L'oro e altri metalli preziosi sono scambiati ai livelli più alti da più di un mese. I metalli stanno salendo grazie a un consistente calo del dollaro statunitense dai suoi massimi pluriennali. I movimenti dei metalli preziosi hanno coinciso con movimenti opposti del dollaro USA.
Le materie prime quotate nella valuta infatti valgono di più in dollari quando il biglietto verde si indebolisce e viceversa. Quest'anno c’è stato un forte rialzo del dollaro USA, dal momento che la Fed ha aumentato i tassi di interesse più velocemente di molte altre Banche centrali e le prospettive economiche degli Stati Uniti sono apparse relativamente più promettenti.
Ciò ha reso le attività statunitensi più attraenti di molte attività estere, aumentando la domanda del dollaro e il valore rispetto ad altre valute. Se i rendimenti obbligazionari USA riprendessero a salire o le prospettive economiche in Europa o in Cina peggiorassero - scenari che potrebbero spingere al rialzo il dollaro USA - i metalli preziosi probabilmente torneranno al ribasso cancellando i recenti guadagni.
Al contrario, un dollaro USA ancora più debole potrebbe aiutare a mantenere i prezzi dell'oro in aumento. Mark Bristow, CEO di Barrick Gold, ha affermato che se il prezzo scendesse a 1.500 dollari l'oncia l'anno prossimo, mentre i tassi di interesse continueranno a salire, provocherebbe il caos in un settore che sta lottando con l'aumento dei costi. Bristow prevede che i prezzi non scenderanno al di sotto di 1.600 dollari l’oncia a causa del sostegno degli investitori al dettaglio e delle Banche centrali dei Paesi emergenti che cercano di allontanarsi dal dollaro USA.
Gli analisti delle materie prime di Macquarie hanno previsto che l'oro raggiungerà un minimo di 1.500 dollari l’oncia nel secondo trimestre del 2023 e inizierà a salire solo quando il mercato crederà che la Fed abbia smesso di aumentare il costo del denaro.
Kathleen Kelley, CEO di Queen Anne's Gate Capital, ritiene che i prezzi potrebbero scendere fino a 1.300 dollari l’oncia, all'estremità più bassa del suo intervallo di previsione, perché è probabile che gli investitori si ritirino ulteriormente dai fondi negoziati in Borsa che seguono il prezzo dell'oro.
Goldman Sachs ritiene che l'oro potrebbe scendere a 1.500 dollari l’oncia se la Fed adottasse una linea ultra-falco, scenario a cui attribuisce una probabilità del 20%. In questo contesto, vediamo ora il quadro tecnico del metallo prezioso e come operare secondo l’analisi tecnica.
Materie prime, oro: analisi tecnica e strategie operative
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Il quadro tecnico dell’oro è impostato al ribasso nel medio periodo, in particolare dai massimi registrati a inizio marzo 2022 in area 2.078 dollari l’oncia, come si può notare dal pattern di massimi e minimi decrescenti. Guardando il breve periodo, con il recente rialzo i corsi sembra che abbiano deteriorato la struttura tecnica discendente, con la rottura del massimo del 4 ottobre scorso in zona 1.738 dollari l’oncia.
Sarà quindi importante monitorare l’evoluzione dei prezzi sugli attuali livelli: una difesa dei 1.740 dollari potrebbe consentire un recupero a favore dei compratori, mentre una sua violazione avvantaggerebbe le forze ribassiste, le quali potrebbero mirare all’area di concentrazione di domanda a 1.622 dollari l’oncia. Vediamo ora come operare sull’oro con i Certificati Turbo 24 di IG.
Materie prime, oro: le strategie operative con i Certificati Turbo24 di IG
Per quanto riguarda l’operatività, si potrebbero valutare strategie short da 1.740 dollari. Lo stop loss potrebbe essere localizzato a 1.780 dollari, mentre il target a 1.625 dollari. Per questo tipo di operatività abbiamo scelto i Certificati Turbo24 di IG, in particolare il Certificato Turbo Short sull’oro con un livello Knock-Out (KO) superiore alla zona scelta per il nostro stop loss.
Nel dettaglio, il Certificato scelto è il Turbo24 Short con ISIN DE000A234VQ7, livello di KO a 1.939,69 dollari e leva 10. Per trovare la corretta size di ingresso a mercato, ricordiamo di controllare il moltiplicatore (sotto la voce info). L’ammontare massimo che si potrà perdere non supererà in ogni caso l’investimento iniziale: perché accada ciò le quotazioni dell’oro dovranno raggiungere il livello di KO del Certificato.
I clienti che operano sul mercato regolamentato Spectrum Markets riceveranno un importo pari a 3 euro per ogni 1.000 Turbo24 negoziati, per un massimale di 1.000 euro ogni mese ( scopri come funziona il cash-back mensile di IG).
DISCLAIMER
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