Le azioni Netflix si stanno riprendendo dal forte calo registrato nel 2022. Questo rinnovato ottimismo sarà messo alla prova oggi, 19 gennaio 2023, quando il colosso dello streaming riporterà i risultati del quarto trimestre dopo la chiusura del mercato.
Mentre la società si concentra sempre più sulle entrate come metrica chiave delle prestazioni, gli analisti stanno tenendo d'occhio la tendenza degli abbonati. Netflix ha aggiunto 2,4 milioni di utenti nel terzo trimestre per raggiungere 223 milioni complessivi, ribaltando il calo dei clienti nei due trimestri precedenti.
Netflix ha anche previsto di aggiungere 4,5 milioni abbonati durante il quarto trimestre, poco più metà degli 8,28 milioni di abbonati aggiunti nel quarto trimestre del 2021. Molti esperti prevedono che la società raggiungerà o supererà leggermente quel valore. Ad esempio, l'analista di JP Morgan Doug Anmuth, che ha un rating “Overweight” e un obiettivo di prezzo a 330 dollari.
Anmuth prevede una crescita di 4,75 milioni di abbonati, che è al di sopra dei 4,5 milioni della linea guida di gestione e in linea con la stima media delle aspettative degli investitori tra 4,5 e 5 milioni. L'analista di Cowen John Blackledge è tra gli esperti rialzisti con il suo rating “Outperform” e obiettivo di prezzo a 405 dollari. Blackledge stima 4,73 milioni di aggiunte nette di abbonati.
Mark Mahaney di Evercore ISI, che ha un rating “Outperform” e un obiettivo di prezzo a 340 dollari sulle azioni Netflix, ha recentemente definito la società la sua scelta migliore tra i grandi titoli Internet. Ma non tutti gli analisti sono concordi: ad esempio, Kannan Venkateshwar di Barclays ha avvertito che Netflix potrebbe aggiungere solo 2,7 milioni di abbonati nel quarto trimestre.
Netflix prevede che i suoi utili del quarto trimestre saranno di 0,36 dollari per azione, suggerendo un calo anno su anno del 73%. La stima del consenso di Zacks Equity Research per gli utili di 0,45 dollari. La cifra indica un calo del 66,2% rispetto allo stesso trimestre dell'anno precedente.
Il gigante dello streaming prevede che i ricavi totali aumenteranno dello 0,9% su base annua a 7,776 miliardi di dollari. Le stime per i ricavi del quarto trimestre sono attualmente ancorate a 7,84 miliardi di dollari, suggerendo una crescita dell'1,67% rispetto al dato riportato nel trimestre dell'anno precedente. Vediamo quindi come operare su Netflix secondo l’analisi tecnica.
Azioni Netflix: analisi tecnica e strategie operative
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)
Il quadro tecnico di Netflix è impostato al rialzo nel breve periodo, in particolare dai minimi registrati a giugno 2022 in area 165 dollari. Con il recupero delle quotazioni archiviato nelle ultime settimane i corsi hanno chiuso il gap down lasciato aperto il 19 aprile del 2022.
Dopo il breve ritracciamento registrato questa settimana, segnali di forza in area 320-315 dollari potrebbero essere sfruttati per l’implementazione di strategie di matrice rialzista con primo obiettivo di profitto identificabile in area 400 dollari.
La struttura tecnica muterebbe a favore dei venditori con una violazione della linea di tendenza ascendente che collega i minimi registrati il 13 luglio e il 28 dicembre 2022, ora transitante a 290 dollari. In questo caso le forze ribassiste potrebbero mirare al supporto statico a 250 dollari. Vediamo ora come operare su Netflix con i Certificati Turbo 24 di IG.
Azioni Netflix: le strategie operative con i Certificati Turbo24 di IG
Per quanto riguarda l’operatività, si potrebbero valutare strategie long da 320 dollari. Lo stop loss potrebbe essere localizzato a 310 dollari, mentre il target a 400 dollari. Per questo tipo di operatività abbiamo scelto i Certificati Turbo24 di IG, in particolare il Certificato Turbo Long su Netflix 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 DE000A23U775, livello di KO a 323,2500 dollari. 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 Netflix 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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