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		<title>LE STORIE CHE RACCONTANO LE NOSTRE PIETRE</title>
		<link>https://www.lafrecciaweb.it/2024/04/05/le-storie-che-raccontano-le-nostre-pietre/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=le-storie-che-raccontano-le-nostre-pietre</link>
		
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		<pubDate>Fri, 05 Apr 2024 13:43:41 +0000</pubDate>
				<category><![CDATA[In Evidenza]]></category>
		<category><![CDATA[Storia, Arte, Cultura]]></category>
		<category><![CDATA[Linguaggio dei simboli]]></category>
		<category><![CDATA[Storia]]></category>
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					<description><![CDATA[<p><img width="466" height="312" src="https://www.lafrecciaweb.it/wp-content/uploads/2024/04/6148D49B-C65F-4579-A0F8-A89F17EB6EDF.jpeg" class="attachment-post-thumbnail size-post-thumbnail wp-post-image" alt="" decoding="async" srcset="https://www.lafrecciaweb.it/wp-content/uploads/2024/04/6148D49B-C65F-4579-A0F8-A89F17EB6EDF.jpeg 466w, https://www.lafrecciaweb.it/wp-content/uploads/2024/04/6148D49B-C65F-4579-A0F8-A89F17EB6EDF-300x201.jpeg 300w, https://www.lafrecciaweb.it/wp-content/uploads/2024/04/6148D49B-C65F-4579-A0F8-A89F17EB6EDF-263x175.jpeg 263w" sizes="(max-width: 466px) 100vw, 466px" /></p>
<p>di Gabriella Izzi Benedetti Le pietre raccontano la nostra umanità dai tempi più antichi. Dalla rosa celtica all’albero della vita, dalla geometria simbolo di perfezione alla simbologia dei 4 evangelisti, Nicoletta&#8230;</p>
<p>L'articolo <a href="https://www.lafrecciaweb.it/2024/04/05/le-storie-che-raccontano-le-nostre-pietre/">LE STORIE CHE RACCONTANO LE NOSTRE PIETRE</a> proviene da <a href="https://www.lafrecciaweb.it">lafrecciaweb.it</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><i><span class="s9"><span class="bumpedFont15"><b>di Gabriella Izzi Benedetti</b><br />
Le pietre raccontano la nostra umanità dai tempi più antichi. Dalla rosa celtica all’albero della vita, dalla geometria simbolo di perfezione alla simbologia dei 4 evangelisti, </span></span><span class="s9"><span class="bumpedFont15"><span class="s8">Nicoletta Maioli ci conduce in un viaggio affascinante: il linguaggio dei simboli come espressione di spiritualità, della  capacità panteistica e metafisica dell’uomo antico, </span>in un mondo che è tutto intorno a noi,  che spesso ignoriamo o del quale non conosciamo il valore.</span></span></i></p>
<p class="s11"><span class="s8"><span class="bumpedFont15"><strong><br />
Nicoletta Maiol</strong>i</span></span><span class="s9"><span class="bumpedFont15">, architetto</span></span><span class="s9"><span class="bumpedFont15">, Presidente della </span></span><span class="s9"><span class="bumpedFont15">Sezione Toscana dell’Istituto Italiano dei Castelli</span></span> <span class="s9"><span class="bumpedFont15">ha</span></span><span class="s9"><span class="bumpedFont15">,</span></span><span class="s9"><span class="bumpedFont15"> fra gli interessi a lei più cari</span></span><span class="s9"><span class="bumpedFont15">,</span></span><span class="s9"><span class="bumpedFont15">lo studio del <b>linguaggio dei simboli</b></span></span><span class="s9"><span class="bumpedFont15">,</span></span> <span class="s9"><span class="bumpedFont15">in un’attenta rielaborazione di numerose fonti</span></span><span class="s9"><span class="bumpedFont15">. </span></span><span class="s9"><span class="bumpedFont15">“Le storie che raccontano le nostre pietre”</span></span><span class="s9"><span class="bumpedFont15"> l</span></span><span class="s9"><span class="bumpedFont15">e troviamo disseminate dai tempi più antichi</span></span><span class="s9"><span class="bumpedFont15"> in luoghi naturali, in ambienti realizza</span></span><span class="s9"><span class="bumpedFont15">ti dall’uomo, attraverso scavi,</span></span><span class="s9"><span class="bumpedFont15"> e la loro interpretazione crea la corretta lettura del luogo, dell’edificio, nel quale</span></span><span class="s9"><span class="bumpedFont15"> li abbiamo reperiti.<br />
</span></span><span class="s9"><span class="bumpedFont15">Ma è certo la luce</span></span><span class="s9"><span class="bumpedFont15"> il</span></span> <span class="s9"><span class="bumpedFont15">“</span></span><span class="s9"><span class="bumpedFont15">primo costruttore delle cose, della sfera del cosmo,</span></span> <span class="s9"><span class="bumpedFont15">che da un punto come un singolo atomo primigenio esplose per</span></span> <span class="s9"><span class="bumpedFont15">espandersi in ogni direzione</span></span><span class="s9"><span class="bumpedFont15">”</span></span><span class="s9"><span class="bumpedFont15">.</span></span><span class="s9"><span class="bumpedFont15"> E di questa suggestione </span></span><span class="s9"><span class="bumpedFont15">fra l’altro </span></span><span class="s9"><span class="bumpedFont15">la <b>Maioli</b> ci propone un simbolo sumerico che sembra precorrere gli ultimi studi astronomici</span></span><span class="s9"><span class="bumpedFont15">: l’idea che</span></span><span class="s9"><span class="bumpedFont15"> da un punto</span></span><span class="s9"><span class="bumpedFont15">,</span></span><span class="s9"><span class="bumpedFont15"> un singolo atomo primigenio esplo</span></span><span class="s9"><span class="bumpedFont15">da</span></span><span class="s9"><span class="bumpedFont15"> per espandersi</span></span><span class="s9"><span class="bumpedFont15"> in ogni direzione.</span></span></p>
<p class="s11"><span class="s9"><span class="bumpedFont15">Gli antichi popoli</span></span><span class="s9"><span class="bumpedFont15">, (e vi </span></span><span class="s9"><span class="bumpedFont15">associamo</span></span><span class="s9"><span class="bumpedFont15"> anche epoche in cui la scrittura era</span></span><span class="s9"><span class="bumpedFont15"> ignota</span></span><span class="s9"><span class="bumpedFont15">)</span></span><span class="s9"><span class="bumpedFont15"> trasmettevano i messaggi attraverso immagini di uomini o di animali che collegate con il significato di altri elementi simbolici aiutavano a comprenderne la narrazione. </span></span><span class="s9"><span class="bumpedFont15">Da qui si può dedurre che l’attività simbolo-genetica è connaturale all’uomo, anche in base all’aspirazione innata nell’essere umano a valicare il limite</span></span><span class="s9"><span class="bumpedFont15">,</span></span> <span class="s9"><span class="bumpedFont15">sfociando nel simbolo quale forza di riscatto dall’incapacità del linguaggio ad esprimere l’infinito. Del resto un’idea, un concetto non corrispondente</span></span><span class="s9"><span class="bumpedFont15"> a</span></span><span class="s9"><span class="bumpedFont15">ll’immediato aspetto sensibile si esprime attraverso il segno. E dunque</span></span><span class="s9"><span class="bumpedFont15">,</span></span><span class="s9"><span class="bumpedFont15"> un elemento assunto come segno di riconoscimento</span></span><span class="s9"><span class="bumpedFont15">,</span></span><span class="s9"><span class="bumpedFont15"> si riferisce a molteplici elementi cui è legato da un rapporto di </span></span><span class="s9"><span class="bumpedFont15">referibilità</span></span><span class="s9"><span class="bumpedFont15">.</span></span></p>
<p class="s11"><span class="s9"><span class="bumpedFont15">Secondo gli psicologi nelle forme più arcaiche il simbolo si esprime come conoscenza-esperienza</span></span><span class="s9"><span class="bumpedFont15">;</span></span><span class="s9"><span class="bumpedFont15"> dunque realtà e simbolo non sono distinti e hanno il più delle volte significato religioso. In</span></span><span class="s9"><span class="bumpedFont15">fatti</span></span><span class="s9"><span class="bumpedFont15"> è soprattutto in senso religioso che le pietre ci racc</span></span><span class="s9"><span class="bumpedFont15">ontano la storia dell’umanità, </span></span><span class="s9"><span class="bumpedFont15">poiché tutta la storia dell’umanità è impregnata di senso religioso</span></span><span class="s9"><span class="bumpedFont15">. Non per questo escludendo forme di linguaggio simbolico legato all’arte, alla scienza, alla astrazione filosofica. Se anticamente </span></span><span class="s9"><span class="bumpedFont15">u</span></span><span class="s9"><span class="bumpedFont15">n messaggio </span></span><span class="s9"><span class="bumpedFont15">era più </span></span><span class="s9"><span class="bumpedFont15">decifrabile</span></span><span class="s9"><span class="bumpedFont15"> anche per essere più direttamente legato alla natura</span></span><span class="s9"><span class="bumpedFont15">, al nostro</span></span><span class="s9"><span class="bumpedFont15"> tempo</span></span><span class="s9"><span class="bumpedFont15"> è divenuto</span></span><span class="s9"><span class="bumpedFont15"> di </span></span><span class="s9"><span class="bumpedFont15">per</span></span><span class="s9"><span class="bumpedFont15">tinenza di una “é</span></span><span class="s9"><span class="bumpedFont15">lite”</span></span><span class="s9"><span class="bumpedFont15">. E dunque l’affascinante viaggio al quale ci invita </span></span><span class="s8"><span class="bumpedFont15">Nicoletta </span></span><span class="s8"><span class="bumpedFont15">Maioli</span></span> <span class="s9"><span class="bumpedFont15">attraverso simboli e graffiti ci introduce “</span></span><span class="s9"><span class="bumpedFont15">alla scoperta della Sapienza degli antichi fatta di spiritualità e</span></span> <span class="s9"><span class="bumpedFont15">di sensazioni allo stato puro che irrompe nel nostro mondo che non ha più niente di</span></span> <span class="s9"><span class="bumpedFont15">spirituale</span></span><span class="s9"><span class="bumpedFont15">”</span></span><span class="s9"><span class="bumpedFont15">.</span></span></p>
<p class="s11"><span class="s9"><span class="bumpedFont15">Di questa arcaica spiritualità, di questa capacità </span></span><span class="s9"><span class="bumpedFont15">panteistica e direi metafisica </span></span><span class="s9"><span class="bumpedFont15">dell’uomo antico, che arriva a formulazioni spesso di rara attualità scientifica, la studiosa ci offre esempi molto suggestivi</span></span><span class="s9"><span class="bumpedFont15">,</span></span><span class="s9"><span class="bumpedFont15"> passa</span></span><span class="s9"><span class="bumpedFont15">ndo</span></span><span class="s9"><span class="bumpedFont15"> poi ad analizzare sia la qualità del nostro approccio, spesso frettoloso e superficiale, poggiato sul dualismo bene-male,</span></span> <span class="s9"><span class="bumpedFont15">sia le chiavi di lettura,</span></span><span class="s9"><span class="bumpedFont15"> che lei analizza proponendo immagini</span></span><span class="s9"><span class="bumpedFont15"> di architettura medievale </span></span><span class="s9"><span class="bumpedFont15">in cui</span></span><span class="s9"><span class="bumpedFont15"> la geometria</span></span><span class="s9"><span class="bumpedFont15"> diviene essa stessa simbolo.</span></span></p>
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" /> <span class="s13"><span class="bumpedFont15">Basilica di san Miniato al Monte, Firenze</span></span></p>
<p class="s11"><span class="s9"><span class="bumpedFont15">E si sofferma</span></span><span class="s9"><span class="bumpedFont15"> soprattutto</span></span><span class="s9"><span class="bumpedFont15"> sulla geometria</span></span><span class="s9"><span class="bumpedFont15"> sacra, intendendo la capacità di creare </span></span><span class="s9"><span class="bumpedFont15">le basi di </span></span><span class="s9"><span class="bumpedFont15">una</span></span><span class="s9"><span class="bumpedFont15"> architettura armonica “che si esprime costituendo lo spartito musicale della musica divina. Era considerata &#8220;D</span></span><span class="s9"><span class="bumpedFont15">ivina</span></span><span class="s9"><span class="bumpedFont15"> P</span></span><span class="s9"><span class="bumpedFont15">roporzione</span></span><span class="s9"><span class="bumpedFont15">&#8221; dagli artisti e </span></span><span class="s9"><span class="bumpedFont15">dai matematici del Rinascimento</span></span><span class="s9"><span class="bumpedFont15">. </span></span><span class="s9"><span class="bumpedFont15">Una delle forme di cui quest’armonia si</span></span><span class="s9"><span class="bumpedFont15"> avvale</span></span><span class="s9"><span class="bumpedFont15"> è la struttura architettonica delle chiese</span></span><span class="s9"><span class="bumpedFont15">, n</span></span><span class="s9"><span class="bumpedFont15">ella circolarità dell’abside e della cupola, </span></span><span class="s9"><span class="bumpedFont15">n</span></span><span class="s9"><span class="bumpedFont15">ella quadratura della pianta,</span></span> <span class="s9"><span class="bumpedFont15">n</span></span><span class="s9"><span class="bumpedFont15">ella triangola</span></span><span class="s9"><span class="bumpedFont15">zione</span></span><span class="s9"><span class="bumpedFont15"> del frontone di facciata (simbolo della Trinità)</span></span><span class="s9"><span class="bumpedFont15">.</span></span><span class="s9"><span class="bumpedFont15"> Il triangolo è sempre equilatero, divenendo anche simbolo della divinità,</span></span> <span class="s9"><span class="bumpedFont15">dell’armonia e della proporzione.</span></span><span class="s9"><span class="bumpedFont15"> Ma è anche la disposizione e dosatura della luce, ancora una volta a divenire “segno visibile e simbolico della speranza cristiana, un segno che sa trasmettere ragioni di vita alle generazioni future</span></span><span class="s9"><span class="bumpedFont15">”</span></span><span class="s9"><span class="bumpedFont15">.</span></span></p>
<p class="s11"><span class="s9"><span class="bumpedFont15">Continuando nella sua narrazione la studiosa ci spiega il significato di alcuni simboli, per esempio la luna che</span></span> <span class="s9"><span class="bumpedFont15">simboleggia il mutamento, la ciclicità, il ritmo del tempo che scandisce</span></span><span class="s9"><span class="bumpedFont15"> quello della vita</span></span><span class="s9"><span class="bumpedFont15">. Secondo i celti (</span></span><span class="s9"><span class="bumpedFont15">Triskele</span></span><span class="s9"><span class="bumpedFont15">), la trinità femminile: la Vergine, la Madre e l’Anziana, </span></span><span class="s9"><span class="bumpedFont15">impersonavano</span></span><span class="s9"><span class="bumpedFont15"> la rigenerazione della vita. Tutta la sapienza antica è legata al mito di morte e rinascita. Se la luna è bianca indica nascita e crescita, se è piena l’amore e la battaglia, se è calante la morte. E poi il ragno. In India la tela di ragno è s</span></span><span class="s9"><span class="bumpedFont15">egno</span></span><span class="s9"><span class="bumpedFont15"> dell’ordinamento cosmico e con la sua struttura a raggi simbolo dell’ordinamento</span></span> <span class="s9"><span class="bumpedFont15">divino.</span></span><span class="s9"><span class="bumpedFont15"> “Anche in medicina, la metafora del ragno che tesse la tela è stata utilizzata per simboleggiare la vita, nello specifico la complessità del corpo umano”. Secondo molti popoli antichi </span></span><b><span class="s8"><span class="bumpedFont15">Egizi</span></span><span class="s9"><span class="bumpedFont15">, </span></span><span class="s8"><span class="bumpedFont15">Greci</span></span><span class="s9"><span class="bumpedFont15">, </span></span><span class="s8"><span class="bumpedFont15">Sumeri</span></span></b><span class="s9"><span class="bumpedFont15"> nel telaio si nasconde un simbolo: l’alternarsi della vita e della morte. E il </span></span><span class="s8"><span class="bumpedFont15"><b>Cristianesimo</b></span></span><span class="s9"><span class="bumpedFont15"> che ha rielaborato ne</span></span><span class="s9"><span class="bumpedFont15">i</span></span><span class="s9"><span class="bumpedFont15"> simboli la tradizione di </span></span><span class="s9"><span class="bumpedFont15">culture precedenti </span></span><span class="s9"><span class="bumpedFont15">ce </span></span><span class="s9"><span class="bumpedFont15">n</span></span><span class="s9"><span class="bumpedFont15">e </span></span><span class="s9"><span class="bumpedFont15">offre </span></span><span class="s9"><span class="bumpedFont15">molteplici</span></span><span class="s9"><span class="bumpedFont15"> esempi</span></span><span class="s9"><span class="bumpedFont15">.</span></span></p>
<p class="s11"><img decoding="async" class="s14" 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" /><br />
<span class="s13"><span class="bumpedFont15">Il Monastero di san </span></span><span class="s13"><span class="bumpedFont15">Rabano</span></span></p>
<p class="s11"><span class="s9"><span class="bumpedFont15">Continuando nell’analisi, l</span></span><span class="s9"><span class="bumpedFont15">’uomo barbuto rappresenta la saggezza</span></span><span class="s9"><span class="bumpedFont15">;</span></span><span class="s9"><span class="bumpedFont15">l’albero cosmico</span></span><span class="s9"><span class="bumpedFont15"> della mitologia nordica</span></span><span class="s9"><span class="bumpedFont15"> degli antichi simboleggia il sostegno </span></span><span class="s9"><span class="bumpedFont15">dei nove mondi. Ma simboleggia </span></span><span class="s9"><span class="bumpedFont15">anche</span></span><span class="s9"><span class="bumpedFont15"> l’incrocio fra cielo, terra, inferi</span></span><span class="s15">.</span> <span class="s9"><span class="bumpedFont15">Le</span></span><span class="s9"><span class="bumpedFont15"> interpretazioni</span></span><span class="s9"><span class="bumpedFont15"> dell’albero cosmico sono varie; tra le più i</span></span><span class="s9"><span class="bumpedFont15">nteressant</span></span><span class="s9"><span class="bumpedFont15">i, a mio avviso, </span></span><span class="s9"><span class="bumpedFont15">l’identificazione dell’</span></span><span class="s9"><span class="bumpedFont15">&#8216;albero della vita</span></span><span class="s9"><span class="bumpedFont15"> con</span></span><span class="s9"><span class="bumpedFont15"> il legno della Croce. Anche il frutto della mandorla </span></span><span class="s9"><span class="bumpedFont15">e il seme in generale divengono</span></span><span class="s9"><span class="bumpedFont15"> simbolo di Vita e quindi un naturale attributo per Colui che è &#8220;Via</span></span><span class="s9"><span class="bumpedFont15">,</span></span><span class="s9"><span class="bumpedFont15"> Verità e Vita&#8221;. Hanno anche un’altra valenza</span></span><span class="s9"><span class="bumpedFont15">,</span></span><span class="s9"><span class="bumpedFont15"> quale simbolo della potenza creatrice femminile. </span></span></p>
<p class="s11"><span class="s9"><span class="bumpedFont15">Molto interessante è il discorso simbolico derivante dalla natura a proposito de</span></span><span class="s9"><span class="bumpedFont15">i cui segnali criptici</span></span> <span class="s8"><span class="bumpedFont15"><b>Bernardo di Chiaravalle</b></span></span><span class="s9"><span class="bumpedFont15"> diceva:</span></span><span class="s9"><span class="bumpedFont15">“</span></span><span class="s9"><span class="bumpedFont15">troverai più nei boschi che nei libri. Gli alberi e le rocche ti insegneranno cose che nessun maestro ti dirà”. </span></span><span class="s9"><span class="bumpedFont15">Del</span></span> <span class="s9"><span class="bumpedFont15">resto</span></span><span class="s9"><span class="bumpedFont15"> le forme geometriche che vediamo rappresentate negli edifici sacri sono molto spesso ispirate dalla natura. </span></span><span class="s9"><span class="bumpedFont15">La ste</span></span><span class="s9"><span class="bumpedFont15">lla polare è simbolo alchemico.</span></span><span class="s9"><span class="bumpedFont15"> La </span></span><span class="s8"><span class="bumpedFont15"><b>Melagrana</b></span></span><span class="s9"><span class="bumpedFont15"> è simbolo di fertilità, resurrezione</span></span><span class="s9"><span class="bumpedFont15">,</span></span><span class="s9"><span class="bumpedFont15"> vita che si rinnova; i suoi semi sono simbolo di unione e molteplicità e disposti come la</span></span><span class="s9"><span class="bumpedFont15"> stella a cinque o più punte. La</span></span> <b><span class="s8"><span class="bumpedFont15">R</span></span><span class="s8"><span class="bumpedFont15">osa</span></span></b><span class="s9"><span class="bumpedFont15"> nell’antica festa dei primi cristiani a </span></span><span class="s8"><span class="bumpedFont15"><b>Roma</b></span></span><span class="s9"><span class="bumpedFont15"> (dall’oculo del Panteon venivano fatti calare, a Pentecoste, petali di rosa), rappresentava il sangue di Gesù Cristo versato per la redenzione dell’umanità, le lingue di fuoco </span></span><span class="s9"><span class="bumpedFont15">erano il segno </span></span><span class="s9"><span class="bumpedFont15">della Sapienza e dello Spirito che si riversava sui credenti e da </span></span><span class="s9"><span class="bumpedFont15">allora è divenuto</span></span><span class="s9"><span class="bumpedFont15"> il simbolo per eccellenza della rinascita dell&#8217;umanità.</span></span> <span class="s9"><span class="bumpedFont15">E, nel periodo della sua fioritura, nel solstizio d’estate è simbolo della conoscenza. </span></span></p>
<p class="s11"><span class="s9"><span class="bumpedFont15">La </span></span><span class="s8"><span class="bumpedFont15"><b>Rosa</b></span></span><span class="s9"><span class="bumpedFont15"> nella simbologia templare indica </span></span><span class="s9"><span class="bumpedFont15">l’obiettivo finale del vivere, poiché</span></span><span class="s9"><span class="bumpedFont15"> simbolo del </span></span><span class="s8"><span class="bumpedFont15"><b>Graal</b></span></span><span class="s9"><span class="bumpedFont15">, </span></span><span class="s9"><span class="bumpedFont15">ed </span></span><span class="s9"><span class="bumpedFont15">è composta da cinque petali </span></span><span class="s9"><span class="bumpedFont15">indicanti</span></span><span class="s9"><span class="bumpedFont15"> i cinque punti della fraternità: comprendere, intercedere, assistere, amare e pregare.</span></span><span class="s9"><span class="bumpedFont15"> Ma se poi press</span></span><span class="s9"><span class="bumpedFont15">o i templari si vuole indicare </span></span><span class="s9"><span class="bumpedFont15">i</span></span><span class="s9"><span class="bumpedFont15">l fiore della vita, le punte sono quattro, e i 4 petali sono iscritti in una struttura quadrata e in un cerchio. Cioè il tipo di proporzione aurea, di perfezione formale che troviamo</span></span><span class="s9"><span class="bumpedFont15"> ad</span></span><span class="s9"><span class="bumpedFont15"> esempio nell’uomo vitruviano di </span></span><span class="s8"><span class="bumpedFont15"><b>Leonardo</b></span></span><span class="s9"><span class="bumpedFont15">.</span></span> <span class="s9"><span class="bumpedFont15">Da sempre i fiori sono l&#8217;immagine della vita: simbolo del Paradiso Terrestre, emblema della rinascita del ciclo stagionale, simbolo di gioia e di lutto, di amore terreno e celeste e si trovano rappresentati ovunque nei templi dell’antichità a partire da quello di </span></span><span class="s8"><span class="bumpedFont15"><b>Osiride</b></span></span><span class="s9"><span class="bumpedFont15"> o sul </span></span><span class="s8"><span class="bumpedFont15"><b>Monte Sinai</b> </span></span><span class="s9"><span class="bumpedFont15">e sono presenti nelle decora</span></span><span class="s9"><span class="bumpedFont15">zioni architettoniche fin dal</span></span><span class="s9"><span class="bumpedFont15"> VIII secolo. </span></span></p>
<p class="s11"><span class="s9"><span class="bumpedFont15">Il </span></span><span class="s8"><span class="bumpedFont15"><b>Fiore della Vita</b></span></span><span class="s9"><span class="bumpedFont15"> o </span></span><span class="s8"><span class="bumpedFont15"><b>Rosa Celtica</b></span></span><span class="s9"><span class="bumpedFont15"> o anche </span></span><span class="s8"><span class="bumpedFont15"><b>Sole delle Alpi</b></span></span><span class="s9"><span class="bumpedFont15">, è un fiore a sei petali collocato all&#8217;interno di un cerchio.</span></span><span class="s9"><span class="bumpedFont15"> Il fiore può anche essere rappresentato dalla Stella di Betlemme che simboleggia la stella cometa che segnò la nascita di Cristo. Indica il pianeta Venere ed esprime protezione, bellezza, armonia, ha poteri di guarigione e d</span></span><span class="s9"><span class="bumpedFont15">à</span></span><span class="s9"><span class="bumpedFont15"> forza. Le stelle</span></span><span class="s9"><span class="bumpedFont15">,</span></span><span class="s9"><span class="bumpedFont15"> a seconda della quantità di punte</span></span><span class="s9"><span class="bumpedFont15">,</span></span><span class="s9"><span class="bumpedFont15"> esprimono diverse simbologie. Come si può dedurre il discorso</span></span><span class="s9"><span class="bumpedFont15"> è molto lungo e complesso</span></span><span class="s9"><span class="bumpedFont15">. Siamo circondati da simboli. Le chiese ne sono piene. </span></span><span class="s9"><span class="bumpedFont15">Molti sigilli sono a forma di Croce, ne vediamo in molti Ordini</span></span><span class="s9"><span class="bumpedFont15"> religiosi e non</span></span><span class="s9"><span class="bumpedFont15">, vediamo la </span></span><span class="s8"><span class="bumpedFont15"><b>Croce di Malta</b></span></span><span class="s9"><span class="bumpedFont15"> nota anche come croce di san Giovanni, che fu simbolo della Repubblica marinara di </span></span><span class="s8"><span class="bumpedFont15"><b>Amalfi</b></span></span><span class="s9"><span class="bumpedFont15"> almeno sin dall‘XI secolo, come confermano alcuni tarì amalfitani.</span></span><span class="s9"><span class="bumpedFont15"> La studiosa poi ci racconta del significato della T</span></span><span class="s9"><span class="bumpedFont15">riplice Cinta</span></span> <span class="s9"><span class="bumpedFont15">(che in antico aveva anche significato di iniziazione). In essa</span></span><span class="s9"><span class="bumpedFont15"> convergono il mondo terrestre, quello celeste, gli astri, con al centro la presenza di Dio circondato da puri Spiriti. </span></span><span class="s9"><span class="bumpedFont15">È</span></span><span class="s9"><span class="bumpedFont15"> un simbolo che troviamo in tantissime chiese, è incisa su una delle lastre marmoree che compongono il trono di </span></span><span class="s8"><span class="bumpedFont15"><b>Carlo Magno</b></span></span><span class="s9"><span class="bumpedFont15"> ad Aquisgrana, o nel </span></span><span class="s8"><span class="bumpedFont15">Santuario di Santo Stefano</span></span><span class="s9"><span class="bumpedFont15"> a Bologna. Ma è un s</span></span><span class="s9"><span class="bumpedFont15">egno</span></span><span class="s9"><span class="bumpedFont15"> ricorrente anche presso le </span></span><span class="s13"><span class="bumpedFont15">mansio</span></span> <span class="s9"><span class="bumpedFont15">gestite dai Templari. Indicavano ospitalità. </span></span></p>
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" /></p>
<p class="s11"><span class="s13"><span class="bumpedFont15">Il fiore della vita, nelle costruzioni templari</span></span></p>
<p class="s11"><span class="s9"><span class="bumpedFont15">P</span></span><span class="s9"><span class="bumpedFont15">resso i </span></span><strong><span class="s8"><span class="bumpedFont15">Templari</span></span></strong> <span class="s9"><span class="bumpedFont15">la Triplice Cinta veniva utilizzata anche come gioco</span></span><span class="s9"><span class="bumpedFont15">. Anche se la regola lo vietava nel tempo libero </span></span><span class="s9"><span class="bumpedFont15">essi </span></span><span class="s9"><span class="bumpedFont15">giocavano a </span></span><span class="s9"><span class="bumpedFont15">filetto</span></span><span class="s9"><span class="bumpedFont15">, a scacchi, a tris. I simboli intersecano il mondo degli angeli, sono presenti nei rosoni della chiese, anche perché è il rosone stesso un simbolo, quello </span></span><span class="s9"><span class="bumpedFont15">del</span></span><span class="s9"><span class="bumpedFont15">la ruota della vita. E spesso nei rosoni compaiono </span></span><span class="s9"><span class="bumpedFont15">i</span></span><span class="s9"><span class="bumpedFont15"> simboli dei </span></span><b><span class="s8"><span class="bumpedFont15">Q</span></span><span class="s8"><span class="bumpedFont15">uattro</span></span><span class="s8"><span class="bumpedFont15"> E</span></span><span class="s8"><span class="bumpedFont15">vangelisti</span></span></b><span class="s9"><span class="bumpedFont15">, il</span></span><span class="s9"><span class="bumpedFont15"> leone,</span></span><span class="s9"><span class="bumpedFont15"> il</span></span><span class="s9"><span class="bumpedFont15"> toro,</span></span><span class="s9"><span class="bumpedFont15"> l’</span></span><span class="s9"><span class="bumpedFont15">aquila e </span></span><span class="s9"><span class="bumpedFont15">l’</span></span><span class="s9"><span class="bumpedFont15">uomo che simboleggiano i quattro Vangeli canonici e che</span></span> <span class="s9"><span class="bumpedFont15">assumono vari significati:</span></span> <span class="s9"><span class="bumpedFont15">Il leone, la resurrezione di Cristo</span></span><span class="s9"><span class="bumpedFont15"> &#8211; in chiave alchemica il </span></span><span class="s9"><span class="bumpedFont15">fuoco, la forza. Il toro, la passione di Cristo</span></span><span class="s9"><span class="bumpedFont15"> &#8211; i</span></span><span class="s9"><span class="bumpedFont15">n chiave alchemica il caos della Terra. L’uomo alato o angelo, l’incarnazione di Cristo</span></span><span class="s9"><span class="bumpedFont15"> &#8211; i</span></span><span class="s9"><span class="bumpedFont15">n chiave alchemica Acqua, femminile discendente. L’aquila la Pentecoste</span></span> <span class="s9"><span class="bumpedFont15">&#8211; in chiave alchemica forza dell’Aria. I simboli dei quattro evangelisti erano usati anche di frequente per le sepolture.</span></span></p>
<p class="s11"><img decoding="async" class="s17" 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" /> <span class="s13"><span class="bumpedFont15">La vite s</span></span><span class="s13"><span class="bumpedFont15">imbolo della vita si ricollega </span></span><span class="s13"><span class="bumpedFont15">a Cristo</span></span></p>
<p class="s11"><span class="s9"><span class="bumpedFont15">Si parla poi de</span></span><span class="s9"><span class="bumpedFont15">l</span></span><span class="s9"><span class="bumpedFont15">l’uovo come simbolo di resurrezione e origine del cosmo. Ne deriva la tradizione delle uova pasquali. E poi le conchiglie, le mani, non si finirebbe mai. Siamo circondati da simboli, abbiamo creato simboli e simboli. </span></span><span class="s9"><span class="bumpedFont15">Per la nostra esigenza di andare oltre il tangibile? </span></span><span class="s9"><span class="bumpedFont15">Per una </span></span><span class="s9"><span class="bumpedFont15">rassicurazione elitaria</span></span><span class="s9"><span class="bumpedFont15">? </span></span><span class="s9"><span class="bumpedFont15">S</span></span><span class="s9"><span class="bumpedFont15">quarciare un mistero? </span></span><span class="s9"><span class="bumpedFont15">U</span></span><span class="s9"><span class="bumpedFont15">na ricerca </span></span><span class="s9"><span class="bumpedFont15">di </span></span><span class="s9"><span class="bumpedFont15">armonia universale? Per dimenticare la nostra finitezza e irrilevanza</span></span><span class="s9"><span class="bumpedFont15">? Per una disposizione della mente all’intrigo e all’intrico? P</span></span><span class="s9"><span class="bumpedFont15">er sentirci parte integrante del tutto</span></span><span class="s9"><span class="bumpedFont15">, all’unisono? </span></span></p>
<p class="s11"><span class="s9"><span class="bumpedFont15">Le mo</span></span><span class="s9"><span class="bumpedFont15">tivazioni sono innumerevoli. E </span></span><span class="s9"><span class="bumpedFont15">quelle da me segnalate</span></span><span class="s9"><span class="bumpedFont15"> forse in parte</span></span><span class="s9"><span class="bumpedFont15"> incompatibili. Qualunque cosa sia, lo st</span></span><span class="s9"><span class="bumpedFont15">udio dei simboli è affascinante;</span></span><span class="s9"><span class="bumpedFont15"> la </span></span><span class="s9"><span class="bumpedFont15">complessità della </span></span><span class="s9"><span class="bumpedFont15">nostra mente nella espressione dei segni</span></span><span class="s9"><span class="bumpedFont15"> trova</span></span><span class="s9"><span class="bumpedFont15"> un terreno fertile</span></span><span class="s9"><span class="bumpedFont15">. La conferenza di </span></span><span class="s8"><span class="bumpedFont15"><b>Nicoletta Maioli</b></span></span><span class="s9"><span class="bumpedFont15">, corredata da una</span></span><span class="s9"><span class="bumpedFont15"> grande </span></span><span class="s9"><span class="bumpedFont15">quantità d’immagini simboliche ci</span></span><span class="s9"><span class="bumpedFont15"> porta in un mondo che è tutto intorno a noi e che spesso ignoriamo, o di cui non approfondiamo sufficientemente il significato e</span></span><span class="s9"><span class="bumpedFont15"> non conosciamo</span></span><span class="s9"><span class="bumpedFont15"> il valore. </span></span><span class="s9"><span class="bumpedFont15">Di</span></span><span class="s9"><span class="bumpedFont15"> averli</span></span> <span class="s9"><span class="bumpedFont15">portati alla nostra attenzione e </span></span><span class="s9"><span class="bumpedFont15">comprensione</span></span><span class="s9"><span class="bumpedFont15"> le s</span></span><span class="s9"><span class="bumpedFont15">iamo</span></span><span class="s9"><span class="bumpedFont15"> molto grat</span></span><span class="s9"><span class="bumpedFont15">i</span></span><span class="s9"><span class="bumpedFont15">.</span></span></p>
<p><a class="a2a_button_facebook" href="https://www.addtoany.com/add_to/facebook?linkurl=https%3A%2F%2Fwww.lafrecciaweb.it%2F2024%2F04%2F05%2Fle-storie-che-raccontano-le-nostre-pietre%2F&amp;linkname=LE%20STORIE%20CHE%20RACCONTANO%20LE%20NOSTRE%20PIETRE" title="Facebook" rel="nofollow noopener" target="_blank"></a><a class="a2a_dd addtoany_share_save addtoany_share" href="https://www.addtoany.com/share#url=https%3A%2F%2Fwww.lafrecciaweb.it%2F2024%2F04%2F05%2Fle-storie-che-raccontano-le-nostre-pietre%2F&#038;title=LE%20STORIE%20CHE%20RACCONTANO%20LE%20NOSTRE%20PIETRE" data-a2a-url="https://www.lafrecciaweb.it/2024/04/05/le-storie-che-raccontano-le-nostre-pietre/" data-a2a-title="LE STORIE CHE RACCONTANO LE NOSTRE PIETRE"></a></p><p>L'articolo <a href="https://www.lafrecciaweb.it/2024/04/05/le-storie-che-raccontano-le-nostre-pietre/">LE STORIE CHE RACCONTANO LE NOSTRE PIETRE</a> proviene da <a href="https://www.lafrecciaweb.it">lafrecciaweb.it</a>.</p>
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