Beeld: ASML
- Door Royce Tostrams op
ASML nadert de koopzone
De langetermijngrafiek van ASML laat aan duidelijkheid niets te wensen over. De steunzone tussen €777,50 en €804 heeft de koersdaling goed weten op te vangen. Ook de parabolische bodemlijn uit 2011 wist stand te houden.
Dit impliceert dat de recente terugval gezien mag worden als een nieuwe koopkans.
In meerdere eerdere bijdragen over ASML heb ik aangegeven dat tussen €777,50 en €804 een sterk vangnet ligt. Welnu, we worden op onze wenken bediend: het intraday low van afgelopen donderdag 24 juli lag op €784,70.
Alleen op de kortere termijn zie ik wat ruis in de technische plaatjes. Twijfelaars kunnen wellicht beter even de kat uit de boom kijken.
Als we de balans opmaken dan zien we het volgende:
- Tussen de top van 11 juli op €1.021,80 en het intraday low van afgelopen donderdag rond €784,70 is de koers 23% gedaald
- Daarmee heeft ASML de koopzone bereikt
- Deze ligt tussen €777,50 (top van 19 november 2021) en €804 (bodem van 3 mei)
- Deze koerszone fungeert als pullbacksteun en vangnet
- De steile korte uptrend is gebroken
- De stijgende steunlijn onder de bodems vanaf 2022 is intact
- De parabolische bodemlijn P (zie meerjarengrafiek hieronder) is eveneens nog geldig.
De recente forse daling komt niet helemaal als een verrassing. Vorige maand, vlak voor de kwartaalcijfers van ASML, zagen we in het weifelende koersverloop al wat waarschuwingslampjes opflikkeren. Aan de hand van de Formule 1-auto van Max Verstappen heb ik toen het verlies aan momentum uitgelegd.
Ik bespreek deze keer ASML op korte en op lange termijn, alsmede op basis van de meerjarengrafiek vanaf 2011. Maar ik begin met de RSI, die aangeeft dat ASML in de recente daling te ver is doorgeschoten.
RSI: positieve divergentie
De RSI van ASML geeft de kracht van de dalende kortetermijntrend weer. De RSI laat sinds kort hogere bodems zien (groene pijl B), terwijijl de koers nog lagere bodems neerzet (rode pijl A). Dit is een teken dat de downtrend vermoeid raakt. De RSI (Relative Strength Index) is een technische indicator die overreacties van de markt weergeeft.
Aan de RSI kunnen echter geen directe (ver)koopsignalen ontleend worden. Het gaat bij de RSI vooral om divergenties (afwijkingen) tussen het koersverloop en de indicator zelf. Deze situatie treedt bijvoorbeeld op als de koers nog hogere toppen vormt, terwijl de RSI lagere toppen begint te vormen. Dat zijn vaak signalen van een naderende trendverandering.
Zo'n de negatieve divergentie trad de afgelopen twee weken op. ASML vomde hogere toppen (groene cirkel), terwijl de RSI lagere toppen vormde (rode cirkel). Na deze afwijkling is de recente forse koersval opgetreden.
De RSI geeft ook aan wanneer de markt te ver is gedaald. Hiermee kunnen o.a. oververkochte (RSI <30: oversold) condities gevonden worden. Aangezien de meeste recente lows van ASML begeleid zijn door hogere bodems op de RSI, lijkt het erop dat de markt iets te hard naar onderen is doorgeschoten.
We zien dat eerdere extreem lage RSI-waarden in combinatie met positieve divergentie ook tot tussentijdse oplevingen hebben geleid. Zoals dit voorjaar, toen de RSI hogere bodems vormde (groene pijl R), terwijl ASML nog lagere bodems achterliet (rode pijl S). Dat heeft toen geleid tot een stevig herstel.
![Technische analyse: aandeel ASML RSI](data:image/png;base64,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)
Korte termijn: ASML neutraliseert de neerwaartse uitbraak
Op de korte termijn ligt ASML er technisch grillig bij. Eerst heeft het aandeel de korte uptrend gebroken.
Nu ASML echter weer boven de voormalige bodem op €804 (van 2 mei) kruipt, wordt de voorgaande uitbraak teruggegeven. De weerstand ligt rond €1.021,80 (gevormd op 11 juli).
De kaarten zijn nog niet volledig geschud, want de omgevingsfactoren staan nog op rood.
De relatieve-sterktelijn (glooiende blauwe lijn) buigt af. Dit geeft aan dat ASML, in elk geval op de korte termijn, mindere prestaties laat zien dan de rest van de markt.
De zwakke moneyflow geeft aan dat beleggers nog steeds kapitaal aan ASML onttrekken.
![Technische analyse: aandeel ASML moneyflow](https://grafieken.tostrams.nl/701194.gif)
Lange termijn: ASML bodemt boven €777,50
ASML weet ondanks de forse daling binnen de lange stijgende trend te blijven. In de recente daling is de voorgaande top op €777,50 (van 19 november 2021) genaderd. Zolang ASML hierboven weet te blijven, oogt het technische beeld redelijk positief.
Omdat het vangnet tussen €777,50 en €804 heeft standgehouden, zien we voor de defensieve belegger weer koopkansen. Het Koop-de-Dip-scenario mag nu geactiveerd worden.
De stijgende 200-dagenlijn geeft aan dat de langetermijnconditie prima is. De vlakke B.O.B.-lijn geeft aan dat ASML, op de langere termijn, nagenoeg gelijk presteert met de rest van de markt.
![Aandeel ASML koers](https://grafieken.tostrams.nl/bobasml.gif)
Meerjarengrafiek: ASML is naar de koopzone gedaald
De meerjarengrafiek van ASML laat aan duidelijkheid niets te wensen over:
- De koers is teruggezakt naar de oude top PB rond €777,50
- Ook de bodemlijn P weet de koers op te vangen
- De parabolische bodemlijn P geeft de koersacceleratie van de afgelopen jaren weer
Dit impliceert dat de recente terugval gezien mag worden als een nieuwe koopkans.
ASML lijkt, in de huidige correctie, weer koopwaardig.
![Technische analyse: aandeel ASML](data:image/png;base64,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)
Probeer Tostrams Premium 3 maanden voor slechts €19,95 (73% korting)
Wilt u dagelijks technische aandelenanalyses en concrete kooptips ontvangen? Abonneer u dan op Tostrams Premium. Met een universum van meer dan 500 verschillende aandelen, grondstoffen, valuta's en indices zorgen onze specialisten ervoor dat u niets over het hoofd ziet.
U kunt ook persoonlijke alerts instellen, zodat u een seintje krijgt als er een technische doorbraak plaatsvindt of een belangrijk steunniveau wordt gebroken. Hierdoor mist u geen (ver)koopkansen meer!
Verder krijgt u als Tostrams-abonnee automatisch toegang tot maar liefst vier modelportefeuilles met de beste aandelen voor Nederland, Europa en de VS en ETF’s. De Tostrams-portefeuilles weten de markt al sinds 2006 te verslaan.
Wilt u Tostrams.nl proberen? Ga dan naar tostrams.nl/actie en lees drie maanden onze technische analyses voor slechts €19,95. Dat komt neer op een korting van maar liefst 73%.
|
Royce Tostrams is technisch analist en oprichter van de Tostrams Groep. Hij schrijft zijn analyses op persoonlijke titel. De informatie in zijn analyses is niet bedoeld als professioneel of particulier beleggingsadvies of als aanbeveling tot het doen van bepaalde beleggingen.
Meld u aan voor de Tostrams dagelijkse nieuwsbrief
en blijf op de hoogte van de laatste ontwikkelingen op de beurs!
Analyse door: Royce Tostrams
Royce Tostrams werkt sinds eind jaren zeventig op de financiële markten, onder andere bij Rabobank, Robeco, IRIS en de ING Groep als hoofd van de afdeling Technische Analyse. Hij heeft eind negentiger jaren de Tostrams Groep opgericht. Dit bureau biedt onafhankelijke beleggingsadviezen op basis van technische analyse voor par...
Meer over Royce Tostrams