I prezzi dell'oro sono saliti ai massimo di sei mesi, mentre gli investitori attendono la pubblicazione dei verbali dell’ultima riunione di politica monetaria della Federal Reserve per carpire eventuali indicazioni sul suo percorso di rialzo dei tassi di interesse. La Fed ha aumentato i tassi di 50 punti base a dicembre dopo quattro aumenti consecutivi da 75 punti base ciascuno.
Il metallo giallo è considerato una copertura contro l'inflazione e le incertezze economiche, ma tassi di interesse più elevati aumentano il costo/opportunità di detenere l'oro in quanto non paga alcun interesse.
Secondo Juerg Kiener, CEO e CIO di Swiss Asia Capital, i prezzi dell’oro potrebbero salire a tra i 2.500 e i 4.000 dollari l’oncia nel 2023, poiché gli aumenti dei tassi di interesse e i timori di recessione mantengono i mercati instabili, si legge su CNBC.
Kiener ha spiegato che molte economie potrebbero affrontare “un po ’di recessione” nel primo trimestre, che porterebbe molte Banche centrali a rallentare il ritmo degli aumenti dei tassi di interesse e rendere l’oro immediatamente più attraente.
Secondo il World Gold Council, le Banche centrali hanno acquistato 400 tonnellate di oro nel terzo trimestre, quasi raddoppiando il precedente record di 241 tonnellate nello stesso periodo del 2018. Vediamo quindi come operare sull’oro secondo l’analisi tecnica.
Materie prime, oro: analisi tecnica e strategie operative
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Il quadro tecnico dell’oro rimane impostato al rialzo nel breve periodo, in particolare dai minimi registrati a inizio novembre 2022 in area 1.615 dollari l’oncia. Da questa zona i prezzi hanno dato vita ad una tendenza rialzista, come si può notare dal pattern di massimi e minimi crescenti tuttora in essere sul grafico giornaliero.
L’attuale struttura tecnica favorirebbe quindi l’implementazione di strategie di matrice rialzista in linea con il trend sottostante. A tal proposito è bene evidenziare la vicina area supportiva a 1.800 dollari l’oncia. Un ritorno dei prezzi su questa zona di concentrazione di domanda potrebbe dare il via a strategie in acquisto con primo obiettivo di profitto localizzabile a 1.850 dollari.
Un target più ambizioso potrebbe invece essere localizzato sulla successiva zona di concentrazione di offerta a 1.875 dollari l’oncia, che conta i massimi registrati a giugno 2022. 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 long da 1.800 dollari. Lo stop loss potrebbe essere localizzato a 1.785 dollari, mentre il target a 1.850 dollari. Per questo tipo di operatività abbiamo scelto i Certificati Turbo24 di IG, in particolare il Certificato Turbo Long sull’oro con un livello Knock-Out (KO) inferiore alla zona scelta per il nostro stop loss.
Nel dettaglio, il Certificato scelto è il Turbo24 Long con ISIN DE000A23DJT2, livello di KO a 1.655,54 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 nuovi clienti IG 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 ( scopri come funziona il cash-back di IG). Per chi è già cliente IG invece, l'ammontare di rimborso dipenderà dai volumi di trading:
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Da 250.000 a 500.000 unità mensili il rimborso sarà di 0,50 euro ogni 1.000 unità;
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Oltre 500.000 unità mensili il rimborso sarà di 1 euro ogni 1.000 unità.
DISCLAIMER
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