Deze week is het vijf jaar geleden dat het Verenigd Koninkrijk uit de Europese Unii is getreden, beter bekend als Brexit. Hoe is het in die periode de Britse aandelenbeurs vergaan?
Eerst een paar historische feiten. Aanleiding voor de Brexit was een raadgevend referendum dat in 2016 werd gehouden. Toen stemde 51,9% voor een vertrek uit de EU.
Daar zijn enkele turbulente jaren op gevolgd. Het vertrek uit de EU is na 2016 drie keer uitgesteld. Het land was intern diep verdeeld. Uiteindelijk is gekozen voor een 'harde' Brexit. Op 31 januari 2020 trok het Verenigd Koninkrijk trok zich terug uit de Europese douane-unie en uit de Europese interne markt.
De sleutels zijn ingeleverd
Inmiddels zijn we dus vijf jaar verder. Een overgrote meerderheid van de Engelse bevolking is nu van mening dat de Brexit niet had moeten gebeuren. Sinds kort is er zelfs een meerderheid voor terugkeer naar de EU. Maar dat gaat echt niet meer lukken. De sleutels zijn ingeleverd en exit = exit.
Hoe heeft de Britse aandelenbeurs sinds 2020 gepresteerd ten opzichte van de huidige stand? Ter vergelijking heb ik tussen haakjes de prestaties van de EuroStoxx50 er bijgezet.
- FTSE100 sinds 31 januari 2020: +15% (EuroStoxx50: +43,5%)
- FTSE100 sinds 1 januari 2021: +26% (EuroStoxx50: +46%)
- FTSE100 sinds 1 januari 2022: +14,3% (EuroStoxx50: +20%)
- FTSE100 sinds 1 januari 2023: +12,5% (EuroStoxx50: +35%)
- FTSE100 sinds 1 januari 2024: +11% (EuroStoxx50: +16%)
Een aantal zaken valt op. Ten eerste treedt er enige vertekening op omdat het Brexitjaar 2020 samenvalt met de turbulentie vlak na het uitbreken van de coronapandemie.
FTSE100 15% hoger sinds Brexit
Desondanks wist de Engelse beurs, ten opzichte van de Brexitstand op 31 januari 2020, toch nog 15% in waarde te stijgen. Daar zitten overigens wel wat wispelturige bewegingen tussen. Op de langeretermijn lopen Brtise aandelen, vergeleken met Europese, serieus achter. Europa is sinds 2020 ruim 45% in beurswaarde opgelopen, tegenover 15% voor de Britten.
Recent heeft persbureau Bloomberg uitgerekend dat Brexit de Britse economie zo'n 100 miljard pond per jaar kost. Omgerekend is dat jaarlijks dus bijna €114 miljard.
Dan de technische plaatjes. Die geven op dit moment een totaal ander perspectief te zien. Op dit moment ligt de Engelse beurs er technisch beter bij dan bijvoorbeeld onze AEX. De FTS100 heeft de top van mei vorig jaar rond 8.445 punten duidelijk gebroken, waarmee de weg naar boven is ingezet.
Verder wist de index er daarna zelfs een hogere pullbackbodem boven te vormen. Bovendien zie ik de laatste jaren dat de correcties op steeds hogere niveaus worden opgevangen. En last but not least lijkt de FTS100 zelfs een giga hoofd&schouder-patroon opwaarts te voltooien, waarmee op een duurzame forse stijging is voorgesorteerd.
Echte inhaalmanoeuvre
Kortom, sinds Brexit liepen de Britten achter de feiten aan, maar thans lijkt er sprake van een echte inhaalmanoeuvre. Althans puur op basis van de verbeterde technische conditie. Een kortetermijn koersdoel ligt rond 9.500 punten. Langetermijn koersdoelen hebben we berekend op 11.000 en rond 12.800 punten. Donderdag sloot de FTSE100 al op een nieuwe recordstand.
In deze column bespreek ik de diverse plaatjes van de Engelse beurs van het Verenigd Koninkrijk, de FTSE100-index
Conclusie: Technisch heeft de beurs van Londen heeft alle barrières van betekenis gebroken. De FTSE100 sorteert voor op een forse stijging.
Meerjarengrafiek: Londense beurs sorteert voor op forse stijging
De beurs van Londen heeft vorig jaar de belangrijkstee toppen sinds 2028 opwaarts gebroken. Bij de doorbraak boven de neklijn is een meerjarige hoofd&schouder-formatie opwaarts voltooid.
Hiermee is een langetermijn koopsignaal opgetreden, waarvan het eerste (conservatieve) koersdoel op 11.000 punten berekend kan worden. Het tweede (progressieve) koersdoel kan rond 12.800 punten berekend worden. De uitleg van de twee koersdoel berekeningen kunt u onderaan dit artikel vinden.
Het hoofd van deze formatie, punt H, is de bodem van 2020 iets onder 5.000. De twee linkerschouders zijn gemarkeerd met LS1 en LS2. De twee rechterschouders met RS1 en RS2.
De dips, neergezet in de tweede helft van 2024 rond PB, hebben de uitbraak door de neklijn gevalideerd.
Lange termijn: Londense beurs breekt uit
De beurs van Londen bereikte deze week de hoogste stand ooit.
De FTSE100 geeft op de langere termijn een sterk technisch plaatje weer. De index heeft in de correcties van vorig jaar, een serie hogere bodems achtergelaten boven de top van 16 februari 2023 op 8.047,06 punten.
Deze dips kunnen als succesvolle pullbacks gezien worden. Nu ook de laatste horde rond 8.474,41 punten (de top van 17 mei) gebroken is, ligt de weg omhoog helemaal open. Een koersdoel voor de korte termijn ligt rond 9.500 punten. Lange-termijn koersdoelen hebben we berekend op 11.000 en rond 12.800 punten.
Sinds medio 2022 is er een stijgende trendkanaal door de Britse beurs gevormd. Zolang de steun op 8.047,06 punten intact blijft, handhaven we een positieve visie. De opwaartse tendens van 200-dagenlijn geeft een positieve technische conditie weer.
![FTSE 100-index koers](https://grafieken.tostrams.nl/ftseweek.gif)
Korte termijn: FTSE gaat knallen
De beurs van Londen vormt op korte termijn een fraaie hogere bodem. De FTSE 100 index heeft hiermee het oude uitbraakniveau met succes teruggetest. De FTSE 100 index heeft ruimte gekregen voor een verdere stijging.
De eerste horde op 8.586,50 punten (gevormd op 24 januari) wordt nu gebroken. Hiermee wordt de weg omhoog voortgezet. De steun op 8.462,18 punten (de bodem van 27 januari) vormt een hogere bodem boven de voormalige weerstand 8.405. De stijgende 200-dagenlijn bevestigt het fraaie technische plaatje.
![](https://grafieken.tostrams.nl/ftse100.gif)
Uitleg hoofd&schouderformatie en koersdoel berekening
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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)
Uitleg katapultbodem
De katapultbodem is één van de meest positieve koerspatronen die we kennen. De essentie ervan is dat het gretigheid onder beleggers blootlegt. Uit de katapultbodem blijkt dat beleggers ongeduldig zijn in het aangaan van nieuwe posities. De grote haast onder beleggers creëert die fors hogere bodem. De katapult bodem komt doorgaans voor in de gedaante van een pullback.
Op onderstaande voorbeeldgrafiek fluctueert de koers eerst een tijd tussen steun a-b en weerstand A-B. Een koopsignaal treedt op wanneer de weerstand A-B wordt gebroken. Daarna volgt een rally naar punt H, dus een hogere top. Na top H valt de koers terug. In 80% zakt de koers terug naar de voormalige weerstand A-B. Dan spreken we van een succesvolle pullback.
Onderzoek wijst echter uit dat in circa 15% van de gevallen de koers de volledige correctie niet afmaakt. Dan wordt de dip hoger opgevangen, ruim boven het uitbraakpunt (dus ver boven lijn A-B).
Dip wordt springplank
Indien bodem C ruim boven de voormalige weerstand A-B komt te liggen, wijst dit op gretigheid onder beleggers. Deze hebben dus grote haast en wachten niet de volledige correctie naar de voormalige weerstand rond A-B af. Hierdoor wordt de dip opgevangen ruim boven het uitbraakpunt.
Doorgaans vormt een fors hogere bodem bij C een springplank voor de volgende sterke rally. Die rally wordt als het ware omhoog gekatapuld. Hoe verder bodem C boven de voormalige weerstand A-B komt af te liggen, des te groter wordt de volgende rally.
De katapultbodem wordt voltooid indien de hoogste top van dit patroon, punt H, breekt.
In feite zijn er drie koopmomenten op deze grafiek te herkennen:
- Het eerste instappunt treedt op tijdens de uitbraak boven A-B (het koopsignaal).
- Het tweede koopmoment ligt rond C, tijdens de feitelijke pullback. Een katapultbodem is tijdens de vorming altijd lastig te herkennen.
- Het derde koopmoment treedt op nadat ook top H wordt gebroken
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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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