Goud is voor het eerst in de geschiedenis de $2500-grens gepasseerd. Toeval of niet, maar het gebeurt in dezelfde week dat Fed-voorzitter Jerome Powell in Jackson Hole zijn rentebeleid zal toelichten. De markt houdt rekening met een versoepelend beleid en lagere rentes zijn doorgaans gunstig voor goud.
Met de stijging van de afgelopen dagen laat de goudprijs de malaise van de voorgaande vier maanden achter zich. Sinds april was de prijs van het edelmetaal blijven hangen, grofweg tussen $2.300 en $2.450. Opvallend was dat goud, tijdens de turbulentie en onrust op de financiële markten begin augustus, juist was gedaald van $2.443 naar $2.387.
Toch heeft goud het prima gedaan, in elk geval op wat langere termijn. Dit jaar staat goud op een plus van zo'n 22%. Sinds de intraday low rond $1.810 per troy ounce op 6 oktober, is de goudprijs al bijna 40% opgelopen. Op de lange termijn ligt goud er technisch sterk bij. Zeker nadat de omgekeerde hoofd-en-schouderformatie begin van dit jaar is voltooid. Zie de uitleg van hoofd-en-schouderformatie onderaan, waarin ook de koersdoelberekening wordt uitgelegd.
Goud vanaf april 2024
Goud heeft de horde rond 2.483,77 (gevormd op 19 juli) gebroken, zij het nog nipt. Hiermee lijkt de goudprijs de malaise van de voorgaande 4 maanden achter zich te laten. Technisch is er sprake van een kortetermijnkoopsignaal, met een eerste berekend koersdoel rond $2.750. Er ligt steun rond $2.353,16 (bodem van 25 juli). De volgende rond $2.277,54 (bodem van 3 mei).
![](https://grafieken.tostrams.nl/gold.gif)
Goud vanaf 2020
Goud beweegt in een opwaartse trend.
Technisch zijn de volgende signalen van belang:
- Eerst is de weerstand op 2.075,35 (vanaf augustus 2020) gebroken
- Deze voormalige horde vormde tevens de neklijn van hoofd & schouder-formatie
- Vervolgens is rond $2.277,54 (van 3 mei) een hogere bodem neergezet
- Omdat deze ruim boven de oude horde horde rond $2.075,35 is achtergelaten, is een katapult bodem gevormd
- Technisch is het sterke technische beeld bevestigd
- De recente doorbraak boven de barrière rond 2.483,77 (top van 19 juli) heeft het koopsignaal gecompleteerd
Technisch biedt de langetermijnuptrend een berekend koersdoel rond $3.000. De stijgende 200-dagenlijn van de goudprijs wijst op een positieve technische conditie.
![](https://grafieken.tostrams.nl/goldweek.gif)
Goud vanaf 2009
Goud heeft met de doorbraak boven toppenlijn T heeft begin van dit jaar een lange termijn koopsignaal gegenereerd. Deze toppenlijn valt nagenoeg samen met de neklijn van een hoofd & schouderformatie.
In de afgelopen maanden heeft de goudprijs bij P een hogere bodem boven de voormalige toppenlijn T achtergelaten. De koersdoelen liggen op $2.750 en $3.000.
De goudprijs had ook al in 2019 een hoofd & schouderformatie succesvol afgerond, nadat de neklijn N werd gebroken. Deze uitbraak is daarna bevestigd door de hogere pullbackbodems bij PB. Ik heb dat besproken in juli 2019.
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)
Uitleg hoofd & schouderformatie
De hoofd & schouderformatie is een van de bekendste koerspatronen in de technische analyse. Dit kan aan het einde van een lange daling voorkomen. Soms, zoals bij de goudprijs, vormt de hoofd & schouderformatie een tussenstap, dus een tijdelijke onderbreking in een langdurige stijging.
Kenmerk van deze formatie is dat deze altijd uit minimaal drie bodems bestaat, waarvan de middelste (het hoofd) de diepste is. De hoofd & schouderformatie voltrekt zich doorgaans in meerdere vaststaande stappen. Op onderstaande voorbeeldgrafiek zien we die stappen als volgt:
- Het eerste signaal treedt op als er een top op gelijke hoogte (B) wordt gevormd. In feite is de sterke stijging boven bodem a ook al een potentieel positief signaal.
- Er vormt zich nu een weerstand rond A-B, dit wordt de neklijn genoemd. De bodems a en c vormen de schouders van de hoofd & schouderformatie, bodem b is het hoofd.
- De hoofd-en-schouder-bodemformatie wordt voltooid als weerstand A-B wordt gebroken.
Het is noodzakelijk dat er minimaal twee toppen gebroken worden om een hoofd-en-schouder-bodemformatie te completeren. Het kunnen er ook meer zijn. De gebroken toppen hoeven niet op gelijke hoogte liggen.
De hoofd-en-schouder-bodemformatie wordt vaak gebruikt om een eerste koersdoel te berekenen. Hiervoor berekenen we eerst de afstand tussen het hoofd b en de neklijn A-B. De uitkomst daarvan tellen we op bij de neklijn. Vervolgens kan het koersdoel - punt D - berekend worden.
Het koersdoel kan op twee manieren berekend worden:
- Een conservatief koersdoel vanaf C is te berekenen door de afstand in punten tussen het hoofd b en A-B op te tellen bij het uitbraakpunt
- Een progressief koersdoel vanaf C is te berekenen door de procentuele afstand tussen het hoofd b en A-B op te tellen bij het uitbraakpunt
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)
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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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