Als u mij verdenkt dat ik obsessie heb voor de nieuwe Amerikaanse president Donald Trump, dan heeft u gelijk. Ik ben echter enkel geïnteresseerd in de marktreacties op zijn uitspraken. Vooral indien er technisch bezien specifieke signalen optreden.
Een het lijkt erop dat de Amerikaanse aandelenmarkten moeite hebben de nieuwe president goed in te schatten. Sinds de inauguratie op 20 januari is de S&P500 met een kleine 0,5% gedaald. Echter, gemeten vanaf zijn verkiezingsoverwinning op 5 november is de graadmeter van de 500 grootste Amerikaanse bedrijven met ruim 5% opgelopen.
De S&P500 technisch: de langetermijn uptrend is de afgelopen weken volledig stilgevallen. Bovendien lijdt de S&P500 aan momentumverlies. Er ligt nog wel een sterke pullback-steun op 5.669,67 punten (de bodem van 16 juli 2024).
De techsector reageerde nagenoeg hetzelfde. Vanaf de verkiezingen begin november is de Nasdaq Composite met bijna 7% opgelopen. Sinds de inauguratie is deze index fractioneel gestegen.
De Nasdaq Composite technisch: ook deze index heeft de stijgende trend stilgelegd. De tech-index heeft een sterke steun op 18.671,07 punten (bodem van 11 juli 2024). Het momentum op de Nasdaq Composite index ligt volledig stil.
De Amerikaanse halfgeleiders weten het ook niet. De SOX-index is sinds 20 januari zo'n 4% terggevallen, vanaf 5 november is de halfgeleidersindex 0,75% opgelopen.
De SOX index technisch: De Amerikaanse halfgeleidersindex heeft de uptrend verlaten en consolideert al sinds juli vorig jaar zijwaarts. De mogelijke lagere top rond 5.445,08 punten (gevormd op 14 oktober 2024) wijst op verkoopdruk.
Lees ook: Met deze ETF kleurt uw portefeuille groen als de S&P 500 daalt
Dan enkele individuele aandelen. Een van de belangrijkste AI-aandelen Nvidia, noteerde op 17 januari, de laatste beursdag voor de inauguratie van Trump, een stand van $137,70. Daar staan we nu bijna 10% onder. En gemeten vanaf $139,91, de slotstand op de verkiezingsdag verloor Nvidia zo'n 11%. Na de bekendmaking van Trump's importtarieven is de AI-gigant dik 4% opgelopen.
Nvidia technisch: Nvidia heeft zwaar nu zowel de stijgende trend als de laatste koersbodem zijn gebroken. Deze signalen geven verkoopdruk aan.
Tesla is een verhaal apart. Op de verkiezingsdag sloot het aandeel van Trump´s grote bondgenoot op $251,44, nu staan we daar bijna 50% boven. Op de dag van de inauguratie noteerde Tesla bijna 70% boven de stand van 5 november. Maar daar is nu alweer ruim 10% vanaf. Sinds de bekendmaking van Trump´s importtarieven is Tesla 7% in beurswaarde gedaald.
Tesla technisch: Tesla vormt een lagere top rond 439,74 (gevormd op 17 januari), die verkoopdruk aangeeft. Bij een daling onder steun 373,04 (bodem van 2 januari) rijdt Tesla lek.
Verizon, de grootste draadloze provider in de VS, is sinds de verkiezingen een kleine 4% gedaald. Na Trump's inauguratie veerde de telecomgigant weer 2,5% op. En vanaf de turbulentie over de importheffingen is de koers 2% gestegen.
Verizon technisch: Verizon Communications verzwakt verder nu de laatste bodem breekt. Eerder werd ook al de stijgende trend verlaten.
Dan Exxon Mobil. Op de verkiezingsdag sloot de oliegigant op $118,96, nu staan we rond $109,88 daar bijna 8% onder. Vanaf de inauguratie is Exxon Mobile 2,5% gedaald. Na Trump´s importtarieven bleef de koers per saldo vlak liggen.
ExxonMobil technisch: ExxonMobil geeft een vlak koersverloop weer. Maar lagere koerspieken suggereren verkoopdruk. De steun ligt rond 95,78 (bodem van 26 januari 2024).
Ik kan uit bovenstaande ontwikkelingen helaas geen duidelijke conclusie trekken. De verkiezingen werden in eerste instantie positief beoordeeld, met winsten voor de brede beursindices.
Beleggers weten de laatste tijd niet zo goed wat ze met de nieuwe president aan moeten. De technische plaatjes zijn duidelijker. Wat betreft de indices, die geven aan dat de markten stoom afblazen. Tech is duidelijk minder overtuigd, vooral AI en halfgeleiders zijn technisch verzwakt. Een aparte vermelding voor Tesla, het bedrijf van Trump´s grootste bondgenoot Elon Musk. In eerste instantie waren beleggers overweldigd door Trumps verkiezing tot president. Maar bij nader inzien doen beleggers ook een stapje terug.
De dreigende verzwakking op Wall Street heb ik ook in mijn vooruitblik op 2025 besproken.
Deze keer bespreek ik S&P500, de Nasdaq Composite index en de SOX index. Bij de individuele aandelen kijk ik naar Nvidia, Tesla, Verizon en Exxon Mobil. Ik beoordeel de technische plaatjes, in combinatie met het momentum. De werking en betekenis van momentum wordt onderaan dit artikel uitgelegd.
De analyses van andere Amerikaanse aandelen kunt u vinden op Tostrams.nl. 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%.
S&P 500 ligt stil
De uptrend van de US 500 index ligt al twee maanden volkomen stil. De pullbacksteun rond 5.669,67 punten (de top van 16 juli 2024) oogt redelijk sterk. Weerstand hanteren we op 6.100,71 punten (de top van 6 december 2024).
Zorgwekkend wordt de negatieve divergentie ten opzichte van het momentum. Terwijl de S&P 500-index hogere toppen neerzet, vormt het momentum lagere toppen. Dit geldt als waarschuwingssignaal dat de kracht van de trend afneemt.
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)
Nasdaq Composite maakt pas op de plaats
De Nasdaq Composite-index doet de laatste weken niet veel meer. De Nasdaq Composite index maakt pas op de plaats. Er ligt een pullback-steun op 18.671,07 punten (de top van 11 juli 2024). Weerstand ligt rond 20.204,58 punten (top van 20 december 2024).
Ook op de Nasdaq wordt de negatieve divergentie steeds serieuzer. Terwijl de index zelf hogere toppen vormt, zet het momentum lagere toppen neer. Dit geeft aan dat de kracht van de trend afneemt.
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)
Amerikaanse halfgeleiderindex maakt een lagere top
De verbetering van SOX-index zet niet door. Er vormt zich een serie lagere toppen rond 5445,08, die verkoopdruk aangeven. Bij een daling onder de steun van 4.288,00 punten (de bodem van 19 april 2024) zou een verdere verzwakking optreden.
Het proces van negatieve divergentie van medio vorig jaar zet door. In combinatie met de lagere koerstop rond rond 5.280,79 punten oogt dat niet best.
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)
Nvidia verpietert
Nvidia verzwakt, nu zowel de stijgende trend als de laatste bodem naar onderen is gebroken. Dit signaleert verkopers in de markt. De doorbraak en slotstand van Nvidia onder de voormalige steun maakt neerwaarts ruimte voor een diepere correctie, in eerste instantie richting de steun van $100,95 (de bodem van 2 september 2024). Weerstand is gevormd op 153,13 (top van 10 januari).
De negatieve divergentie van de koers ten opzichte van het momentum is ook hier zorgwekkend. Gaandeweg vormt het momentum steeds lagere toppen, terwijl Nvidia hogere toppen vormde. Dit bevestigt de technische verzwakkingen.
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)
Tesla rijdt lek
Tesla vormt een lagere top rond $439,74 (gevormd op 17 januari), die verkoopdruk aangeeft. Het technische plaatje verpietert hiermee enigszins. Bij een daling onder de steun van $373,04 (de bodem van 2 januari) zou een verdere verzwakking optreden.
Na een doorbraak onder de steun van $373,04 wordt $212,11 het volgende neerwaartse koersdoel.
Het momentum draait neerwaarts vanuit de overboughtzone. Dat signaleert de kans op een correctie.
![](data:image/png;base64,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)
Verizon
Verkoopdruk in Verizon Communications houdt aan nu een lagere koerstop op de grafiek is achtergelaten. Nu ook de laatste bodem Verizon Communications niet weet op te vangen, mag verdere koersdaling worden verwacht. Goed is dat de steun van $36,46 (de bodem van 11 december 2023) dichtbij ligt. Weerstand ligt op $45,36 (top van 4 oktober 2024).
Omdat het momentum uit de oversoldzone kruipt, is een tussentijds herstel niet uitgesloten. Wellicht dat eerst de $36,46 wordt opgezocht.
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)
Exxon Mobil
Exxon Mobil geeft al een tijd lang een vlak koersverloop weer. Nu er een lagere koerspiek wordt neergezet, adviseren we voorzichtig te blijven. Er hangt blijkbaar nog aanbod boven de markt. De steun ligt rond $95,78 (de bodem van 26 januari 2024) en de weerstand rond $123,75 (gevormd op 12 april 2024).
Nu het momentum in de oversoldzone staat, komen we mogelijk in de laatste fase van de daling. Wellicht dat het herstel inzet vanaf steun rond $95,78.
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)
Uitleg momentum
Momentum wordt in uptrends ten eerste gebruikt als overbought-indicator. Een hoge momentum-waarde (boven 80) wordt beschouwd als overgekocht (overbought). Dan is de beurs te hard op de muziek vooruitgelopen.
Ten tweede kijken we naar afwijkingen (negatieve divergenties) van dit momentum ten opzichte van de index zelf. Een negatieve divergentie ontstaat als de index een nieuwe hogere top neerzet terwijl het momentum een lagere top noteert. Dit geeft aan dat de krachten in de markt wegebben, wat als waarschuwingssignaal gezien mag worden.
Als in een later stadium de index uit de uptrend breekt, wordt het eerdere waarschuwingssignaal bevestigd. Ook indien de index neerwaarts onder een vorige top of onder een laatste bodem zakt, gaat een alarmsignaal af.
Vanwege de gevoeligheid van het momentum geeft deze indicator ook vaak onjuiste signalen af. De Tostrams TA-desk past overigens een genuanceerdere beoordeling toe, waarbij ook wordt gekeken of deze indicator net uit de overboughtzone zakt. Dat signaleert de kans op een correctie. Dit zegt overigens niets over de omvang van die correctie.
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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.
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