tag:blogger.com,1999:blog-48607748681906419892024-02-07T13:49:16.360+01:00Archeologia NuragicaPer contatti e invio articoli: archeologianuragica@gmail.comArcheologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.comBlogger160125tag:blogger.com,1999:blog-4860774868190641989.post-3501858691869651022023-12-30T14:37:00.004+01:002023-12-31T17:21:14.565+01:00Turismo lento. In cammino tenendo per mano l’ombra<p> <span style="color: black;"><span style="font-family: Times New Roman, serif;">di <b>Franco
Laner</b></span></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVU3i09djRB5_0O66OEriMfO7o74l-799qjOewEI8OkzhTsYsRCkA2CD8S3bxZYmYsBNtAXviLHyonq8_aA9nBZL8FdGuGiOinyL-yLvdmZm_ULAjWQTc4GltXClSBfM8uYNo7B7svGV1QoKGmQ6Qn_ouwxQa0T4Dp8R53X5ni91dUGkZsikIEwhmX/s640/frontespizio.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="378" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVU3i09djRB5_0O66OEriMfO7o74l-799qjOewEI8OkzhTsYsRCkA2CD8S3bxZYmYsBNtAXviLHyonq8_aA9nBZL8FdGuGiOinyL-yLvdmZm_ULAjWQTc4GltXClSBfM8uYNo7B7svGV1QoKGmQ6Qn_ouwxQa0T4Dp8R53X5ni91dUGkZsikIEwhmX/s320/frontespizio.jpeg" width="189" /></a></div><span style="color: black;"><span style="font-family: Times New Roman, serif;">Torno
indietro di tre anni ad alcune riunioni che facemmo attorno ad una
proposta degli architetti Salvatore Cabras e Ninni Pigozzi per
formulare un progetto di turismo lento nell’area supramontina a cui
parteciparono – mi scuso di eventuali dimenticanze – Bachisio
Bandinu, Mauro Zedda, GB Gallus, Gisella Rubiu, Sergio Sassu, Cesare
Garau, Giorgio Lai, Eliana Sanna.</span></span><p></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Sopravvenne
il Covid e il progetto si è arenò. Ho comunque speranza che venga
disincagliato.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Bachisio Bandinu, che aveva accettato di condurci per mano
– nel frattempo, l’ombra ci ha sostituito – ha messo in bella
uno straordinario progetto di turismo lento, formalizzato nel libro
<b>Turismo lento. In cammino tenendo per mano l’ombra </b>(Fondazione
culturale Sardinia, 2023 <a href="mailto:cultsassari@gmail.com">cultsassari@gmail.com</a>
).</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Il
libro non è solo un’idea di progetto, è un condensato di
antropologia culturale, di rivelazioni visuali, tattili, olfattive e
acustiche del paesaggio sardo, quasi un palinsesto che emerge perché
Bachisio è in grado di grattare la crosta di oblio che nasconde la
sostanza sarda.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Ho
già detto anche troppo: non sono in grado di dire del contenuto del
libro, perché sicuramente ne tradirei la bellezza o ne traviserei la
struttura o, peggio, ne rovinerei l’acustica: la poesia è tale
quando non ha bisogno di essere chiosata.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><i><b>Pertanto
il libro va letto.</b></i></span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Forse,
invece, sono in grado di dire alcune cose sull’iniziale progetto di
turismo lento che nasce dalla sinergia di diverse esigenze:
valorizzazione della storia e cultura sarda che si esplica in
variegate forme, dall’archeologia nuragica all’ambiente
costruito, dalla tradizione culinaria al significato delle feste –
profonda, nel libro di Bandinu, l’esegesi della maschera –
fino ad una visione <i>obliqua</i> del paesaggio, ad una offerta di
turismo lontano dalla mondanità e ripiegato alla ricerca di valori
ancestrali e al contempo capaci di sedare perturbamenti
contemporanei.</span></span></p><p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl_6eeRk3PEmFouiUTMchjcLIqeyTUS8qz0U93_akhuYN1e_j0B8PBFg50pOKMdW7gwE4UCubo7adyjdF_71ZNHtCe2ITsBMRONmmURWIA97LYy0_D0Scmwb6YwKaJAhPu6GPn1ySrTy_F6kC-sfx8zLXgdcVgDLBbeVMv8R339q5KlLjA1ZRRYjB9/s640/2.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="364" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl_6eeRk3PEmFouiUTMchjcLIqeyTUS8qz0U93_akhuYN1e_j0B8PBFg50pOKMdW7gwE4UCubo7adyjdF_71ZNHtCe2ITsBMRONmmURWIA97LYy0_D0Scmwb6YwKaJAhPu6GPn1ySrTy_F6kC-sfx8zLXgdcVgDLBbeVMv8R339q5KlLjA1ZRRYjB9/s320/2.jpeg" width="182" /></a></span></span></div><span style="color: black;"><span style="font-family: Times New Roman, serif;"><br /><span style="font-size: xx-small;"> </span></span></span><span style="color: black; font-size: xx-small;">…<span style="font-family: Times New Roman, serif;">ci
avvolge e ci protegge il guscio di una capanna, su pinnetu, che non
ha tavolo, né sedia, né letto, né armadio…non ci sono finestre,
né sicura chiusura di porta (pag. 40) (foto di Angelo Mereu “La
mia Sardegna”)</span></span><p></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Il
turismo lento – a piedi – oltre alla lentezza, include per me
anche l’aggettivo povero che facilmente si interfaccia con parole
chiave come frugalità, sobrietà, temperanza…Attenzione però,
camminare non significa intraprendere un percorso a scopo salvifico,
religioso o mistico, tipo Campostela.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">O
meglio, può avere anche questi contenuti, ma qui il tema è il
nutrimento di quella parte spirituale che permea il mondo animato e
non, che necessita di silenzi, di diverse concezioni di spazio e
tempo, di nuovo interfaccia con la natura. </span></span>
</p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Può
avere valore catartico o semplicemente evasivo.</span></span></p><p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggGMSsfZHJF0ELZGR8oLRaAv0vhjCCTPhcKIYw0Z9ixgH3XqQ50mjBPbu1BFku3AjeBK8mJMgg5eCdIb6U62GYyNTC9SHYO0NsKZ1jjej5v-T1xvG0E3ZsYEkCmrPc0wlMon5C4iKrs1nzEv4G-d9LrJlGXtuTdsPJmbDSitig1aP1bWMD3pR-VC8j/s640/3.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="433" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggGMSsfZHJF0ELZGR8oLRaAv0vhjCCTPhcKIYw0Z9ixgH3XqQ50mjBPbu1BFku3AjeBK8mJMgg5eCdIb6U62GYyNTC9SHYO0NsKZ1jjej5v-T1xvG0E3ZsYEkCmrPc0wlMon5C4iKrs1nzEv4G-d9LrJlGXtuTdsPJmbDSitig1aP1bWMD3pR-VC8j/s320/3.jpeg" width="217" /></a></span></span></div><span style="color: black;"><span style="font-family: Times New Roman, serif;"><br /><span style="font-size: xx-small;"> </span></span></span><span style="color: black; font-size: xx-small;"><span style="font-family: Times New Roman, serif;">La
laconicità nel parlare dei sardi: il silenzio è parola e il gesto
un discorso (foto di S. Cabras, “Coiles”)</span></span><p></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Realizzare
una tal proposta di cammino nel tempo di tre-quattro settimane per
attraversare la Sardegna da sud, partendo da San Sperate come
immagina Bandinu e arrivare in Gallura, con sosta</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">più
lunga in Barbagia e Supramonte non è una impresa ardua. Si tratta di
più o meno 300km che si possono percorrere anche in due settimane.
In una settimana invece può essere sufficiente per muoversi
lentamente dal mare al Supramonte. Una guida, esperta e colta,
formata dall’amore del territorio e dai suoi veri protagonisti, mi
sembra indispensabile.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Dopo
la lettura del libro di Bandinu, ognuno capirà che si può nutrire
il proprio spirito con la semplicità dei gesti, degli sguardi,
dell’innocenza delle intenzioni e delle osservazioni capaci di
restituire la storia atavica dell’Isola, che ancora ne mantiene i
caratteri primigenei.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Il
libro di Bandinu non è altro che il manifesto poietico di un’idea
di un possibile turismo lento nell’isola di Sardegna. Per la sua
attuazione non abbisognano ingenti capitali e impianti, serve un poco
di coraggio, fiducia e la consapevolezza che la ricchezza della
tradizione e dell’ambiente è un patrimonio a disposizione.</span></span></p><p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRxHv7whhQBsQC2FMNUy_P3FykaRof9FiHoXgGcG4qWHjgn4q588JB5_r6e_4ScGXtBWBnYg1ZVTsZ6AEb7938tpa0o0Q6OOKSMna5i8ZhDoCAGVlSzJZNPXNwhg5-iZYzFM0Eje1-cz_WTUigUXgnQFbZ-3DN63QX0DZyh5pnZL6znDGuqMgSq61K/s640/4cartina.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="451" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRxHv7whhQBsQC2FMNUy_P3FykaRof9FiHoXgGcG4qWHjgn4q588JB5_r6e_4ScGXtBWBnYg1ZVTsZ6AEb7938tpa0o0Q6OOKSMna5i8ZhDoCAGVlSzJZNPXNwhg5-iZYzFM0Eje1-cz_WTUigUXgnQFbZ-3DN63QX0DZyh5pnZL6znDGuqMgSq61K/s320/4cartina.jpeg" width="226" /></a></span></span></div><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: xx-small;"><br /></span></span></span><span style="color: black; font-size: xx-small;"><span style="font-family: Times New Roman, serif;">Partenza
da San Sperate (Pinuccio Sciola), Barumini, Sinis e poi Barbagia,
Supramonte, Ulassai (Maria Lai) e infine verso Bitti, Olbia e
Gallura. </span></span><p></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Ad
una condizione però: è necessaria la leggerezza. La gravità nuoce
all’ipotetico viaggiatore.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Nel
libro di Bandinu ricorre spesso la necessità di leggerezza, il
procedere è leggero, e leggera è la camminata della solitudine che
riempie dolcemente il percorso: <i>è il mio passo a far sentiero da
lasciare in eredità ad altri viandanti. Passo di leggerezza, di
libertà, di arbitrarietà </i>(pag. 42).</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Tenendo
sempre presente che non è la meta che conta, bensì il percorso e
sono le cose a rivelarsi.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Infine
una nota di narcisismo. Regalandomi il libro, Bachisio ha scritto. <i>A
Franco, peregrino del sacro, in cammino per nuraghi e pozzi a
rivelare il rapporto col cosmo e col divino.</i></span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Cosa
potrei voler di più dall’isola di Sardegna?</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><br />
</p>Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-47110151725711195522023-12-10T19:14:00.008+01:002023-12-12T09:00:30.471+01:00Commenti ad una memoria di G. Paglietti e A. Mulas<p><span style="color: black;"><span style="font-family: Times New Roman, serif;">di
<b>Franco Laner</b></span></span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Mauro Zedda mi segnala una memoria di
Paglietti-Mulas <b>“Statica ed estetica, architetture isodome e
bicrome in età nuragica”</b> apparso nel n. 8 di <i>Layers,
archeologia, territorio e contesti</i> dell’Università di Cagliari
dello scorso marzo 2023 e mi chiede di esprimere un’opinione, pur
sapendo che quando si parla di sacro dei nuraghi la penso
diversamente in quanto tutti immaginano il sacro legato alla
religione e così i nuraghi diventano templi o luoghi di culto.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Il sacro esiste anche senza la
religione ed è quanto ho cercato di sostenere nell’ultimo libro
che ho scritto, <i>Nuraghi sillabe del cosmo</i>, pubblicato due mesi
fa da Agorà nuragica</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Ebbene mi sono sottoposto alla
lettura-tortura della memoria, a partire dal titolo Statica ed
Estetica. Di <b>statica</b> non c’è una riga esplicativa in
relazione all’isodomia e anche il lessico della memoria denuncia
l’ignoranza degli statuti di base della statica strutturale. Si
parla ad esempio di trazione negli stipiti che sostengono
l’architrave d’ingresso del nuraghe, che al contrario sono
soggetti a compressione. Un solido snello compresso potrebbe generare
tensioni di trazione, ma non c’è nulla di più tozzo degli stipiti
di un nuraghe! Ricorre l’espressione “tenuta statica” e
“garantire maggior staticità al nuraghe”: mica si muove! Non è
più semplice, resistenza e/o maggior sicurezza? Scrivere “durabilità
nel tempo” (la durabilità di un’opera è la caratteristica di
mantenere le qualità iniziali nel tempo) è l’equivalente
ridondante di scrivere “bella calligrafia” (kallos = bello).
</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Anche l’altra parola, <b>estetica</b>,
è fuori luogo, usata, come intuisco dalla lettura del testo, come
sinonimo di bellezza, anzi come sinonimo di decorazione.
</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Estetica è la branca della filosofia
che si occupa della percezione del fenomeno artistico e
dell’esperienza sensibile del bello. Proprio perché settore della
filosofia, ha una lunga storia, declinata appunto con quella della
filosofia, particolarmente trattata nei due ultimi secoli con
l’idealismo tedesco, ma anche dai contemporanei Adorno, Benjamin, i
nostri Croce e Cacciari e tanti altri.
</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Quando studiavo architettura, tutti
conoscevano bene due regole, pena la bocciatura. La prima che non si
doveva mai usare l’aggettivo estetico. La seconda che, alla domanda
sul perché di una scelta compositiva non bisognava mai rispondere
“perché mi piace”. Le scelte andavano essere motivate e
sostenute, senza tirare in ballo categorie generiche, tipo “ognuno
ha i suoi gusti”.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Ho premesso queste osservazioni perché
il titolo mi ha subito attratto: pensavo infatti di imparare qualcosa
sia sulla statica delle murature a secco, sia su una categoria
estetica dei nuraghi. Il titolo è dunque fuorviante e nulla sarebbe
cambiato se statica ed estetica non fossero state nominate.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Il senso dell’articolo invece è
assai più modesto: partendo dall’asserzione che in alcuni nuraghi
c’è il ricorso all’isodomia e alla bicromia, particolari
costruttivi propri dei monumenti nuragici a destinazione sacra, come
fonti e pozzi, giocoforza allora è desumere che anche i nuraghi
appartengono al sacro. Dovrei gioire, perché sono trent’anni che
sostengo questa tesi e prima di me, con altre motivazioni, altri
studiosi a cominciare dall’amico carissimo Massimo Pittau. Ma per
dire che appartengono al sacro non occorre scomodare illustri
precedenti, basta chiederlo ad un pastore che ti risponde col buon
senso dicendo che non ha mai pensato che fossero fortezze, perché
non sarebbero serviti né per attaccare, né per difendersi e
tantomeno per abitarci. Meglio edifici religiosi, anche se
riduttivamente intesi.
</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Il problema comunque non è quello di
escludere una funzione profana, ovvia, bensì definire il sacro,
altrimenti si intendono templi o luoghi per il culto, come ho scritto
sopra. Attenzione, sto parlando della genesi dei nuraghi, del loro
atto originario, non di funzione posteriori.
</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">La tesi dei due autori – dovrei
essere compiaciuto visto che finalmente due archeologi prendono le
distanze dal nuraghe-fortezza, o reggia abitativa, o altre
patologiche destinazioni – pur con grande timidezza e cautela,
sostiene che i nuraghi siano costruzioni sacre, forti anche di una
recente memoria dell’archeologo scozzese Leighton continuamente
citata, in cui si sostiene che i nuraghi appartengono, appunto, al
sacro. Comunque sia, i due archeologi isolani si mettono di traverso
nell’atavico percorso taramellilliano che fa acqua da un secolo,
portando però una prova per me alquanto risibile e debole a favore
della sacralità. Intanto l’isodomia nei nuraghi non è molto
diffusa e ancor meno la bicromia. Se la prova fosse sostenibile
potrei affermare che i nuraghi che non hanno isodomia o bicromia, non
hanno funzione sacra e chiari monumenti sacri, come pozzi e fonti,
privi di isodomia o bicromia, non sono sacri, ma costruiti solo per
conservare o captare acqua per uso utilitaristico.
</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">L’osservazione che costruzioni con
decorazioni non abbiano funzione militare mi pare comunque
un’osservazione condivisibile. A Marte infatti appartengono altri
caratteri, maschi e asciutti, mentre a Venere è data la grazia e la
decorazione.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Sulla presunta “estetica” dei
nuraghi, per usare il pessimo aggettivo degli autori, mi defilo
immediatamente. I nuraghi per me non sono architettura, sono
semplicemente tettonica e non aggiungono <i>arché</i>, valenza
artistica al volume che pure modifica lo spazio. Per essere definita
architettura un’opera deve avere ben altri requisiti. La parola
architettura è composta da <i>arché</i> e <i>tecton</i>, ovvero
coesistono due aspetti, quello artistico e quello tecnico. Nei
nuraghi c’è solo l’aspetto tecnico-costruttivo con qualche
eccezione, ad esempio trovo architettura nello splendido raccordo
ellittico fra l’entrata e la tholos,del nuraghe Is Paras di Isili,
oppure nella concezione del Losa o del santu Antine. All’
architettura, alla grande architettura nuragica, appartiene senza
dubbio il Pozzo di S. Cristina di Paulilatino o il Predio Canopoli di
Perfugas. Anche la stele e l’esedra di alcune TdiG sono per me
architettura. Tutte queste opere emozionano e l’architettura è
appunto arte, che appartiene alla sfera dello spirito.
</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Le nostre città sono piene di
edilizia, ma poca architettura. Ancora, per esemplificare, non si può
confondere un cuoco con un rosticcere, la poesia con la scrittura.
Insomma Salieri non è Mozart!
</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Come l’estetica, anche
l’architettura, è una parola usata in modo improprio e svuotata di
contenuti alti, volgarmente appiattita.
</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Al di là di questi pensieri alla fine
mi preme esprimere il parere sulla relazione isodomia/ concezione
strutturale che l’articolo non affronta, anche se ne dichiara
l’esistenza.
</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Le murature a secco di pietra, come
tutti sanno, sono così definite perché non c’è presenza di
legante. Su questo argomento, come dirò meglio in un prossimo
articolo a cui vorrei dedicarmi, c’è pochissima letteratura,
perché non interessa praticamente a nessuno, essendo una tecnologia
inutilizzata e priva di futuro. Potrebbe essere utile in caso di
restauro o consolidamento. Purtroppo le gare, le rare gare per la
conservazione o valorizzazione dei monumenti a secco non vengono
vinte dalla competenza, bensì dall’offerta economica o dagli
esperti di cemento armato e/o resine varie.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">L’opus murario a secco è stato
trattato da autori come Giovannoni, Lugli, Choisy e Adam. Ultimamente
anche da Giulio Magli. In comune, gli autori citati introducono
classificazioni di aspetto, morfemiche. Io preferisco una
classificazione tecnemica, ovvero che dipende dalla concezione
strutturale sottesa. Ad esempio. L’isodomia, tessitura di elementi
parallelepipedi in filari paralleli e perfettamente levigati e
combacianti, è una muratura a secco, ma il comportamento strutturale
è assai affine ad una muratura con malta, perché le tensioni di
trazione orizzontali (una muratura non subisce solo schiacciamenti e
deformazioni verticali che dipendono dal modulo E di elasticità, ma
anche tensioni di trazione orizzontali che dipendono dal modulo G
(elasticità trasversale). La malta ha infatti il compito di
contrastare le trazioni orizzontali. Questo stesso contrasto è
svolto dall’attrito che si manifesta nella struttura isodoma.
Perciò dal punto di vista tecnemico non c’è alcuna differenza fra
una muratura con malta e una a secco isodoma.</span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: small;"><span style="font-family: Times New Roman, serif;">Nell’opera
poliedrica la trasmissione del flusso delle tensioni che si ingenera
nella muratura avviene in modo concentrato, non diffuso come nelle
murature con malta o isodome, ma ci sono murature poliedriche, quelle
in coazione, che si comportano similmente alle murature con malta.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: small;"><span style="font-family: Times New Roman, serif;">Affinché
i piani di posa dei conci isodomi siano perfettamente planari, è
necessaria la levigatura, più facile e agevole nelle pietre tenere,
come il calcare, che ha colore diverso dalla trachite o basalto.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: small;"><span style="font-family: Times New Roman, serif;">L’isodomia,
data da almeno due corsi, introduce in una muratura poliedrica una
cordolatura o listatura, in pratica cerchia la muratura, conferendo
un forte presidio strutturale nei confronti delle tensioni
orizzontali.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: small;"><span style="font-family: Times New Roman, serif;">Capisco
che tale visione sia complicata e presuma un lessico specialistico e
una spiegazione meno sintetica. Perciò tornerò sull’argomento. Ma
quanto sopra basti per spiegare che il rapporto
isodomia/resistenza/decorazione se appena si approfondiscono i
tecnemi e non solo i morfemi (ciò che appare) non può portare a
conclusioni del tipo: <i>Conseguentemente e, per coerenza con quanto
fin’ora descritto in letteratura, dovremmo estendere il concetto di
“sacro” anche all’edificio nuraghe. Inoltre è stato
evidenziato come tali soluzioni facciano parte del nuraghe fin dalla
sua progettazione e come la resa architettonica non risponda sempre a
finalità statiche ma, più probabilmente, ad una resa estetica del
monumento invitandoci a riflettere sul significato di tali bicromie:
forse i colori evocano elementi naturali quali l’aria, la terra, il
fuoco.</i></span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: small;"><span style="font-family: Times New Roman, serif;">Mi
scuso se irrido all’ultima frase, ma Empedocle ha ancora da venire
e comunque alle radici di tutto per la filosofia greca (anche per i
nuragici???) ci sono quattro elementi, non tre: manca l’acqua nella
resa estetica e cromatica ipotizzata nei nuraghi. I colori dei
quattro elementi: rosso (fuoco), giallo (aria), verde (terra),
celeste (acqua) stento comunque a vederli nei nuraghi, ma ciò
dipende dalla daltonismo che dovrò aggiungere ai tanti acciacchi
propri della mia anagrafe. O, peggio, ho dimenticato il senno in
qualche luogo recondito e le solite questioni anagrafiche non me lo
fanno ritrovare.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: small;"><span style="font-family: Times New Roman, serif;">Cosa
ho capito alla fine: che è meglio non pisciare fuori dal vaso,
ovvero, meno prosaicamente, ognuno si attenga alla propria
disciplina, come mi ha ben raccomandato Pittau: parla di nuraghi con
la tua disciplina, senza sovrapporti agli archeologi. Gli archeologi
viceversa parlino con l’archeologia, non sostituendosi a storici
delle costruzioni o ad architetti o altri cultori. Pittau ha
dimostrato che i nuraghi non sono fortezze con la sua disciplina, la
linguistica!</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: small;"><span style="font-family: Times New Roman, serif;">L’interdisciplinarietà
necessaria all’archeologia non si ottiene facendo supplenza, ma
confrontandosi con gli specialisti delle altre discipline, altrimenti
si corre il rischio del ridicolo.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: small;"><span style="font-family: Times New Roman, serif;">In
un recente Convegno, Gergei novembre 2023, un archeologo per
avvicinare gli ascoltatori alla cultura costruttiva dei nuraghi ha
parlato della triade vitruviana: <i>firmitas, venustas e utilitas</i>.
La <i>firmitas</i> non si discute: i nuraghi hanno quattromila anni e
molti hanno forato la coltre dei secoli giungendo praticamente
integri fino a noi. Sulla
<i>venustas</i> il discorso si fa più difficile e lo dimostra
anche l’articolo ora analizzato. Per me infatti i nuraghi, per le
ragioni sopraesposte, non sono architettura, bensì tettonica.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: small;"><span style="font-family: Times New Roman, serif;">Ma
è sulla <i>utilitas</i> che l’archeologo neo architetto è
inciampato clamorosamente, perché capiva che non poteva parlare di
fortezza o reggia di re pastore e ha balbettato qualcosa sulla
polifunzionalità del nuraghe, in pratica sacro e profano assieme, ma
non ha salvato né capra, né cavoli!</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: small;"><span style="font-family: Times New Roman, serif;">In
conclusione. </span></span>
</p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: small;"><span style="font-family: Times New Roman, serif;">Finalmente
gli archeologi non parlano più di funzione militare dei nuraghi e
seppur timidamente si stanno spostando sul sacro, ancora difficile da
declianare.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: small;"><span style="font-family: Times New Roman, serif;">Io
ho trovato molte risposte nei lavori degli storici delle religioni,
Mircea Eliade in particolare, letture che caldamente consiglio ai due
autori.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: small;"><span style="font-family: Times New Roman, serif;">Infine
un accenno alla bibliografia. Per me la bibliografia deve citare le
fonti ispiratrici di una memoria e dei risultati ottenuti. È, per
così dire, un servizio che va prestato ad altri ricercatori
sull’argomento di comune interesse. Ancora, è una forma di
riconoscimento ad autori che hanno sorretto e spesso ispirato la
propria ricerca. Nel nostro caso, in una memoria in cui viene pur
sommessamente sostenuto che i nuraghi hanno funzione sacra e non
militare, viene citata una sola memoria di studiosi che sostengono
tale tesi e che guarda caso, non è né sardo, né italiano, ma un
archeologo scozzese! Se dovessi elencare chi ha sostenuto per
cent’anni la tesi militare, dopo Taramelli e Lilliu parlerei di
Contu, Ugas, Tanda, Atzeni, Fadda, Lo Schiavo, Perra Moravetti,
Pitzalis, Usai, Cicilloni, Campus, ecc. ecc., cioè tutti gli
archeologi dell’Accademia e della Soprintendenza sarda, grandi e
piccoli, che si trovano nella bibliografia di Mulas e Paglietti e che
hanno fatto carriera, mai mettendo in crisi la sciocchezza del
nuraghe-fortezza. Chi ha sostenuto l’appartenenza al sacro, non è
archeologo, bensì linguista, architetto, ingegnere, astronomo,
archeoastronomo, geologo, ecc.. Nessuno viene citato. Ma appena un
archeologo, Leighton appunto, scrive la memoria citata e saccheggiata
dagli autori, viene citato. </span></span>
</p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: small;"><span style="font-family: Times New Roman, serif;">In
altre parole solo un archeologo poteva attuare il cambio di
paradigma. Questa constatazione salva, se vogliamo, l’articolo,
perché, pur con motivazione molto sofisticata, consente finalmente
ad altri due archeologi di schierarsi, seppur flebilmente.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: small;"><span style="font-family: Times New Roman, serif;">La
cosa a me fa un po' pena, ma così funzionano le cose.</span></span></p>
<p> </p>Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-55836165868979214742023-11-30T20:52:00.003+01:002023-11-30T20:52:45.203+01:00Nessun parapetto sui nuraghi<p><span style="color: black;"><span style="font-family: Times New Roman, serif;">di<b>
Franco Laner</b></span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Che
la parte sommitale, la terrazza, di un nuraghe fosse munita di un
parapetto di protezione per non cader di sotto, è per me
inconcepibile, per i motivi che di seguito elenco.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Primo.
Nessun parapetto è mai stato trovato in opera. Né di muratura, né
di legno. Ovvio che se il parapetto fosse stato di legno, non sarebbe
mai giunto a noi, ma non ci sono segni di presenza di buche di
infissione di pali o altri indizi.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Secondo.
La terrazza di qualche nuraghe, dove si è conservato un tratto
integro, mostra una finitura piana, ben ordita, direi pavimentata.
Uno spazio aperto dove una chiusura sarebbe un limite gratuito e
pleonastico.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Terzo.
La preoccupazione per la protezione è storicamente recente. Per
sostenere tale asserzione porto l’esempio dei ponti romani che non
sono mai stati concepiti con parapetti, anche se oggi questi
manufatti ne sono muniti. In un articolo che scrissi nel 2004 per
l’<i>Almanacco Gallurese</i>, n.12 “<i>I ponti romani in Sardegna</i>” dove
ho documentato la differenza tecnologica fra i ponti romani e quelli
romanici, riduttivamente nominati genericamente “vecchi” e intesi
come romani, sottolineavo come tutti i parapetti fossero aggiunzioni
degli ultimi 2-3 secoli. I ponti vecchi erano tutti privi di
parapetto.</span></span></p><p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP_B8c2CislWIkqeEHu1Dap6gf2vvpXngV7RF-BaynNt5Fb-FtFZzp15EguK2xrtUk2I-KoOZbHmoaFhhdhNA-EL8hGaJZLiCTsrUO8um-9Wn5hvcNnQxxl0kRCA98PerxsjSZSzkZokqN_8RNMhNBfrW9m-oaTTyb3FazgSZldKNaivZSoUYAaSLw/s1200/1.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="1200" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP_B8c2CislWIkqeEHu1Dap6gf2vvpXngV7RF-BaynNt5Fb-FtFZzp15EguK2xrtUk2I-KoOZbHmoaFhhdhNA-EL8hGaJZLiCTsrUO8um-9Wn5hvcNnQxxl0kRCA98PerxsjSZSzkZokqN_8RNMhNBfrW9m-oaTTyb3FazgSZldKNaivZSoUYAaSLw/s320/1.jpeg" width="320" /></a></span></span></div><span style="color: black; font-size: x-small;"><span style="font-family: Times New Roman, serif;">Pont’ezzu
di Ozieri sul fiume Mannu sotto il quartiere di S. Nicola. Sono
ancora visibili i danni provocati dal passaggio di una ruspa. Grazie
a questo danno ho potuto però constatare che il parapetto è stato
costruito a posteriori sull’estradosso lastricato</span></span><br /><p></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Questa
annotazione mi era stata suggerita ispezionando il bellissimo
Pont’ezzu di Ozieri, sicuramente romano, costruito sul fiume Mannu,
200m sotto il nuraghe Sa mandra e sa Jua, sulla strada che da Ulbia
passava Lugudo e sbucava a Hafa (Bonorva) congiungendosi con
l’arteria che partiva da Turris Libisonis per scendere a Sud. Negli
anni Cinquanta un contadino, nel passare con una ruspa aveva
abbattuto tratti del parapetto. Tutt’ora è visibile il danno, ma
si può notare che il muretto del parapetto è stato a posteriori
costruito sopra le grandi lastre del selciato. Da allora ho guardato
questo particolare e in tutti i ponti romani si nota come i parapetti
siano stati costruiti con apparecchi murari differenti da quelli del
ponte, non solo in Sardegna, ma anche nei ponti romani del
continente.</span></span></p><p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnsocniO7VmATiNEuMMSHhfey1e0Kk0gXpAPfEZSeHGMeURLe6wXLS2U17IXfeMnYeXLQvC9PXseWvl1LOa2VeSR4t_9tAKcPbBCH2cdGQGWX1PnoygybypkXZyWWHnCU8dKbdh9FnzPJjP_ZmvUehMinS2u6lcykWIYNforHuVgN-70cc_4ncIxwz/s600/2%20Ponte_romano_di_Bingia_Manna.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="450" data-original-width="600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnsocniO7VmATiNEuMMSHhfey1e0Kk0gXpAPfEZSeHGMeURLe6wXLS2U17IXfeMnYeXLQvC9PXseWvl1LOa2VeSR4t_9tAKcPbBCH2cdGQGWX1PnoygybypkXZyWWHnCU8dKbdh9FnzPJjP_ZmvUehMinS2u6lcykWIYNforHuVgN-70cc_4ncIxwz/s320/2%20Ponte_romano_di_Bingia_Manna.jpeg" width="320" /></a></span></span></div><span style="color: black; font-size: x-small;"><span style="font-family: Times New Roman, serif;">Ponte
romano a Bingia Manna, Decimomannu. È chiaro che il parapetto è
disetaneo al ponte</span></span><p></p><p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black; font-size: x-small;"><span style="font-family: Times New Roman, serif;"> </span></span><span style="color: black;"><span style="font-family: Times New Roman, serif;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAGbji9_s2IRVKAGytEM7Q2w88shCL6khOROpalTluxllOgk7Q0m_iFhXhM3NjXTJt6LPxr5vaVYe2Jpglae_6GhcS_6RPhNvfuF8u5MXG4xgvWHfDOmxZcvs6_tzdK4MvLYBHBmS7fE0rKwkma-1p0nHXjZS0fvY1eMg8JnbbOhzs53en83d3r551/s1020/3%20Ponte%20a%20Turris.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="621" data-original-width="1020" height="195" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAGbji9_s2IRVKAGytEM7Q2w88shCL6khOROpalTluxllOgk7Q0m_iFhXhM3NjXTJt6LPxr5vaVYe2Jpglae_6GhcS_6RPhNvfuF8u5MXG4xgvWHfDOmxZcvs6_tzdK4MvLYBHBmS7fE0rKwkma-1p0nHXjZS0fvY1eMg8JnbbOhzs53en83d3r551/s320/3%20Ponte%20a%20Turris.jpeg" width="320" /></a></span></span></div><span style="color: black; font-size: x-small;"><span style="font-family: Times New Roman, serif;">Ponte
di età imperiale Turris Libisonis (Porto Torres). Anche in questo
caso è percepibile la superfetazione del parapetto</span></span><br /><p></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">D’altra
parte anche i ponti in muratura veneziani erano privi di parapetto,
così come le fondamente sui rii (fondamenta, plurale fondamente, è
il tratto di strada che costeggia un rio e le case). Solo
nell’Ottocento furono aggiunte queste protezioni. Rimangono ancora
due ponti e diverse fondamente prive di parapetto. Senza parapetto il
ponte romano era essenziale. Largo quanto bastava per il transito dei
carri – intorno ai 2,3 -2,7m – e in caso di piena la mancanza dei
parapetti diminuiva la spinta dell’acqua. Le bestie da soma hanno
forte il senso dell’equilibrio, ma anche gli ubriachi finiscono
difficilmente in acqua da una fondamenta senza parapetto. Oggi è
inconcepibile la mancanza di parapetti, balaustre e ringhiere. Perciò
questo manufatto protettivo viene acriticamente esteso al passato,
per mancanza di capacità di contestualizzazione, categoria
indispensabile per chi si occupa di tecnologie del passato.</span></span></p><p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"> </span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrTy4UOY8bZXmB_wwZTI71zXBW1EKhIrz0pLwdn8nlsSe8mse_jAiSIZSMGmVlqskm30puiZzUpg8PPr8EX8q2wZcbRDNUP2bk368HPHlO103R7gVz5PQKjQBGqxp5K6DwwWh7oPIgxyTYWt5up6625ml7tdY0fSl7Z5_UFRwmNSIa7mnPzzvLTgjH/s550/4%20ponte-diavolo-torcello-1.webp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="360" data-original-width="550" height="209" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrTy4UOY8bZXmB_wwZTI71zXBW1EKhIrz0pLwdn8nlsSe8mse_jAiSIZSMGmVlqskm30puiZzUpg8PPr8EX8q2wZcbRDNUP2bk368HPHlO103R7gVz5PQKjQBGqxp5K6DwwWh7oPIgxyTYWt5up6625ml7tdY0fSl7Z5_UFRwmNSIa7mnPzzvLTgjH/s320/4%20ponte-diavolo-torcello-1.webp" width="320" /></a></span></span></div><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: x-small;">Ponte
di muratura a Torcello privo di parapetto. Solo nell’Ottocento i
ponti di muratura furono dotati di parapetti</span></span></span><span style="color: black;"><span style="font-family: Times New Roman, serif;"><br /></span></span><p></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Perché
allora si assegna al nuraghe il parapetto sommitale? A causa dei
cosiddetti modellini di nuraghe, che sono intesi come maquette dei
nuraghi (modelli in scala ridotta), che hanno una sporgenza
sommitale, ornata con motivi a zig-zag (chevron propiziatori,
simbologia rituale e sacra), immaginati come parapetti.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Altra
solenne cantonata! I modellini di nuraghe sono un <i>imago mundi</i>,
interpretazione già accettata e definita cento anni fa nel <i>Convegno
archeologico in Sardegna</i> del 1926 promosso da Taramelli: i quattro
pilastri che sostengono il mondo posti nei punti cardinali e l’<i>axis
mundi </i>centrale che collega inferi-terra-cielo. In altre parole
tali modellini vivono di per sé e ci sarebbero anche senza i
nuraghi.</span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">Anche
i nuraghi quadrilobi sono un’<i>imago mundi</i>. Ma non si guardi
il modellino come maquette di nuraghe e soprattutto gli chevron come
parapetti!</span></span></p><p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMoVTRrdsjiQXqT-FLqGQdyrDqHgF59jHkXKJxgpiFsFBab7f3s69wd8QH9t1uA5M5vFUrxbQ51XbPwC-a9i8RnlMLH4z7Gi_PBZUDO2_YD5rma1HOJhzQDsVxd5iX_wde6VmZ2AHRgeDj9H3HZsoWght8owPxYshyphenhyphenPf0qr5wbA3tMaypPUNnJX_PR/s275/4%20modello%20nurahe.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="183" data-original-width="275" height="183" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMoVTRrdsjiQXqT-FLqGQdyrDqHgF59jHkXKJxgpiFsFBab7f3s69wd8QH9t1uA5M5vFUrxbQ51XbPwC-a9i8RnlMLH4z7Gi_PBZUDO2_YD5rma1HOJhzQDsVxd5iX_wde6VmZ2AHRgeDj9H3HZsoWght8owPxYshyphenhyphenPf0qr5wbA3tMaypPUNnJX_PR/s1600/4%20modello%20nurahe.jpeg" width="275" /></a></span></span></div><span style="color: black; font-size: x-small;"><span style="font-family: Times New Roman, serif;">Cosiddetto
modello di nuraghe con chevron, intesi come parapetto. Le banalità
sono la conseguenza dell’incapacità di vedere e contestualizzare</span></span><span style="font-size: x-small;"><br /></span><p></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;">È
stato recentemente avviata dall’associazione Perdas Novas di Gergei
un interessante campagna di archeologia sperimentale sulle tecnologie
nuragiche, a cui questo blog ha dato spazio. Prima di dar avvio alla
ricostruzione di particolari costruttivi dei nuraghi particolarmente
interessanti è però necessario contestualizzare e dare senso a ciò
che si vuol dimostrare, come proporre le modalità realizzative per
sovrapporre i grandi massi, per varare l’architrave di soglia
dell’entrata (la pietra più grande di ogni nuraghe), costruire una
cupola senza centina, estrarre monoliti e trasportarli e metterli in
opera. Attenzione, ciò non significa dimostrare che così fecero i
costruttori nuragici, ma semplicemente che è una tecnologia
possibile, non l’unica. Soprattutto è necessario sperimentare la
fattibilità di particolari propri dei nuraghi e non presunti, come
il caso qui trattato dei parapetti per me inesistenti.</span></span></p>
Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-17492573478613050292023-11-24T18:21:00.006+01:002023-11-24T19:24:49.943+01:00Nuraghi sillabe del cosmo<p>
</p><p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">di
<b>Franco Laner</b></span></span></span></p><p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><b> </b></span></span></span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqsEWkAArMYUgLrTHSfya8V-_xkl-9ARDajDPoNdbtGnpC_-OFZ2yGMkIfNXccuA-Z76urpRjhTaNSLC_PUPCr69twX_lqP28aU3rNHQcEdYCwy5FO7E78HzPyuRLTc6bKfpjCXM1_LOVuSXdBg_YOMEqIwWa5DAAokUJknKgQIdpxxvlFjVpV6iEV/s640/cover.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="437" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqsEWkAArMYUgLrTHSfya8V-_xkl-9ARDajDPoNdbtGnpC_-OFZ2yGMkIfNXccuA-Z76urpRjhTaNSLC_PUPCr69twX_lqP28aU3rNHQcEdYCwy5FO7E78HzPyuRLTc6bKfpjCXM1_LOVuSXdBg_YOMEqIwWa5DAAokUJknKgQIdpxxvlFjVpV6iEV/s320/cover.jpeg" width="219" /></a></div><br />
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Il
pamphlet che ho scritto quest’estate è in libreria. Assieme agli
amici di Agorà nuragica l’ho presentato a metà novembre a
Carbonia, Cagliari e Borore.</span></span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Il
testo – riporto l'indice – cerca di rispondere alle motivazioni
che ha spinto i sardi, all’uscita del neolitico, a costruire
ottomila nuraghi in quasi un migliaio d’anni. L’ipotesi che
sostengo, sinteticamente, è la necessità di cosmizzare due
categorie, spazio e tempo.</span></span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">A
questa conclusione era giunto già con <i>Accabadora </i>(1999),
ripresa con <i>Sa ‘ena</i> (2006). Con questo lavoro ho riproposto la
questione col continuo sostegno degli scritti dello storico delle
religioni Mircea Eliade, applicando le sue conclusioni sui riti e
scopi del costruire, anche se Eliade non ha mai visto i nuraghi e
nemmeno li conosceva. Eppure li ha descritti magistralmente!</span></span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">L’altra
novità è uno sforzo di contestualizzazione del paesaggio nuragico,
prendendo a piene mani dagli studi di Mauro Zedda, in particolare il
libro <i>Archeologia del paesaggio nuragico</i> (2009) che
delinea la struttura della società nuragica e la visione del mondo
del popolo che abitava l’Isola nel secondo millennio a. Cr. Largo
spazio anche alla questione dell’orientamento astronomico del
nuraghe, monotorre e polilobato e al sistema distributivo
territoriale, ormai incontestabilmente accettato dalla comunità
scientifica di archeoastronomia.</span></span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Dai
dibattiti, invero molto pacati e costruttivi, sono emersi due
aspetti.</span></span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Il
primo riguarda la difficoltà di condivisione della nozione di <i><b>sacro</b></i>.
Lo stesso Eliade deplora il fatto della limitatezza del concetto di
sacro, generalmente inteso attinente alla religione, mentre il sacro
esiste anche senza religione, senza credere in Dio, negli dei o negli
spiriti e si riferisce all’esperienza legata alla nozione di
essere, significato e verità. Il sacro è il carattere di ciò che
possiede un valore assoluto ed è nella sua essenza separato e
nascosto, perciò non raggiungibile almeno nei modi in cui si dà
accesso alle altre cose (il suo opposto è il profano).</span></span></span></p><p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"></span></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_Pie2Cecleey07mHb-RYlWWRSG3Z9UDLNwaeKjiHI_qtq3Nf53YQcLGYXMjMlPsZ7FJWgCVxZZdOVQtNIr3rrlvp4C8gV-wn6UUfKB1HI7qGoZERHVnc2V_7Q2EARcI7fdEvxdCmnp8WbsRV3dQ2805cGNyzHlpnP7j6gdQ-u_38phHGgXgVWU5x5/s640/indice.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="468" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_Pie2Cecleey07mHb-RYlWWRSG3Z9UDLNwaeKjiHI_qtq3Nf53YQcLGYXMjMlPsZ7FJWgCVxZZdOVQtNIr3rrlvp4C8gV-wn6UUfKB1HI7qGoZERHVnc2V_7Q2EARcI7fdEvxdCmnp8WbsRV3dQ2805cGNyzHlpnP7j6gdQ-u_38phHGgXgVWU5x5/s320/indice.jpeg" width="234" /></a></span></span></span></div><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><br /> </span></span></span><p></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Ho
dedicato una scheda di approfondimento della nozione di sacro –
Eliade propone di introdurre il termine ierofania, che meglio
definisce il sacro – indispensabile per non incorrere nell’errore
che parlare di sacro a proposito di nuraghi si intenda che siano
templi, luoghi di culto.</span></span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Ripeto,
per avvicinarsi alle intenzioni sottese alla costruzione dei nuraghi,
è necessaria una approfondita conoscenza del sacro, concetto oggi
inflazionato e riduttivamente appiattito dalle religioni. Nella fase
finale della costruzione dei nuraghi, quando appaiono i polilobati,
il senso del sacro è già corrotto e si può parlare di funzione
religiosa, oracolare, di santuario, ma originariamente il nuraghe va
declinato con una diversa appartenenza al sacro e quindi funzionale
all’esigenza di mettere ordine nel caotico e informe spazio e
tempo, fissando aree e momenti dove il sacro si manifesta, perché
incluso in una concezione cosmologica e cosmogonica del reale.</span></span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Il
secondo aspetto è la constatazione che l’archeologia isolana ha
preso atto che l’ipotesi della funzione militare dei nuraghi sia
giunta al capolinea, poiché insostenibile e fuorviante.
L’alternativa, per me peggio, è l’introduzione di un concetto di
polifunzionalità, ovvero nuraghi buoni a tutti gli usi, templi,
fortezze, abitazioni, punti di osservazione e controllo territoriale,
depositi, spazi assembleari, ecc., ecc.</span></span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">L’archeologa
Emina Usai, intervenuta a Cagliari nel dibattito della
presentazione del libro, ha fatto un passaggio logico: i reperti di
scavo dei nuraghi non ci aiutano a risalire alla loro funzione.
Obietto che non dobbiamo ragionare sui reperti, perché l’unico
reperto è il nuraghe stesso e solo esso ci può indirizzare alla
conoscenza. In un precedente dibattito (al “Verano buddusoino”
dello scorso aprile) la professoressa Anna Depalmas sostenne
l’ipotesi di funzione abitativa, considerato che spesso si trovano
resti di pasti, stoviglie e suppellettili.</span></span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Sulla
funzione dei nuraghi un importante contributo è arrivato, lo scorso
anno, dall’archeologo scozzese Robert Leighton, capo del
dipartimento di archeologia dell’area mediterranea di Edimburgo,
pubblicando una memoria in cui ha sostenuto la funzione rituale dei
nuraghi, smentendo con interessanti argomentazioni la loro funzione
laica, come abitazione o fortezza, proponendo funzioni cultuali e
religiose, interpretando proprio resti di pasti e ceramiche per uso
rituale e non domestico.</span></span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Di
fatto però, entrambe le archeologhe hanno escluso la funzione di
fortezza dei nuraghi. Comunque, sia nell’ambiente accademico sia in
quello delle soprintendenze, la funzione militare non è mai stata
ufficialmente smentita. Purtuttavia nessuno la evoca e si preferisce
glissare la questione, al massimo parlando di polifunzionalità.</span></span></span></p>
<p style="margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Mi
aspetto dunque un cambio epocale di paradigma e mi auguro che
l’archeologia sarda avvii ricerche senza la stantia armatura
militare e che si presenti nuda al cospetto della ricerca
nuragologica.</span></span></span></p>
<p> </p>Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-13973192306800172702023-11-22T19:29:00.005+01:002023-11-22T19:31:20.874+01:00Su Lumarzu. Fontana nuragica in agro di Bonorva<p>
</p><p style="margin-bottom: 0cm;">di <b>Franco Laner</b></p><p style="margin-bottom: 0cm;"><b> </b></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMloSu2VttM4gDpNMgCkUfd5d7SrdJQ9hpgjz5D3GXjA3pEYMwELOc070sP-ZdyXhMsEsAbkkyKKBs4NbLohZD55oZ4q6ZcwlMdbK7YKDg9baytV98QhLXewYtZzc1WnlFTOQp6aHKJJ8cAudLUFIWWiWy59glYByzFZuySfroNO4BlAL4blEzb3ff/s640/La%20Fontana%20di%20Lumarzu%20dopo%20i%20restauri.%20Sopra%20l%E2%80%99architrave,%20l%E2%80%99apparecchio%20murario%20e%CC%80%20stato%20rifattoJPG.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMloSu2VttM4gDpNMgCkUfd5d7SrdJQ9hpgjz5D3GXjA3pEYMwELOc070sP-ZdyXhMsEsAbkkyKKBs4NbLohZD55oZ4q6ZcwlMdbK7YKDg9baytV98QhLXewYtZzc1WnlFTOQp6aHKJJ8cAudLUFIWWiWy59glYByzFZuySfroNO4BlAL4blEzb3ff/s320/La%20Fontana%20di%20Lumarzu%20dopo%20i%20restauri.%20Sopra%20l%E2%80%99architrave,%20l%E2%80%99apparecchio%20murario%20e%CC%80%20stato%20rifattoJPG.JPG" width="320" /></a></div>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">La
Fontana di Lumarzu dopo i restauri. Sopra l’architrave,
l’apparecchio murario è stato rifatto.</span></p>
<p style="margin-bottom: 0cm;"><br />
</p>
<p style="margin-bottom: 0cm;">Nell’interessante e molto partecipato
convegno “Architetture di pietra” a Gergei nei giorni 10, 11 e 12
novembre 2023, organizzato dall’associazione Perdas Novas,
finalizzato alla ricostruzione sperimentale di un nuraghe con
tecnologie originarie e confronti sullo stato dell’arte
dell’archeologia nuragica, un gruppo di lavoro si è interrogato
sulle strategie di valorizzazione del cospicuo patrimonio nuragico
non solo culturale, bensì anche turistico ed economico.</p>
<p style="margin-bottom: 0cm;">Spesso infatti vengono erogati fondi
pubblici per investimenti demenziali e demagogici per incentivazione
turistica e a questo proposito mi è venuto in mente un episodio cui
assistetti una ventina d’anni fa e che descrissi in un articolo
preparato per “La Voce del Logudoro” (organo vescovile di Ozieri)
alla fine del secolo scorso e mai pubblicato (la redazione lo ritenne
in pratica una denuncia e non volle grane).</p>
<p style="margin-bottom: 0cm;">Così scrivevo più di vent’anni fa:</p>
<p style="margin-bottom: 0cm;">“<i>L’antico ed abbandonato borgo
di Rebeccu in agro di Bonorva è un cantiere edile in atto, con un
progetto di trasformazione e tutela la cui destinazione non mi è ben
chiara – spero di essere il solo ignorante! – eseguito con un
fondo PIA. Da quello che ho capito si intende rivitalizzare
l’insediamento abbandonato, con botteghe artigianali e far rivivere
antiche arti e mestieri. Una sorta di museo etnologico vivente: prima
o poi capirò meglio, anche se poco mi attirano queste performances
estemporanee…</i></p>
<p style="margin-bottom: 0cm;"><i>Questa nota però non riguarda la
destinazione dei cospicui fondi assegnati, una dozzina di miliardi di
lire, quanto il fatto che in questa operazione è stata inclusa la
valorizzazione delle pertinenze archeologiche di Rebeccu, come una
non meglio connotata prigione (Sas Presones) e la fonte nuragica di
Su Lumarzu, appena sotto il borgo in restauro.</i></p>
<p style="margin-bottom: 0cm;"><i>La fontana è dentro uno dei tanti
piccoli poderi coltivati ad orto e frutteto della riparata e
fertilissima valletta ad est di Rebeccu e meta di visita di qualche
studioso.</i></p><p style="margin-bottom: 0cm;"><i></i></p><div class="separator" style="clear: both; text-align: center;"><i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLOt3xK8d5ftEfo9zQfKo8f55w0hIm7FZUy32P5weZ6c7Db8fyJxkbPMZe5WYFvmDq66PGzda5SboJ0hoO9emGfALaF2yQ0QLrdn-rY1cQlPAgwJt-T24Z_TF1LO2v532P_uTKhjyiFuyoSfdIAVSzrEHh88KKJ2maujyO3ndi12dnyLPGGeqvUbgj/s265/su%20Lumazu.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="190" data-original-width="265" height="190" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLOt3xK8d5ftEfo9zQfKo8f55w0hIm7FZUy32P5weZ6c7Db8fyJxkbPMZe5WYFvmDq66PGzda5SboJ0hoO9emGfALaF2yQ0QLrdn-rY1cQlPAgwJt-T24Z_TF1LO2v532P_uTKhjyiFuyoSfdIAVSzrEHh88KKJ2maujyO3ndi12dnyLPGGeqvUbgj/s1600/su%20Lumazu.jpeg" width="265" /></a></i></div><i><br /> </i><p></p>
<p style="margin-bottom: 0cm;"><i>La fonte è stata studiata
dall’archeologo Antonio Taramelli e pubblicata nel suo “Fortezze,
recinti, fonti sacre e necropoli preromane” nel 1919. Il suo fedele
collaboratore, prof. Giarrizzo ne eseguì un buon rilievo e qualche
foto. La fontana ha sempre dato acqua. Il proprietario del podere se
ne serviva per irrigazione e per far l’impianto di presa aveva
manomesso il selciato, ora ripristinato. L’opera recentissima degli
archeologi – venuti da Roma, dall’Universtà “La Sapienza” –
hanno ribaltato tutto il contesto di presa della fontana,
manomissione pericolosa perché basta niente per deviare la vena
sorgiva, e hanno risistemato la facciata del pozzo. Il confronto fra
la situazione del 1919 ed ora, fa vedere che la ricostruzione ha
interessato tutto il muro di facciata sopra il primo corso
dell’architrave.</i></p>
<p style="margin-bottom: 0cm;"><i>La fontana è significativa nella
sua invero modestia dimensionale. Ci sono gli spazi canonici delle
fonti sacre. Il vestibolo con sedili, un accenno di gradino per
scendere al bacino di raccolta scavato in un'unica lastra di basalto,
così come è accennato il profilo curvo del ben lavorato muro di
sostegno della lastra monolitica di protezione con incavo appena
abbozzato. L’insieme restituisce l’idea della cupola che protegge
ed avvolge l’acqua sorgiva.</i></p>
<p style="margin-bottom: 0cm;"><i>Alcuni conci esterni hanno la forma
di protome taurina. Tali elementi sono presenti in tutte le
costruzioni che si riconducono al culto dell’acqua. Manufatto
dunque semplice, che si è conservato forse più per l’utilità
pratica, che per la sua intrinseca sacralità e reso famoso per
essere stato documentato dal Taramelli. La fonte si raggiunge con
sentieri interpoderali, in trincea o a mezza costa, con muri di
sostegno antichi, come è antico il tratturo, con lastre e pietre
levigate dall’uso atavico di uomini e animali.</i></p>
<p style="margin-bottom: 0cm;"><i>Camminare su quel sentiero, fra lo
sbordare dei diversi alberi da frutto, dona piacevoli sensazioni,
specie nei tratti puliti e senza rovi.</i></p>
<p style="margin-bottom: 0cm;"><i>Questo sentiero non è ovviamente
adatto per chi disgraziatamente sia costretto su di una carrozzella o
abbia difficoltà a camminare.</i></p>
<p style="margin-bottom: 0cm;"><i>Perché allora non fare un gesto di
grande sensibilità?</i></p>
<p style="margin-bottom: 0cm;"><i>Fino a dove si può arrivare in
auto, bene e dopo una pista di cemento armato, lastricata, di 1,3 m
di larghezza e pendenza dell’8% massima di qualche centinaio di
metri e … voilà, il monumento è agibile anche ai disabili!</i></p>
<p style="margin-bottom: 0cm;"><i>Si parlava di un costo di 800
milioni, di lire ovviamente!</i></p><p style="margin-bottom: 0cm;"><i></i></p><div class="separator" style="clear: both; text-align: center;"><i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX__brlgLVmniKubE4RSAN2EVUiIKUPEubaNgbu7oS5cYPhpAL_qLGIj-5QFgZrAT5A2X9jF4HPKbz4qx32IDDKy0hV88cQSWZItPlHDvG3PTA8vflZy5Ji4HwLWFMUExUcFyoxw8mmME_AAj35qegxpDlH07b_tclMubsADqx7dzRxuUabljB_omJ/s640/rampa.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX__brlgLVmniKubE4RSAN2EVUiIKUPEubaNgbu7oS5cYPhpAL_qLGIj-5QFgZrAT5A2X9jF4HPKbz4qx32IDDKy0hV88cQSWZItPlHDvG3PTA8vflZy5Ji4HwLWFMUExUcFyoxw8mmME_AAj35qegxpDlH07b_tclMubsADqx7dzRxuUabljB_omJ/s320/rampa.JPG" width="240" /></a></i></div><i><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXxs9ncmLJGOXTqjL9wfNBrF-AS7hQVRSJz3zkjWQpKynfTd3AXdLpgaThuxQnIPdr3v9YiMMMfrh0antijvRVvL46EPYH_TyGv64BrKlfDxPjKPlgt50f6qEjLosGLzQL1k2bUvjUVpISuFlp1HaG1WapodpXNt1pJRHEWi7AZUOIUywVaLYeKd0V/s640/scorcio%20rampaJPG.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXxs9ncmLJGOXTqjL9wfNBrF-AS7hQVRSJz3zkjWQpKynfTd3AXdLpgaThuxQnIPdr3v9YiMMMfrh0antijvRVvL46EPYH_TyGv64BrKlfDxPjKPlgt50f6qEjLosGLzQL1k2bUvjUVpISuFlp1HaG1WapodpXNt1pJRHEWi7AZUOIUywVaLYeKd0V/s320/scorcio%20rampaJPG.JPG" width="240" /></a></div><br /> </i><p></p>
<p style="margin-bottom: 0cm;"><i>La pista che si infila fra alberi e
cespugli ripiantati – ovviamente la vegetazione esistente si è
dovuta sacrificare al serpente di cemento armato – credo sia il
primo esempio di superamento di “barriera nuragica”, ma anche
carica di interrogativi a cui è difficile dare risposta, a meno di
non condividere gesti di ordinaria demagogia.</i></p>
<p style="margin-bottom: 0cm;"><i>Confido che l’immaginazione di
qualche ragazzino, quando Rebeccu sarà ripopolato, si diverta ed usi
la rampa come pista per quei carrettini autocostruiti, Ferrari in
nuce o go-kart ecologici…</i></p>
<p style="margin-bottom: 0cm;"><i>Al momento non ho più voglia di
tornare al pozzo, ora totalmente desacralizzato e volgarizzato. Ma
qualche giorno di primissima primavera dovrò tornare sul balcone
naturale dello sperone su cui è sorto Rebeccu per tuffare gli occhi
nel giallo immenso della fioritura del cacarantzu che trionfa a
perdita d’occhio nella sottostante piana di S. Lucia, per
dimenticare che quando l’uomo si mette d’impegno è capace di
azioni imprevedibili, specie se hanno in tasca soldi che non si sa da
dove vengono e che comunque “si devono” spendere!”</i></p>
<p style="margin-bottom: 0cm;">Questo scrivevo più di vent’anni fa.</p>
<p style="margin-bottom: 0cm;">Oggi Rebeccu è come allora:
abbandonato e degradato. Chissà dov’è finito il finanziamento per
la sua riqualificazione.</p>
<p style="margin-bottom: 0cm;">In compenso a Su Lumarzu non ci vanno
né gli abili, né i disabili!</p>
<p style="margin-bottom: 0cm;">Una postilla: sia ben chiaro che
l’aiuto finanziario per le iniziative come quella del convegno
sopracitato, ben organizzato ed articolato, è sacrosanto e doveroso!</p>
<p style="margin-bottom: 0cm;">Sul progetto di archeologia
sperimentale presentato nel convegno ci sono aspetti di criticità
che andranno meglio calibrati, ma l’iniziativa ha sicuramente il
pregio di rilanciare, su nuove basi, non solo promozionali, ma
culturali e conoscitive la questione nuragica e soprattutto
ritrattare la <i>vexata qaestio</i> sulla funzione dei nuraghi.</p>
<p> </p>Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-77217402543010503932022-11-22T14:27:00.003+01:002022-11-22T14:31:24.595+01:00Amenità <p>
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">di
<b>Franco Laner</b></span></p><p style="margin-bottom: 0cm;"><span style="font-size: x-small;"> </span><span style="font-size: x-small;"> <img alt="" src="data:image/png;base64,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" /></span></p><p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Frantespizio
del libro di Massimo Rassu, edizioni NOR, Oristano, 2021</span><span style="font-size: x-small;"> </span></p><p style="margin-bottom: 0cm; text-align: left;"><span style="font-size: x-small;">L’aggettivo
che mi vien meglio per sintetizzare il lavoro di Massimo Rassu
“Ingegneria nuragica tecniche costruttive e organizzazione del
cantiere” è </span><span style="font-size: x-small;"><i>ameno</i></span><span style="font-size: x-small;">.
Vanno bene anche alcuni sinonimi come divertente, giocondo, spassoso. La
lettura mi ha infatti divertito per una serie di bizzarre
considerazioni, fuori del tempo e soprattutto fantasiose. Attenzione,
fantasia non è sinonimo di immaginazione. Fantasia è la parte
patologica dell’immaginazione che, al contrario, è logica e
consequenziale, mentre fantasia è al massimo un auspicio, un banale
desiderio, un sogno con una probabilità su un milione di avverarsi.</span></p><div style="text-align: left;">
</div><p style="margin-bottom: 0cm; text-align: left;"><span style="font-size: x-small;">Ho
seguito molte tesi di laurea nella mia attività accademica e quando
mi veniva presentata la bozza della ricerca andavo alla bibliografia
e poi leggevo l’introduzione, per me indici del profilo del
laureando, dei contenuti e dei possibili esiti del lavoro.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Ebbene,
scorrendo la copiosa bibliografia del libro di Rassu, evinco che
manca del riferimento di testi fondamentali sulla storia delle
tecnologie costruttive in generale (es. Auguste Choisy, André Leroi
Gourhan, J. Kip Finch, Charles Singer,…) e in particolare per i
nuraghe (Taramelli, Spano, Della Marmora,…), mentre è ricca di
articoli di archeologia generica: del pubblicista G. Manca (Gabriele,
Giacobbe, Giuseppina, Giovanni, Giulio…? Bisognerebbe mettere il
nome per intero!) sono riportati 40 titoli solo in parte tecnologici
e per lo più di varia umanità archeologica. </span>
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Non
voglio dire che sia necessario leggere i testi della disciplina.
Ognuno può trovare ispirazione e conforto da altre discipline, ma
senza riferimento ai testi di tecnologia antica di Leroi Gourhan
sarebbe come occuparsi di nuraghi senza conoscere Lilliu!</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Per
capire qualcosa sulle tecnologie costruttive del passato io stesso mi
sono letto ciò che lo storico delle religioni, Mircea Eliade, ha
scritto sulla sacralità dell’atto costruttivo, ma ho avuto
fondamentali confronti con Raffaele Santillo, straordinario
conoscitore di macchine, organizzando seminari all’Iuav con altri
studiosi.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Le
due pagine di introduzione sono un frammento delle amenità che
saranno riprese ed ampliate nel testo.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;"><i>Rimane
irrisolto</i></span><span style="font-size: x-small;"> – scrive
Rassu – </span><span style="font-size: x-small;"><i>il quesito
su come si potevano alzare così in alto pietre di un nuraghe senza
macchinari moderni.</i></span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Nonostante
questo potente e decisivo quesito che pone la drammaticità di
assenza del ricorso a macchinari moderni, l’autore sembra comunque
rassicurare il lettore che la soluzione è stata trovata.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Prosegue:
</span><span style="font-size: x-small;"><i>Pur sprovvisti di
computer e di altri sistemi evoluti di calcolo, i costruttori di
nuraghi non erano privi di capacità adeguate</i></span><span style="font-size: x-small;">…Affermazioni
totalmente pleonastiche, ma subito vien fuori la parola calcolo, che
sarà ripresa sovente nel testo. I nuragici, secondo l’autore,
facevano calcoli, semplici e rudimentali, come per il dimensionamento
delle fondazioni.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Suggerirei,
per ciò che riguarda le costruzioni del passato, dalle origini a
prima di Galileo, di eliminare la parola calcolo. Nessuno a mai fatto
calcoli. Calcolo è un concetto moderno. Il dimensionamento e la
sicurezza costruttiva ha seguito nel passato altri paradigmi,
empirici, analogici, intuitivi, ma mai il calcolo come inteso nel
libro. </span>
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Grave
errore dovuto all’incapacità di contestualizzazione concettuale,
che genera corollari, appunto, ameni.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Per
aver un’idea, sempre restando in tema di fondazioni, della portanza
del terreno, l’autore suggerisce il ricorso ad una prova empirica:
si può avere la quantificazione della resistenza misurando
l’abbassamento dell’impronta del piede di un uomo nel terreno!</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;"><i>Nasce
così –</i></span><span style="font-size: x-small;"> conclude
l’autore – </span><span style="font-size: x-small;"><i>un
manuale pratico per la fabbricazione dei monumenti sardi dell’Età
del Bronzo … dall’approvvigionamento del materiale edile,
all’organizzazione del cantiere, alla tecnica costruttiva, al
capitolato d’appalto con tutte le lavorazioni speciali.</i></span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Il
capitolato d’appalto, con l’elenco delle lavorazioni speciali, mi
pare sia il vero scoop di questo libro.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">E’
una novità assoluta nel panorama della discipline sulle tecnologie
costruttive del passato e ne va preso atto!</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Nonostante
il mio preconcetto di valutazione, introduzione e bibliografia, ho
letto l’intero libro, che lo ha comunque confermato, anzi
peggiorato.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Prima
di chiudere voglio dire di un forte disagio, sicuramente dovuto ad
una mia stupida autoconsiderazione. Rassu riprende un bassorilievo
assiro con l’immagine del trasporto di un grande carico. Descrive
il meccanismo per vincere in particolare l’attrito di primo impatto
citandolo dal mio “Sa Ena”, Condaghes, Cagliari, 2011, ma senza
la ricerca che ha condotto Santillo a capire la funzione della leva e
senza le figure, si perde la meraviglia della sinergia che può
derivare dall’accoppiamento della leva e del cuneo e lo
stupefacente disvelamento dell’arcano non avrebbe nessuna inferenza
concettuale.</span></p><p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Nella
figura del rilievo del bassorilievo assiro si vede la leva che
avrebbe la funzione di sollevare il peso facendo avanzare la slitta a
scatti. Chi ha eseguito il rilievo – sbagliato – ha disegnato ciò
che sapeva, non ciò che vedeva. Solo quando ho visto e fotografato
il particolare al British Museum ho capito che abbassando la leva non
si alzava il peso, bensì lo si spingeva in avanti. </span>
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Bellissimo!</span></p><p style="margin-bottom: 0cm;"><span style="font-size: x-small;"> <img alt="" 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" /></span>
</p><p style="margin-bottom: 0cm;"><span style="font-size: x-small;">a)
Nel cerchietto blu si vede come il rilievo del particolare sia
sbagliato</span></p><p style="margin-bottom: 0cm;"><span style="font-size: x-small;"> <img alt="" src="data:image/png;base64,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" /></span>
</p><p style="margin-bottom: 0cm;"><span style="font-size: x-small;">b)
La foto dell’originale mostra la straordinaria combinazione
leva-cuneo per spingere la slitta con grande vantaggio, specie per
superare l’attrito di primo impatto.</span></p><p style="margin-bottom: 0cm;"><span style="font-size: x-small;"> <img alt="" src="data:image/png;base64,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" /></span></p>
<p style="margin-bottom: 0cm;">
</p><p style="margin-bottom: 0cm;"><span style="font-size: x-small;">c)
Schematismo del meccanismo cuneo-leva di spinta della slitta</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Occuparsi
di tecnologie del passato è un esercizio che presume un
atteggiamento mentale particolare: “dimenticare” tutta la moderna
tecnologia, i suoi mezzi e strumenti, anche il lessico, e calarsi
nelle conoscenze dell’epoca che viene analizzata. In una parola
questa difficile operazione si chiama contestualizzazione.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Molti
celebri ricercatori si sono occupati di restituire teorie e proposte
di storia delle tecnologie delle costruzioni che non si possono
ignorare se si vuole aggiungere una mezza pagina a quanto è stato
già detto e per cercare di restringere l’area ancora molto vasta
della nostra ignoranza in questo settore.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;">Venezia,
23 nov. 2022</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;"> </span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: x-small;"> </span></p>
Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-24266070707223665052021-08-11T23:07:00.005+02:002021-08-11T23:09:08.017+02:00Pazienza, prima o poi si toccherà il fondo!<p>
</p><p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
di <b>Franco Laner</b><br />
</p><p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Osservazioni al numero monografico di Archeo,
agosto 2021</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">“Il cammino dei nuraghi”</span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijwcDPAEpClkJuCkP_gjblGVw9iIw09IxZfXEv9O_cMBONT1ZOGa1MwrBtoQRFQaXJv-vq4lMyfjLiAXpyNlHn-CWYUSEj2SI3bC4hD6OsgvpHHVPCCciKbtEii4M4tsGnBKZpxy3zag/s2048/la+monogafia+di+Archeo.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1525" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijwcDPAEpClkJuCkP_gjblGVw9iIw09IxZfXEv9O_cMBONT1ZOGa1MwrBtoQRFQaXJv-vq4lMyfjLiAXpyNlHn-CWYUSEj2SI3bC4hD6OsgvpHHVPCCciKbtEii4M4tsGnBKZpxy3zag/s320/la+monogafia+di+Archeo.jpg" width="238" /></a></span></div><span style="color: black;"><br /></span><p></p><p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">L’amico Giuseppe Camarda mi ha segnalato
questa pubblicazione che ho subito acquistato perché nel titolo
c’era la parola cammino, ovvero “andar a piedi”, che associavo
al progetto di un gruppo che abbiamo recentemente costituito per una
proposta di turismo lento in Ogliastra. Mi sbagliavo, perché per
cammino si deve intendere itinerario e ne vengono proposti sei che
includono nuraghi, pozzi e fonti, tombe di giganti e musei.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Giustifico intanto il titolo con una storiella
che circolava ai miei tempi negli atenei. Recitava:</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Un professore ordinario non farà mai ordinario
uno studioso bravo. Il nuovo ordinario deve essere “un fià più
mona di lui”, altrimenti lui sarebbe offuscato. I bravi se ne
andavano e i più zelanti portaborse, pappagalli ripetitivi delle
teorie del maestro, diventavano ordinari.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Il nuovo ordinario applicava la regola aurea. </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Fino a quando? </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Fino a quando arrivava il nuovo ordinario, così
mona che non applicava la regola e metteva in cattedra uno studioso
con le palle.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Nello sfogliare la rivista, senza mai trovare
qualcosa di diverso dal punto di arrivo di Lilliu, pensavo ai diversi
cattedratici, tipo Lilliu, Ceruti, Atzeni, Tanda, Cicilloni… o
Contu, Moravetti, Depalmas…se ci spostiamo a Sassari.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Siamo ancora al <i><b>nuraghe fortezza, madre
di ogni sciocchezza</b></i></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Prima o poi, non dispero, verrà quella
successione sopra auspicata. Nel frattempo, però, ogni tentativo di
innovazione viene bloccato. Chi critica non conosce l’abc della
disciplina, dilettanti che pensano che basti il buon senso comune per
affermare che un capitello quadrato - v. Monte Prama – non possa
essere un modello di nuraghe, ma appunto, semplicemente, un
capitello.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Sfoglio la rivista: si apre con una
ricostruzione del nuraghe-fortezza. </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Impressionante l’enfasi turrita, chiusa in
sommità con una decorazione a chevron. Il supposto ballatoio diventa
semplice decorazione.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">La muratura delle torri è realizzata con
malta. La caratteristica costruttiva di tutti i nuraghi è la
muratura a secco che è lontanissimo parente della muratura con
malta, sconosciuta ai nuragici e che impone diversa concezione
strutturale e quindi diversi risultati formali. Ballatoi, scale
esterne al nuraghe, cammini di ronda completano lo stereotipato
paesaggio nuragico di stampo taramellilliano.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Si può ricavare una nota interessante:
Sardegna opulenta con grasso che cola, il celebrato porcheddu trova
la sua atavica origine. Manca il vino, che la curatrice della
monografia aveva documentato esistere in alcune sue memorie del
2008-2010.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">La notizia che nella Sardegna nuragica si
coltivasse la vite è uno scoop. In tutto il Mediterraneo si
coltivava l’olivo e la vite, financo nell’Isola al centro di
questo grande lago. Ma no!</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Noè molto tempo prima, aveva già cercato,
invano, di disintossicarsi, ma il fegato era, ahimé, già in
cirrosi. Un giornalista mi diceva che uno scoop non è scrivere che
un cane ha morso una persona, ma che una persona ha morso un cane!</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Parlo di giornalismo, perché mi è parso di
capire che la monografia fosse un tentativo di comunicazione
turistica. Invece, forse, sbagliando mi sto, è il resoconto di una
ricerca scientifica finanziata con fondi europei.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">O entrambe le cose. Frammistione pericolosa.
Sia che si tratti di comunicazione turistico-archeologica, sia che si
tratti di ricerca archeologica. Comunque, opterei nel primo caso per
tante guide turistiche come quella del Touring Club e Repubblica, o
qualche diffusa guida della Regione Sardegna tipo “Benvenuti in
Sardegna” e nel secondo caso mi riguarderei “La civiltà dei
sardi”, <b>1963</b>, molto più attuale della monografia.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Prima o poi dunque, si toccherà il fondo.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Purtroppo, non sentirò i rintocchi a morte
della campana dell’archeologia nuragica che ha fatto leva sul
nuraghe fortezza e quand’anche sarà sepolta ci saranno le
fiammelle fatue della decomposizione del cadavere a ricordare i
danni, nell’estremo tentativo anche dopo morta, di rivendicare la
funzione militare dei nuraghi.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Morire dunque per rinascere. </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Questa è l’unica condizione per il rinnovo
dell’archeologia sarda.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Nel frattempo, l’assistenzialismo che
mantiene in vita i minuscoli musei sparsi nel territorio e anche i
grandi, alimenterà l’illusione dei tanti giovani che pensavano che
l’enorme patrimonio archeologica sardo fosse una risorsa e hanno
investito studio e soldi. Sui suoi scrigni sono purtroppo seduti i
pesanti culi di un’archeologia preconcetta, incapace di inserirsi
in un circuito non dico europeo, ma nemmeno mediterraneo,
autoreferenziale e miope.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">I giovani speranzosi e bravi si dovranno
inserire nelle vetrine di inutili pubblicazioni dei cosiddetti
maestri e perpetuare preconcetti e luoghi comuni, chini, quando va
bene, ad osservare ciò che brilla sulla punta del piccone.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Questo statu quo è un danno enorme allo
sviluppo della ricerca, stupide teorie non possono che essere
ostacoli e concorrere all’affossamento della baracca e togliere la
speranza dei giovani, delitto della peggior specie.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Suvvia, archeologi sardi, è tempo di quel
cambio di paradigma, maturo e decisivo, di rivalutazione di quella
civiltà che dei nuraghi fortezza non avrebbe saputo davvero cosa
farsene!</span></p><p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUC4C23NGxausUHuGsgMbLbSaS_cEjV56Kmg24gjwm-c0Ind-cSlV2iNEGhDJwZsK2wIAorASlxxUZYtOK10Vxzgim1gzMolXOehcMkUqfv0rsqTblXuND9hpqZxvdxpqqB54xVUZqMQ/s2048/Immagine+di+apertura.+Il+paesaggio+nuragico+%25C3%25A8+quello+immaginato+dalla+prof.+Depalmas.+Il+disegno+%25C3%25A8+dell%2527architetto+Pettinau..jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1449" data-original-width="2048" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUC4C23NGxausUHuGsgMbLbSaS_cEjV56Kmg24gjwm-c0Ind-cSlV2iNEGhDJwZsK2wIAorASlxxUZYtOK10Vxzgim1gzMolXOehcMkUqfv0rsqTblXuND9hpqZxvdxpqqB54xVUZqMQ/s320/Immagine+di+apertura.+Il+paesaggio+nuragico+%25C3%25A8+quello+immaginato+dalla+prof.+Depalmas.+Il+disegno+%25C3%25A8+dell%2527architetto+Pettinau..jpg" width="320" /></a></span></div><span style="color: black;"><br /> </span><p></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Il paesaggio nuragico è
quello immaginato dalla prof. Depalmas. Il disegno è dell'architetto
Pettinau</span>
</p><p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<br />
</p>
<p> </p>Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-59135509115812639722021-02-13T19:43:00.001+01:002021-02-13T19:43:31.649+01:00Archeologi Sardi e valorizzazione del patrimonio archeologico sardo<p>
</p><p style="margin-bottom: 0cm;">di <b>Mauro Peppino Zedda</b></p>
<p style="margin-bottom: 0cm;">La Soprintendente alle antichità Maura
Picciau ha denunciato il sindaco di Cabras, Andrea Abis, che martedì
mattina 9 febbraio le ha vietato l’ingresso al museo dei Giganti.</p><p style="margin-bottom: 0cm;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIk2yTc3oPgjIr1OdtmxIKpPGmcU8Be3MUW_oi4CRBcMkZwgEaHWssaLF0MCXttSLjYwqSZTGGZ33iBH2kao0Qc5EvAMqqZCxLA6QlmvoUxdretRfhAfh5YgnzVox9oEIBA7suQLhNfA/s960/index.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="960" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIk2yTc3oPgjIr1OdtmxIKpPGmcU8Be3MUW_oi4CRBcMkZwgEaHWssaLF0MCXttSLjYwqSZTGGZ33iBH2kao0Qc5EvAMqqZCxLA6QlmvoUxdretRfhAfh5YgnzVox9oEIBA7suQLhNfA/s320/index.jpg" width="320" /></a></div><br /> <p></p>
<p>Perché si è arrivati a questo punto?
Perché la comunità di Cabras si oppone alla richiesta di portare le
statue a Cagliari per restaurarle. Per il semplice motivo che teme
che non le riporteranno più a casa loro.La mancanza di fiducia dei cabraresi
non è fuori luogo, le soprintendenze di Cagliari e Sassari si
comportano con le zone interne della Sardegna come se fossero
territori da cui depredare i beni culturali, e di queste “rapine”
sono responsabili gli archeologi sardi non certamente i politici
</p><p style="margin-bottom: 0cm;">La comunità cabrarese ha ricevuto la
solidarietà di tanti sindaci e del Governatore della Sardegna
Cristian Solinas che afferma:
</p>
<p style="margin-bottom: 0cm;"><span style="font-family: Times New Roman, serif;">«</span><i>I
Giganti di Mont'e Prama sono un bene identitario, una ricchezza di
tutta la Sardegna e patrimonio storico e archeologico di un
territorio che è e deve restare la loro casa naturale, non solo da
un punto di vista simbolico ma anche in chiave di sviluppo. […] Le
stesse operazioni di restauro possono rappresentare un'attrazione
turistica, come avviene di consueto in molte aree archeologiche, e
fornire un'occasione di sviluppo per le comunità locali</i>» (fonte
Ansa).</p>
<p style="margin-bottom: 0cm;">Penso che sia maturo il tempo in cui
gli archeologi sardi comprendano che il patrimonio archeologico e
culturale della Sardegna debba essere valorizzato nei territori in
cui viene rinvenuto. Tutte le statue di Monti Prama dovrebbero stare
in un unico Museo, a Cabras ovviamente.
</p><p style="margin-bottom: 0cm;">
</p>
<p style="margin-bottom: 0cm;">
</p>
<p> </p>Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com1tag:blogger.com,1999:blog-4860774868190641989.post-66581381916364949242021-02-06T19:52:00.004+01:002021-02-06T20:05:05.941+01:00Tombe di Giganti a Sos Lados de Pruna, Bultei<p>
</p>
<h1 class="western" style="font-weight: normal;"><span style="font-size: small;"><span style="font-weight: normal;">di
<b>Franco Laner</b> </span></span>
</h1>
<p style="margin-bottom: 0cm;"><span style="font-size: small;"><span style="font-weight: normal;">Prendo
lo spunto per riesumare un mio articolo del 2002 che scrissi su “La
Voce del Logudoro”, organo della diocesi di Ozieri, da alcune foto
postate da Giovanni Sotgiu su suo sito Facebook a metà n</span>ovembre
2020.</span></p><span style="font-size: small;">Non sono un frequentatore
di social, ma ogni tanto mi arrivano delle notifiche sulla posta ed
allora vado a vedere. Ebbene ho visto le belle foto di siti
archeologici di Sotgiu, con commenti vari, anche di amici, come
l’ing. Angelo Saba. Belle foto, ma quasi sempre prive di commenti,
tal che il primo intervento è sempre: E inue est? Dov’è ‘sta
tomba? Dov’è ‘sto nuraghe? E mi chiedo se ha senso una bella
foto senza commento, descrizione, impressione. Poi si scatenano i
commenti più o meno deliranti: una foto di una interessantissima
sperimentazione forestale, voluta dal grande forestale Pavari nel
1935, a Sa Fraigada, ad un tiro di schioppo dalle TdiG di cui tratto,
che piantò sperimentalmente alberi di Pino laricio nel terreno
granitico, come quello calabrese dove il pino laricio è autoctono,
viene preso per Sequoia. Sequoia in Sardegna? Ebbene sì, ma sul
Limbara, piantati (si dice il Sequoia, in onore del capo Sioux, che
aveva imparato l’inglese) a metà del 1800.</span><p style="margin-bottom: 0cm;"><span style="font-size: small;"> </span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-lnr4Q0o2WKZTZVwdbvCYx6Ph5VDMimmsFZDgqYzBo_ZsxEGt9NqOdhu-H0GN91i6ZcwdoQI5nKEApswtzeclS366AGXUbadt1AqeQl2c1aumwGW4NByVgBCzwqA42qIsOHDoSPHe6A/s1388/sa+Presona+foto+G.+Sotgiu.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="1388" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-lnr4Q0o2WKZTZVwdbvCYx6Ph5VDMimmsFZDgqYzBo_ZsxEGt9NqOdhu-H0GN91i6ZcwdoQI5nKEApswtzeclS366AGXUbadt1AqeQl2c1aumwGW4NByVgBCzwqA42qIsOHDoSPHe6A/s320/sa+Presona+foto+G.+Sotgiu.jpg" width="320" /></a></div><span style="font-size: xx-small;">Foto
di apertura dal sito di Giovanni Sotgiu, sa Presone I</span>
<p style="margin-bottom: 0cm;">
</p>
<p><span style="font-size: small;">Così dunque scrivevo a
proposito del bellissimo sito archeologico ed ambientale.</span></p><p style="margin-bottom: 0cm;"><span style="font-size: small;">Gli occhi curiosi ed
indagatori dell’archeologo Mackenzie, che girò l’Isola
all’inizio dello scorso secolo, si sono posati sulla tomba
dolmenica di Su Coveccu, appena sotto la caserma Sa Pruna, in agro di
Bultei, forse non accorgendosi che solo a qualche decina di metri più
ad est c’erano due Tombe di Giganti e poco più a Nord un’altra
Tomba. La zona è altresì ricca di nuraghi (Sa Paule, Puleju,
Chiricuzzu…) ed altri indicativi resti di manufatti preistorici.</span><span style="font-size: small;"> </span></p><p style="margin-bottom: 0cm;"><span style="font-size: small;">Di Su Coveccu, il
Mackenzie ci ha lasciato una pianta e due sezioni, disegni che
descrivono i resti di un dolmen, caratterizzato appunto da lastre
ortostatiche e lastra apicale.</span></p><p style="margin-bottom: 0cm;"><span style="font-size: small;">Il luogo è molto
suggestivo e credo che a molti piacerebbe starci per l’eternità:
dolce nella morfologia, ricco d’acque sorgive (ad esempio la
Fontana S’Abba ‘e Selighe), riparato dai venti e ora regno di
promettenti sughere e buoni pascoli. L’Amministrazione comunale di
Bultei ha inserito tale sito in un percorso turistico-archeologico
per valorizzare sia l’ambiente naturale –altre volte ho parlato
del “<i>cuore verde della Sardegna nuragica</i>”, che ha il suo
fulcro a Sa Fraigada- e le preesistenze archeologiche, numerose e
singolari, che il territorio bulteino conta, assieme ai limitrofi
Comuni del Goceano.</span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEXR-sPEM0xJ2ek0lB1z4qE_cp7g7u_5OdSbia5kZvVBBn8iCLtZH1aWpyuU22rE8-pR_Tdtz5ZvMhBke3aW60_57IwbY7h0CotwMfjHlP6qCIM5gD8ysHCyVtCWVQMaAyf8jSSZYzxg/s1060/1a.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1060" data-original-width="983" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEXR-sPEM0xJ2ek0lB1z4qE_cp7g7u_5OdSbia5kZvVBBn8iCLtZH1aWpyuU22rE8-pR_Tdtz5ZvMhBke3aW60_57IwbY7h0CotwMfjHlP6qCIM5gD8ysHCyVtCWVQMaAyf8jSSZYzxg/s320/1a.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpgJm85YvaAKsqXXIjcSRb3H5yxx8up5Hjk7ZQ24xqfKafeD2MfPYG22krd-vRm-GKW6MQk3d-dkf9OFEQSv9qKCKZSRyZxSaFgmHeWwE6Fuv7IsYvG9yXcHopOhMtg6b4jUPS0WpH7Q/s1412/1b.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="975" data-original-width="1412" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpgJm85YvaAKsqXXIjcSRb3H5yxx8up5Hjk7ZQ24xqfKafeD2MfPYG22krd-vRm-GKW6MQk3d-dkf9OFEQSv9qKCKZSRyZxSaFgmHeWwE6Fuv7IsYvG9yXcHopOhMtg6b4jUPS0WpH7Q/s320/1b.jpg" width="320" /></a><span style="font-size: xx-small;"> </span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: xx-small;">Le
Tombe di Giganti di Sas Presones si trovano appena sotto la caserma
della Forestale di Sa Pruna, fra Nughedu e Bultei. Nel particolare
IGM: 1. Su Coveccu, 2. Sa Presone I, 3. Sa Presone II</span></div><p style="margin-bottom: 0cm;"><span style="font-size: xx-small;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: xx-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDBBrb1UXE4EYWBFuVqIcJXhEp6aWvYx3UApgN241LQJjHIZJsHBlni9Hik6ZBcVM5Ps7VEmkKCx_VCmqqQujoxN3kH2p2gaLGX2icbZyJZhbdXsFEL4TDjrDEahv5dKM4cu_oHFrsYQ/s929/2+mckenzie.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="929" data-original-width="671" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDBBrb1UXE4EYWBFuVqIcJXhEp6aWvYx3UApgN241LQJjHIZJsHBlni9Hik6ZBcVM5Ps7VEmkKCx_VCmqqQujoxN3kH2p2gaLGX2icbZyJZhbdXsFEL4TDjrDEahv5dKM4cu_oHFrsYQ/s320/2+mckenzie.jpg" /></a></span></div><span style="font-size: xx-small;"> </span><span style="font-size: xx-small;">Su
Coveccu. Il disegno di Meckenzie e lo schizzo assonometrico
interpretativo dello stesso. Ora la lastra di copertura giace rotta
qualche metro più sotto e non ci sono più le pietre ortostatiche.
Non è facile dire se questo monumento fosse un dolmen
successivamente riadattato o se sia già nato come Tomba di Giganti</span><p></p><p><span style="font-size: xx-small;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: xx-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRsvC7LlWryl0h89IAGUPuoMZFLl6Dav4vXVQ06R16QgfoM3JewZh8pMkXugrFDecq-uiX5-PTgdNOJ9YYzJPJg9qApX76Un9TyJrs769riSgfpkNLvvNNWpU1LFAyp5YRohlnHxSOgQ/s1084/3+lai.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="853" data-original-width="1084" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRsvC7LlWryl0h89IAGUPuoMZFLl6Dav4vXVQ06R16QgfoM3JewZh8pMkXugrFDecq-uiX5-PTgdNOJ9YYzJPJg9qApX76Un9TyJrs769riSgfpkNLvvNNWpU1LFAyp5YRohlnHxSOgQ/s320/3+lai.jpg" width="320" /></a></span></div><span style="font-size: xx-small;"> </span><span style="font-size: xx-small;">Rilevo
di Sas Presones eseguito dallo studio del geom. Vincenzo Lai di
Ozieri. La datazione cronologica fra le due Tombe potrebbe essere di
grande aiuto per la comprensione di questi monumenti</span>
<p></p><p style="margin-bottom: 0cm;"><span style="font-size: small;">Il percorso che
l’amministrazione voleva valorizzare interessa appunto anche la
<i>necropoli</i> –esagero, ma non è facile trovare tante tombe
così vicine- è stato oggetto di scavo, iniziato nel 2001, delle due
Tombe, Sa Presone I e Sa Presone II.</span></p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Ecco, è proprio sugli
scavi che voglio esprimere il mio pensiero, che è un pensiero che si
è venuto formando soprattutto da quando ho visto lo strazio del
nuraghe Sa Mandra de sa Jua a S. Nicola di Ozieri.</span></p><p style="margin-bottom: 0cm;"><span style="font-size: small;">Individuato un sito,
ottenuti i finanziamenti, gli ingordi archeologi portano alla luce
ciò che il tempo, lento giardiniere, ha sepolto e conservato. Si
procede “scientificamente”, mettendo in evidenza i vari strati,
registrando i reperti ed i cocci, fin che, ad un certo punto, come
una scure, si abbatte una notizia ferale: <i><b>non ci sono più
soldi</b></i>! Laddove si udiva appena il frusciare della scopina che
ripuliva l’affiorante curva di un coccio, con l’inevitabile
aumento del pulsare cardiaco, piomba il silenzio e l’abbandono.</span><span style="font-size: small;">Anche se l’evento era
annunciato, pure è tale che ogni azione si arresta. Il labile
recinto dello scavo rimane l’unico custode di un corpo semisvelato
che ricomincia ad essere protetto dal tempo, che con nuova pazienza
ricopre il luogo e con lui, l’oblio.</span><span style="font-size: small;">A volte c’è un
sussulto, dato dall’ultima visita di tombaroli che trovano la
strada aperta…</span><span style="font-size: small;">Cosa ha prodotto lo scavo?
Oltre all’evidente danno dato dalla nuova esposizione all’ingiuria
del tempo, ci dovrebbe essere almeno il conforto della relazione di
scavo, dell’elenco dei reperti, dalle nuove acquisizioni. Campa
cavallo…</span><span style="font-size: small;">A Sas Presones si è
ripetuta la sceneggiata. Il sito è stato scavato, si è evidenziata
la consistenza delle due tombe ed il luogo è stato quindi
abbandonato…Sono finiti i soldi? No! E allora? Siamo al punto che
la prassi di abbandonare gli scavi intrapresi, dovuta alla mancanza
di fondi, diventa regola anche se i fondi ci sono ancora!</span><span style="font-size: small;">A volte ho maliziosamente
pensato che anche gli archeologi siano mentalmente dei tombaroli:
l’interesse è per il ritrovamento, per lo scoop. Se non c’è,
non ne deriva riconoscimento…</span><span style="font-size: small;"> Di piantare in asso un
lavoro è dunque una regola assai diffusa. Ma anche se un solo scavo
fosse impropriamente interrotto sarebbe deplorevole, perché mai
avrebbe dovuto iniziare. In gran parte del mondo si chiede con forza
una moratoria degli scavi e si chiede a gran voce di catalogare le
tante casse di reperti abbandonate nei depositi delle Soprintendenze,
di scrivere le relazioni di scavo e di cercar di tutelare e
proteggere i tanti siti buttati per aria in questi ultimi anni.</span><span style="font-size: small;"> Trovato ciò che si
sperava, o viceversa delusi, il monumento non riveste più alcuna
importanza, tanto meno ci si cura di proteggere ciò che si è
scoperto. E si abbandona al degrado.</span></p><p style="margin-bottom: 0cm;"><span style="font-size: small;">Ciò - per me - è,
culturalmente e socialmente, sacrilego ed immorale.</span></p><p><span style="font-size: small;">Si vada, e concludo con
questo discorso, a far visita al già citato Sa Mandra de sa Jua, che
da sito protetto dalla madre terra, ora è un cesso a cielo aperto
(la parola non è volgare, è volgare chi ha fatto si che tale
diventasse un monumento) e neanche una riga è stata scritta
sull’esito di questo scavo. Diversi anni fa, venti circa, chiesi la
pianta del nuraghe, sia all’assessore alla cultura del Comune di
Ozieri che finanziò lo scavo, sia alla Soprintendenza di Sassari.
Ancora sto aspettando!</span><span style="font-size: small;">Tornando a Sas Presones
penso che, per chi abbia scelto di fare l’archeologo, le (è una
signora che ha diretto gli scavi, tale Chiara Satta, archeologa della
Soprintendenza di Sassari)) sia stata offerta una opportunità. Come
dicevo all’inizio, il luogo induce, proprio dal punto di vista
archeologico, morfologico ed ambientale, alla ricerca,
all’acquietamento spirituale, alla calma e serenità. Le tre tombe
lo rendono enigmatico ed entusiasmante, sicura premessa a nuove
conoscenze.</span><span style="font-size: small;"> </span></p><p><span style="font-size: small;">Infatti, oltre alla
presenza di Su Coveccu, ci sono due tombe, l’una che quasi si
sovrappone all’altra. Una che è più grande ed è del tipo senza
la cosiddetta stele centinata e probabilmente anche l’altra, forse
precedente, ma è solo un giudizio non supportato da altri elementi,
come quelli di scavo.</span>
</p><p style="margin-bottom: 0cm;"><span style="font-size: small;">Fra Su Coveccu e Sas
Presones, più vicino a Su Coveccu, c’è un concio a dentelli. Da
quale delle tombe provenga è difficile ipotizzare, può darsi
benissimo anche dall’ex dolmen, riutilizzato a tomba, poiché se
anche il disegno del Mackenzie raffigura un dolmen, i resti indicano
piuttosto una pianta di Tomba di Giganti, come peraltro si legge
anche nel disegno, dove si vede la parte absidata, impropria per un
dolmen.</span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinTwlwLFUAOVHaFlaU2eGphh2m56UXJvYkD2BVTLGi3bl10Hr6hDc_OjGhfg0T_t-QuuvgvhbYkMfSmDdXIa_vR1IXyUKbTyItt1ymDQJOZy9Re1LxcxQWnqk-nzmZJxUM-DRsDaAvTw/s746/4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="601" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinTwlwLFUAOVHaFlaU2eGphh2m56UXJvYkD2BVTLGi3bl10Hr6hDc_OjGhfg0T_t-QuuvgvhbYkMfSmDdXIa_vR1IXyUKbTyItt1ymDQJOZy9Re1LxcxQWnqk-nzmZJxUM-DRsDaAvTw/s320/4.jpg" width="320" /></a></div><span style="font-size: xx-small;">Il
concio a dentelli. Sarebbe interessante conoscere se proviene da Sas
Presones o da Su Coveccu</span><p style="margin-bottom: 0cm;"><br />
</p>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Entrambe le tombe scavate
mettono in luce l’apparecchio murario classico del nuragico: filari
con grandi conci che progressivamente sbalzano verso l’alto,
restringendo la luce libera fra i due muri, chiusi superiormente da
lastre semplicemente appoggiate.</span></p><span style="font-size: small;">Il corpo sepolcrale di Sa
Presone I, così si può leggere superficialmente, è caratterizzato
da un tumulo, enfatizzato da grandi massi e lastre, a mò di guscio
di tartaruga. Nella piccola, il tumulo è caratterizzato da pietre
più minute.</span>
<p style="margin-bottom: 0cm;"><span style="font-size: small;">Tante altre sono le
domande che pongono i resti di questi straordinari monumenti, unicum
al mondo e forse un po’ trascurati dagli archeologi che si
interrogano più sui nuraghi che sulle Tombe di Giganti.</span></p><p style="margin-bottom: 0cm;"><span style="font-size: small;"> </span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOX_7Vd2Ep4RffFSKkZtr2VWX-WfNIpTd_lo8T3lduDQll9kEGotp9OIZKDu_lsrVlw75EyXr_1ZWOpTW3gGgi8MKeRAj-yXJzGO9BrsDwrr6-Rj6cIzFKIWMx6V4d_BaD3SfxVSkY6w/s727/5+sa+presone+II.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="727" data-original-width="676" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOX_7Vd2Ep4RffFSKkZtr2VWX-WfNIpTd_lo8T3lduDQll9kEGotp9OIZKDu_lsrVlw75EyXr_1ZWOpTW3gGgi8MKeRAj-yXJzGO9BrsDwrr6-Rj6cIzFKIWMx6V4d_BaD3SfxVSkY6w/s320/5+sa+presone+II.jpg" /></a></div><span style="font-size: xx-small;">Sa
Presone II al momento dell’abbandono degli scavi. </span> <p style="margin-bottom: 0cm;"> </p><p style="margin-bottom: 0cm;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB9ez5_aDotQx-PEGhOCHUir5VSvwxpza3AiUWHPOe8KPViVz4ptvPPYjQr2jzWGrXpIVLtUTzFrgyXhlvrb8x6jbaI4AscXCPOjfVRQEeQHXC9tqtuc3t6eHIclsiaz4F-l10c6kj6Q/s661/6+sas+presones.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="460" data-original-width="661" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB9ez5_aDotQx-PEGhOCHUir5VSvwxpza3AiUWHPOe8KPViVz4ptvPPYjQr2jzWGrXpIVLtUTzFrgyXhlvrb8x6jbaI4AscXCPOjfVRQEeQHXC9tqtuc3t6eHIclsiaz4F-l10c6kj6Q/s320/6+sas+presones.jpg" width="320" /></a></div> <span style="font-size: xx-small;">Si
noti la grande cura nel chiudere l’apparecchio murario</span><p></p><p style="margin-bottom: 0cm;"><span style="font-size: xx-small;"> </span></p><p style="margin-bottom: 0cm;"><span style="font-size: xx-small;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: xx-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfwb5bSTMgxnIfzsJTCDJcHfPi2gZjyuUkEv3e2TTEF2wF6YzEsRarDGdNoiGgRTXwo1zVLHiZImjxitxREHdBhRpAUeRsLpkTLb0ZyHiPDMTKQqNIcPz4Wp6AXtd_eF2tV9PiWCsBHg/s1045/7.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1045" data-original-width="686" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfwb5bSTMgxnIfzsJTCDJcHfPi2gZjyuUkEv3e2TTEF2wF6YzEsRarDGdNoiGgRTXwo1zVLHiZImjxitxREHdBhRpAUeRsLpkTLb0ZyHiPDMTKQqNIcPz4Wp6AXtd_eF2tV9PiWCsBHg/s320/7.jpg" /></a></span></div><span style="font-size: xx-small;"> </span><span style="font-size: xx-small;">Sa
Presone I a dicembre 2002. L’esedra è stata pulita ed il
monumento si può leggere nella sua interezza. Nella foto dal
monumento si notano i cosiddetti “sedili”, che affiancano un
corno dell’esedra</span><p></p>
<p><span style="font-size: small;">I due rami dell’esedra
hanno un raccordo col terreno che viene definito “sedile”,
immaginando che lì si sedesse chi assisteva alle cerimonie funebri.
Ho provato a sedermi: come sedile è decisamente scomodo e dopo un
po’ fanno male le parti molli: forse i nostri progenitori erano
così diversi?</span></p><p><span style="font-size: small;">L’apparecchio murario
della “piccola”, pur appartenendo alla tecnica muraria nuragica e
ciclopica, ha particolare cura nella chiusura delle connessioni di
sovrapposizione dei conci, quasi a voler ricreare la lastra liscia e
continua, di dolmenica memoria. E’ forse un anello di passaggio fra
dolmenico e nuragico? Il pavimento della “grande” è di terra
battuta, o ci sono lastre? Che reperti sono venuti alla luce? Che
frequentazione temporale hanno avute le Tombe? Si può sapere di più
sui betili che si infilavano nei dentelli del concio? Ecc., ecc.
Certo pretendere da uno scavo tante risposte sarebbe velleitario. Ma
nemmeno il silenzio mi pare giustificato.</span><span style="font-size: small;"> </span></p><p><span style="font-size: small;">Se si vuole valorizzare un
sito - e questa è l’intenzione dell’Amministrazione di Bultei -
è necessario avviare un processo di conoscenza ed un confronto
serrato: solo in questo modo si potranno far parlare le pietre di Sas
Presones e Su Coveccu, che altrimenti resteranno mute e nulla diranno
ai visitatori e studiosi.</span><span style="font-size: small;"> </span></p><p><span style="font-size: small;">Saranno, come sono stati
fin’ora, mucchi di pietre.</span><span style="font-size: small;"> </span></p><p><span style="font-size: small;">Sono però convinto che
parleranno, ma prima dobbiamo convincerci che fare l’archeologo non
è un mestiere: è una missione.</span>
</p><p style="margin-bottom: 0cm;"><br />
</p>Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-23771760593694549562020-12-03T11:49:00.026+01:002020-12-04T09:26:54.577+01:00e/o, analisi critica ad un articolo di A. Stiglitz<p>
</p><p style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">di<span style="font-style: normal;"><b>
Franco Laner</b></span></span></span></span></p><p style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-style: normal;"><b></b></span></span></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdqF7bL3mfG_Yz6jaV7VPpiZ8eXN1BX8j2Z0rH1chHQug1bOrEf1loPMRM7KijI8o3J9qjvb1ME4qpdfIaNbPkrgj8TUiMDepthh6JyfklkmepA9t49H51cuFSKX26rTlBurI8jetgXg/s2048/oh+che+bel+castello%2521.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1436" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdqF7bL3mfG_Yz6jaV7VPpiZ8eXN1BX8j2Z0rH1chHQug1bOrEf1loPMRM7KijI8o3J9qjvb1ME4qpdfIaNbPkrgj8TUiMDepthh6JyfklkmepA9t49H51cuFSKX26rTlBurI8jetgXg/s320/oh+che+bel+castello%2521.jpg" width="320" /></a></b></span></span></span></div><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><b><br /> </b></span></span></span>
<p></p><p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Oh,
che bel castello! La fotocopia non è venuta male, è proprio
l’immagine originale poco definita (Archeologia Viva 204). Le torri
sono circolari e/o quadrate</span></span></span><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">.</span></span></span></p><p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">La
teoria del nuraghe fortezza trova nell’<b>attivista di condivisione
sociale delle conoscenze</b>, l’archeologo Alfonso Stigliz, un modo
nuovo di proporsi senza mai sostenere la teoria, madre di ogni
sciocchezza.</span></span></span><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"> Tempo
fa, dovendo scegliere un piatto in un ristorante gettonato, notai la
seguente proposta:</span></span></span><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><i> pesce
veloce del Baltico su letto di crema di mais.</i> Ne chiesi la
descrizione: polenta e baccalà! Questo
mi venne in mente quando mi informai sull’autore di un articolo su
Archeologia Viva, n. 204, “C’era una volta un nuraghe dove…”,
Alfonso Stigliz, che nella sua autobiografia si definisce come
scritto sopra. Forse aspira a fare il giornalista, mi sono detto,
oppure il professore o il pubblicista, boh! Sapevo
che fosse archeologo.</span></span></span><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"> </span></span></span></p><p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Sinceramente
preferisco <i>spazzino</i> piuttosto che <i>operatore ecologico </i>o<i>
domestica </i>a<i> collaboratrice familiare.</i> Altrove
si definisce archeologo con gli scarponi. Come dire: s<i>carpe grosse
e cervello fine</i>? <b>E/o</b> archeologo che si contamina con gli
scavi.</span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Comunque
sia l’articolo tratta dell’armoniosa convivenza fra nuragici e
fenici, sostenuta dai reperti di scavo del nuraghe S’Urachi di San
Vero di Milis.</span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Si
meraviglia l’Autore che il nuraghe sia stato realizzato sul piano,
acquitrinoso per giunta. Ma come? </span></span></span>
</p><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">I
nuraghi devono essere a vista, in alto, come un castello che si
rispetti. Si consoli Stigliz. Il nuraghe Funtana di Ittireddu è nel
posto più basso della valle. Piuttosto pensi che il nuraghe può
essere in cima ad un cocuzzolo <b>e/o </b>in pianura.</span></span></span>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Voglio
soffermarmi però sulla questione che mi sta a cuore, quella del
nuraghe fortezza, madre di ogni sciocchezza. Fin che potrò non
smetterò di ripetere alla nausea questo slogan, convinto forse che<i>
repetita</i> <i>iuvant</i>!</span></span></span></p>
<p>
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">La
sua ricostruzione è molto birichina. Mai si dice che il nuraghe
abbia destinazione militare. Anzi
è possibilista. C’è un fosso di qualche metro davanti
all’antimurale. Cosa potrebbe essere? Il letto di un vecchio
torrente, un sistema di drenaggio <b>e/o</b> un fossato difensivo. Se
cerca bene forse trova i segni del ponte levatoio…</span></span></span><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"> </span></span></span></p><p><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Ci
sono tre soldati, uno di ronda, uno a guardia dell’entrata, portale
con profilo gotico (ovvio, nella Sardegna nuragica c’erano i
prolegomeni gotici), uno, pacifista che si intrattiene col nuovo
arrivato fenicio.</span></span></span><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"> </span></span></span></p><p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">L’innovativa
sorpresa è però il coronamento delle torri: i merli, anch’essi
con profili gotici. Ma
perdio, come è possibile realizzare un coronamento a sbalzo su
muratura a secco?</span></span></span><span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"> Nel disegno i nuraghi non hanno pianta circolare, sono stondati, anzi
sono quasi quadrati. Sono circolari <b>e/o </b>quadrati. </span></span></span>
</p><p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">In
fin dei conti il nuraghe è a un tiro di schioppo dai modelli di
nuraghe quadrati di Monte Prama.</span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Il
disegno è un capolavoro: non è nitido, ma scontornato, evanescente,
è un sogno. </span></span></span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Vero
<b>e/o</b> fantastico al contempo.</span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Difficile
star seduti su due sedie, anche perché gli umani hanno solo un culo.</span></span></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Venezia,
03/12/2020</span></span></span></p>
<p> </p>Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-15092481024922266442020-11-19T18:14:00.007+01:002020-11-19T18:31:27.754+01:00A proposito de Nel Segno di Orione<p> <!--[if gte mso 9]><xml>
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</o:shapelayout></xml><![endif]--><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Helvetica;">di Mauro Peppino Zedda</span>
</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgp8ZJ-zTUbdEIymuubJbwrB5hZg95I55vyUmKE4wVGm1X61aUyz5H9JziyvIEA639p6AS7VaSZ0n4CPQw4tpOL6kOL5soXu9DxXlkyNBof0HuCbl8kav99PzAD3I-5EL_RS75hiTu9Q/s2048/cop+nel+segno+di+orione%25281%2529.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgp8ZJ-zTUbdEIymuubJbwrB5hZg95I55vyUmKE4wVGm1X61aUyz5H9JziyvIEA639p6AS7VaSZ0n4CPQw4tpOL6kOL5soXu9DxXlkyNBof0HuCbl8kav99PzAD3I-5EL_RS75hiTu9Q/s320/cop+nel+segno+di+orione%25281%2529.jpg" /></a></div><br />
<p class="MsoNormal"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Helvetica;">Nei giorni scorsi mi è arrivata una lettera dell'orientalista
Federico Mazza, contenente una critica al mio libro Nel Segno di Orione. </span><span style="mso-bidi-font-family: "Times New Roman";"></span></p>
<p class="MsoNormal"><span style="mso-bidi-font-family: "Times New Roman";">Nel
1988, lo studioso in questione si cimentò nella interpretazione della
iscrizione </span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Helvetica;">Adon Sid Addir B'by presente nel tempio di Antas a
Fluminimaggiore </span><span style="mso-bidi-font-family: "Times New Roman";">propose
che il termine B'by potesse riferirsi ad ambito egizio: «<i>è ormai
generalmente acquisito che il Bábys di Ellanico e il Bébon di Plutarco indicano
il medesimo personaggio divino e che esso si identifica con il demone egiziano
noto, in epoca arcaica nei testi delle piramidi e dei sarcofagi, con i nomi di
Bȝby, Bȝbȝwy o Bȝbwy e, più tardi, a partire dal Nuovo Regno, anche col nome di
Bȝbȝ.</i></span></p>
<p class="MsoNormal"><i><span style="mso-bidi-font-family: "Times New Roman";">Tale
divinità, rappresentata solitamente come un vecchio babbuino o, più tardi, come
una figura umana cinocefala, mostra una personalità particolarmente complessa,
con caratteri ed attribuzioni che variano dalla natura di genio potente contro
le forze del male invocato nei riti di magia, a quella di demone ctonio, a
quella di essere dotato di straordinaria attività sessuale, che dona
magicamente all'uomo virilità ed inesauribile fertilità, a quella inoltre di
divinità connessa con il potere regale</span></i><span style="mso-bidi-font-family: "Times New Roman";">» (Mazza 1988: 55).</span></p>
<p class="MsoNormal"><span style="mso-bidi-font-family: "Times New Roman";">L'interpretazione
di Mazza si è rivelata straordinariamente in sintonia con l'orientamento
(rivolto al sorgere di Orione) del tempio e della necropoli di Antas, e non
solo, al Bȝby egizio ovvero al demone con sembianze da babbuino protettore
della barca solare, paiono richiamarsi le navicelle con babbuino del periodo
tardo-nuragico trovate a Baunei e a Villagrande Strisaili. </span></p>
<p class="MsoNormal" style="text-autospace: ideograph-numeric;"><span style="mso-bidi-font-family: "Times New Roman";">La presenza in Sardegna di due
navicelle tardo-nuragiche che mostrano elementi culturali affini al <i>Bȝby,
Bȝbȝwy o Bȝbwy, Bȝb</i>ȝ, di tradizione egizia, mi pare un fatto di
straordinaria importanza.</span></p>
<p class="MsoNormal"><span style="mso-bidi-font-family: "Times New Roman";">Sulla
scorta dell'interpretazione di Federico Mazza (1988) e con la datazione al XI-X
della navicella di Baunei proposta da Fulvia Lo Schiavo, si potrebbe concludere
che B'by corrisponda ad un «<i>personaggio divino e che esso si identifica con
il demone egiziano noto, in epoca arcaica nei testi delle piramidi e dei
sarcofagi, con i nomi di Bȝby, Bȝbȝwy o Bȝbwy e, più tardi, a partire dal Nuovo
Regno, anche col nome di Bȝb</i>ȝ», arrivato in Sardegna per il tramite di
popolazioni levantine da identificarsi con gli Shardana.</span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Helvetica;"></span></p>
<p class="MsoNormal"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Helvetica;">Di seguito vi riporto la critica che di Federico Mazza a Nel
Segno di Orione:</span></p>
<p class="MsoNormal"> </p>
<p class="MsoNormal"><i>ho letto con attenzione e molto piacere il suo libro “Nel
segno di Orione”, del quale – da un punto di vista generale – ho apprezzato
l’originalità di una serie di tesi proposte, insieme alla ricchezza e
all’articolazione delle argomentazioni a sostegno.</i></p>
<p class="MsoNormal"><i>Più nel merito, il primo capitolo del volume ha rinnovato
il mio interesse per uno dei temi più affascinanti della storia mediterranea
del II millennio a.C., quale quello del rapporto tra Sardegna e Shardana, nel
quadro più generale e articolato delle vicende dei cosiddetti “Popoli del
mare”. Il suo esame dei contesti storici e archeologici al riguardo mi è parso
molto approfondito e documentato e mi trova concorde con le sue conclusioni,
che, dal punto di vista orientalistico, sono in armonia anche con quanto
sostenuto in Italia da studiosi come Piero Bartoloni e i compianti Giovanni
Garbini e Sebastiano Tusa.</i></p>
<p class="MsoNormal"><i>Il secondo capitolo ha ovviamente catturato in modo
particolare la mia attenzione e mi fa molto piacere constatare come una mia
antica proposta circa l’appellativo B’by riferito al dio Sid abbia potuto
trovare ulteriore luce e una rinnovata prospettiva nella sua originale
rilettura del rapporto Sid/Osiride/Orione – Sardus Pater. Oltre a ciò, pur non
essendo addentro alle questioni di archeoastronomia, mi è sembrato assai
significativo quanto da lei evidenziato circa l’orientamento del tempio di
Antas rispetto ai riferimenti della volta celeste, ancor più se si aggiungono
alle suggestive considerazioni sull’orientamento delle necropoli e dell’altare
tardo-nuragico. Sono considerazioni certamente pertinenti e che fanno
intravedere come lo sviluppo della conoscenza si possa giovare utilmente del
concorso complementare tra tradizionali campi di studio e approcci scientifici
innovativi.</i></p>
<p class="MsoNormal"><i>Infine, ho trovato parimenti molto interessante la sua
valutazione delle statue di Monti Prama come rappresentazione di una sorta di
Atlanti che sostengono la volta celeste, resa simbolicamente come uno scudo.
Anche a questo proposito le sue argomentazioni mi sono apparse particolarmente
plausibili e circostanziate, anche alla luce dell’efficace confronto finale con
la raffigurazione di Atlante sulla coppa del VI secolo da Sparta.</i></p>
<p class="MsoNormal"><i>Complimenti dunque per questo libro suggestivo e denso di
spunti sul piano storico, archeologico e culturale.</i></p>
<p class="MsoNormal"><i> </i></p>
<p class="MsoBodyText">Federico Mazza</p>
<p class="MsoBodyText"> </p>
<p class="MsoNormal" style="text-autospace: ideograph-numeric;"> </p>
<p></p>Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-49598496961186988152020-11-11T11:55:00.002+01:002020-11-11T11:55:14.624+01:00In ricordo di Antonietta Boninu
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><b>Franco Laner<span style="color: black;"><b><br />
<br />
</b></span></b></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><i>Omaggio alla Signora dell’archeologia
sarda</i></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Non ci si abitua alle brutte notizie, nemmeno
in tempo di Covid. </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">E questa, dell’improvvisa morte
dell’archeologa Antonietta Boninu, mi ha davvero colto di sorpresa
e profondamente rattristato.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">In un attimo sono scorse nella mia mente le
immagini di alcuni episodi della mia esperienza da dilettante
archeologo che ritengo per me costruttivi: quelli in cui ho avuto
l’archeologa sarda come interlocutrice. </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Ho conosciuto Antonietta – nell’ultimo
incontro alcuni anni fa a Paulilatino ci siamo dati del tu – il 4
aprile del 1998 a Ferrara, in occasione del Salone dell’arte del
restauro e della conservazione dei Beni culturali e ambientali.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Questa data non è frutto di memoria – ahimè,
questa capacità è per me ormai fievole – bensì è dovuta al mio
diario sardo, che tutt’ora compilo, anche se sempre più di rado,
in cui annoto cose significative sull’archeologia isolana. Per la
verità, negli ultimi anni più che un diario di mie esperienze
dirette con esperienze sul campo, ipotesi e verifiche – vado sempre
più di rado in Sardegna – o registrazioni di nuovi ritrovamenti o
memorie di ricercatori, è una cronaca di banalità ripetute, sempre
meno rotto da focolai di contributi decenti.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Tornando al Salone di Ferrara, nel padiglione
n.5, la Soprintendenza per i Beni archeologici per le provincie di
Sassari e Nuoro esponeva restauri di nuraghi, di pitture di età
neolitica, come quelle di Anghelu Ruju, di Monte d’Accodi e S.
Andrea Priu. Commentai ad alta voce, con dissenso, l’insana
operazione di rimettere in loco, sui nuraghi, pietre cadute e in
particolare, poiché lo conoscevo bene, la posa in opera di conci
caduti e rifacimenti arbitrari del nuraghe <i>Sa mandra ‘e sa Jua</i>
di San Nicola ad Ozieri. Ovviamente si avvicinò la Boninu, curatrice
della mostra e litigammo ferocemente, tant’è che dopo dieci minuti
il padiglione era pieno di visitatori attirati dallo scambio fin
troppo vivace del dibattito.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Qualche mese prima, anche con articoli sulla
Nuova, avevo giudicato il restauro come un’eutanasia del monumento,
poi lasciai perdere per la debolezza dell’archeologa che seguiva il
rifacimento del nuraghe di Ozieri, ma con Antonietta avevo pane
salato per i miei denti.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">L’attaccai ancora in occasione del
consolidamento, grazie al cemento armato, del pericolante e
straordinario per locazione in cima ad uno sperone di roccia, del
nuraghe Majore di Cheremule, che lei <i>imperterrita, smontava e
rimontava</i>, come ebbi a scrivere in un articolo.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Altre occasioni di lite furono un paio di
convegni, fino all’episodio di Li Punti durante la ricomposizione
dei frammenti di Monte Prama, di cui fu la coordinatrice, quando,
assieme al compianto prof. Pittau, ci mise alla porta. Sicuramente
aveva una fetta di ragione, visto che rompavamo…le armonie!</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Eppure ho avuto ed ho, per la Bonino, la
massima stima e considerazione. Ha perseguito con tenacità e
determinazione le sue convinzioni sulla civiltà nuragica, ma sapeva,
e in qualche occasione me lo ha dimostrato, tener conto delle
opinioni altrui e anche farle proprie e mai ha rifiutato il
confronto.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Quando mi sono rivolto a lei, per consigli e
problemi, mi ha trattato signorilmente e aiutato. </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">L’ultima cosa che le chiesi, essendo lei la
responsabile del restauro dei guerrieri di Monte Prama, dove avrei
potuto trovare i risultati delle prove di caratterizzazione del
biocalcare delle statue previste nei fondi ministeriali per il
restauro assegnati al Centro di LI Punti, mi indirizzò a chi di
dovere. Sapeva che non erano mai state eseguite e voleva che la
questione venisse chiarita.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Dura, inflessibile, determinata. Bellissima
figura di studiosa. Questo pensavo durante il suo straordinariamente
puntuale intervento a Paulilatino, il 22 giugno del 2016 in occasione
di un convegno su Monte Prama che organizzai. Ci fece rivivere
l’avventura della ricostruzione dei giganti, le difficoltà e le
soluzioni.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Preferisco, mi confidò a Paulilatino, per i
miei restauri, gli architetti ai geometri e agli ingegneri.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Grazie per la mia categoria anche se in cuor
mio so che non è proprio così!</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Pranzammo assieme. Non riuscii nemmeno ad
offrire la pastasciutta a lei e a due sue giovani collaboratrici, che
la portarono da Sassari. Ovviamente non volle nemmeno un minimo di
rimborso spese!</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">In sintesi. Sarda e archeologa. Inflessibile
con sé prima che con gli altri. Cocciuta? No assolutamente, bensì
intelligentemente determinata.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Franco Laner</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Venezia, 11 nov. 2020</span></p>
Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-90730248459729396982020-10-06T12:19:00.003+02:002020-10-06T13:38:20.210+02:00E dagli col nuraghe = castello-fortezza, madre di ogni sciocchezza
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"></span><div class="separator" style="clear: both; text-align: center;"><span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoE3fOx5pkywB0-FNJvdFqzKp9eyLNyZcM-8rRcwBYJjt9HISTgvze8KQ9iyQweRmpy3z09xTblnx-qY0grkW0xIn2jVEgJPnPcRAD1vL-8n0mN7gmARIJ5_9waw50LRG7UwE57O5pPw/s470/testa.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a> </span></div><span style="color: black;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEdFGYvvX5eHxcl8PnTHYSCnvOTw5ZMLnHr3nH3gW_gLMH00VHO4HeRrU9kknFXerYlVwPlGhjU99-JPwNg67DLssL3Rhs0VGvnjcXRcocfpBZHhGoNxmvNPA3OiGJ9Lb5gmL0dca_2A/s394/dida.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a> </div><br />di <strong>Franco Laner</strong></span><p></p><p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;"> </p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Archeologia Viva n.203, sett-ott 2020</span></p>
<p style="margin-bottom: 0cm;">Articolo di Giorgio Murru, coordinatore
Scientifico Fondazione Barumini. direttore Polo museale Sanluri,
direttore Museo Laconi.</p>
<p style="margin-bottom: 0cm;"><i>Vetrina per il pluridirettore Murru
dove si evocano “</i><i><b>Spiriti e dei nella Sardegna
preistorica”</b></i><i>, (titolo articolo) con aggiunzioni poetiche
che fan venire il latte alle ginocchia. Non sono riuscito a finir di
leggere il testo, perché mi sono bastate e avanzate le didascalie,
delle invero molto belle foto di Nicola Castangia</i></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Apprendo, intanto, che nella domus S’incantu
di Putifigari <i>si rimane sbalorditi difronte a tanta meraviglia.
</i><i><b>Lontani germi</b></i><i> del Rinascimento sembrano
manifestarsi nella fusione armonica di religione e arte</i>… mentre
-più avanti – <i>il portello della domus di Tracucu è
incorniciato in una centina</i> (centina = struttura provvisoria di
legno che serve per sostenere gli archi e le volte durante la
costruzione, v. Vocabolario Treccani) <i>che esprime la scelta
dell’artista di inserire un elemento di novità. Che genio
quest’uomo! È consapevole di violare la sacralità del luogo</i>…
</span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Ma ha mai pensato il direttore che quella
chiama centina - che volgare definizione! – non sia la volta del
cielo?</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">E’ sui nuraghi però che il Nostro dà sfogo
all’accumulo culturale finalmente liberato:</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">…<i>essi sono la più alta espressione
architettonica del megalitismo nel Mediterraneo occidentale</i></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Direttore, non è megalitismo, bensì opera
ciclopica. I betili appartengono al megalitismo, anche i dolmen, ma
non i nuraghi.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">La distinzione è fondamentale per gli
archeologi mondiali (v. Le Scienze, n. 145, 1980, art. di Glyn Daniel
“I monumenti megalitici”). Col megalitismo si dà definizione e
funzione ad un’opera con pochissimi elementi lapidei, mentre con
molti elementi l’opera è ciclopica. Entrambi fanno comunque uso di
grandi pietre. </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">L’aggettivo<i> architettonico</i> lo userei
per qualche nuraghe, esempio Is Paras, ma per Barumini basta e avanza
l’aggettivo<i> tettonico</i>. Altrimenti dovrei dire che tutte le
case sono architettura, mentre la totalità è solo edilizia,
costruzione, e non appartengono alla creazione dello spirito.
Altrimenti si confonde architettura con costruzione, arte con
tecnologia.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Ma ciò che davvero mi rinnova profondo
rammarico, sempre sui nuraghi, è il riferimento <i>al fortissimo</i>
<i>Giovanni Lilliu, padre della moderna</i> (finalmente d’accordo:
<i>moderna</i>, non <i>contemporanea</i>) <i>archeologia che
all’ombra delle mura ciclopiche di quel che possiamo definire il
primo castello del mondo occidentale...</i></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Il nostro direttore, anche lui moderno, non si
è accorto che i nuraghi non appartengono al profano, ma al sacro.
Vogliamo fare una prova: alzino la mano gli archeologi che pensano
oggi che i nuraghi siano fortezze, castelli, o giù di lì!</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Qualcuno ha alzato la mano? Sono quelle degli
aspiranti accademici o soprintendenti.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Quando affermo che una tale visione provoca
distorsioni a catena, lo dimostro semplicemente riportando una frase
di un’altra didascalia dell’articolo. Scrive il Nostro a
proposito delle statue-menhir a fronte della tomba-menhir di Aiodda:
<i>entrambe armate con pugnale sono il corpo di guardia a protezione
dei defunti.</i></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Immediatamente il pugnale è legato ad un’arma.
Mentre più spesso è solo un oggetto sacrificale o un oggetto d’uso.
Ma chi ha in mente il bellicoso e guerrafondaio nuragico non può che
rimanere prigioniero del nuraghe-fortezza o dei castelli feudali
medioevali. Questa visione è stata (e lo è tutt’ora) il più
serio ostacolo alla ricerca sulla civiltà nuragica.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Infine, scopro, dopo i modelli di nuraghe con
terrazzo <b>quadrato</b> di Monte Prama, che i giganti<i> hanno il
volto coperto da una maschera aderente, forse in cuoio…</i></span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoE3fOx5pkywB0-FNJvdFqzKp9eyLNyZcM-8rRcwBYJjt9HISTgvze8KQ9iyQweRmpy3z09xTblnx-qY0grkW0xIn2jVEgJPnPcRAD1vL-8n0mN7gmARIJ5_9waw50LRG7UwE57O5pPw/s470/testa.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="470" data-original-width="363" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoE3fOx5pkywB0-FNJvdFqzKp9eyLNyZcM-8rRcwBYJjt9HISTgvze8KQ9iyQweRmpy3z09xTblnx-qY0grkW0xIn2jVEgJPnPcRAD1vL-8n0mN7gmARIJ5_9waw50LRG7UwE57O5pPw/s320/testa.jpg" /></a></span></p><p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEdFGYvvX5eHxcl8PnTHYSCnvOTw5ZMLnHr3nH3gW_gLMH00VHO4HeRrU9kknFXerYlVwPlGhjU99-JPwNg67DLssL3Rhs0VGvnjcXRcocfpBZHhGoNxmvNPA3OiGJ9Lb5gmL0dca_2A/s394/dida.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="394" data-original-width="343" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEdFGYvvX5eHxcl8PnTHYSCnvOTw5ZMLnHr3nH3gW_gLMH00VHO4HeRrU9kknFXerYlVwPlGhjU99-JPwNg67DLssL3Rhs0VGvnjcXRcocfpBZHhGoNxmvNPA3OiGJ9Lb5gmL0dca_2A/s320/dida.jpg" /></a></span></p><p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"></span> </p><p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;"></span> </p><p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;"><span style="color: black;">Azzardo: <b>lontani germi</b> – per usare
l’espressione enfatica del direttore – dei mamuthones!</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">O, se vogliamo, precursori del covid 19.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Non c’è dunque soluzione di continuità. </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Mi verrebbe da dire, pensando a Lilliu: magari
fossimo ancora intrappolati nei risibili </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">paradigmi taramelliliani: c’è di peggio: i
gamberi, purtroppo, sono fra noi.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Franco Laner</span></p>
<p style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">Venezia 6 ottobre 2020</span></p>
</p>Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-42493598240115215602020-10-04T09:51:00.002+02:002020-10-04T10:11:43.459+02:00Suggestione da “Nel segno di Orione” di M.P. Zeddadi <b>Franco Laner</b>
<div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJLT8Wk6wOBBXfDmYMWK76FEVtF1cNJ8TRzYS9S8noZ89FUlVuPDqbCyjsxq0hjGKKYZHle2hFAfyuatfHZ4IzEQ_FgI0ivK4whFGOi_pVvDg31Ses4KbZ-EQoyU774J0dodJYddwKdg/s2048/IMG_20200823_131859%25281%2529.jpg" style="display: block; padding: 1em 0; text-align: center; "><img alt="" border="0" height="320" data-original-height="2048" data-original-width="1536" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJLT8Wk6wOBBXfDmYMWK76FEVtF1cNJ8TRzYS9S8noZ89FUlVuPDqbCyjsxq0hjGKKYZHle2hFAfyuatfHZ4IzEQ_FgI0ivK4whFGOi_pVvDg31Ses4KbZ-EQoyU774J0dodJYddwKdg/s320/IMG_20200823_131859%25281%2529.jpg"/></a></div>
Ho letto l’ultimo libro di Mauro. Con poco interesse, confesso, i capitoli sui Shardana e sul Sardus Pater, ma con attenzione e convinzione quello sull’originalissima interpretazione del “pugilatore con scudo in testa” di Monte Prama.
Perché mi convince?
Perché è una diversa raffigurazione della perdurante visione cosmologica: inferi-terra-cielo, presso – esagero! – tutte le antiche civiltà con residuali contemporanei. Forse che la Madonna, con la corona di stelle, incastonata in un capitello, caratterizzato da un arco superiore e basamento, non appartiene alla stessa interpretazione cosmologica?
<div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl8Lnqex3NTv8PJt_YB93aaINwcEDMP-DtJz26Vo8s6SarjB1mtr9zAC-V05EyO9SoBi07qj9BWwlXpmfjY2-lMGwPa0P7lxCc-rlYy-pealdimzpri8S6xeGN3M-ogoxhNl5ZAHeqYg/s1776/Sos_forrighesos.jpg" style="display: block; padding: 1em 0; text-align: center; "><img alt="" border="0" height="200" data-original-height="1776" data-original-width="1182" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl8Lnqex3NTv8PJt_YB93aaINwcEDMP-DtJz26Vo8s6SarjB1mtr9zAC-V05EyO9SoBi07qj9BWwlXpmfjY2-lMGwPa0P7lxCc-rlYy-pealdimzpri8S6xeGN3M-ogoxhNl5ZAHeqYg/s200/Sos_forrighesos.jpg"/></a></div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY02V-6MGJYH92R8H8eRzIoEUNiL8eg8BMUfpdsj3yMgW2AgEGBYAtZ2RbtOh68aSWX4dG3vXYeUCKVKmufT_8ztE1ce9A0YhGkz9V5L__b7Q5e9LJ7HqPEQ8ShLf8Cl2U8UvfsTWylQ/s1203/Pagina+124.jpg" style="display: block; padding: 1em 0; text-align: center; "><img alt="" border="0" width="200" data-original-height="664" data-original-width="1203" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY02V-6MGJYH92R8H8eRzIoEUNiL8eg8BMUfpdsj3yMgW2AgEGBYAtZ2RbtOh68aSWX4dG3vXYeUCKVKmufT_8ztE1ce9A0YhGkz9V5L__b7Q5e9LJ7HqPEQ8ShLf8Cl2U8UvfsTWylQ/s200/Pagina+124.jpg"/></a></div>
Nel capitolo 5 del mio “Sa ‘ena” (2011) dedicato alla stele delle Tombe dei Giganti, confortato da raffigurazioni simili, in particolare le incisioni rupestri della Val Camonica e dalla stele di Assuan, ho sostenuto la coincidenza semantica della stessa visione cosmica congelata nella stele sarda.
<div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7RTxFCo4nLPNd_zFxy529r_GNlniPoIv-yKAdOhhEnQRBQ8s44gvjBIr-w5oo1jvL7XdAJza_oZSOye7FJqpsd5lSBP57-EFtEofqNc65HFZXgVO6ltfD2yDITEHDSr8D9PPXcUkr_w/s1000/S.Stefano+Oschiri.jpg" style="display: block; padding: 1em 0; text-align: center; "><img alt="" border="0" width="200" data-original-height="750" data-original-width="1000" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7RTxFCo4nLPNd_zFxy529r_GNlniPoIv-yKAdOhhEnQRBQ8s44gvjBIr-w5oo1jvL7XdAJza_oZSOye7FJqpsd5lSBP57-EFtEofqNc65HFZXgVO6ltfD2yDITEHDSr8D9PPXcUkr_w/s200/S.Stefano+Oschiri.jpg"/></a></div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5CPAwpEtyYDOtajvcascBBeBYj_CFqYPcAT1woyujb7zgZiUzTCxBUUfc6meWUd7eVOcAX2honxtFfryZxrwPWilPfThs_UZ-lLY08WtLXMXyGdvAwvx83xGc60LZ0y1VV4t5Ydw-eQ/s423/schema+3.jpg" style="display: block; padding: 1em 0; text-align: center; "><img alt="" border="0" width="200" data-original-height="307" data-original-width="423" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5CPAwpEtyYDOtajvcascBBeBYj_CFqYPcAT1woyujb7zgZiUzTCxBUUfc6meWUd7eVOcAX2honxtFfryZxrwPWilPfThs_UZ-lLY08WtLXMXyGdvAwvx83xGc60LZ0y1VV4t5Ydw-eQ/s200/schema+3.jpg"/></a></div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNwp_08R-bCkLKm9OVgFHzT3MVNqU7jnnHlI1rvJDAOnqCuLywNSsoBVXwqty7QzHzcFusSa4RKxdDkYqa97u6Hvwz-Sh1lMRrbW0zNH-dvpKYF_TCtaWa_A1jjsyMvH_DNq7XGThlIQ/s277/11+Stele_di_Axum_%2528Henri_Salt%2529.jpg" style="display: block; padding: 1em 0; text-align: center; "><img alt="" border="0" width="200" data-original-height="221" data-original-width="277" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNwp_08R-bCkLKm9OVgFHzT3MVNqU7jnnHlI1rvJDAOnqCuLywNSsoBVXwqty7QzHzcFusSa4RKxdDkYqa97u6Hvwz-Sh1lMRrbW0zNH-dvpKYF_TCtaWa_A1jjsyMvH_DNq7XGThlIQ/s200/11+Stele_di_Axum_%2528Henri_Salt%2529.jpg"/></a></div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggZkO7qGf73T5t58o3zubogn0KMAbQjBgxTfVjWN4o4K1ei6lOxk5E9oAyLyQMWF3KBd4hwy9ThXLbEtsnWkfQmJOU-7WOAd6feyOoCxJkeELqzY6KWZvk2QwilYERs5yjIZr4Ko2cFg/s280/NEWS_79959.jpg--79959.jpg" style="display: block; padding: 1em 0; text-align: center; "><img alt="" border="0" width="200" data-original-height="210" data-original-width="280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggZkO7qGf73T5t58o3zubogn0KMAbQjBgxTfVjWN4o4K1ei6lOxk5E9oAyLyQMWF3KBd4hwy9ThXLbEtsnWkfQmJOU-7WOAd6feyOoCxJkeELqzY6KWZvk2QwilYERs5yjIZr4Ko2cFg/s200/NEWS_79959.jpg--79959.jpg"/></a></div>
L’interpretazione di Mauro, con questi miei precedenti, non può che trovarmi entusiasta: il cielo è sostenuto da un gigante. La terra ha il suo alter ego nell’uomo, forte, grande, gigante appunto fuori dal normale. La terra ha ormai il suo padrone, il Sapiens!
Forse è anche un piccolo aiuto ad interpretare l’orribile e sproporzionato guerriero di Monte Prama, schiacciato dal peso del cielo e affaticato dall’incessante sforzo.
Se avrò voglia e tempo ritornerò sull’argomento, per ora faccio parlare le immagini e chiudo con la frase di chiusura del libro di Mauro: assolutamente stupefacente!
Franco
Venezia, 04/10/2020Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-78353595253965970292020-09-07T10:10:00.003+02:002020-10-06T12:04:02.162+02:00A su Romanzesu la scena è nel fascino della magia<p>
di <b>Bachisio Bandinu</b></p><p>
La scena è avvolta in una dimensione magica: nel silenzio della notte, sotto un antico firmamento, donne e uomini del nostro tempo stanno seduti sui gradoni della grande vasca del pozzo sacro nel santuario di Romanzesu, altri stanno in piedi come le pietre conficcate sul terreno, come le sughere della tanca.
</p><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUC_zWmJtBWY581Afqe33iipORQ3AXWA_TMe8lAl8dd1GNLg39OmeasJv2hyQIj35ZJlGW3LEqDwOwO0aNugbKtlfT58dioNyABNjQueXPfmYcl_wJtS_CbhimVjKgXCr07aX0NDKj7w/s720/FB_IMG_1599465342777.jpg" style="display: block; padding: 1em 0px; text-align: none;"><img alt="" border="0" data-original-height="480" data-original-width="720" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUC_zWmJtBWY581Afqe33iipORQ3AXWA_TMe8lAl8dd1GNLg39OmeasJv2hyQIj35ZJlGW3LEqDwOwO0aNugbKtlfT58dioNyABNjQueXPfmYcl_wJtS_CbhimVjKgXCr07aX0NDKj7w/s320/FB_IMG_1599465342777.jpg" width="320" /></a></div><p>
Si avverte il sentimento del sacro, una sensazione di estraniamento e allo stesso tempo di familiarità: si sta in attesa che qualcosa avvenga, come se un mistero si svelasse.
Ed ecco rinnovarsi l’antica scena di oltre 3000 anni: sono tornati i progenitori per rivivere i riti ancestrali, sono scesi nella grande vasca colma d’acqua per le abluzioni, per liberarsi dal male di vivere, dalle malattie del corpo e dello spirito. Rigenerati, si sono allontanati con movimenti rituali e sono risaliti lungo il percorso che conduce alle loro capanne e ai loro templi, sino al labirinto del grande tempio dello stregone. Per allontanarsi poi per i sentieri di Mandra ‘e Chervos.
Sono tornati per rinnovare la memoria lungo il filo della storia. Contenti che il loro villaggio sia ancora abitato e che i loro eredi ne siano custodi.
Così la loro storia ha senso, così la nostra storia ha senso.
Poi noi, donne e uomini del nostro tempo, ci siamo ridestati dal sogno.
Abbiamo ripreso coscienza dell’oggi e abbiamo provato la gioia della profonda comunione con i nostri antenati, grazie al luogo magico abbiamo vissuto gli antichi riti di liberazione dai mali della vita. Poi ci siamo guardati e ci siamo visti mascherati, come uomini primitivi a esorcizzare un male moderno. Allora, dai gradoni abbiamo rivolto lo sguardo al centro della vasca per una cerimonia di purificazione, ma nel grande vascone non c’è acqua lustrale, né il pozzo è per noi sacro. Così ci siamo accorti della nostra fragilità di uomini moderni, seppure capaci di andare su Marte: abbiamo affidato la nostra salvezza a un pezzo di tela per coprire il respiro, l’alito di vita, divenuto rischio di morte. Un virus, minuscolo e invisibile, ci ha reso meno protetti dei nostri antenati che nel santuario di Poddi Arvu avevano trovato rimedio ai loro mali invocando gli dei.
Quel villaggio nuragico era luogo di fede e di salvezza, di incontri e di comunione. Gli abitatori avevano un rapporto fiducioso con il cielo e con la terra, con l’acqua e con il sole. Tra uomo e natura c’era una simbiosi: elevavano nuraghi verso il cielo per onorare gli dei e per studiare gli astri, noi eleviamo torri d’acciaio per il profitto di pochi rapinatori.
Ci sentiamo poveri perché non abbiamo potuto vivere i nostri riti di fede e di speranza, neppure per il nostro patrono, neppure per la Madonna dell’Annunziata, e probabilmente neanche pro nostra Segnora de su Meraculu. Speriamo almeno nel tempo di Avvento, su Nenneddu ci donerà una rinnovata comunità. Lo porteremo anche nella casetta della cooperativa di Romanzesu.
</p><p>E propriu a sa cooperativa “Istelai” devimus torrare gratzias pro su donu de custos abbojos chi non aberin su chelu de su firmamentu e su sartu mannu de s’istoria. E gai torramus in pache chin sos Mannos nostros, pro nos dare fortza in su tempus presente e ispera pro su tempus inveniente. Eris e oje, torran tempos de dolu, ma nois amus presse de nos iscurrutare, pro torrare a cantare sos gosos de sas festas nostras e nos videre in caras nettas, lassanne sas macaras a su carrasecare.</p>Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-18519862231010609572020-06-30T11:58:00.002+02:002020-06-30T16:15:19.900+02:00Significato simbolico di alcuni caleffatoi etruschi<br />
<div style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-weight: normal;"></span></span></span></span></span></span><br /></div>
<div style="font-style: normal; font-weight: normal; margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-weight: normal;">di
</span><b>Franco Laner</b></span></span></span></span></span></div>
<br />
<div style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<br /></div>
<br />
<div style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">Nel
gruppo facebook Preistoria sarda al post di Fabio Manca su dei
caleffatoi eruschi vi riporto alcuni commenti. </span></span></span>
</div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">...:
M</span></span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">olti
reperti sono scomparsi dai siti Archeologici della Sardegna in
diverse aree di grande interesse archeologico che fine hanno fatto e
poi vengono fatti passare per altri siti Archeologici non Sardi più
chiaro di così.</span></span></span></span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">...:
S</span></span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">embrano
dei Kernos, venivano usati nei rituali cerimoniali... Hanno diverse
forme ma la struttura generale è quella.</span></span></span></span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">...:
</span></span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">di
ispirazione nuragica</span></span></span></span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">...:
</span></span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">Secondo
me rappresentano i nostri cari nuraghi!!!</span></span></span></span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">…<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">:
Nessuna meraviglia, il mondo nuragico era ben conosciuto sulla
penisola italica. I ritrovamenti di manufatti certamente sardi lo
comprovano (navicelle ceramiche ecc.).</span></span></span></span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">…<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">:
Che la frequentazione dei nuragici in terra etrusca non credo che
ormai possa essere messa in dubbio, stante l'abbondanza di reperti
sicuramente sardi trovati in moltissimi siti etruschi.</span></span></span></span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">…<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">:
Sì, </span></span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;">hanno
una grande somiglianza con i modello di nuraghe che troviamo in
Sardegna ma credo che siano dei vasi da rito ,infatti le parti che
sembrano delle torri ( come si vede nei modelli di nuraghe ), credo
che avessero una qualche funzione forse scenic</span></span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-style: normal;">a.</span></span></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGdBzR5AUagjyfcdyEI38tjwQTn8YCaL7E50nTfsxCm6TSJgqp4J4YUNP9_qqrWhwp0C3rIJc1RFEUnFqGN4j1rzAz3LRjU-ceiGq4xP5nKM2_ccjQ2gCY2zsX0AA_I_b9LTjWqSr2oA/s1600/calefattoio+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="929" data-original-width="744" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGdBzR5AUagjyfcdyEI38tjwQTn8YCaL7E50nTfsxCm6TSJgqp4J4YUNP9_qqrWhwp0C3rIJc1RFEUnFqGN4j1rzAz3LRjU-ceiGq4xP5nKM2_ccjQ2gCY2zsX0AA_I_b9LTjWqSr2oA/s320/calefattoio+1.jpg" width="256" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSjrKMShcBnHcKM5APmdq7NgCg5VLzz3Uf8FZMUtfQGD9eh4y0q_CHnjdDhGNmwltwkoDAiRS-XVmy9KOtqbuyEEtq_y27uBDb_vKu5-Rq5dmMx2fOYXgVwbUFRxlfeqtVlEnvS0heuw/s1600/calefattoio.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="876" data-original-width="658" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSjrKMShcBnHcKM5APmdq7NgCg5VLzz3Uf8FZMUtfQGD9eh4y0q_CHnjdDhGNmwltwkoDAiRS-XVmy9KOtqbuyEEtq_y27uBDb_vKu5-Rq5dmMx2fOYXgVwbUFRxlfeqtVlEnvS0heuw/s320/calefattoio.jpg" width="240" /></a></div>
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<br /></div>
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<div style="font-style: normal; line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">Prendo
spunto da alcuni interventi di risposta alla domanda di Fabio Manca
per ringraziare Donatello Orgiu per avermela segnalata e a Paolo
Littarru per aver inserito il mio parere su questi modellini
cosmologici, oggetto di mia curiosità e studio da tanti anni,
riprendendo il parere di studiosi intervenuti nel Convegno
archeologico sardo del 1929 organizzato da Taramelli, dove furono
mostrati modellini assolutamente simili di quelli in oggetto. Ho
dedicato un intero capitolo di “Sa ‘ena”, mi pare anche ben
documentato, sull’immagine diffusa, specie in Oriente, del cosmo,
fondato su 4 pilastri cardinali e l’axis mundi centrale, pianta di
moschee antiche, base dei mandala. In ogni antica civiltà questo
modello è stato riprodotto in molti oggetti d’uso rituale e
sacrale.</span></span></span></div>
<br />
<div style="font-style: normal; line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">Sono
pertanto molto contento di essere venuto a conoscenza di questi due
caleffatoi (termine per me nuovo, che significa “scaldavivande” !
= grazie internet!)</span></span></span></div>
<br />
<div style="font-style: normal; line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">Sull’autenticità
della provenienza dei due modellini cosmologici, vista la perfetta
somiglianza dell’impianto della tomba di Porsenna, non ho sospetti
(e perché mai dovrei?) poiché questa rappresentazione, pur
diversamente declinata, è universale. Invece le trovo di squisita
fattezza e colmi di simbologia: i 4 punti cardinali e quello centrale
sono riprodotti anche sulle facciate, né mancano i ritualissimi
chevron.</span></span></span></div>
<br />
<div style="font-style: normal; line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">Che
siano “scaldavivande” lo trovo surreale (non vedo segni di
fuliggine, né riesco ad immaginarne le modalità d’uso possibili
per scaldare cibo…</span></span></span></div>
<br />
<div style="font-style: normal; line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">Vengo
ora al mio commento, leggendo alcune risposte riportate. Mi pare che
alcuni abbiano la sensibilità di separare il sacro dal profano.
Questa distinzione è alla base di tante considerazioni, proprio a
proposito della destinazione dei nuraghi, che appartengono alla sfera
del sacro e non del profano (Nuraghe fortezza = madre di ogni
sciocchezza).</span></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhc5tAKDNVFtl6mVcMnmf84BnAG4RSBhhyQ5ToY4BE5eZnIuX232R0XGjonIjzqLjEv_GaXOMR4hPrNixVAfAUjKgCwivIkcN_r5JqOlCz-3JF5tncOTtU1Xjergh2yiv-GBmJpD2St8Q/s1600/da+Sa+ena.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1133" data-original-width="1600" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhc5tAKDNVFtl6mVcMnmf84BnAG4RSBhhyQ5ToY4BE5eZnIuX232R0XGjonIjzqLjEv_GaXOMR4hPrNixVAfAUjKgCwivIkcN_r5JqOlCz-3JF5tncOTtU1Xjergh2yiv-GBmJpD2St8Q/s320/da+Sa+ena.jpg" width="320" /></a></div>
<div style="font-style: normal; line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<br /></div>
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<div style="font-style: normal; line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">Altre
risposte appartengono alla cultura dell’isolamento masochistico e
autoreferenziale di molti sardi, che necessitano di essere
protagonisti ed esportatori di civiltà, primi in ogni attività
sociale e culturale, non accorgendosi nemmeno di essere al centro del
grande lago mediterraneo, dove hanno sbattuto le civiltà di tre
continenti, dai cui hanno appreso e a volte rielaborato ed esportato
. Mi pare comunque un campione esiguo ma assai rappresentativo della
visione archeologica isolana, ben rappresentato dalle istituzioni
accademiche e dalla soprintendenza, che continua a guardare solo il
dito che indica la luna, incapaci di rapportarsi al mondo, chiusi in
un risibile provincialismo. Si provi solo ad immaginare di scrivere,
a margine di questa mostra romana, che i due calefattoi altro non
sono che “Modelli di nuraghe”, provenienti dalla Sardegna. Anzi,
si provino gli archeologi isolani ad avanzare quest’ipotesi agli
archeologi, non solo continentali. Sarebbero esclusi per sempre dalla
comunità scientifica. Al contrario in Sardegna, sono cooptati dalla
disciplina, che conta meno di niente.<br />
</span></span></span></div>
<div style="font-style: normal; line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">Un’ultima
annotazione.</span></span></span></div>
<div style="font-style: normal; line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">Riguarda
la lapidaria conclusione secondo la quale i due modellini cosmologici
<b>rappresentano i nostri cari nuraghi</b>. Sui nostri, non insisto,
anche se appartengono all’umanità e mai pretenderò di convincere
un sardo su quest’aspetto. Invece, molto semplicemente, nella frase
c’è per me una verità: anche i nuraghi sono un’immagine
cosmologica, una ri-creazione straordinaria del cosmo: così in
cielo, così in terra.<br />
</span></span></span></div>
<div style="font-style: normal; line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">Venezia,
30 giugno 2020</span></span></span></div>
Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-19187172305617925092020-01-12T09:11:00.000+01:002020-01-12T09:11:33.555+01:00Nuraghe santu Antine di F. Campus
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Recensione di <strong>Franco Laner</strong></span></span></div>
<br />
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Mauro mi ha spedito per Natale
l’ultima pubblicazione sul S. Antine. È un regalo, ma è anche un
sottile e perfido stratagemma per riaprire alcune mie ferite, che lui
sa che sono ancora purulente e non suturate.</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Orbene questa guida di Franco
Campus “Nuraghe santu Antine” (Ilisso 2019), sia perché scritta da un
archeologo “emergente” (me lo auguro per lui, non per
l’archeologia), sia perché trattasi del più intrigante e bel
nuraghe, merita qualche osservazione.</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">La prima, da accogliere con
qualche soddisfazione, è che non c’è la tesi del
nuraghe-fortezza, madre di ogni sciocchezza. C’è in verità
qualche refuso, si parla di bastioni, cammino di ronda, feritoie.
Semplici sviste.</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">L’altro riferimento bellico, a
scanso di equivoci, chiaramente riferito a Taramelli (per carità,
non a Lilliu o a Contu) è a un vano del nuraghe, </span><span style="font-size: small;"><i>“ripostiglio
di proiettili di ciottoli arrotondati cui era affidata la più
efficace difesa”. Ciò che confermava la sua interpretazione del
nuraghe come fortilizio.</i></span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;"><i>In realtà</i></span><span style="font-size: small;">
– prosegue l’autore – </span><span style="font-size: small;"><i>le tracce di usura
sembrano indicare piuttosto l’utilizzo degli stessi come pestelli
per macinare o triturare granaglie…</i></span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Inciso: a tal proposito il
compianto Massimo Pittau preferiva causticamente pensare al gioco
delle bocce. Io a sfere celesti, e sono in buona compagnia, almeno
della Madonna, che ne tiene spesso una in mano. Massimo Pittau,
udite, udite, viene citato a proposito di una cella oracolare: che
coraggiosa apertura!!! Peccato però che non sia poi citato in
bibliografia, sarebbe stato pretendere troppo!</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">In sintesi, l’autore prende, pur
con cautela, la distanza dal nuraghe-fortezza.</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">A questo punto non può sottrarsi
alla domanda: se non erano fortilizi, cos’erano?</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;">La risposta risiede in balbettii sconnessi.
Sicuramente una reggia, perché c’era un’organizzazione feudale
della società nuragica (Lilliu docet), e ci sono tutti i segni
perché il nuraghe fungesse da abitazione (porte di legno o <i>di
pietra</i>, finestre per illuminare i vani, soppalchi di legno per
isolarsi dall’umidità e via delirando). Era luogo di riunioni
assembleari e sala pubblica delle udienze. La presenza di pozzi
indica una sorta di autonomia idrica, il che avvalora l’idea circa
la sua <span style="font-size: small;">destinazione polifunzionale. Bagni pubblici? </span></span>
</div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Ritira in ballo i solai di legno,
come soppalchi, a metà tholos. Chi mai, dopo essersi rotte braccia e
cervello per ricreare la volta celeste la interromperebbe con un
soppalco? Allora, da subito, era meglio progettare un condominio! </span></span>
</div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Naturalmente – per l’autore –
la destinazione d’uso del nuraghe ha avuto cambiamenti nel corso
della storia, ma è indubbia la </span><span style="font-size: small;"><i>funzione di
controllo dell’accesso alla pianura</i></span><span style="font-size: small;"> (ahia!
Torna la funzione strategica militare) che marca il limite del
territorio alla stregua dei </span><span style="font-size: small;"><i>siti cerniera</i></span><span style="font-size: small;">,
ovvero </span><span style="font-size: small;"><i>Reggia come fulcro di rapporti
percettivi </i></span><span style="font-size: small;">(!?).</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Ok, mi è tutto molto chiaro!</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">La seconda osservazione riguarda
l’ampio spazio che l’autore dedica con disegni e descrizioni alla
costruzione del nuraghe. Non posso sottacere un consiglio che mi
dette Pittau: “Quando ti occupi di archeologia, fallo con gli
strumenti della tua disciplina, non con quelli dell’archeologia
perché saresti vulnerabile e quindi non credibile”. Sacrosanto
consiglio che ora estendo all’autore: lascia stare le tecnologie
costruttive, l’organizzazione del cantiere, macchine e sistemi. La
storicizzazione delle tecnologie costruttive è un argomento
delicato, da specialisti, a meno di non accettare il ridicolo. Nei
film storici, a volte, le comparse, dimenticavano di togliersi
l’orologio da polso. Ora c’è attenzione a queste incongruenze!</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3IrDRjB4HVqlUn2x46t5atZYduxDxvLbOEenhcFJu7Md_3WM8Nu1zXHTB8Le8mxqsEo0Q9DcWo_f9T9nGrMatjtdTfehPFmu955sOO8l6Ev0KntwYrSejM6URjb5T6ov6Oug7HPc0xA/s1600/carro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="727" data-original-width="474" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3IrDRjB4HVqlUn2x46t5atZYduxDxvLbOEenhcFJu7Md_3WM8Nu1zXHTB8Le8mxqsEo0Q9DcWo_f9T9nGrMatjtdTfehPFmu955sOO8l6Ev0KntwYrSejM6URjb5T6ov6Oug7HPc0xA/s320/carro.jpg" width="208" /></a></div>
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Prendiamo ad esempio la tavola del
cantiere del S. Antine e il dettaglio del carro trainato da due buoi.
Il masso trasportato è di circa ¼ di mc, ovvero prendendo il peso
specifico del basalto uguale a 2,5t/mc il suo peso è di 6-7
quintali. Questo peso sfonderebbe l’asse del carro, le ruote
sarebbero inamovibili nel terreno (ci vuole un selciato…), la rampa
è troppo pendente. </span></span>
</div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Non sarei così sicuro che gli
operai fossero scalzi. Fa parte di quelle trasposizioni sciocche, che
assegnano ai nostri progenitori categorie naif. Si sa, al contrario,
che si vestivano e calzavano (v. ad es. l’uomo di Simulan, Oetzi)</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Il piano di posa del masso sul
carro è basso. Per la razionalizzazione del carro e per abbassare il
piano di carico, sempre alto, si dedicò con una bellissima
trattazione, di stampo illuministico, il matematico padovano (di
Castelfranco) Rizzetti, nel ‘700. Eppure, basta guardare qualsiasi
capitolo di storia della tecnologia per capire che</span><span style="font-size: small;"><b>
i massi sono trasportabili solo con la slitta, </b></span><span style="font-size: small;">anche
dove la ruota fosse conosciuta. Sullo sfondo di questo modo
fantasioso di trasporto c’è un’impalcatura lignea. Ammesso che
questo accessorio fosse possibile, cosa serve l’impalcatura?
L’immagine mi ricorda il cantiere medioevale, sul quale è stata
operata una sorta di antichizzazione. Stessa operazione astorica di
Lilliu, che immaginò l’organizzazione nuragica come quella
feudale.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaH8RNfIAKNPkOzFVAK5V-m5mhJwxUJi32yfs8IE_HnaFJcwsEARN0F7LIJ4QS6t3ETejG9HP_DXoT1Ertb30BEQhxdOSzq_fxsTOhll5qeN4CmhUX54bqIpS_P4WtL4yO3-kWHeV4fw/s1600/particolare.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="530" data-original-width="267" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaH8RNfIAKNPkOzFVAK5V-m5mhJwxUJi32yfs8IE_HnaFJcwsEARN0F7LIJ4QS6t3ETejG9HP_DXoT1Ertb30BEQhxdOSzq_fxsTOhll5qeN4CmhUX54bqIpS_P4WtL4yO3-kWHeV4fw/s320/particolare.jpg" width="161" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXjAt2VIZbeLxEEWpareXotU6HjP9qxUc1LC9VG6FuJrCcM0nh_vLzNf5W0tiYBOQYDFaOxZLlO1ah8FcqKC1uXTE-mV4mSeVP67iFLCLoGOF6SlINDFlLv-C6NZTBisXOXTvTkSOV9Q/s1600/MP.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="525" data-original-width="1079" height="155" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXjAt2VIZbeLxEEWpareXotU6HjP9qxUc1LC9VG6FuJrCcM0nh_vLzNf5W0tiYBOQYDFaOxZLlO1ah8FcqKC1uXTE-mV4mSeVP67iFLCLoGOF6SlINDFlLv-C6NZTBisXOXTvTkSOV9Q/s320/MP.jpg" width="320" /></a></div>
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">L’altro particolare dello stesso
cantiere fa vedere la divisione di una grande pietra con cunei di
legno. È una tecnica possibile, descritta già nell’antico Egitto,
che sfrutta la dilatazione del legno quando bagnato. Ma la discrasia
risiede nel fatto che la sbozzatura dei conci avviene sempre in cava
e non a piè d’opera, per evitare il trasporto di elementi troppo
pesanti. Altrimenti dovremmo assegnare al nuragico la mentalità da
cretinetti. Che un fumettista trasporti categorie moderne al passato
-v. Hanna & Barbera – è divertente e simpatico, ma che lo
faccia un archeologo è disdicevole.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_uTTkSOHoqBQxtdyV004gZhRlitlLzImTiZGwMsES7WBkW9Ajbol_q1IdfBCGHm9SEIjCcF5IScS6PXxc5oYDM_wjFTHEPurpTYU69hBJfgSSq1hSQ3Ak0nANv6kZOKVoSOELNaDMwQ/s1600/arca+Ferry+Boat.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="422" data-original-width="481" height="280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_uTTkSOHoqBQxtdyV004gZhRlitlLzImTiZGwMsES7WBkW9Ajbol_q1IdfBCGHm9SEIjCcF5IScS6PXxc5oYDM_wjFTHEPurpTYU69hBJfgSSq1hSQ3Ak0nANv6kZOKVoSOELNaDMwQ/s320/arca+Ferry+Boat.jpg" width="320" /></a></div>
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: x-small;">Illustrazione
della Bibbia per ragazzi. Il caricamento delle copie di animali
sull’arca è immaginato come oggi si carica un Ferry Boat.
Simpatica idea. Divertente. Ma l’archeologia può essere ludica?
Sembra di sì.<br />
</span></span></div>
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Potrei continuare, ma sarei noioso
e incomprensibile. Ad esempio, si parla di </span><span style="font-size: small;"><i>malta
di fango. </i></span><span style="font-size: small;">La malta è tale quando ci sia un
legante (pozzolana, calce, cemento, ecc) nell’impasto. La muratura
nuragica è a secco. Magari ci fosse stata la malta. I problemi
sarebbero stati molto, molto più semplici e forse si sarebbero
potuti realizzare anche gli ipotetici mensoloni di coronamento dei
nuraghi. </span></span>
</div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Esilarante il disegno che mostra
l’insegnamento del tiro con l’arco: il bersaglio è la pelle di
bue come l’oxhide di rame, sotto lo sguardo attento dei giganti di
Monte Prama, ovviamente con lo scudo in testa…</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Suvvia, incommensurabile Pittau,
riposa in pace!</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;"><b>Ps</b></span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Si narra che Gesù, nella sua
predicazione per la Galilea, compiva miracoli. Uno storpio, alzati e
cammina! Un cieco? Vedi! Un sordo, senti! Fece uscire dalla grotta
anche Lazzaro, morto da giorni.</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Lo immagino, tutto incazzato e
imprecante, che si toglie le bende, mentre esce dalla tomba.</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Sul ciglio della strada, seduto e
con la testa fra le mani, giaceva uno sconsolato.</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Gesù chiese agli apostoli chi
fosse costui. Informatisi, si appurò che fosse un archeologo.</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="color: black;"><span style="font-size: small;">Allora Gesù si chinò e pianse
con lui.</span></span></div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm; orphans: 2; widows: 2;">
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</div>
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Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-9739038583182546842019-12-29T19:00:00.002+01:002019-12-29T19:08:31.949+01:00La Luna nel Pozzo<br />
<div style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">di
<span style="font-size: small;"><b>Mauro Peppino Zedda</b></span></span></span></span></span></div>
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoC-dsDi8Zr-V7w6lbCr0aQu8e5YhKEWILh-k2aqpxD37U6KAj1pEaVB6lnibUM3cNfn5exSu00dhcgqcpd_vWobE7VLkx4hqDuMZjbaq_ZaIQp9hyyLfvGPGzYtErewmge9jRTzM_uQ/s1600/manifesto-finale.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoC-dsDi8Zr-V7w6lbCr0aQu8e5YhKEWILh-k2aqpxD37U6KAj1pEaVB6lnibUM3cNfn5exSu00dhcgqcpd_vWobE7VLkx4hqDuMZjbaq_ZaIQp9hyyLfvGPGzYtErewmge9jRTzM_uQ/s320/manifesto-finale.jpg" width="226" /></a></div>
<br />
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Il 10 di Gennaio 2020
presso Il tempio a pozzo di Santa Cristina a Paulilatino, si svolgerà
un seminario Internazionale di archeoastronomia.</span></span><br />
<br />
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Con relatori:</span></span><br />
<br />
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Arnold Lebeuf
(Università di Cracovia),</span></span><br />
<br />
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Franco Laner
(Università di Venezia),</span></span><br />
<br />
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Paolo Littarru
(studioso di Archeoastronomia),</span></span><br />
<br />
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Silvano Tagliagambe
(Università di Cagliari),</span></span><br />
<br />
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Mauro Peppino Zedda
(studioso di Archeoastronomia).</span></span><br />
<br />
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">La serata si conclude
con l'osservazione del fascio di luce lunare che centrerà il filare
marcatore del lunistizio medio settentrionale, al momento del
passaggio in meridiano della Luna.</span></span><br />
<br />
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Un dato astronomico
che unitamente al marcatore (il filare alla base del pozzo) del
lunistizio maggiore settentrionale (che cadrà nel 2025), fanno del
tempio a pozzo di Santa Cristina uno straordinario strumento in grado
di essere funzionale alla previsione delle eclissi.</span></span><br />
<br />
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Questo è il primo di
una serie di incontri tesi a valorizzare il significato astronomico
di questo straordinario monumento, incontri annuali tesi a seguire la
discesa del fascio di luce lunare nella “camera oscura”, ovvero
nella cupola, del pozzo sacro.</span></span><br />
<br />
<span style="font-family: "arial" , sans-serif;"><span style="font-size: small;">Il pozzo come luogo
sacro ed insieme strumento utile a misurare il tempo,
sacralizzandolo.</span></span><br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiabG6ijwP2SqU0ibO1H1Mj-zy_6ettkQV8_BYPxQUtOay084UVuvAVPUk63SYcMPJCIZYkRMO9-DW2gph-dZOVMIUHp8UtuMEsSwkmlI50wPHBOTRi_oWGUfMbdHvEZ5bL9m9La_410g/s1600/manifesto-finale.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a> </div>
Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com3tag:blogger.com,1999:blog-4860774868190641989.post-80486659716267612452019-12-05T14:09:00.002+01:002019-12-05T14:26:07.194+01:00Archeoastronomia in salsa turritana 2011-2019di<strong> Paolo Littarru</strong><br />
<br />
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<span style="background-color: white; color: #222222; font-family: arial; font-size: 15.84px;">Il
29 novembre scorso ho partecipato al convegno "la misura del tempo " a
Sassari, organizzato per il settimo o ottavo anno consecutivo dal
Circolo Aristeo e dalla società Astrofila Turritana. Gran parte degli
interventi non aveva nulla a che vedere con l'archeoastronomia e
pertanto era con tutta evidenza fuori tema. Un intervento mi ha colpito
in particolare, quello di Michele Forteleoni su un fantomatico
calendario stellare nuragico. In 30 anni circa in cui mi sono occupato
di archeoastronomia, non avevo mai sentito una proposta di tale
imbarazzante, superficialità. </span><br style="background-color: white; color: #222222; font-family: arial; font-size: 15.84px;" /><span style="background-color: white; color: #222222; font-family: arial; font-size: 15.84px;">Dal
2011 gli organizzatori dei convegni dichiarano l'internazionalità dei
loro studi senza che una sola riga delle loro proposte sia stata
pubblicata in riviste scientifiche del settore.</span></div>
</div>
Di seguito un estratto del libro "Il contadino che indicava la luna " di
Paolo Littarru Ed. ARACNE 2019, sull'approccio del circolo Aristeo e
della Società Astrofila Turritana all'archeoastronomia.<br />
<br />
<div>
<div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">Ma
come si sono rapportati gli archeologi sardi al crescente interesse verso
l’archeaostronomia, approdata per mia iniziativa anche su alcuni quotidiani
locali?</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">Nel
2011 il Circolo Aristeo (nella persona dell’archeologa Simonetta Castia) in
collaborazione con la Società astronomica Turritana (gli astrofili Michele
Forteleoni e Gian Nicola Cabizza) ha avuto un approccio quantomeno originale
all’argomento dell‘archeoastronomia, fingendo di ignorare la risonanza mondiale
degli studi di archeoastronomia di Mauro Zedda, eludendo completamente il
corpus di pubblicazioni esistente sul tema ed organizzando nel 2011 il <i>Primo convegno nazionale di archeoastronomia
in Sardegna</i> (ignorando totalmente tutti i precedenti di cui si è detto,
alla presenza di figure, peraltro, ben più prestigiose). In nota riportiamo
l’altisonante comunicato stampa.</span><a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftn1" name="_ftnref1" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="font-size: 12pt;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="font-size: 12pt;">[1]</span></span></span></span></a><span style="color: black; font-size: 12pt;"> </span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">È
interessante notare come il Rettore dell’Università di Sassari, probabilmente
riferendosi agli studi di Mauro Zedda, sui quali era certamente informato,
abbia messo in guardia da un <i>eccesso di
prudenza</i> verso «un approccio capace di gettare nuova luce su questioni
assai dibattute».</span><span style="font-size: 12pt;"></span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">L’importanza
dell’archeoastronomia e l’<i>eccesso di
prudenza</i> che l’ha accompagnata viene colta in pieno, quasi con le parole di
Kuhn, proprio dal Prof Mastino, storico romanistico e non archeologo in senso
stretto e pertanto estraneo al paradigma dominante. Un allievo del prof. Lilliu,
nel frattempo divenuto ordinario Alberto Moravetti, del cui sarcastico
approccio all‘archeoastronomia abbiamo parlato in precedenza, auspicava invece
ora un <i>approccio congiunto</i> per
evitare il pericolo <i>dell’autoreferenzialità</i>
ed anche in questo passaggio pare lampante un’allusione agli studi
dell’autodidatta (ma per nulla autoreferenziale!) Mauro Zedda, contro cui aveva
scagliato i suoi strali in precedenza.</span><span style="font-size: 12pt;"></span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">Come
definire se non proprio come <i>autoreferenziale</i>
invece la chiusura localistica degli archeologi sardi all’apporto degli
archeastronomi britannici Michael Hoskin e Clive Ruggles, quest’ultimo
addirittura archeologo preistorico?</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">L'archeologa
Castia li menziona però nel testo introduttivo «non è poi così difficile
immaginare la rilevanza che rivestiva, nella quotidianità, l'osservazione
diretta dei fenomeni celesti. Sono utili per una migliore comprensione le
parole di Clive Ruggles, il padre dell'archeoastronomia»<a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftn2" name="_ftnref2" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="color: black; font-size: 12pt;">[2]</span></span></span></a>.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">Non
pare condivisibile l’affermazione secondo cui Ruggles sarebbe <i>il padre dell'archeoastronomia</i>, anche se
certamente è uno dei più autorevoli studiosi della materia, ma appare singolare
che la dottoressa Castia abbia citato come riferimento scientifico lo stesso
Ruggles che aveva accolto favorevolmente gli studi di Mauro Zedda da almeno
dieci anni e che continuerà a frequentare la Sardegna negli anni successivi per
valorizzare gli studi dello stesso Zedda, ma anche degli studiosi da lui
coinvolti come Hoskin, Belmonte e Lebeuf.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">G.
Cabizza (fisico) e M. Forteleoni (astrofilo) esposero in quell‘occasione gli
esiti di uno studio sull'orientamento di 156 <i>domus de janas</i><a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftn3" name="_ftnref3" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="color: black; font-size: 12pt;">[3]</span></span></span></a>.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">A
corredo dell'articolo vi era un apparato bibliografico veramente modesto, senza
alcun riferimento agli studi risalenti a quasi un decennio prima, quasi a
disconoscere perfino l’esistenza. </span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">Tentando
di non cadere nell’eccesso di tecnicismo, pare opportuno esprimere qualche
ulteriore considerazione sullo studio, in quanto rivelatore dello status di
neofiti dei suoi redattori in materia di archeoastronomia.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">I dati
relativi all'orientamento delle domus, infatti, mancano dell'altitudine e della
declinazione, essenziali per coglierne il senso astronomico, come Mauro fece
notare nel corso del convegno. Ma a una più attenta lettura dello studio, è
possibile notare che l'azimut riportato non sia il vero azimut geografico ma un
<i>azimut corretto</i> a seconda delle
altezze dell'orizzonte (La misura è stata ripetuta più volte e successivamente
corretta in base alla declinazione magnetica dei luoghi, e all'altezza
dell'orizzonte visibile). In altre parole quando l'orientamento presentasse un
azimut geografico di 122° con 3° di altezza loro nei dati avrebbero riportato
un azimut corretto di 125°.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">Oltre
alla errata o quantomeno inusuale indicazione dei dati di misura, l’articolo
dimostra perfino confusione nell'indicare i dati azimutali dei lunistizi
settentrionali e meridionali (i dati di riferimento sono invertiti e come
vedremo non si tratta di un refuso).</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">L'assenza
dell'altitudine e della declinazione nei dati esposti, la confusione sui
lunistizi, unita ad un apparato bibliografico assolutamente inadeguato, lo fa
apparire come un autoreferenziale lavoro di principianti. Insomma il primo
studio con cui un’archeologa sarda si affacciò maldestramente
all’archeoastronomia, pare un tentativo di chiudere il recinto quando i buoi
sono scappati, ignorando totalmente 20 anni di studi pregressi di Mauro Zedda e
presentando lacune che quasi certamente non avrebbe superato il referaggio di
alcuna rivista scientifica della materia.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">L’intento
pare oggi molto chiaro: introdurre tardivamente l’archeoastronomia sorvolando
sul ventennale lavoro già esistente in materia. Lo studio fu condotto con fondi
pubblici regionali <a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftn4" name="_ftnref4" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="color: black; font-size: 12pt;">[4]</span></span></span></a>.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">Nel
2012 si svolse, sempre a Sassari il secondo convegno organizzato dal Circolo
culturale Aristeo <i>La Misura del tempo</i><a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftn5" name="_ftnref5" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="color: black; font-size: 12pt;">[5]</span></span></span></a>.
Gli atti furono editi a dicembre 2013 in occasione del terzo convegno che si
tenne congiuntamente a quello della Società Italiana di Archeoastronomia a cui
partecipò anche Mauro Zedda.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">Nel
2013 si celebrò a Sassari il terzo convegno del Circolo Aristeo <i>La Misura del tempo</i> al quale venne
accorpato il convegno annuale della Società Italiana di Archeoastronomia.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">Il
convegno veniva qualificato dagli organizzatori come <i>internazionale</i>, sebbene non fosse presente neppure uno straniero tra
i relatori e nonostante le scarse citazioni di studiosi esteri in bibliografia.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">Tra
tutti, una citazione sarebbe stata sicuramente dovuta a Michael Hoskin, a
proposito della descrizione che Castia et al. forniscono delle tecniche di
misura in archeoastronomia:</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;"> </span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt 14.2pt; text-align: justify;">
<span style="color: black; font-size: 10pt;">La scelta per lo strumento di misurazione è caduta
sulla bussola, invece del teodolite o del Gps topografico – che garantirebbero
elevate accuratezze inferiori al secondo d'arco, - per il fatto che le domus
sono monumenti preistorici realizzati con tecniche di lavorazione spesso non di
precisione e che oggi versano in gran parte in cattivo stato di conservazione.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt 14.2pt; text-align: justify;">
<span style="color: black; font-size: 10pt;">La determinazione del dato da rilevare non è infatti
sempre univoca e l'errore generato dalla scelta soggettiva della direzione è
ben superiore a quello prodotto dal fatto di non aver utilizzato una
strumentazione di alta precisione.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;"> </span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">Il
concetto, riportato tra le righe dell’articolo di Castia et al. è infatti
ripreso quasi testualmente da diverse pubblicazioni di Michael Hoskin a partire
dagli anni novanta, che sulla questione criticò gli astronomi Proverbio e
Romano per l'utilizzo del teodolite anche nei casi in cui tale strumento non
sarebbe servito, ovvero in in classi di monumenti per i quali la direzione
dell'asse d'ingresso non è definibile in modo univoco<a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftn6" name="_ftnref6" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="color: black; font-size: 12pt;">[6]</span></span></span></a>.
I concetti metodologici enunciati da Hoskin sono stati ripresi anche nei libri
di Mauro Zedda, ovviamente mai citato dal team turritano.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">Il
gruppo archeo-astrofilo Castia, Forteleoni e Cabizza presentò uno studio
preliminare sul sito Pranu Mutteddu di Goni. La relazione è ancora in attesa di
pubblicazione, mentre sono gia stati editi gli atti della SIA.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">In un
secondo studio<a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftn7" name="_ftnref7" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="color: black; font-size: 12pt;">[7]</span></span></span></a> il gruppo Castia, Cabizza
e Forteleoni prosegue l'analisi dell'orientamento delle <i>domus de janas</i>, con un campione triplicato rispetto al precedente.
Questa volta il gruppo di ricerca turritano aveva seguito il consiglio espresso
da Mauro Zedda nel precedente convegno e dunque i dati furono infatti
correttamente espressi corredati dall'azimut geografico, della altezza e della
declinazione.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">Un
fatto però appare curioso e pare opportuno riportarlo in quanto ulteriormente e
fortemente indicativo dello status di neofiti dei proponenti: al contrario
delle altezze tutti gli azimut riportati nello studio sulle <i>domus</i> non sono espressi in numeri
interi. Non si comprende proprio perchè l'azimut venga sempre indicato con l'aggiunta
del mezzo grado (esempio 1.5, 2.5, etc.) mentre l'altezza venga sempre indicata
con numeri interi (1, 2, etc). È ovvio che in un caso e nell'altro l'approssimazione
sia di mezzo grado, ma quando si decide per tale approssimazione si opta per i
numeri interi. Perchè complicare le cose?</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">Che
tipo di bussola è stata utilizzata? Possibile che nessuna misura sia indicata
da un numero intero? A fare del facile sarcasmo, verrebbe da evidenziare che si
tratti di una bussola piuttosto eccentrica! In tutto il panorama
dell'archeoastronomia mondiale si ritiene sia il solo caso in cui si sia scelto
di presentare in tal modo gli esiti di uno studio.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">La
declinazione, poi è stata espressa con approssimazione al decimo di grado,
essendo forse i redattori dello studio ignari del fatto che quando si
approssimano gli azimut e le altezza al mezzo grado, per la declinazione si
riporta un dato anch'esso approssimato al quarto di grado. Questo al fine di
evitare che il dato in declinazione (frutto di un calcolo a partire dai dati in
azimut e altezza) mostri una precisione che in realtà non esiste nella realtà,
ma che deriva invece dall‘ approssimazione precedente.</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="color: black; font-size: 12pt;">Le
conclusioni del gruppo turritano sul target dell'orientamento delle domus sono
le seguenti:</span></div>
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<span style="color: black; font-size: 12pt;"> </span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt 36pt; text-align: justify;">
<i><span style="color: black; font-size: 12pt;">a)<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span></i><span style="color: black; font-size: 12pt;">il 96% dei rilievi ricadrebbero nell'intervallo
compreso tra azimut di levata e tramonto del sole al solstizio d'estate; (NB
non specificano se si tratti dell’arco percorso dal sole o del suo complemento;
l’esito è quindi chiaro solo agli specialisti)</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt 36pt; text-align: justify;">
<i><span style="color: black; font-size: 12pt;">b)<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span></i><span style="color: black; font-size: 12pt;">il 4% degli ipogei di conseguenza si affaccerebbe in
un arco di orizzonte in cui non sorge mai il sole;</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt 36pt; text-align: justify;">
<i><span style="color: black; font-size: 12pt;">c)<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span></i><span style="color: black; font-size: 12pt;">il 69% ricadrebbe nell'intervallo compreso tra la
levata e il tramonto eliaco nel solstizio invernale;</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt 36pt; text-align: justify;">
<i><span style="color: black; font-size: 12pt;">d)<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span></i><span style="color: black; font-size: 12pt;">il 98% sarebbe compreso tra la levata e tramonto della
Luna nel massimo <i>lunistizio meridionale</i>
ma tale dicitura è palesemente errata, in quanto i dati si riferiscono invece
al lunistizio maggiore settentrionale. </span></div>
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<span style="color: black; font-size: 12pt;"> </span></div>
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<span style="color: black; font-size: 12pt;">In perfetta continuità con il loro precedente
articolo, gli studiosi continuano a confondere il lunistizio meridionale con
quello settentrionale. Se la prima volta sarebbe potuto trattarsi di una svista
ora c'è la conferma che sul concetto di lunistizio Cabizza, Forteleoni e Castia
dimostrano una evidente confusione. Cabizza e Forteleoni sono stati quindi ed
oltretutto imprecisi anche nel riportare i target individuati a seguito del
loro studio, che confermano comunque le precedenti analisi di Mauro Zedda<a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftn8" name="_ftnref8" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="color: black; font-size: 12pt;">[8]</span></span></span></a>,
il quale indicava che:</span></div>
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<span style="color: black; font-size: 12pt;"> </span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt 36pt; text-align: justify;">
<i><span style="color: black; font-size: 12pt;">a)<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span></i><span style="color: black; font-size: 12pt;"> il 95% (97% al
nord, 92% al sud) ricadono nell'arco di orizzonte che percorre il sole al
solstizio estivo; </span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt 36pt; text-align: justify;">
<i><span style="color: black; font-size: 12pt;">b)<span style="font-size: 7pt; font-stretch: normal; font-style: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span></i><span style="color: black; font-size: 12pt;">il 96% ricadono nell'arco di orizzonte che percorre la
Luna al lunistizio maggiore settentrionale. </span></div>
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<span style="color: black; font-size: 12pt;"> </span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 21.3pt;">
<span style="color: black; font-size: 12pt;">Insomma,
la prima tardiva e maldestra incursione degli archeologi sardi nell’archeastronomia,
oltre che dalla colpevole elusione di più di venti anni di studi pregressi,
pare viziata da imprecisioni che rivelano lo status di neofiti dei proponenti.</span></div>
<span style="color: black; font-size: 12pt;">Pur poco originale, pare comunque encomiabile l’intento
dell’archeologa Simonetta Castia di avventurarsi in materia di archeoastronomia
riproponendo le analisi archeoastronomiche sulle <i>domus de janas</i> già eseguite da Mauro Zedda. Ma non ci si può
esimere dal rilevare l’inesperienza del team di misura e la <i>dimenticanza</i> (malafede?) nell’omettere
vent’anni di ricerche pregresse in materia, proponendo i loro lavori come <i>originali</i> e il loro convegni come <i>i primi in materia</i>. Neppure un cenno ai
congressi già tenutisi dal 1992 ad oggi ed in particolare al congresso della
SEAC (<i>Société Européenne pour
l’Astronomie dans la Culture</i>) del 2005 a Isili, avente come <i>chairmen</i> Mauro Zedda e Juan Antonio
Belmonte. </span>
<br />
<div>
<br />
<br />
<hr align="left" size="1" width="33%" />
<div id="gmail-ftn1">
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; text-align: justify; text-indent: 14.2pt;">
<a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftnref1" name="_ftn1" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="font-size: 9pt;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="font-size: 9pt;">[1]</span></span></span></span></a><span style="font-size: 9pt;">Primo convegno nazionale di archeoastronomia in Sardegna <span style="font-size: 9pt;">A cura dell'associazione Aristeo</span><span style="font-size: 9pt;"></span></span></div>
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<b><span style="font-size: 9pt;">SASSARI.</span></b><span style="font-size: 9pt;"> L’orientamento delle tombe neolitiche presenta ricorrenze non casuali che
implicano l’adozione di un possibile criterio nel posizionamento degli impianti
funerari realizzati dai sardi antichi. È ragionevole supporre che i prenuragici
avessero una certa confidenza con i fenomeni del cielo, nozioni funzionali alla
conoscenza di un elementare calendario utile alle comunità di agricoltori e
allevatori sparse nell’isola.</span><span style="font-size: 9pt;"></span></div>
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<span style="font-size: 9pt;">Sono i primi, importanti risultati, benché parziali, emersi dai lavori del
I convegno nazionale di archeoastronomia in Sardegna, svoltosi nei giorni
scorsi a Sassari nell’aula magna dell’Università centrale. Dalla relazione di
Gian Nicola Cabizza e Michele Forteleoni, presidente quest’ultimo della Società
astronomica turritana, curatori della parte astronomica del progetto “La misura
del tempo”, sembrerebbe emergere una ricorrenza non casuale di alcune
importanti rilevanze statistiche durante i sopralluoghi su 156 ipogei della
provincia di Sassari. Astronomi e archeologi, in un reciproco rapporto di
scambio, grazie all’impiego di strumenti tecnici, hanno rilevato che numerose
tombe, presenti su siti diversi, sono state realizzate con lo stesso criterio
di orientamento. “Questo - ha spiegato Cabizza - ci autorizza quantomeno a fare
delle congetture relative alla possibile conoscenza dei fenomeni celesti fra i
sardi del Neolitico”. C’è una particolare ragione per cui le tombe sono
orientate a Est e non a Ovest che induce gli studiosi di Aristeo e della Sat a
domandarsi se i sardi del Neolitico fossero conoscitori dei fenomeni del cielo.
“Conoscenza - hanno spiegato i relatori
- che sarebbe funzionale alle esigenze di una comunità che proprio in quel periodo
sperimentava la pratica dell’agricoltura”.</span><span style="font-size: 9pt;"></span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="font-size: 9pt;">Ma se trarre delle conclusioni è ancora prematuro (il programma prevede di
effettuare sopralluoghi su almeno 600 impianti funerari) certo è invece che
l’archeoastronomia, disciplina ormai ammessa e rispettata dalla comunità
scientifica, con il convegno promosso e organizzato da Aristeo è entrata a
pieno titolo nelle aule d’accademia. Lo ha rimarcato anche il rettore Attilio
Mastino, in apertura di lavori, evidenziando non soltanto il fatto che per anni
nei confronti di questa disciplina c’è stato un eccesso di prudenza, ma
soprattutto che nel tempo è cresciuto l’interesse della comunità scientifica
nei confronti di un approccio capace di gettare nuova luce su questioni assai
dibattute. Significativa, al riguardo, la posizione dell’archeologo Alberto
Moravetti, ordinario di Preistoria e protostoria nella facoltà di Lettere di
Sassari, il quale ha auspicato una collaborazione proficua tra astronomi e
archeologi e la necessità di adottare un modello unico per scongiurare il
pericolo dell’autoreferenzialità<u>.</u></span><span style="font-size: 9pt;"></span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="font-size: 9pt;">Sulla necessità di adottare un metodo condiviso è intervenuta anche
Simonetta Castia, archeologa, presidente dell’associazione culturale Aristeo,
che con la Sat ha promosso e organizzato l’evento: “Occorre individuare un
metodo ha detto capace di portare a risultati certi, non a verità assolute e
soprattutto che consenta di non scadere nella spettacolarizzazione”.</span><span style="font-size: 9pt;"></span></div>
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<span style="font-size: 9pt;">I lavori del convegno, il primo a carattere nazionale organizzato in
Sardegna in un’aula universitaria, si sono avvalsi di diversi preziosi
contributi, tra cui quello dell’archeologo cagliaritano Roberto Sirigu e di
Elio Antonello, presidente della S.I.A. (Società italiana di archeoastronomia)
e componente dell’Osservatorio astronomico di Brera e Mario Codebò del Centro
ricerche archeoastronomia Ligustica di Genova, nonché dell’intervento del
sindaco Gianfranco Ganau. Il progetto, denominato “La misura del tempo”,
tuttora in itinere, è ripartito in tre annualità che concentrano l’attività di
ricerca in tre distinti periodi della storia sarda antica: Il Neolitico, l’età
del Rame e l’età del Bronzo”</span><span style="font-size: 9pt;"></span></div>
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<span style="font-size: 9pt;"> </span></div>
</div>
<div id="gmail-ftn2">
<div class="gmail-MsoFootnoteText" style="font-size: 12pt; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftnref2" name="_ftn2" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span lang="X-NONE" style="font-size: 9pt;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span lang="X-NONE" style="font-size: 9pt;">[2]</span></span></span></span></a><span lang="X-NONE" style="font-size: 9pt;"> <i><span style="color: black;">La misura del tempo. Problematiche e prospettive,</span></i><span style="color: black;"> in <i>Cronache di
Archeologi</i></span></span><i><span style="color: black; font-size: 9pt;">a</span></i><span lang="X-NONE" style="color: black; font-size: 9pt;">, 8. <i>La misura del tempo. Archeologia e Astronomia. Il Prenuragico,</i>
Sassari pp 13-28).</span><span style="font-size: 9pt;"></span></div>
</div>
<div id="gmail-ftn3">
<div class="gmail-MsoFootnoteText" style="font-size: 12pt; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftnref3" name="_ftn3" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span lang="X-NONE" style="font-size: 9pt;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span lang="X-NONE" style="font-size: 9pt;">[3]</span></span></span></span></a><span lang="X-NONE" style="font-size: 9pt;"> </span><i><span style="color: black; font-size: 9pt;">L</span></i><i><span lang="X-NONE" style="color: black; font-size: 9pt;">a misura del tempo" Risultati preliminari,</span></i><span lang="X-NONE" style="color: black; font-size: 9pt;"> in Cronache di Archeologia, 8.
<i>La misura del tempo. Archeologia e
Astronomia. Il Prenuragico</i>, Sassari pp 29-37</span><span style="color: black; font-size: 9pt;">.</span><span style="font-size: 9pt;"></span></div>
</div>
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<div class="MsoNormal" style="font-size: 12pt; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftnref4" name="_ftn4" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="font-size: 9pt;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="font-size: 9pt;">[4]</span></span></span></span></a><span style="font-size: 9pt;"> Id. provvedimento: 00002004539
</span></div>
<div class="MsoNormal" style="font-size: 12pt; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="font-size: 9pt;">Beneficiario: SOCIETÀ
ASTRONOMICA TURRITANA </span></div>
<div class="MsoNormal" style="font-size: 12pt; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="font-size: 9pt;">C.F.: 92052420905
</span></div>
<div class="MsoNormal" style="font-size: 12pt; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="font-size: 9pt;">Importo contributo: €
35.512,36 </span></div>
<div class="MsoNormal" style="font-size: 12pt; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="font-size: 9pt;">Norma: L.R.
14/2006, art. 20 e 21, c. 1 lett.r. - L.R.5/2016.</span></div>
</div>
<div id="gmail-ftn5">
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt 20.25pt; text-align: justify; text-indent: 14.2pt;">
<a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftnref5" name="_ftn5" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="font-size: 9pt;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="font-size: 9pt;">[5]</span></span></span></span></a><span style="font-size: 9pt;"> Dalla locandina
del convegno:</span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt 7.1pt; text-align: justify; text-indent: 14.2pt;">
<span style="font-size: 9pt;">La misura del tempo. Atto secondo</span><span style="font-size: 9pt;"></span></div>
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; margin: 0cm 0cm 0pt 7.1pt; text-align: justify; text-indent: 14.2pt;">
<span style="font-size: 9pt;">È trascorso quasi un anno dalla prima edizione del
Convegno di Archeoastronomia in Sardegna, organizzato dal Circolo Aristeo in
partenariato con la Società Astronomica Turritana di Sassari, a conclusione
dell’attività scientifica del 2011.</span><span style="font-size: 9pt;"></span></div>
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<span style="font-size: 9pt;">In questi mesi hanno avuto corso nuove indagini e le
attività stanno avendo un’articolazione più ampia, con la possibilità di
accogliere tirocinanti, studenti o ricercatori interessati ad ampliare il
proprio quadro di conoscenze sulla materia.</span></div>
<div class="gmail-MsoFootnoteText" style="font-size: 12pt; margin: 0cm 0cm 0pt 7.1pt; text-align: justify; text-indent: 14.2pt;">
<span lang="X-NONE" style="font-size: 9pt;">A fine anno si
terrà la seconda edizione del convegno, che si preannuncia partecipato e atteso
dagli addetti ai lavori</span><span style="font-size: 9pt;">.</span></div>
</div>
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<div class="MsoNormal" style="font-size: 12pt; margin: 0cm 0.15pt 0pt 14.2pt; text-align: justify; text-indent: 14.2pt;">
<a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftnref6" name="_ftn6" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="font-size: 9pt;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="font-size: 9pt;">[6]</span></span></span></span></a><a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX" name="traduzione1"></a><span lang="EN-US" style="color: #363636; font-size: 9pt; letter-spacing: 0.45pt;">i</span><span lang="EN-US" style="color: #363636; font-size: 9pt;">t<span style="letter-spacing: 1.35pt;"> </span>would<span style="letter-spacing: 2.1pt;"> </span>have been
helpful<span style="letter-spacing: 2.1pt;"> </span>to<span style="letter-spacing: 1.1pt;"> </span>have<span style="letter-spacing: 1.7pt;"> </span>a<span style="letter-spacing: 0.95pt;"> </span>discussion <span style="letter-spacing: 0.3pt;"> </span>of<span style="letter-spacing: 1.25pt;"> </span>a<span style="letter-spacing: 0.8pt;"> </span>practical<span style="letter-spacing: 2.05pt;"> </span>topic<span style="letter-spacing: 1.4pt;"> </span>of<span style="letter-spacing: 1.1pt;"> </span>great<span style="letter-spacing: 1.4pt;"> </span>importance:
<span style="letter-spacing: 0.1pt;"> </span>namely, </span><span lang="EN-US" style="color: #525252; font-size: 9pt; letter-spacing: 0.1pt;">w</span><span lang="EN-US" style="color: #363636; font-size: 9pt;">hen<span style="letter-spacing: 0.35pt;"> </span>is<span style="letter-spacing: 0.6pt;"> </span><span style="letter-spacing: 0.2pt;">i</span>t<span style="letter-spacing: 0.15pt;"> </span>appropriate<span style="letter-spacing: 2pt;"> </span>in<span style="letter-spacing: 0.3pt;"> </span>fieldwork<span style="letter-spacing: 1.55pt;"> </span>to<span style="letter-spacing: 0.6pt;"> </span>use<span style="letter-spacing: 0.2pt;"> </span>a<span style="letter-spacing: 0.2pt;"> </span>theodolite,<span style="letter-spacing: 1.55pt;"> </span>rather<span style="letter-spacing: 0.8pt;"> </span>than<span style="letter-spacing: 0.7pt;"> </span>a<span style="letter-spacing: 0.5pt;"> </span>goo<span style="letter-spacing: 0.15pt;">d</span></span><span lang="EN-US" style="color: #080808; font-size: 9pt; letter-spacing: 0.3pt;">-</span><span lang="EN-US" style="color: #363636; font-size: 9pt;">qua<span style="letter-spacing: 0.2pt;">l</span></span><span lang="EN-US" style="color: #181818; font-size: 9pt;"> </span><span lang="EN-US" style="color: #363636; font-size: 9pt;">ity<span style="letter-spacing: 0.65pt;"> </span>compass<span style="letter-spacing: 1.35pt;">
</span>(given<span style="letter-spacing: 1.25pt;"> </span>that<span style="letter-spacing: 1.2pt;"> </span>the<span style="letter-spacing: 0.95pt;"> </span>investigator<span style="letter-spacing: 2.15pt;"> </span>has<span style="letter-spacing: 0.5pt;"> </span>determined<span style="letter-spacing: 1.4pt;"> </span>the<span style="letter-spacing: 0.5pt;"> </span>systematic<span style="letter-spacing: 1.65pt;"> </span>error<span style="letter-spacing: 1.6pt;"> </span>of the<span style="letter-spacing: 0.9pt;"> </span>compass<span style="letter-spacing: 1.15pt;"> </span>and<span style="letter-spacing: 0.75pt;"> </span>the<span style="letter-spacing: 0.8pt;"> </span>magnetic<span style="letter-spacing: 1.3pt;">
</span>variation<span style="letter-spacing: 1.5pt;"> </span>for<span style="letter-spacing: 0.65pt;"> </span>the<span style="letter-spacing: 0.4pt;"> </span>are<span style="letter-spacing: -0.05pt;">a</span></span><span lang="EN-US" style="color: #525252; font-size: 9pt;">,<span style="letter-spacing: 0.8pt;">
</span></span><span lang="EN-US" style="color: #363636; font-size: 9pt;">and<span style="letter-spacing: 0.75pt;"> </span>checked<span style="letter-spacing: 1pt;"> </span>that<span style="letter-spacing: 0.7pt;"> </span>the<span style="letter-spacing: 0.85pt;"> </span>local geology<span style="letter-spacing: 0.85pt;"> </span>carries<span style="letter-spacing: 0.9pt;"> </span>no<span style="letter-spacing: 0.25pt;"> </span>risk<span style="letter-spacing: 0.45pt;"> </span>of<span style="letter-spacing: 0.3pt;"> </span>magnetic<span style="letter-spacing: 0.75pt;">
</span>anomaly)?<span style="letter-spacing: 0.9pt;"> </span></span><span lang="EN-US" style="color: #525252; font-size: 9pt; letter-spacing: 0.2pt;">I</span><span lang="EN-US" style="color: #363636; font-size: 9pt;">n the<span style="letter-spacing: 0.1pt;"> </span>reviewer's
opinion,<span style="letter-spacing: 1pt;"> </span>in European<span style="letter-spacing: 1.65pt;"> </span>regions<span style="letter-spacing: 1.25pt;"> </span>free<span style="letter-spacing: 0.65pt;"> </span>from<span style="letter-spacing: 0.8pt;"> </span>magnetic<span style="letter-spacing: 1.3pt;">
</span>anomaly,<span style="letter-spacing: 0.95pt;"> </span>a<span style="letter-spacing: 0.2pt;"> </span>theodolite<span style="letter-spacing: 1.45pt;">
</span>is<span style="letter-spacing: 0.6pt;"> </span>appropriate<span style="letter-spacing: 1.65pt;"> </span>only for<span style="letter-spacing: 0.45pt;"> </span>the<span style="letter-spacing: 0.65pt;"> </span>measurement<span style="letter-spacing: 1.55pt;"> </span>of<span style="letter-spacing: 0.35pt;"> </span>Greek<span style="letter-spacing: 0.55pt;"> </span>temples<span style="letter-spacing: 1.1pt;">
</span>a<span style="letter-spacing: 0.4pt;">n</span>d<span style="letter-spacing: -0.05pt;"> </span>other<span style="letter-spacing: 0.75pt;"> </span>monuments<span style="letter-spacing: 0.9pt;"> </span>laid<span style="letter-spacing: 0.45pt;"> </span>out<span style="letter-spacing: 0.65pt;"> </span>with<span style="letter-spacing: 0.55pt;"> </span>great car<span style="letter-spacing: 0.2pt;">e</span></span><span lang="EN-US" style="color: #525252; font-size: 9pt;">,<span style="letter-spacing: 1.65pt;"> </span></span><span lang="EN-US" style="color: #363636; font-size: 9pt;">or<span style="letter-spacing: 0.8pt;"> </span>when<span style="letter-spacing: 1.3pt;"> </span>precision <span style="letter-spacing: 0.85pt;"> </span>calendrics<span style="letter-spacing: 0.2pt;"> </span>are<span style="letter-spacing: 1.1pt;"> </span>postulated,
as<span style="letter-spacing: 0.75pt;"> </span>in<span style="letter-spacing: 0.45pt;"> </span>Thomist <span style="letter-spacing: 0.25pt;"> </span>archae<span style="letter-spacing: 0.3pt;">o</span></span><span lang="EN-US" style="color: #080808; font-size: 9pt;"> </span><span lang="EN-US" style="color: #363636; font-size: 9pt;">astronom<span style="letter-spacing: 0.25pt;">y</span></span><span lang="EN-US" style="color: #080808; font-size: 9pt;">.<span style="letter-spacing: 2pt;"> </span></span><span lang="EN-US" style="color: #363636; font-size: 9pt;">When<span style="letter-spacing: 1.2pt;"> </span>a<span style="letter-spacing: 0.65pt;"> </span>monument<span style="letter-spacing: 1.6pt;"> </span>is<span style="letter-spacing: 0.55pt;"> </span>of rude<span style="letter-spacing: 0.4pt;"> </span>construction<span style="letter-spacing: 2.15pt;"> </span>or<span style="letter-spacing: 0.85pt;"> </span>in<span style="letter-spacing: 0.9pt;"> </span>poor<span style="letter-spacing: 1.1pt;"> </span>condition,
as are<span style="letter-spacing: 0.05pt;"> </span>some<span style="letter-spacing: 0.55pt;"> </span>of those<span style="letter-spacing: -0.7pt;"> </span>discussed<span style="letter-spacing: 1.4pt;"> </span>in<span style="letter-spacing: 0.05pt;"> </span>this<span style="letter-spacing: 0.6pt;"> </span>book,<span style="letter-spacing: 0.1pt;"> </span>there<span style="letter-spacing: 0.55pt;"> </span>is<span style="letter-spacing: -0.1pt;"> </span>the<span style="letter-spacing: 0.2pt;"> </span>danger<span style="letter-spacing: 0.4pt;"> </span>that<span style="letter-spacing: 0.5pt;"> </span>the<span style="letter-spacing: 0.2pt;"> </span>investigator will<span style="letter-spacing: 0.15pt;"> </span>erect<span style="letter-spacing: 0.55pt;"> </span>two<span style="letter-spacing: 0.45pt;"> </span>poles<span style="letter-spacing: 0.35pt;"> </span>whose<span style="letter-spacing: 0.85pt;"> </span>positions<span style="letter-spacing: 0.7pt;">
</span>are<span style="letter-spacing: -0.05pt;"> </span>in fact<span style="letter-spacing: 0.3pt;"> </span>il<span style="letter-spacing: -0.1pt;">l</span></span><span lang="EN-US" style="color: #080808; font-size: 9pt; letter-spacing: 0.3pt;">-</span><span lang="EN-US" style="color: #363636; font-size: 9pt;">defined,<span style="letter-spacing: 1.15pt;"> </span>and<span style="letter-spacing: -0.2pt;"> </span>then<span style="letter-spacing: 0.65pt;"> </span>measure<span style="letter-spacing: 0.4pt;"> </span>the line<span style="letter-spacing: 0.95pt;"> </span>jòining<span style="letter-spacing: 1.4pt;">
</span>them<span style="letter-spacing: 1.25pt;"> </span>with<span style="letter-spacing: 0.9pt;"> </span>great<span style="letter-spacing: 0.8pt;"> </span>(and<span style="letter-spacing: 0.9pt;"> </span>wholly<span style="letter-spacing: 1.3pt;"> </span>misleading)<span style="letter-spacing: 1.35pt;"> </span>accuracy.<span style="letter-spacing: 0.95pt;"> </span>This<span style="letter-spacing: 1pt;"> </span>limitation in<span style="letter-spacing: 1.05pt;"> </span>the<span style="letter-spacing: 1.6pt;"> </span>data<span style="letter-spacing: 1.9pt;"> </span>may<span style="letter-spacing: 1.45pt;"> </span>well<span style="letter-spacing: 1.55pt;"> </span>remain<span style="letter-spacing: 1.85pt;">
</span>undetected, <span style="letter-spacing: 0.05pt;"> </span>unless<span style="letter-spacing: 1.6pt;">
</span>the<span style="letter-spacing: 1.65pt;"> </span>investigator <span style="letter-spacing: 0.1pt;"> </span>follows<span style="letter-spacing: 2.05pt;"> </span>what should<span style="letter-spacing: 1.45pt;"> </span>be<span style="letter-spacing: 0.15pt;"> </span>an<span style="letter-spacing: 0.25pt;"> </span>invariable<span style="letter-spacing: 1.85pt;"> </span>rule<span style="letter-spacing: 0.5pt;"> </span>in<span style="letter-spacing: 0.15pt;"> </span>such<span style="letter-spacing: 0.75pt;"> </span>fieldwork:<span style="letter-spacing: 1.15pt;"> </span>to<span style="letter-spacing: 0.35pt;"> </span>repeat<span style="letter-spacing: 0.8pt;"> </span>at<span style="letter-spacing: 0.15pt;"> </span>least<span style="letter-spacing: 0.5pt;"> </span>a<span style="letter-spacing: 0.1pt;"> </span>sample<span style="letter-spacing: 1pt;"> </span>ofthe measures<span style="letter-spacing: 2.05pt;"> </span>on<span style="letter-spacing: 1pt;"> </span>another<span style="letter-spacing: 1.95pt;"> </span>occasion<span style="letter-spacing: -0.7pt;">,</span></span><span lang="EN-US" style="color: #b1b1b1; font-size: 9pt;">.</span><span lang="EN-US" style="color: #b1b1b1; font-size: 9pt; letter-spacing: 0.3pt;"> </span><i><span lang="EN-US" style="color: #363636; font-size: 9pt;">beginning<span style="letter-spacing: 0.9pt;"> </span></span></i><i><span lang="EN-US" style="color: #363636; font-size: 9pt;">with<span style="letter-spacing: 2.05pt;">
</span>r<span style="letter-spacing: 0.15pt;">e</span></span></i><i><span lang="EN-US" style="color: #080808; font-size: 9pt; letter-spacing: 0.15pt;">-</span></i><i><span lang="EN-US" style="color: #363636; font-size: 9pt;">erection<span style="letter-spacing: 1pt;"> </span></span></i><i><span lang="EN-US" style="color: #363636; font-size: 9pt;">of<span style="letter-spacing: 1.65pt;"> </span>the<span style="letter-spacing: 1.7pt;"> </span>poles, </span></i><span lang="EN-US" style="color: #363636; font-size: 9pt;">to<span style="letter-spacing: 1pt;"> </span>test the<span style="letter-spacing: 0.85pt;"> </span>errors<span style="letter-spacing: 1.1pt;"> </span>involved. </span></div>
<div class="gmail-MsoFootnoteText" style="font-size: 12pt; margin: 0cm 0cm 0pt 14.2pt; text-align: justify; text-indent: 14.2pt;">
<span lang="X-NONE" style="font-size: 9pt; font-variant-caps: small-caps; font-variant-east-asian: normal; font-variant-numeric: normal;">M.
Hoskin</span><span style="font-size: 9pt; font-variant-caps: small-caps; font-variant-east-asian: normal; font-variant-numeric: normal;">,</span><span style="font-size: 9pt;"> <span lang="X-NONE">«<i>Archaeoastronomy»</i> n° 19 (JHA, XXV 1994) <i>Book Review</i> al libro <i>Archeoastronomia Italiana</i> </span></span><span style="font-size: 9pt;">di </span><span lang="X-NONE" style="font-size: 9pt;">Giuliano Romano</span><span style="font-size: 9pt;">,</span><span lang="X-NONE" style="font-size: 9pt;"> CLEUP
Padova 1992</span><span style="font-size: 9pt;">.</span></div>
<div class="gmail-MsoFootnoteText" style="font-size: 12pt; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<span style="font-size: 9pt;">Mia t</span><span lang="X-NONE" style="font-size: 9pt;">raduzione:</span></div>
<pre style="font-size: 10pt; margin: 0cm 0cm 0pt 14.2pt; text-align: justify; text-indent: 14.2pt;"><span lang="X-NONE" style="color: #212121; font-size: 9pt;">Sarebbe stato utile avere una discussione su un argomento pratico di grande importanza: vale a dire, quando è appropriato nel lavoro sul campo usare un teodolite, piuttosto che una bussola di buona qualità (dato che l'investigatore ha determinato l'erratico sistematico del bussola e la variazione magnetica per l'area, e controllato che la geologia locale non comporta alcun rischio di anomalia magnetica)? Secondo l'opinione del revisore, nelle regioni europee prive di anomalie magnetiche, un teodolite è appropriato solo per la misurazione dei templi greci e di altri monumenti disposti con grande cura, o quando vengono postulati calendari di precisione, come nell'archeo astronomico tomista. Quando un monumento è in costruzione o in cattive condizioni, come alcuni di quelli discussi in questo libro, c'è il pericolo che l'investigatore eriga due pali le cui posizioni sono di fatto mal definite, e quindi misureranno la linea tracciandole con grande ( e totalmente fuorviante) accuratezza. Questa limitazione dei dati potrebbe non essere rilevata, a meno che il ricercatore non segua quella che dovrebbe essere una regola imprescindibile in tale lavoro sul campo: ripetere almeno un campione delle misure in un'altra occasione, iniziando con la ri-costruzione dei paletti, per verificare gli errori commessi. </span><span lang="X-NONE" style="font-size: 9pt;"></span></pre>
</div>
<div id="gmail-ftn7">
<div class="gmail-MsoFootnoteText" style="font-size: 12pt; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 14.2pt;">
<a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftnref7" name="_ftn7" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span lang="X-NONE" style="font-size: 9pt;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span lang="X-NONE" style="font-size: 9pt;">[7]</span></span></span></span></a><span lang="X-NONE" style="font-size: 9pt;"> <i><span style="color: black;">La misura del tempo. Il neolitico e lo stato delle ricerche</span></i><span style="color: black;">, in <i>Cronache di
Archeologia</i>, 10. La misura del tempo. Atti del 2° convegno internazionale
di Archeoarcheoastronomia in Sardegna.dicembe 2012, Sassari 2013, pp 19-43.</span></span><span style="font-size: 9pt;"></span></div>
</div>
<div id="gmail-ftn8">
<div class="gmail-Standard" style="font-family: Calibri; font-size: 11pt; line-height: normal; text-align: justify; text-indent: 14.2pt;">
<a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=39615&_mbox=INBOX#_ftnref8" name="_ftn8" title=""><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="font-size: 9pt;"><span class="gmail-MsoFootnoteReference" style="vertical-align: super;"><span style="font-size: 9pt;">[8]</span></span></span></span></a><span style="font-size: 9pt;"> </span><span style="color: black; font-size: 9pt;">Per un approfondimento dell’esame dell'orientamento
delle <i>domus de janas</i> si rimanda a <i>Astronomia nella Sardegna Preistorica </i>di
Mauro Zedda 2013. </span></div>
</div>
</div>
</div>
</div>
Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-90124444216340648152019-12-04T19:08:00.000+01:002019-12-04T19:08:26.628+01:00Massimo Pittau e gli studi sulla Sardegna antica<div>
</div>
di <strong>Mauro Maxia</strong><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpP10bvVXFVTGhB3QaakKIn_00AAm4EeypPsUhQwSBlyimxeBqsGTt9ZMrWcJNpZfCvAAExryZkHgq67mJvCvaRyo0sGvxY_aBMcAbYt0W_NdayA2epDk65DoE2SpXrKphNs4Dr1TXeA/s1600/Massimo+Pittau_foto+1992.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="148" data-original-width="207" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpP10bvVXFVTGhB3QaakKIn_00AAm4EeypPsUhQwSBlyimxeBqsGTt9ZMrWcJNpZfCvAAExryZkHgq67mJvCvaRyo0sGvxY_aBMcAbYt0W_NdayA2epDk65DoE2SpXrKphNs4Dr1TXeA/s1600/Massimo+Pittau_foto+1992.jpg" /></a></div>
<div>
Tra i molteplici interessi del prof. Massimo Pittau, scomparso appena
la settimana scorsa, spicca la sua passione per lo studio della civiltà
dei sardi antichi da cui scaturì il volume "La Sardegna Nuragica"
(Sassari, Dessì, 1977, 5ª ristampa 1988, 2^ edizione Cagliari, Edizioni
Della Torre, 2006; 3^ edizione 2013). Questo testo in Sardegna per
trent’anni ha rappresentato un vero e proprio
<em>best seller</em> dato che ha superato le diecimila copie vendute e
tuttora si trova in commercio. Il fatto che proponga una rivoluzionaria
interpretazione della funzione dei nuraghi rispetto alle tesi degli
archeologi scatenò una forte reazione che portò qualcuno di essi a
definire quel suo lavoro “un libro sfortunatamente troppo letto”. Per
avere un’idea più precisa sui motivi del contendere conviene leggere la
recensione di Salvatore Tola ("La Sardegna nuragica: un recente studio
di Massimo Pittau: recensione", 1977) e la prefazione dello stesso
Pittau al volume nel proprio sito
<a href="http://www.pittau.it/Sardo/sard_nur_pref.html?fbclid=IwAR3wDCOTfV8LePNMgI4EKweTEn4n728e0JZgObToTXvoAIWpIJpIw723oxc" target="_blank">http://www.pittau.it/Sardo/sard_nur_pref.html</a>.
<br />In seguito Pittau sullo stesso argomento diede alle stampe
"Ulisse e Nausica in Sardegna e altri saggi" (Nùoro, Insula, 1994);
"Storia dei Sardi Nuragici", (Selargius Domus de Janas, 2007); "Il
Sardus Pater e i Guerrieri di Monte Prama" (Sassari, EDES, 2008, 2ª
ediz. 2009); "Gli antichi Sardi fra i Popoli del Mare” (Selargius, Domus
de Janas, 2011); "Il dominio sui mari dei Popoli Tirreni: Sardi
Nuragici ed Etruschi" (Dublino, Ipazia Books, 2013); "Enciclopedia della
Sardegna Nuragica" (Dublino, Ipazia Books, 2016); "Credenze religiose
degli antichi Sardi" (Cagliari, Edizioni Della Torre, 2016).
<br />In uno dei suoi lavori più recenti ("L’espansione coloniale dei
sardi nuragici", Nùoro, Le Storie, 2017) Pittau propone una teoria che
spezza gli stereotipi di un anacronistico passato non ancora del tutto
metabolizzati dagli archeologi. Pittau, cioè, descrive gli antichi sardi
non come colonizzati ma come colonizzatori ed esportatori di cultura,
specialmente nel Mediterraneo occidentale (Isole Baleari, Corsica),
grazie alle loro riconosciute abilità di metallurghi, guerrieri e
navigatori documentate nelle fonti classiche.
<br />La sua attività poliedrica trova un raffronto soltanto in quella
di Giovanni Spano, maggiore erudito sardo del 1800, il quale è
considerato tuttora come uno dei più rappresentativi personaggi espressi
dalla Sardegna in ogni tempo. In realtà la produzione di Pittau, grazie
anche alla sua maggiore longevità e alle moderne tecnologie, supera
largamente pure quella dello Spano. Come gli ormai celebri Giganti di
Monti Prama, ai quali Massimo Pittau dedicò uno specifico studio, egli è
stato un vero gigante della cultura sarda e italiana. Di certo, accanto
ad altri grandi dell’Isola, in un ideale pantheon sardo a Pittau
spetterebbe il titolo di Sardus Pater.
<br />Massimo Pittau fu un uomo di rara onestà intellettuale che
all'occasione non esitava a correggere sé stesso. Per il suo carattere
incline al confronto franco e spassionato egli ebbe delle vivaci
polemiche sia con gli etruscologi sia con gli archeologi sardi ma anche
con celebri linguisti. Nel suo ultimo scritto, il pamphlet , "Eppure mi
diverto coi Nuragici e con gli Etruschi" (Cagliari, Edizioni Della
Torre, 2019), Pittau riannoda con umorismo i fili di un dibattito
quarantennale che ha contribuito fortemente a cambiare la prospettiva
degli studi nell’archeologia sarda e nella stessa etruscologia.
</div>
<div>
La foto fu scattata dal sottoscritto a Santa Vittoria di Serri,
entrambi relatori nel convegno Archeologia e astronomia celebrato a Isili tra il 19 e il 21 Giugno 1992.</div>
<div>
Questo post è un estratto in anteprima di un articolo
commemorativo in uscita sul prossimo numero della "Rivista Italiana di
Onomastica" che avrà diffusione mondiale.
</div>
<br />
<div>
</div>
Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-31162532274189946132019-11-20T18:53:00.001+01:002019-11-20T18:53:35.334+01:00Il contadino che indicava la luna recensione di Fabrizio Sarigu
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge9ig1zSpMv602T2vuhJbCvCCgWZNUrzPz3woS6-65u1N-8ARSPamsiI1sZjFKZrxUATG7u9ASwIYnetVzKPtZWFlP-f9JWVXChcUCrqGLxGCsPly13hPybtXX3Mmup38mbO2W1Dvo0g/s1600/copertina.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="945" data-original-width="669" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge9ig1zSpMv602T2vuhJbCvCCgWZNUrzPz3woS6-65u1N-8ARSPamsiI1sZjFKZrxUATG7u9ASwIYnetVzKPtZWFlP-f9JWVXChcUCrqGLxGCsPly13hPybtXX3Mmup38mbO2W1Dvo0g/s320/copertina.jpg" width="226" /></a></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #222222;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><br />Schopenhaur,
il grande filosofo, amava sottolineare quanta poca considerazione ci
fosse per chi approcciandosi allo studio di una disciplina, lo
facesse per mero piacere personale, per diletto appunto. Solitamente
si ritiene che solo la motivazione economica possa spingere ad uno
studio approfondito, sistematico di una materia, al fine di trarne
una professione e professionista è chi viene pagato per compiere
questo. Eppure la parola dilettante, che definisce chi per diletto o
piacere si dedica ad un qualcosa, nonostante venga usata con un
retrogusto dispregiativo, se compresa nel profondo, definisce una
condizione che ha del sublime. Indica infatti l’amore per una
passione, per una materia, per l’attitudine al conoscere e al
comprendere, dove unica ricompensa sta nella sensazione di
autorealizzazione che si ricava dal dedicarsi a qualcosa che in
ultima analisi, si ama.</span></span></span></div>
<br />
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #222222;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">Così
questo nuovo lavoro di Paolo Littarru, </span></span></span><span style="color: #444444;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">ingegnere
per l’ambiente e il territorio, dottore di ricerca in Ingegneria
chimica per l’ambiente e la sicurezza e specializzato in Sicurezza
e protezione industriale presso la Sapienza – Università di Roma,
cultore di archeologia e archeoastronomia è coautore della </span></span></span><span style="color: #444444;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"><i>Guida
archeoastronomica al nuraghe Santu Antine di Torralba</i></span></span></span><span style="color: #444444;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;"> (Agorà
Nuragica, 2003), </span></span></span><span style="color: #222222;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">“Il
contadino che indica la luna” è il racconto, essendone egli stato
partecipe, di un viaggio intellettuale che un dilettante in
archeologia, giacchè di professione contadino, Mauro Peppino Zedda,
ha compiuto, per difendere e diffondere un’idea.</span></span></span></div>
<br />
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #222222;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">L’evolversi
della vicenda trae origine a partire, come spesso avviene nelle
scienze, da un’intuizione poi rivelatasi corretta: l’esistenza di
una “ratio” astronomica nella distribuzione dei nuraghi nel
territorio. Ma come reagì l’accademia quando galileo propose il
suo modello eliocentrico in guisa di quello geocentrico? come reagì
l’accademia quando un umile impiegato dell’ufficio brevetti
svizzero propose la “teoria della relatività”? ecco che il
viaggio del nostro protagonista non può non essere privo di
ostacoli, trabocchetti, mostri da affrontare e paure da vincere.</span></span></span></div>
<br />
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="color: #222222;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">Nemo
propheta in patria. Questa storia ha infatti la bizzarra
caratteristica per la quale il mondo archeoastronomico/accademico
internazionale ha riconosciuto e fatte proprie le idee del nostro
contadino/dilettante, inserendo queste in articoli scientifici e
pubblicazioni di spessore mondiale. Ma in Patria? Beh in patria egli
appunto non è “propheta”.</span></span></span></div>
<br />
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<span style="color: #222222;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">L’archeologia
sarda accademica ha respinto totalmente e in totale chiusura queste
scoperte, arroccandosi, è proprio il caso di dirlo!, nel paradigma
del “nuraghe fortezza” dal quale solo ora e molto timidamente
cerca di fuoriuscire. L’autore analizza dunque questo evento
storico culturale, la morte del paradigma di riferimenti
dell’archeologia sarda e il lento passaggio verso un nuovo sistema
interpretativo che dovrà, evidentemente, avere come punto di
partenza le scoperte del nostro contadino/dilettante.</span></span></span></div>
<br />
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<span style="color: #222222;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">L’opera
racchiude in se e riassume un ventennio di scoperte, confronti, liti,
incomprensioni e amore per la verità scientifica la dove emerge
incontrovertibile. La lotta quindi di una “nuova visione delle
cose” che si fa largo, forte di se stessa, in un mondo che la
ostacola, arroccato in concezioni vecchie, superate, ma che
evidentemente forniscono ai professionisti sicurezza, giacché non
implicano la necessità di doversi ripensare ciò che è dato.</span></span></span></div>
<br />
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<span style="color: #222222;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">L’opera
di Paolo immerge il lettore in questo viaggio che potremmo definire
un’avventura culturale e umana, dove varie altre figure, oltre al
nostro contadino ( quali il nostro ingegnere, il nostro linguista, il
nostro architetto il nostro storico delle religioni e il nostro
giovane archeologo) rubano per diletto la “piccozza”
dell’archeologo e cercano di demolire un muro di incomprensione che
impedisce alla nostra storia di emergere in tutta la sua bellezza.</span></span></span></div>
<br />
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<a href="https://www.blogger.com/null" name="_GoBack"></a><span style="color: #222222;"><span style="font-family: Arial, serif;"><span style="font-size: x-small;">Il
panorama archeologico e culturale sardo aveva proprio bisogno di
un’opera capace, in maniera concisa e diretta, di descrivere, quasi
in una sorta di autoanalisi, il dramma che la sostituzione del
vecchio paradigma inevitabilmente comporta nel contesto che lo vive.
Il lettore potrà trovare in esso le principali teorie e concezioni
che sussumono la nuova visione del mondo nuragico, riportate e
scandite in maniera cronologica e con una sequenzialità di
ragionamento ineccepibile, da qui, se ne avrà diletto, potrà
approfondire la visione di ciascun autore ricercandone le opere.
L’opera appare dunque quasi come una bussola che laddove ci si
senta sperduti, giunge in soccorso guidandoci e fornendo
un’immancabile occasione per comprendere meglio il nostro passato.</span></span></span></div>
Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-77091943240636721012019-06-20T16:37:00.001+02:002019-06-20T16:37:48.756+02:00Il contadino che indicava la luna, prefazione di Franco Laner<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg33qbOrzRNXJ94olaFen7kEIwbzia-WibbYxYURqQoOlgCy1uFipMGblz1I9_QNWlQSi0J97XvWdUYF1LlVp1r4r5nQiOh2DOTlBFLXSbvGQw6IUvs2fkMhsbtoYlv7fxGLZ9C_eD9w/s1600/64824127_2716375361727285_6210600148276346880_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="213" data-original-width="75" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg33qbOrzRNXJ94olaFen7kEIwbzia-WibbYxYURqQoOlgCy1uFipMGblz1I9_QNWlQSi0J97XvWdUYF1LlVp1r4r5nQiOh2DOTlBFLXSbvGQw6IUvs2fkMhsbtoYlv7fxGLZ9C_eD9w/s1600/64824127_2716375361727285_6210600148276346880_n.jpg" /></a></div>
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<span style="font-family: Calibri;"><span style="font-size: small;">La
lettura di questo lavoro di Paolo Littarru mi induce a interrogarmi
per dar ragione a diverse sensazioni e perché no, anche ad emozioni,
che Paolo mi ha trasmesso con la narrazione degli ultimi decenni di
archeologia nuragica. </span></span>
</div>
<br />
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<span style="font-family: Calibri;"><span style="font-size: small;">Il
fulcro del libro è l’originale lettura della civiltà nuragica che
Mauro Zedda ha saputo declinare introducendo il parametro
archeoastronomico. Purtuttavia il testo comprende ulteriori e
importanti riflessioni sull’inconsistenza dell’attuale ricerca
scientifica dell’archeologia nuragica, ancora in buona parte
arroccata sul paradigma taramel-lilliano (questa aggettivazione, di
zeddiana invenzione, mette insieme due archeologi. Prima Antonio
Taramelli, bergamasco, che svolse la sua attività in Sardegna e fu
anche senatore e poi Giovanni Lilliu che ne raccolse l’eredità.
Costoro hanno segnato l’archeologia isolana di tutto lo scorso
secolo e sancirono la funzione militare dei nuraghi).</span></span></div>
<br />
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<span style="font-family: Calibri;"><span style="font-size: small;">Per
certi versi è ovvio il mio straniamento emotivo, considerato che ho
fatto parte dell’avventura, ancora in atto, della sconfessione del
paradigma nuraghe-fortezza, ma soprattutto perché sono coinvolti
sentimenti di amicizia con i protagonisti, non solo con Mauro, ma con
l’autore stesso del libro, col formidabile studioso Massimo Pittau,
senza sottovalutare Arnold Lebeuf a partire da quando lo sentii la
prima volta a Serri, quando mi alzai dopo la sua conferenza sul Pozzo
di Santa Cristina e commentai con una sola delle poche parole
francesi che conosco: </span></span><span style="font-family: Calibri;"><span style="font-size: small;"><i>Chapeau!</i></span></span></div>
<br />
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<span style="font-family: Calibri;"><span style="font-size: small;">Nemmeno
posso dimenticare il coraggioso Augusto Mulas per la “rottura”
col paradigma in cui si è formato. E neppure molti archeologi, che
ho spesso denigrato, tutto preso dall’evidenza delle nostre teorie,
dimenticandomi che anche loro tengono famiglia, convinzioni e
legittime aspirazioni di posto e di carriera, mi appaiono ora,
leggendo il libro, diversi e talmente modesti che infierire è stato
tempo perso e mi chiedo con quale diritto mi sia accanito, fino
all’esasperazione, contro le loro inconsistenti asserzioni, spesso
ripetute come i bambini recitano sotto l’imposizione della
maestrina di turno. </span></span>
</div>
<br />
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<span style="font-family: Calibri;"><span style="font-size: small;">Mi
chiedo – per capire dove abbiamo sbagliato – perché tante
battaglie per far emergere semplici evidenze che una qualsiasi
persona dotata di un minimo di buon senso comune avrebbe difficoltà
ad ammettere, come la funzione militare di un nuraghe? </span></span>
</div>
<br />
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<span style="font-family: Calibri;"><span style="font-size: small;">Eppure,
come sono duri a morire gli </span></span><span style="font-family: Calibri;"><span style="font-size: small;"><i>idola</i></span></span><span style="font-family: Calibri;"><span style="font-size: small;">
di convenienza politica, culturale, sociale!</span></span></div>
<br />
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<span style="font-family: Calibri;"><span style="font-size: small;">Le
continue prese di posizione sulla deriva che il paradigma
nuraghe-fortezza induceva, sugli ostacoli a nuove ipotesi, sui
corollari che gemmavano per sostenere quelle che ho definito
</span></span><span style="font-family: Calibri;"><span style="font-size: small;"><i>tonterias</i></span></span><span style="font-family: Calibri;"><span style="font-size: small;">,
è stato perso troppo tempo, tempo sottratto a mettere a frutto
intuizione e impegno e causa prima del mio attuale disincanto nei
confronti dell’archeologia, che forse Paolo, magari inconsciamente,
cerca di rimuovere, chiedendomi di esprimere un mio parere sul suo
lavoro.</span></span></div>
<br />
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<span style="font-family: Calibri;"><span style="font-size: small;">Comincio
dal titolo. La parola chiave più intrigante è </span></span><span style="font-family: Calibri;"><span style="font-size: small;"><i>contadino</i></span></span><span style="font-family: Calibri;"><span style="font-size: small;">.</span></span></div>
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<span style="font-family: Calibri;"><span style="font-size: small;">Mauro
stesso rivendica questo suo stato. C’è in ciò un compiacimento:
lavorare la terra significa contaminarsi con la grande dea, feconda
generatrice, che gode, introiettando il dio sole, che si relaziona
coi ritmi astronomici che dettano i tempi di semina e i cicli vitali
e si confronta con la loro ineluttabile e inesorabile iterazione.
Coltivare non può prescindere dall’osservare e quindi dedurre. </span></span>
</div>
<br />
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<span style="font-family: Calibri;"><span style="font-size: small;">Coltivare
significa conoscere la scienza dell’agricoltura, avere strumenti di
misurazione e quindi nozioni forti di topografia, di cui Mauro ha
fatto tesoro. Come giustamente nota Paolo, i lavori di Mauro hanno
spesso un forte apparato statistico. Raccoglie puntigliosamente dati,
orientamenti, caratteristiche misurabili sui monumenti che indaga,
elabora e cerca spiegazione e deduce inferenze e corollari. Ripete,
in altre parole, la genesi della scienza: dall’osservazione alla
spiegazione. Passo successivo: logica comportamentale e speculativa,
fino alla predizione.</span></span></div>
<br />
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<span style="font-family: Calibri;"><span style="font-size: small;">Come
è meglio orientare i filari di un vigneto? Aspettare o meno la luna
nuova per ripiantare i pomodori? A quale specie di cultivar destinare
un nuovo appezzamento? Le decisioni non possono che rapportarsi alla
propria visione cosmologica, a precisi paletti astrali e alla
meditazione che induce l’osservazione </span></span><span style="color: navy;"><span lang="zxx"><u><a href="http://mail.tiscali.it/?_task=mail&_action=show&_uid=38360&_mbox=INBOX"><span style="font-family: Calibri;"><span style="font-size: small;">–</span></span></a></u></span></span><span style="font-family: Calibri;"><span style="font-size: small;">
esagero – financo dell’ombra di un tutore che scandisce il tempo
del giorno, del mese, dell’anno. Contadino capace di cogliere il
rapporto inferi-terra-cielo ed entrare in sintonia con la perfezione
astronomica, dunque con l’osservazione e la scienza, sua fedele
ancella.</span></span></div>
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<span style="font-family: Calibri;"><span style="font-size: small;">Contadino
dunque come chiave di lettura della sua curiosità e capacità di
inferenze, non solo scientificamente speculative, bensì di
concretezza, utilità e programmazione.</span></span></div>
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<span style="font-family: Calibri;"><span style="font-size: small;">Ancora
sul titolo del libro, che mi piace analizzare. Il contadino indica la
luna. Il contadino è chino sulla terra. Anche l’archeologo è
chino sulla terra ed è attento a ciò che </span></span><span style="font-family: Calibri;"><span style="font-size: small;"><i>brilla
sulla punta del piccone</i></span></span><span style="font-family: Calibri;"><span style="font-size: small;">.
Un archeologo, di norma, non può che resocontare ciò che scava,
senza spingersi ad immaginifiche supposizioni (per fortuna qualcuno
lo fa!). Mauro invece alza spesso la testa dalla terra verso il
cielo. Poi ritorna alla terra. Terra e cielo sono correlati. L’ordine
cosmico trova un corrispettivo, viene ricreato in terra. I modi di
ricreazione sono l’ampio campo di pensiero di Mauro. Un vero
scrigno di inferenze speculative che mettono in crisi convinzioni
radicate, compresi i modesti statuti dell’archeologia sarda a
partire dal paradigma nuraghe-fortezza, che assegna al profano e non
al sacro queste costruzioni.</span></span></div>
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<span style="font-family: Calibri;"><span style="font-size: small;">È
qui appena il caso di sottolineare che il paradigma taramel-lilliano
non è la sola anomalia. A parole si auspica, ad esempio,
l’interdisciplinarietà. Appena però un piede estraneo osa varcare
il recinto degli scavi, viene inibito, escluso. Entra, a volte, chi
asseconda il già detto e lo conferma.</span></span></div>
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<span style="font-family: Calibri;"><span style="font-size: small;">Provate
a sostenere che evidenti capitelli trovati negli scavi di Monte
Prama, oltretutto quadrati e non circolari, siano tali e non modelli
di nuraghe o che un bronzetto non sia un guerriero anziché un
sacerdote o ancora, che le palle litiche trovate nei nuraghi non
siano proiettili per fantasiose catapulte o fionde, bensì
raffigurazioni astrali. </span></span>
</div>
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<span style="font-family: Calibri;"><span style="font-size: small;">Errori
interpretativi sono ricorrenti nella storia delle varie scienze. Ma a
fronte dell’evidenza si cambia e ci si ravvede. L’archeologia
sarda in ciò è perlomeno singolare: insiste a sostenere
l’insostenibile!</span></span></div>
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<span style="font-family: Calibri;"><span style="font-size: small;">Spiegato
il paradigma nuraghe-fortezza e i nefasti corollari che ne sono
derivati e come tutt’ora tale paradigma si ostativo a studi e
ricerche, Littarru dedica un condivisibilissimo capitolo a Massimo
Pittau che con logica deduttiva fu il primo a smontare il castello
paradigmatico taramel-lilliano, partendo da una disciplina,
apparentemente distante dall’archeologia – la linguistica – a
cui gli archeologi non risposero, anzi, bellissima l’immagine di
Paolo, su cui misero un </span></span><span style="font-family: Calibri;"><span style="font-size: small;"><i>tappo</i></span></span><span style="font-family: Calibri;"><span style="font-size: small;">.
Stesso tappo che misero alla disciplina archeastronomica e ad altre
discipline a loro estranee, come tutte le discipline della natura ed
anche a molte dello spirito. L’autoreferenzialità, per ogni
disciplina, è foriera di insuccesso, a priori.</span></span></div>
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<span style="font-family: Calibri;"><span style="font-size: small;">Il
problema attuale – scrive Littarru – per l’archeologia isolana
è come uscire da una situazione ormai insostenibile. Elenca tutti i
tentativi di progressive smentite e raddrizzamento di tiro, ma ancora
manca l’accettazione del nuovo cambio di paradigma o perlomeno il
chiaro rigetto di una cantonata epocale.</span></span></div>
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<span style="font-family: Calibri;"><span style="font-size: small;">La
narrazione del libro, puntuale e documentata, ha un forte pregio: non
si potrà più dire io non c’ero, io non condividevo, io non
potevo. Fino alla fine, Lilliu ha tenuto duro. Umanamente non poteva
smentire né sé, né la struttura che ha messo insieme e sostenuto
per una vita. Fra le righe, se si vuol leggere, si capisce comunque
il suo disagio e imbarazzo ben evidenziato da Paolo. A Lilliu
comunque non si possono tuttavia disconoscere pregi. Ha molto
contribuito a farci capire che una civiltà è tale anche quando non
ha gli stessi requisiti di quelle esaltate. Peccato che anche lui
ricorresse a graduatorie di civiltà, cosa priva di senso come alcuni
antropologi sardi – Miali Pira in primis, o Cherchi o Bandinu –
hanno evidenziato, mettendo in luce le caratteristiche e peculiarità
di quella sarda, senza rivendicazioni di priorità o primati. Nessun
archeologo ha saputo come Lilliu abbandonare il fattuale e concedersi
a brani intensi e poetici, come quando descrive la stilizzazione di
un antropomorfo che chiude le braccia nel volo verso gli inferi. Il
problema vero sono quelli dopo di lui e con lui. Una piaga ancora non
satura e purulenta. La forza del libro di Littarru è per me la sua
scrittura discreta e critica pacata, a volte asettica e quindi
credibile. </span></span>
</div>
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<span style="font-family: Calibri;"><span style="font-size: small;">Il
libro è un atto di sincera ammirazione verso il </span></span><span style="font-family: Calibri;"><span style="font-size: small;"><i>contadino
che indica la luna</i></span></span><span style="font-family: Calibri;"><span style="font-size: small;">
e di dispiacere verso coloro che vedono solo il dito che la indica. </span></span>
</div>
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<span style="font-family: Calibri;"><span style="font-size: small;">Mi
auguro che il suo ottimismo sul cambio di paradigma sia concreto, non
solo un auspicio. Ne ricaverebbe grande interesse l’intera Isola,
non solo l’archeologia, bensì la stessa cultura sarda.</span></span></div>
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Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-66955172796125053762018-12-16T18:20:00.001+01:002018-12-16T18:44:54.144+01:00Usai, Perra e la Caverna di Platone<br />
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di <b>Mauro Peppino Zedda</b></div>
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In un recente libro “La mensa dei
Nuragici” Mauro Perra ha scritto di essere più interessato
all'archeogastronomia che all'archeoastronomia. Unitamente a
segnalare il piacere di leggere le sue ipotesi archeogastronomiche,
non posso fare a meno di rimarcare l'assurdità del paragone, infatti
un archeologo che si rispetti deve tenere in conto ogni dettaglio,
dal più rilevante (l'importanza del Sole e degli astri nella cultura
umana) al meno rilevante. Nel leggere la mensa dei nuragici mi venne
in mente di segnalare a Perra un passo di Dante “fatti non foste
per viver come bruti ma per seguire virtù e conoscenze”.</div>
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Che sia importante continuare a
studiare la dieta dei nuragici non lo metto in dubbio, sono ormai due
secoli che gli archeologi ci parlano di scodelle, tegami e ciotole,
non chiedo loro di smettere di studiare i tegami ma di trovare un
pochino di tempo per volgere lo sguardo anche verso il cielo.</div>
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È assurdo che nel 2018 la scuola
archeologica sarda non abbia ancora compreso l'utilità
dell'archeoastronomia al fine di comprendere il pensiero, la visione
del mondo, la spiritualità del mondo nuragico.
</div>
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In un più recente libro Il tempo dei
Nuraghi (a cura di A. Perra, T. Cossu, A.Usai con 28 autori) in un
capitolo curato da A. Usai leggiamo (pag 25) “<i>Se ci pensiamo
bene, gli uomini e le donne che vivevano in Sardegna durante le Età
del bronzo e del Ferro dovevano conoscere alla perfezione tutte le
opportunità e tutti i pericoli del loro ambiente: sorgenti, pozzi e
pozze, acque termali, saline, guadi, sentieri, valichi, strettoie,
grotte, ripari, nascondigli, luoghi d'avvistamento e appostamento,
punti di passaggio della selvaggina, cave, miniere, approdi, legname,
alberi da frutto, bacche oleose, erbe salutari, funghi, droghe,
veleni e così via</i>” quei nessun accenno all'importanza di
elementi fondamentali come il Sole e la Luna; poi in altro capitolo
scrive (pag 45) “ <i>la proliferazione dei nuraghi, proprio perché
costosa e gravosa, suggerisce che fosse considerato importante
marcare la conquista di nuove terre con la costruzione di un
monumento, al di là delle sue funzioni materiali. Era questa una
ripetizione di atti quasi rituali, sebbene apparentemente non
connessi con alcun culto, miranti a perpetuare una tradizione, come
una sorta di incessante rifondazione sociale, o come una celebrazione
di antiche conquiste o una riaffermazione di un mitico ordine
cosmogonico? Io credo che il senso generale dei nuraghi e degli altri
monumenti nuragici possa essere compreso solo nell'ambito delle
dinamiche sociali ed economiche di grande portata. Tuttavia alcuni
particolari potrebbero essere almeno inquadrati facendo riferimento a
un mondo simbolico per noi oscuro, ma che per i protagonisti di
allora poteva costituire un codice condiviso. Per esempio ferme
restando le ragioni di fondo, è possibile che la costruzione di un
nuraghe o insediamento o tomba o tempio, oppure la loro ubicazione,
fosse decisa a seguito di vaticini, presagi, sogni, allucinazioni o
altri presunti “segni” come la caduta di un fulmine, lo scoppio
di un incendio, la nascita o la morte di una persona o di un animale,
l'accadimento di fatti inspiegabili o preannunciati da racconti
mitici? È possibile che per iniziare la costruzione si aspettasse un
momento particolare definito da una speciale posizione di uno o più
astri, oppure che il monumento venisse venisse orientato in modo tale
da registrare la data d'inizio della costruzione? Sulla scorta di
simili valutazioni si potrebbero ricondurre ad un quadro di
riferimento, senza spiegarle, le forti oscillazioni di orientamento e
altre apparenti stranezze; ma ciò non rivelerebbe la natura e
funzione dei nuraghi, che è azzardato cercare al di fuori del legame
con la terra, le risorse e le attività umane</i>.”</div>
<br />
<div style="margin-bottom: 0cm;">
Questi concetti Usai li aveva già
espressi in un suo articolo inserito nel volume l'Isola delle Torri a
cui risposi in questo blog (cfr <a href="https://www.blogger.com/blogger.g?blogID=4860774868190641989#editor/target=post;postID=3592850603836306216;onPublishedMenu=allposts;onClosedMenu=allposts;postNum=50;src=postname">Alessandro Usai e la disposizione deinuraghi</a>).</div>
<div style="margin-bottom: 0cm;">
In quel libro mise il mio Archeologia
del Paesaggio Nuragico in bibliografia mentre ora ha ritenuto di non
mettere riferimenti ai miei studi, anche se ne attinge a piene mani.</div>
<div style="margin-bottom: 0cm;">
Il paradigma militarista viene
fortemente ridimensionato ma Usai e Perra (comunque sia, le punte più
avanzate dell'archeologia sarda) brancolano ancora nel buio.</div>
<div style="margin-bottom: 0cm;">
Per descrivere il loro agire non trovo
di meglio che un riferimento al mito della caverna di Platone che ne
La Repubblica scrive:
</div>
<br />
<div style="margin-bottom: 0cm;">
“<i>Dentro una dimora sotterranea a
forma di caverna […] pensa di vedere uomini che vi stiano dentro
sin da fanciulli, incatenati gambe e collo, si da dover restare fermi
e da poter vedere soltanto in avanti, incapaci, a causa della catena,
di volgere attorno il capo. Alta e lontana brilli alle loro spalle la
luce d'un fuoco [...] Immagina di vedere uomini che portano lungo il
muricciolo oggetti di ogni sorta sporgenti dal margine, e statue e
altre figure di pietra e di legno, in qualunque modo lavorate; e,
come è naturale, alcuni portatori parlano, altri tacciono. - Strana
immagine è la tua, disse, e strani sono quei prigionieri. -
Somigliano a noi risposi; credi che che tali persone possano vedere,
anzitutto di sé e dei compagni, altro se non le ombre proiettate dal
fuoco sulla parete della caverna che sta loro di fronte? E come
possono, replicò, se sono costretti a tenere immobile il capo tutta
la vita? E per gli oggetti che trasportano non è lo stesso?
Sicuramente. <em>[…] Esamina
ora, ripresi, come potrebbero sciogliersi dalle catene e guarire
dall'incoscienza. Metti che capitasse loro naturalmente un caso come
questo: che uno fosse sciolto, costretto improvvisamente ad alzarsi,
a girare attorno il capo, a camminare e levare lo sguardo alla luce;
e che così facendo provasse dolore e barbuglio lo rendesse incapace
di scorgere quegli oggetti di cui prima vedeva le ombre. Che cosa
credi che risponderebbe, se gli si dicesse che prima vedeva vacuità
prive di senso, ma che ora, essendo più vicino a ciò che è ed
essendo rivolto verso oggetti aventi più essere, può vedere meglio?
E se, mostrandogli anche ciascuno degli oggetti che passano, gli si
domandasse e lo si costringesse a rispondere che cosa è? Non credi
che rimarrebbe dubbioso e giudicherebbe più vere le cose che vedeva
prima di quelle che gli fossero mostrate adesso? Certo, rispose.</em></i></div>
<br />
<div style="margin-bottom: 0cm;">
<i>E se lo si costringesse a guardare
la luce stessa, non sentirebbe male agli occhi e non fuggirebbe
volgendosi verso gli oggetti di cui può sostenere la vista? E non li
giudicherebbe realmente più chiari di quelli che gli fossero
mostrati? È così, rispose. Se poi, continuai, lo si trascinasse via
da lì a forza, su per l'ascesa scabra ed erta, e non lo si lasciasse
prima di averlo tratto alla luce del sole, non ne soffrirebbe e non
s'irriterebbe di essere trascinato? E, giunto alla luce, essendo i
suoi occhi abbagliati, non potrebbe vedere nemmeno una delle cose che
ora sono dette vere. Non potrebbe, certo, rispose, almeno
all'improvviso. Dovrebbe, credo, abituarvisi, se vuole vedere il
mondo superiore. E prima osserverà, molto facilmente, le ombre e poi
le immagini degli esseri umani e degli altri oggetti nei loro
riflessi nell'acqua, e infine gli oggetti stessi; da questi poi,
volgendo lo sguardo alla luce delle stelle e della luna, potrà
contemplare di notte i corpi celesti e il cielo stesso più
facilmente che durante il giorno il sole e la luce del sole. Come no?
Alla fine, credo, potrà osservare e contemplare quale è veramente
il sole, non le sue immagini nelle acque o su altra superficie, ma il
sole in se stesso, nella regione che gli è propria. Per forza,
disse. Dopo di che, parlando del sole, potrebbe già concludere che è
esso a produrre le stagioni e gli anni e a governare tutte le cose
del mondo visibile, e ad essere causa, in certo modo, di tutto quello
che egli e i suoi compagni vedevano</i>.”</div>
<br />
<div style="margin-bottom: 0cm;">
Il discorso di Platone continua sempre
più avvincente e denso di significato epistemologico, nel leggere il
contenuto del libro curato da Cossu, Perra e Usai il mio pensiero,
come d'incanto, è andato a parare nell'allegoria della caverna
descritta da Platone. Mi pare perfettamente calzante con le catene
culturali imposte da Lilliu al mondo dell'archeologia sarda.
</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1XbaIx7eOGkumx5iniIXZhPc4f8TGs7RHpMrQ49vOHXpyy_SPXgg-J0m5tPef6vPC3IISfkCDOQb_oIENAh0WZXF3T4ndQcp-yN3xVXRE6OrvOPMUt2Ib4LUXkiqr-Bbx795U932Paw/s1600/antine.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="357" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1XbaIx7eOGkumx5iniIXZhPc4f8TGs7RHpMrQ49vOHXpyy_SPXgg-J0m5tPef6vPC3IISfkCDOQb_oIENAh0WZXF3T4ndQcp-yN3xVXRE6OrvOPMUt2Ib4LUXkiqr-Bbx795U932Paw/s320/antine.jpg" width="119" /></a></div>
Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-31209980857982287682018-11-20T14:30:00.001+01:002018-11-20T14:43:17.659+01:00Ipotesi sull'altezza del nuraghe Arrubiu <br />
<div style="margin-bottom: 0cm;">
di <b>Mauro Peppino Zedda</b></div>
<br />
A proposito della supposta altezza
originale del nuraghe Arrubiu di Orroli è da tanto che se ne
discute, più volte mi è capitato di sentire l'archeologa Fulvia Lo
Schiavo asserire che questo nuraghe fosse il più alto, 27,5 metri,
tra tutti i nuraghi della Sardegna.<br />
<div style="margin-bottom: 0cm;">
L'archeologa basa il suo ragionamento
su tre dati, uno oggettivo e due soggettivi. Il dato oggettivo
riguarda i resti ancora in opera della torre centrale, mentre quelli
soggettivi sono rappresentati dalle misurazioni eseguite per
calcolare il diametro che avrebbe caratterizzato la sommità della
torre e dal ritenere che l'inclinazione del paramento murario della
torre fosse regolare ed omogeneo ( F. Lo Schiavo e F. Villani, La
ricostruzione del nuraghe Arrubiu. 2003).</div>
<div style="margin-bottom: 0cm;">
Non ho elementi per giudicare se la
torre avesse veramente un diametro di 375 cm alla sommità, ma
certamente posso di asserire con assoluta certezza che le pendenze
che caratterizzano i paramenti murari delle torri nuragiche non
sempre sono regolari.</div>
<div style="margin-bottom: 0cm;">
Dunque l'idea che l'inclinazione del
paramento murario della torre dell'Arrubiu fosse regolare ed omogenea
mi pare un postulato accettato aprioristicamente piuttosto che una
logica deduzione dell'insieme degli elementi che costituiscono la
torre in questione.</div>
<div style="margin-bottom: 0cm;">
L'ipotesi della Lo schiavo è stata
recentemente ripresa dagli architetti Gabriele Manca e Donatella De
Rinaldis (progettazione e costruzione del nuraghe Arrubiu, in Il
nuraghe Arrubiu vol. 1 a cura di F. Lo Schiavo e M. Perra, 2017), che
senza spirito critico accettano la proposta della Lo Schiavo.</div>
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcucScyty3O-fiPZl0LHNDWkRgHwu4nOqbHJ9HJRjlKtucYXuei4YnlUD5v0wfIKWuwudXrE9vPoZEfmuqEkg4MazgPzt-fks_2Sz7lZpvqcBRJknwBoaS2aidEcgJCX_zXQ8aUgG0uQ/s1600/sez+arrubiui.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcucScyty3O-fiPZl0LHNDWkRgHwu4nOqbHJ9HJRjlKtucYXuei4YnlUD5v0wfIKWuwudXrE9vPoZEfmuqEkg4MazgPzt-fks_2Sz7lZpvqcBRJknwBoaS2aidEcgJCX_zXQ8aUgG0uQ/s320/sez+arrubiui.jpg" width="200" /></a></div>
<br />
<div style="margin-bottom: 0cm;">
I due presentano la sezione (pag 80
testo citato) della torre, che riprendo in questa sede.</div>
<div style="margin-bottom: 0cm;">
La sezione presentata da Manca e De
Rinaldis non presenta la scala metrica, basandomi sulle misure
proposte ho calcolato una scala di 1 a 350<span style="font-family: "times new roman" , serif;">~.</span>
In essa si può facilmente notare che la massa muraria compresa tra
la terza cupola e la sommità del terrazzo presenta uno spessore (350
cm in altezza), ovvero una massa piena, palesemente irrealistica.
</div>
<div style="margin-bottom: 0cm;">
Prima domanda: perché tanta
superficialità nel presentare una sezione palesemente fuorviante e
fantasiosa in un testo che pretenderebbe di essere scientifico?</div>
<div style="margin-bottom: 0cm;">
Seconda: se ai due architetti
dispiaceva smentire l'ex soprintendente, perché invece di aggiungere
un'inverosimile massa piena in cima alla torre non hanno “giocato”
con l'altezza della seconda e della terza cupola?
</div>
<div style="margin-bottom: 0cm;">
Il secondo interrogativo mi fa
propendere che i due architetti siano in perfetta buona fede, ben
sapevano che “stirare” l'altezza delle due cupole sarebbe stata
un operazione perniciosa e dunque inseriscono la massa piena in alto,
proposta che mi appare assurda.</div>
<div style="margin-bottom: 0cm;">
Unica spiegazione logica mi pare quella
di concludere che i due architetti non sappiano che le pendenze che
caratterizzano i paramenti murari delle torri nuragiche non sempre
sono regolari.</div>
<div style="margin-bottom: 0cm;">
L'idea che i costruttori dell'Arrubiu
a 24 metri di altezza in corrispondenza della sommità della terza
cupola, invece di costruire il terrazzo abbiano pensato di aggiungere
3,5 metri di massa muraria piena la considero una proposta
fantasiosa, probabilmente non la più fantasiosa che sia stata
proposta ma sicuramente se la gioca... Che lo possa fantasticare un
archeologo, spesso digiuno in materia scientifiche, ci sta, ma non riesco a capacitarmi che l'architetto Manca dopo aver
messo le mani in pasta a tanti nuraghi la consideri una ipotesi
verosimile.</div>
<div style="margin-bottom: 0cm;">
Qualcuno invece di entrare nel merito
delle mie osservazioni si chiederà quali siano le mie credenziali
per poter criticare il lavoro della Lo Schiavo e dell'architetto
Manca. Dunque mi pare opportuno raccontarvi una vicenda inerente il
Santu Antine, risalente al 1995. Nello studiare l'orientamento di
questo nuraghe mi accorsi che la nicchia presente nella camera al
primo piano della torre centrale bisognava ancora scavarla nella
parte basale. Telefonai in soprintendenza e spiegai alla Lo Schiavo,
allora soprintendente, quanto avevo desunto dalle mie analisi, lei
restò incredula alle mie spiegazioni adducendo che il nuraghe era
già stato scavato alla perfezione da Taramelli, visitato per decenni
da tutti gli archeologi sardi e dunque non era possibile che potessi
aver ragione. Ovviamente non mi arresi e mandai uno scritto alla
soprintendenza. In quegli anni attorno al nuraghe operava un'equipe
guidata da archeologi e architetti liguri, feci leggere la lettera,
che comunque avevano avuto in visione, e mi dissero che non gli
interessava eseguire un saggio nel punto da me indicato (non so se
per loro volere o per ordine della soprintendenza di Sassari). In
quel tempo i miei primi studi di archeoastronomia erano oggetto di
ostracismo (ancora in corso) da parte degli archeologi sardi e il
fatto che stavo mettendo in luce che il Santu Antine non era stato
esplorato a dovere non li entusiasmava. Fortunatamente prima che
terminasse la campagna di scavo avvenne un miracolo! Il miracolo di
San Costantino! Qualcuno, certamente ispirato dal santo, scavò per
una trentina di cm nel luogo da me indicato, e a quel punto vedendo
ceramiche l'equipe di archeologi liguri decise di scavare e trovarono
la celletta che indicavo. La Lo Schiavo mi chiese scusa per le parole
che mi riservò al telefono. Ma non dimenticherò mai l'accoglienza
dell'architetto Lanza, che mi chiese: come hai fatto? Io risposi: beh
era evidente, all'esterno ci sono tre finestrini occlusi (di terra) e
dunque ero certo che bisognava scavare! E lui: si che bisognava
approfondire lo scavo non era difficile intuirlo, anche se nessun
archeologo lo aveva finora notato, ma tu come hai fatto ad azzeccare
la profondità della celletta? Che procedimenti hai usato per capire
che scendeva per 270 cm dal piano di calpestio? Glielo spiegai con
immenso piacere.</div>
<div style="margin-bottom: 0cm;">
Ma torniamo all'altezza della torre
centrale dell'Arrubiu.
</div>
<div style="margin-bottom: 0cm;">
Che l'ultima camera fosse sovrastata da
una massa muraria piena per un'altezza 350 cm lo ritengo altamente
inverosimile.
</div>
Osservando la sezione (vedi figura)
ritengo sovrastimato pure lo spessore murario tra la prima e la
seconda e tra la seconda e la terza cupola.
<br />
<div style="margin-bottom: 0cm;">
Ritengo che sia stata sovrastimata pure
l'altezza della seconda e soprattutto della terza cupola.
</div>
<div style="margin-bottom: 0cm;">
Mi pare che l'esagerazione della Lo
Schiavo nello stimare dell'altezza della torre sia direttamente
proporzionale alla superficialità del Manca nel non criticare il suo
assunto.</div>
<div style="margin-bottom: 0cm;">
Mi pare ovvio che la pendenza del
paramento murario non fosse regolare come postulato da Lo Schiavo e
Manca.</div>
<div style="margin-bottom: 0cm;">
Ai 27,5 metri ipotizzati gliene
toglierei perlomeno 6 (4m di spessore murario e 2m di riduzione
delle altezze della terza e seconda cupola), che fanno dell'Arrubiu
un nuraghe comunque altissimo! Più di 20 metri. Ovvero un moderno
palazzo a 7 piani. Oh Dio, che brutto parallelo! I nuraghi non hanno
niente a che vedere coi palazzi il termine di paragone è il
campanile (cfr Archeologia del Paesaggio Nuragico 2009).
</div>
Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0tag:blogger.com,1999:blog-4860774868190641989.post-23140860314501193642018-10-09T16:46:00.000+02:002018-10-09T17:15:35.875+02:00Santa Cristina e la corbelleria al cubo<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
di <b>Mauro Peppino
Zedda</b></div>
<div class="MsoNormal">
<b><br /></b></div>
<div class="MsoNormal">
Stamane mi chiama Franco Laner e mi chiede se avessi letto
quanto scritto da Sandro Angei sul pozzo di Santa Cristina di Paulilatino. Non
lo avevo letto e ho subito provveduto per dovere e altrettanto per dovere mi
sento di scrivere alcune impressioni.</div>
<div class="MsoNormal">
Quanto scritto da Angei a riguardo del Santa Cristina la
definirei una corbelleria al cubo, perché si innesta e si cumula con quelle dedicate
al pozzo di Santa Anastasia di Sardara.</div>
<div class="MsoNormal">
La prima corbelleria astronomica sul pozzo di Sardara porta la firma del
prof. Sloveno Buran Juvanec, che poco o niente sapendo di come il pozzo fosse
strutturato in origine, elaborò un’ ipotesi che solo sprovveduti sulle costruzioni nuragiche possono prendere per buona. </div>
<div class="MsoNormal">
Juvanec trovò che i raggi solari del 21 aprile riflettendosi
nell’acqua vanno a centrare ed uscire dal foro apicale…</div>
<div class="MsoNormal">
Una bella geometria… peccato che fosse stata trovata in un
monumento diroccato…</div>
<div class="MsoNormal">
Juvanec non tenne conto che la volta del vano scala è semi
diroccata e che se fosse stata intatta il sole in quella data non si sarebbe
specchiato nell’acqua del pozzo.</div>
<div class="MsoNormal">
Angei invece di accorgersi dell’errore di fondo commesso dallo
studioso sloveno si lascia incantare dai flussi luminosi e si domanda dove va a specchiarsi la luce riflessa! La fig 1 esemplifica il concetto….</div>
<div class="MsoNormal">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMyDHgSAkIexvsbWfa-qEJj4AOSwqeeJXrvMYq8Bz3mpPqhHKvIBSEqn2d2ZSPRvkFUFwZMxfgO5l46W-XKXtQ0P97TmYF1CJpNLX4haHjvqcYfN9EaBz4uwmnsP3He_-Q5ToQ4dod6Q/s1600/simulazione+3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="445" data-original-width="633" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMyDHgSAkIexvsbWfa-qEJj4AOSwqeeJXrvMYq8Bz3mpPqhHKvIBSEqn2d2ZSPRvkFUFwZMxfgO5l46W-XKXtQ0P97TmYF1CJpNLX4haHjvqcYfN9EaBz4uwmnsP3He_-Q5ToQ4dod6Q/s320/simulazione+3.jpg" width="320" /></a></div>
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Angei non è nuovo a questi incantamenti , basta pensare ai
tori di luce pseudosolstiziali..</div>
<div class="MsoNormal">
Angei invece di accorgersi dell’errore di fondo commesso da
Juvanec, si infila dentro la corbelleria dello sloveno e scrive un articolo (4
settembre 2017) nel maymoniblog dove postula che vi fosse una struttura tesa a
far godere dell’evento vedi figura 2. </div>
<div class="MsoNormal">
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<br />
<br /></div>
<div class="MsoNormal">
Angei ha elevato al quadrato la corbelleria di Juvanec…</div>
<div class="MsoNormal">
Ora allargando la sua analisi al Santa Cristina la
corbelleria viene elevata al cubo…</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
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<br />
<br /></div>
<div class="MsoNormal">
Nella figura 3 (tutte
le tre figure sono tratte dagli scritti di Angei nel maymoniblog) si può osservare
come Angei abbia tracciato una serie di linee che rappresentano l’angolazione
dei raggi solari ai solstizi, equiniozi e il 21 di aprile (e agosto) linee
tracciate in una sezione del pozzo santa Cristina allo stato attuale, Il 21
aprile secondo Angei i raggi solari andrebbero a specchiarsi nel filare che
secondo Arnold Lebeuf (il pozzo di Santa Cristina un osservatorio lunare, 2011)
fungerebbe, fondatamente, da marcatore per il lunistizio medio. </div>
<div class="MsoNormal">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha15n_pxtNvQ6sOM1mpMmHXHIiFrFraWXyRvnArZHGy-n-FPqS_-OGyutEtm4Sl6yS91Hdi4fUvp8k5xgber4Qughpz2qP_Sh9bv9RcqMiDnR5pdh4pAciy5QB2QtOsAbZFuRlhpo97A/s1600/IMG_20181005_091121.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha15n_pxtNvQ6sOM1mpMmHXHIiFrFraWXyRvnArZHGy-n-FPqS_-OGyutEtm4Sl6yS91Hdi4fUvp8k5xgber4Qughpz2qP_Sh9bv9RcqMiDnR5pdh4pAciy5QB2QtOsAbZFuRlhpo97A/s320/IMG_20181005_091121.jpg" width="200" /></a></div>
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Nella foto 4 si può vedere una sezione del Santa Cristina
come doveva essere in origine (tale figura è stata pubblicata in Astronomia
nella Sardegna Preistorica), una ricostruzione, penso incontrovertibile, della
sezione del pozzo del Santa Cristina, una ricostruzione che solo sprovveduti che non conoscono i monumenti della Sardegna nuragica possono negare.</div>
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Sia l’architetto sloveno che il geometra Angei hanno
lavorato su monumenti svettati, senza domandarsi come fossero in origine, sommando
corbelleria su corbelleria. </div>
Archeologia Nuragicahttp://www.blogger.com/profile/02071625430085370589noreply@blogger.com0