tag:blogger.com,1999:blog-11505533392586203312024-03-13T13:08:10.382+01:00Un buon libro non finisce mai.Blog letterario, dedicato al mondo dei libri e della letteratura. Scopriamo insieme nuovi scrittori e nuovi libri.Christyhttp://www.blogger.com/profile/10829519181560462463noreply@blogger.comBlogger2039125tag:blogger.com,1999:blog-1150553339258620331.post-58364230131564193782019-03-11T16:54:00.000+01:002019-03-11T16:54:36.375+01:00Recensione: Gli inconvenienti della vita Buon pomeriggio carissimi lettori ^^ Come procedono le vostre letture? Cosa state leggendo? Vi siamo mancati? :P Dopo tanto tempo ecco una nuova recensione tutta per voi! Speriamo di poter avere più tempo per condividere con voi le nostre letture e le nostre opinioni a riguardo.<br />
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<span style="background-color: white; color: #741b47; font-family: Cuprum;">GLI INCONVENIENTI DELLA VITA</span></div>
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<img alt="Gli inconvenienti della vita di Peter Cameron" height="320" src="https://www.lalettricegeniale.it/wp/wp-content/uploads/peter-cameron-gli-incovenienti-della-vita.x59680.jpg" width="203" /></div>
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<span style="background-color: white; color: #741b47; font-family: Cuprum; font-size: 15.4px;">Adelphi| 122 pp. | €16,00</span></div>
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<span style="background-color: white; font-family: inherit;">Queste storie raccontano due diverse e molto singolari forme di inquietudine: il malessere sottile che si allarga come una crepa nella vita in comune di due uomini, e la lunga guerra «misteriosa e mai dichiarata» in cui può trasformarsi un matrimonio di vecchia data. Le due coppie non potrebbero essere più distanti: lo scrittore in crisi creativa che divide un appartamento a Tribeca con un avvocato in carriera, e i due pensionati di una spenta cittadina di provincia, dove gli unici eventi degni di nota sono le periodiche inondazioni del fiume e gli appuntamenti della chiesa metodista. Casi da cui emana la sensazione di «un vivere fasullo, rabberciato, sempre lì lì per implodere o franare»; e infatti, sotto la superficie, questi rapporti vanno in pezzi davanti ai nostri occhi, lasciandoci attoniti e frastornati.</span></div>
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La solitudine, la crepa, l'incomunicabilità, l'incontenibile straripare dell'inquietudine esistenziale. Questa è l'essenza dei due racconti che ci vengono proposti da Peter Cameron.</div>
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Entrambi struggenti, densi, particolari caricature di sentimenti tanto comuni quanto temibili, che a volte ci ostiniamo ad evitare, a nascondere a noi stessi. E alla fine si apre forse uno spiraglio? Non è assolutamente certo, l'unica cosa sicura è che la vita continua inesorabile. </div>
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Ne "<b>La fine della mia vita a New York</b>", il più breve dei due racconti, Theo è il protagonista indiscusso che incarna la figura dell'uomo che ha perso e non riesce a andare oltre il fallimento. A seguito di un incidente, elemento spartiacque tra il prima e il dopo, non solo perde il lavoro e la sua posizione sociale, ma si ritrova incapace di controllare le proprie crisi, i cosiddetti "crolli" psico-fisici di cui parla e che sperimenta con un tale malessere da far sentire il lettore coinvolto in prima persona. Da cosa deriva questo crollare? Dal rimpianto della vita passata, dall'incapacità di andare avanti e di ritrovarsi immobili e paralizzati? O dall'evidenza di ritrovarsi solo, nonostante Stefano e l'amore che professa ma incapace di colmare il vuoto da cui Theo si sente risucchiato? Sono tutte interpretazioni possibili. In questo caso "l'inconveniente" è proprio l'incidente stesso, che ha scoperchiato la fragilità di Theo e la sua inettitudine, intesa più come l'incapacità di farsi forza e di andare oltre, di riprendere in mano la propria vita e reinventarsi, preferendo piuttosto oscillare nel mare della disperazione tormentata. </div>
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<i>«Ho perso» disse. «Cioè no, ho pianto. Ho perso lacrime. Le parole mi abbandonano. Interessante, però, come ci possiamo sentire abbandonati, dalle cose, delle persone. Da noi stessi. Tanti modi diversi di andare in pezzi».</i></div>
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In "<b>Dopo l’inondazione</b>", racconto decisamente più lungo e articolato, l'autore si concentra ancora una volta su una delle due figure che costituiscono le due coppie. In questo caso l'inconveniente che funge da pretesto per smuovere le coscienze e la vita dei personaggi è l'ospitare, controvoglia e con qualche titubanza, una famiglia della cittadina, la cui casa è stata distrutta a seguito di una inondazione. Proprio questa ospitalità scardina i normali e abitudinari ritmi della vita di coppia facendo prendere coscienza alla signora Bird di quanto la sua vita sia passata come sotto l'utilizzo di un farmaco anestetizzante vivendo i giorni che passavano in maniera inerte, tutti uguali e tutti scanditi dalla stessa routine. Sopratutto in questo racconto si evince la solitudine dei personaggi, l'incapacità di comunicare tra di loro e di condividere, il torpore in cui spesso si vive senza neanche accorgersene. </div>
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<i>"Chissà, forse è sbagliato aspettarsi qualcosa alla mia età ma a me sembra normale. Magari anche solo svegliarsi la mattina dopo. Io questo me lo aspettavo? Sì. E se ci si aspetta questo, perché non aspettarsi anche qualcos’altro? Il semplice risveglio, il semplice fatto di essere svegli, vivi, non è abbastanza. Volevo una vita che avesse un senso, almeno per me”. </i></div>
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Due racconti incentrati sulla solitudine del singolo essere umano, sulla presenza-assenza, sull'incapacità di godere dei giorni che trascorrono, sul restare aggrappati alla vita ma in maniera inopportuna, come bloccati da una trappola che non gli permette di provare a cambiare direzione, orizzonte, di prendere l'iniziativa e di andare oltre. Ci sarà mai speranza di rinascere?</div>
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Cameron si dimostra uno scrittore abile nel tracciare sentimenti umani vividi e reali, lasciandoci a fine lettura diversi spunti di riflessione, trasmettendoci un senso di soffocata inerzia e di speranza oppressa, di smarrimento e vuoto esistenziale, nascosto dalla routine di una vita apparente. </div>
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<span style="color: #741b47;"><span style="font-size: large;"><span style="color: purple;">Voi lo avete letto?</span></span></span></div>
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<span style="color: #741b47;"><span style="font-size: large;"><span style="color: purple;">Che ne pensate?</span></span></span></div>
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Eziohttp://www.blogger.com/profile/05476818737130878255noreply@blogger.com2tag:blogger.com,1999:blog-1150553339258620331.post-39817478136017988972018-12-05T11:00:00.000+01:002018-12-05T11:00:00.437+01:00Blogtour #5 Tappa: Omega. La fine è solo il principio - Estrazione Giveaway<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzRfwwS9FsX6wPu8FT4CmWijVLtoW38JtAYpqn_QPeExfeVZWrGrIfJtw88tABMHH5fAiOQe3ir1TMZ71DuM-sq-JbtpPao8gtNCY8SynFRlPYvLjiIbRj5Xy1z6RsD3owmNfVGHX4oImk/s1600/Blogtour+e+Giveaway.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="797" data-original-width="1600" height="318" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzRfwwS9FsX6wPu8FT4CmWijVLtoW38JtAYpqn_QPeExfeVZWrGrIfJtw88tABMHH5fAiOQe3ir1TMZ71DuM-sq-JbtpPao8gtNCY8SynFRlPYvLjiIbRj5Xy1z6RsD3owmNfVGHX4oImk/s640/Blogtour+e+Giveaway.jpg" width="640" /></a></div>
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Buongiorno cari lettori, oggi torno sul blog per un evento molto carino e a cui ho partecipato con molto entusiasmo. Siamo giunti alla fine di questo fantastico blogtour dedicato al nuovo libro di <b>Licia Olivero</b>: <span style="color: #741b47;"><i><b>Omega. La fine è solo il principio</b></i></span>, un urban fantasy che saprà ammaliarvi!</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkT79exHgnmVSLBSU6EYRQKztnXI1USflWf5H9WVnDxTB1ciF_MsQvBR2GYDZhmXMWgaQ3IDvBpcUbKPDOmT5i4EnRhHaTeUW404Wtd2gIX9ZmabTV9jQWL_GlYDgQFWw-eVfq9cmOfi6n/s1600/tappa+5+estrazione+giveaway.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="797" data-original-width="1600" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkT79exHgnmVSLBSU6EYRQKztnXI1USflWf5H9WVnDxTB1ciF_MsQvBR2GYDZhmXMWgaQ3IDvBpcUbKPDOmT5i4EnRhHaTeUW404Wtd2gIX9ZmabTV9jQWL_GlYDgQFWw-eVfq9cmOfi6n/s400/tappa+5+estrazione+giveaway.jpg" width="400" /></a></div>
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Prima di scoprire il <b>vincitore della copia digitale del libro</b> (so che state fremendo per leggere il vostro nome, ma abbiate un attimo di pazienza 💓), volevo dirvi che fino alla data di uscita (6 Dicembre) potrete acquistare l'eBook in prevendita a €2,99 invece che €3,99, approfittatene!!</div>
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Ma andiamo al momento che tutti stavate aspettando...</div>
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<span style="color: #741b47;"><span style="font-size: x-large;">OMEGA. LA FINE È SOLO IL PRINCIPIO</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCkpJBtWo7pe-TjGhUndw9qi2sl7OC5etxpesPaXa1cRrJIxUtV_CrewZOmNlJlQLo0K-oTqlNfZZnB88q29xCM4AYaSLHYMaX6AC43TPy3IAZwl4RdheNsHxOg1Dwsgu8W0frbCHA9nTh/s1600/Cover+Omega+-+La+fine+%25C3%25A8+solo+il+principio.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCkpJBtWo7pe-TjGhUndw9qi2sl7OC5etxpesPaXa1cRrJIxUtV_CrewZOmNlJlQLo0K-oTqlNfZZnB88q29xCM4AYaSLHYMaX6AC43TPy3IAZwl4RdheNsHxOg1Dwsgu8W0frbCHA9nTh/s400/Cover+Omega+-+La+fine+%25C3%25A8+solo+il+principio.jpg" /></a></div>
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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"
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"
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"
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<![endif]--><span style="color: #741b47;">StreetLib Self-publishing | 555 pp. | €3,99 ebook (€2,99 fino al 06/12) | €21,99 cartaceo</span></div>
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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"
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"
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"
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La normalità
è un concetto relativo. Per Meg è assolutamente normale avventurarsi durante la
notte in luoghi poco raccomandabili per dare la caccia a vampiri, zombie o
fantasmi: è routine, ordinaria amministrazione, un po’ come assistere ai
battibecchi tra le sue due amiche e compagne di caccia, Charlinne e Suzanne. </div>
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Persino i terribili
incubi sempre più ricorrenti e che la perseguitano fanno parte della sua
normalità. </div>
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D’improvviso,
però, gli avvenimenti soprannaturali sembrano moltiplicarsi, il passato che Meg
tenta tenacemente di seppellire riemerge e sulla Terra iniziano a comparire fin
troppi demoni che invece dovrebbero essere relegati negli Inferi. </div>
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E un demone
in particolare sembra essere fin troppo interessato a lei. Perché? Possibile
che tutto – anche ciò che non sembra – sia collegato a lei? E perché l’intero
Inferno sembra darle la caccia? Quanto sono forti le catene che la legano a un
destino che lei non desidera? Sarà possibile spezzarle, oppure tutto, ogni
lotta, ogni decisione, condurrà alla stessa inevitabile fine?</div>
</blockquote>
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<span style="color: #741b47;"><span style="font-size: x-large;">IL VINCITORE...</span></span></div>
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Il fortunato vincitore della copia digitale è...</div>
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Complimenti a <b>Lucia M.</b>!!</div>
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<span style="color: red;"><u>Il vincitore sarà contattato direttamente dall'autrice per l'invio del libro ^^</u></span></div>
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A nome mio, di Licia e tutte le altre blogger grazie a tutti per aver partecipato 💗💗💗</div>
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Christyhttp://www.blogger.com/profile/10829519181560462463noreply@blogger.com6tag:blogger.com,1999:blog-1150553339258620331.post-78954873367045753672018-11-20T13:12:00.000+01:002018-11-20T13:12:14.514+01:00Recensione: VoxBuongiorno carissimi lettori ^^ Oggi vi lasciamo la recensione di un libro che non vedevo l'ora di leggere ma ahimè non ne sono rimasto particolarmente entusiasta >.< le premesse c'erano tutte ma non sono state ben sfruttate!<br />
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<span style="color: #741b47; font-size: medium;">VOX</span></div>
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<span style="color: #741b47; font-size: 15.4px;">Nord | 416 pp. | €19,00</span></div>
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<span style="font-family: Cuprum;"><span style="font-size: 15.4px;">Jean McClellan è diventata una donna di poche parole. Ma non per sua scelta. Può pronunciarne solo cento al giorno, non una di più. Anche sua figlia di sei anni porta il braccialetto conta parole, e le è proibito imparare a leggere e a scrivere. Perché, con il nuovo governo al potere, in America è cambiato tutto. Jean è solo una dei milioni di donne che, oltre alla voce, hanno dovuto rinunciare al passaporto, al conto in banca, al lavoro. Ma è l'unica che ora ha la possibilità di ribellarsi. Per se stessa, per sua figlia, per tutte le donne. Limite di 100 parole raggiunto.</span></span></div>
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<span style="font-family: Cuprum;"><span style="font-size: 15.4px;"><i>"Stasera, a cena, prima che pronunci le ultime sillabe della giornata, mio marito dà un colpetto al dispositivo argentato attorno al mio polso sinistro. Un tocco leggero, come per condividere il mio dolore, o forse per ricordarmi di rimanere in silenzio fino a mezzanotte, quando il contatore si resetterà."</i></span></span></div>
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Provate per un attimo a immaginare di non poter parlare più. Provate a chiudere le vostre labbra, a tenerle ferme, neanche un sospiro. Provate a immaginare cosa possa significare non esprimere i propri pensieri, le proprie emozioni, i propri ideali e le proprie posizioni, se non con lo sguardo e i lineamenti della vostra pelle. <b>Immaginate il silenzio che improvvisamente si fa assordante, una lama, un dolore che vi trafigge.</b> Da uomini a bestie, oggetti, soprammobili impolverati. Senza nessuna speranza, nessun desiderio, nessuna possibilità. Siamo abituati a parlare, non ce ne rendiamo nemmeno conto di quanto sia uno strumento fondamentale e contemporaneamente unico, di quanto potremmo perdere senza questo strumento di comunicazione, di identità, di libertà. Come gli individui affetti da mutismo, come i pazienti neurologici affetti da afasia. Una malattia. Non delle cellule nervose, non dello sviluppo linguistico, non della motilità delle corde vocali. <b>Una malattia dell'uomo, dall'uomo, per l'uomo</b>. Questo è il fulcro del romanzo distopico di Christina Dalcher. Proprio l'uomo, nell'universo di Vox, ha creato questa condizione, questa trappola misogina e deleteria, questa gabbia che impedisce a tutte le donne di pronunciare più di 100 parole al giorno (potrebbero oltrepassare questo limite ma a costo di cosa? scariche elettriche nel proprio corpo). Ci ritroviamo di fronte ad una realtà attuale (libertà di stampa, di espressione, disuguaglianze, sottomissione) ma, per fortuna, estremizzata. L'obiettivo è quello di "riporre le donne al proprio posto", renderle di nuovo emblema del focolare, della famiglia, delle faccende domestiche. </div>
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<span style="font-family: Cuprum;"><span style="font-size: 15.4px;"><i>"Come donne, siamo chiamate al silenzio e all’obbedienza. Se dobbiamo imparare, chiediamo ai nostri mariti nell’intimità di casa, poiché è peccato che una donna metta in discussione l’autorità maschile voluta da Dio."</i></span></span></div>
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<b>Un ritorno alla purezza del passato, al simbolo della famiglia tradizionale, l'annientamento di tutti gli "errori della modernità</b>": non c'è spazio per le donne in carriera, per l'amore verso lo stesso sesso, per la verità, per le parole. Bisogna sottomettersi. L'alternativa sono i nuovi "campi di concentramento" (mi piace definirli tali) sperduti nel mondo, ricolmi soltanto di lavori forzati e sofferenza, insieme alla perdita della dignità, alla vergogna e alle esecuzioni pubbliche. Il libro è quasi un avvertimento ( e in fondo tutti i libri distopici lo sono): attenti al futuro, attenti alle idee perverse, attenti al mostro dentro ognuno di noi.</div>
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Il libro ha tutte le caratteristiche tipiche di un romanzo distopico. La voce narrante è quella della Dottoressa <span style="font-size: 15.4px;">Jean McClellan che ci descrive e racconta tutti i cambiamenti avvenuti nella società pur rimanendo però sul vago. Anche lei è costretta a non pronunciare più di 100 parole fin quando un giorno i massimi esponenti del nuovo governo la contattano per trovare una cura (i cui studi erano già in corso anni prima nei suoi stessi laboratori) per l'afasia di Wernicke in seguito ad un incidente del fratello del presidente. Ma cosa si nasconde dietro questa richiesta? Le buone intenzioni nasconderanno una verità ancora più marcia. Perchè esistono più laboratori? Cosa si nasconde dietro le porte sigillate? Esiste davvero una resistenza? Così Jean si ritroverà ad essere infine un'eroina in un mondo che va a pezzi. </span></div>
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<b>L'idea è veramente originale. L'ho trovata intrigante e un vero e proprio asso nella manica. Tuttavia mi è sembrata uno spreco</b>. Il nuovo assetto della società viene poco spiegato: ci sono accenni qua e là di cambiamenti, di nuove regole, dei campi di lavoro, della nuova educazione scolastica, dei nuovi divieti, delle trasmissioni televisive. Ma rimane tutto poco approfondito come se non ci fosse interesse a sviluppare per bene questo mondo. Come se fosse stata costruita l'impalcatura e i pilastri di un intero edificio senza tuttavia completare l'opera. Altro aspetto negativo è tutta la seconda parte del romanzo. Succede tutto in maniera troppo frettolosa, caotica e confusionaria. Ho dovuto a volte rileggere e tornare qualche pagina indietro per capire se mi ero perso o meno qualcosa, se avessi saltato qualche paragrafo. Uno sviluppo che forse voleva portare ad un climax ascendente di tensione, ma che invece mi è parso una corsa insensata verso un muro. Un'occasione sprecata nonostante l'idea sia molto originale e ricca di spunti di riflessione. </div>
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Lo consiglio tuttavia a tutti coloro che vogliano ricordarsi di quanto sia importante la libertà di espressione, il nostro diritto di parola. A tutti gli uomini affinché salvaguardino e custodiscano le parole. A tutte le donne che combattono ogni giorno per pronunciarle. </div>
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<b><span style="color: purple;">Lo avete letto?</span></b></div>
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<b><span style="color: purple;">Che ne pensate?</span></b></div>
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Eziohttp://www.blogger.com/profile/05476818737130878255noreply@blogger.com2tag:blogger.com,1999:blog-1150553339258620331.post-74318257040460597602018-11-12T09:29:00.000+01:002018-11-12T09:29:02.691+01:00Vincitori Halloween 2018Buongiorno carissimi lettori e buon inizio settimana ^^ Avete avuto tempo per partecipare ai nostri giveaway fino al 10 Novembre e adesso è tempo di vedere chi sono i nostri vincitori! Grazie a tutti per aver partecipato! Vi ricordiamo che eccetto il giveaway #2 con il gioco dei film <span style="text-align: center;">(le risposte esatte erano: Suspiria; The mist; L'inquilino del terzo piano; It follows; Nosferatu; Psyco </span><span style="text-align: center;">It; Shining; Babadook)</span>, tutti gli altri sono stati scelti tramite il sito random.org.<br />
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<img height="200" src="https://img.ibs.it/images/9788827848043_0_0_300_75.jpg" width="142" /> <img alt="Grimjank - La Saga dei Vampiri di [Vergnani, Claudio]" height="200" src="https://images-eu.ssl-images-amazon.com/images/I/51ciD%2B4BpuL.jpg" width="135" /> <img alt="Immagine correlata" height="200" src="https://images-na.ssl-images-amazon.com/images/I/51YBLsdK%2B0L._SX379_BO1,204,203,200_.jpg" width="152" /><br />
<img alt="Risultati immagini per il settimo oracolo" height="200" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEi3zLkDfPoF7YgR8zvzveo4URCuDcxCsVQ4ENmysRZS41BGpN9K_Onj8_xoslvf1S7t1UHa4yV-Ogm3x5gWYxXihCowhEUQVF5tKHR9U4Y2tH2y2eUn2R2UpDPiQ9dAM-Bz2YcD5wL09zzytUK3lNNl296M21ereZQfWJsmxADYBm9hTA8SSzOmjXhQykHqBBAaT_OLcjU0q7hCXg=s0-d" width="127" /> <img height="200" src="https://images-na.ssl-images-amazon.com/images/I/51PPA6AsE5L._SX311_BO1,204,203,200_.jpg" width="125" /> <img height="200" src="https://www.newtoncompton.com/files/cache/bookimages/10909/la-cattedrale-dei-vangeli-perduti-.jpg" width="132" /><br />
<u><b><br /></b></u>
Vincitore "Pulsione nera" + "Grimjanik":<span style="color: purple;"> VANNOLA14</span></div>
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Vincitori "End":<span style="color: purple;"> DORY.A. e MARIAGRAZIA MURGIA </span></div>
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Vincitore "Il settimo oracolo"<span style="color: purple;">: LUIGI</span></div>
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Vincitore "Lo strano colore del buio" (cartacea):<span style="color: purple;">ORIANA RAMUNNO</span><br />
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Vincitore "Lo strano colore del buio" (ebook):<span style="color: purple;"> LUIGI</span><br />
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Vincitore "La cattedrale dei vangeli perduti":<span style="color: purple;"> CINZIA CATALUCCI</span><br />
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<span style="color: purple;"><b>GRAZIE A TUTTI PER AVER PARTECIPATO!</b></span><br />
<span style="color: purple;"><b>ALLA PROSSIMA! </b></span></div>
Eziohttp://www.blogger.com/profile/05476818737130878255noreply@blogger.com5tag:blogger.com,1999:blog-1150553339258620331.post-66840108792519412582018-10-31T17:00:00.000+01:002018-10-31T17:00:02.091+01:00Halloween 2018: Giveaway #4Buongiorno carissimi lettori ^^ Concludiamo i festeggiamenti con altri 2 premi! Vi ricordiamo che potete partecipare a tutti i giveaway sino al 10 Novembre! Avete preparato già le maschere? Buona festa delle streghe qualsiasi cosa facciate stasera, noi ve la addolciamo così!<br />
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<span style="color: #741b47; font-family: "cuprum"; font-size: medium;"><span style="background-color: white;"><b>LO STRANO COLORE DEL BUIO</b></span></span><br />
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<span style="background-color: white; color: #741b47; font-family: "cuprum"; font-size: 15.4px;"> €5,32 (cartaceo)</span><span style="background-color: white; color: #741b47; font-family: "cuprum"; font-size: 15.4px;">| </span><span style="background-color: white; color: #741b47; font-family: "cuprum"; font-size: 15.4px;">€1,99 (ebook)</span><span style="background-color: white; color: #741b47; font-family: "cuprum"; font-size: 15.4px;">|</span><span style="background-color: white; color: #741b47; font-family: "cuprum"; font-size: 15.4px;">120 p.</span></div>
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<span style="background-color: white;">Che colore ha il buio? Dipende da come lo si guarda. Per me il buio non ha mai avuto una sua colorazione ma un mix di toni. È nero come le tenebre ma può anche essere verde come il marcio di un volto malato oppure rosso come il sangue. Nell’oscurità si nascondono i mostri più letali ma anche le menti più ossessionate e pericolose. È il loro ambiente. I racconti che andrete a leggere parlano di vendetta, di mondi popolati da zombie, di persone normali solo all’apparenza ma che nascondono pulsioni diaboliche e cattive, di sangue e di (della) morte. Contiene i racconti: Questione di polsi, Dopo il morso, Colpo di genio, Day Z, Quella casa in riva al lago, Il gioco, L'autolavaggio, Una sorpresa per te, Halloween rosso sangue, La cura giusta. </span></div>
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<span style="color: #741b47; font-family: "cuprum"; font-size: medium;"><span style="background-color: white;"><b>LA CATTEDRALE DEI VANGELI PERDUTI</b></span></span><br />
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Roma, dicembre 1564.<br />
Mentre in città un misterioso assassino traccia una croce di sangue sulla fronte delle sue vittime, in Vaticano qualcuno sta tramando per uccidere il papa. Raphael Dardo, agente segreto del duca Cosimo I de’ Medici, è a Roma con una missione: proteggere la vita di Pio IV e scoprire chi muove i fili della congiura. L’indagine lo porterà a fare ricerche tra cavatori di tesori, maghi, profeti eretici, nobili indebitati e potentissimi cardinali; dai piani alti del potere fino alle profondità labirintiche delle catacombe paleocristiane. Perché sono proprio quei cunicoli a nascondere qualcosa di estremamente prezioso e pericoloso, qualcosa di cui tutti sembrano desiderosi di impossessarsi, per poter poi esercitare qualsiasi forma di ricatto. Se vuole salvare se stesso, le persone che ama, il papa e l’intera Chiesa, Raphael deve scoprire cosa si nasconde nel ventre di Roma. E deve farlo al più presto...<br />
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<span style="color: purple; font-family: inherit;"><span style="background-color: white;"><b>REGOLE:</b></span></span></div>
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<span style="font-family: inherit;"><span style="background-color: white;"><b style="color: purple;">1.</b>Essere follower del blog e della pagina facebook</span></span></div>
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<span style="background-color: white;"><b style="color: purple;">2.</b>Commentare questo post lasciando la vostra <b>email</b> per contattarvi in caso di vittoria (una copia cartacea e una ebook del primo e una cartacea del secondo). </span></div>
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<span style="background-color: white;"><b style="color: purple;">3.</b>Condividete il post e invitate i vostri amici (facoltativo)</span></div>
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<span style="background-color: white;"><span style="color: purple;"><b>4</b></span>.Potrete partecipare sino al 10 <b>Novembre</b>! </span><br />
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<span style="background-color: white; color: purple;"><b>Vi aspettiamo!</b></span></div>
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Eziohttp://www.blogger.com/profile/05476818737130878255noreply@blogger.com6tag:blogger.com,1999:blog-1150553339258620331.post-43795934012116241382018-10-30T16:19:00.000+01:002018-10-30T16:19:52.751+01:00Halloween 2018: Giveaway #3Buon pomeriggio carissimi lettori ^^ Continuiamo a mostrarvi tutte i premi in serbo per voi **<br />
Ringraziamo l'autore per la sua disponibilità e ammettiamo che vorremmo rubarmi tutti i titoli di questi giorni >.<<br />
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<span style="color: #741b47; font-family: "cuprum"; font-size: medium;"><span style="background-color: white;"><b>IL SETTIMO ORACOLO</b></span></span><br />
<img alt="Risultati immagini per il settimo oracolo" src="http://t3.gstatic.com/images?q=tbn:ANd9GcQEZszbgGXyh0ERStNFM2VOQLwOLg0psrme4S16h39WcYlJ-sLx" height="320" width="204" /><br />
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<span style="background-color: white; font-family: "cuprum"; font-size: 15.4px;">Due bambini barbaramente uccisi e con la bocca cucita: è questo il macabro delitto su cui è chiamato a investigare Nigel Sforza dell’Interpol. Aiutato dal diplomatico Nicolò Nobile e dal colonnello Hannibal Gutierrez, l’esperto ispettore segue le tracce dell’assassino fino a Istra, una cittadina a nord di Mosca. È lì, nei pressi dell’enigmatica Wardenclyffe Tower, la torre di Tesla voluta negli anni Settanta dal governo sovietico, che la vicenda sembra abbia avuto inizio. Le indagini portano quasi subito a un’inquietante scoperta: dietro all’installazione si nasconde un laboratorio segreto, impegnato a proseguire i più abietti esperimenti nazisti in campo eugenetico. Intanto, un altro indizio viene rinvenuto nella piana delle piramidi, il luogo in cui negli anni Sessanta era stata scoperta la mummia del primo faraone d’Egitto, il dio Osiris. Un misterioso, ancestrale vaticinio, il Settimo oracolo, sembra stia tirando le fila dell’intera vicenda. </span></div>
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<span style="color: purple; font-family: inherit;"><span style="background-color: white;"><b>REGOLE:</b></span></span></div>
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<span style="font-family: inherit;"><span style="background-color: white;"><b style="color: purple;">1.</b>Essere follower del blog e della pagina facebook</span></span></div>
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<span style="background-color: white;"><b style="color: purple;">2.</b>Commentare questo post lasciando la vostra <b>email</b> per contattarvi in caso di vittoria.</span></div>
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<span style="background-color: white;"><b style="color: purple;">3.</b>Condividete il post e invitate i vostri amici (facoltativo)</span></div>
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<span style="background-color: white;"><span style="color: purple;"><b>4</b></span>.Potrete partecipare sino al <b>10 Novembre</b>! </span><br />
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<span style="background-color: white; color: purple; font-size: large;"><b>Vi aspettiamo!</b></span></div>
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Eziohttp://www.blogger.com/profile/05476818737130878255noreply@blogger.com11tag:blogger.com,1999:blog-1150553339258620331.post-44614128842504168592018-10-30T10:22:00.000+01:002018-10-30T10:22:17.050+01:00Halloween 2018: Giveaway #2Buongiorno carissimi lettori ^^ Halloween è ormai quasi arrivato.. avete organizzato qualcosa? Cosa farete? Siamo proprio curiosi di scoprirlo ^^ Oggi abbiamo un premio particolare per il quale ringraziamo fortemente la <u>BaoPublishing</u>. Un fumetto particolare, dalle tinte fantasy-gotiche, con al centro due sorelle ma non solo... l'inizio di una saga che non vediamo l'ora di avere tra le mani ** Non sapete quando vi invidiamo! Ma le sorprese non sono finite: la casa editrice ha messo in palio ben <b>2 copie</b> quindi ci saranno <b>2 vincitori</b>! Vi ricordiamo inoltre che è già online il <b>1° Giveaway</b>: <a href="https://unbuonlibrononfinisce-mai.blogspot.com/2018/10/halloween-2018-giveaway-1.html">qui</a><br />
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<span style="background-color: white; color: #741b47; font-family: "cuprum"; font-size: medium;"><b>END </b></span><br />
<img alt="Immagine correlata" height="320" src="https://images-na.ssl-images-amazon.com/images/I/51YBLsdK%2B0L._SX379_BO1,204,203,200_.jpg" width="244" /></div>
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<span style="background-color: white; color: #741b47; font-family: "cuprum"; font-size: 15.4px;">BaoPublishing | €15,00</span><span style="background-color: white; color: #741b47; font-family: "cuprum"; font-size: 15.4px;">| 60 p.</span></div>
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<span style="font-family: inherit;"><span style="background-color: white;">Attesa per anni, questa nuova creazione di </span><span style="background-color: white; box-sizing: border-box;">Barbara Canepa, </span><span style="background-color: white;">coadiuvata ai disegni da una straordinaria </span><span style="background-color: white; box-sizing: border-box;">Anna Merli,</span><span style="background-color: white;"> End ha debuttato da pochi mesi sul mercato francese ed è già un acclamato best seller. Seguite il risveglio di Elisabeth, mentre scopre esattamente che cosa c’è al di là del velo della morte. Una storia tesa, cupa, quintessenzialmente gotica, da uno dei team creativi più prestigiosi d’Europa. Un volume di una bellezza commovente e inusitata.</span></span></div>
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<span style="color: purple; font-family: inherit;"><span style="background-color: white;"><b>REGOLE:</b></span></span></div>
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<span style="font-family: inherit;"><span style="background-color: white;"><b style="color: purple;">1.</b>Essere follower del blog e della pagina facebook</span></span></div>
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<span style="background-color: white;"><b style="color: purple;">2.</b>Commentare questo post lasciando la vostra email per contattarvi in caso di vittoria </span><br />
<span style="background-color: white;"><b style="color: purple;">3.</b>Dovrete mandare un'email a <u>eziocammisa@hotmail.it</u> con il titolo dei relativi film dell'horror dei fotogrammi che vi proponiamo (per ogni titolo indovinato 1 punto)!</span></div>
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<span style="background-color: white;"><b style="color: purple;">4.</b>Condividete il post e invitate i vostri amici (facoltativo)</span></div>
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<span style="background-color: white;"><span style="color: purple;"><b>5</b></span>.Potrete partecipare sino al <b>10 Novembre</b>! </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeWwZFau_FSCNCOCOJClAtzNy4vcuf8wUN7YxqvDr3Iqaa4OHTbD6okgyhji0Xkzce7VnSQ5XNTs1vQ2zLNdk-6MhXHydLZMcL0jxgKuaahbXsWMhm_zI-qE1W9PrE_1DEd-lLNx9KxQo/s1600/Untitled+collage+%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1600" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeWwZFau_FSCNCOCOJClAtzNy4vcuf8wUN7YxqvDr3Iqaa4OHTbD6okgyhji0Xkzce7VnSQ5XNTs1vQ2zLNdk-6MhXHydLZMcL0jxgKuaahbXsWMhm_zI-qE1W9PrE_1DEd-lLNx9KxQo/s320/Untitled+collage+%25281%2529.jpg" width="320" /></a></div>
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<span style="background-color: white; color: purple; font-size: large;"><b>Vi aspettiamo!</b></span></div>
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Eziohttp://www.blogger.com/profile/05476818737130878255noreply@blogger.com9tag:blogger.com,1999:blog-1150553339258620331.post-69477990361799224862018-10-29T14:00:00.000+01:002018-10-29T14:00:03.866+01:00Halloween 2018: Giveaway #1Buongiorno carissimi lettori ^^ E che bell'inizio di settimana...potevamo mica lasciarvi a bocca asciutta senza festeggiare Halloween? Certo che no! Oggi, martedì e mercoledì ci saranno per voi delle "terrificanti" sorprese che siamo sicuri vi piaceranno :P<br />
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Abbiamo organizzato tutto all'ultimo momento e per questo dobbiamo assolutamente ringraziare gli autori e le case editrici che si sono messi a disposizione! Noi invece non voglio far altro che regalarvi storie, emozioni, divertimento! </div>
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Ma andiamo subito all'inizio di questi mostruosi festeggiamenti e partiamo subito con il primo, anzi i primi 2 premi:</div>
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<span style="background-color: white; color: #741b47; font-family: "cuprum"; font-size: medium;"><b>PULSIONE NERA</b></span></div>
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<span style="color: #292929; font-family: inherit;"><span style="background-color: white;">Giugno 1981: una coppia di fidanzati appartatasi nella campagna fiorentina viene brutalmente massacrata. Un giovane cronista incaricato di seguire il caso, oltre ai fantasmi del proprio passato, dovrà affrontare un abisso di perversione e violenza. Un noir crudo e nichilista, ispirato ai delitti del Mostro di Firenze.</span></span></div>
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<span style="color: #292929; font-family: inherit;"><span style="background-color: white;"><b style="color: #741b47; font-family: cuprum; font-size: large;">GRIMJANK-LA SAGA DEI VAMPIRI</b></span></span></div>
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<span style="color: #292929; font-family: inherit;"><span style="background-color: white;"><span style="color: #741b47; font-family: "cuprum"; font-size: 15.4px;">Acheronbooks | €4,99 <b>(ebook)</b></span><span style="color: #741b47; font-family: "cuprum"; font-size: 15.4px;">| </span></span></span><span style="background-color: white; color: #741b47; font-family: "cuprum"; font-size: 15.4px;">€15,00 (cartaceo)</span></div>
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<span style="color: #292929; font-family: inherit;"><span style="background-color: white;"><span style="font-family: inherit;">Modena. Un gruppo di ragazzi dai vissuti più diversi viene assoldato da un'enigmatica donna, denominata "l'Amica", per uccidere vampiri. Queste creature della notte hanno ben poco di romantico: animaleschi, ferocissimi e sanguinari, sono ben intenzionati a riprendere il loro posto in cima alla catena alimentare. Ma se di giorno la situazione è sotto controllo perché i succhiasangue restano nascosti in luoghi fatiscenti eletti a covi, di notte le orrende creature escono allo scoperto attaccando vagabondi, immigrati e persone sole. È allora che bisogna vigilare e agire. Tra sinistri sopralluoghi, massacranti turni di guardia e visite a un'antica e misteriosa Rocca dove si compiono sconvolgenti rituali, la squadra di moderni Van Helsing farà la conoscenza del Maestro dei Vampiri: il leggendario Grimjank</span></span></span></div>
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<span style="color: purple; font-family: inherit;"><span style="background-color: white;"><b>REGOLE:</b></span></span></div>
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<span style="font-family: inherit;"><span style="background-color: white;"><b style="color: purple;">1.</b>Essere follower del blog e della pagina facebook</span></span></div>
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<span style="background-color: white;"><b style="color: purple;">2.</b>Commentare questo post lasciando la vostra email per contattarvi in caso di vittoria</span></div>
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<span style="background-color: white;"><b style="color: purple;">3.</b>Nel commento, scrivere <u>quale "mostro reale" (quindi realmente esistito) e quale "di finzione" temete di più e per quale motivo.</u></span></div>
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<span style="background-color: white;"><b style="color: purple;">4.</b>Condividete il post e invitate i vostri amici (facoltativo)</span></div>
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<span style="background-color: white;"><b style="color: purple;">5.</b></span><span style="background-color: white;">Potrete partecipare sino al <b>10 Novembre</b>! Il vincitore riceverà sia il primo volume che l'ebook!</span></div>
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<b><span style="color: purple;">VI ASPETTIAMO! </span></b></div>
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Eziohttp://www.blogger.com/profile/05476818737130878255noreply@blogger.com7tag:blogger.com,1999:blog-1150553339258620331.post-73370125127389313512018-10-25T12:15:00.000+02:002018-10-25T12:15:11.570+02:00Speciale Halloween 2018: Shirley Jackson, tra fantasmi e insanitàBuongiorno carissimi lettori ^^ Oggi abbiamo pensato, con la scusa dell'arrivo di Halloween, di fare quattro chiacchiere su una delle scrittrici della letteratura gotica, tanto amata quanto, a mio parere, ancora poco conosciuta: <b><span style="color: red;">Shirley Jackson.</span></b><br />
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<a href="https://www.neh.gov/sites/default/files/2018-06/2018_1-Winter_Shirley-Jackson01.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per shirley jackson" border="0" height="320" src="https://www.neh.gov/sites/default/files/2018-06/2018_1-Winter_Shirley-Jackson01.jpg" width="235" /></a>Mi sono imbattuto per la prima volta (adesso non ricordo neanche in che modo sia venuto a conoscenza del suo nome) in questa scrittrice un paio di anni fa, approcciandomi per la prima volta con il romanzo <b><i>"Abbiamo sempre vissuto nel castello</i></b>". Che dire, fu un'esperienza positiva. Il libro ebbe la capacità di incollarmi alle pagine e di trascinarmi in un vortice di fine inquietudine e mistero che lasciava trapelare, in maniera appena accennata, qualcosa per poi farla scomparire quasi subito. Il pregio più alto del libro sono sicuramente le "atmosfere dark" che risalgono in alto come vapori tiepidi ma non fastidiosi, che immergono il lettore in un mondo di "oscuri presagi e misteri difficili da decifrare", un mondo di ombre, segreti, boschi aggrovigliati, ricordi, tormenti. Al di là della trama e dei personaggi (anche essi ben connotati sopratutto sul piano psicologico, impossibile non stabilire un legame quasi viscerale), quello che più mi è rimasto a distanza di tempo è il ricordo di una bellezza cupa. Mi ricordo soltanto che mi maledissi per non aver conosciuto prima questa scrittrice. </div>
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Dopo questa prima esperienza, sono sempre stato curioso di leggere altro, di scoprire cosa la sua mente avesse creato, se gli altri libri fossero alla stessa altezza del primo. Ma ancora non ho avuto l'occasione per farlo (anche se penso rimedierò a breve con un bell'ordine online). C 'è da dire inoltre che la curiosità è stata alimentata in questo periodo dalla visione della nuova serie tv Netflix <b>"The haunting of Hill House"</b> nonostante sappia che questa si discosti molto dal romanzo. </div>
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Anche qui, lasciatemi dire che è tanta roba. Magistrali le inquadrature, i dialoghi, l'interpretazione dei personaggi, la creazione di un intreccio ipnotico fino alla fine. Al di là della trama della serie tv, quello che probabilmente è stato ripreso molto dalla Jackson, è il dubbio del confine labile tra realtà, immaginazione, insanità mentale nonchè le inquiete e sottili atmosfere oscure che minano alla nostra lucidità e alla serenità della notte. Non voglio dilungarmi ancora, ma ve la consiglio. </div>
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Di certo, nella stesura dei propri romanzi, ogni scrittore lascia qualcosa di sè, spargendo frammenti della propria vita, della propria personalità, dei propri fallimenti, incubi, segreti, tormenti e speranze. La Jackson non ha infatti avuto una vita semplice. Basti pensare al rapporto conflittuale con la madre, al sentimento di oppressione che sentiva nel ruolo di moglie, alle dipendenze e agli episodi depressivi, all'agorafobia che la costrinse a sei mesi di reclusione in casa. Ma come si sa, spesso è dal dolore, dall'inadeguatezza, dalla paura e dai tormenti, che nascono i migliori scritti. </div>
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Quali sono le opere di Shirley? Potremmo creare cumuli di post prendendo in considerazione anche solo i suoi racconti. Ma ci concentreremo sopratutto su 3 suoi romanzi. </div>
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<a href="https://img.ibs.it/images/9788845928918_0_0_300_75.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://img.ibs.it/images/9788845928918_0_0_300_75.jpg" /></a>La protagonista, Elizabeth Richmond, ventitré anni, i tratti insieme eleganti e anonimi di una "vera gentildonna" della provincia americana, non sembra avere altri progetti che quello di aspettare "la propria dipartita stando il meno male possibile". Sotto un'ingannevole tranquillità, infatti, si agita in lei un disagio allarmante che si traduce in ricorrenti emicranie, vertigini e strane amnesie. Un disagio a lungo senza nome, finché un medico geniale e ostinato, il dottor Wright, dopo aver sottoposto la giovane a lunghe sedute ipnotiche, rivelerà la presenza di tre personalità sovrapposte e conflittuali: oltre alla stessa Elizabeth, l'amabile e socievole Beth e il suo negativo fotografico Betsy, "maschera crudele e deforme" che vorrebbe fagocitare e distruggere, con il suo "sorriso laido e grossolano" e i suoi modi sadici, insolenti e volgari, le altre due. È solo l'inizio di un inabissamento che assomiglierà, più a che un percorso clinico coronato da un successo terapeutico, a una discesa amorale e spietata nelle battaglie angosciose di un Io diviso, apparentemente impossibile da ricomporre: tanto che il dottor Wright sentirà scosse le fondamenta non solo della sua dottrina, ma della sua stessa visione del rapporto tra l'identità e la realtà.</div>
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<a href="https://img.ibs.it/images/9788845923661_0_0_300_75.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://img.ibs.it/images/9788845923661_0_0_300_75.jpg" /></a>"A Shirley Jackson, che non ha mai avuto bisogno di alzare la voce"; con questa dedica si apre "L'incendiaria" di Stephen King. È infatti con toni sommessi e deliziosamente sardonici che la diciottenne Mary Katherine ci racconta della grande casa avita dove vive reclusa, in uno stato di idilliaca felicità, con la bellissima sorella Constance e uno zio invalido. Non ci sarebbe nulla di strano nella loro passione per i minuti riti quotidiani, la buona cucina e il giardinaggio, se non fosse che tutti gli altri membri della famiglia Blackwood sono morti avvelenati sei anni prima, seduti a tavola, proprio lì in sala da pranzo. E quando in tanta armonia irrompe l'Estraneo (nella persona del cugino Charles), si snoda sotto i nostri occhi, con piccoli tocchi stregoneschi, una storia sottilmente perturbante che ha le ingannevoli caratteristiche formali di una commedia. Ma il malessere che ci invade via via, disorientandoci, ricorda molto da vicino i "brividi silenziosi e cumulativi" che - per usare le parole di un'ammiratrice, Dorothy Parker abbiamo provato leggendo "La lotteria". Perché anche in queste pagine Shirley Jackson si dimostra somma maestra del Male - un Male tanto più allarmante in quanto non circoscritto ai 'cattivi', ma come sotteso alla vita stessa, e riscattato solo da piccoli miracoli di follia.</div>
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<a href="https://img.ibs.it/images/9788845930959_0_0_300_75.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://img.ibs.it/images/9788845930959_0_0_300_75.jpg" /></a>«In questo autentico classico del genere gotico, Eleanor Vance, giovane e tormentata donna che non ricorda di essere mai stata felice in tutta la sua vita, viene assoldata dal sinistro professor Montague, aspirante cacciatore di fantasmi, per un soggiorno sperimentale a Hill House ... Giunta a destinazione, Eleanor si trova davanti una casa “che sembrava aver preso forma da sola, assemblandosi in quel suo possente schema indipendentemente dai muratori”; un edificio che “drizzava la testa imponente contro il cielo senza concessioni all'umanità”; una costruzione immune da ogni esorcismo: “un luogo non adatto agli uomini, né all'amore, né alla speranza”; una casa che si rifiuta di essere una dimora accogliente così come Eleanor vorrebbe sfuggire a un sistema di vita che le ha portato soltanto infelicità»</div>
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<b><span style="color: purple; font-size: large;">Che ne pensate?</span></b></div>
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<b><span style="color: purple; font-size: large;">Avete letto-vorreste leggere qualcosa?</span></b></div>
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<b><span style="color: purple; font-size: large;">Avete visto la serie?</span></b></div>
Eziohttp://www.blogger.com/profile/05476818737130878255noreply@blogger.com2tag:blogger.com,1999:blog-1150553339258620331.post-5772962217328463422018-10-15T18:24:00.000+02:002018-10-15T18:24:26.518+02:00OSCAR VAULT - Gli Oscar Mondadori presentano le più spettacolari novità del 2019<div style="text-align: justify;">
Cari lettori, buona sera! È da un po' che non ci leggete, ma questo evento non possiamo non farvelo conoscere. Domani, <u><b>16 Ottobre dalle 18:30 al Mondadori Store di Via Marghera</b></u>, <b>Oscar Mondadori</b> vi allieterà con tantissime anteprime del prossimo anno, alla scoperta delle prossime uscite e dei libri più attesi! All'evento saranno presenti diversi personaggi, che saranno ben lieti di accogliervi e parlarre con voi. </div>
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Vediamo un po' di cosa si tratta, intanto prendete le vostre agende. </div>
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" 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</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia, "Times New Roman", serif;">Sarà <b style="mso-bidi-font-weight: normal;">Dario Tonani</b>,
punta di diamante della fantascienza italiana, ad aprire le danze, affiancato
dall’illustratore <b style="mso-bidi-font-weight: normal;">Franco Brambilla</b>,
fresco vincitore del premio Italia alla rassegna Strani Mondi: insieme
presenteranno il nuovo romanzo di Tonani, <i style="mso-bidi-font-style: normal;">Naila
di Mondo9</i>.</span></div>
<span style="font-family: Georgia, "Times New Roman", serif;">
</span><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg8DE7-N_-GRy0atEAB3E4oenbM6NaWNy1R98q2SAoCERlMFPIzagY7J8L5xZLmHt5fJjDksjEv-tiOyqEreyHyGq3VbD5zH4DUZR6OhiVcUpa2RBwTjVrJL_CVImOjN-AnoTNgTqRLGBt/s1600/closeup_mockup3.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg8DE7-N_-GRy0atEAB3E4oenbM6NaWNy1R98q2SAoCERlMFPIzagY7J8L5xZLmHt5fJjDksjEv-tiOyqEreyHyGq3VbD5zH4DUZR6OhiVcUpa2RBwTjVrJL_CVImOjN-AnoTNgTqRLGBt/s200/closeup_mockup3.png" width="200" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia, "Times New Roman", serif;">A seguire, l’acclamatissima trilogia “Terra Infranta” di <b style="mso-bidi-font-weight: normal;">N. K. Jemisin</b>, che arriva in Italia
nella primavera del 2019 con il primo volume <i style="mso-bidi-font-style: normal;">La quinta stagione</i>.</span></div>
<span style="font-family: Georgia, "Times New Roman", serif;">
</span><div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia, "Times New Roman", serif;">Si rivela poi la copertina italiana del nuovo libro di <b style="mso-bidi-font-weight: normal;">George R. R. Martin</b>, <i style="mso-bidi-font-style: normal;">Sangue e Fuoco</i>, insieme alla nuova
grafica dei cinque volumi de <i style="mso-bidi-font-style: normal;">Il trono di
spade</i> in edizione Oscar Draghi.</span></div>
<span style="font-family: Georgia, "Times New Roman", serif;">
</span><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYrXgogV2jg8o6Igbao2MKKzAxukfBQmboqMd9_4X9dfUehsQUQbvfvkEbsM1omvCDRItz58cXxUj3wpLtjDNsq3b3hta5kmdxo8XU_fRowldrlMUOFEQwg__ttr9wV3UP6_7oy3Wdvuqn/s1600/Vader.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="960" data-original-width="638" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYrXgogV2jg8o6Igbao2MKKzAxukfBQmboqMd9_4X9dfUehsQUQbvfvkEbsM1omvCDRItz58cXxUj3wpLtjDNsq3b3hta5kmdxo8XU_fRowldrlMUOFEQwg__ttr9wV3UP6_7oy3Wdvuqn/s200/Vader.jpg" width="132" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigM2G412ZAr-BNH_c4SClKYH6DhuQxK-zQjZriCqQSdD-JHWMu4SuaW7jQvp0buoSOd1_vCUBwOBJeOiFQeAnKCzJrdKSkAmxwdqhFdTUrrJd92IEH4IcaD36cXNSyWQ6ivKdQTz5OLRry/s1600/closeup_mockup2.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigM2G412ZAr-BNH_c4SClKYH6DhuQxK-zQjZriCqQSdD-JHWMu4SuaW7jQvp0buoSOd1_vCUBwOBJeOiFQeAnKCzJrdKSkAmxwdqhFdTUrrJd92IEH4IcaD36cXNSyWQ6ivKdQTz5OLRry/s200/closeup_mockup2.png" style="cursor: move;" width="200" /></a><span style="font-family: Georgia, "Times New Roman", serif;">Tour-de-force fantascientifico con i nuovi romanzi e i
fumetti di Star Wars, presentati dall’artista Marvel <b style="mso-bidi-font-weight: normal;">Giuseppe Camuncoli</b>, autore della nuova uniform edition per la
collana Oscar Ink; con la premiatissima trilogia <i style="mso-bidi-font-style: normal;">Ancillary</i> e il nuovo romanzo <i style="mso-bidi-font-style: normal;">Provenance</i>
di <b style="mso-bidi-font-weight: normal;">Ann Leckie</b> e con il nuovo
fenomeno della speculative fiction americana: <i style="mso-bidi-font-style: normal;">Binti</i> di <b style="mso-bidi-font-weight: normal;">Nnedi Okorafor</b>.</span></div>
<span style="font-family: Georgia, "Times New Roman", serif;">
</span><div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia, "Times New Roman", serif;"><b style="mso-bidi-font-weight: normal;">Giuseppe Palumbo</b>,
artista principe dei fumetti di Diabolik, presenta l’edizione in volume di <i style="mso-bidi-font-style: normal;">DK. L’altro Diabolik</i>, escursione del “Re
del Terrore” in una nuova dimensione narrativa.</span></div>
<span style="font-family: Georgia, "Times New Roman", serif;">
</span><div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia, "Times New Roman", serif;"><i style="mso-bidi-font-style: normal;">Lo spiacevole ritorno
di Zio Tibia</i>, icona del fumetto nel catalogo degli Oscar Mondadori, sarà
celebrato dal curatore, <b style="mso-bidi-font-weight: normal;">Giuseppe Lippi</b>,
e dallo scrittore <b style="mso-bidi-font-weight: normal;">Fabio Genovesi</b>,
autore dell’introduzione al volume.</span></div>
<span style="font-family: Georgia, "Times New Roman", serif;">
</span><div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia, "Times New Roman", serif;">Spazio quindi al nuovo romanzo della regina della narrativa
Young Adult <b style="mso-bidi-font-weight: normal;">Cassandra Clare</b>: <i style="mso-bidi-font-style: normal;">Regina dell’aria e delle tenebre</i>.</span></div>
<span style="font-family: Georgia, "Times New Roman", serif;">
</span><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHqH_orOGrSWblAMl6QdVT4JlYwuP3uChqNYbofhRBB6khhi31Q9xYbaF0Rkts_S8dLWBrUkwiZKVsqXSguz1L0P1y0E1M_x5M_XDGjR9B6GJKAkA7ZCTTa4dbyekPCGtUd3iNqy1vvEl/s1600/Sherlock+Holmes.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="666" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZHqH_orOGrSWblAMl6QdVT4JlYwuP3uChqNYbofhRBB6khhi31Q9xYbaF0Rkts_S8dLWBrUkwiZKVsqXSguz1L0P1y0E1M_x5M_XDGjR9B6GJKAkA7ZCTTa4dbyekPCGtUd3iNqy1vvEl/s200/Sherlock+Holmes.jpg" width="138" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia, "Times New Roman", serif;">Il collettivo <b style="mso-bidi-font-weight: normal;">Malleus
Rock Art Lab</b> presenterà le nuove copertine realizzate per la collana Oscar
Draghi: <i style="mso-bidi-font-style: normal;">Tutti i romanzi e tutti i
racconti di Sherlock Holmes</i>, <i style="mso-bidi-font-style: normal;">La
Fanta-Scienza di H.G. Wells</i>, e <i style="mso-bidi-font-style: normal;">Guida
Galattica per gli Autostoppisti</i> di Douglas Adams.</span></div>
<span style="font-family: Georgia, "Times New Roman", serif;">
</span><div class="MsoNormal" style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwTQHhm0951DJ-i6cNlJVG9McbPc4BVXqgmkhQaDE73vIl_y1lZVLo-B3_2KavxSIOe6LKflnkw1OktvkTTeApucy_dQBnS8Zme4tYMDAtP8VSjjjcWfJyyx_kADpCBxZg1c0SXl9GABXa/s1600/closeup_mockup2b.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwTQHhm0951DJ-i6cNlJVG9McbPc4BVXqgmkhQaDE73vIl_y1lZVLo-B3_2KavxSIOe6LKflnkw1OktvkTTeApucy_dQBnS8Zme4tYMDAtP8VSjjjcWfJyyx_kADpCBxZg1c0SXl9GABXa/s200/closeup_mockup2b.png" width="200" /></a><span style="font-family: Georgia, "Times New Roman", serif;">In chiusura, gran finale all’insegna dell’epic fantasy, con <i style="mso-bidi-font-style: normal;">L’uomo delle rune </i>di <b style="mso-bidi-font-weight: normal;">Peter V. Brett</b> e l’attesissimo nuovo
volume delle “Cronache della Folgoluce”: <i style="mso-bidi-font-style: normal;">Giuramento</i>
di <b style="mso-bidi-font-weight: normal;">Brandon Sanderson</b> che con questo
romanzo di 1.200 pagine approda nel catalogo degli Oscar Mondadori.</span></div>
<span style="font-family: Georgia, "Times New Roman", serif;">
</span><div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia, "Times New Roman", serif;">Contributi video di Peter V. Brett, N. K. Jemisin, Ann
Leckie, George R. R. Martin, Nnedi Okorafor, Brandon Sanderson.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia, "Times New Roman", serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<u><b>Per ulteriori curiosità, informazioni o altro trovate tutto sull'evento Fb: <a href="https://www.facebook.com/events/2193436710698496/?action_history=%22[%7B%5C%22surface%5C%22%3A%5C%22messaging%5C%22%2C%5C%22mechanism%5C%22%3A%5C%22attachment%5C%22%2C%5C%22extra_data%5C%22%3A%7B%7D%7D]%22">QUI</a></b></u></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
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Christyhttp://www.blogger.com/profile/10829519181560462463noreply@blogger.com0tag:blogger.com,1999:blog-1150553339258620331.post-90161148120071174712018-10-02T12:38:00.000+02:002018-10-02T13:11:00.479+02:00Recensione: Fiorirà l'aspidistra (George Orwell)Buongiorno carissimi lettori, oggi vi lasciamo la recensione di un piccolo gioiello della letteratura. Si può parlar d'altro quando il romanzo in questione è di Orwell? Se ancora non avete mai letto nulla di suo, iniziate da 1984 ma anche questo romanzo merita, merita, merita ** Assolutamente consigliato!<br />
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<span style="color: #741b47; font-family: "cuprum"; font-size: x-large;">FIORIRÀ</span><span style="background-color: white; color: #741b47; font-family: "cuprum"; font-size: x-large;"> L'ASPIDISTRA</span></div>
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<img alt="Risultati immagini per fiorirà l'aspidistra" height="320" src="https://img.ibs.it/images/9788852056406_0_0_2172_75.jpg" width="206" /></div>
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<span style="background-color: white; color: #741b47; font-family: "cuprum"; font-size: 15.4px;">Mondadori | 268 pp. | €13,00 </span></div>
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<span style="background-color: white; text-align: justify;"><span style="font-family: inherit;">Londra, anni Trenta. Il giovane Gordon Comstock coltiva ambizioni letterarie e, per mantenersi, fa il commesso in libreria. Figlio della piccola borghesia britannica, si ribella alla morale della sua classe: il rifiuto della rispettabilità e del mito del "buon posto" gli fa intraprendere una vera e propria discesa agli inferi. Per affermare i diritti della poesia contro il mondo dominato dal denaro, vive in solitudine, povertà e squallore, macerandosi nel vittimismo e nella frustrazione. Fino a che una notizia inaspettata segna la sua "resurrezione", o forse la resa al sogno di una casa con le tendine ricamate e una pianta di aspidistra alla finestra.</span></span></div>
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<i>"Ciò di cui si rese conto, e sempre più chiaramente col passar del tempo, fu che il culto del denaro è stato elevato a religione. Forse è la sola vera religione - la sola religione veramente sentita- che ci sia rimasta. Il denaro è ormai ciò che Dio soleva essere."</i></div>
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<u>Un eroe, un vagabondo della vita, un reietto della società, un uomo alieno alle normali abitudini e concezioni socio-culturali-economiche della Londra degli anni Trenta.</u> Uno degli ultimi dei componenti ancora in vita della famiglia Comstock. Un poeta, uno scrittore di versi, un'anima sensibile che combatte contro il capitalismo, il materialismo, la borghesia che sprofonda nel denaro e nell'agio più irreprensibile. <b>Una guerra personale, di corpo e di spirito, contro il denaro, il cosiddetto Dio Quattrino che tutti sottomette rendendo gli uomini una schiera di schiavi, di morti che operano, lavorano, camminano, si affaccendano, solo ed esclusivamente per asservire i desideri e i dettami del loro Dio. </b></div>
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<i>"Ecco, cosa significava adorare il dio quattrino! Sistemarsi, Far Bene, vendere l’anima per un nulla e per un’aspidistra! Diventare il tipico serpentello con la bombetta – l’ometto di Strube – il cittadino docile che rincasa alle diciotto e quindici, ogni sera, per consumare una cena a base di pasticcio di carne alla campagnola e di pere sciroppate in scatola, ascoltare per una mezz’oretta alla radio il concerto sinfonico della B.B.C. e infine, forse, un po’ di leciti rapporti sessuali, sempre che la moglie “si senta in vena”! Che destino! No, non era così che intendeva vivere. Uno aveva il dovere di tirarsi fuori da tutto ciò, fuori dal puzzo di quattrini. Era una specie di complotto che egli veniva tramando. Era come se egli si fosse votato a questa guerra contro il denaro"</i></div>
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<a href="https://www.filmtv.it/imgbank/GALLERYXL/R201701/asp12.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per la stagione dell'aspidistra" border="0" height="217" src="https://www.filmtv.it/imgbank/GALLERYXL/R201701/asp12.jpg" width="320" /></a><u>Gordon cerca di fuggire, di librarsi libero al di sopra di tutto e tutti. Non vuole un "buon posto" che gli possa permettere una vita agiata ed ordinaria, una famiglia, più di quanto non gli serva. Vuole essere libero dalla logica del mercato, del pragmatismo, delle necessità, della rispettabilità.</u> Non vuole essere "morto" come tutti gli altri, vuole vivere. Vivere di letteratura, di versi, di poesia. Un Poeta contro la mediocrità e il marciume della società circostante. E fa di tutto pur di perseguire la sua dottrina, la sua fede, i suoi ideali. Rifiuta le raccomandazioni, lascia il "buon posto" che aveva trovato, diviene un semplice libraio in una vecchia libreria di quartiere, con un salario minimo che gli permetta di vivere in una pensione decadente dove possa finire i suoi scritti. "Piaceri Londinesi" è l'opera che sta cercando di concludere altalenando tra momenti di speranza e disillusione, un'opera che potrebbe immortalarlo per sempre tra i maggiori autori di successo (successo che non è arrivato con la pubblicazione della sua prima opera). Così ingaggia un'aspra battaglia contro il denaro e tutto ciò che ruota intorno ad esso; così non può assicurare un futuro alla sua amante Rosemary, non può dedicarsi completamente alla sua aspirazione, non può permettersi di mangiare nei ristoranti, di prendere un taxi, di comprare un vestito nuovo. Si ritrova così a condurre una vita fatta di stenti, rinunce, sacrifici, delusioni, insicurezza e fragilità. Più scappa dal Dio Quattrino, padre della borghesia, più cade in un vortice agghiacciante che lo porterà una sera al culmine, esasperato e quasi del tutto sprofondato nel "fango, il sottosuolo, il mondo più vero ma anche più infimo". </div>
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<u>Riuscirà alla fine a vincere contro <b>l'aspidistra, simbolo per Gordon della borghesia, della loro vita agiata ma asservita al denaro? </b>Fino a che punto gli ideali avranno forza? Quanto resisterà l'eroe anti-sociale di fronte alle difficoltà e alle incombenze della povertà e alla perdita dell'ultimo barlume di dignità e vitalità? Riuscirà a scalare tutti i gradini sociali in una sorta di declassamento volontario? Cosa troverà alla fine? </u></div>
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<a href="https://herbaria.plants.ox.ac.uk/bol/Content/Projects/plants400/images/hires/Aspidistra1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per aspidistra" border="0" height="320" src="https://herbaria.plants.ox.ac.uk/bol/Content/Projects/plants400/images/hires/Aspidistra1.jpg" width="199" /></a><i>"Quei piccoli borghesi là, dietro le loro tendine ricamate, coi loro figli, i loro mobili dozzinali e le loro aspidistre, essi vivevano secondo il codice del denaro, senza dubbio, e riuscivano ciò nonostante a conservare la loro dignità. Avevano le loro norme, i loro inviolabili punti d’onore. Si “mantenevano rispettabili”: facevano garrire le loro aspidistre, come bandiere."</i></div>
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Gordon sacrifica tutto, persino se stesso, sino alla notizia che alla fine gli farà cambiare direzione radicalmente. Sconfitta o resurrezione. Gordon alla fine sarà contento. Se siete curiosi, scoprirete perché: avrà vinto la sua battaglia o sarà contento, anche se sconfitto? </div>
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Come in 1984, il cerchio si chiude in maniera ambigua e beffarda, con vincitori e sconfitti. Anche in questo caso, Orwell si mostra capace di una scrittura tagliante ed interessante, sviluppando i temi trattati e le ideologie in maniera impeccabile. Anche in questo caso non possiamo far altro che chiamarlo visionario. </div>
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<b>Una storia ossessiva, ancora concreta e ricca di spunti di riflessione. Un romanzo di formazione ma anche di invettiva sociale, di scontro tra ideologie e la concretezza del mondo circostante, tra essere e materia.</b></div>
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<span style="color: #741b47;"><span style="font-size: x-large;"><span style="color: purple;">Voi lo avete letto?</span></span></span></div>
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<span style="color: #741b47;"><span style="font-size: x-large;"><span style="color: purple;">Che ne pensate?</span></span></span></div>
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<br />Eziohttp://www.blogger.com/profile/05476818737130878255noreply@blogger.com3tag:blogger.com,1999:blog-1150553339258620331.post-53803327587159865382018-09-29T13:03:00.000+02:002018-09-29T13:03:29.563+02:00Recensione: La gemella sbagliata<div style="text-align: justify;">
Buongiorno lettori e buon pranzo (vista l'ora ^^")! Oggi vi lascio il mio pensiero su <span style="color: #741b47;"><i><b>La gemella sbagliata</b></i></span> un thriller psicologico di <b>Ann Morgan</b>, edito da <b>Piemme</b>. Finalmente dopo anni dalla sua uscita sono riuscita ad acquistarlo e a leggerlo e posso affermare di aver scelto molto bene, visto il risultato finale!</div>
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<span style="color: #741b47;"><span style="font-size: x-large;">LA GEMELLA SBAGLIATA</span></span></div>
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<span style="color: #741b47;">Piemme | 396 pp. | €19,50 (copertina rigida) | €10,90 (brossura vers. economica)</span></div>
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<span style="color: #741b47;"></span><span class="sinossi-content isbn-9788868368616 last active" style="display: inline;">Helen
ed Ellie sono gemelle. Identiche. Almeno così le vedono gli altri. Ma
le due bambine sanno che non è così: Helen è la leader, Ellie la spalla.
Helen decide, Ellie obbedisce. Helen pretende, Ellie accetta. Helen
inventa i giochi, Ellie partecipa. Finché Helen ne inventa uno un po'
troppo pericoloso: scambiarsi le parti. Solo per un giorno. Dai vestiti
alla pettinatura ai modi di fare. Ed ecco che Ellie, con la treccia di
Helen, comincia a spadroneggiare, mentre Helen si finge la sottomessa e
spaventata Ellie. È divertente, le due bambine ridono da matte. Ci
cascano tutti, perfino la mamma. Ma, alla sera, quando il gioco dovrebbe
essere finito, e Helen pretende di tornare a essere se stessa, Ellie
per la prima volta dice di no. Ormai è lei la leader. E non tornerà
indietro. Da questo momento, per la vera Helen comincia l'incubo...<br />
Un capolavoro di suspense e inquietudine, che riesce a raccontare in
modo straordinario la discesa agli inferi della protagonista, nonché la
facilità con cui si possono manipolare le persone e distorcere la
realtà. Perché non tutto è come sembra, anche nelle migliori famiglie, e
in quella di Helen ed Ellie ci sono molti più segreti di quanti le
bambine stesse possano immaginare. Al punto che un gioco innocente,
forse, non è mai stato solo un gioco.<br />
Una lettura tesa e avvincente, che vi farà girare le pagine
vorticosamente, e che fa di Ann Morgan una delle voci più sorprendenti
del thriller psicologico.</span></div>
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<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"/>
<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"/>
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<div class="Preferito">
Ho desiderato leggere <i>La gemella sbagliata</i> per diverso tempo
finché non ho avuto l’opportunità di acquistarlo e poi leggerlo avidamente in
un paio di giorni. Quello che mi aspettavo dalla trama era un thriller
psicologico che riuscisse a conquistarmi lentamente e che mi tenesse sulle
spine, e questo è ciò che ho poi percepito durante tutta la lettura, sebbene
alla fine si sia un po’ discostato dal genere vero e proprio. </div>
<div class="Preferito">
<b><i>La gemella sbagliata </i>è riuscito a tenermi incollata alle sue
pagine per ore e ore, senza che mi accorgessi del tempo che passava</b>, e penso
che questa sia la cosa più bella che un autore di thriller possa riuscire a
fare. </div>
<div class="Preferito">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1q5HTNobgtRc8hQCxllS7QZJhyphenhyphenaISGueAtxll28KlsJBze3ZW7QFlF2EhchBXY4SzEt85XQnfZDVQrF55MohwLOutkXlKgmEBhe3TieSypx46R0_IDla2BIuFXxTc70Fyujn7dTB9qpeJ/s1600/42821311_331934787378902_4710638586003718144_n.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1q5HTNobgtRc8hQCxllS7QZJhyphenhyphenaISGueAtxll28KlsJBze3ZW7QFlF2EhchBXY4SzEt85XQnfZDVQrF55MohwLOutkXlKgmEBhe3TieSypx46R0_IDla2BIuFXxTc70Fyujn7dTB9qpeJ/s320/42821311_331934787378902_4710638586003718144_n.jpg" width="240" /></a></div>
<div class="Preferito">
Helen ed Ellie sono due gemelle identiche, se non fosse per
l’abbigliamento e per i capelli raccolti in maniera diversa sarebbe difficile
distinguerle. Sono però due bambine dal carattere totalmente diverso; mentre
Helen è sicura di sé, sempre al suo posto, la classica “brava bambina”, Ellie è
molto introversa, quasi sottomessa alla sorella e poco reattiva. Tutto cambia
però quando decidono di fare un gioco: scambiarsi di ruolo per fare uno scherzo
alla mamma. Quello che non si aspetta Helen però è che quel gioco presto si
trasformerà in un incubo per lei, da quel momento in poi non sarà mai più
Helen, ma rimarrà nel ruolo di Ellie, subendo tutte le angherie e
l’indifferenza che fino ad allora era stata riservata alla sorella. </div>
<div class="Preferito">
Quello che colpisce Helen, alla sua giovane età, non è
solamente la perdita della propria identità, ma piuttosto il non sentirsi
adatta ad ogni situazione e il tutto è peggiorato dall’arrivo a casa di Akela,
il nuovo compagno di mamma, che come se niente fosse ha preso il posto del papà
dopo che questo si è suicidato. </div>
<div class="Preferito">
Si capisce subito da ciò che la situazione in famiglia non è
delle migliori e il sentirsi sola e non capita peggiora il malessere della
bambina, che entrerà in un vortice che pian piano la porterà ad avere
comportamenti aggressivi e ad un disturbo bipolare. </div>
<div class="Preferito">
<br /></div>
<div class="Preferito">
<b><i>La gemella sbagliata</i> è un thriller che si delinea pian
piano, alternando i capitoli tra passato e presente</b> in cui conosciamo Smudge.
Sarà difficile inizialmente capire la situazione e questo crea curiosità nel
lettore, che sarà trascinato in un vortice di dolore e inadeguatezza.
<b>Impossibile non provare diverse emozioni per la piccola Helen, dalla rabbia
alla paura, dalla tristezza all’odio</b> per quella madre che rifiuta assolutamente
di ascoltare le sue spiegazioni e ancora meno cerca di capirla. </div>
<div class="Preferito">
<b>Quello però che inizia come un thriller, verso la seconda
metà si discosta dal genere e diventa più un romanzo introspettivo in cui il
lettore non può far altro che conoscere la mente di Helen per arrivare a
scoprire poi la verità sul passato</b>, il motivo di tutte quelle mancanze che
verranno alla luce quando ormai la sua vita sembra essere andata a pezzi. </div>
<div class="Preferito">
Mi è piaciuto molto questo libro, nonostante la fine mi
abbia lasciata un po’ contrariata perché molto distante da ciò che mi
aspettavo. Ho apprezzato lo stile narrativo di Ann Morgan, che è riuscita a
tenere alta l’adrenalina e a creare un velo di suspense che aleggia durante
l’intera lettura. </div>
<div class="Preferito">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNTGrxNpxbCOjUeSr5IvyK7nbEl8crYSP_Iexx8jbxKTmm81WDXegf9D8ml1V6J9gAKew0qPbtspqd1QdheLqfsB8Cqa8XCk6gDeWenEMkaapgqF5_UFTl6Khi6r2PliUxrP8vD48T7404/s1600/4+stelle.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="51" data-original-width="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNTGrxNpxbCOjUeSr5IvyK7nbEl8crYSP_Iexx8jbxKTmm81WDXegf9D8ml1V6J9gAKew0qPbtspqd1QdheLqfsB8Cqa8XCk6gDeWenEMkaapgqF5_UFTl6Khi6r2PliUxrP8vD48T7404/s1600/4+stelle.png" /></a></div>
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Christyhttp://www.blogger.com/profile/10829519181560462463noreply@blogger.com9tag:blogger.com,1999:blog-1150553339258620331.post-20681330152833315972018-09-27T10:10:00.000+02:002018-09-27T10:10:04.203+02:00Giveaway "Welcome Autumn": Vincitori Buongiorno carissimi lettori ^^ Come procedono letture e acquisti? Io sono impegnato in una nuova lettura con Orwell ** Come promesso, la prima cosa che avremmo fatto stamattina era annunciare il vincitore del nostro giveaway di inizio autunno! Curiosi? Ma prima sveliamo a quali libri si riferivano i fotogrammi!<br />
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-MfMDZmfjk4CH4oH_gHJV9eXOvJGTWUD7cPAHmh0utt1ERXqx4UhUpFQa6e5dad6Je0kp8k3kHLu8eRZuoRME5y3ovTD-af-JObgp8URKD-HGE64HdDLDONALo0b0gJap520OsfKovkQ/s640/BeFunky+Collage.jpg" /></div>
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Troviamo rispettivamente in ordine: <span style="color: purple;">L'abbazia di Northanger (Jane Austen); </span><span style="color: purple;">L'uomo invisibile (H.G.Wells); </span><span style="color: purple;">L'amante (Marguerite Duras). </span></div>
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Avete mai letto questi libri? O visto i film? Io ho letto soltanto "L'uomo invisibile" mentre i film mi mancano tutti >.< E adesso.... rullo di tamburi.... il vincitore (verrà contatto per email e sceglierà tra i 3 titoli) è:</div>
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<b><u><br /></u></b>
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<div style="text-align: center;">
<b><u>Chiara Lanzi!</u></b></div>
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<b><u><br /></u></b></div>
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<b><u><br /></u></b></div>
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<b style="color: purple;">E voi, quale avreste voluto leggere?</b></div>
</div>
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<span style="color: purple;"><b>Grazie a tutti per aver partecipato </b></span></div>
<div style="text-align: center;">
<span style="color: purple;"><b>e come sempre</b></span></div>
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<span style="color: purple;"><b>vi aspettiamo qui sul blog!</b></span></div>
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Eziohttp://www.blogger.com/profile/05476818737130878255noreply@blogger.com0tag:blogger.com,1999:blog-1150553339258620331.post-33741357264668459542018-09-24T13:55:00.000+02:002018-09-24T13:55:59.774+02:0010 Prossime uscite da non perdere<div style="text-align: justify;">
È da un po' che non parliamo di <b>anteprime</b>, quindi ho deciso di raggruppare insieme alcune delle prossime uscite più interessanti. Scopriamo insieme quali libri troveremo nei prossimi giorni o settimane in libreria. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkmGLoKU80ZcLh9Cr7no5pEN6eYssZCOEgp_mU3y-BfvAHy5O8vzeTg30gR_YfphsZ-p4hOH-FVH0q9MQwPXCIGn9WRJHY88QU3eVsItDmuiaeI2R0elItbM-yeB7Pqf2uhaOzsYx3KqD6/s1600/81rrBIn5ggL.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="312" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkmGLoKU80ZcLh9Cr7no5pEN6eYssZCOEgp_mU3y-BfvAHy5O8vzeTg30gR_YfphsZ-p4hOH-FVH0q9MQwPXCIGn9WRJHY88QU3eVsItDmuiaeI2R0elItbM-yeB7Pqf2uhaOzsYx3KqD6/s320/81rrBIn5ggL.jpg" width="208" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKLwg-u_EJDxsiUc9Zia5pFpXB28bzeogwiLH13-4H1cO_Jyody_r9wfq8C5dRS_ly31ph99jrYjVmnIlBab_0kBX8Gw_feZStpL2AbeMy3fRb6ndGdDMpQx-_flflNEFB8HEDyaaqqmkJ/s1600/978880468613HIG-312x480.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="312" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKLwg-u_EJDxsiUc9Zia5pFpXB28bzeogwiLH13-4H1cO_Jyody_r9wfq8C5dRS_ly31ph99jrYjVmnIlBab_0kBX8Gw_feZStpL2AbeMy3fRb6ndGdDMpQx-_flflNEFB8HEDyaaqqmkJ/s320/978880468613HIG-312x480.jpg" width="208" /></a></div>
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Per <b>Mondadori</b> usciranno due attesissimi libri, precisamente il <u>25 Settembre</u> arriverà in Italia <span style="color: #741b47;"><i><b>Il principe crudele</b></i></span>, successo di <b>Holly Black </b>(18,00€ | 313 pp.). </div>
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Invece dovremo aspettare il <u>16 Ottobre</u> per poter leggere il nuovo libro di <b>Neil Gaiman <span style="color: #741b47;"><i>Miti del nord</i></span></b> (19,00€ | 228 pp.).</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3cLASeakpqGYM1c_fw647pf7b9bQC_0QZCtLo0iUTeRuwnGIEBdsakJgX60AENztOudsWL0tRSBysaUtNSw123HPGXlvEeG-pxZDuT5mfkA7FormrPWpj3ij8nDZwVJ4uqU1c-1OG58V5/s1600/5500-Sovra_approvazione.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="426" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3cLASeakpqGYM1c_fw647pf7b9bQC_0QZCtLo0iUTeRuwnGIEBdsakJgX60AENztOudsWL0tRSBysaUtNSw123HPGXlvEeG-pxZDuT5mfkA7FormrPWpj3ij8nDZwVJ4uqU1c-1OG58V5/s320/5500-Sovra_approvazione.jpg" width="213" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidXkZs9635UuOlt8zWehzUcHSFbBAeGYWBsfWiGGa-1d3MCjB_8509_m8I5BsmKl06q6XCZOd6rZ286Zpa6_Rj1ja6vEfUyW1lZUj2NXuSIgbR8aGIDJQXCWvYRLGUfAD3XesMawSSCcgo/s1600/9788851164508_9b0e809189896d75eb6c1f7f68b7f0f0.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="811" data-original-width="555" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidXkZs9635UuOlt8zWehzUcHSFbBAeGYWBsfWiGGa-1d3MCjB_8509_m8I5BsmKl06q6XCZOd6rZ286Zpa6_Rj1ja6vEfUyW1lZUj2NXuSIgbR8aGIDJQXCWvYRLGUfAD3XesMawSSCcgo/s320/9788851164508_9b0e809189896d75eb6c1f7f68b7f0f0.jpg" width="218" /></a></div>
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Sempre il <u>16 Ottobre</u> sarà pubblicato <span style="color: #741b47;"><b><i>La regina del nord </i></b></span>di <b>Rebecca Ross</b> per <b>Piemme </b>(€17,50 | n.d.). <span style="color: #741b47;"><b><i> </i></b></span></div>
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<span style="color: #741b47;"><b><i>No Exit </i></b></span>di <b>Taylor Adams</b> invece è una nuova pubblicazione per <b>DeA Planeta </b>e sarà in libreria dal <u>9 Ottobre</u> (17,00€ | 352 pp.). </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjXGiuin5cL-ziUWJ2u5kXVto4h3j0IpbNLFmPjD9jRZCe8_8woQchGMdsUR0E9jTvRDp8_TOwwt_8lAvzhJY-2GVDSnniTs9vdtwOzNPSKlSF-kAPRY3kIuxCLKG6YuGh9__hKFfcU4Qk/s1600/Adeyemi+Figli+di+sangue+e+ossa.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="989" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjXGiuin5cL-ziUWJ2u5kXVto4h3j0IpbNLFmPjD9jRZCe8_8woQchGMdsUR0E9jTvRDp8_TOwwt_8lAvzhJY-2GVDSnniTs9vdtwOzNPSKlSF-kAPRY3kIuxCLKG6YuGh9__hKFfcU4Qk/s320/Adeyemi+Figli+di+sangue+e+ossa.jpg" width="197" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSmBsYiIJwiPNourePf5_EbqcxIUbZys4PlrYe0t1UeTFd-3BaEuZi_pV80mjM2Ez2z4urqf6L5POc6YaI1sqB19YMjaSD1MUNDzxUCvdypIzqB62rs0usv4mIt7_Kiu8Mxsnwse17Xnlh/s1600/b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1060" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSmBsYiIJwiPNourePf5_EbqcxIUbZys4PlrYe0t1UeTFd-3BaEuZi_pV80mjM2Ez2z4urqf6L5POc6YaI1sqB19YMjaSD1MUNDzxUCvdypIzqB62rs0usv4mIt7_Kiu8Mxsnwse17Xnlh/s320/b.jpg" width="212" /></a></div>
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Ecco altri due attesissimi libri e che io ho già inserito in wishlist. <span style="color: #741b47;"><i><b>Figli di sangue e ossa</b></i></span> di <b>Tomi Adeyem</b> arriverà finalmente in Italia il <u>2 Ottobre</u> grazie a <b>Rizzoli</b> (18,00€ | 552 pp.).</div>
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Il <u>27 Settembre</u> invece <b>Garzanti</b> pubblica l'ultimo lavoro di <b>Federica Bosco</b>, atteso da tutte le sue lettrici, <span style="color: #741b47;"><i><b>Il nostro momento imperfetto</b></i></span> (17,90€ | 310 pp.).</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrpTKAs4qmmV2ePVUVGU_pfolDkgVBDi4HPv3N6wHAaf-sZy2OZjO291vkZbs3WCJ4G9wbT_sUppLB_S_HP8uPkOj_uLxdSdQubfIUHGsRFUAHW_g6BRU_jWbTW3oNlvqOHyS_F8ZO5ZK7/s1600/chi-ha-ucciso-mia-sorella-x1000.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="657" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrpTKAs4qmmV2ePVUVGU_pfolDkgVBDi4HPv3N6wHAaf-sZy2OZjO291vkZbs3WCJ4G9wbT_sUppLB_S_HP8uPkOj_uLxdSdQubfIUHGsRFUAHW_g6BRU_jWbTW3oNlvqOHyS_F8ZO5ZK7/s320/chi-ha-ucciso-mia-sorella-x1000.jpg" width="210" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFZF5Q9naaWTA0VJ0UgtwNIDguoDfXTpcAe01osX3zmWkQ-Ol3ZP8zxHvHulKFUVfvxAcQZE5X8RHALn71f9zS9zSKlUFGXIuemocWpxLh7nkgrp19s7EVpvriha2tAhnYgepJ1XmiDdFM/s1600/la-battaglia-della-corona-maledetta-x1000.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="643" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFZF5Q9naaWTA0VJ0UgtwNIDguoDfXTpcAe01osX3zmWkQ-Ol3ZP8zxHvHulKFUVfvxAcQZE5X8RHALn71f9zS9zSKlUFGXIuemocWpxLh7nkgrp19s7EVpvriha2tAhnYgepJ1XmiDdFM/s320/la-battaglia-della-corona-maledetta-x1000.jpg" width="205" /></a></div>
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<b>Newton Compton editori </b>invece ci accontenta con altri due attesissimi seguiti. <span style="color: #741b47;"><i><b>Chi ha ucciso mia sorella </b></i></span>(12,00€ | 364 pp.) arriva il <u>27 Settembre</u> e segna il ritorno di <b>Julia Heaberlin</b>, autrice che ho amato per <i>Gli occhi neri di Susan </i>(<a href="http://unbuonlibrononfinisce-mai.blogspot.com/2016/06/recensione-gli-occhi-neri-di-susan.html">qui</a> la mia recensione). </div>
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Sempre il <u>27 Settembre</u> uscirà anche <span style="color: #741b47;"><b><i>La battaglia della corona maledetta</i></b></span> di <b>Kendare Blake</b> (14,90€ | 416 pp.), secondo volume della serie <b>Three Dark Crowns, </b>iniziata con <i>La battaglia delle tre corone</i>. <br /><b></b></div>
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Altro seguito tanto atteso è il secondo volume della serie fantasy <i>Viking </i>di <b>Linnea Hartsuyker</b> (<a href="http://unbuonlibrononfinisce-mai.blogspot.com/2018/05/recensione-viking-le-ossa-di-ardal.html">qui</a> la recensione del primo libro); arriverà il <u>3 Ottobre</u> <span style="color: #741b47;"><i><b>Viking. La regina del mare </b></i></span>per <b>Giunti </b>(18,00€ | 576 pp.).</div>
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L'<u>11 Ottobre</u> invece <b>HarperCollins</b> pubblicherà il nuovo libro di <b>Kiersten White <span style="color: #741b47;"><i>La buia discesa di Elisabeth Frankestein</i></span></b>. </div>
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<span style="color: #741b47;"><span style="font-size: x-large;">Che ne pensate di queste prossime uscite?</span></span></div>
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<span style="color: #741b47;"><span style="font-size: x-large;">Quale vi interessa maggiormente?</span></span></div>
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<br />Christyhttp://www.blogger.com/profile/10829519181560462463noreply@blogger.com2tag:blogger.com,1999:blog-1150553339258620331.post-21309292747992620302018-09-21T10:29:00.000+02:002018-09-21T10:29:16.945+02:00Giveaway di fine settembre: Welcome Autumn Buongiorno carissimi lettori ^^ Come annunciato qualche settimana fa, a settembre ci sarebbe stata una sorpresa per tutti voi e infatti....eccola! Abbiamo deciso di festeggiare il vicino ritorno dell'autunno con un giveaway tutto per voi! Almeno avrete un nuovo libro per inaugurare cioccolate calde e pomeriggi passati davanti al camino in compagnia di una coperta :P<div>
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Ma quali sono i premi in palio? Il fortunato vincitore potrà scegliere uno tra i seguenti libri... ops, scherzetto! Abbiamo deciso di provare a farvi indovinare i titoli dei libri in base a dei fotogrammi tratti dai corrispettivi film :P Riuscirete a indovinarli? </div>
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<b style="font-family: Cuprum; font-size: 15.4px;"><span style="color: purple;">REGOLE:</span></b></div>
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<span style="font-weight: bold;"><span style="color: purple;">1.</span></span>Essere follower del blog e della pagina facebook (se volete siamo anche su instagram) </div>
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<b><span style="color: purple;">2.</span></b>Commentare questo post lasciando la propria email </div>
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<b><span style="color: purple;">3.</span></b>Se volete, potete condividere il post lasciando anche il link della condivisione e invitando i vostri amici.</div>
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<span style="color: purple; font-weight: bold;">4.</span>Per avere una maggiore possibilità di vittoria, dovrete mandare all'email <u>eziocammisa@hotmail.it</u> anche solo 1 dei titoli dei libri che avrete indovinato in base ai fotogrammi! Avrete 1-2-3 punti in più in base a quanti fotogrammi indovinerete! </div>
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<b><span style="color: purple;">5.</span></b> <u>Anche coloro che non riconosceranno i film/libri parteciperanno all'estrazione finale. </u><br /><b><span style="color: purple;">6.</span></b> I vincitori saranno proclamati il 27 settembre quindi potete partecipare <b>entro il 26 settembre sera</b>!</div>
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E adesso, passiamo ai fotogrammi :3</div>
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<b><span style="color: purple; font-size: large;">BUONA FORTUNA!</span></b></div>
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<b><span style="color: purple; font-size: large;">VI ASPETTIAMO!</span></b></div>
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Eziohttp://www.blogger.com/profile/05476818737130878255noreply@blogger.com13tag:blogger.com,1999:blog-1150553339258620331.post-76360343749282281662018-09-20T17:00:00.000+02:002018-09-20T17:00:47.755+02:00Doppia Recensione: L'amica geniale (volume III e IV) Buon pomeriggio carissimi lettori ^^ Sto leggendo più a settembre che nell'ultimo anno >.< A voi capita mai di avere periodi così intensi alternati a mesi di assoluto blocco?<br />
Oggi vi parlo degli ultimi due volumi della saga di Elena Ferrante (vi lascio la recensione dei primi due <a href="http://unbuonlibrononfinisce-mai.blogspot.com/2018/09/doppia-recensione-lamica-geniale-volume.html">qui</a>).<br />
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<img alt="Risultati immagini per storia di chi resta e di chi fugge" src="http://static.lafeltrinelli.it/static/frontside/xxl/717/5145717_277482.jpg" height="320" width="205" /> <img alt="Immagine correlata" height="320" src="https://static.lafeltrinelli.it/static/frontside/xxl/26/5850026_298838.jpg" width="202" /></div>
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<i>Diventammo l'una per l'altra frammenti di voce, senza mai nessuna verifica dello sguardo</i></div>
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<b>Un cerchio che si chiude. Anelli che si incastrano alla perfezione, una catena che fa dei giri immensi per poi ritornare al punto di partenza. L'inizio che si ricongiunge con la fine. I personaggi completano la loro evoluzione, cambiano, si inaspriscono o si acquietano, maturano, trovano un finale alla loro storia. Tutto è compiuto</b>. E il cerchio si chiude con una nota di malinconia, inaspettata, dolciastra e sentimentale. Inaspettata, forse ci aspettavamo un altro finale, più completo e esplicativo, ma va bene così. Un leggero alone di mistero che permane ma che lascia evidente e chiara la profonda amicizia che lega le nostre due protagoniste. Seppure qualcuno potrebbe non definirla tale. </div>
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Negli ultimi due volumi, assistiamo alla fase maturativa vera e propria, dalla vita adulta sino alla vecchiaia, non solo di Elena e Lila, ma di tutti gli altri personaggi. Nessuno infatti viene emarginato, lasciato indietro, dimenticato, ma tutti arrivano a un vicolo cieco, vengono posti di fronte all'esito delle loro azioni e della loro esistenza. La vita adulta dovrebbe essere meno problematica e più facile dell'infanzia e della adolescenza? Sembra proprio di no. Assistiamo infatti a una concatenazione di eventi importanti e significativi che stravolgeranno le vite delle nostre protagoniste. </div>
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<i>La maturità consisteva nell'accettare la piega che aveva preso l'esistenza senza agitarsi troppo, tracciare un solco tra prassi quotidiana e acquisizioni teoriche, imparare a vedersi, a conoscersi in attesa di grandi cambiamenti.</i></div>
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Se nei primi due libri Elena mi era apparsa l'emblema del raziocinio calcolato e attento, qui invece si capisce bene come anche lei venga trascinata dal flusso imprevedibile della vita. Le sue azioni e i suoi pensieri potrebbero essere discutibili (perché abbandonare tutto quello che ha conquistato con fatica? Per un abbaglio? Una illusione?) ma è proprio in questo suo catapultarsi a capofitto nella vita, seguendo sentimenti, emozioni, pensieri, speranze, che ci appare più umana, capace di avere e costruire anche lei una propria identità. <u>Assistiamo con Elena alla creazione di una famiglia, l'amore per Pietro, le difficoltà, le incombenze che si mischiano alla quotidianità, il peso e la gioia della maternità, l'insicurezza di essere al posto giusto e di rischiare. Ma assistiamo anche alla creazione di una sua più marcata identità, di un suo percorso intellettuale e lavorativo. Eppure, ancora fino alle ultime pagine, un sentimento poco identificabile e chiaro, la lega alla sua amica di sempre.</u> Paura di non essere in fondo migliore di Lila, di essere troppo legata e influenzata dalla stessa, di essere rimasta sempre dentro quel rione fatto di vicoli, dicerie e arretratezza nonostante la sua lontananza fisica per diversi anni. Eppure è proprio grazie a lei che spesso ritrova anche il suo io più vero, la spinta a fare sempre meglio. Dunque si tratta di un rapporto di subalternità, di devozione quasi religiosa, di invidia per l'intelligenza così naturale e mai ricercata di Lila? O forse è soltanto un mettersi in parallelo, guardarsi dentro lo specchio e rivedere tratti dell'amica che tanto l'ha spronata e aiutata anche se inconsapevolmente? Forse l'uno e l'altro. <b>Un rapporto assolutamente emblematico e difficile da decifrare appieno. </b></div>
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Lila invece continua a essere la mia preferita. Caparbia e capace, sempre pronta a mettersi in gioco, a sfidare i giochi di potere del rione, a riprendersi tutto e tutti secondo una logica a volte troppo arguta e rapace. Non si sottomette, non cede, non si arrende. In questi due libri assistiamo ad una sua rinascita. Dalla fabbrica di Soccavo (in cui lavorava in condizioni pietose) alla subalternità nei confronti dei Solara per poi approdare alla creazione di una azienda tutta sua. Eppure rimane la più vera, capace di esprimere la parte più profonda di noi stessi, di vedere e mostrarci la realtà cosi come è, senza ordine nè forma, senza margini ben delineati. <u>Tutto è caos, persino i suoi pensieri, la sua mente. Sempre un mare in tempesta. Rimane un personaggio enigmatico, incapace da comprendere in tutte le sue sfaccettature, impossibile tracciarne un ritratto chiaro e esemplificativo. E forse proprio per questo rimane il personaggio più riuscito. </u></div>
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<i>"Non dimenticarti mai che siamo esseri molto affollati,zeppi di fisica, astrofisica, biologia, religione, anima, borghesia, proletariato, , capitale, lavoro, profitto, politica, tantissime frasi armoniche, tantissime disarmoniche, il caos dentro e il caos fuori. Per cui calmati, esclamò ridendo Lina"</i></div>
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Sullo sfondo, danzano tutti gli altri personaggi fino al loro ultimo ballo, mostrandoci l'evoluzione del rione, di Napoli, forse del mondo intero. Una parte sicuramente importante del romanzo, fondamentale. La politica, la rivoluzione, i sindacati, le lotte interne, locali e a più ampio raggio, i cambiamenti dell'Italia nella seconda metà del '900 sono lo sfondo e contemporaneamente protagonisti dei romanzi senza mai eccedere, lasciando il piedistallo sempre alle due protagoniste adesso vicine e così simili, adesso distanti e incapaci di comunicare. </div>
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<b>Un romanzo corale, un'epopea, una saga che avvince e strega, con una scrittura che abbaglia anche nei momenti più lenti. </b></div>
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Si potrebbero scrivere pagine e pagine, riflettere su mille aspetti ma ho preferito lasciare a caldo solo la summa delle sensazioni che ho avuto. Quando finiamo di leggere un romanzo, e ancor di più una saga, è inevitabile chiedersi: ne è valsa la pena? La risposta è assolutamente si. Lasciatevi trasportare da questa storia, inabissatevi con le protagoniste, entrate nei meandri della loro mente, mescolatevi, confondetevi con loro. Alla fine vi sentirete parte della storia, non spettatori esterni, e rimarrete storditi quando girerete l'ultima pagina. </div>
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Eziohttp://www.blogger.com/profile/05476818737130878255noreply@blogger.com4tag:blogger.com,1999:blog-1150553339258620331.post-71907504911298920712018-09-19T10:05:00.000+02:002018-09-19T10:09:08.328+02:00Review Party: La madre perfetta di Aimee Molloy<div style="text-align: justify;">
Buongiorno lettori, qualche giorno fa ho pubblicato la tappa del blogtour dedicato a <span style="color: #741b47;"><i><b>La madre perfetta</b></i></span>, il nuovo thriller edito <b>Giunti</b> e scritto da <b>Aimee Molloy</b>. Oggi ritorno per parlarvi di questo libro e di ciò che non mi è piaciuto durante la lettura. </div>
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La mia è la voce fuori dal coro, come ho notato dalle altre ragazze che hanno partecipato al blogtour, quindi vi invito a leggere le diverse recensioni per avere un'idea chiara sul libro e diversi punti di vista. </div>
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<span style="font-size: x-large;"><span style="color: #741b47;">LA MADRE PERFETTA</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhztdju4Al-SEOMw8IYrRKB3M-07a1gKPFspg_dSuF18tw0jnwLAIg2wztPTJv5kcBhuyOunt0pk6AGvK0YnkQfIjB53VUSPQ1z-hKHiUrF-fvlV_IKGHUWvATHJO_cbGDoFsxv2w1Hdcd9/s320/61%252BGpJ%252BHdJL._SX348_BO1%252C204%252C203%252C200_.jpg.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="320" data-original-width="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhztdju4Al-SEOMw8IYrRKB3M-07a1gKPFspg_dSuF18tw0jnwLAIg2wztPTJv5kcBhuyOunt0pk6AGvK0YnkQfIjB53VUSPQ1z-hKHiUrF-fvlV_IKGHUWvATHJO_cbGDoFsxv2w1Hdcd9/s320/61%252BGpJ%252BHdJL._SX348_BO1%252C204%252C203%252C200_.jpg.jpeg" /></a></div>
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<span style="color: #741b47;">Giunti | 352 pp. | €19,00</span></div>
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<span style="color: #741b47;"></span><span style="color: #741b47;"></span>Si chiamano "Le madri di maggio", perché hanno tutte avuto un figlio
nello stesso mese. Due volte alla settimana si incontrano in un parco a
Brooklyn per scambiarsi consigli e confidenze, con carrozzine e biberon
al seguito. Finché, una sera, decidono di lasciare a casa i bambini per
passare finalmente qualche ora tra amiche e staccare dalla sfiancante
routine di neo-mamme. È il 4 luglio, fa un caldo infernale, il locale è
affollato e scorrono fiumi di alcol. Ma qualcosa va terribilmente
storto. Bellissima, sensuale, misteriosa, Winnie è una madre single che
per la prima volta si è lasciata convincere ad affidare il piccolo Midas
a una babysitter consigliata da Nell, manager in carriera. Quando però
la donna chiama piangendo, Nell si sente subito risucchiata in un
incubo: il bambino è scomparso dalla culla, qualcuno si è introdotto in
casa e l'ha rapito. E nel frattempo di Winnie si è persa ogni traccia:
si è forse allontanata con quel bel ragazzo che le stava offrendo da
bere? O c'è dell'altro dietro il suo strano comportamento? Inizia una
corsa contro il tempo per ritrovare il piccolo Midas: 13 giorni in cui
tutto viene messo in dubbio, in cui le vite delle "madri di maggio"
vengono letteralmente sezionate e nessuno è escluso dal sospetto. Perché
ogni madre ha i suoi segreti, ogni coppia le sue bugie, ogni amicizia
la sua dose di invidia. E ogni donna il suo lato oscuro.</div>
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<div class="Preferito" style="text-align: justify;">
Quando ho letto per la prima volta la trama de<i> La madre
perfetta </i>ne sono rimasta colpita, ero entusiasta all’idea di poterlo leggere in
anteprima e ancora più curiosa di scoprire quali segreti si celassero dietro
questo gruppo di neomamme protagoniste della storia. </div>
<div class="Preferito" style="text-align: justify;">
Una volta finita la lettura però mi sono resa conto di
quanto mi sia fatta ingannare da una trama ben studiata ma che poi si è
rivelata essere forse il solo punto forte del libro. Infatti, <i>La madre perfetta</i>
non ha nulla di eccezionale, mi è stato presentato come thriller ma poi del
genere ha davvero poco. Per chi come me ama il genere, ritrovarsi a leggere una
storiella così poco articolata e piatta è una versa delusione. </div>
<div class="Preferito" style="text-align: justify;">
<br /></div>
<div class="Preferito" style="text-align: justify;">
Le “May mothers” sono un gruppo di mamme alle prese dapprima
con la gravidanza e poi, dopo il fatidico mese di maggio, con i loro minuscoli
pargoli. Sono un gruppo di donne, di età diversa, che si vedono puntualmente
per parlare insieme dei progressi dei loro figli e sempre alla ricerca di
consigli per come crescere al meglio la loro prole, rigorosamente con
allattamento al seno e altre pratiche che le renderanno delle vere madri
amorevoli. Quando però una sera le May mothers decidono di ritagliarsi una
serata tutta per loro, lontane dalle preoccupazioni e con la speranza di far
riprendere la povera Winnie, madre single e depressa, l’inimmaginabile accade. Il
piccolo Midas, figlio proprio di quest’ultima, viene rapito mentre è a casa
accudito dalla nuova babysitter. </div>
<div class="Preferito" style="text-align: justify;">
Inizia così un calvario straziante che porterà Winnie, ma
ancora maggiormente le mamme più accanite Francie, Colette e Nell, nello
sconforto più totale e nell’incubo di non ritrovare mai più Midas. </div>
<div class="Preferito" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://media1.popsugar-assets.com/files/thumbor/comDPhP1xWogXPU92Dnj2adjnyE/fit-in/1024x1024/filters:format_auto-!!-:strip_icc-!!-/2018/04/30/219/n/4852708/c1fde0623f68f1bd_9780751570335/i/Perfect-Mother-Aimee-Molloy.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="521" height="320" src="https://media1.popsugar-assets.com/files/thumbor/comDPhP1xWogXPU92Dnj2adjnyE/fit-in/1024x1024/filters:format_auto-!!-:strip_icc-!!-/2018/04/30/219/n/4852708/c1fde0623f68f1bd_9780751570335/i/Perfect-Mother-Aimee-Molloy.jpg" width="208" /></a></div>
<div class="Preferito" style="text-align: justify;">
Ma andiamo con ordine, cercherò di spiegarvi al meglio
quello che non mi è piaciuto di questo libro.</div>
<div class="Preferito" style="text-align: justify;">
<i>La madre perfetta</i> inizia raccontando di questo gruppo di
mamme che ci vengono presentate alla rinfusa, come un’accozzaglia di nomi messi
insieme che hanno messo a dura prova la mia memoria, a questi aggiungiamoci poi
anche i nomi dei pargoli ed ecco che ogni volta mi ritrovavo smarrita perché
non capivo di chi si stesse parlando. Solo dopo il rapimento sembra che la
storia si focalizzi principalmente sulle 4 protagoniste e finalmente, solo
allora, ho iniziato ad associare i nomi ai vari personaggi (per i bambini ho perso
le speranze). Tutt’ora però mi rimangono dubbi su chi faccia cosa, pazienza. </div>
<div class="Preferito" style="text-align: justify;">
Parlando della storia come dicevo l’ho trovata piatta e
difficilmente definibile come thriller. Quando il piccolo viene rapito, ecco
che il lettore spera che la storia prenda una piega diversa e che il ritmo si
faccia incalzante, invece anche qui sono stata delusa. La storia rimane sullo
stesso tono, anche quando arrivano i colpi di scena e i così tanto attesi
segreti (“Perché ogni madre ha i suoi segreti”) in realtà non è nulla di
sensazionale, il tutto arricchisce la storia di particolari niente più. Per non
parlare della voce fuori campo che ogni tanto – a caso – fa capolino e che, in
teoria, dovrebbe aumentare la nostra ansia e curiosità. Beh, se forse fosse più
presente magari capirei qualcosina in più, piuttosto che metterla lì due o
forse tre volte in tutta la storia. </div>
<div class="Preferito" style="text-align: justify;">
Per aumentare il ritmo della narrazione e l’adrenalina della
lettura l’autrice ha avuto la brillante idea di inserire latte che gronda dalle
tette delle mamme, altre il cui latte non ne vuole sapere più di uscire e pianti
isterici dei piccoli che non permettono alle mamme di riposare. Insomma, ogni
tanto pensavo di avere davanti un libro dedicato alle neomamme e ai consigli
utili, piuttosto che un thriller brillante come mi aspettavo. </div>
<div class="Preferito" style="text-align: justify;">
Sono tante le cose che non mi sono piaciute di <i>La madre
perfetta</i>. Penso che l’idea di base fosse buona e anche originale, però non è
stata realizzata altrettanto bene. Non ho trovato suspense, cosa che ci si
aspetta da un thriller; anche lì dove l’autrice sembra voler insinuare il
dubbio sui vari personaggi, in realtà questo decade subito. Non so bene come
spiegarvi quello che non ho trovato in questo libro.</div>
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Insomma, per me è una bocciatura, penso comunque che i lettori
non avvezzi al genere possano trovare in questo libro un punto di inizio
per avvicinarsi al thriller. </div>
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Christyhttp://www.blogger.com/profile/10829519181560462463noreply@blogger.com1tag:blogger.com,1999:blog-1150553339258620331.post-65708123123558082702018-09-17T09:17:00.000+02:002018-09-17T13:39:07.095+02:00BLOGTOUR: La madre perfetta di Aimee Molloy<div style="text-align: justify;">
Cari lettori buongiorno, oggi parliamo di <b>thriller</b> - cosa che farà felice molti di voi - con un blogtour dedicato all'ultima uscita per <b>Giunti editore</b>. Si tratta de <span style="color: #741b47;"><i><b>La madre perfetta</b></i></span> di <b>Aimee Molloy</b>, che io ho letto nei giorni scorsi e di cui vi parlerò nei prossimi giorni.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqBHis5sJ6faAl5grk-GwPjX0ctgWouT25VrRc4h1KNEmVLQUXD_RO2VKlgx3OctWTUHDvJW42RV9tWvi_UDqg3FFs-JDd5VWdcBGOujvLBfZ1fghDo9R7Nv9RyqHVUf6YE0dmYWv4ut30/s1600/La+madre+perfetta+-+banner.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="414" data-original-width="800" height="331" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqBHis5sJ6faAl5grk-GwPjX0ctgWouT25VrRc4h1KNEmVLQUXD_RO2VKlgx3OctWTUHDvJW42RV9tWvi_UDqg3FFs-JDd5VWdcBGOujvLBfZ1fghDo9R7Nv9RyqHVUf6YE0dmYWv4ut30/s640/La+madre+perfetta+-+banner.png" width="640" /></a></div>
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<span style="color: #741b47;"><span style="font-size: x-large;">LA MADRE PERFETTA</span></span></div>
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<span style="color: #741b47;">Giunti | 352 pp. | €19,00</span></div>
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<span style="color: #741b47;"></span><span style="color: #741b47;"></span>Si chiamano "Le madri di maggio", perché hanno tutte avuto un figlio
nello stesso mese. Due volte alla settimana si incontrano in un parco a
Brooklyn per scambiarsi consigli e confidenze, con carrozzine e biberon
al seguito. Finché, una sera, decidono di lasciare a casa i bambini per
passare finalmente qualche ora tra amiche e staccare dalla sfiancante
routine di neo-mamme. È il 4 luglio, fa un caldo infernale, il locale è
affollato e scorrono fiumi di alcol. Ma qualcosa va terribilmente
storto. Bellissima, sensuale, misteriosa, Winnie è una madre single che
per la prima volta si è lasciata convincere ad affidare il piccolo Midas
a una babysitter consigliata da Nell, manager in carriera. Quando però
la donna chiama piangendo, Nell si sente subito risucchiata in un
incubo: il bambino è scomparso dalla culla, qualcuno si è introdotto in
casa e l'ha rapito. E nel frattempo di Winnie si è persa ogni traccia:
si è forse allontanata con quel bel ragazzo che le stava offrendo da
bere? O c'è dell'altro dietro il suo strano comportamento? Inizia una
corsa contro il tempo per ritrovare il piccolo Midas: 13 giorni in cui
tutto viene messo in dubbio, in cui le vite delle "madri di maggio"
vengono letteralmente sezionate e nessuno è escluso dal sospetto. Perché
ogni madre ha i suoi segreti, ogni coppia le sue bugie, ogni amicizia
la sua dose di invidia. E ogni donna il suo lato oscuro.</div>
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Oggi però non vi parlerò del libro, la mia recensione la troverete nei prossimi giorni, ma piuttosto parliamo di un argomento tanto interessante quanto macabro.</div>
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<span style="color: #741b47;"><span style="font-size: x-large;">DONNE ASSASSINE: OMICIDIO AL FEMMINILE</span></span></div>
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Ho scelto questa tappa perché negli anni ho letto di tante storie che vedono come protagoniste omicide donne. Associazione, quella tra donna e omicidio, che spesso si fa fatica ad immaginare, ma che la storia ci insegna essere invece un connubio perfetto e spietato, forse più del classico uomo omicida. </div>
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<b>Ma perché una donna, a volte una madre, è spinta a compiere un gesto così terribile? E in che cosa si differenzia un omicidio al femminile da quello al maschile?</b></div>
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Sono questi interrogativi che mi sono posta con il tempo e a cui cercherò di dare una risposta in occasione di questo blogtour. </div>
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Partiamo da un dato statistico: <u>Le donne serial killer al mondo sono circa l’8% del totale degli
assassini seriali, oltre il 70% di queste vestali della morte vive negli
Stati Uniti.</u></div>
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<b>Movente</b></div>
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Difficilmente una donna uccide senza un movente e tanto meno lo fa per libidine sessuale, piuttosto la donna vede motivo di rancore e, talvolta, di odio e morte nel denaro, nel profitto, nella sua considerazione nella vita sociale. Molto spesso, inoltre, la donna è calcolatrice e paziente, aspetta il momento opportuno per svolgere il suo "compito", per lasciare meno tracce possibili, sono molto rari i casi in cui le donne uccidano colte da un raptus o uccidano una vittima occasionale. Se questo accade è spesso a causa di disordini psicologici, di cui un esempio è il complesso di Medea. </div>
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<b>Modus operandi</b></div>
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Le differenze tra uomo e donna non si limitanto al movente, ma anche nel modus operandi con cui compiono l'omicidio; inoltre, le donne uccidono intorno ai 30-40 anni, quindi in età più avanzata rispetto agli uomini. </div>
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Parlando di modus operandi, le donne rifiutano il contatto fisico con la loro vittima, cosa che si discosta di molto dall'uomo. Per questo le donne sono portate ad usare armi che consentano di uccidere a distanza, quindi armi da fuoco o molto più frequentemente veleno (sembra essere l'arma preferita dalle donne). </div>
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<span style="color: #741b47;"><b>DONNE ASSASSINE NELLA STORIA</b></span></div>
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Alla fine di questo post, mi piace lasciarvi alcune testimonianze di donne assassine realmente esistite, le cui storie sembrano uscite da un film dell'orrore. </div>
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<span style="color: #741b47;">BELLE GUNNESS</span> </div>
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<a href="https://www.nonapritequestoblog.it/wp-content/uploads/2015/03/Belle-Gunness-320x320.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="320" data-original-width="320" height="200" src="https://www.nonapritequestoblog.it/wp-content/uploads/2015/03/Belle-Gunness-320x320.jpg" width="200" /></a></div>
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Le furono attribuiti dai 40 ai 60
omicidi. Trasferitasi dalla Norvegia, sua terra natia, negli Stati
Uniti, si sposò due volte ed in entrambi i casi i mariti morirono in
circostanze poco chiare. Belle è l’esempio di donna malvagia,
sanguinaria che uccideva per un fine: i soldi. Tutta la sua vita e anche
la sua morte sono avvolti nel mistero, infatti pare che fosse morta a
causa di un incendio appiccato nella fattoria dove viveva ma non si è
mai saputo con certezza se tra i corpi ritrovati ci fosse anche il suo.
Qualcuno pensa che il tutto non fu altro che un suo piano di fuga per
far perdere le proprie tracce.</div>
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<span style="font-size: x-small;">(Fonte: <a href="https://www.nonapritequestoblog.it/donne-sanguinarie-assassine/">https://www.nonapritequestoblog.it/donne-sanguinarie-assassine/</a>)</span></div>
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<span style="font-size: x-small;"><span style="color: #741b47;"><span style="font-size: small;">LEONARDA CIANCIULLI</span></span></span></div>
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<a href="https://www.nonapritequestoblog.it/wp-content/uploads/2015/03/Leonarda-Cianciulli-320x320.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="320" data-original-width="320" height="200" src="https://www.nonapritequestoblog.it/wp-content/uploads/2015/03/Leonarda-Cianciulli-320x320.jpg" width="200" /></a></div>
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<span style="font-size: x-small;"><span style="font-size: small;">detta la saponificatrice di
Correggio: è una delle killer di casa nostra più ricordate, nota per il
suo modus operandi che consisteva nell’immersione del cadavere della sua
vittima in un calderone per bollirlo con soda caustica al fine di
ricavarne sapone. Non fu mai chiaro quale fosse stato il suo movente,
anche perché tutte le informazioni sui tre delitti da lei commessi sono
contenuti nel suo memoriale, che molti ritengono creato dai suoi
avvocati per farle ottenere le attenuanti al processo. In ogni caso, fu
condannata e rinchiusa in manicomio fino alla morte.</span> </span></div>
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<span style="font-size: x-small;">(Fonte: <a href="https://www.nonapritequestoblog.it/donne-sanguinarie-assassine/">https://www.nonapritequestoblog.it/donne-sanguinarie-assassine/)</a></span></div>
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<span style="color: #741b47;"><span style="font-size: small;">ELIZABETH BATHORY</span></span></div>
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<a href="http://officinebrand.it/wp-content/uploads/2017/07/elizabeth_bathory-300x170.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://officinebrand.it/wp-content/uploads/2017/07/elizabeth_bathory-300x170.jpg" data-original-height="170" data-original-width="300" /></a></div>
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<span style="color: #741b47;"></span>Contessa ungherese, colta e intelligente, con una cura maniacale
verso sé stessa e sempre alla ricerca della bellezza, fece uccidere più
di 300 donne, convinta che la loro giovinezza sarebbe servita a
realizzare l’elisir di lunga vita. Secondo il suo diario personale, le
vittime risalirebbero però a 600.
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Durante la sua infanzia, Erzsébet Bàrthory, fu spesso testimone di
condanne a morte atroci e punizioni corporali con mutilazioni che
probabilmente contribuirono a segnare la sua psiche. Iniziò da giovane
ad eseguire le prime torture verso gli animali, sviluppando una innata
propensione verso il sadismo. All’età di 15 anni sposò il conte Ferenc
Nádasdy, uomo brutale che amava torturare e infierire sulle vittime.
Insieme a lui, Elizabeth trovò sfogo e complicità per i suoi crimini:
Cuciva con del filo la bocca di chi (secondo lei) aveva mentito,
conficcava aghi sotto le unghie, bruciare il sesso delle giovani con una
candela o spalmava di miele il corpo delle presunte ladre per poi
abbandonarle nel bosco, legate a un albero, alla mercé di insetti e
altri animali. La storia dei “bagni di sangue” nasce da una racconto,
dove si narra che una serva, dopo essere stata schiaffeggiata dalla
contessa, versò erroneamente alcune gocce di sangue colante dal naso,
sulla regnante, che pulendosi, si rese conto che la pelle appariva più
pallida e luminosa. Da allora, fece costruire negli scantinati del suo
castello vere e proprie macchine di tortura, dove le vittime perdevano
la vita dopo lunghe agonie e sofferenze. L’obbiettivo era raccogliere il
loro sangue convinta che rinvigorissero la sua pelle e la rendessero
giovane. Si pensa che la famosa macchina di tortura chiamata la “vergine
di ferro” sia stata un’invenzione della Contessa stessa.</div>
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Assetata di sangue e dopo aver esaurito le giovani contadine nella
sua zona iniziò a concentrarsi sulle ragazze provenienti da famiglie
nobili minori. I parenti delle giovani (ufficialmente assunte come
domestiche) non avendone più notizie, iniziarono a insospettirsi e
denunciarne la scomparsa. Quando le denuncie arrivarono all’imperatore
Mattia II iniziarono le denunce e vennero aperte delle indagini sulla
nobildonna. La Bathory venne colta in flagranza mentre torturava delle
ragazze grazie alla curiosità di alcuni ospiti presenti nel Castello. <b> </b></div>
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Fu condannata ad essere murata viva fino alla morte, Erzsébet si
suicidò dopo quattro anni lasciandosi morire di fame. La sua storia
ispirà il film “La contessa” realizzato ed interpretato dall’attrice
Julie Delpy. Nel film si narra il suo amore per un giovane che promesso
sposo ad un’altra la avrebbe lasciata. Questo avrebbe portato la
contessa alla crudeltà e chiusura dei suoi sentimenti, ma questa
versione non ha fonti storiche attestate. Considerata la donna più
sanguinaria della storia, si pensa avesse praticato anche cannibalismo e
vampirismo, visto che tra i suoi parenti vi era il celebre Principe
Vlad III Dracula. La sua leggenda ispirò molti romanzi e film oltre ad
essere citata in canzoni e videogiochi.</div>
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<span style="font-size: x-small;">(Fonte: <a href="http://officinebrand.it/offpost/le-donne-killer-della-storia/">http://officinebrand.it/offpost/le-donne-killer-della-storia/</a>)</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;">Di quest'ultima vi ho lasciato l'intera storia perché è una figura che conoscevo già e che mi ha sempre affascinato. Sulla sua storia vi consiglio un libro uscito tempo fa per Garzanti, di cui trovate la recensione sul blog (vi basterà cercare sul blog il suo nome). </span></span></div>
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<span style="font-size: x-small;"><span style="font-size: small;">Spero che la mia tappa vi abbia incuriosito e ora non mi resta che invitarvi a scoprire tutte le altre tappe di questo bellissimo ed inquietante blogtour!</span></span></div>
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Christyhttp://www.blogger.com/profile/10829519181560462463noreply@blogger.com2tag:blogger.com,1999:blog-1150553339258620331.post-16580060195204851562018-09-07T10:26:00.000+02:002018-09-07T10:26:46.026+02:00Doppia Recensione: L'amica geniale (volume I e II) Buongiorno carissimi lettori ^^ Oggi un post un po' particolare: vi lascio il mio parere sui primi due volumi de "L'amica geniale", bestseller scritto dall'autrice italiana Elena Ferrante. Spero di riuscirvi a trasmettere anche un po' del magnetismo che questa storia mi ha dato e convincervi a iniziare (o a continuarne) la lettura.<br />
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<img alt="Immagine correlata" height="320" src="https://statics.livrariacultura.net.br/products/capas_lg/269/42864269.jpg" width="206" /> <img alt="Immagine correlata" height="320" src="https://images-na.ssl-images-amazon.com/images/I/519N7Yup9zL.jpg" width="204" /></div>
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Ho iniziato a leggere il primo volume de "L'amica geniale" spinto dalla curiosità quando, nel bel mezzo di una discussione su ultime letture, romanzi acquistati e autori italiani, emerse il nome di Elena Ferrante. Quasi un sacrilegio non conoscerla e non aver mai letto niente di suo (a detta degli altri). Così, dopo mesi di incertezza, mi sono deciso a iniziare questo viaggio tra i rioni di Napoli. Ho voluto aspettare di leggere anche il secondo volume prima di esprimermi ma so che, soltanto ultimati gli altri due (perché sì ho intenzione di continuare fino alla fine questa avventura) potrò dare un giudizio complessivo. L'amica geniale. Bello o brutto? Da quello che ho potuto leggere ci sono due schieramenti, senza mezze misure, o bianco o nero, nessuna tonalità intermedia di grigio. Detto questo, a me è piaciuto. Avevo finito l'ultimo libro senza riuscire a dire se e quanto avessi apprezzato la storia, i personaggi, i colori e il vociare di una Napoli così scaltra e audace. Ma ecco che, appena terminata l'ultima pagina, appena posato sul comodino, una smania di continuare, subito, senza aspettare tempo, senza dare priorità ad altro. C'è da dire che amo le saghe, al di là del genere, che seguono passo dopo passo negli anni i mutamenti dei personaggi e contemporaneamente dell'ambiente circostante. Sarò influenzato da questo mio gusto personale? De gustibus direbbe qualcuno. Ma Elena Ferrante è sicuramente una delle migliori autrici italiane in circolazione.<br />
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Ma di cosa parla la sua tetralogia? È la storia di due amiche che percorrono insieme e a distanza i tratti del tempo, dall'infanzia sino all'età più avanzata, è la storia del loro legame, di fili che si intrecciano e si spezzano, di emozioni che si fondono, di identità che si perdono mescolandosi e uscendone arricchite; è la storia della metamorfosi a cui ognuno di noi non può sottrarsi, dei cambiamenti, delle decisioni, delle speranze, degli sogni, dei successi, delle illusioni, dei fallimenti, dei rancori, degli errori, degli amori esasperati, delle incertezze, delle difficoltà, delle radici e dei nuovi rami; è la storia dei rioni di Napoli, della miseria di una città lontana dal lindore del Nord, della prepotenza e della ubbidienza, delle gerarchie e degli avvertimenti, degli scandali e delle percosse, del gran vociare che in fondo è questa vita.<br />
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<i>"Non ho nostalgia della nostra infanzia, è piena di violenza. Ci succedeva di tutto, in casa e fuori, ma non ricordo di aver mai pensato che la vita che c'era capitata fosse particolarmente brutta. La vita era così e basta, crescevamo con l'obbligo di renderla difficile agli altri prima che gli altri la rendessero difficile a noi."</i></div>
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<b>In questo caos, è la storia di Elena e Lila che fa da perno, che rimane centrale, che si erge a faro nel mare di personaggi. Non un mare caotico, ma ben costruito, pensato, allineato, con le storie dei personaggi che si intrecciano, si influenzano, si distaccano per poi ritornare quando sembravano ormai marginali</b>. Elena e Lila, due personalità diverse, due destini diversi. Se Elena appare più timida e insicura, Lila è sfrontata, avvenente, audace. Eppure le carte in tavola si mischiano, l'una spesso diventa l'altra quasi senza distinzione. Quasi come se avessero una sensibilità eccessiva, come se sentissero in maniera talmente forte i pensieri e i sentimenti dell'altra. Spesso il loro sembra un rapporto di contrasto, ognuna cerca di prevalere sull'altra, diventandone a volte soltanto un'ombra marginale. Quasi un rapporto di subalternità, di forze e debolezze. Soprattutto Elena che sembra quasi dipendere unicamente da quello che pensa e fa Lila: necessita di vivere le stesse esperienze, le stesse sensazioni, anche a costo di macchiarsi.<br />
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<i>"Capii che ero arrivata lì piena di superbia e mi resi conto che -in buona fede certo, con affetto- avevo fatto tutto quel viaggio soprattutto per mostrarle ciò che lei aveva perso e ciò che io avevo vinto. Ma lei se ne era accorta fin dal momento in cui le ero comparsa davanti e ora, rischiando attriti coi compagni di lavoro e multe, stava reagendo spiegandomi di fatto che non avevo vinto niente, che al mondo non c'era alcunché da vincere, che la sua vita era piena di avventure diverse e scriteriate proprio quanto la mia, e che il tempo semplicemente scivolava via senza alcun senso, ed era bello solo vedersi ogni tanto per sentire il suono folle del cervello dell'una echeggiare dentro il suono folle del cervello dell'altra"</i></div>
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La loro è una storia di crescita, a volte troppo rapida, di fronte alle incombenze della famiglia, dei soldi che mancano, delle percosse ricevute anche soltanto per avere il coraggio di parlare. Una crescita che sarà diversa e vissuta diversamente da entrambe. Elena avrà la possibilità di continuare a studiare, Lila no. E proprio questo cambierà decisamente la loro sorte. Senza entrare troppo del dettaglio, per non rovinare un'eventuale lettura, quello che in questi libri ho più apprezzato sono due aspetti diversi di entrambe. Ho amato Elena per il suo pensare, il suo rimuginare continuamente sugli aspetti e le vicissitudini delle sua e della vita altrui, i suoi costanti e altalenanti sentimenti per Lina, la vita del rione, gli amici, la stessa famiglia. Ma forse, quella che ancor di più mi è entrata nel cuore è Lina. Combattiva, temeraria, infuocata da una forza che neanche lei sa dove provenga. Non c'è fede, matrimonio, regola, che possa frenarla. <u>Se Elena rappresenta la parte più mite e "giudiziosa" di noi tutti, Lina invece è l'emblema del fluire, dello scorrere incessante che è la vita. Non si adegua, non si adatta, vuole sempre fare tutto come dice lei, come sente lei. A costo di mettere a rischio la sua stessa vita, a costo di perdere tutto. Sempre pronta a reinventarsi, a mettersi in gioco, a sfuggire dalle vicissitudini cui cade in trappola ma non soccombe.</u><br />
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Così crescono, l'infanzia lascia spazio all'età adulta. E come si trasformeranno, cosa subiranno e affronteranno nei prossimi due libri non lo so ancora. E non posso esprimermi appieno.<br />
Ma la loro storia, il loro cambiamento, le loro vite. Ascoltatemi, vanno lette. Ma questo non è soltanto un libro sull'amicizia. Il libro infatti si mostra come un coro plurimo di voci che stentano a vivere, vivono e sopravvivono, sono alla ricerca di un cambiamento, di una rivalsa, di un riscatto economico o culturale, di affermazione, di adattamento o di allontanamento. <b>Non soltanto quindi un libro sull'amicizia, ma il ritratto di una società che simboleggia più estesamente quella lotta incessante che è la vita, imprevedibile e capace di stravolgerci. </b><br />
Non vedo l'ora di continuare a leggere e credo che, una volta finito, avrò un bel ricordo da conservare. Intanto continuo a farmi attrarre dalle loro storie rimanendone ipnotizzato e partecipe.<br />
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<img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnuQvfzU7L8lZuv95PLCEll-Wakt2CYgsjKvqkrVn6K2SOfkmSUjdtZwkkv_LrV0Ac84IgzvKNF7uy9MH2ynPjzuIEU8SrDHLwD6t4Cb40a1P15fC5xb_VIlD9_fOKkYMRcfpNSxPQjFOt/s1600/4+stelle.png" /></div>
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Qui sotto il trailer della serie in uscita:</div>
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<b><span style="color: purple; font-size: large;">E voi li avete letti?</span></b></div>
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<b><span style="color: purple; font-size: large;">Che ne pensate?</span></b></div>
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<b><span style="color: purple; font-size: large;">Aspettate la serie?</span></b></div>
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<br />Eziohttp://www.blogger.com/profile/05476818737130878255noreply@blogger.com0tag:blogger.com,1999:blog-1150553339258620331.post-75072173306305065672018-08-16T18:11:00.000+02:002018-08-16T18:11:07.909+02:00Giveaway: Again #1 - Begin<div style="text-align: justify;">
Cari lettori buona sera, come annunciato sulla pagina Facebook ecco un nuovo <b>giveaway</b> 😍 </div>
<b>In palio una copia cartacea del primo volume della trilogia new adult <span style="color: #741b47;"><i>Again </i></span></b>di<b> Mona Kasten, </b>edito <b>Sperling & Kupefer. </b>Ho acquistato questo libro mesi fa, ma non l'ho mai letto e dovendo smaltire un po' la mia libreria, causa trasloco, ho pensato di donare il libro a qualcuno che possa apprezzarlo. Non è il mio genere, quindi rischierei di tenerlo lì a prendere polvere per anni ^^ per cui preferisco che qualcuno se ne prenda cura!<br />
<u>Come sempre, comunque, le regole per partecipare sono poche e semplici, vi prego di leggerle bene per evitare di dover escludere qualcuno dalla partecipazione. </u><br />
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<span style="color: #741b47;"><span style="font-size: x-large;">AGAIN. BEGIN</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLri0ac6U3XhoCaW_EKNFCuoOR8nto_6bnLkaGi3TYsqjVEK7Q3QcdOS2l6Mz9l35MgweZqIwOlijZcUnRyateKCIkU_WHq3Z7n7BapWBxxjObkARb40FtFzbb4_FAibwtKrhV8K7fz1w6/s1600/81QwXgOApsL.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1040" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLri0ac6U3XhoCaW_EKNFCuoOR8nto_6bnLkaGi3TYsqjVEK7Q3QcdOS2l6Mz9l35MgweZqIwOlijZcUnRyateKCIkU_WHq3Z7n7BapWBxxjObkARb40FtFzbb4_FAibwtKrhV8K7fz1w6/s400/81QwXgOApsL.jpg" width="260" /></a></div>
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<span style="color: #741b47;">Sperling & Kupfer | 456 pp. | €14,90</span></div>
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Nuovo nome, nuovo taglio di capelli, nuova città. Così Allie Harper,
diciannove anni, è pronta a scrivere la sua storia, a un migliaio di
chilometri di distanza dal suo passato, all'università di Woodshill,
dove si è iscritta a Letteratura. Ma c'è ancora un tassello mancante per
rendere davvero perfetto questo nuovo inizio: un alloggio.<br />
La ricerca si sta rivelando più difficile del previsto e Allie ha smesso
di contare i tentativi andati male. Finché, all'ultimo appuntamento in
agenda, finalmente arriva lei: la casa perfetta. Pulita, luminosa e
accogliente. Peccato per la compagnia: con i suoi tatuaggi e l'aria
strafottente, Kaden White è l'ultima persona con cui Allie vorrebbe
condividere un appartamento. E Kaden, dal canto suo, non vuole affatto
una coinquilina, che lo tramortisca con tutte le sue chiacchiere da
donna.
Purtroppo per loro, però, le circostanze non lasciano altra scelta. Non
resta quindi che arrendersi e stabilire immediatamente le tre regole
fondamentali per la convivenza perfetta: niente sentimentalismi,
nessun'interferenza nei fatti altrui e, soprattutto, nessun contatto
fisico.
Ma le regole sono fatte per essere infrante...<br />
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Arriva da oltralpe la nuova, giovanissima regina delle classifiche. Il suo nome è <b>Mona Kasten</b>
ed è una delle booktuber più popolari e di successo in Germania. Con la
serie Again Venetoha conquistato la Top 10 e, in pochi mesi, ha venduto
oltre 200.000 copie. E ora è pronta a far innamorare le lettrici
italiane con le sue pagine, piene di romanticismo, ironia e sensualità.
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<span style="color: #741b47;"><span style="font-size: x-large;">GIVEAWAY</span></span></div>
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In palio una <b>copia cartacea</b> di <i>Again - Begin</i>. Il vincitore sarà estratto a sorte tramite il sito random.org.
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<u><span style="color: red;"></span></u></div>
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<span style="font-size: x-large;"><span style="color: #741b47;">REGOLE:</span></span><br />
<span style="font-size: x-small;"><span style="color: #741b47;"> </span><u><span style="color: red;">Chi non seguirà tutte le regole sarà escluso dalla partecipazione. </span></u></span>
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<ol>
<li style="margin: 0px 0px 0.25em; padding: 0px;"><span style="font-size: small;"><b>Essere follower</b> del blog; </span></li>
<li style="margin: 0px 0px 0.25em; padding: 0px;"><span style="font-size: small;">Mettere<b> 'mi piace' alla pagina Facebook</b> <a href="https://www.facebook.com/unbuonlibrononfiniscemai/" style="color: grey; text-decoration-line: none;">Un buon libro non finisce mai</a>;</span></li>
<li style="margin: 0px 0px 0.25em; padding: 0px;"><span style="font-size: small;"><b>Commentare</b> <b>questo post </b>scrivendo perché vorreste leggere il libro;</span></li>
<li style="margin: 0px 0px 0.25em; padding: 0px;"><span style="font-size: small;"><b>Compilare il form sottostante.</b></span></li>
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<span style="font-size: small;"><b><u><br /></u></b></span></div>
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</span><b><u><span style="font-size: small;">Per ricevere punti extra, potete condividere sui vari social o blog (ricordatevi l'hashtag #Unbuonlibrononfiniscemai). </span></u></b><br />
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<iframe frameborder="0" height="520" marginheight="0" marginwidth="0" src="https://docs.google.com/forms/d/e/1FAIpQLSeiWba9S-KbwzYT5I8QtS3YJyyfNmCRWOnRZrlCgde5V0B3mw/viewform?embedded=true" width="650">Caricamento in corso...</iframe>
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<span style="font-size: x-large;">Il giveaway chiuderà il <u>26 Agosto</u>, <span style="font-size: small;">il vincitore sarà estratto il giorno successivo.</span></span><br />
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Christyhttp://www.blogger.com/profile/10829519181560462463noreply@blogger.com9tag:blogger.com,1999:blog-1150553339258620331.post-38915073034227497992018-08-14T16:12:00.000+02:002018-08-14T16:12:58.648+02:00Recensione: Certi segreti<div style="text-align: justify;">
Buon pomeriggio lettori, vi state preparando al ferragosto? Io quest'anno sarò lontana da casa e da sola, ma sto cercando di organizzare una giornata in piscina per passare un po' di tempo in pieno relax e all'aperto. </div>
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Intanto oggi sono qui per parlarvi, finalmente, di <span style="color: #741b47;"><b><i>Certi segreti</i></b></span> un libro delicato, dal tema spinoso scritto dalla bravissima <b>Kim Van Kooten</b> ed edito da <b>DeA Planeta</b>. </div>
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Ho letto questo libro molti mesi fa, ma ho avuto tantissima difficiltà a parlarvene e scrivere una recensione che potesse racchiudere tutto quello che ho provato durante la lettura. Mi sono presa del tempo anche per una rilettura più oggettiva, cercando di lasciare un po' da parte le emozioni. Spero dopo tutto questo tempo di essere riuscita a farvi capire l'importanza di un romanzo del genere. </div>
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<span style="font-size: x-large;"><span style="color: #741b47;">CERTI SEGRETI</span></span></div>
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<span style="color: #741b47;">DeA Planeta | 255 pp. | €17,00</span></div>
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È il giorno del quinto compleanno di Puck quando una berlina nera passa a
raccogliere lei e sua mamma dal marciapiede di un degradato quartiere
di Rotterdam. Pochi chilometri, e la sua vita di bambina senza un padre,
senza una bici e senza un soldo cambia per sempre. Nella imponente
villa di Zwijndrecht, con le sue governanti, il suo giardino e gli
enormi vasi cinesi, la vita scorre opulenta e quasi normale. Se non
fosse per l'ostinazione con cui il proprietario, il ricco e
impegnatissimo Signor Zio, insiste per lavare personalmente i capelli di
Puck tre volte alla settimana. Comincia così, come un disegno infantile
un po' sghembo, pieno di ingenuità e di strani colori, il racconto
della piccola Puck. Per assumere, mano a mano, le sfumature sempre più
fosche e inquietanti della violenza e dell'innocenza tradita.
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<div class="Preferito">
<b>Scrivere la recensione di <i>Certi segreti</i> non è facile, non
può esserlo data la brutalità di questa storia. Come posso parlare
oggettivamente di questo libro, quando ancora provo rabbia e repulsione per ciò
che accade alla protagonista?</b></div>
<div class="Preferito">
Se avete letto la trama di <i>Certi segreti</i> avrete già intuito
di cosa sto parlando, ma il problema non è tanto la storia in sé ma piuttosto
come questa viene raccontata. Quando ho iniziato a leggere questo libro
sicuramente non mi aspettavo una storia così viva che mi strappasse una smorfia
di disgusto e poi di dolore. </div>
<div class="Preferito">
<i>Certi segreti</i> è la storia di Puck, ma come lei di tante
altre/i bambine/i che vivono questo orrore ancora oggi. Puck ha 5 anni quando
insieme alla madre va a vivere nell’enorme casa di Signor Zio, come lo chiamerà
lei; prima di allora hanno vissuto in una misera casa, vivendo di stenti, per
cui quella villa sembra essere un castello pieno di sogni e di buoni propositi
per il futuro. A questo si aggiunge il frigorifero sempre pieno e tantissimi regali
ogni giorno, che per una bimba può significare davvero tanto. Come non volere
bene a Signor Zio? Si vede come ama la mamma e soprattutto lei, la piccola
Puck. Quindi cosa c’è di male se a farti il bagnetto è signor Zio? Se lui dice
che per asciugarti può usare le sue mani, vuol dire che è normale così. </div>
<div class="Preferito">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6oLIs3S0idQk7wGgL9KBsliDAx1zbb_GqTpYolO0NnzJL4UyeWz8AaQpeApWCaklNodOJyotdRTgbdAWfs0qHnlKPEdR_rx3qZWqF0s6hMZjo0URQUtqaBlSSLOStVeKCS9dcI9vzo5MF/s1600/39182321_240814866579081_7289008600272338944_n.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1280" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6oLIs3S0idQk7wGgL9KBsliDAx1zbb_GqTpYolO0NnzJL4UyeWz8AaQpeApWCaklNodOJyotdRTgbdAWfs0qHnlKPEdR_rx3qZWqF0s6hMZjo0URQUtqaBlSSLOStVeKCS9dcI9vzo5MF/s320/39182321_240814866579081_7289008600272338944_n.jpg" width="256" /></a></div>
<div class="Preferito">
<b><i>Certi segreti</i> è un libro che racconta una violenza ripetuta
negli anni, descrive quali possono essere le sensazioni e le emozioni di una
bambina in quei momenti. È questo che fa più male in questa storia, il fatto
che il tutto sia descritto dal punto di vista di una bambina, così piccola,
indifesa e sola. </b>Maledettamente sola. Quando intorno a te la gente fa finta di
non sapere non puoi fare molto. Se gli adulti dicono che è giusto devi
credergli. </div>
<div class="Preferito">
La vita di Puck è un inferno in cui negli anni deve imparare
dei trucchi per sfuggire, seppur per qualche ora, a quell’orrore; deve imparare
a convivere con una madre che cade a pezzi, giorno dopo giorno, schiacciata da
un peso che però la porta solo a desiderare fare shopping. Tutti i personaggi
che ruotano intorno a Puck sembrano non voler vedere, ognuno a suo modo mostra
la propria fragilità, la paura di perdere qualcosa che li porta a girare la
testa dall’altra parte. </div>
<div class="Preferito">
Non mancheranno le persone buone, quelle che capiscono
davvero che qualcosa non va, quelle che aiuteranno Puck a rinascere. Ma ormai
sarà troppo tardi, perché Puck sarà ancora sola ad occuparsi della madre che
ormai è caduta in rovina. </div>
<div class="Preferito">
<br /></div>
<div class="Preferito">
Leggere <i>Certi segreti</i> è stata dura, ma allo stesso tempo
penso sia stato importante averlo fatto. Quella raccontata da Kim Van Kooten è
una storia vera e questo si capisce da subito, perché un tale orrore non puoi
descriverlo così bene se tu o qualcuno vicino a te non l’ha vissuto. M<b>entre
leggevo ho provato tante emozioni, diverse tra di loro ma tutte intense, come
intensa è la storia di Puck. Quella descritta in <i>Certi segreti </i>è una storia
cruda e brutale, ma che mostra soprattutto la fragilità dell’essere umano. </b>La
vita di Puck è un orrore non solo per quello che subisce ma anche per quello
che non riceve da chi dovrebbe prendersi cura di lei, perché la sua vita è
tutta al contrario: gli adulti hanno bisogno di essere curati dai bambini. </div>
<div class="Preferito">
<br /></div>
<div class="Preferito">
Non posso consigliarvi o meno questo libro, è una storia che
va letta solo se si è pronti a farlo. Dovrete trovare il periodo giusto,
secondo me. Vi basta sapere che a me, nonostante la brutalità, è piaciuto. </div>
<div class="Preferito">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnuQvfzU7L8lZuv95PLCEll-Wakt2CYgsjKvqkrVn6K2SOfkmSUjdtZwkkv_LrV0Ac84IgzvKNF7uy9MH2ynPjzuIEU8SrDHLwD6t4Cb40a1P15fC5xb_VIlD9_fOKkYMRcfpNSxPQjFOt/s1600/4+stelle.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="51" data-original-width="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnuQvfzU7L8lZuv95PLCEll-Wakt2CYgsjKvqkrVn6K2SOfkmSUjdtZwkkv_LrV0Ac84IgzvKNF7uy9MH2ynPjzuIEU8SrDHLwD6t4Cb40a1P15fC5xb_VIlD9_fOKkYMRcfpNSxPQjFOt/s1600/4+stelle.png" /></a></div>
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Christyhttp://www.blogger.com/profile/10829519181560462463noreply@blogger.com5tag:blogger.com,1999:blog-1150553339258620331.post-11603261898548650562018-08-08T11:00:00.000+02:002018-08-08T11:00:10.952+02:00WWW Wednesday #34<div style="text-align: justify;">
Buongiorno lettori, oggi torno a Rimini da mia sorella per passare qualche giorno insieme al mare. Settimana prossima invece, finalmente, torno in Sicilia e non vedo l'ora! Sarà la prima volta che il mio fidanzato vedrà la mia regione e il mio mare e spero tanto ne rimanga affascinato. Lo scopo principale è, ovviamente, farlo mangiare tanto e farlo ingrassare 😂</div>
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Comunque oggi sono qui perché è già passata una settimana ed è ora di una nuova puntata del <span style="color: #741b47;"><b>WWW Wednesday</b></span>! </div>
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<img border="0" data-original-height="100" data-original-width="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPrdeL-tkqmMYTNFrsjHjEHxRuB3gqBUK4KLCARjb7FMtHJBIctwuAML94rQwaM7k_PshTIXWn6C4AVTLIga8DMXiSyWa4QKQ0JEIh1RJRpvBMw0BY2Qgk531urAUF9WZrboV7paKklqbp/s1600/www.png" /> </div>
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<span style="color: #741b47;"><span style="font-size: small;"><span> </span></span></span></div>
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<span style="color: #741b47;"><span style="font-size: large;"><span><span>What are you currently reading?</span></span></span><br />Cosa stai leggendo?</span></div>
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<a href="https://img.ibs.it/images/9788869050794_0_0_1671_75.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="479" height="320" src="https://img.ibs.it/images/9788869050794_0_0_1671_75.jpg" width="191" /></a></div>
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Ho iniziato da un paio di giorni <span style="color: #741b47;"><b><i>La verità su di noi</i></b></span> di Kristan Higgins, autrice che mi diverte sempre tantissimo, oltre ad emozionarmi *-* Questo libro l'ho vinto tempo fa ad un giveaway e visto che nei prossimi giorni sarò al mare penso che una lettura così spensierata possa essere perfetta! Sono sicura che la Higgins non mi deluderà!</div>
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<span style="color: #741b47;"> <span style="font-size: large;">What did you recently finish reading?</span><br />Cosa hai appena finito di leggere?</span></div>
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<a href="https://images-na.ssl-images-amazon.com/images/I/71SL0bctnBL.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="505" height="320" src="https://images-na.ssl-images-amazon.com/images/I/71SL0bctnBL.jpg" width="202" /></a></div>
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Ho concluso, dopo giorni di pura curiosità e lettura sfrenata per scoprire la verità, <span style="color: #741b47;"><b><i>Quota 1222</i></b></span> di Anne Holt. Come immaginavo questa autrice è riuscita a conquistarmi, sono molto curiosa ora di leggere anche gli altri suoi libri della serie (questo è un libro di mezzo, ma non ho avuto problemi a leggerlo senza aver letto i precedenti). <i><b>Quota 1222</b></i> è un bel giallo, mi è piaciuto anche se è molto statico visto che il tutto si svolge in un hotel isolato dal resto del mondo a causa di un uragano. </div>
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<span style="color: #741b47;"><span style="font-size: small;"><span><br /></span></span></span></div>
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<span style="color: #741b47;"><span style="font-size: small;"><span> </span></span></span></div>
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<span style="font-size: large;"><span style="color: #741b47;"><span><span>What do you think you'll read next?</span></span></span></span><br /><span style="color: #741b47;">Quale sarà il prossimo libro che leggerai?</span></div>
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<a href="https://www.qlibri.it/images/stories/jreviews/_niente-lacrime-per-la-signorina-olga-1349304582.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="420" data-original-width="274" height="320" src="https://www.qlibri.it/images/stories/jreviews/_niente-lacrime-per-la-signorina-olga-1349304582.jpg" width="208" /></a></div>
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<span style="color: #741b47;"><span style="color: black;">Non so esattamente cosa leggerò dopo (come sempre, direte), ma tutto dipende da come mi organizzerò per queste vacanze. Mi conosco e so che quando sono in viaggio riesco a leggere poco, per cui penso di scegliere un qualche libro che riesca davvero a prendermi. Momentaneamente sono molto attratta da <span style="color: #741b47;"><b><i>Niente lacrime per la signorina Olga</i></b></span>, ma è possibile anche che alla fine cambi idea ^^". </span></span></div>
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<span style="color: #741b47;"><span style="color: black;"> </span></span></div>
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<span style="color: #741b47;"><span style="font-size: x-large;">Voi avete letto qualcuno di questI libri?</span></span></div>
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<span style="color: #741b47;"><span style="font-size: x-large;">Fatemi sapere cosa ne pensate e non dimenticate di lasciarmi i vostri WWW! </span></span></div>
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<span style="color: #741b47;"><span style="color: black;"> </span> </span></div>
Christyhttp://www.blogger.com/profile/10829519181560462463noreply@blogger.com10tag:blogger.com,1999:blog-1150553339258620331.post-90663413093923224912018-08-02T17:30:00.002+02:002018-08-02T17:30:58.847+02:00Recensione: L'unico ricordo di Flora Banks<div style="text-align: justify;">
Cari lettori, torno per condividere con voi le mie sensazioni riguardo <b><i>L'unico ricordo di Flora Banks</i></b>, scritto dalla bravissima <b>Emily Barr</b> ed edito <b>Salani</b>. Un libro che mi ha inizialmente incuriosita e che poi si è rivelato all'altezza delle mie aspettative, nonostante un finale un po' forzato. Per scoprire altro non vi rimane che continuare a leggere la mia recensione!</div>
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<span style="color: #741b47;"><span style="font-size: x-large;">L'UNICO DI RICORDO DI FLORA BANKS</span></span></div>
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<a href="https://www.salani.it/libri/lunico-ricordo-di-flora-banks-9788869189647/image_preview" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="270" height="400" src="https://www.salani.it/libri/lunico-ricordo-di-flora-banks-9788869189647/image_preview" width="270" /></a></div>
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<span style="color: #741b47;">Salani | 304 pp. | €15,90</span></div>
<blockquote class="tr_bq">
<div class="separator" style="clear: both; text-align: justify;">
Flora Banks, diciassette anni, non ha la memoria a breve termine. I suoi
ricordi si sono fermati a quando aveva dieci anni: da allora, dopo che
una malattia le ha colpito il cervello, deve continuamente fissare i
momenti che vive, scrivendoli su un quaderno, su post-it, oppure
direttamente sulle mani e sulle braccia. Quello che sa di sé è che mamma
e papà le vogliono bene, così come Jacob, il suo adorato fratello
maggiore, e che Paige è la sua migliore amica, quella che si prende cura
di lei nel difficile mondo esterno. Ma una sera, durante una festa,
Drake, il ragazzo di Paige, la bacia sulla spiaggia e stranamente questo
ricordo non svanisce come gli altri. Flora ricorda il bacio, ricordale
parole di Drake, ricorda ogni singolo istante di quell’episodio.
Possibile che Drake sia l’artefice del miracolo? Peccato però che il
ragazzo sia partito per studiare in Norvegia… Flora non ha dubbi: deve
raggiungerlo, solo così potrà capire veramente chi è e cominciare a
vivere davvero. Ma come può fidarsi degli altri se non può fidarsi
nemmeno di se stessa? La sensibilità di John Green si unisce al fascino
misterioso di un thriller, in un romanzo di segreti e bugie, amore e
perdita, con una protagonista fragile e coraggiosa, alla ricerca di un
passato senza il quale non può conoscere la verità su se stessa.</div>
</blockquote>
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Come si può vivere senza ricordi? Pensate di svegliarvi ogni
giorno e ricordare la vostra vita fino ai 10 anni, dopodiché il vuoto, il
panico e solo dopo rendervi conto di avere sulle braccia delle scritte che vi
permettono di sapere chi siete, dove vivete e perché non ricordate. Questa è la
vita di Flora<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBUlpITUI3fD-7dfkXs2Vmp9niVHeHYQFzNW1PBIBeRBKMP_0F3_XoHHpDsdKxaa57u8P_gMDx7966KsURDDpgPB7iReYbE0T7hfsv0HsEMKAtbLkHRQ_0FzTFljC702xPam8oKvzQM42r/s1600/IMG_9636.JPG" imageanchor="1" 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/AVvXsEhBUlpITUI3fD-7dfkXs2Vmp9niVHeHYQFzNW1PBIBeRBKMP_0F3_XoHHpDsdKxaa57u8P_gMDx7966KsURDDpgPB7iReYbE0T7hfsv0HsEMKAtbLkHRQ_0FzTFljC702xPam8oKvzQM42r/s320/IMG_9636.JPG" width="320" /></a> Banks, che in piena adolescenza è costretta a vivere rinchiusa in
una bolla di insicurezza e con la paura che quell’attimo che sta vivendo possa
sfumare da un momento all’altro senza più poterlo ripescare dalla sua memoria.
L’unica possibilità per Flora di ricordare è scrivere ogni cosa, sulle sue braccia
o su post-it. </div>
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Quando però ad una festa riesce a baciare Drake, fidanzato
della sua unica amica Paige, si rende conto che qualcosa di diverso sta
accadendo. Spaventata che quell’attimo felice, il suo primo bacio, possa
scomparire dai suoi ricordi cerca di ripeterlo il più possibile, finché non
potrà scriverlo; ma il giorno dopo in realtà quel ricordo è ancora lì, non è
svanito come tutti.<u><b> Flora Banks ricorda il suo primo bacio. </b></u></div>
<div class="Preferito" style="text-align: justify;">
Convinta che sia tutto merito di Drake, e dopo che questo si
è trasferito in Norvegia per studiare, per Flora l’unica possibilità di avere
delle risposte è correre da lui. Parte così per un’avventura senza precedenti
(forse), da sola e spaventata ma spinta dall’amore che prova per quel ragazzo e
dalla determinazione di recuperare la sua memoria. In questo modo avremo la
possibilità di conoscere la protagonista, sapere quali sono le sue emozioni e
cosa passa per la sua testa. Durante il suo pazzo viaggio Flora non sarà sola, saranno tanti i personaggi secondari che incontreremo durante la lettura, ognuno speciale a suo modo, un piccolo pezzo di un puzzle molto più grande che è la vita di Flora.</div>
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</div>
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<b>Emily Barr ha una grande capacità narrativa</b>, è stata in
grado di mostrare ai lettori la paura di Flora al mattino, quando si sveglia
senza sapere chi sia o dove si trovi; <b>ma non solo, con uno stile lineare e
semplice, come d’altronde è la mente di Flora, è riuscita a rendere plausibile
la storia.</b> </div>
<div class="Preferito" style="text-align: justify;">
Leggendo è impossibile non provare empatia per la
protagonista, che con la sua tenerezza ma grande determinazione riuscirà ad
affrontare momenti di panico totale e a ritrovare sempre la via da seguire per
arrivare al suo obiettivo. Nella sua avventura Flora sarà accompagnata da nuovi
amici, di cui non ricorda il nome, ma che l’aiuteranno quando sembra che nulla
stia andando per il verso giusto. </div>
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<br /></div>
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<b><i>L’unico ricordo di Flora Banks </i></b>è un libro molto dolce ed
emozionante, l’ho trovato originale e mi è piaciuto tanto, per questo lo
consiglio ad ogni tipo di lettore. </div>
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Unica pecca però è il finale, io credo che dovesse fermarsi un
po’ prima, oltre l’ho trovato un po’ forzato come se l’autrice avesse voluto
mettere altra carne sul fuoco, che alla fine però puzza soltanto. Non posso
spiegarvi bene di cosa parlo perché rischierei degli spoiler, ma secondo me le
rivelazioni nel finale sono troppe, stonano un po’ con l’intera storia che non
necessitava di tutti questi enigmi. <span style="mso-spacerun: yes;"> </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtj4M6DfY-DTRDOuxUO8fuJlqkdCNaBMc7pBMSy52v4MAPBVCybIDx1Y-eE-EK2D9Z31hfdipSEs_LHS7MyuREI5NLdnFngDqcHpNL0GtqFmpXpIAo9osDMzg5x7r0TZMtbpzDTqbsURIE/s1600/4+stelle.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="51" data-original-width="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtj4M6DfY-DTRDOuxUO8fuJlqkdCNaBMc7pBMSy52v4MAPBVCybIDx1Y-eE-EK2D9Z31hfdipSEs_LHS7MyuREI5NLdnFngDqcHpNL0GtqFmpXpIAo9osDMzg5x7r0TZMtbpzDTqbsURIE/s1600/4+stelle.png" /></a></div>
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<br /></div>
Christyhttp://www.blogger.com/profile/10829519181560462463noreply@blogger.com2tag:blogger.com,1999:blog-1150553339258620331.post-82625263568219754942018-08-01T12:09:00.003+02:002018-08-01T12:09:48.865+02:00WWW Wednesday #33<div style="text-align: justify;">
Buongiorno lettori e bentrovati ad un nuovo appuntamento con il <span style="color: #741b47;"><b>WWW Wednesday</b></span>! Sto riprendendo a leggere e sono super contenta *-* quindi voglio subito mostrarvi le mie letture e aspetto di conoscere le vostre!</div>
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<span style="color: #741b47;"><span style="font-size: medium;"><span> </span></span></span></div>
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<span style="color: #741b47;"><span style="font-size: x-large;"><span><span>What are you currently reading?</span></span></span><br />Cosa stai leggendo?</span></div>
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Inizierò oggi <i><b>Quota 1222</b></i> di Anne Holt che avevo comprato qualche mese fa, non avevo mai letto nulla dell'autrice ma i suoi libri mi hanno sempre incuriosita, vedremo! Avevo voglia di un libro che mi tenesse sulle spine e, soprattutto, di un autoconclusivo perché ho bisogno di sfoltire la mia lista senza altri acquisti. Spero di aver scelto bene! </div>
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<span style="color: #741b47;"> <span style="font-size: x-large;">What did you recently finish reading?</span><br />Cosa hai appena finito di leggere?</span></div>
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<a href="https://www.mondadoristore.it/img/Nel-bianco-Ken-Follett/ea978880455161/BL/BL/01/NZO/?tit=Nel+bianco&aut=Ken+Follett" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="572" data-original-width="364" height="320" src="https://www.mondadoristore.it/img/Nel-bianco-Ken-Follett/ea978880455161/BL/BL/01/NZO/?tit=Nel+bianco&aut=Ken+Follett" width="203" /></a></div>
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Ho terminato ieri <i><b>Nel bianco</b></i>, me lo aspettavo diverso ma mi è ugualmente piaciuto. Nella seconda parte la storia è riuscita a tenermi incollata alle pagine e sono super soddisfatta. Adesso non mi rimane che leggere qualcos'altro di Ken Follett, visto che questo è il primo dell'autore che leggo <strike>(non odiatemi)</strike>. </div>
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<span style="color: #741b47;"><span style="font-size: medium;"><span> </span></span></span></div>
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<span style="font-size: x-large;"><span style="color: #741b47;"><span><span>What do you think you'll read next?</span></span></span></span><br /><span style="color: #741b47;">Quale sarà il prossimo libro che leggerai?</span></div>
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<span style="color: #741b47;"><span style="color: black;">Visto che ancora devo iniziare quello della Holt, non so davvero cosa leggerò dopo, penso che mi farò guidare dall'istinto nella speranza di continuare con bellissime letture!</span> </span></div>
Christyhttp://www.blogger.com/profile/10829519181560462463noreply@blogger.com8tag:blogger.com,1999:blog-1150553339258620331.post-62949513674493868752018-07-31T15:05:00.001+02:002018-07-31T15:05:26.257+02:00Recensione: Le vedove del giovedìBuon pomeriggio carissimi lettori ^^ Dopo mesi e mesi di silenzio, eccomi qui a presentarvi la recensione dell'ultimo romanzo che ho letto! Diverse sono le letture degli ultimi mesi (anche se visti gli impegni sono andato molto a rilento) e di cui vi aggiornerò nei prossimi giorni ^^<br />
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<span style="color: #741b47; font-size: x-large;">LE VEDOVE DEL GIOVEDI'</span></div>
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<img alt="Risultati immagini per le vedove del giovedi" height="320" src="https://img.ibs.it/images/9788807031410_0_0_1585_75.jpg" width="201" /></div>
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<span style="color: #741b47;">Feltrinelli | 256 pp. | €15,00</span></div>
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Alla periferia di Buenos Aires, dietro alti muri perimetrali, al di là di cancelli rinforzati e affiancati dalle garitte della vigilanza, si trova il complesso residenziale di lusso Altos de la Cascada. Fuori, la strada, la baraccopoli di Santa Maria de los Tigrecitos, l'autostrada, la città, il resto del mondo. Ad Altos de la Cascada vivono famiglie facoltose che hanno lo stesso stile di vita e che vogliono mantenerlo, costi quel che costi. In quest'oasi dorata di pace e tranquillità, un gruppo di amici si riunisce una volta alla settimana lontano dalla vista dei figli, delle donne di servizio e soprattutto delle mogli che, escluse da questi incontri virili, si autonominano, ironicamente, "le vedove del giovedì". Ma una notte la routine si spezza rivelando il lato oscuro di una vita "perfetta".</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4DyPYvnYm0i_HeBv3lAuPgVOaHc2Zhq6_y6ux6VbMwxsLh3lEXcJql4pr7IHD_fMf7gCbgo9WtVmEUSqJSMlOsI7gcVAzMFm4t2mzTWyGNovf_syRK-EDhqvt5fKrzzFwqyBuazfZ_PaQ/s1600/recensione.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="50" data-original-width="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4DyPYvnYm0i_HeBv3lAuPgVOaHc2Zhq6_y6ux6VbMwxsLh3lEXcJql4pr7IHD_fMf7gCbgo9WtVmEUSqJSMlOsI7gcVAzMFm4t2mzTWyGNovf_syRK-EDhqvt5fKrzzFwqyBuazfZ_PaQ/s1600/recensione.png" /></a></div>
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<a href="http://www.todoelcine.net/images/2016/07/15/Las_viudas_de_los_jueves_2009.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per las viudas de los jueves" border="0" height="240" src="http://www.todoelcine.net/images/2016/07/15/Las_viudas_de_los_jueves_2009.jpg" width="320" /></a>Una gabbia d'oro. Una gabbia che affascina, che magnetizza, che attrae con forza ricchi benestanti, certi di poter trovare ad Altos de la Cascada un'oasi di pace e serenità, lontani dal degrado e dalla insicurezza del mondo circostante. Un rifugio dalle precarie condizioni di vita in cui sembra riversare la maggior parte della popolazione. Un privilegio. Case allineate in maniera meticolosa, costruite secondo canoni estetici degni di nota, circondate da ampi spazi verdi, campi da tennis e golf, scuole esclusive di un certo livello. Un ambiente protettivo, che dà sicurezza. Un paradiso che permette di dimenticare preoccupazioni, vite passate, famigliari e amici ormai lontani. Ricominciare.... in mezzo ad altra gente facoltosa, tra champagne e feste in piscina, tornei sportivi e corsi di pittura. Si crea un vero e proprio ghetto, una microsocietà da difendere a tutti i costi, con guardie armate, telecamere, muri di cinta e controlli serrati.</div>
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<b>Cosa c'è che non va in questo microcosmo? Nulla, è tutto perfetto. Ma cosa c'è dietro l'apparenza? Questo è quello che si chiede la scrittrice dipingendo il ritratto di una borghesia, e più estesamente dell'umanità, sull'orlo della decadenza.</b> Bisogna scavare per poter vedere, dietro l'oro luccicante, sbarre di ferro ormai arrugginito. Come i valori degli esseri umani descritti, come le anime di carta che abitano i loro corpi. E basta semplicemente seguire i vari personaggi dietro la porta di casa, non esitare sull'uscio ma immergersi nei loro cupi tormenti e affanni. Dietro ogni porta, dentro ogni casa, c'è solitudine, tristezza, ansia, paura, angoscia, violenze domestiche. </div>
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<i>"A la Cascada è normale non sapere niente dell’altro, chi fosse prima di venire a stare qui, perfino chi sia attualmente, nell’ intimità, una volta chiusa la porta di casa."</i></div>
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Il microcosmo ci viene descritto con maestria dall'autrice, raccontandoci in ogni capitolo un avvenimento (o lo stesso secondo le diverse prospettive), la storia dei personaggi che si intrecciano tra le strade del quartiere residenziale, la loro parte più intima e contemporaneamente quella che viene mostrata agli altri, portandoci così in un climax ascendente, costruito tramite flashback, a scoprire la verità sul tragico incidente che viene già mostrato all'inizio del libro. Tre cadaveri in piscina. La morte che lambisce i loro corpi bagnati. </div>
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<a href="http://midacc.org/wp-content/uploads/2016/05/viudas_3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per las viudas de los jueves" border="0" height="180" src="http://midacc.org/wp-content/uploads/2016/05/viudas_3.jpg" width="320" /></a></div>
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Il disastro, la tragedia sembrano camminare insieme alla crisi economica di quegli anni. Cosa sono disposti a fare pur di salvaguardare quello stile di vita? <b>Cosa potrebbe succedere se la vita perdesse di significato e la dignità venisse ridotta a un mero conto bancario?</b> Così si svela il marcio, la perdita di significato, il ridurre la propria esistenza a un piano francamente materiale. Disposti a tutto pur di non cadere nel "baratro", pur di non cambiare casa, pur di non rinunciare ai loro privilegi, pur di continuare a frequentare quel posto. Ma in fondo quello che alla fine dovremmo chiederci è: siamo veramente così folli, meschini e poco capaci di adattarci, di fronteggiare i problemi, di recuperare e conservare quei valori che sembrano ormai persi? Eppure ai disvalori, all'ipocrito agire degli adulti, si contrappongono i valori dei figli, forse l'unica speranza. E come dice una delle protagoniste sulla soglia della fine...l'importante è "uscire". </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8_3z9HszxZJBOtvd205DRb6LCJks3pR9fnWUalnQ4tg5PMQ0CVtjzqNiwvKQrW4MAEGJKbg38bRmOECbBg5ToIxXKtLXK0htnKUWOk1eikdq2Tsrj6c3-pDHlfOsn-TTeiVmu8TUoZs-7/s1600/4+stelle.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="51" data-original-width="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8_3z9HszxZJBOtvd205DRb6LCJks3pR9fnWUalnQ4tg5PMQ0CVtjzqNiwvKQrW4MAEGJKbg38bRmOECbBg5ToIxXKtLXK0htnKUWOk1eikdq2Tsrj6c3-pDHlfOsn-TTeiVmu8TUoZs-7/s1600/4+stelle.png" /></a></div>
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<b><span style="color: purple; font-size: large;">E voi, che ne pensate? </span></b></div>
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<b><span style="color: purple; font-size: large;">Lo avete letto?</span></b></div>
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<b><span style="color: purple; font-size: large;">Vi lascio anche il trailer del film: </span></b></div>
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Eziohttp://www.blogger.com/profile/05476818737130878255noreply@blogger.com1