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	<title>benessere &#8211; Il Mondo di Lilith</title>
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		<title>Cromodanza®: tutto si può danzare perché la danza è tutto!</title>
		<link>https://www.ilmondodililith.it/cromodanza-tutto-si-puo-danzare-perche-la-danza-e-tutto/</link>
					<comments>https://www.ilmondodililith.it/cromodanza-tutto-si-puo-danzare-perche-la-danza-e-tutto/#respond</comments>
		
		<dc:creator><![CDATA[lilith]]></dc:creator>
		<pubDate>Fri, 15 Jan 2021 16:48:56 +0000</pubDate>
				<category><![CDATA[Aura-soma]]></category>
		<category><![CDATA[corsi esperienziali]]></category>
		<category><![CDATA[Cromodanza]]></category>
		<category><![CDATA[Danza]]></category>
		<category><![CDATA[abitare il corpo]]></category>
		<category><![CDATA[Aura-soma a Rovereto]]></category>
		<category><![CDATA[Aura-soma e il Mondo di Lilith]]></category>
		<category><![CDATA[benessere]]></category>
		<category><![CDATA[colore]]></category>
		<category><![CDATA[corsi online]]></category>
		<category><![CDATA[cromodanza]]></category>
		<category><![CDATA[cromodanza online]]></category>
		<category><![CDATA[danza creativa]]></category>
		<category><![CDATA[danza gipsy]]></category>
		<category><![CDATA[danza orientale]]></category>
		<category><![CDATA[danza orientale creativa]]></category>
		<category><![CDATA[danza orientale principianti]]></category>
		<category><![CDATA[danza orientale trento]]></category>
		<category><![CDATA[Danza tribal]]></category>
		<category><![CDATA[Ethnik Tribal dance]]></category>
		<guid isPermaLink="false">https://www.ilmondodililith.it/?p=3321</guid>

					<description><![CDATA[Cromodanza® non è nata per caso, ma è piuttosto l'apice delle mie ricerche. Lì arrivo sempre da 30 anni a questa parte. Ora ripresento  "Danzare i segni Zodiacali", "Danzare gli arcani Maggiori" e  "Danzare i glifi Maya", rigorosamente online naturalmente, ma ho sentito che era giunto il momento di farlo comunque. Da adolescente io adoravo]]></description>
										<content:encoded><![CDATA[<h3><span style="color: #ff00ff;">Cromodanza® non è nata per caso,</span> <span style="font-size: 16px;">ma è piuttosto l&#8217;apice delle mie ricerche. Lì arrivo sempre da 30 anni a questa parte.</span></h3>
<p>Ora ripresento  &#8220;Danzare i segni Zodiacali&#8221;, &#8220;Danzare gli arcani Maggiori&#8221; e  &#8220;Danzare i glifi Maya&#8221;, rigorosamente online naturalmente, ma ho sentito che era giunto il momento di farlo comunque.</p>
<p><span style="color: #050505; font-family: georgia, palatino, serif; font-size: 16px;">Da adolescente io adoravo l&#8217;astrologia, ma non ero per niente convinta di ciò che leggevo. Tanto che nel  1993 mi ero inventata un percorso con l&#8217;astrologia esperienziale e lo proponevo alle amiche, </span><span style="color: #050505; font-family: georgia, palatino, serif; font-size: 16px;">che incontravo settimanalmente  a casa mia. Lo avevo chiamato Astrologando, raccontavo e facevo provare  l&#8217;energia dei pianeti, dei segni, degli elementi, per come mi sembrava venisse vissuta anche nel corpo fisico: certo non attiravo le folle ma avevo creato dei gruppi coesi di donne che imparavano a conoscersi attraverso un&#8217;astrologia ben diversa da quella che proponevano i rotocalchi allora. La stessa cosa che stavo avviando in quel periodo anche con la danza orientale.  Astrologando era divertente, ogni incontro mi inventavo qualcosa di diverso, ero una fonte inesauribile allora, tanto che molti corsi a cui ho avuto modo di partecipare successivamente su diversi temi,  mi sono sempre parsi dei deja-vu. </span></p>
<p>Voglio quindi raccontarvi in breve cosa potrete sperimentare con questi percorsi che ho volutamente diviso in cicli di 4: il numero che da la forma alle cose.</p>
<div id="attachment_3323" style="width: 718px" class="wp-caption alignright"><img aria-describedby="caption-attachment-3323" loading="lazy" class=" wp-image-3323" src="https://www.ilmondodililith.it/wp-content/uploads/2021/01/IMG_7354-20-10-19-01-26-e1610639259158-1024x768.jpg" alt="" width="708" height="531" srcset="https://www.ilmondodililith.it/wp-content/uploads/2021/01/IMG_7354-20-10-19-01-26-e1610639259158-200x150.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/IMG_7354-20-10-19-01-26-e1610639259158-300x225.jpg 300w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/IMG_7354-20-10-19-01-26-e1610639259158-400x300.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/IMG_7354-20-10-19-01-26-e1610639259158-600x450.jpg 600w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/IMG_7354-20-10-19-01-26-e1610639259158-768x576.jpg 768w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/IMG_7354-20-10-19-01-26-e1610639259158-800x600.jpg 800w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/IMG_7354-20-10-19-01-26-e1610639259158-1024x768.jpg 1024w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/IMG_7354-20-10-19-01-26-e1610639259158-1200x900.jpg 1200w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/IMG_7354-20-10-19-01-26-e1610639259158-1536x1152.jpg 1536w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/IMG_7354-20-10-19-01-26-e1610639259158.jpg 1600w" sizes="(max-width: 708px) 100vw, 708px" /><p id="caption-attachment-3323" class="wp-caption-text">I colori e i segni zodiacali</p></div>
<h3><span style="color: #ff00ff;"><strong>Cromodanza®: Danzare i segni zodiacali.</strong></span></h3>
<p>Ne scrivo per primo perché è il mio corso più vecchio e mi sembra di tornare indietro a quel magico periodo in cui, piena di tante speranze con una creatività inesauribile avevo condiviso bei momenti con molte donne.  Ad uno di questi corsi devo anche il mio nome d&#8217;Arte &#8220;Lilith&#8221;: una mia allieva incinta mi chiese di fare una lezione su Lilith. Non ne sapevo molto di questo &#8220;astro&#8221; e quindi le dissi che ci avrei pensato. Successivamente firmai un quadro con questo nome, o questo nome venne così fuori sulla tela &#8230;era il 1999.</p>
<p>I segni zodiacali che prendiamo in considerazione sono 12. Sono legati anche  ai colori e a 12 Dee- Danzeremo quindi queste Dee, questi colori e i pianeti che governano ciascun segno. Ad una prima parte teorica farà seguito una parte esperienziale. Il cerchio zodiacale, come tutte le mappe mentali è molto utile per analizzare la propria vita, i propri problemi, ma anche il proprio livello energetico a seconda del periodo. Gli incontri saranno 12 ma divisi in cicli di 4. La prima sequenza è Ariete, Toro, Gemelli e Cancro &#8211; Fuoco, Terra, Aria, Acqua. Le successive partiranno subito dopo. <span style="color: #ff00ff;">Questa esperienza sarà il sabato dalle 18:00 alle 19:00 non appena raggiungeremo un numero  sufficiente di iscrizioni. </span></p>
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<div id="attachment_3334" style="width: 621px" class="wp-caption alignleft"><img aria-describedby="caption-attachment-3334" loading="lazy" class=" wp-image-3334" src="https://www.ilmondodililith.it/wp-content/uploads/2021/01/astrologia-1-724x1024.jpg" alt="" width="611" height="864" srcset="https://www.ilmondodililith.it/wp-content/uploads/2021/01/astrologia-1-200x283.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/astrologia-1-212x300.jpg 212w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/astrologia-1-400x565.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/astrologia-1-543x768.jpg 543w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/astrologia-1-600x848.jpg 600w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/astrologia-1-724x1024.jpg 724w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/astrologia-1-768x1086.jpg 768w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/astrologia-1-800x1131.jpg 800w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/astrologia-1-1087x1536.jpg 1087w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/astrologia-1-1200x1696.jpg 1200w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/astrologia-1-1449x2048.jpg 1449w, https://www.ilmondodililith.it/wp-content/uploads/2021/01/astrologia-1.jpg 1654w" sizes="(max-width: 611px) 100vw, 611px" /><p id="caption-attachment-3334" class="wp-caption-text">Dipinto di Phyllis Mahon</p></div>
<h3><span style="color: #ff00ff;">Cromodanza® Danzare gli arcani Maggiori </span></h3>
<p>Anche la passione per i tarocchi è di molti anni fa, per l&#8217;esattezza 30. Come per  l&#8217;astrologia però non ne ho mai amato la versione &#8220;conosciuta&#8221;, ma piuttosto quelle che più mi risuonavano a livello fisico. Da danzatrice do validazione a tutto ciò che ho modo di &#8220;sentire&#8221; solo dopo averlo esperito fisicamente e senza dubbio perché ho vissuto molte esperienze, di cui ho fatto tesoro, sgamando tutto ciò che è solo &#8220;elucubrazione mentale&#8221;.</p>
<p>Gli Arcani maggiori contengono segreti più grandi degli arcani minori, le altre carte dei tarocchi, che sono molto simili alle carte da gioco che abbiamo tutti in casa. Anche in questo caso ho diviso il progetto in sequenze di 4 incontri. Nelle prime 4 lezioni lavoreremo con IL Folle, Il Mago, La Papessa e L&#8217;Imperatrice. Si tratta di stati che tutti attraversiamo e che ci permettono di comprendere sempre di più il nostro percorso di vita. Talvolta essere il Folle è più conveniente che essere Il Mago, e la Papessa ad un certo punto può trasformarsi nell&#8217;Imperatrice: anzi è conveniente vivere questi vari stati, con la consapevolezza che spesso quello che non amiamo negli altri è lo specchio di un&#8217;esperienza che forse ci manca, che abbiamo vissuto senza comprendere, che non abbiamo mai superato completamente o che semplicemente ci conviene addossare agli altri.  Quindi stare su un sentiero dell&#8217;albero della vita , gli arcani maggiori appunto, definisce un percorso che si sta intraprendendo nella vita. Questa è la Cabala.</p>
<p><span style="color: #ff00ff;">Questa esperienza sarà il lunedì dalle 17:30 alle 18:30 a partire dall&#8217;8 febbraio </span></p>
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<div id="attachment_2968" style="width: 325px" class="wp-caption alignright"><img aria-describedby="caption-attachment-2968" loading="lazy" class=" wp-image-2968" src="https://www.ilmondodililith.it/wp-content/uploads/2020/04/img_17091.jpg" alt="" width="315" height="420" srcset="https://www.ilmondodililith.it/wp-content/uploads/2020/04/img_17091-200x267.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2020/04/img_17091-225x300.jpg 225w, https://www.ilmondodililith.it/wp-content/uploads/2020/04/img_17091-400x534.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2020/04/img_17091-576x768.jpg 576w, https://www.ilmondodililith.it/wp-content/uploads/2020/04/img_17091.jpg 584w" sizes="(max-width: 315px) 100vw, 315px" /><p id="caption-attachment-2968" class="wp-caption-text">Con Stephanie South , Avani e Sachie Shinohara sui glifi Maya</p></div>
<h3><span style="color: #ff00ff;">Cromodanza® Danzare i glifi Maya  <span style="color: #ff0000;">CORSO CONFERMATO ED IN PARTENZA!!!</span></span></h3>
<p>La passione per il sincronario Maya è più recente, risale comunque al 2004:  l&#8217;ho studiato e vissuto  veramente molto, partecipando a innumerevoli seminari, di alcuni ho fatto tesoro e riesco a trasmetterne il contenuto, di altri ho fatto tesoro sicuramente perché si tratta di informazioni che agiscono più a livello di codici interiori, ma la loro comprensione per insegnarli agli altri mi sfugge, quindi continuo ad insegnare solo quello di cui ho certezza.</p>
<p>I glifi li ho danzati anche durante i seminari con la Regina Rossa, al secolo Stephanie South, la compagna a cui Josè Arguelles, colui che ha codificato la Legge del tempo come arte,  ha passato tutto il suo sapere. Ho anche tradotto i suoi seminari entrando in un reale stato di trance quando trasmette le sue conoscenze, quindi ho sentito molto bene quello che è il suo più grande desiderio: portare gli uomini ad una più grande consapevolezza del proprio potere perché si risveglino dall&#8217;amnesia in cui per la maggioranza si dibattono.</p>
<p>Ecco con le mie lezioni do alcune informazioni basilari e cerco di trasmettere attraverso il movimento l&#8217;energia dei glifi. Nei primi 4 incontri lavoreremo sui primi 4 glifi e sui 4 colori che li contraddistinguono. <span style="color: #ff00ff;">Questa esperienza sarà il venerdì dalle 17:00 alle 18:00 a partire dal 29 gennaio   </span></p>
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<p>In questo momento, come tutti sapete le associazioni sono praticamente quasi del tutto  ferme. L&#8217;associazione Armonia sta però continuando a pagare il suo affitto mensile quindi gli importi di questi corsi online servono per sostenerla. <span style="color: #0000ff;">Ogni sequenza di 4 incontri ha un costo di 40 euro,  chiediamo anche il pagamento di una tessera di 10 euro (una tantum)</span> per chi desidera partecipare ai corsi online e di 20 euro per chi pensa nei prossimi mesi di venire in sede. Ringraziamo già fin da ora chi si iscriverà. Il conto corrente sul quale effettuare i pagamenti è quello di Armonia : inserite nominativo e corso a cui intendete partecipare :<span style="color: #0000ff;"> IT75A080113427000010025940.</span></p>
<p>Essendo <strong><span style="color: #ff0000;"> Cromodanza®</span> </strong>un mio marchio registrato questi corsi saranno validi come quantitativo ore di approfondimento,  quando prossimamente riuscirò a far partire il nuovo percorso ufficiale per operatrici.</p>
<p>Se conoscete qualcuna o qualcuno a cui questi percorsi potrebbero interessare vi invito a condividerli girando loro l&#8217;informazione.</p>
<p>Grazie ancora per l&#8217;attenzione e non esitate a contattarmi per informazioni al 347/8172640 .</p>
<p>Francesca Miceli Lilith</p>
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<p>&nbsp;</p><p>The post <a href="https://www.ilmondodililith.it/cromodanza-tutto-si-puo-danzare-perche-la-danza-e-tutto/" target="_blank">Cromodanza®: tutto si può danzare perché la danza è tutto!</a> first appeared on <a href="https://www.ilmondodililith.it/" target="_blank">Il Mondo di Lilith</a>.</p>]]></content:encoded>
					
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		<title>La fortuna di riuscire a debuttare in teatro.</title>
		<link>https://www.ilmondodililith.it/la-fortuna-di-riuscire-a-debuttare-in-teatro/</link>
					<comments>https://www.ilmondodililith.it/la-fortuna-di-riuscire-a-debuttare-in-teatro/#respond</comments>
		
		<dc:creator><![CDATA[lilith]]></dc:creator>
		<pubDate>Sun, 06 Dec 2020 19:13:15 +0000</pubDate>
				<category><![CDATA[Danza]]></category>
		<category><![CDATA[Spettacoli]]></category>
		<category><![CDATA[abitare il corpo]]></category>
		<category><![CDATA[benessere]]></category>
		<category><![CDATA[cromodanza]]></category>
		<category><![CDATA[danza creativa]]></category>
		<category><![CDATA[Danza del ventre]]></category>
		<category><![CDATA[danza gipsy]]></category>
		<category><![CDATA[danza orientale]]></category>
		<category><![CDATA[danza orientale creativa]]></category>
		<category><![CDATA[danza orientale principianti]]></category>
		<category><![CDATA[danza orientale rovereto]]></category>
		<category><![CDATA[danza orientale trento]]></category>
		<category><![CDATA[danza sacra]]></category>
		<category><![CDATA[Danza tribal]]></category>
		<category><![CDATA[dea]]></category>
		<category><![CDATA[Ethnik Tribal dance]]></category>
		<category><![CDATA[la natura è il mio tempio]]></category>
		<category><![CDATA[laboratorio coreografico]]></category>
		<category><![CDATA[madreterra]]></category>
		<category><![CDATA[spettacoli multimediali]]></category>
		<category><![CDATA[SPETTACOLO]]></category>
		<category><![CDATA[spettacolo multimediale]]></category>
		<category><![CDATA[teatro zandonai]]></category>
		<category><![CDATA[viaggio sciamanico]]></category>
		<guid isPermaLink="false">https://www.ilmondodililith.it/?p=3248</guid>

					<description><![CDATA[E non in un teatro qualsiasi ma proprio al Teatro Zandonai, un tempio costruito dall'uomo, in un momento così particolare , il giorno prima della chiusura di tutti i teatri. Ce l'abbiamo fatta a presentare "La Natura è il mio tempio" e a coronare con il debutto oltre un anno di lavoro, che non posso]]></description>
										<content:encoded><![CDATA[<p>E non in un teatro qualsiasi ma proprio al Teatro Zandonai, un tempio costruito dall&#8217;uomo, in un momento così particolare , il giorno prima della chiusura di tutti i teatri. Ce l&#8217;abbiamo fatta a presentare &#8220;La Natura è il mio tempio&#8221; e a coronare con il debutto oltre un anno di lavoro, che non posso definire duro, perché creare, poter creare sapendo che qualcuno riuscirà a vedere ciò che hai pensato e poi  posto in essere è un lavoro &#8220;leggero&#8221;. Creare è proprio quello che rende il mio cuore leggero, non ruba piume alle mie ali e mi permette di librarmi sempre più in alto e di attingere direttamente alle fonti migliori, quelle che mi permetto di udire quando la mia mente non comincia a chiacchierare e mi porta fuori strada. Creare bellezza ed esserne soddisfatta mi permette di ascoltare le critiche e discernere quelle che sorgono per invidia e quelle che sono invece costruttive, mi permette di vivere con distacco i giudizi di chi non può proprio comprendere quello che faccio perché l&#8217;artista ha proprio un altro modo di pensare. E&#8217; completamente preso dalla propria arte, dal proprio lavoro, tanto che la sua vita è il suo lavoro, la sua arte. Si ingegna forse anche a fare altro, deve per forza, ma per potersi permettere di continuare a creare.</p>
<div id="attachment_3273" style="width: 670px" class="wp-caption alignright"><img aria-describedby="caption-attachment-3273" loading="lazy" class=" wp-image-3273" src="https://www.ilmondodililith.it/wp-content/uploads/2020/12/La-natura-e-il-mio-tempio_-www.ilmondodililith.it-G.Ferro-37-1024x681.png" alt="" width="660" height="439" /><p id="caption-attachment-3273" class="wp-caption-text">la natura è il mio tempio- I lupi</p></div>
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<div id="attachment_3272" style="width: 310px" class="wp-caption alignleft"><img aria-describedby="caption-attachment-3272" loading="lazy" class="size-full wp-image-3272" src="https://www.ilmondodililith.it/wp-content/uploads/2020/12/La-natura-e-il-mio-tempio_-www.ilmondodililith.it-25-e1607278438759.png" alt="" width="300" height="451" /><p id="caption-attachment-3272" class="wp-caption-text">la natura è il mio tempio- Il mondo di Lilith</p></div>
<p>Questo spettacolo è venuto bene, quando vengono così provo sempre più fiducia e forza per affrontare quello che turbina intorno, che non sempre è chiaro ed elevato.</p>
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<p>Da più di un mese non scrivo su questo blog  e non ho nemmeno pubblicato foto dello spettacolo se non sui social.  E&#8217; giunto il momento di farlo anche qui.  Per questo spettacolo,  come sempre , Gilberto Ferro ha colto attimi di vera poesia con splendide foto. Sul fondale vedete le meravigliose riprese video della natura del Trentino e delle nostre coreografie in natura di Luigi Zoner ed Elia Giordani in sequenze legate agli elementi. Ogni foto racchiude molti mondi: quelli immaginati, quelli ripresi in estate, quelli danzati sul palco, le luci magistrali dei tecnici del teatro Zandonai, la grande professionalità di tutte le artiste e gli artisti coinvolti.</p>
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<div id="attachment_3276" style="width: 752px" class="wp-caption alignright"><img aria-describedby="caption-attachment-3276" loading="lazy" class=" wp-image-3276" src="https://www.ilmondodililith.it/wp-content/uploads/2020/12/A151-1024x682.jpg" alt="" width="742" height="494" /><p id="caption-attachment-3276" class="wp-caption-text">La Natura è il mio tempio- Sirene</p></div>
<p lang="zxx">La Natura è il mio tempio è un format multidisciplinare dell&#8217;associazione di promozione sociale Armonia, da me ideato, con la partecipazione della Compagnia di danza Il mondo di Lilith e altre realtà del territorio.  L&#8217;obiettivo primario di tutto il progetto, di cui questo spettacolo è una prima parte, è quello di sensibilizzare nei confronti della Natura ma anche di rendere consapevoli della stretta relazione che c&#8217;è tra essa e gli esseri umani. Più ce ne occupiamo e la proteggiamo, più stiamo meglio e sosteniamo il nostro futuro e le future generazioni.</p>
<div id="attachment_3274" style="width: 818px" class="wp-caption alignleft"><img aria-describedby="caption-attachment-3274" loading="lazy" class=" wp-image-3274" src="https://www.ilmondodililith.it/wp-content/uploads/2020/12/La-natura-e-il-mio-tempio_-www.ilmondodililith.it-G.Ferro-38-1024x681.png" alt="" width="808" height="537" /><p id="caption-attachment-3274" class="wp-caption-text">la natura è il mio tempio- Il mondo di Lilith- sciamane</p></div>
<p lang="zxx">L&#8217;associazione sta già lavorando alla parte successiva del progetto che vedrà la luce nella prossima Primavera e ci vedrà itineranti in molte località Trentine. Sono previsti laboratori esperienziali come quelli avviati quest&#8217;estate, meditazioni ed incontri con esperti che ci racconteranno la Natura del Trentino.</p>
<p lang="zxx">Alla fine dei laboratori ci sarà anche la possibilità di danzare con noi durante gli spettacoli che verranno proposti in locations molto suggestive.</p>
<p lang="zxx">Intanto chi lo desidera può inserirsi nelle  lezioni online contattandomi al 347/8172640. Il prossimo in partenza è il corso in 7 incontri sui 7 chakra, per principianti o persone desiderose di ascoltare il corpo. 7 incontri rilassanti per conoscersi meglio grazie ai movimenti della danza orientale creativa.</p>
<p lang="zxx">Vengono proposti a 60 euro inclusa la tessera associativa di Armonia. Sono anche un bel regalo di Natale per chi volesse regalarlo ad una donna che ne sarà sicuramente felice.</p>
<div id="attachment_3275" style="width: 640px" class="wp-caption alignright"><img aria-describedby="caption-attachment-3275" loading="lazy" class=" wp-image-3275" src="https://www.ilmondodililith.it/wp-content/uploads/2020/12/La-natura-e-il-mio-tempio_-www.ilmondodililith.it-G.Ferro-65-1024x681.png" alt="" width="630" height="419" /><p id="caption-attachment-3275" class="wp-caption-text">la natura è il mio tempio- Il mondo di Lilith- veli</p></div>
<div id="attachment_3267" style="width: 487px" class="wp-caption alignleft"><img aria-describedby="caption-attachment-3267" loading="lazy" class=" wp-image-3267" src="https://www.ilmondodililith.it/wp-content/uploads/2020/12/sirene4.jpg" alt="" width="477" height="717" srcset="https://www.ilmondodililith.it/wp-content/uploads/2020/12/sirene4-200x301.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2020/12/sirene4-400x601.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2020/12/sirene4-511x768.jpg 511w, https://www.ilmondodililith.it/wp-content/uploads/2020/12/sirene4-600x902.jpg 600w, https://www.ilmondodililith.it/wp-content/uploads/2020/12/sirene4.jpg 636w" sizes="(max-width: 477px) 100vw, 477px" /><p id="caption-attachment-3267" class="wp-caption-text">la natura è il mio tempio- Il mondo di Lilith- Sirene- Sabrina Pilati</p></div><p>The post <a href="https://www.ilmondodililith.it/la-fortuna-di-riuscire-a-debuttare-in-teatro/" target="_blank">La fortuna di riuscire a debuttare in teatro.</a> first appeared on <a href="https://www.ilmondodililith.it/" target="_blank">Il Mondo di Lilith</a>.</p>]]></content:encoded>
					
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		<title>E tu di che danza orientale sei?</title>
		<link>https://www.ilmondodililith.it/e-tu-di-che-danza-orientale-sei/</link>
					<comments>https://www.ilmondodililith.it/e-tu-di-che-danza-orientale-sei/#respond</comments>
		
		<dc:creator><![CDATA[lilith]]></dc:creator>
		<pubDate>Sun, 29 Sep 2019 16:07:17 +0000</pubDate>
				<category><![CDATA[Danza]]></category>
		<category><![CDATA[abitare il corpo]]></category>
		<category><![CDATA[benessere]]></category>
		<category><![CDATA[danza bollywood]]></category>
		<category><![CDATA[Danza del ventre]]></category>
		<category><![CDATA[danza gipsy]]></category>
		<category><![CDATA[danza orientale]]></category>
		<category><![CDATA[danza orientale creativa]]></category>
		<category><![CDATA[danza orientale principianti]]></category>
		<category><![CDATA[danza orientale rovereto]]></category>
		<category><![CDATA[Danza tribal]]></category>
		<category><![CDATA[lezioni di prova gratuite]]></category>
		<category><![CDATA[PROVE]]></category>
		<category><![CDATA[spettacoli multimediali]]></category>
		<category><![CDATA[universo nascosto nel ventre]]></category>
		<guid isPermaLink="false">https://www.ilmondodililith.it/?p=2733</guid>

					<description><![CDATA[E tu di che danza orientale sei? vieni a provare 4 degli stili proposti a Trento presso la sala prove 2 di Sanbapolis in via Malpensada, 88 mercoledì 2 ottobre dalle 18.30 alle 20.30]]></description>
										<content:encoded><![CDATA[<p>Personalmente ho conosciuto la danza orientale nel 1989, ho iniziato a studiarla seriamente  l&#8217;anno dopo. Nel 1990 ho cambiato anche la mia vita, completamente, ed ho deciso che mi sarei occupata della mia arte abbandonando poco dopo anche il mio precedente lavoro da donna manager. In tempi molto diversi da quelli attuali. Nel 1994 ho iniziato ad insegnarla ed ho continuato,  con il pancione prima e successivamente allattando, sia a frequentare i seminari di approfondimento per imparare a trasmettere bene questa danza che ad insegnare a gruppi mai così numerosi come in altri posti, meno ostici e chiusi a scelte tanto femminili. Ribadisco in tempi molto diversi da quelli attuali, in cui tutto questo era veramente da pioniere e non suscitava affatto la stessa ammirazione che sembra suscitare ora. </p>
<p>Ho insegnato negli anni prevalentemente sempre la stessa cosa, chiamandola con nomi diversi: danza orientale creativa come strumento di consapevolezza al femminile. Tutto un programma di vita: la consapevolezza al femminile è la vita, per quanto a molti sfugga una relazione che per me è sempre stata piuttosto lampante, da artista: il femminile e&#8217; Terra , il nostro essere incarnati sulla Terra obbliga all&#8217;accettazione del proprio femminile e della propria realtà terrena  ma nello stesso tempo ci fa scandire i ritmi con quello che è l&#8217;orologio biologico della Terra, con la consapevolezza che questo pianeta è  in vita da milioni di anni e che naviga in uno spazio siderale non misurabile e piuttosto misterioso. </p>
<p>Durante le lezioni di danza non si parla di questo, ma io sono questo quindi questo è ciò che trasmetto a livello sottile. Non fa per tutte. O piuttosto ci sono tempi per tutte le cose: i miei sono sempre un po&#8217; anticipati .</p>
<p>Nel mio qui e ora sto procedendo ad aprire portali del tempo con i miei spettacoli, la mia arte, il mio lavoro con Aura-soma, ma anche con le semplicissime  lezioni di danza. </p>
<p> </p>
<div id="attachment_2746" style="width: 830px" class="wp-caption alignnone"><img aria-describedby="caption-attachment-2746" loading="lazy" class="size-full wp-image-2746" src="https://www.ilmondodililith.it/wp-content/uploads/2019/09/Copia-di-Senza-titolo-1.png" alt="" width="820" height="312" srcset="https://www.ilmondodililith.it/wp-content/uploads/2019/09/Copia-di-Senza-titolo-1-200x76.png 200w, https://www.ilmondodililith.it/wp-content/uploads/2019/09/Copia-di-Senza-titolo-1-300x114.png 300w, https://www.ilmondodililith.it/wp-content/uploads/2019/09/Copia-di-Senza-titolo-1-400x152.png 400w, https://www.ilmondodililith.it/wp-content/uploads/2019/09/Copia-di-Senza-titolo-1-600x228.png 600w, https://www.ilmondodililith.it/wp-content/uploads/2019/09/Copia-di-Senza-titolo-1-768x292.png 768w, https://www.ilmondodililith.it/wp-content/uploads/2019/09/Copia-di-Senza-titolo-1-800x304.png 800w, https://www.ilmondodililith.it/wp-content/uploads/2019/09/Copia-di-Senza-titolo-1.png 820w" sizes="(max-width: 820px) 100vw, 820px" /><p id="caption-attachment-2746" class="wp-caption-text">Lezioni gratuite di prova a Trento</p></div>
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<p>E TU DI CHE DANZA ORIENTALE SEI ? è parte del mio lavoro attuale.</p>
<p>Cioè dare delle definizioni del mio lavoro trentennale con la danza non è cosa semplice, per chi, come me,  non ama le definizioni. Ma mi rendo conto che bisogna dare delle connotazioni per aiutare le persone che si approcciano ai tuoi corsi chiedendoti delle lezioni di danza del ventre, che tu non hai detto di fare e che se ne vanno indispettite dopo una lezione, perché tu non fai la  danza del ventre che si aspettano loro, ma una cosa più popolare, troppo sofisticata, troppo complicata, troppo semplice,  troppo tecnica, poco tecnica, rigida, troppo morbida, cotta oppure cruda. </p>
<p>Io non ho mai fatto danza del ventre, e mai ho detto di farla. Cioè non la ho mai chiamata così, ma i movimenti sono quelli della danza del ventre: gli 8, i cerchi, le spirali eccetera sono forme che io insegno regolarmente nei miei corsi e con tanto di approfondimenti tecnici che trasmetto con la competenza di 26 anni di insegnamento&#8230; ma ognuna si aspetta qualcosa di diverso quando si tratta di questa particolare danza. Se vai a fare una lezione di hip hop &#8230; sai cosa trovare , se vai a fare una lezione di danza orientale il discorso si complica. </p>
<p>Quest&#8217;anno io presento i miei soliti stili di danza orientale  che un tempo le mie allieve apprendevano indistintamente facendo anche parte di una compagnia di danza, anche questa piuttosto atipica: danza orientale creativa , danza Gipsy e danza Tribal fusion (che anche in questo sito ho chiamato Ethnik tribal dance perché  è il mio particolare stile personale, ma chiamiamolo come lo chiamano tutti se può facilitarmi l&#8217;esistenza). Da questa Estate l&#8217;avventura si è colorata ancor più di India con il Bollywood, che presento sempre nella mia personale versione. Mi diverte moltissimo, anzi ci diverte moltissimo in Compagnia , altrimenti non lo proporrei. </p>
<p>Veniamo a delle spiegazioni dei singoli stili :</p>
<p><span style="color: #ff00ff;"><strong>Danza orientale creativa</strong> </span>è dolce, delicata, sensuale, morbida e sinuosa al punto giusto, con una tecnica ineccepibile ma colorata della creatività di ciascuna. Molto femminile, permette di muoversi occupando lo spazio con leggerezza ed armonia e di divertirsi con delle musiche diverse non necessariamente orientali.  E&#8217; adatta a tutte le donne, soprattutto a chi pensa tanto, a chi deve staccare la spina alla sera, dopo una giornata di lavoro, a chi vuole ritrovare la propria femminilità, scoprire movimenti sensuali e godersi momenti di serenità con il proprio corpo senza sentirsi giudicata, a chi deve tenere tutto sotto controllo per iniziare a scoprire come la creatività imponga un sano &#8220;lasciare andare&#8221; soprattutto il giudizio su di sé e sulle altre donne che partecipano. Adatta anche a chi fa un lavoro sedentario o a chi non fa movimento corporeo da tanti anni: si ricomincia lentamente ad entrare in contatto con parti del corpo di cui ci si è dimenticate. Adatta a chi respira poco e soprattutto nel torace: alla fine del corso si inizia a lavorare bene con una profonda respirazione diaframmatica e a sentire quel mondo sopito delle emozioni che è nascosto nel nostro ventre &#8230;.ah un tempo l&#8217;avevo chiamata questa mia danza  &#8220;abitare il corpo&#8221; e un altro periodo &#8220;l&#8217;universo nascosto nel ventre. </p>
<p><span style="color: #ff00ff;"><strong>Danza Gipsy</strong></span> è dinamica, divertente, colorata. La tecnica è sempre la stessa, si lavora con le stesse forme della danza orientale creativa  ma ecco a voi la protagonista assoluta delle danza Gipsy:  LA GONNA !!! Cioè avete presente la canzone di Vecchioni voglio una donna donna con la gonna gonna. Eccola qui la donna con la gonna è la verace donna che mostra al mondo con orgoglio la sua GONNA gipsy, ruotante, colorata, veloce come un fulmine e nello stesso tempo il suo essere femmina del popolo sovrano che con la sua gonna abbatte tutti i pregiudizi e danza libera ovunque vuole ciò che vuole. </p>
<p>Si corre e si salta molto in questa danza: quindi ha indubbiamente delle controindicazioni. Se sei stata operata ai dischi vertebrali, ecco forse non fa per te.  Se vuoi la morbidezza della danza orientale creativa qui non la trovi. Qui trovi tanta allegria e spensieratezza, un po&#8217; di orgoglio femminile sul volto e un po&#8217; di impertinenza nei modi. Le gonne diventano uno strumento per spazzare via la tristezza e anche la malelingue: piacciamo a chi trova divertente la nostra irriverenza. E&#8217; quindi adatta a donne anticonformiste , che amano ballare e lanciarsi fin da subito a muovere queste stupende gonne magiche. Noi adoperiamo anche altri accessori: ventagli, manton, tamburelli. </p>
<p><span style="color: #ff00ff;"><strong>Danza Tribal Fusion</strong></span> è elegante, raffinata, statuaria, molto tecnica e giocata su movimenti stratificati, talvolta anche molto veloci, di grande impatto coreografico. Un po&#8217; più statica ma precisa, più difficile da proporre in gruppo perché ci vuole molta tecnica: ci sono riuscita con alcuni pezzi che fanno ormai parte del nostro repertorio, che si arricchisce un po&#8217; meno velocemente di quello degli altri stili.  E&#8217; bellissima da vedere: adatta alle più giovani che apprenderanno velocemente i movimenti più difficili e la tecnica anche grazie ad un corpo più accondiscendente, ma anche a chi ama fare movimenti precisi e puliti, a chi ama potenziare la propria muscolatura e lavorare teatralmente  anche con la parte meno morbida di sé: nel senso che spesso questa danza io la utilizzo negli spettacoli per mostrare l&#8217;anima più &#8220;guerriera&#8221;  delle donne. La mia versione di questo stile non è proprio rigida ma è comunque più impostata, ha movimenti scattosi e improvvisi sempre collegati alla musica. Veniamo alla musica che la più svariata: si va dal rock più puro all&#8217; heavy metal, alle musiche indiane, anche a qualche pezzo pop, sempre declinate con questo muoversi molto sinuoso ma nello stesso tempo preciso. </p>
<p><span style="color: #ff00ff;"><strong>Danza Bollywood :</strong></span> la mia versione naturalmente, morbida quanto basta ma con quella parte melodrammatica tipica dei film indiani a cui si ispira. Per me è tornare un po&#8217; indietro nel tempo al mio primo saggio di danza del 94- teatro Santa Chiara di Trento, in cui presentai un pezzo di danza indiana all&#8217;interno del saggio di danza orientale creativa creato per le mie allieve. Ho sempre amato quella musica, tanto che tutta la mia gravidanza ho fatto canto carnatico: una parte di me risuona lì. Quindi ritrovare ora la stessa allegria tornando a casa dopo aver fatto la mia lezione di bollywood è veramente piacevole. Per chi è adatto questo stile che è molto preciso e veloce, ma anche morbido nei pezzi lenti? per chi vuole divertirsi con un gruppo che si diverte quando prova a fare questo tipo di danza. Per chi non vede l&#8217;ora di mettersi dei vestiti eleganti indiani, il velo in testa come una principessa, per chi muove bene le mani e ama danzare con gli occhi. Per chi è curiosa di natura e ama questo tipo di musica e di atmosfera. </p>
<p>Questi 4 diversi stili potrete provarli mercoledì 2 ottobre a Trento Sud  presso la sala prove 2 del Teatro Sanbapolis in via Malpensada, 88 dalle 18.30 alle 20.30</p>
<p>Successivamente ho previsto di fare danza Gipsy dalle 18.30 alle 19.30 e danza bollywood dalle 19.30 alle 20.30. Ma sono disponibile ad ascoltare le esigenze delle partecipanti se ci fossero più interessata alla danza creativa e al tribal. </p>
<p>Tutte queste lezioni le trovate comunque a Rovereto: basta guardare il precedente articolo di questo blog. In ogni caso vi invito a contattarmi telefonicamente per chiarimenti, informazioni ed iscrizioni. I corsi sono sempre organizzati dall&#8217;associazione Armonia ed è indispensabile essere tesserate per accedervi. Il costo della tessera è di 20 euro all&#8217;anno e per chi si iscrive ora ha validità fino a dicembre 2020. I corsi hanno prezzi diversi che trovate nel precedente articolo per quel che riguarda Rovereto. </p>
<p>A Trento: 12 lezioni hanno un costo di 140 euro-(220 se ci si iscrive a entrambi i corsi). </p>
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<p> </p><p>The post <a href="https://www.ilmondodililith.it/e-tu-di-che-danza-orientale-sei/" target="_blank">E tu di che danza orientale sei?</a> first appeared on <a href="https://www.ilmondodililith.it/" target="_blank">Il Mondo di Lilith</a>.</p>]]></content:encoded>
					
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		<title>Cavalcare un&#8217;onda nel Calendario Maya danzando i 20 glifi solari e i 13 toni lunari.</title>
		<link>https://www.ilmondodililith.it/cavalcare-unonda-nel-calendario-maya-danzando-i-20-glifi-solari-e-i-13-toni-lunari/</link>
					<comments>https://www.ilmondodililith.it/cavalcare-unonda-nel-calendario-maya-danzando-i-20-glifi-solari-e-i-13-toni-lunari/#respond</comments>
		
		<dc:creator><![CDATA[lilith]]></dc:creator>
		<pubDate>Mon, 07 Jan 2019 15:32:50 +0000</pubDate>
				<category><![CDATA[Aura-soma]]></category>
		<category><![CDATA[Cromodanza]]></category>
		<category><![CDATA[Sincronario Maya]]></category>
		<category><![CDATA[benessere]]></category>
		<category><![CDATA[colore]]></category>
		<category><![CDATA[cromodanza]]></category>
		<category><![CDATA[glifi Maya]]></category>
		<category><![CDATA[mAYA]]></category>
		<category><![CDATA[onda di vita]]></category>
		<category><![CDATA[oracolo Maya]]></category>
		<category><![CDATA[sincronario Maya]]></category>
		<category><![CDATA[sincronicità]]></category>
		<category><![CDATA[teoria del colore]]></category>
		<category><![CDATA[Toni Lunari]]></category>
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					<description><![CDATA[Vieni a scoprire la tua identità galattica di quest'anno nel Calendario o piuttosto in quello che viene chiamato Sincronario Maya e ad approfondire ogni Glifo ed ogni tono. Ho previsto un ciclo di 4 incontri introduttivi al sincronario Maya che inizieranno l' 11 gennaio e proseguiranno poi il 18,25 gennaio e 1 febbraio dalle 19.00 alle]]></description>
										<content:encoded><![CDATA[<p>Vieni a scoprire la tua identità galattica di quest&#8217;anno nel Calendario o piuttosto in quello che viene chiamato <strong>Sincronario Maya</strong> e ad approfondire ogni Glifo ed ogni tono.</p>
<p>Ho previsto un ciclo di 4 incontri introduttivi al sincronario Maya che inizieranno l&#8217; <strong>11 gennaio</strong> e proseguiranno poi il <strong>18,25 gennaio e 1 febbraio dalle 19.00 alle 21.00</strong>. Se ci sarà poi interesse proseguiremo con altri   aspetti della lettura del sincronario, costruendo la nostra onda di vita,  il nostro oracolo e scoprendo la nostra quinta forza.  Per chi lo desidera nei prossimi mesi ho anche previsto un week-end-   il 16 e 17 febbraio per trasmettere la danza dei glifi, dei toni e dei colori legati ai Maya come li ho introdotti l&#8217;estate scorsa per le celebrazioni del giorno fuori dal tempo alla presenza della Regina Rossa (Stephanie South ) a Dev Aura in Inghilterra.</p>
<p><div id="attachment_2381" style="width: 444px" class="wp-caption alignleft"><img aria-describedby="caption-attachment-2381" loading="lazy" class=" wp-image-2381" src="https://www.ilmondodililith.it/wp-content/uploads/2019/01/IMG_2912.jpg" alt="" width="434" height="579" srcset="https://www.ilmondodililith.it/wp-content/uploads/2019/01/IMG_2912-200x267.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2019/01/IMG_2912-225x300.jpg 225w, https://www.ilmondodililith.it/wp-content/uploads/2019/01/IMG_2912-400x533.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2019/01/IMG_2912-576x768.jpg 576w, https://www.ilmondodililith.it/wp-content/uploads/2019/01/IMG_2912-600x800.jpg 600w, https://www.ilmondodililith.it/wp-content/uploads/2019/01/IMG_2912.jpg 720w" sizes="(max-width: 434px) 100vw, 434px" /><p id="caption-attachment-2381" class="wp-caption-text">Celebrazioni per il giorno fuori dal Tempo a Dev Aura 25 luglio 2018</p></div></p>
<p>Nel primo incontro, quello dell&#8217;11 gennaio affronteremo la nostra identità galattica per il 2019: che glifo e che tono avremo quest&#8217;anno. Per quanto l&#8217;anno per i Maya sia cominciato il 26 luglio 2018 e terminerà quindi il 24 luglio 2019, il nostro legame con il calendario gregoriano è molto radicato ed ho deciso di trasmettere intanto due importanti concetti che permetteranno di calcolare da soli la nostra identità e di comprendere la famiglia galattica entro cui sempre &#8220;navighiamo&#8221; dal giorno della nostra nascita. Chi è interessato ad acquistare il sincronario Maya può farlo online dalla Vip edizioni o su Il giardino dei libri.</p>
<p><div id="attachment_2371" style="width: 433px" class="wp-caption alignleft"><img aria-describedby="caption-attachment-2371" loading="lazy" class=" wp-image-2371" src="https://www.ilmondodililith.it/wp-content/uploads/2019/01/toni-e-glifi-1024x768.jpg" alt="" width="423" height="318" srcset="https://www.ilmondodililith.it/wp-content/uploads/2019/01/toni-e-glifi-200x150.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2019/01/toni-e-glifi-300x225.jpg 300w, https://www.ilmondodililith.it/wp-content/uploads/2019/01/toni-e-glifi-400x300.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2019/01/toni-e-glifi-600x450.jpg 600w, https://www.ilmondodililith.it/wp-content/uploads/2019/01/toni-e-glifi-768x576.jpg 768w, https://www.ilmondodililith.it/wp-content/uploads/2019/01/toni-e-glifi-800x600.jpg 800w, https://www.ilmondodililith.it/wp-content/uploads/2019/01/toni-e-glifi-1024x768.jpg 1024w, https://www.ilmondodililith.it/wp-content/uploads/2019/01/toni-e-glifi-1200x900.jpg 1200w" sizes="(max-width: 423px) 100vw, 423px" /><p id="caption-attachment-2371" class="wp-caption-text">I toni e i glifi Maya</p></div></p>
<p>Il sincronario Maya<strong> è un modulo armonico</strong> composto da 13 mesi perfetti di 28 giorni ciascuno. L&#8217;anno termina il 24 luglio. C&#8217;è poi un giorno fuori dal tempo: il 25 luglio, creato per festeggiare e vivere il tempo come arte. Il giorno dopo riparte il nuovo anno, come per gli Egizi, alla levata eliaca della Stella Sirio: il 26 luglio. (13 x 28 = 364 + il giorno fuori dal tempo per avere i 365 giorni del calendario- giorno fuori dal tempo viene anche considerato il 29 febbraio).</p>
<p>I kin invece sono 260 in tutto e vanno a formare lo Tzolkin o telaio : si ottengono dalla combinazione dei 20 glifi solari con i 13 toni lunari. (20 x 13= 260). Una volta che termina uno Tzolkin di 260 giorni si riparte dall&#8217;inizio con il kin nr. 1.</p>
<p>Ciascuno di noi ha un&#8217;onda di vita, che è la nostra, legata al nostro giorno di nascita. Ma nel sincronario Maya noi torniamo del nostro kin di nascita alla chiusura di un ciclo: a 52 anni e a 104, per chi ha la fortuna di arrivarci.</p>
<p>Conoscere il proprio glifo e il proprio tono, che vanno a formare il kin di nascita della persona dona molte opportunità di crescita e di comprensione, oltre a permetterti di vedere, quali secondo questo calendario sono i tuoi doni, le tue potenzialità e anche le difficoltà che presumibilmente incontrerai nella vita. La stessa cosa è per il tema natale. Mi sono occupata di astrologia per molti anni: una passione che porto con me dall&#8217;adolescenza e che mi ha condotta verso l&#8217;astrologia esperienziale. Il tema natale , la disposizione dei pianeti, i transiti predispongono ma non determinano ciò che accadrà alla persona, che avrà maturato scelte ed esperienze diverse a seconda di quanto avrà nutrito parti del proprio &#8220;cielo&#8221; a discapito di altre, a seconda soprattutto di quanto desideri il cambiamento nella propria vita.</p>
<p><div id="attachment_2379" style="width: 510px" class="wp-caption alignleft"><img aria-describedby="caption-attachment-2379" loading="lazy" class=" wp-image-2379" src="https://www.ilmondodililith.it/wp-content/uploads/2019/01/DSC_3220-1024x685.jpg" alt="" width="500" height="335" /><p id="caption-attachment-2379" class="wp-caption-text">Chichen Itza- Il mondo di Lilith</p></div></p>
<p>Con la propria identità galattica è la stessa cosa. Io ho la fortuna di studiare,  fin dal 2004 con Avani, l&#8217;insegnante che ha compreso quanto i codici Maya fossero strettamente correlati ai codici colore Aura-soma®. Lei mi ha insegnato a cavalcare le onde di tredici giorni grazie alle sue intuizioni e alle sue visioni da Aquila Blu Elettrica, io cerco di incarnarle vivendo questi codici nel corpo fisico e fissandone la sincronicità, mappandoli in continuazione con integrità da Stella Gialla Galattica. <img loading="lazy" class="wp-image-2175 aligncenter" src="https://www.ilmondodililith.it/wp-content/uploads/2018/06/images.png" alt="" width="215" height="214" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/06/images-66x66.png 66w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/images-150x150.png 150w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/images-200x199.png 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/images.png 220w" sizes="(max-width: 215px) 100vw, 215px" /></p>
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<p>Certo non è la stessa cosa che semplicemente conoscerli a livello mentale, ma questo è il salto quantico che bisogna fare anche con Aura-soma® se si vuol passare dal Blu al Rosso,  attraversando  il Giallo per  diventare così  Practitioners a tutti gli effetti.</p>
<p>Anche se poi è solo l&#8217;esperienza delle consulenze che fa di te una vera (o un vero) practitioner.</p>
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<p>I 4 incontri hanno un costo totale di 80 euro. E&#8217; possibile anche solo frequentare i singoli incontri per i quali è previsto un investimento di 25 euro. Il week-end ha un costo di 160 euro per chi ha frequentato il corso di 4 giorni e di 180 euro per chi interviene solo a quello. Il week-end è inserito nel piano di studi di Cromodanza®  e quindi viene certificato.</p>
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<p>Questi articoli che scrivo fanno parte del mio blog e vengono quindi inviati via mail a chi si è inserito nella mia mailing list. Il programma è piuttosto preciso e mi impedisce l&#8217;invio a chi non ha dato la propria conferma del desiderio di rimanere nella mia mailing list, quando ho inviato la mail con il nuovo GDPR. Pertanto abbiamo dovuto procedere con la cancellazione di alcuni indirizzi. Se leggete l&#8217;articolo sul sito e non lo ricevete nella casella di posta può darsi che siate stati cancellati per questo motivo. Potete reinserirvi, se siete interessati, perché poi il sito procede in automatico all&#8217;invio.</p>
<p>Ancora un caro saluto in questa che è l&#8217;onda dell&#8217; allacciatore dei mondi bianco, cominciata il 30 dicembre (kin 66)  e che terminerà proprio l&#8217;11 gennaio &#8211; kin 78 , giorno che ho scelto appositamente per la partenza di questa avventura: specchio cosmico bianco. Sembrano parole e concetti astrusi, ma non lo sono affatto una volta che si inizia ad entrare nella sincronicità.</p>
<p><div id="attachment_2370" style="width: 261px" class="wp-caption aligncenter"><img aria-describedby="caption-attachment-2370" loading="lazy" class="size-full wp-image-2370" src="https://www.ilmondodililith.it/wp-content/uploads/2019/01/6ondadellallacciatore.jpg" alt="" width="251" height="201" srcset="https://www.ilmondodililith.it/wp-content/uploads/2019/01/6ondadellallacciatore-177x142.jpg 177w, https://www.ilmondodililith.it/wp-content/uploads/2019/01/6ondadellallacciatore-200x160.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2019/01/6ondadellallacciatore.jpg 251w" sizes="(max-width: 251px) 100vw, 251px" /><p id="caption-attachment-2370" class="wp-caption-text">Onda dell&#8217; allacciatore dei mondi bianco</p></div></p>
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<p>&nbsp;</p><p>The post <a href="https://www.ilmondodililith.it/cavalcare-unonda-nel-calendario-maya-danzando-i-20-glifi-solari-e-i-13-toni-lunari/" target="_blank">Cavalcare un'onda nel Calendario Maya danzando i 20 glifi solari e i 13 toni lunari.</a> first appeared on <a href="https://www.ilmondodililith.it/" target="_blank">Il Mondo di Lilith</a>.</p>]]></content:encoded>
					
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		<title>Celebriamo il giorno fuori dal  Tempo a Dev Aura in Inghilterra</title>
		<link>https://www.ilmondodililith.it/celebriamo-il-giorno-fuori-dal-tempo-a-dev-aura-in-inghilterra/</link>
					<comments>https://www.ilmondodililith.it/celebriamo-il-giorno-fuori-dal-tempo-a-dev-aura-in-inghilterra/#respond</comments>
		
		<dc:creator><![CDATA[lilith]]></dc:creator>
		<pubDate>Thu, 21 Jun 2018 15:31:15 +0000</pubDate>
				<category><![CDATA[Aura-soma]]></category>
		<category><![CDATA[Sincronario Maya]]></category>
		<category><![CDATA[Angeli]]></category>
		<category><![CDATA[Asiact]]></category>
		<category><![CDATA[Avani Paola Sani]]></category>
		<category><![CDATA[benessere]]></category>
		<category><![CDATA[colore]]></category>
		<category><![CDATA[cromodanza]]></category>
		<category><![CDATA[Luna cosmica rossa]]></category>
		<category><![CDATA[Mike Booth]]></category>
		<category><![CDATA[regina Rossa]]></category>
		<category><![CDATA[sincronario Maya]]></category>
		<category><![CDATA[Stella cristallo giallo]]></category>
		<category><![CDATA[Stella galattica gialla]]></category>
		<guid isPermaLink="false">https://www.ilmondodililith.it/?p=2164</guid>

					<description><![CDATA[In Inghilterra, a Shirefarm, esiste una Terra incantata, coltivata e curata con grande dedizione secondo la più recente metodologia biodinamica . E' una Terra, quella di Shirefarm, posizionata al meridiano Zero di Greenwich. Anzi per essere precisi questa Terra di estende per oltre 10.000 ettari e per volere di Mike Booth , il direttore mondiale]]></description>
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<p>In Inghilterra, a<img loading="lazy" class=" wp-image-2180 alignleft" src="https://www.ilmondodililith.it/wp-content/uploads/2018/06/Shirefarm-la-terra-di-Aura-soma.2jpg.jpg" alt="" width="421" height="749" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/06/Shirefarm-la-terra-di-Aura-soma.2jpg-169x300.jpg 169w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/Shirefarm-la-terra-di-Aura-soma.2jpg-200x356.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/Shirefarm-la-terra-di-Aura-soma.2jpg-400x711.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/Shirefarm-la-terra-di-Aura-soma.2jpg-432x768.jpg 432w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/Shirefarm-la-terra-di-Aura-soma.2jpg.jpg 540w" sizes="(max-width: 421px) 100vw, 421px" /> Shirefarm, esiste una Terra incantata, coltivata e curata con grande dedizione secondo la più recente metodologia biodinamica . E&#8217; una Terra, quella di Shirefarm, posizionata al meridiano Zero di Greenwich. Anzi per essere precisi questa Terra di estende per oltre 10.000 ettari e per volere di Mike Booth , il direttore mondiale di Aura-soma®, è attraversata da un percorso dei Chakra &#8220;una Chakra Walk&#8221; dove ogni chakra possiede le qualità energetiche dei cristalli legati per colore a quella ruota di Luce. Il meridiano Zero passa proprio sul chakra corallo (il chakra che sta tra il primo (tradizionalmente legato al rosso) e il secondo (tradizionalmente legato all&#8217;arancione). Il corallo è chiamato il colore dell&#8217;Uomo Nuovo ed ha a che fare con il collettivo, con la filantropia, con quegli esseri che come gli organismi che collaborano per costruire la barriera corallina, contribuiscono a costruire lo scheletro dell&#8217;umanità.A ogni chakra ci sono pietre particolari, provenienti da varie parti del mondo, poste a cerchio, a coppie o singole . La Terra, sotto , è disseminata di cristalli e pietre semi-preziose, legate al colore di riferimento. Cascate, laghetti, fontane, statue e naturalmente alberi, fiori e animali, completano questo quadro bucolico di grande sintonia con la natura.</p>
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<p><div id="attachment_2177" style="width: 597px" class="wp-caption aligncenter"><img aria-describedby="caption-attachment-2177" loading="lazy" class=" wp-image-2177" src="https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1600.jpg" alt="" width="587" height="440" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1600-200x150.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1600-300x225.jpg 300w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1600-400x300.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1600-600x450.jpg 600w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1600-768x576.jpg 768w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1600-800x600.jpg 800w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1600.jpg 1000w" sizes="(max-width: 587px) 100vw, 587px" /><p id="caption-attachment-2177" class="wp-caption-text">Celebrazioni dello scorso anno  sull&#8217;albero della vita galattico</p></div></p>
<p><div id="attachment_2178" style="width: 387px" class="wp-caption alignleft"><img aria-describedby="caption-attachment-2178" loading="lazy" class=" wp-image-2178" src="https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1732.jpg" alt="" width="377" height="503" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1732-200x267.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1732-225x300.jpg 225w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1732-400x534.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1732-576x768.jpg 576w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1732.jpg 584w" sizes="(max-width: 377px) 100vw, 377px" /><p id="caption-attachment-2178" class="wp-caption-text">Glifi, toni e Aura-soma</p></div></p>
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<p>Da qualche anno oltre ai vari corsi Aura-soma® celebriamo qui il giorno fuori dal tempo secondo il Sincronario Maya. Per i Maya l&#8217;ultimo giorno dell&#8217;anno era il 24 luglio. Il primo giorno del nuovo anno è il 26 luglio. Quello che sta tra questi due è il 25 luglio, chiamato il giorno fuori dal tempo. I Maya avevano un sistema di computo perfetto basato su 13 mesi (legati alle lunazioni) di 28 giorni ciascuno. Erano legati alla  luna e al femminile:  28 giorni sono anche quelli del ciclo femminile. I 28 giorni per 13 ci danno un totale di 364 giorni a cui va aggiunto il 25 luglio  : il giorno Fuori dal tempo, un giorno da dedicare solo all&#8217;arte e alla festa.</p>
<p>Abbiamo così 365 giorni in un anno di 13 mesi di 28 giorni ciascuno.  Sono state decisioni arbitrarie di persone di potere giunte prima di noi che hanno modificato il calendario, togliendo tutta la parte &#8220;femminile lunare&#8221; , togliendo il tredicesimo mese,  accorciandone qualcuno per allungarne qualcun&#8217;altro: Giulio Cesare ha voluto un mese tutto per sé , così abbiamo Luglio di 31 giorni, non poteva essere da meno Augusto e ci ritroviamo con Agosto di 31 giorni. Così il settimo mese, settembre, è ora il nono, ottobre il decimo  e via dicendo portando noi a vivere una divisione del tempo arbitraria e innaturale.</p>
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<p><div id="attachment_2179" style="width: 784px" class="wp-caption aligncenter"><img aria-describedby="caption-attachment-2179" loading="lazy" class=" wp-image-2179" src="https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1879.jpg" alt="" width="774" height="580" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1879-200x150.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1879-300x225.jpg 300w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1879-400x300.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1879-600x450.jpg 600w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1879-768x576.jpg 768w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1879-800x600.jpg 800w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_1879.jpg 1000w" sizes="(max-width: 774px) 100vw, 774px" /><p id="caption-attachment-2179" class="wp-caption-text">Foto finale delle celebrazioni per il giorno fuori dal tempo del 2017</p></div></p>
<p>Entrare nel flusso del sincronario Maya e nella sua sincronicità,  scoprire la propria identità galattica,  aiuta a comprendere lo scopo della propria vita e le difficoltà insite nel proprio oracolo e nella propria onda di vita.</p>
<p>Anche quest&#8217;anno a Dev Aura si celebra il giorno fuori dal Tempo insieme a tre insegnanti di fama mondiale: Mike Booth il direttore di Aura-soma®, Avani Paola Sani che ha scoperto le connessioni tra il sincronario Maya e i codici colore Aura-soma® e Stephanie South , la Regina Rossa , la donna cui Josè Arguelles ha lasciato l&#8217;incarico di trasmettere tutto il sapere raccolto  da lui e dalla moglie Lyodine.</p>
<p>In particolare quest&#8217;anno esploreremo il nostro archetipo galattico e il potere del numero per entrare creativamente nell&#8217;Arte e nella Bellezza.  Ognuno di noi nasce con un glifo (legato al Sole) e un tono (legato alla Luna)  insieme formano un KIN : un numero.</p>
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<p><div id="attachment_2176" style="width: 435px" class="wp-caption alignleft"><img aria-describedby="caption-attachment-2176" loading="lazy" class=" wp-image-2176" src="https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_17091.jpg" alt="" width="425" height="567" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_17091-200x267.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_17091-225x300.jpg 225w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_17091-400x534.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_17091-576x768.jpg 576w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/img_17091.jpg 584w" sizes="(max-width: 425px) 100vw, 425px" /><p id="caption-attachment-2176" class="wp-caption-text">Traducendo il corso nel 2017</p></div></p>
<p>Ad esempio il mio è 8= Stella galattica gialla. Però ogni anno si cambia kin all&#8217;interno della propria famiglia di origine, si torna del proprio di kin di nascita al completamento di un ciclo di 52 anni  : il prossimo io diventerò proprio Stella cristallo gialla il KIN 168, che è il giorno fuori dal tempo di quest&#8217;anno. Il kin 168 è anche l&#8217;identità galattica di Mike Booth, quindi sono ben lieta di poter assistere Avani anche quest&#8217;anno e di tradurre tutti e 3 i relatori per gli Italiani che saranno presenti. Oltre a ciò il giorno fuori dal tempo presento CROMODANZA® e danzeremo insieme il kin 168 : la stella cristallo gialla e il giorno dopo la luna cosmica rossa il kin 169,  la fine dell&#8217;onda della Terra Magnetica rossa. Quindi il prossimo sarà l&#8217;anno della LUNA COSMICA ROSSA.  E il 27 luglio giorno del Cane magnetico  bianco, inizio di una nuova onda,  ci sarà un eclissi di luna della durata di 103 minuti. Il cielo si tingerà di rosso regalandoci l&#8217;eclissi lunare più lunga del secolo e Marte sarà più visibile che mai proprio in opposizione. Perfette condizioni per festeggiare l&#8217;anno della Luna Rossa.</p>
<p>Il corso comincerà il 24 luglio e terminerà il 27 luglio. E&#8217; residenziale presso Dev Aura , da cui raggiungeremo la Terra di Shirefarm in pullman.</p>
<p>Oltre ai festeggiamenti e alle varie cerimonie non mancheranno le costellazioni galattiche sull&#8217;albero della vita.</p>
<p>Siamo già molti partecipanti ma c&#8217;è ancora posto per dormire a Dev Aura. Chi desidera avere informazioni può contattare  Heather: heather@aura-soma-academy.com  o visitare il sito www.aura-soma.com dove questo corso è annunciato insieme agli altri.</p>
<p>Se avete bisogno di informazioni per raggiungere Dev Aura vi invito a contattarmi quanto prima per aiutarvi ad organizzare dei transfer dall&#8217;aereoporto.</p>
<p><div id="attachment_2173" style="width: 649px" class="wp-caption aligncenter"><img aria-describedby="caption-attachment-2173" loading="lazy" class=" wp-image-2173" src="https://www.ilmondodililith.it/wp-content/uploads/2018/06/Giorno-fuori-dal-tempo-2018-724x1024.png" alt="" width="639" height="904" /><p id="caption-attachment-2173" class="wp-caption-text">Giorno fuori dal tempo 2018</p></div></p>
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<p>&nbsp;</p><p>The post <a href="https://www.ilmondodililith.it/celebriamo-il-giorno-fuori-dal-tempo-a-dev-aura-in-inghilterra/" target="_blank">Celebriamo il giorno fuori dal  Tempo a Dev Aura in Inghilterra</a> first appeared on <a href="https://www.ilmondodililith.it/" target="_blank">Il Mondo di Lilith</a>.</p>]]></content:encoded>
					
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		<title>Rilassarsi con il colore per favorire il cambiamento: il blu per rafforzare la  volontà</title>
		<link>https://www.ilmondodililith.it/rilassarsi-con-il-colore-per-favorire-il-cambiamento-il-blu-per-rafforzare-la-volonta/</link>
					<comments>https://www.ilmondodililith.it/rilassarsi-con-il-colore-per-favorire-il-cambiamento-il-blu-per-rafforzare-la-volonta/#respond</comments>
		
		<dc:creator><![CDATA[lilith]]></dc:creator>
		<pubDate>Wed, 06 Jun 2018 14:47:01 +0000</pubDate>
				<category><![CDATA[Aura-soma]]></category>
		<category><![CDATA[benessere]]></category>
		<category><![CDATA[cambiamento]]></category>
		<category><![CDATA[colore]]></category>
		<category><![CDATA[colore blu]]></category>
		<category><![CDATA[forza di volontà]]></category>
		<category><![CDATA[meditazione]]></category>
		<category><![CDATA[pomander]]></category>
		<category><![CDATA[rilassamento profondo]]></category>
		<category><![CDATA[teoria del colore]]></category>
		<guid isPermaLink="false">https://www.ilmondodililith.it/?p=2152</guid>

					<description><![CDATA[e inoltre  presentazione dei prodotti Aura-soma presso Green Apple a Rovereto in Via Scuole alle 17.30 dell'8 giugno.   Spesso nella nostra vita ci sono momenti in cui quello che vorremmo è un cambiamento sostanziale, qualcosa che ci porti a modificare la routine, quella quotidianità che sembra attanagliarci e impedirci di evolvere. Prendersi cura di]]></description>
										<content:encoded><![CDATA[<p>e inoltre  presentazione dei prodotti Aura-soma presso Green Apple a Rovereto in Via Scuole alle 17.30 dell&#8217;8 giugno.</p>
<p>&nbsp;</p>
<p>Spesso nella nostra vita ci sono momenti in cui quello che vorremmo è un cambiamento sostanziale, qualcosa che ci porti a modificare la routine, quella quotidianità che sembra attanagliarci e impedirci di evolvere. Prendersi cura di sé in maniera profonda anche solo per un&#8217;ora permette di riattivare il dialogo con la propria anima, per comprendere quei bisogni che per l&#8217;anima sono essenziali. Riuscire ad ascoltarla, ad ascoltarsi può fare veramente la differenza. Riuscire a calmare la mente, rilassarsi con la musica e il colore può essere un primo passo verso grandi cambiamenti.</p>
<p>Ho pensato quindi di partire con delle serate legate al colore blu, che può essere di aiuto per rilassare la mente, lasciarsi andare ma nello stesso tempo rafforzare la nostra volontà di stare meglio, di cambiare, di accettarsi per quello che si è.</p>
<p>In collaborazione con l&#8217;associazione Armonia propongo 4 incontri di un&#8217;ora l&#8217;uno per iniziare a rilassarsi con il colore a partire dal 19 giugno dalle 19.30 alle 20.30 , proseguiranno poi il 3,10 e 17 luglio. Gli incontri vengono 50 euro. E&#8217; possibile partecipare ai singoli incontri. Il costo in questo caso è di 15 euro ad incontro. Il corso è per i soci Armonia (il costo della tessera, valevole fino a tutto il 2018 è di 15 euro).</p>
<p>Durante gli incontri utilizzeremo varie tecniche di Cromodanza®,  tra cui Aura-soma®, meditazioni e tecniche di rilassamento a mediazione corporea. Ogni incontro è diverso ma durante ciascuno di questi incontri cercheremo di rilassarci sempre più profondamente e di stare sempre meglio. E&#8217; consigliato tenere un diario per annotare cambiamenti e avvenimenti importanti.</p>
<p>Le serate partiranno con un minimo di 4 iscritti/e e si terranno presso la sede di Armonia all&#8217;Opificio delle Idee a Rovereto.</p>
<p><div id="attachment_2136" style="width: 610px" class="wp-caption aligncenter"><img aria-describedby="caption-attachment-2136" loading="lazy" class="size-full wp-image-2136" src="https://www.ilmondodililith.it/wp-content/uploads/2018/05/ilrespiro-del-colore-e1526918942505.jpg" alt="Aura-soma : equilibrium 45-Il respiro dell'amore" width="600" height="480" /><p id="caption-attachment-2136" class="wp-caption-text">Aura-soma : equilibrium 45-Il respiro dell&#8217;amore</p></div></p>
<p>&nbsp;</p>
<p>Approfitto di questo articolo per informare che l&#8217;8 giugno alle 17.30 presenterò Aura-soma® presso il Negozio Green Apple di Via delle Scuole a Rovereto. Un&#8217;occasione per ammirare da vicino gli splendidi &#8220;gioielli&#8221; di luce di Vicky Wall, la farmacista cieca che li ha iniziati a creare  nel 1983. Ora ci sono 116 combinazioni di colori diverse , pomander, quintessenze e altri strumenti validi per qualsiasi persona che cerchi di stare meglio con se stessa e con gli altri.</p>
<p>Vi aspetto nel negozio Green Apple per raccontarvi un po&#8217; della mia ventennale esperienza nel mondo del colore! Per chi è interessato a delle consulenze ricevo regolarmente a Rovereto e Verona. Potete contattarmi al 347/8172640</p>
<p><div id="attachment_2155" style="width: 734px" class="wp-caption aligncenter"><img aria-describedby="caption-attachment-2155" loading="lazy" class="size-large wp-image-2155" src="https://www.ilmondodililith.it/wp-content/uploads/2018/06/VENERDì-8-GIUGNOx-724x1024.png" alt="presentazione Aura-soma" width="724" height="1024" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/06/VENERDì-8-GIUGNOx-200x283.png 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/VENERDì-8-GIUGNOx-212x300.png 212w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/VENERDì-8-GIUGNOx-400x566.png 400w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/VENERDì-8-GIUGNOx-543x768.png 543w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/VENERDì-8-GIUGNOx-600x849.png 600w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/VENERDì-8-GIUGNOx-724x1024.png 724w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/VENERDì-8-GIUGNOx-768x1087.png 768w, https://www.ilmondodililith.it/wp-content/uploads/2018/06/VENERDì-8-GIUGNOx.png 793w" sizes="(max-width: 724px) 100vw, 724px" /><p id="caption-attachment-2155" class="wp-caption-text">presentazione Aura-soma</p></div></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p><p>The post <a href="https://www.ilmondodililith.it/rilassarsi-con-il-colore-per-favorire-il-cambiamento-il-blu-per-rafforzare-la-volonta/" target="_blank">Rilassarsi con il colore per favorire il cambiamento: il blu per rafforzare la  volontà</a> first appeared on <a href="https://www.ilmondodililith.it/" target="_blank">Il Mondo di Lilith</a>.</p>]]></content:encoded>
					
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		<title>La Dea risvegliata &#8211;  Arcangelo Ratziel &#8211; Equilibrium 106</title>
		<link>https://www.ilmondodililith.it/la-dea-risvegliata-arcangelo-ratziel-equilibrium-106/</link>
					<comments>https://www.ilmondodililith.it/la-dea-risvegliata-arcangelo-ratziel-equilibrium-106/#respond</comments>
		
		<dc:creator><![CDATA[lilith]]></dc:creator>
		<pubDate>Sat, 17 Mar 2018 16:45:33 +0000</pubDate>
				<category><![CDATA[Aura-soma]]></category>
		<category><![CDATA[Sincronario Maya]]></category>
		<category><![CDATA[Asiact]]></category>
		<category><![CDATA[benessere]]></category>
		<category><![CDATA[colore]]></category>
		<category><![CDATA[dea]]></category>
		<category><![CDATA[guida femminile del cuore]]></category>
		<category><![CDATA[madreterra]]></category>
		<category><![CDATA[sincronario Maya]]></category>
		<category><![CDATA[teoria del colore]]></category>
		<category><![CDATA[Vicky Wall]]></category>
		<guid isPermaLink="false">https://www.ilmondodililith.it/?p=1862</guid>

					<description><![CDATA[Equilibrium 106- arcangelo Ratziel-  L'arcangelo Ratziel per Aura-soma® è una equilibrium dai colori nebbiosi, evanescenti: verde oliva pallido  su lilla. Ricordo quando mi è stata regalata da Mike nel 2007. Era appena nata ed eravamo a Bali per il Teacher di terzo livello. Le risaie che vedevi giù nella vallata dal nostro albergo ]]></description>
										<content:encoded><![CDATA[<p><div id="attachment_1937" style="width: 249px" class="wp-caption alignleft"><img aria-describedby="caption-attachment-1937" loading="lazy" class=" wp-image-1937" src="https://www.ilmondodililith.it/wp-content/uploads/2018/03/Equilibrium_106.jpg" alt="" width="239" height="239" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/03/Equilibrium_106-66x66.jpg 66w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/Equilibrium_106-150x150.jpg 150w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/Equilibrium_106-200x200.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/Equilibrium_106-300x300.jpg 300w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/Equilibrium_106-400x400.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/Equilibrium_106-600x600.jpg 600w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/Equilibrium_106-768x768.jpg 768w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/Equilibrium_106-800x800.jpg 800w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/Equilibrium_106.jpg 1000w" sizes="(max-width: 239px) 100vw, 239px" /><p id="caption-attachment-1937" class="wp-caption-text">Equilibrium 106- arcangelo Ratziel-</p></div></p>
<p>L&#8217;arcangelo Ratziel per Aura-soma® è una equilibrium dai colori nebbiosi, evanescenti: verde oliva pallido  su lilla. Ricordo quando mi è stata regalata da Mike nel 2007. Era appena nata ed eravamo a Bali per il Teacher di terzo livello. Le risaie che vedevi giù nella vallata dal nostro albergo  ogni tanto si riempivano di una  foschia umida, interpretando magistralmente la parola nebbioso, in quei giorni di dicembre.  Quella nebbia però non si riusciva a mantenere nel colore della equilibrium , che diventava subito trasparente e luminosa, tanto che per un po&#8217; Aura-soma® optò per una bottiglia di cristallo opaca, che trasmettesse quello stesso senso. Appena la vidi io pensai ad Avalon e alla Dea che si celava dietro quei colori:  nata dopo la 105, che io ho sempre legato a Lilith.</p>
<p>Ho pensato subito alle Nebbie di Avalon, il titolo del  libro di Marion Zimmer Bradley e continuo a pensarle quelle nebbie antiche , ogni volta che viene scelta. Quasi mi pare di vedere  l&#8217;allacciatrice dei mondi, giungere dalla nebbia per permetterci di scrutare oltre. Una equilibrium per permettere il passaggio tra i mondi, per diradare i veli delle nebbie astrali, che solo la Sacerdotessa sapeva sollevare   con “parole magiche”.  Avalon, anche nel libro,  nella nostra dimensione,  è nascosta tra le mura di un convento, perché è lì che il femminile sacro ha potuto continuare a nutrire il proprio spirito, in epoche in cui le donne non potevano scegliere per sé ma erano proprietà del padre e, successivamente, del marito.</p>
<p class="western">Perchè l&#8217;arcangelo Ratziel nel sincornario Maya è l&#8217;allacciatore dei mondi lunare. Il secondo tono dell&#8217;onda del Serpente, cominciata con il kin 105. Allacciare i mondi è la  sfida in questa onda, anche se ne  è probabilmente il punto focale . C&#8217;è  una scelta da prendere, che riguarda il mondo invisibile che può diventare visibile se si alzano le vibrazioni.</p>
<p class="western">Nel numero 105, che la precede c&#8217;è il 5 che si trova a fronteggiare sia lo 0 che l&#8217;1- L&#8217;uomo di fronte al tutto ma anche di fronte alla sua unicità. C&#8217;è anche il 15 nella 105, la carta del Diavolo che nasconde tutti i tabù ma la equilibrium è stata posta sul sentiero della Stella (il 17imo sentiero della Cabala) perché esprime una speranza che diventa sempre più forte,  se si riporta in vita l&#8217;essenza del  femminile addormentato. Dopo giunge la 106, l&#8217; allacciatore dei mondi lunare, che ha il potere sulla Morte, che ha nell&#8217;equità la sua azione principale, nella  opportunità la sua essenza. Dinanzi alla morte si è tutti uguali, comprenderlo solleva sicuramente molti veli su questo tabù intrinseco all&#8217;umanità: la nostra unica certezza. E&#8217; stata posta nella Cabala a Chokmah, la sfera della Saggezza e della Comprensi<img loading="lazy" class="wp-image-1953 alignright" src="https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00391-1024x768.jpg" alt="" width="477" height="358" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00391-200x150.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00391-300x225.jpg 300w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00391-400x300.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00391-600x450.jpg 600w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00391-768x576.jpg 768w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00391-800x600.jpg 800w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00391-1024x768.jpg 1024w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00391-1200x900.jpg 1200w" sizes="(max-width: 477px) 100vw, 477px" />one.</p>
<p class="western">Ratziel è un Arcangelo Alchimista, verde oliva su lilla, permette di distillare l&#8217;amarezza rendendola luminosa, perché possa nutrire l&#8217;essere interiore e tutti possano poi abbeverarsene, mentre i pensieri vengono “traghettati” tra un emisfero celebrale e l&#8217;altro: curando la propria mente si entra nel sostegno mutuale del cuore. Si permette alla guida femminile del cuore di guidare anche la mente.</p>
<p class="western">La sfida di questa onda, che ha come proposito la sopravvivenza, è quella di lasciare andare l&#8217;amarezza, di trasmutarla. Permetterci di guardare con occhi benevoli ed equi l&#8217;esistenza, il Serpente che vuole sopravvivere in noi, la nostra forza vitale, e far sì che sia al nostro servizio. Perché anche la rabbia può essere nutritiva una volta che la si comprende e la si accetta.  Spesso è verso noi stessi, alimentata dai  sensi di colpa. Ma spesso non ce la permettiamo, perché non è consona, non  è adatta alle donne. Se la accettiamo in modo che non fomenti la sete di vendetta ci rende più disponibili  e liberi: spesso siamo noi stessi a non accettare le nostre polarità.</p>
<p class="western">Nelle note fondamentali di questa equilibrium c&#8217;è anche la comprensione  che la ricchezza o la richiesta di un giusto valore per il proprio lavoro, non è qualcosa di disdicevole. Deriva dal concilio di Nicea il precetto che la spiritualità si sposi  solo con la povertà: un&#8217; imposizione comoda a quei tempi per chi desiderava avere il potere assoluto e che avrebbe poi imposto decime e penitenze per il perdono di tutti i peccati. Se intorno trovi persone che non danno il giusto valore al tuo lavoro, probabilmente quelle persone non hanno motivo di starti vicino o forse tu stesso ancora non ti dai il giusto valore, o una parte di te considera il denaro qualcosa di &#8220;sporco&#8221;. Questa equilibrium aiuta senz&#8217;altro a contattare queste difficoltà e a trasmutarle.</p>
<p class="western">Perché siamo proprio nell&#8217;onda della sopravvivenza e il denaro è la trasmutazione di energia. Serve ed è un dono e forse un nostro preciso dovere per rendere grazie all&#8217;universo e al divino.</p>
<p class="western">Questa equilibrium è nata il 22 ottobre del 2007, era il kin 142- vento cristallo bianco- l&#8217;universalizzazione dello Spirito e della Comunicazione. Per inciso la mia Quinta forza. Sia 106 che 142 ci rimandano al 7, alla figura del Carro, ad un Test di fede, un salto verso l&#8217;ignoto della morte perché l&#8217;amore possa sopravvivere portando la sopravvivenza dell&#8217;essere Umano, ma anche un salto perché lo spirito possa prendere forma attraverso la parola. Mi hanno chiesto di preparare una performance artistica dal titolo: “I colori sono sogni e le parole sono pietre” e ho continuato a riflettere sulla realtà di questa affermazione e quanto possa essere calzante con l&#8217;immagine della pietra che è stata posta sulla Terra a Shirefarm proprio qualche giorno prima della nascita di questa bottiglia. I colori sono sogni, riflettono la nostra essenza ma sono leggeri e si posano delicatamente sui nostri cuori, le parole che li accompagnano sono spesso inappropriate per descrivere la loro danza leggera. Quando in una selezione giunge questa equilibrium per solito ascolto le parole fatate che giungono da chi l&#8217;ha scelta, perché  dietro i colori c&#8217;è una sacerdotessa che viene da altri mondi. La parola può sollevare i veli e testimoniare la verità dell&#8217;invisibile.</p>
<p><div id="attachment_1952" style="width: 452px" class="wp-caption alignleft"><img aria-describedby="caption-attachment-1952" loading="lazy" class="wp-image-1952" src="https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00408-1024x768.jpg" alt="" width="442" height="331" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00408-200x150.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00408-300x225.jpg 300w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00408-400x300.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00408-600x450.jpg 600w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00408-768x576.jpg 768w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00408-800x600.jpg 800w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00408-1024x768.jpg 1024w, https://www.ilmondodililith.it/wp-content/uploads/2018/03/DSC00408-1200x900.jpg 1200w" sizes="(max-width: 442px) 100vw, 442px" /><p id="caption-attachment-1952" class="wp-caption-text">La pietra piantata a Shirefarm &#8211; al sesto chakra &#8211;</p></div></p>
<p class="western">La pietra piantata a Shirefarm si trova al Sesto chakra, di fronte ad un&#8217;altra più piccola. La prima volta che passai in mezzo tra queste due pietre anni fa durante una Chakra Walk, ebbi l&#8217;impressione di entrare in uno spazio di grande pace, dove la mente si potesse acquietare e soprattutto il cervello sinistro, quello più analitico, potesse concedersi di “accogliere” tutto ciò che arrivava dal mio cervello intuitivo. Qui era come se dimorassero forme archetipali, che rimandavano alle sorgenti del mio essere che necessitavano  di fiorire e svilupparsi pienamente per ciò che erano.  La pietra più piccola per me era maschile, quella più alta invece femminile. L&#8217;energia intuitiva femminile si stagliava alta nel cielo ma era protettiva verso la pietra più piccola.</p>
<p class="western">La 106 mostra la possibilità di un concerto &#8220;armonico&#8221; tra emisferi cerebrali e la  guarigione che innalza le nostre vibrazioni e ci permette di allacciare i nostri mondi interiori e quelli esteriori, con speranza negli aspetti più femminili e ricettivi dell&#8217;umanità. La donna risvegliata nella 105 ha qui la possibilità di toccare la pietra ed incidere la realtà nuova dell&#8217;umanità. La Dea  è viva e vive in tutti gli esseri umani, maschi e femmine.</p>
<p>&nbsp;</p><p>The post <a href="https://www.ilmondodililith.it/la-dea-risvegliata-arcangelo-ratziel-equilibrium-106/" target="_blank">La Dea risvegliata -  Arcangelo Ratziel - Equilibrium 106</a> first appeared on <a href="https://www.ilmondodililith.it/" target="_blank">Il Mondo di Lilith</a>.</p>]]></content:encoded>
					
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		<title>Michael Harner and Vicky Wall: Wizards of the Earth</title>
		<link>https://www.ilmondodililith.it/michael-harner-and-vicky-wall-wizards-of-the-earth/</link>
					<comments>https://www.ilmondodililith.it/michael-harner-and-vicky-wall-wizards-of-the-earth/#comments</comments>
		
		<dc:creator><![CDATA[lilith]]></dc:creator>
		<pubDate>Wed, 28 Feb 2018 19:11:48 +0000</pubDate>
				<category><![CDATA[English speaking]]></category>
		<category><![CDATA[Asiact]]></category>
		<category><![CDATA[Aura-soma]]></category>
		<category><![CDATA[benessere]]></category>
		<category><![CDATA[colore]]></category>
		<category><![CDATA[drums]]></category>
		<category><![CDATA[etheric gap]]></category>
		<category><![CDATA[madreterra]]></category>
		<category><![CDATA[mAYA]]></category>
		<category><![CDATA[Michael Harner]]></category>
		<category><![CDATA[shaman]]></category>
		<category><![CDATA[shamanism]]></category>
		<category><![CDATA[sincronario Maya]]></category>
		<category><![CDATA[synchronicity]]></category>
		<category><![CDATA[teoria del colore]]></category>
		<category><![CDATA[viaggio sciamanico]]></category>
		<category><![CDATA[Vicky Wall]]></category>
		<guid isPermaLink="false">https://www.ilmondodililith.it/?p=1925</guid>

					<description><![CDATA[   My passion for shamanic trips goes back to 18 years ago, when I joined a 4 day- long workshop, with Aura-soma® pomander and quintessences. I received brightening visions, that helped me in the understanding of my paintings and all those events that were happening to me as soon as I left my life as]]></description>
										<content:encoded><![CDATA[<p class="western"><span style="font-size: 16px; font-family: 'times new roman', times, serif;"> </span></p>
<p class="western"><span style="font-family: 'times new roman', times, serif; font-size: 16px;"> <span style="color: #595f6b;">My passion for shamanic trips goes back to 18 years ago, when I joined a 4 day- long workshop, with Aura-soma® pomander and quintessences. I received brightening visions, that helped me in the understanding of my paintings and all those events that were happening to me as soon as I left my life as a “manager” after a fainting </span><span style="color: #595f6b;">and a run to the hospital</span><span style="color: #595f6b;">. I was trying </span><span style="color: #595f6b;">at those times to literally </span><span style="color: #595f6b;">follow my dreams. To close my eyes and to “travel” </span><span style="color: #595f6b;">was </span> <span style="color: #595f6b;">a d</span><span style="color: #595f6b;">imension that I knew </span><span style="color: #595f6b;">already </span><span style="color: #595f6b;">very well </span><span style="color: #595f6b;">then</span><span style="color: #595f6b;">. I immediately looked for a teacher who could guide me in those trips here in </span><span style="color: #595f6b;">Trentino </span><span style="color: #595f6b;"> where I live. I found the anthropologist Lorenza Menegoni and I ventured into this fascinating journey, that resonated then, and even more now, with my way to look at life, that spiritual ecology which is foundation of the shamanic universe. In the following years I invited other “shamans” and wise people, who followed different ways, and went to various workshops according to the Sufi method here, in France and Egypt. </span></span></p>
<p class="western"><span style="font-family: 'times new roman', times, serif; font-size: 16px;"><span style="color: #595f6b;">I always try to create sacred spaces, both with my dancing and my shows, with my painting and as a practitioner and Aura-soma Teacher and also as a future Naturopath: places where, who reaches me, may feel welcome and protected, but also free to express </span><span style="color: #595f6b;">the very</span><span style="color: #595f6b;"> best. I find shamanism a perfect compendium to my work: it requires a great discipline and an absolute concentration. </span></span></p>
<p class="western"><span style="font-family: 'times new roman', times, serif; font-size: 16px;"><span style="color: #595f6b;">I am very happy to announce that next Friday: </span><span style="color: #595f6b;">M</span><span style="color: #595f6b;">arch 2nd Armonia will have as a guest the Anthropologist Lorenza Menegoni for an introductory conference on the Shamanic Trip , following the Methodology of Michael Harner, founder of the Foundation for Shamanic Studies, who unfortunately died on Febr</span><span style="color: #595f6b;">ua</span><span style="color: #595f6b;">ry the 3rd. </span><span style="color: #595f6b;"> </span></span></p>
<p class="western"><span style="font-family: 'times new roman', times, serif; font-size: 16px;"><span style="color: #595f6b;">H<img loading="lazy" 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" width="220" height="238" align="left" border="0" hspace="12" />e was born on the 27th of April 1929 . For the Mayan </span><span style="color: #595f6b;">Calendar he wa</span><span style="color: #595f6b;">s a </span><span style="color: #595f6b;"> White Ekectric Wizard, the same ga</span><span style="color: #595f6b;">la</span><span style="color: #595f6b;">ctic identity Vicky Wall had: kin 94. </span></span></p>
<p class="western"><span style="color: #595f6b; font-family: 'times new roman', times, serif; font-size: 16px;">Vicky Wall was the pharmacist who gave birth to all the Aura-soma® Colour philosophy, method that I am following since 1999. </span></p>
<p class="western"><span style="font-family: 'times new roman', times, serif; font-size: 16px;"><span style="color: #595f6b;">Michael Harner, ant</span><span style="color: #595f6b;">hr</span><span style="color: #595f6b;">opol</span><span style="color: #595f6b;">ogist</span><span style="color: #595f6b;">, </span><span style="color: #595f6b;">dedicated his life to shamanism and the shamanic healing methods. He has been practising them since 1961, discovered and let many people thus through him discover this methodology , encouraging its return in the contemporary culture. He guided researches in the Amazon region, Mexico, in the western part of Northern America, in Canada and Lapland. With his book “ The Way of the Shaman” he trasmitted </span><span style="color: #595f6b;">very simple </span><span style="color: #595f6b;">methods </span><span style="color: #595f6b;">that can help to reach an altered state of conscience without using any psychotropic substance. This altered state can help the trainee </span><span style="color: #595f6b;"> </span><span style="color: #595f6b;">to reach a deep inner balance together with a ripe spirituality. Thanks to the shamanic practice one can help himself </span> <span style="color: #595f6b;">and our own Earth.</span></span></p>
<p><div id="attachment_1906" style="width: 222px" class="wp-caption alignleft"><img aria-describedby="caption-attachment-1906" loading="lazy" class="size-full wp-image-1906" src="https://www.ilmondodililith.it/wp-content/uploads/2018/02/download.jpg" alt="vicky-wall fondatrice di Aura-soma" width="212" height="238" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/02/download-200x225.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/download.jpg 212w" sizes="(max-width: 212px) 100vw, 212px" /><p id="caption-attachment-1906" class="wp-caption-text"><span style="font-size: 16px; font-family: 'times new roman', times, serif;">vicky-wall fondatrice di Aura-soma</span></p></div></p>
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<p class="western"><span style="font-family: 'times new roman', times, serif; font-size: 16px;"><span style="color: #595f6b;">The wizard has the Power of timelessness, enchanting and receptivity. It is the 14th glyph, there are 20 in total, like the </span><span style="color: #595f6b;">fingers, to which they may be linked. The tones are 13 and are linked to the 13 moons : 13 harmonic </span><span style="color: #595f6b;"> “</span><span style="color: #595f6b;">months” of 28 days each – 364 days of the year plus the day out of time, 25th of July. The number 3 tone is the electric tone of service, the same Vicky and Harner shared: service, activation and bond.</span></span></p>
<p class="western"><span style="font-family: 'times new roman', times, serif; font-size: 16px;"><span style="color: #595f6b;"> </span><span style="color: #595f6b;">Their life wave was that of the HUMAN, who has as a Glyph the power of Free will, influence and wisdom. </span></span></p>
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<p class="western"><span style="color: #595f6b; font-family: 'times new roman', times, serif; font-size: 16px;"> </span></p>
<p class="western"><span style="font-family: 'times new roman', times, serif; font-size: 16px;"><span style="color: #595f6b;">I think that b</span><span style="color: #595f6b;">oth Vicky and Michael Harner have felt for their whole life the push to serve the Earth and human beings, activating many people to do the same. They felt the connection with the Earth as a unavoidable and inalienable bond, that brings us to honour them for what they have tried to transmit to us during their lifetime. They have tried to instil</span><span style="color: #595f6b;">l</span><span style="color: #595f6b;"> in us the wisdom of the Human and the </span><span style="color: #595f6b;">awareness of free will, because we are the masters of our fate. They he</span><span style="color: #595f6b;">l</span><span style="color: #595f6b;">ped us </span><span style="color: #595f6b;">to </span><span style="color: #595f6b;">see with different eyes what was already there, but concealed by the veils imposed by fear and conditioning. The colour that Vicky re-presented in front of us and for which she has created a real philosophy, was used in ancient times for wellness and healing. The shamanic trip guided by drums , that Michael Harner </span><span style="color: #595f6b;">re-</span><span style="color: #595f6b;">discovered existed since the dawn of time. The shamanic </span> <span style="color: #595f6b;">state of consciousness was used to obtain health and healing. </span> <span style="color: #595f6b;">As the Shaman </span><span style="color: #595f6b;">travels in other worlds to recover the soul of the person who suffers, so Humpty Dumpty , the orange colour of Aura-soma® equilibrium 26, the most sold bottle all over the world, is used to recover what Vicky called the Etheric Gap, </span><span style="color: #595f6b;">a</span><span style="color: #595f6b;"> rip in the Etheric body, through which the soul flies away. A dis-ease</span><span style="color: #595f6b;"> , </span><span style="color: #595f6b;">a discomfort that, amongst other things, alienates synchronicity and the discover of </span><span style="color: #595f6b;">the person&#8217;s </span><span style="color: #595f6b;">gifts and potentialities.</span></span></p>
<p class="western" align="center"><span style="font-family: 'times new roman', times, serif; font-size: 16px;"><img loading="lazy" 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" width="253" height="253" align="bottom" border="0" /></span></p>
<p class="western" align="center"><span style="color: #595f6b; font-family: 'times new roman', times, serif; font-size: 16px;">Equilibrium 26 Aura-soma</span><br />
<span style="color: #595f6b; font-family: 'times new roman', times, serif; font-size: 16px;"> Humpty Dumpty- Rescue eterico</span></p>
<p class="western"><span style="font-family: 'times new roman', times, serif; font-size: 16px;"><span style="color: #595f6b;">Aura-soma® </span><span style="color: #595f6b;">equilibrium 94 , linked to the kin of Vicky Wall and Michael Harner , is called Archangel Michael. It brings the energy of pale blue and pale yellow and introduces the entire sequence of the Archangels. Micha</span><span style="color: #595f6b;">el</span><span style="color: #595f6b;">, the first </span><span style="color: #595f6b;">of them </span><span style="color: #595f6b;">, is the Archangel energy protecting </span><span style="color: #595f6b;"> Aura-soma®.  </span><span style="color: #595f6b;">What an incredible synchronicity : the name of Michael Harner and also the name of Mike Booth, the world director of Aura-soma®, to whom Vicky left her legacy. </span></span></p>
<p class="western"><span style="color: #595f6b; font-family: 'times new roman', times, serif; font-size: 16px;">Amongst the key -notes of this equilibrium: </span></p>
<p class="western"><span style="font-size: 16px; font-family: 'times new roman', times, serif;"><span style="color: #595f6b;">I feel the expansion </span><span style="color: #595f6b;">of my heart when I am open to acceptance.</span></span></p>
<p class="western"><span style="color: #595f6b; font-family: 'times new roman', times, serif; font-size: 16px;">I feel a deep sense of connection with the Earth and what it offers me. </span></p>
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" 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<p class="western" align="center"><span style="color: #595f6b; font-family: 'times new roman', times, serif; font-size: 16px;">Equilibrium 94- Arcangelo Michele-</span></p>
<p class="western"><span style="font-family: 'times new roman', times, serif; font-size: 16px;"><span style="color: #595f6b;">I find it really touching! When this bottle was born nobody thought about connecting </span><span style="color: #595f6b;"> Aura-soma®  </span><span style="color: #595f6b;">and the Mayan Calendar. It was a great intuition, some years after, of Avani Paola Sani, Blue electric Eagle, another electric tone of service. </span> <span style="color: #595f6b;">I invited her to present an Essential course</span></span><span style="font-family: 'times new roman', times, serif;"><span style="font-size: 16px;"><span style="color: #595f6b;"> </span><span style="color: #595f6b;">here in Rovereto from the 17th to the 19th of May. </span> <span style="color: #595f6b;">Another great occasion to approach Aura-soma® with some essential information. </span></span></span></p><p>The post <a href="https://www.ilmondodililith.it/michael-harner-and-vicky-wall-wizards-of-the-earth/" target="_blank">Michael Harner and Vicky Wall: Wizards of the Earth</a> first appeared on <a href="https://www.ilmondodililith.it/" target="_blank">Il Mondo di Lilith</a>.</p>]]></content:encoded>
					
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		<item>
		<title>Michael Harner e Vicky Wall: Maghi della Terra</title>
		<link>https://www.ilmondodililith.it/michael-harner-e-vicky-wall-maghi-della-terra/</link>
					<comments>https://www.ilmondodililith.it/michael-harner-e-vicky-wall-maghi-della-terra/#respond</comments>
		
		<dc:creator><![CDATA[lilith]]></dc:creator>
		<pubDate>Mon, 26 Feb 2018 14:20:34 +0000</pubDate>
				<category><![CDATA[Aura-soma]]></category>
		<category><![CDATA[benessere]]></category>
		<category><![CDATA[conferenze]]></category>
		<category><![CDATA[La via dello sciamano]]></category>
		<category><![CDATA[Lune]]></category>
		<category><![CDATA[madreterra]]></category>
		<category><![CDATA[Michael Harner]]></category>
		<category><![CDATA[sciamanesimo]]></category>
		<category><![CDATA[sciamanismo]]></category>
		<category><![CDATA[sincronario Maya]]></category>
		<category><![CDATA[viaggio sciamanico]]></category>
		<category><![CDATA[Vicky Wall]]></category>
		<guid isPermaLink="false">https://www.ilmondodililith.it/?p=1823</guid>

					<description><![CDATA[La mia passione per i viaggi sciamanici risale a 18 anni fa, quando feci un seminario residenziale di 4 giorni accompagnata dal colore Aura-soma®. Ebbi visioni illuminanti, che mi chiarirono molto circa la mia pittura e ciò che mi capitava da quando avevo lasciato la mia vita da "donna Manager" per seguire ciò che mi]]></description>
										<content:encoded><![CDATA[<p>La mia passione per i viaggi sciamanici risale a 18 anni fa, quando feci un seminario residenziale di 4 giorni accompagnata dal colore Aura-soma®. Ebbi visioni illuminanti, che mi chiarirono molto circa la mia pittura e ciò che mi capitava da quando avevo lasciato la mia vita da &#8220;donna Manager&#8221; per seguire ciò che mi comunicavano i sogni. Chiudere gli occhi e viaggiare era una dimensione che conoscevo.  Cercai subito dopo un&#8217; insegnante che potesse condurmi nei viaggi anche qui in Trentino. Trovai l&#8217;antropologa Lorenza Menegoni e mi avventurai in questo percorso affascinante, che risuonava, e risuona ancor di più ora,  con il mio modo di vedere la vita, con quell&#8217;ecologia spirituale che sottende  l&#8217;universo sciamanico. Negli anni ho invitato altri &#8220;sciamani&#8221;, altre persone sagge  che seguivano vie diverse, ho frequentato seminari secondo la metodologia  Sufi qui, in Francia ed in Egitto.</p>
<p>Cerco sempre di creare spazi sacri, sia con la danza che con la pittura, sia come consulente ed insegnante Aura-soma® che come  futura Naturopata: luoghi dove chi arriva a me può sentirsi accolto e protetto, ma anche libero di esprimersi al meglio di sé. Trovo lo sciamanismo un compendio perfetto al mio lavoro: pretende una grande disciplina e una concentrazione assoluta.</p>
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<p>Ora sono <strong>molto felice</strong> di avere con noi il <span style="font-size: 32px;"><strong>prossimo 2 Marzo alle ore 20.00</strong></span> <span style="font-size: 28px;"> presso l&#8217;associazione Armonia</span> <span style="font-size: 24px;">di Rovereto</span> di nuovo<span style="font-size: 20px;"> <strong>Lorenza Menegoni</strong> </span>,  che introdurrà un viaggio sciamanico secondo la metodologia di Michael Harner, fondatore della Foundation for Shamanic Studies,  che ci  ha purtroppo lasciati proprio questo  3 febbraio.</p>
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<p><img loading="lazy" class="alignleft size-full wp-image-1908" src="https://www.ilmondodililith.it/wp-content/uploads/2018/02/220px-Michael_Harner_author_of_Cave_and_Cosmos.png" alt="Michael Harner fondatore del Core shamanism" width="220" height="238" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/02/220px-Michael_Harner_author_of_Cave_and_Cosmos-200x216.png 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/220px-Michael_Harner_author_of_Cave_and_Cosmos.png 220w" sizes="(max-width: 220px) 100vw, 220px" /></p>
<p>Era nato il 27 aprile del 1929. <strong>Michael Harner</strong> per il sincronario Maya era <strong>un Mago Bianco tono  elettrico</strong> , esattamente la stessa identità galattica  di <strong>Vicky Wall:</strong> Il kin 94. Vicky Wall è la donna che ha dato vita a  tutta la filosofia del colore Aura-soma®, metodologia che sto seguendo da oltre 18 anni.</p>
<p>Michael Harner, antropologo, ha dedicato la sua vita allo sciamanismo e ai metodi di guarigione sciamanica praticandoli fin dal 1961, riscoprendo e facendo riscoprire queste metodologie favorendone il ritorno nella cultura contemporanea. Ha condotto ricerche in Amazzonia, Messico, nella parte occidentale dell&#8217;america del Nord , nel Canada e in Lapponia.  Ha trasmesso con il suo libro &#8221; La via dello sciamano&#8221; dei metodi che, senza l&#8217;aiuto di alcuna sostanza psicotropa, con semplici esercizi permettono di accedere ad uno stato alterato di coscienza, che può aiutare il praticante  a conseguire un profondo equilibrio interiore oltre ad una matura spiritualità. Grazie alla pratica sciamanica ci si può aiutare ed aiutare la nostra stessa Terra,</p>
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<p><div id="attachment_1906" style="width: 222px" class="wp-caption alignleft"><img aria-describedby="caption-attachment-1906" loading="lazy" class="wp-image-1906 size-full" src="https://www.ilmondodililith.it/wp-content/uploads/2018/02/download.jpg" alt="Vicky Wall fondatrice di Aura-soma" width="212" height="238" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/02/download-200x225.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/download.jpg 212w" sizes="(max-width: 212px) 100vw, 212px" /><p id="caption-attachment-1906" class="wp-caption-text">Vicky Wall fondatrice di Aura-soma</p></div></p>
<p>Il <strong>MAGO</strong> ha il potere dell&#8217;atemporalità, incanta ed è ricettivo. E&#8217; il <strong>14imo</strong> dei glifi, che sono in totale 20, come le dita delle mani e dei piedi, a cui possono anche essere collegati.   I toni sono in tutto <strong>13</strong> legati alle <strong>13 lune</strong> e quindi a 13 &#8220;mesi&#8221; armonici di 28 giorni l&#8217;uno, 364 giorni che  insieme al giorno fuori dal tempo (il 25 luglio) vanno a formare con eleganza e armonia  l&#8217;anno di 365 giorni. Il tono numero 3 è quello elettrico di Harner e di Vicky Wall: il tono che ha come funzione il  servizio, come potere l&#8217;attivare e come azione il vincolare.</p>
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<p>La loro onda di vita è quella dell<strong>&#8216;UMANO</strong>,  che ha il potere del Libero Arbitrio, influenza e ha come funzione la Saggezza.</p>
<p>Sicuramente sia Michael Harner che Vicky Wall si sono sentiti in tutta la loro vita  spinti a servire la Terra e gli esseri umani, attivando molte persone affinché seguissero il loro esempio.  Sentivano il legame con la Terra come  un vincolo imprescindibile e inalienabile, che porta noi tutt&#8217;ora ad onorarli per quanto hanno provato a trasmetterci durante le loro vite. Hanno cercato di instillare  in noi la saggezza dell&#8217;Umano e la consapevolezza del libero arbitrio, perché siamo noi gli artefici del nostro destino.  Ci hanno fatto vedere con occhi nuovi quello che in realtà era sempre presente,  ma nascosto dai veli imposti dalla paura e dai condizionamenti. Il colore, che Vicky ci ha ri-presentato e per il quale ha creato una vera e propria filosofia, era fin dall&#8217;antichità utilizzato per la guarigione e il benessere. Il viaggio  sciamanico guidato dai tamburi  presentato da Michael Harner  esisteva dagli albori dei tempi. Lo stato sciamanico di coscienza serviva per ottenere salute e guarigione.  Così come lo sciamano viaggia per recuperare l&#8217;anima della persona che soffre  così <strong>Humpty Dumpty</strong> il colore arancione della equilibrium<strong> 26</strong>, la più venduta tra le bottiglie Aura-soma® in tutto il mondo, serve a far recuperare quella che Vicky chiamava la breccia eterica, strappo nel corpo eterico attraverso cui l&#8217;anima fugge via: disagio che tra le altre cose allontana la persona dalla sincronicità, impedendole di fatto di  accedere ai suoi potenziali.</p>
<p><div id="attachment_1910" style="width: 265px" class="wp-caption aligncenter"><img aria-describedby="caption-attachment-1910" loading="lazy" class=" wp-image-1910" src="https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_26.jpg" alt="Equilibrium 26 Aura-soma Humpty Dumpty- Rescue eterico" width="255" height="255" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_26-66x66.jpg 66w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_26-150x150.jpg 150w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_26-200x200.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_26-300x300.jpg 300w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_26-400x400.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_26-600x600.jpg 600w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_26-768x768.jpg 768w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_26-800x800.jpg 800w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_26.jpg 1000w" sizes="(max-width: 255px) 100vw, 255px" /><p id="caption-attachment-1910" class="wp-caption-text">Equilibrium 26 Aura-soma<br />Humpty Dumpty- Rescue eterico</p></div></p>
<p>La equilibrium 94 di Aura-soma®, collegata al Kin di Vicky e di Michael Harner,  è chiamata <strong>ARCANGELO MICHELE</strong>. Porta l&#8217;energia del blu e del giallo pallido e introduce l&#8217;intera sequenza degli Arcangeli. Michele è l&#8217;arcangelo che protegge Aura-soma®.  Una sincronicità  incredibile che anche Harner si chiamasse Michele così come si chiama Mike Booth  il direttore mondiale di Aura-soma, cui Vicky ha affidato la sua eredità.</p>
<p>Tra le note chiave di questa equilibrium:</p>
<p><span style="font-size: 24px;">Sento l’espansione del mio cuore quando  mi apro all’ accettazione.</span></p>
<p><span style="font-size: 24px;">Provo un profondo senso di connessione con la Terra e tutto ciò che mi offre.</span></p>
<p><div id="attachment_1911" style="width: 249px" class="wp-caption aligncenter"><img aria-describedby="caption-attachment-1911" loading="lazy" class=" wp-image-1911" src="https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_94.jpg" alt="Equilibrium 94- Arcangelo Michele- kin 94-" width="239" height="239" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_94-66x66.jpg 66w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_94-150x150.jpg 150w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_94-200x200.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_94-300x300.jpg 300w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_94-400x400.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_94-600x600.jpg 600w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_94-768x768.jpg 768w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_94-800x800.jpg 800w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_94.jpg 1000w" sizes="(max-width: 239px) 100vw, 239px" /><p id="caption-attachment-1911" class="wp-caption-text">Equilibrium 94- Arcangelo Michele-</p></div></p>
<p>Io lo trovo commovente! Quando è nata questa bottiglia nessuno aveva pensato di connettere Aura-soma® al Sincronario Maya. E&#8217; stata Avani Paola Sani , Aquila blu,  tono elettrico pure lei, a farlo. Ho invitato anche lei a presentare un corso Essential di Aura-soma® qui a Rovereto il 17,18 e 19 Maggio. Anche questa una bella occasione per avvicinarsi ad Aura-soma con l&#8217;insegnamento dell&#8217;essenziale.</p>
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<p>&nbsp;</p><p>The post <a href="https://www.ilmondodililith.it/michael-harner-e-vicky-wall-maghi-della-terra/" target="_blank">Michael Harner e Vicky Wall: Maghi della Terra</a> first appeared on <a href="https://www.ilmondodililith.it/" target="_blank">Il Mondo di Lilith</a>.</p>]]></content:encoded>
					
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		<title>Kundalini,  l&#8217;arcangelo Azreal e l&#8217;onda del serpente magnetico rosso.</title>
		<link>https://www.ilmondodililith.it/kundalini-larcangelo-azreal-e-londa-del-serpente-magnetico-rosso/</link>
					<comments>https://www.ilmondodililith.it/kundalini-larcangelo-azreal-e-londa-del-serpente-magnetico-rosso/#respond</comments>
		
		<dc:creator><![CDATA[lilith]]></dc:creator>
		<pubDate>Thu, 08 Feb 2018 14:13:55 +0000</pubDate>
				<category><![CDATA[Aura-soma]]></category>
		<category><![CDATA[Sincronario Maya]]></category>
		<category><![CDATA[Arcangelo Azreal]]></category>
		<category><![CDATA[Asiact]]></category>
		<category><![CDATA[benessere]]></category>
		<category><![CDATA[colore]]></category>
		<category><![CDATA[corallo]]></category>
		<category><![CDATA[cromodanza]]></category>
		<category><![CDATA[Serpente magnetico rosso]]></category>
		<category><![CDATA[sincronario Maya]]></category>
		<category><![CDATA[teoria del colore]]></category>
		<guid isPermaLink="false">https://www.ilmondodililith.it/?p=1761</guid>

					<description><![CDATA[  La equilibrium 105 mi sta particolarmente a cuore, come ho già scritto: è l'Arcangelo Azreal - corallo iridescente su corallo. Solitamente questo Arcangelo si scrive Azrael, ma per Aura-soma Az-(dalla A alla Z, dal principio alla fine) e  real hanno importanza, perché riportano alla realtà del raggio corallo, nuovo raggio Cristico, una visione concreta]]></description>
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<p>La equilibrium 105 mi sta particolarmente a cuore, come ho già scritto: è l&#8217;Arcangelo Azreal &#8211; corallo iridescente su corallo. Solitamente questo Arcangelo si scrive Azrael, ma per Aura-soma Az-(dalla A alla Z, dal principio alla fine) e  real hanno importanza, perché riportano alla realtà del raggio corallo, nuovo raggio Cristico, una visione concreta dell&#8217;Uomo Nuovo, che vive nella condivisione e nella cooperazione.</p>
<p>L&#8217;onda del serpente magnetico rosso,  che parte con questa equilibrium,  è cruciale per l&#8217;umanità perché è l&#8217;onda della sopravvivenza, della forza vitale. Un&#8217;onda che termina, ma tornerò ampiamente su questo,  con la Terra Cosmica Rossa : il kin 117.</p>
<p><div id="attachment_1852" style="width: 264px" class="wp-caption aligncenter"><img aria-describedby="caption-attachment-1852" loading="lazy" class="size-full wp-image-1852" src="https://www.ilmondodililith.it/wp-content/uploads/2018/02/9ondadelserpente.jpg" alt="Onda del serpente magnetico rosso- " width="254" height="199" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/02/9ondadelserpente-200x157.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/9ondadelserpente.jpg 254w" sizes="(max-width: 254px) 100vw, 254px" /><p id="caption-attachment-1852" class="wp-caption-text">Onda del serpente magnetico rosso- dal kin 105 al kin 117-</p></div></p>
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<p>Partiamo dagli antefatti:  l&#8217;equilibrium 105, nasce dopo la equilibrium 104 (Arcangelo Chamael- rosa iridescente su magenta) e ne mantiene l&#8217;iridescenza. Il kin 104 è  il  seme cosmico giallo nel sincronario Maya . La fine dell&#8217;onda dell&#8217;Umano, che come glifo ha il potere del libero arbitrio: anche questo è importante per la nostra avventura Kundalinesca.</p>
<p>L&#8217;onda dell&#8217;Umano termina con il Seme cosmico giallo: l&#8217;umano ha il libero arbitrio  ma  raccoglierà  solo i frutti di ciò che ha  seminato.  La 104 è anche l&#8217;OTTAVO livello del lasciare andare e il suo messaggio suona &#8221; Tutto è perfetto così come è&#8221;. Un richiamo al vivere il qui e ora con gratitudine.</p>
<p>L&#8217;anno in cui nasce la 105 è proprio quello del Seme cosmico giallo (iniziato il 26 luglio del 2005 e terminato il 24 luglio del 2006). La equilibrium nasce  l&#8217;8 marzo del 2006: proprio il giorno della Festa della Donna- kin 69 &#8211; sincronicamente Luna auto-esistente Rossa. Il Chrono-psi dell&#8217;8 marzo, quello che c&#8217;è sempre in cielo ogni 8 di marzo è il kin 106- quindi in sé la 105 contiene già i semi della 106 &#8211; la sua polarità, è il secondo tono dell&#8217;onda- così come contiene anche i semi della 115 , il suo tono spettrale, l&#8217;undicesimo -la sua liberazione.</p>
<p>L&#8217;immagine che Mike Booth ha commissionato a Pamela Matthews per illustrare i Tarocchi di Aura-soma®  ci mostra due figure,  un uomo in piedi che si &#8220;interseca&#8221; in  una donna sdraiata: dai loro ventri  si sviluppa una spirale di Archimede, di cui entrambi sembrano gravidi. Di primo acchito si immagina che l&#8217;arcangelo sia solo l&#8217;uomo che mostra i propri palmi segnati da stimmate, un rimando al Cristo e al suo sacrificio per l&#8217;umanità.  Per me  l&#8217;Arcangelo è rappresentato dal rapporto tra le due figure : maschile e femminile,  come in Kemiel e Ariel (la nuova 115). Quindi in Azreal è chiara la possibilità di portare guarigione ai semi karmici, posti nel ventre della donna e dell&#8217;uomo, del femminile e del maschile di tutti gli esseri umani, che attraverso il loro libero arbitrio possono decidere di guarire quelle parti dolorose, che ancora causano molte delle sofferenze dell&#8217;umanità. Il maschile in particolare è qui attivo e pronto a guarire e portare amore alle ferite del femminile. Ferite inconsce, ma anche consce, che impediscono l&#8217;innalzarsi di Kundalini, l&#8217;attivazione di quelle possibilità insite nel corpo fisico di auto-guarirsi.</p>
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<p><div id="attachment_1847" style="width: 447px" class="wp-caption alignleft"><img aria-describedby="caption-attachment-1847" loading="lazy" class=" wp-image-1847" src="https://www.ilmondodililith.it/wp-content/uploads/2018/02/carta-da-Filippo.png" alt="arcangelo Azreal schizzo di Filippo Ferro" width="437" height="437" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/02/carta-da-Filippo-66x66.png 66w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/carta-da-Filippo-150x150.png 150w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/carta-da-Filippo-200x200.png 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/carta-da-Filippo-300x300.png 300w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/carta-da-Filippo-400x400.png 400w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/carta-da-Filippo-600x600.png 600w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/carta-da-Filippo-768x768.png 768w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/carta-da-Filippo.png 800w" sizes="(max-width: 437px) 100vw, 437px" /><p id="caption-attachment-1847" class="wp-caption-text">Aura-soma e il sincronario maya- Arcangelo Azreal</p></div></p>
<p>Se solo ci  fidassimo della piccola voce interiore, che sa tutto di noi e sa molto del mondo, ma che è completamente asservita alla nostra mente e ai  condizionamenti che vengono dal modo con cui ci costringiamo a vedere la realtà!  Ci sono molte sensazioni e ricordi che mi arrivano quando osservo la equilibrium 105:  la sensazione è quella di poter sentire l&#8217;amore e l&#8217;estasi, indipendentemente dai rapporti fisici, è far l&#8217;amore a distanza con i corpi sottili. Quell&#8217;oro che naviga in superficie è una promessa di saggezza che riempie tutto il corpo di brividi dorati e  rendono il serpente attivo.  Ho sempre associato questa Equilibrium  a Lilith, perché racconta di un rinnovato contratto di sostegno tra maschile e femminile. Adamo che aiuta Lilith a sollevarsi, che la richiama a sé, la figura nell&#8217;immagine ha il capo coperto e non ha l&#8217;aspetto che ci si potrebbe aspettare da un Arcangelo. Sembra più un principe arabo che richiama in vita la sua principessa addormentata.  La luna auto-esistente , kin della sua nascita il 69- quella luna che c&#8217;è  anche quando non si vede, quando è lì sdraiata, addormentata. La Luna c&#8217;è sempre e si delinea e si risveglia mano a mano che ci risvegliamo dai condizionamenti, dai traumi attivati a partire dal patriarcato, dalla ferita di Lilith, che non può accettare di essere considerata spiritualmente inferiore ad Adamo.  E&#8217; un Cristo risorto che cerca di risvegliare  la  bambina innocente nascosta  nelle tenebre dell&#8217;inconscio corallino: la bimba può  finalmente risvegliarsi all&#8217;amare con saggezza se stessa, al lasciare andare tutto ciò che non è meritevole del suo amore. Anni di condizionamenti le hanno fatto credere fosse  questa l&#8217;unica possibilità per sopravvivere:  rimanere addormentata alle proprie esigenze per assecondare quelle di un maschile aggressivo e prevaricante.</p>
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<p>Questa equilibrium nell&#8217;albero della vita è stata posta sul sentiero della Stella, rappresenta una nuova speranza per l&#8217;umanità.  A livello di Sincronario Maya si avvia l&#8217;onda che ha come proposito la sopravvivenza e l&#8217;energia vitale. Quello che il Serpente apre è il primo portale del potere con l&#8217;affermazione &#8220;Il sesso è l&#8217;inizio della conoscenza&#8221; e attraverso la conoscenza l&#8217;essere può guarire.</p>
<p>Può guarire se si conosce, se sa cosa è venuto a fare sulla Terra e lo fa anche grazie alla sessualità. Conosce così se stesso, può conoscere l&#8217;altro e vivere degli attimi di comunione con il tutto: provare un senso di non separazione perchè  la sessualità è un&#8217; esperienza spirituale.</p>
<p>Kundalini è un termine che deriva dal sanscrito e secondo gli induisti rappresenta l&#8217;energia divina che è in ognuno di noi. Ha forma di serpente arrotolato alla base della colonna vertebrale. Nostro compito come esseri umani che vogliono conoscersi è risvegliare il divino in noi. Lo possiamo chiamare Kundalini, energia vitale, sorgente divina, forza interiore. Un po&#8217; come nell&#8217;immagine di Azreal: un divino che va risvegliato a piccoli passi. Innanzitutto sostenendo il femminile, il nostro mondo lunare, le nostre emozioni: accettandole e prendendocene cura senza rinnegarle, ma facendole diventare il nostro punto di forza.</p>
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<p><div id="attachment_1855" style="width: 396px" class="wp-caption alignright"><img aria-describedby="caption-attachment-1855" loading="lazy" class=" wp-image-1855" src="https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_105.jpg" alt="Equilibirum 105 Aura-soma- Arcangelo Azreal" width="386" height="386" srcset="https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_105-66x66.jpg 66w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_105-150x150.jpg 150w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_105-200x200.jpg 200w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_105-300x300.jpg 300w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_105-400x400.jpg 400w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_105-600x600.jpg 600w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_105-768x768.jpg 768w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_105-800x800.jpg 800w, https://www.ilmondodililith.it/wp-content/uploads/2018/02/Equilibrium_105.jpg 1000w" sizes="(max-width: 386px) 100vw, 386px" /><p id="caption-attachment-1855" class="wp-caption-text">Equilibrium 105 Aura-soma- Arcangelo Azreal</p></div></p>
<p>L&#8217;iridescenza che Azreal ha ereditato da Chamael ha a che fare con la sofferenza: la bellezza che acquisisce chi ha fatto della propria sofferenza un gioiello, una perla. Si dice che Chamael fosse con Gesù nel Giardino di Getsemani a consolarlo.  Racconta di un lasciare andare estremo dell&#8217;Umano: l&#8217;accettazione che tutto è perfetto così come è.  Da qui un nuovo passaggio nell&#8217;iridescenza dorata : una sofferenza che ha conquistato la saggezza e che da la possibilità di un nuovo salto Iniziatico. L&#8217;archetipo che Josè Arguelles ha  abbinato al Serpente è infatti quello dell&#8217;Iniziato.</p>
<p>Il Serpente  appartiene, come il Mago,  al pianeta Maldek: pianeta distrutto che secondo le Cronache Cosmiche di Arguelles si trovava tra Marte e Giove, e di cui al momento rimane solo la Cintura degli asteroidi. La distruzione di Maldek sarebbe responsabile sulla Terra del tabù della Sessualità, strettamente legato a quello della Morte. Quello a cui lavora questa onda e quindi questa equilibrium. Ma a me piace &#8220;atterrare&#8221; tutte queste visioni, mi piace pensare che hanno concretezza se le posso proiettare anche in quello che noi viviamo ora nei corpi fisici.</p>
<p>Molto ci potrà dire il kin 106, la polarità, la sfida di questa onda e la equilibrium con il medesimo numero: L&#8217;arcangelo Ratziel, lilla su verde oliva pallido.</p>
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<p>&nbsp;</p><p>The post <a href="https://www.ilmondodililith.it/kundalini-larcangelo-azreal-e-londa-del-serpente-magnetico-rosso/" target="_blank">Kundalini,  l'arcangelo Azreal e l'onda del serpente magnetico rosso.</a> first appeared on <a href="https://www.ilmondodililith.it/" target="_blank">Il Mondo di Lilith</a>.</p>]]></content:encoded>
					
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