Beeld: iStock
- Door Royce Tostrams op
AEX naar 1000 punten en hoger
In deze artikelen heb ik de katapultbodems, die horen tot de meest positieve koerspatronen die we kennen, op meerdere beurzen besproken.
Hierbij de vier verschillende stadia van dit sterke koerspatroon.
1) Trading range: voorafgaand aan de katapultbodem ontwikkelt zich vaak een zijwaartse trading range. Op de grafiek vormt deze neutrale fase zich onder weerstandslijn A-B:
![Katapultbodem uitleg](data:image/png;base64,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)
2) Koopsignaal: het eerste signaal treedt op nadat de weerstand A-B wordt gebroken.
![Katapultbodem 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)
3) Gretige kopers: na winstnemingen bij H valt de koers wat terug, maar niet helemaal naar de voormalige barrière A-B. Er volgt een fors hogere bodem (C). Een dergelijke hogere bodem, ver boven de oude weerstand (A-B), komt slechts in 15% van de gevallen voor. De hogere bodem C signaleert gretige kopers
![Katapultbodem 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IgAO78J8C9nT8X2v3vAspX+W3A3PyTYH3ZRlCsAu22jFsR188lrPu8ESDXdVed+vML+v+BtS/8Z8K3sGF/abwWCJu65NVu83fHPibs/Pk6t6+s67MTYwqqh4iSMQiYgYkY6InFigG/oidoKpD7swEe+LWPQKxle38g0AOxgjZ2CfrUV8CWDVEnJmjDKgJ2tA8kJsrgrvZamQAfn251hOWxDsQEcIItAduvjLVq4DFD4qGtbLV56yHAnavubWC3YC6u22G/5s+JZJNtCQO41d+Kl4+/WKdnRV2oK6uz0cSYgmpXYTImATMgEQM9sVgxoPvvunouU3mV7SKhTAR6X7b3AK9EPxIETQ8r1iWBfe1zkeLt/TkCf77ABUVYFpsr/3vVMy23uxjYWTXYon1tZeuVgJsrf7gWHcbLTz9YC5CbVQLa3fwJ0tqWdfD8nR+sytixqvd9Fwrkabcp022AJytbT97ZjOvpJ/vLdm02M8ar6y4+jdHvAThYDKyCqr91J0HEwBlRwCYwEzh11c2rB1uH/apHIrjXXXUTuP0+Pn1wpc4r+bIN/Ws1gYRwkF/Cg77/ZkDd8w2g8WErLJVN8NU3CTbL9fYwIQG5COCbK/LV1Xxb2a2n8umHJf5tu0JE3FyRW7tb9q2MVYMdoVC0u1W2GtPfrHa0lWGzw8ODY7263hfox+r3AEQM9MiRQgCmKwZCmD+rYFg8POj3/Te3CW7EwXo1QPm2svU2X1fc3ALgIT89E7Bpd1O2vj2xzq8KKfO+FajXV/Sb5xPWMQz7LhSo62XXAX/bTn3vKyvETR1jvrpu823Mfp+ZiIEeiRgIYY7UBkCC826QX98+ILGcv90PTWWbhwC3twD2tVv1dSMabh4ehOtvClCH5f2tr+WDfrv5L26+wUC7tY1twG8p6/Lw4NivrpsC/oKFAEQM9EjEQAihMzfL/v1xDpuHMoWgWvo4dgEzABED4yBiIIRlsXkOQSsLx0Lwv7llwL19Xd1fhqlcXbeJgQUKAYgYGAcRAyEsi54C92O7zbC+lXC5QDa1q+vS36n4fSYiBsZBxEAIYdpM7eq6TgwsVAhAxMAK7vWvhrZOR97zP5WIgRDCdJnaqgBEDOyweDFQPvR3wkOApxAxEEJo58tvfadaRattbjxMUQiIqa1mnJGIgcsE/5KIgRBCMwiBzXMBr45OEEw9oMr/iIHDiBg4CxEDIYRmXAyMSRCMaVWgnKOk7ml18BYjBq5+clVdvb1JX724EQb+vAApzwyEEEbJGFcHZrDM/o31iTUczNxXBvLMQAhhtIxJEIxpVeAEIgaOJGLgLEQMhBD2M5bbBTMRAn2wWDERMXAWIgZCCN0Yw+rADG4P9EXEwIRoEwOAAFgNbZ0uIAQgYiCE0I1Lrw7MbVWA+TxhDiMGJsQ+MTACIgZCCN255OrAnFYFepjHiIEJETEQQpgdlxAEcxUCZ5zH2YqFiIGzEDEQQjiMMpidWxDM8faAz9+Z5jBiYEREDIQe4a9n7QTy1gfVtE+J8+Tlw3s7J/md9Bb/7vfFtua0GXJ1YO6rAko9z2PEwIiIGAj98em7xcnj3Wpyn4gF8PwdP0b16cnD6QuCoVYH5rwqwJydUVRFDIyIiIHQE8WqwDrdq5493haHkfBZ9XTnGDWkmazq7AtkKj82yM399kApBrSvJyIGRkTEQOgHWxV4+o5tf7otD+Pg8QfVk+2x+fKdz7Y7hQm6Gd3iaRIE+4RCF+Z0ewDOOVc1RAyMiIiB0AN2tUkQsYAzh+XmWWGi7daxeWzH8ZZQmC5NV7anBrglrAqItrITiBgYERED4WRuHkjTbYF5BpU50PrwoNJb83vWoy7w9ykG5rwqIE6drxoiBkZExEA4kbrAP8/l5ulT91xHkRACM3zOo+nK9tgAt6RVAadnQRAxMCIiBsJJ3F4V2HDzxHq+UTAeOj48ONNjVhfIjglucxMC0HUeuoqGjkQMjIiIgXACXYJLvlEwGvY8POhfOZzrsx5l0DtVDJxZCPQSLFcn+FYnD52DY+asgYiBERExEI6my/fVSflGwUjwb3zUHZO2hwsniIKWBywPZGXqEtgGXhU4uxgo5+NQMdC1TQMRAyMiYiAch19l7kn5RsE4uBFvNas1jz/beZ5g6sesLugraDUJgkPFwAC3BwYVA4cE9WPbFUQMjIiIgXAUrYFlTb5RMC46PDx4nebxzEBT0G9K+4LawEIAzioGyvk5Vgwc2taYrRg4B19//fVZI3XEQDic1nvPIt8oGBddHx6c122dvgTBhR4aHEwMHBPMT22/ImLgACIGIgZGx/5VgQ039fKNgouz97bOverJTL9WCF1FQRcxMJAQgLOJgbb5aAvsx7ZrIGLgACIGIgZCCD2xTxTUBbQLrQrAqMTAMXO3h4iBA4gYiBgIIfRMU2DbJwYGFAJwNjEAh8wBHCMg9hAxcAARAxEDIYQzUQa4MqhdUAhAL8Hy/37z1Zf7grXPQxcxcGTwL4kYOICIgYiBEMIFuODtAXHWlQEnYmD8RAxEDIQQLsCFVwUgYiBcEzEQMRBCGJgRrApAxEC4JmIgYqAX9CFOSkpqT6sItSME/k9NnSHSqvOIgXBNxEDEwOTgUORwjI8ck26M4PaAiBgoWI1ljD9Z0j1IncAlxcDdu3evPxNKL1682JYORsTAlOAweArjIMekGyO5PSAiBgoiBs7HPjFwgeBfEjEwFTgEdSlclhyP7oxoVQAiBgoiBs5HxEDoBaa/LYXLkWPRjZGtCkDEQEHEwPk45DbBhYRBxMAUYPqVRN2+MCx+DDyFXUYoBCBioCBi4HwgBq5+clVdvb1JX7246a5cGbjQSkHEwNhh6j2Jpv1hOMpjoBR2GdntARExUBAxcD7aVgZKIgbCLZh2TyVtZeG8lHPvee0Lu0KAFDEQMXAgEQPDEDEwZph2pTq8vKlO6J+mea/bt3RGuioAEQMFEQPn45AHCCMGwg5MuacmutQJ/dI0576/LFsiIxYCEDFQEDFwPvatDCAAVm6s0wWEAEQMjBGm21Mbh9QNp7NvvtvKlsSIbw+Ii4iBLiliYIdFiIEREDEwRphupS4cWj8cT5e57lJn7ox8VQAiBgoiBs5HxEA4GKbaUxeOaRMOp+s8d603VyawKjA4hwiCiIEdIgaG4TAxsH0JZ4L59XQIx7YL3Tlkjg+pOyciBEZDxMABRAwcNs+LPLkNySlz7G2PaR/aOXRuvX7XNnNgArcHlsJcxMAsmK0YIIV+6WN+T20f6vF5PWRuj2kzZbIqMCoiBkbELG8TKIX+8Hk9ZW77shN2OXZOvd2hbadIVgXa+KJ6/kf/snrylj8fcK96+gd/3tMjAreIGBgREQOhE33Oa5+2wukB/ZS2UyKrAs28/PRfVU++5SKgSG+9Wz3vf74iBkbE7MQAsKkUTsfns6857dvekjl1Lr39sTbGToRACysh8GWbEFB6589XqmHbph8iBkZExEBoxeeyz/k8h80l4vN4ylz2YWPM5PZAE59VT/0rhawA/M3N/Lz89D9VT67L71XPrKwHIgZGxOzFgO0OR3DOeTyn7aXQ1xy6nVNtjY2sCjTz8o9+cLMq0HTlv105ePLWverpJxEDc2WWYgDIKoXj8Dk8xzye0/YS6Hv++rY3FrIq0MQX1bPv66r/LM8E7CNiYEQsQgwURaEDQ83fEH3MEZ+3vubuHDYvTYRAC48/uLkF0P/zAF2IGBgRsxUDwC6lcBhDzd1Q/cyNc83buexegtwe2IOJgZ6X/7sSMTAiIgbCLXzehpi7IfuaAz5f55izc9oekqwK7CFiIBiLEQM1xaGGS8zZ0P1NnXPPl9s/Vx/nJqsCHehym8AfHnz4qO9bCREDI2LWYgDYrRT2c6n5ulS/U8Pn6ZxzNUQf5ySrAl3Y/Vrhk5UguJmqL6rnH/gPEfX+tUKIGBgRixIDDVXClkvO1aX6nRpDzZP3c+6++iZCoDs7Xy1sSU/+oPdVAYgYGBGzFwNAkVKox+foUvN06f7HztDzM3R/fZDbA4fiXy+sT2cSAhAxMCIiBsKaMczRGHwYKz43Q83PJfo8lawKHEP9HxQ9eeeDnV8jPAMRAyNiEWIAKFYKu/jcXHp+xuLH2LjUvFyq32PIqsDkiBgYEREDC8fnZQxzMzZ/xsAl5+SSfR9ChEArBwfdPlgFln0HIWJgRCxSDOypuijGOCdj9OmSXHo+Lt1/F3J7oJWIgbCXxYgBoIpS2J2PMc3JWP26BGOYizH40MaSVwWe3v/n1d//m9+pVoPe7hkff/+Tf189/Wc/bvTx+X/9sPp///iN3saAref/5b+Oek7GyGLFQIfqs2bsczFm34ZkLPMwFj/qWPKqAIHv2R/80TbXnet2A0zXk3u/cS1YCPxffus7O4F6n1g4hBf/+69v2Q/dWJQYAKopLZmxz4P7N1Yfz83Yxj82f2DpzwoQ+F78j/+1zXXn2HbHcH2lvuLZw/9YPfn+D3aCtYuFU8F+n6sMSyJiYIH4HIx5Hqbg47nwsY9l/GPzaelCoLzK5pbB//vVf7LOq0xfFSTYklgN8P2qD2V9BW0t4z/7/YfXdf7+t//ddTuC+WaVYZPnSl9tdaWO8KCe7G9s/Nt1HYkF71+2AHtetrkF8PW6TPZVhk1fZUAc3G67GtOHH637ZZwqp63PWyla5s7ixABQVWlp+NjHPv4p+do3Yx33mPxa+kODBGAFLAKtB28C2s3V+EYAKO/BWlCuq3MF2L//15uAr2CsIKsAq/ZuG/w5BgkJ1V2Livf/w3Xeg7nXUXsXOIAvyqut7Mkv5eV39fymrcZdjkn5azG1Egvkh1o9GQMRAwtjamOfmr994GMe27jH4tvSVwVAQXd9VbsNnoAw8KtjvzoH2nm5B1ixDtq//3C9j/ouHiQ2sKftprYegIG6LhzclpD/7CvLnv/3m/5Kv+Da/suvqy//obY35T4vZVuJAQmH5x/+2Ta/nC8vLF4MHNBs8kxx3FP0+VTGPt4x+Lf0VQEg6BLEEQMeMAliz97/w1Wg25zYWRnwYL8O1vbw4D7x4MEdfGWgvEdftsW2rxKonSjFAmCPNqRSpHjfa79slcGFwvP/ttlmbpR8jGXbUiDRD74rvwQWKQaA6kpLwMc7tTFP1e9j8LGOdbyX9jFCYIOCrgdzBWO/+qa8vDp38aDgq/L1VfIqeDbV96vqMoiWqwzYli/rAFsEftp73+4/++vqqz/qlQFdfZcipYRVg3IO2sTBEogY2Ka5M+Wxuu9T9P8QpjLOS/mZ2wMb/Cq7FACbILlZGSCoEdgVcNuW5Sl/9oeb5wsUhFVfgVJ59eVBU1ftaluuElC3DO4EYRcPLlx8FQCUlz0XMVrmL33Rsr9zcwvgpqzuloKvhiyBxYoBoInSnPFxTnWsU/e/C1Mao/s6pL9ZFdhQLq/7VbGu7CUCqEcQFwRRXzZXgGcfdWnjQZZ92JZNCQFoa1tenXtdbEgs8BS/21B9ICirX5KXKeCzn7GQ/FsNZVuNt5y7LuJgCXQVA3fv3q1evHixzQ1KxMAp+BinPM65jKOJKY5vaH+zKjA8iAwF9zBvuogBhACfvVmLgSOaT4I5jW9OYymZ4tjc53P7HSFwGbiy95WAMF8WLQaAZkpzw8c2h/HNbTxiyuMayu/cHhie8p5/mDf7xIBuD8zyNgHQzNNcWMK45sKUx+S+n8v/rAqEcH4QA1c/uaqu3t6kr17sCoPZiwGgqdJcmOOYwMc1h7HNYTzn9j+rAiGcn7aVARcAEQMTwsczlzE5cxrbXMZyrnFkVSCEYdgnBvxzSLqAIDi/GACaK00ZH8fUx9LEXMY4hzEIH0tf44kQ2OEbqzkII2UVRIf43eI72+52WPXdS1Tu8gAhzHplAGiuNGXmMo59zGGccxiD0/d4cntgh4iBERMxMAjDi4ETTV2MOYyhK1Mf65R9b8LHdOq4sipwi4iBEbMkMXBBhhEDgAmlqeG+T9H/Y5jqeN3vqfm+j77GlVWBW0QMjJiIgUG4jBjowdygTNXvU/AxT2ncU/S5Kz62Y8eXVYFaIgZGTMTAIAwnBgAzSlPBfZ6S330wtXG7v1Px+VBOGV+EQCMRAyMmYmAQIgbacH+n4nOfTG38U/L1WHyMh44ztwcaiRgYMREDg3A5MdCTybMyJV/PxVTmYCp+9sExY82qQAitRAx0ZdvgZDClNGbcz7H7ek6mMg9T8LEvfKykLoE9qwIhtBIx0JVtg5PBlKcxMgUfh2TsczF2/86Bj3lfcI8QCGEvtWLg/37z1RdffvPVSqk68jcAIgYawJzSGBm7f0Pj8zG2ORmzb+ekHHdTkM/tgRA6kZWBrmwb9ALmlMaG+zZG/y7FWOdkrH4NgY+9ixiIEAihkYiBrmwb9AYmlcaC+zQmv8bAGOdmjD4NjY+/DPZZFQihMxEDXdk26A1MKo2FMfo0JsY2P2Pz5xL4HJAU8CMEQjiIiIGubBv0BiY9XZqx+TNWxjJHY/FjDNTdCsjtgRAOImKgK9sGvYJZpUviflzal7Ezlnkaix9joFwFKFPEQAh7iRjoyrZBr2DW06UYgw9T4tLzden+x0iTIIgQCKETEQNd2TboHUwrXQLv/1I+TI1Lzpf3fYn+x0rEQAgnETHQlW2D3sG00tB435fof8pcat4u1e8UKAVBhEAInYkY6Mq2wVnAvNKQXKrfOXCJufM+h+x3KuShwRCOJmKgK9sGZwHzSkPhfQ7Z75wYev6G7m+KSBBEDIRwEBEDXdk2OAuY93Ruhu5vrgw5h0P2FUJYHBEDXdk2OBt0oXRuhuxr7gw1l0P1E0JYJBEDXdk2OBt04elcDNXPUhhiLofoI4QQzkXEwIHQjdI5cPvn6mOJnHNO3fY57IcQwrmJGDgQulE6B+e2v1TOOa/ntB1CCEMQMXAgdOOpT85pO5wnaLvNPu2GEMKQRAwcAV0p9YXb7NNuuOEcc9y3vRBCuAQRA0dAV576oG97oZ4+57lPWyGEcEkiBo6E7pROxW31YS800+dc92UnhBAuTcTAkdCd0im4nVNthW70Md992AghhLEQMXACdKl0LH3YCIfhc37MvJ/aPoQQxkbEwAnQpdIxePtjbYTjOGXeT2kbwkj4xur9G05gFTifb+dyFkQMnABdejqEU9qG0zl2/o9tF8LIiBg4kYiBwRmvGAC6VeqKtzmkXeiXY47BMW1CGCERAycSMTA40xEDXV04tH44D34cuhyLQ+uHMGIiBk4kYmBwxi0GgK6V9uF1u9QP5+WQY3FI3RBGTsTAiUQMDM58xIDX21c3DEPXY9KlTggTImLgRCIGBmf8YgDoXqmJLnXC8Ow7Ll7eVCeEiRExcCIRA4MzDzHg5U11wmXYd2zaykKYKBEDJxIxMDjTEwOlK21lYRw0HR/fX5aFMGEiBk4kYmBwpiEGABeUnKb9YTz4MfLjVLcvhBkQMXAiEQODM20x4Pt8fxgf5XHyvPaFMBMiBk4kYmBwpiMGADeaUhg3dcdMKYSZETFwIhEDgzMPMRCmQY5dWAgRAycSMTA4EQNhWHLswgKIGDiRpYmBu3fvXp8TX7x4sd07KNMSA4ArnsK0yLELCyBi4ESWJAYQAi4AyvxATFsMhGmS4xdmTsTAiSxtZcAZvRj48puvVklJSUl9perly+15KIR5MysxsG0QQgghhAO4/zv3q6u3r67TVy9uCwM9N5BnBkIIIYQZkpWBEEIIYeFEDITQwMuH96onD7/Y5kIIYb7k2wQhNPD8nVerp59uMyGEMGP2rQzoeQFSnhkIC+KL6tlb71az+u5QCCE0cMhtggsxJTHwxepq8t7NV5MSTCbMZ9XT1fF7ZscztwxCCHMlYqBHuMf85TsfVJtvJiMMVkHknc/WuTAxPn13LQCefroVAI9X4mCd32RDCGFORAycgZePv1inZysxkKvJaVL38CDiLsczhDBHIgZ64+YWwZO3VoHknXerJ7mSnCwcy2ePt5ktEQMhhLkSMdAXLCu/pVsEwLLy7YASpkDdscvxDCHMl4iBvtgRA9vnBb6ZBwgnyeMP1qs6N6sAfLMgz3+EEOZLxEBv8IyAnjy/Vz19yG2CiIFJshJ2Tx5+dn3bZ3M8P7NVnxBCmBcRAyGEEMLCiRgIIYQQFs6sxEAIIYQwR77++uuzRuqIgRBCCGHkRAxEDIQQQlg4EQMRAyGEEBZOxEDEQAghhIUTMRAxEEIIYeFEDEQMhBBCWDgRAxEDIYQQFk7EQMRACCGEhRMxEDEQQghh4UQMRAyEEEJYOBEDZxQD2w5CCCGERRMxEEIIISyciIEQQghh4UQMhBBCCAsnYmBh/PSnP61+9KMfrbcfP35c+TS8+eab1c9+9rNtrh/oiz730bXe0BwzJz//+c+rb3/729vcsmH+SHW0lV0SPhe/9Eu/VH399dfbPaELY5g3PnuvvvrqwT782q/9WvXHf/zHZ/Ndfo052EYMbCEYscsTb27ByV1BlOBQlk8FTr4KuozDg9Y5xoT9LsG0a71TKMfbhWPmhPkdY5AbGj4v+syUtJVdGr1P6gJDW9nSYW4Iqpecm9/7vd9bv68O9eHOnTvVX/7lX25z/XOsX+LXf/3X10Lr0aNH2z31IDoYi2IY6Xd/93c79RsxsKUMRpzMx3qyOgXGyRsGfJWAfcWU9AI2uwTTrvVOwcfbhWPnhD7GuMoRuqH3Sd0JtK1s6fz4xz+++NwgRjhGh/jAeYcAes5AiF9dg3KJAjzn7n2rF4gO+tJY/uRP/mQtIrqMLWJgC1kPRrypSVAGBb+6LlFdJRcYTWX0q7zK1HcJNiRcVNd9oZ3nqUd9UD8aZ7lKoHydXbX1MveR7bJdOW/UkS9OW726fkVbGXnNEePCntelrA6vgz3aCp9zEn7XoeMDGpvquh/lXDTZ5xU/NMcap+qVdoTmx+36MQPsqozkeDvqkTSuNvYdM05OdWUso3qfjEsnPvb7HJDY5/XLsZX90F72yKtMY9N8K6CU4J/akDgxAz54X7rCLI8bwYB95TI2bf2q1G3Rxv12qKfysm8gMMjW/fv31/Ppthin9yN7lOMjdWW77qrZx626mhNw+34sSxSwVNcDHjY8z5h8DHVjdF9LH+qCHf0zXs1B6QP41fb3vve96zKOJ31wjH3+Sr+w7379yq/8Sq29OqiLXfqR/SYQZLx3Veev/uqvOgudiIEVHFDeKII8xZy4QCcSQRl1SnRiUjvystulTH2U/Ts6ienEp7YCm+wT1Ffdcpxsaxw6Yekk6Hbxg23ZlX/K07a0SxvKNSZefQ6dpnrqRz4q79ttZWV/Xr8OyjV+2VBe8y7IN42Hehq/trVf9oB56mJfZd6WMuXx1cuE+i/nU/7Qv94bQL3yfaW68kH5JtSH5ll5Tk5tZdjVyVMnMvL4AeX7U3mNTf56W9WVbeU1FtWVLeU5ccvHEuz4Sb20RR6fyLNNfU7gwstBvinv9VVWFwDwjzL6xh/lZVvBSMFZQZHARLnyf/u3f7suly3Vd9t1MN/UUXuCkOeZQ+ZVfpMvAyzIT+2XMFCeQOY+eLBTWwUwjUl5gqj7QL7NB80zec0jxwAfvJ3ny7ZQ55fnae/1yf/FX/zFersEW8wdbRk7fslOHYyxFB117586IgZW6APtSSch4A1FAt4c1nQHTq5lOw4etJXRP+VCJ8k6vB2oLn7JN14FdbEPOhFBWZf9GiO43bJPoIw6dX0K2mlu5UMdTfXcd2Bb89RWpsDgtPkJ3l74MaMt4xXlfAnq0I4yt4f9cg6pIxtt9nkt26qPNsox6ZgC4/IycB8pIy+8bRu093bygZNRW5nsK5gAJ1DNic8HsK22oPGQd7uCE6qOJXa1Dd6W9wfl7oeoKyPvJ19O/PiGLZ283Q/KfQ7oG9/a/FaAdsogxDyRV99suy3Vx5bqShiAi4O68hL88iCjNuR9TKB5qxMW5X6fY9n0AKX5wHYZpHWFT17baotd6tf54McMmCsdN46hl4GOocrLY9zkF75gm/YqY4zUb3oWwIVCOaYSjZHjqMSqQ9cAHzGwgoPtH1AmlWIOFPCh0slDJ44StfHEm2RfGbBdniDq+gD3BdjGHuCvtgV5jcP7KfvweuB2qef+eT/sb/OVRF3moImmeuQ9eT9tZRxPktM2p1AeAx0zXjVeT6V9ofmgjttjn+eBPrGzzz5t/ZiDv6fKMtH2vlLfDnn2+9gFbSnbh3xS8jnnxF6W6aSIn26fvhUUgG1/f5ZjY1vjKcfmtrDhdoG6qq858pO7KMtky8eEHZUrcDnlPg82pVCA0ldBO/pTGb5RlwDt2/KF+rKlbQ+M+KWxuXCoozw2UAZQyn1e6oJwuQoAfnwYB36pvO44evDyuezqA5QiwYN9GdjBr7bL1YZ9fmG79KtJCNCOOZUtbOMPeR0j2WAf5aVY4MFDf0+2ETGwgg8BbzyHYu1jWydGJpZUwoEwkzu0lQH9U0c09QHuC1BPJ9HyhIr/3q/34ydP7JX+uV3KfH4owxaUfTrylfKm8UBdPfnkYxVtZYCd8nj6eOtgPNQRbNMHYEvj3Qd90LZu7kufKOd47LPfNtayHwebTe8r5sjHC/JR71fvk7KyfknbcWEfJy8PII7mTWhOOImprZ/QyPvYfDycEN0W2/hFe81XaUv1eW16n6hMbd3HOsrx1s0BeQXd0m9O+E32qevjIHCQJ6jhF3YVsNSv6itQKgCqPnPo5U3Hinkvy/FHc+PBtA2/khelqPD5pkz1JSQ8eBEoNeauPjA3CrDCA3wpFFRfAdy3YZ9fpXhogjmmHcesTG23FBi3910KijYWLwY4uGzyKngD8iEEnRhF3UkU6k6goq2srn/64ANaIjsqU55XwC/agso0jrIfHwf22uxiQ3V5pUwnTOUFefqQDVDfsuc01Wtr01YGdWWMVz7X4eWaD82l8l1grjSPbrPsn3wX+z4/QscUmG/PC80Rr4L+5Bu+qH8gX75XNIfUI6+2Tew7Zpwkm44ZJ3m3z7j8eOCbTqCyVQYj99fb4hP7aE8db0s7ynXCVxCpgzLsyg9sY6vuxK5+vKz0u65v2Zdt+e3IjpfRFlve1gOjz0EpBtimXPXll2yXqH/3m/oSNeU8NVEeC+Vl18WAguwhx7GLDxIkCoKMzQN8ec+dvG6fyAcPoNrn7fFLAby01wT+19VrExOsAngbPTxI3+zb1/fixQAHj01P5cmWN6CgnDZ18OZzO96uqUwnOofyuj7kC/Vlx+vxRtZ+6mCbfqHsx9tSB9tq62VAW+2nLol9wv3RibScN9qU44S2eqVP3r6pDL/Jl/gYmKcStSPhD/ZJgn0qJ+FnieZf9mWTVz82de2b7JfzA+4rqY7yeAN1aSvcRtkH/atM/dXNW8mhx4wTE3b9xA46BoAvPl8am05qZXufH9mRLVDwIhE8aCtbbCuglNAv5bRTX26LhJ/Yoj/6Lk+8bX3jt+xrzNgpbaien9jJ+5x4PwSPuvplucbNdp3vjgSF2hNQNSc6HrJPappTt0Py94DPhx/HujFqLsugrnLVKXHBAepTdtwHks+hr2I4+KU2BGL8cHulX+VtgrrVBdG27C/h4UlCAOi3SUhAbhMcAG+wI5r1hk4OIQwJJ7BSWITzQ4BtCqIh9E3EwAFI7V8KTsicmEM4J1wBIzwF254P54GrQV216Yq06SouhL6JGOiAVgRIbF8C+XCp/sOyQHjqPX9JAbwkuNjwJWlfMg/h3EQMhBBCCAsnYiCEEEJYOBEDIYQQwsKJGAghhBAWTsRACCGEsHAiBibIFH5vAP/avo7W93fXeeKdr8TNiWPGRP05P/3Pd++X9vVaftyGz1KXrxnygzdt7xm+rZBvKUwLfhiJ8+m5v2YaMbCFDxu7PPnX+AhcCm582MryIcGXYwLfse2OgYAkwVL3tch9YuFQLnU8NDbNK2PqS+QcMyb673NexwRz0RbMeE/NUQjtC/AO89P0Q0WIKMQUQUVzyS/SjYn8vsJt+GXBIX58KmJgSxkoOamM9aSK68cEvmPbHQPzqSu4ulUAFwungv3icE6eY8fEvA4l+IZG76OmQMHnta/31JhoC/COAnzT/DT9fO6Y4Kd4ET8RAxs4pvyMcPmTxecgYmALWQ+UfoVVnpjbApnqKvmJuamMfpVXWZMQKX2hngJtaR8fSW6X5IHZ91OXsQG2qOdtfczliZd6sqvx8Eo9tSdpXNQt/XWw7WXUdbzM/YZyvGqrMblttt0Pt+OwX3VIGkfZN2XqT3NEn2rn77ES1SF1HVOJl6mN+nQ/dKxA89J0rMHbul9seztos+P4nGLfAwBXsCrTeDQn/p5SGUFQ+8o2vl+rCviIHflAvoR5c7vUl4/Y9fYkD9j0r7aMTe8FwdKv2pF87P6b+/wWvgf48ieK/bf1GYOu/KHJB8pLYUBb1WU/qWnVwOuS5A/90b98lv/qw/G5lR8+bm+r3+pnn8aBD5RpCd2Pg68cEUjxr+xL0N7HomCoWzPUV3mbIMN399GDalMZfftcln9uRGIOmFO1Yd78vw18fvXfA9j73ve+d3BgjxhYwZuYgyTIU6yTqN5sgjLqlHBgvR152e1Spj7K/h3qqh6vZRv5JZvKl2MAynWCoi/P80qeDwTInsB39gnqqy59+nzSr+yC+irtqQ52vD37Pe9+atzK8+p2yWvcKpOfysu2bNXNuyjr+NhUJrBLnv1AXfVdQr3SjvLyU5AvjyVoXqFs4/bA51t1m4512Za8xsS215UPmh9s1s0nJzifC/J6P3kZbfGVEx77sK165L0eJ0EPBJSprfKqz6vbKmF82FMAkH3lFbgUMDmxc0zoq2xLH2Vb1VVe81uW0U75ujFSX2PwZwtKHygrfaBP6so/2VVd70eoTP6Rl38q07/6KYirrsMx1p/mUA8f2Pb9IBtNvlGf4+DjKueA9wBBjvmTOFDduuNAnm3ayhc/viUEb41ZebXbV4bvftXv9eWv/0sief0DovKMTdvHiAARMbBCJ0NPfpLwkwgHyJruwJuubMcbCNrK6J9ywYFt6oN28pdXgS35CPKTV6DMy8s+wX10/0A+Ya+0DdSVP7x623LsbkvI/zrbPh/7/KYe9YXPSzkmbMkutM07yDe3733z6vap6+OmTHPknDImR/0rifJ4AO2b5kXzwHjLtl5WNx8q930l+Mn4dILEDide2pRlDid+nz8fg/otbXpA8/YKGk0oMDi01zEpfSFYYI/+ZbvOF/xk28enoKMy99nt0jf9lm3rAnybD4Ad+tS22kGdj8L7A++nDJgE8tJfgZ26VYPSPu29nnxT0CIAKriC+yAh4QFO9Us74LYIyt6vHwdHY5Qd5hk7jEHHqyxTMC99r/PX/5a4/ItihJHs17U9lIiBFRxk/2Bz0CjmDQPlCb88cYPaeNJJtK0M2Pb+m/oA9pOwgV1BXj5CaYNtL6dPxi3ko2yW9dmmHJgXbQvymi8fT2kXKPPxA/2xn+R+g/ddzpXbl1+efIzlmCjzcspKvxz5KMqxub26OSr7F6eMyWE/fVDH+yn9BvqUndIvtrEB1PO+SRov9WhbQl+qWwf9uj2Sv3fqxkefnOzK4C6/6dOPncbgyecAWx50HPVVlrOPk3edLy4eyraMDV85iVOHcvcLm6AxeMChncr9Khywiy3lvd/SB+ZDPrj/dWOhbukHqD/33a963Vco/XXclvwsx1N3HNym6nsAK8WJtgF7CtRNx4G6qudX7C60HPoo7cjfurK6q3pRJzhK8eC2+OypfZNYOYSIgRXlyRAo1j62eYMAE04q4eCayR3ayoD+qSOa+gD5wgdCdciz321QThI+BqBPnbyAbfexrE9fsqeTltCJV/h4eCXvYMv7dv9L2+Dz0eY3fpR9OeWYqOvH3fspwaeyrByb2+PVx6Exev/ilDE59Ed92jf5JTTf2m461nVtBf00zRfUzRmw38frNJVprv1kx4lWY6Afb8c2tupOjoyVtk0nTpV7gKQftWFbgVVQRhBQWw9gbQHKocx9Vp+yVQYkr+9javJBdd1/9VGKLO9H8D4ox+2UdpoCqKOrW+pwdUsb1W/yTfNX1gcCpoI6ZdoGv3puOw6aHw+M2PX5FG1jpKxu9QPqfCfvPslfRAnHFB+aHiRk1cDHegyLFwNMMpu8Cg6ITqa8MbZV17SdrEo7oq2srn/6qDsBuy9qxz5gW23wn7z8rOufPqgHtKOcfaD6sqe8+sJuWVfzVY6HuioT5H0ftmRPvgjlZa/N77KtIz8d8hoTYEdjdurGAD4P4PbwUX4C++tswLFjKvH+6UvH3+0DednXvGjcytfZKcGGl9HG+2lqW/rjuG+geuVcy0+d/BTABNv0X3dyZKxNZYKTsF/lkpd9+aL2vDcpV97bEnTwk6CgvLd13GfZ9DF64CGIUs78kGdMHqhLH8grMPnVtfpxwUGfPnZBH9RVHw7HoyzDn7oA6n76fJRz0+ab6lPuV8d+XAmevnJBXnNQ9uWUKxr4Qdu6QFkGcKetjP7LMveJ+aRPxkO/8kGrBCVtZV1ZvBjQScUTB0Dogy8op00dHFy34+2aynRiciiv66P0BZtqS5lsq57boB5ltAEfN3VpQwK1VxuS2+KNqf3UYQyyW47H61KmvPvrYwLyKiM5bX5D2VZ+aUxCdhzyPk7h9kiyqf6htKd5EWX/zrFjcsr+6Zs88+3HoGwvv5qOtfumhD0o6wK2Va/OT6A9J3HVcztlmfb7XIPeZzqZUqY22kfQ0T6S2uNXk28C++6HB0cFZdHmC+3KoFiO3W17GW3oS3bdJ42BfVAGF4kF6hIAmT8PqviourRVXeqw7VfjDm3lH0nBti6ANtnRFS/tfd441u4HuG+aS9lkmzG32cI/lZdX6QRQ9itJZJTzg7/0VRcoGWdpR77XlSlg+4OEwuszFsoZv+r4MVUdfGKstDs1kOc2wQFwsI5oNjn4gPnJLuyHkzInw6mRY31eFBT9pD9mCCwEvin4SwBsEi11y/ChnYiBA+CkOcUT/qGgOHVFFrpRXrlOhRzrfmEu/QpZ54yxBiVErK8olCsMY2WfaGEczP3YxzEmIgY6oBUBEttzRmOd+zj7gpMp80VQnRo51ufBl9J5X4w9IBFU5e+YhYtT3pYoYUzlMnxoJ2IghBBCWDgRAyGEEMLCiRgIIYQQFk7EQAghhLBwIgZCCCGEhRMxMAN4qlY/PhIOZ45fr2M8U/uGg3zu6wlwniif23FtQj9IwxP0IRxDxMAWTkJ8v/ZU6gKzvsIlqEPqC2yP/ethnJSLKW+EY9GnuKHfpqBQHpsSvqvs5Wy3/Z4Ax5U6SpcSafp++5TA5z4+g8BxncKP/fA1RI7TqX7yvXreb00/wjMm9KuC+qW+JnQM/fPkPy8c+iVioGcwWwYeAsK5TsyHBNlLcsgcMJ6+xM2+YI9ffV1B04+PkWNzqavzKf6yIHPXl886rksJHKyCTGG8CvD4Wv48cIl+Blh1+DzRdgqCZ4pEDKwoAypvVE4m7CN1PaE3BR5OzLriUR0PduqH5FdG7of74PXLK0D3m0TewY7K3CZzgB36p6zppKy2pLJfb09S3+z3drLt+5mP0veuYyavMvaTGI/vV1kJdXR8VM/nTMcAeHWfHPXbFT8OZbumMrbLOWpCfqte6Xc5N8yX42XlfJc+qG3Te6ipfomW9b2uB4s2nxVkVKbjKkofdFWKDebGbbPNftljTF2CLFf59KN2tNE+gW3Zk88KbmV7t6F83dW07GDX3ztet7QrH7Tfby9wHKijMXv/JNnVrQnysr1vrrClzxuprS72vU45X6FfIgZW6AMKvOEosuL1tn+gm6CO7Dg6MQOvOjGrL5Upz6u2y5M4+/AXdOJUnlfyArue97qgkyCorZc7pa/geT603p5X993nACj3udJ2uR/crvzwfsgL+SF00mmCvqgv37BXHh9eocmWjoMHpzaoK//B2+4rI8kfP34lqivcDmPwY+NjBurK7r75Ju/HzuuC9umE7vUd+lFAUV2CkmzJZ7ejvNrqGPKKHT+mdT6QV5mOq/KyzZx1DUCl/8A+D8r6mVzAP7/yVXv1pbwCtQKp2wf5SF360nxojArauhKnX+V9mzLZ0nJ8KQwo09xIJKgf5X28jv6giLr45GOvA3v+K4JN4w/9EDGwgjeYTgZ8GCjSCRfI60TaBjaoW5fUXici8H5BJzGo84O2ftIG8jrpeT9AW9nwfoX3z2tZ7pS+AvV1YmPby8v+St+oW44Fyn66jFnbwLbXdx/roK6X1x0DgS3vS9De67VRzosf57YyHUufQ58Hx9sJtZUdL1N9wId98+0+4K+OF6/uP7TVd+SDB13VxVeCiJepPoGhrl/qKyj5NiiogNoqwOhYKk8/CmBtyEfvp64tAVDBXceb8rr25H0pHb9pU/qiYM9YVEae40bet0F+EfB9m3K/n88xZ1v+qq58ZtvnSmKgSThp7NTvMq/lP/75GEL/7BMDd+/evT4WL1682O4dlPOLAT/ZlSfkupNnE7QrT8686a2rdR36APqlzJMo/QBvC+4b/Xp7UN+U05e3BezppOhzUAd2ynK3STn9CezKdjkHQuNXPSj9cB/Bx+zjE94vlH45bkswHnzQth+DJlv0pzb7wB52PKn/tjLmpOyD8jp/Sr99/n18wt87tNMxFfJDdjy1Hbt99Z3SZyB4sF8+eyCQz+yjXl2/HnSafCjbUubllOHXviBEvTofsa99zCG+KFgquMO+ukC5iwVRPjyotviNXbb9wbtyH9v4Tnu1Y7+Cuye1UR9uF/+oo7xTrgT4+OSP+mCfyj04Mc4uxyIcR5sYQAi4ACjzA9FdDGwbHAxNefMBJwI/GfJGLU+eTWCHk49TnuSwpTp19UXpB9DW97GtYdf56X1TRh3H+/c5qKP0lbpqo23H++PV58BR2yY/9o257Je86tf55dBnOWf4qWDgx4C6TbaoV9ppou44iLYy/JBfsM8fnzNsyj/2l8eC+rJNPW/Lttq6nTrwx4/dvvpO6TN2CAaMc5/P1PN5Yz/9EjTkQ1MAUUASBCy3RQDC3r4AhI9lvbKt5lJ5D+5le3xoCp4lZRCmLXXrbgOAX/2D2hPYfb/EgNo5pV35x3Eq66sMW2Xy2wBO+fAgdLm1EI7nkNsEsxQD5UmVD6ufDPQhBfY3ddN0cqat2vOhoA6vwLb35ZR+gAcq+aKTpPqXbeV5BW8L5Mu2beAPcyHIuy/kHfeFeuoLyMsv99u3hfu9b8z4QF62Vb8JxlNX3+2xD+rGKOSHzw/1fb4FNrye01bGmEv7PqeO+w34Uc6hUF5jbpvvsq2jOXDa6pdwksdvnejps+xXZcorMNJWc8MrZeUY6gIIPhOkvMyDIRAQsQFtV6Z+lS9cDGDDgyXzTV5jKNuz7X3ha10glB3GKL+Vp67GqCt45d22rwD4lb721wmQUlDIrosOUYoioTGX+6Fso3FKPNC2zmY4nsWLAX3ogDccZnRiBMr0IeW1KSDwYa8r8xNzWYc8/XmCOj+AD5zqyS/5Bnw4VF62l00l6gqfgya8b1LZr9tTXeFt2QblfR8wP+yTPW9bN2b2uR1eHZV5GyF7qkPSnJXHoBxjSXksm+bTx6OkPtrK2PZ5avKn9Bs0TuFzRnLcB/XR1lY+UKduzE31HXzlRO/HorRV2vEg4HMvn/WZAw92qgPyWbYYO364bQ94LjpKvJ6QPfqkH9qqPf55cC/bl4GSq2L3VagPxuRj9Hp6pkBlZcBWYC/bgbcjyQfNqeqrDz1fIORfk6CoGxOUx4zkqwjMXZ3wCMeDGLj6yVV19fYmffWi2y2DATn/bYIQ9sFJywPMUkCccUJfOqVwCGFudFkZuKAQgIiBcFnqrrbnin+MEAH5WNWvGIQwN/aJgQsLAThNDGjJoy6FsA+uBnlrNS0Pzw3GyXiVliCAQlgyv/Ubv7WJiX6LoBAFIxACkJWBEEII4VIgBgixnmb3AGEIIYQQRk/EQAghhLBwzi8G8vxA2EfeI6EvDvk+dwhNLPB9FDEQLk/eI6EvIgZCH0QMtLBtEEIIIYR5ETEQQgghLJyIgRBCCGHhRAyEEEIICydiIIQQQlg4ZxQDjx5Ur71yVX28zYZwi/V75OZXt67yZgnH8vH96s4dvZdeq977PN8oCCfy6P3qjbtX1Ucvvqr6eDf1+rPDjz6p3n//4+tvPHxy/251/6MXq/zudsmj99+o3njwi6rmTxPPJQY+rq7WH8qIgdDE5j1yLQA+vlqfxB882uZD6MpKVL5+Z/XekQBYC4PVSTxfMQwnQFC9e+eH1Z+eIAbKnxruSwzg2+v1Qb2FR9X7b9ytrlZCYRAx8OjBa+tBv3Z1lZWB0AzB/7UHq7eneFQ9eC2rA6EPPq7uuzgI4VA+uV/dff21dQw7dGXABYAH/7r/INiX6sXDTVA/TO9+Ut2/+3r14Berdts9xhnEwMcfb07wuU0QDqJYKQjhSB49eL26sxKa0QLhOAi296uPP39Qvd7xNkGTADiF+tsKGyGgW2I//HAV2D9eCZf7H62u9ldeImK0var7yf03qrt37qzqfrf64XvvVa+xYlY/njwzEMbBekVpZ6UghANZ3y7gxJdnBsLxcF/99QefVy8+3//MgERAXwLAqRcDK4pnGfw5AN9e3+Z47b3qF+sCVgVWIuK72/xtIgbC5dncWsp7JfREnhkIR7MKmm88qD7fRNbODxAOtzKwYufqfxP0bz08uPb99eo9uyWwFgdXH163K4gYCJdlIwTy4GDokzwzEI7DA+shYsBpEga+v2uqEwP4ePPwILcN3tg+B2Db3Dp4/cHOKsBuu1tEDITLkRWBcB4iBsIxbJfSi4BM+uGfbgXCgZQC4PRVg/LhQXy+vxUstl2sHmhsVzxjEDEQRsX6/ZEVgdAD5W2B1Xvr9dVVUbRAOIlR/s4AQd2+EYCP9z/eBP1y+/o2AQ8S8jXJ7+7cNiiIGAiX4eOrXeWtlG8ThGNYf4Pg+keH8rxA6IGexUA/6NsEm8D+ecPDg+uaq/zNNwmu2r5JAGcUAyGEEEIYhJ3nHQ4nYiCEEEKYNv4g4VFEDIQQQggLp7sYCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBDC/Hjllf8P501G6QFFVS0AAAAASUVORK5CYII=)
4) It giet oan: Tenslotte breekt de koers ook top H, hiermee worden het koopsignaal en de katapultbodem voltooid en afgerond. Het haussefeest gaat beginnen.
![Katapultbodem 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)
Heb ik uw aandacht voor dit uitermate positieve koerspatroon?
Dan nodig ik u uit op de IEX Beleggersdag a.s vrijdag 28 juni. Mijn presentaties daar zijn geheel gewijd aan enkele kansrijke katapultbodems en actuele koopsignalen die recent op zowel beurzen als bij individuele aandelen zijn opgetreden.
U kunt zich hier aanmelden voor dit evenement, het belangrijkste van het jaar voor beleggers. Ik geef mijn presentatie ´Het begin van een nieuwe bullmarkt´ van 12.05 uur tot 12.35 uur. Verder neem ik deel aan het 'Slotdebat tussen beleggingsexperts' van 16.20 tot 17.00 uur onder leiding van Jort Kelder.
De Nederlandse beurs zal uiteraard in mijn presentaties aan bod komen. Tegelijkertijd zal ik met concrete tips en posities inspelen op de actuele situatie op de financiële markten. Ik zal de beste strategieën voor een goed resultaat bespreken.
Eerst naar 1000 punten
Op basis van technische meerjarenplaatjes is het einde van de bullmarkt nog lang niet in zicht. De Nederlandse beurs is nu op weg naar de duizend-puntengrens. Ik heb dat koersdoel in 2017 voor het eerst besproken in het TA-rapport 'AEX naar 1000 punten' (zie de toelichting op dat rapport onderaan). De AEX-index kan echter nog veel hoger.
Ik beoordeel de technische plaatjes van de AEX-index vanuit drie time frames. Ik begin met een beoordeling van de vierjarige trend. Daarnaast bekijk ik het verloop vanaf 2011. Ik houdt vervolgens de superlangetermijnontwikkelingen sinds 1982 tegen het licht.
Nederland - Oostenrijk: 2 - 0
Nog even mijn prognose voor het EK, Nederland tegen Oostenrijk. De Austrian Traded Index (ATX) is de aandelenindex van de Oostenrijkse Wiener Börse. De ATX staat dit jaar laag in het klassement van Europese aandelenmarkten: die doet dit jaar een plusje van 6%, iets onder België (+7%). Bovendien beweeegt de ATX al zo'n 2,5 jaar zijwaarts.
De Nederlandse beurs staat YTD met plus 17.5% nog steeds hoog op de ranglijst. Ik constateer wederom dat de AEX technisch bezien torenhoog favoriet is. Dus kan Nederland tegen Oostenrijk met 2 - 0 worden gewonnen.
Lange termijn: AEX-index oogt technisch ijzersterk
De weerstand op 829,66 punten (het oude all-time high van eind 2021) is definitief gebroken. Vervolgens is rond 858,09 punten (low van 15 april) een katapultbodem gevormd, ruim boven het voormalige koersrecord.
Aangezien de AEX-index sinds eind 2022 steeds hogere koersbodems heeft weten te vormen, blijft de dominante ondertoon positief.
- De opmars is gestart op de bodem van 11 oktober 2022 rond 611,74 punten
- Kort daarna, op 30 december, is een low op 688,24 punten gevormd
- Daarboven ligt de koersbodem van 24 maart 2023 op 710,89 punten, die in het najaar nogmaals succesvol is getest
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Vervolgens ligt rond
766,66 punten de hogere bodem van 19 januari van dit jaar
- Bovendien is er in april de fors hogere katapultbodem rond 858,09 punten neergezet
- Tenslotte ligt rond 897,69 punten de minibodem van 4 juni jongstleden
Deze hogere bodems geven aan dat beleggers op elke dip blijven instappen en/of bijkopen.
De stijgende 200-dagenlijn geeft de positieve technische conditie van de Nederlandse beurs weer.
![AEX index 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)
Koersdoelen AEX tussen 1.000 punten en 1.100 punten
Op de meerjarige AEX-grafiek vanaf 2011 zijn meerdere succesvolle pullbacks te zien:
- Een belangrijke pullbackbodem is die van 2020 rond 389 punten. Deze ligt boven de top X rond 374 punten van 2011
- De bodem van 611 punten van oktober 2022 ligt in de buurt van de top op 632 punten van 2020
- De katapultbodem van april 2024 rond 858,09 punten is op deze grafiek nauwelijks te zien. Hij is gemarkeerd met het blauwe streepje
Om koersdoelen te berekenen, maken we gebruik van de pendulumswing. Deze methode zegt dat de stijging die volgt na een doorbraak uit een trading range doorgaans even groot is als de hoogte van die trading range. Dat levert de volgende koersdoelen op:
- Wordt het koersverloop tussen A en B omgeklapt, dan kan de AEX doorstijgen naar punt C. Dat ligt iets boven de 1.000 punten
- Als het koersverloop van de afgelopen 3 jaar (tussen E en F) wordt omgeklapt, kan de AEX doorstijgen naar G. Dat punt ligt iets onder de 1.100 punten
Dit zijn procentuele berekeningen, waarmee eerdere koersdoelen enigszins worden genuanceerd.
![AEX index koers](data:image/png;base64,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Superlange termijn: sinds 1983
Op de AEX-grafiek vanaf 1983 is goed te zien dat ruim tien jaar geleden de zijwaartse fase, tussen A en B, is beëindigd. Bij de groene pijl heeft de Nederlandse beurs een roerig decennium achter zich gelaten, waarin onder andere het klappen van de dotcombubbel, de aanslagen in New York van 2001 en de financiële crisis van 2007-2008 plaatsvonden.
Aan de hand van dit langetermijn-koopsignaal is in 2017 het TA-rapport 'AEX naar 1000 punten' uitgebracht (zie ook het screenshot uit dit rapport onderaan mijn blog).
Toen dat rapport werd uitgebracht, stond de AEX rond 500 punten. Er stond in dat elke daling tot of boven de 378 punten gezien mag worden als een mooie koopkans. Het corona-low van maart 2020 lag rond 389.
Achteraf kunnen we stellen dat het corona-low de uitbraak van 2013 heeft bevestigd met een hogere pullbackbodem. Het patroon met hogere bodems sindsdien geeft aan dat we te maken hebben met een structurele bullmarkt, die voorlopig nog niet ten einde is.
Dit laat overigens onverlet dat er altijd een mogelijkheid is van stevige tussentijdse dips. We hebben immers in de afgelopen acht maanden geen correcties van enige betekenis gezien. In het uiterste geval zal de top van eind 2021 op 829,66 punten een prima vangnet bieden. In dat geval: Buy the Dips!
![AEX sinds 1983](data:image/png;base64,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)
Rapport 'AEX naar 1.000 punten'
De uitbraak boven de toppen van 2011 rond 374 punten is aan bod gekomen in het TA-rapport 'AEX naar 1000 punten' . Ook de eerste hogere pullbackbodem (op 378 punten), die samenviel met succesvolle uitbraken op andere beurzen, is hierin beschreven.
Er is toen een eerste berekend koersdoel rond 1.000 punten aangegeven, voorspeld voor de periode 2023-2025.
Hieronder de grafiek bij een deel van de betreffende analyse van de Nederlandse beurs in ons TA-rapport.
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)
Dip wordt springplank
Als 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 gekatapult. Hoe verder bodem C boven de voormalige weerstand A-B komt te liggen, des te groter wordt de volgende rally.
De katapultbodem wordt voltooid als 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 (de feitelijke pullback). Een katapultbodem is tijdens de vorming altijd lastig te herkennen.
- Het derde koopmoment treedt op nadat ook top H wordt gebroken
![](data:image/png;base64,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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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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...
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