quanto invece a chi volgerà le spalle, Egli lo punirà con un doloroso
castigo." (</span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">48:17)</span></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT; mso-bidi-font-style: italic;">Gli apologeti dell’Islam insistono sul principio che la jihad è una
“lotta interiore”, e che non ha nulla a che fare con la guerra e con la
violenza. Se così fosse, perché allora il Corano afferma che ciechi, storpi e
malati ne sono esenti? Forse ciechi, storpi e malati non hanno una dimensione
interiore?</span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<br /></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“Maometto è il messaggero di
Allah e quanti sono con lui sono duri con i miscredenti e compassionevoli tra
di loro.” </span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">(48:29)</span></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT; mso-bidi-font-style: italic;">Ancora, l’unico discrimine è l’appartenenza religiosa. L’adesione a una
religione diversa dall’Islam è sufficiente a giustificare l’uccisione o la
sottomissione del “diverso”.</span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<br /></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">“Sicuramente Allah ama coloro che
combattono per la Sua causa</span></i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">.<i>”</i> (61:4)</span></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT; mso-bidi-font-style: italic;">Con buona pace degli apologeti della “religione di pace”.</span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><br /></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span style="font-size: large;"><i><span lang="IT" style="font-family: "times new roman" , serif; line-height: 107%;">"O voi che credete, [volete
che] vi indichi una transazione che vi salverà da un doloroso castigo? Credete
in Allah e nel Suo Inviato e battetevi e combattete <span style="mso-spacerun: yes;"> </span>con i vostri beni e le vostre persone per la
causa di Allah. Ciò è meglio per voi, se lo sapeste. [Allah] perdonerà i vostri
peccati e vi farà entrare nei Giardini dove scorrono i ruscelli e nelle
piacevoli dimore dei Giardini di Eden. </span></i><i><span style="font-family: "times new roman" , serif; line-height: 107%;">Ecco
il più grande successo!" (61:10-12)</span></i></span></div>
<div class="MsoNormal" style="tab-stops: center 3.25in;">
<span lang="IT" style="font-family: "times new roman" , serif; mso-ansi-language: IT; mso-bidi-font-style: italic;">Vedi quanto già detto a commento del 4:95 e altrove. </span></div>
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<![endif]-->Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com0tag:blogger.com,1999:blog-4461234716162569059.post-40398973204142072612019-03-05T02:16:00.000-08:002019-03-20T01:01:36.783-07:00SUGLI IMMIGRATI FUORI DAI SUPERMERCATI<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><span style="font-size: x-small;"><i> (Difficoltà: 3,3/5)</i></span></span></div>
<div class="MsoNormal">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiialn299RQxY3oQxQH84uUAQhIHxvIyJKnaU4spJ6rYOdQl7D7YHr92FVa5Y3qZKJgB059IYJoBSyDgEvbM_tOMnzJris24sc4kkoxAZkFCx35vYjY_Ww-R0wIPzNr_-S5SN3mERkP6z0/s1600/elemosina-davanti-ai-supermercati-questuanti-o-sfruttati-560ff0d8e06a51-800x450.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="450" data-original-width="800" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiialn299RQxY3oQxQH84uUAQhIHxvIyJKnaU4spJ6rYOdQl7D7YHr92FVa5Y3qZKJgB059IYJoBSyDgEvbM_tOMnzJris24sc4kkoxAZkFCx35vYjY_Ww-R0wIPzNr_-S5SN3mERkP6z0/s320/elemosina-davanti-ai-supermercati-questuanti-o-sfruttati-560ff0d8e06a51-800x450.jpg" width="320" /></a><span lang="IT" style="mso-ansi-language: IT;">Li vediamo tutti
ogni santo giorno: <b>ragazzoni neri, in età da militare o da lavoro, appostati
fuori dai supermercati</b> a questuare i resti in moneta della spesa delle signore.
</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span lang="IT" style="mso-ansi-language: IT;">L’Elemosina fa Sentire “Virtuosi”, ma Provoca Danni</span></i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">L’elemosina è un’arma
a doppio taglio: dimostra “spirito cristiano” e ci fa sentire bene, buoni e
virtuosi. M <span style="mso-spacerun: yes;"></span>a essa incatena anche
il povero alla sua condizione:<span style="mso-spacerun: yes;"> </span>l’assistenzialismo protratto
ha sempre provocato disastri nelle comunità e negli stati. Un antico proverbio cinese recita: "<b>Se un uomo ha fame, non regalargli un pesce, ma insegnagli a pescarlo</b>". Ora, cosa imparano i mendicanti –
indipendentemente dalla razza – dallo stare fuori dai supermercati a pregare le massaie per degli spiccioli? Con che animo andranno un giorno a faticare sapendo
che per loro la strada della questua, infinitamente più facile e meno faticosa,
è sempre aperta? L’elemosina andrebbe fatta solo a persone che non hanno alcuna
possibilità di trovare una fonte di sostentamento altra da quella: persone con gravi
e visibili disabilità, per es.</span></div>
<a name='more'></a><br />
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"> </span><i style="mso-bidi-font-style: normal;"><span lang="IT" style="mso-ansi-language: IT;"> </span></i></div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span lang="IT" style="mso-ansi-language: IT;">La Realtà della Mafia Dietro il Sistema dell’Accattonaggio</span></i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Al di là delle
considerazioni etico-pedagogiche, c’è anche quella – infinitamente più
importante per noi – che assecondare la mendicità cedendo alle preghiere dei “poveri”
fuori dai supermercati alimenta la <b>mafia</b> che ci gira attorno. A meno che (beata
ingenuità!) non si voglia credere che un business come questo - che può
fruttare per ogni supermercato a fine giornata cetinaia di euro, da
moltiplicare poi per tutti i supermercati d’Italia – venga lasciato allo spontaneismo
pauperistico: il primo povero che arriva, ben alloggia. Ovviamente, le cose non
stanno e non possono stare così: tutto avviene in maniera troppo organizzata,
liscia, pulita, con i suoi turni e turn-over. Inoltre, non c’è praticamente mai una
scaramuccia per aggiudicarsi la postazione, mai nulla di nulla.<span style="mso-spacerun: yes;"> </span>Solo un idiota potrebbe pensare che non ci sia
dietro tutto ciò un’organizzazione ferrea e intransigente.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Inoltre: dove
sono finiti i mendicanti veri, cioè i “<b>barboni</b>” – quelli, per capire, che erano
stati costretti sulla strada per turbe psichiche e menomazioni fisiche - che
erano gli unici che si potevano trovare a chiedere la carità fino a qualche
decennio fa? Sono stati fatti fuori, è stato loro fatto capire che certe
persone non avrebbero tollerato impedimenti negli ingranaggi. Così, noi non ce
ne accorgiamo, perché certi confini non si vedono, ma oggi <b>il territorio italiano
è diviso in più sistemi "circoscrizionali</b>", ognuno dedicato a un business
illecito, e tutti in mano a mafie per lo più di extracomunitari. Il fatto che
fuori dai supermercati si trovino quasi esclusivamente individui di pelle nera fa
capire che il business non è certo in mano alla mafia cinese (più incline al
riciclaggio) o albanese (che sembra invece avere più un <i>penchant </i>per la droga e i
furti negli appartamenti), ma a quella <b>nigeriana</b>, che va forte peraltro nella tratta
di schiave connazionali da prostituire sulle strade italiane. E proprio il
business della prostituzione di nigeriane rappresenta per noi un richiamo al sistema della suddivisione territoriale descritta sopra, un qualcosa che conosciamo benissimo
perché ci conviviamo purtroppo fin da almeno 30 anni.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span lang="IT" style="mso-ansi-language: IT;">Conclusione: Principi e Idee per una Politica Illuminata
in Tema di Immigrazione</span></i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">In conclusione, l’elemosina
a soggetti dalla pelle nera fuori dai supermercati rappresenta il
fattuale favoreggiamento di un’attività criminale che “fattura” potenzialmente centinaia
di milioni ogni anno. L'elemosina non è generalmente da fare perché <b>immorale</b> e, fatto accessorio
ma pure importante, profondamente diseducativa.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;"><b>Se la nostra è una repubblica fondata sul lavoro, allora il lavoro deve rappresentare un criterio principe per decidere anche la politica immigratoria</b>; il principio del lavoro deve informare di sé la politica immigratoria. Se un extracomunitario entra da
clandestino, egli va sempre accompagnato indietro al suo paese, il quale dovrebbe
anche fornire rimborso per le spese di rimpatrio. Se egli invece aveva ottenuto
permesso di soggiorno, alla scadenza di questo deve provare di avere un regolare lavoro; l’assenza di
un lavoro deve risultare nel mancato rinnovo del permesso, e quindi nel
rimpatrio dell’extracomunitario. Infatti, in questa situazione i casi sono due: o l'immigrato non ha voglia di lavorare o la domanda di lavoro nel nostro paese non lo favorisce in quel particolare momento. Quale che sia il caso, egli non ha titolo per soggiornare da "richiedente asilo" nel nostro paese.</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">Questa deve essere
la politica di un paese sano. Tutto il resto è <b>assistenzialismo</b>, che ferisce la
dignità umana, fondata anche sulla capacità di rendersi utile in una comunità. Se l’Italia
vuole rimanere uno stato laico, questa è la politica da implementare in tema di
immigrazione. Se invece vuole barcamenarsi tra impulsi di un moralismo cattolicizzante
ed esigenze di conti e di realpolitik, sappia che non c’è match, e che <b>vinceranno
sempre i primi</b>, con tutte le disastrose conseguenze del caso. Solo la neutralizzazione
dell'impiego politico di detti impulsi, e quindi la dedizione incondizionata all’essenza laica del
proprio esistere come stato, può far emergere e rendere rilevanti le istanze di
una politica illuminata, concreta e funzionale agli interessi della comunità.</span></div>
<div class="MsoNormal">
<br /></div>
Ezechiel Boutanihttp://www.blogger.com/profile/18320278648588622270noreply@blogger.com0