Nel mezzo della profonda crisi che sta attraversando il settore tecnologico, Amazon ha deciso di licenziare complessivamente più di 18.000 dipendenti, la più grande riduzione della forza lavoro nella storia del gruppo.
Il CEO Andy Jassy ieri ha annunciato al personale il piano di licenziamenti con una nota. Inizialmente i tagli, iniziati lo scorso anno, avrebbero dovuto interessare circa 10.000 dipendenti, concentrandosi principalmente nella divisione retail e nelle funzioni delle risorse umane.
I più colpiti saranno i dipendenti dei negozi, come Amazon Fresh e Amazon Go, e le sue organizzazioni Pxt, che gestiscono ad esempio le risorse umane. Gli interessati rappresentano il 6% della forza lavoro aziendale composta da circa 300.000 persone.
La mossa allinea Amazon ad altre società del settore. La società statunitense di cloud computing Salesforce ad esempio ha di recente annunciato l'intenzione di eliminare circa il 10% della forza lavoro, più di 7.000 dipendenti su un totale di 79.000 complessivi, e di tagliare inoltre le sue proprietà immobiliari.
Secondo quanto comunicato presso la SEC, Amazon ha annunciato di aver raggiunto un accordo con alcuni istituti di credito che forniranno alla società un prestito non garantito di 8 miliardi di dollari. L’accordo prevede che il prestito, i cui proventi saranno utilizzati per “scopi aziendali generali”, scadrà il 3 gennaio 2024, ma potrebbe essere esteso per un altro anno.
“Dato il contesto macroeconomico incerto, negli ultimi mesi abbiamo utilizzato diverse opzioni di finanziamento per sostenere le spese in conto capitale, i rimborsi del debito, le acquisizioni e le esigenze di capitale circolante”, ha affermato un portavoce della società a Reuters.
Il colosso USA dell’e-commerce si sta dunque preparando ad una crescita più lenta causata anche dal balzo dell’inflazione che ha costretto le aziende e i consumatori a ridurre la spesa. In questo contesto, vediamo ora come operare su Amazon secondo l’analisi tecnica.
Azioni Amazon: analisi tecnica e strategie operative
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Il quadro grafico di Amazon rimane impostato al ribasso nel medio periodo, in particolare dai top registrati in area 188 dollari a novembre 2021. Negli ultimi mesi i prezzi hanno fornito un nuovo segnale a favore delle forze ribassiste con la violazione del livello tondo e psicologico a 100 dollari.
Non è bastato il tentativo di recupero da area 86 dollari registrato a novembre per cambiare la struttura grafica a favore dei compratori, in quanto l’area intorno ai 100 dollari ha nuovamente respinto le quotazioni al ribasso. Al momento i corsi rimangono nei pressi del supporto statico a 86 dollari, zona dalla quale si potrebbe assistere ad un rimbalzo.
Per quanto riguarda l’operatività, strategie di matrice ribassista potrebbero essere implementate in caso di ritorno (e conseguente segnale di debolezza) in area 95 dollari. In questo caso il primo obiettivo di profitto sarebbe identificabile in area 85 dollari e il successivo a 80 dollari. Vediamo quindi come operare su Amazon con i Certificati Turbo 24 di IG.
Azioni Amazon: le strategie operative con i Certificati Turbo24 di IG
Per quanto riguarda l’operatività, si potrebbero valutare strategie short da 95 dollari. Lo stop loss potrebbe essere localizzato a 100 dollari, mentre il target a 85 dollari. Per questo tipo di operatività abbiamo scelto i Certificati Turbo24 di IG, in particolare il Certificato Turbo Short su Amazon 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 DE000A23SGH1, livello di KO a 102,1666 dollari e leva 4. 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 di Amazon 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.
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