{"id":11656,"date":"2020-03-24T00:00:00","date_gmt":"2020-03-24T00:00:00","guid":{"rendered":"https:\/\/next.seasonax.com\/so-konnen-sie-systematische-ihre-gewinne-steigern\/"},"modified":"2025-03-13T09:44:03","modified_gmt":"2025-03-13T08:44:03","slug":"so-konnen-sie-systematische-ihre-gewinne-steigern","status":"publish","type":"post","link":"https:\/\/www.seasonax.com\/de\/so-konnen-sie-systematische-ihre-gewinne-steigern\/","title":{"rendered":"So k\u00f6nnen Sie systematische Ihre Gewinne steigern!"},"content":{"rendered":"\n<p><strong>Lieber Investor,<\/strong><\/p>\n\n\n\n<p>viele Aktien haben individuelle saisonale Verl\u00e4ufe \u2013 wenn Sie sich in Seasonax einloggen finden Sie sofort aktuelle Beispiele.<\/p>\n\n\n\n<p>Die Gr\u00fcnde hierf\u00fcr sind vielf\u00e4ltig. Oft sind firmeninterne Abl\u00e4ufe daf\u00fcr verantwortlich. Sie sorgen daf\u00fcr, dass die Unternehmensgewinne in bestimmten Quartalen \u00fcberproportional hoch sind.<\/p>\n\n\n\n<p>Das f\u00fchrt dann im darauffolgenden Berichtszeitraum zu Gewinn-\u00dcberraschungen \u2013 und \u00fcberproportional starken Kurssteigerungen. Doch wie k\u00f6nnen Sie diese konkret nutzen?<\/p>\n\n\n\n<h3 class=\"wp-block-heading\" id=\"h-steigern-sie-den-gewinn-durch-kaskadierung\">Steigern Sie den Gewinn durch \u201eKaskadierung\u201c<\/h3>\n\n\n\n<p>Erfreulicherweise gibt es zu fast jeder Jahreszeit gen\u00fcgend Aktien, die gerade ihre gute saisonale Phase aufweisen. Dadurch k\u00f6nnen Sie Gewinne erzielen, indem Sie immer in den saisonal attraktiven Aktien investiert sind.<\/p>\n\n\n\n<p>Ich m\u00f6chte Ihnen dies schematisch zeigen. Nehmen Sie an, Aktie A hat ihre gute saisonale Phase mit +11 Prozent von Januar bis Februar, Aktie B von M\u00e4rz bis April, Aktie C dann anschlie\u00dfend usw.<\/p>\n\n\n\n<p>Indem Sie von einer in die n\u00e4chste Aktie wechseln und so die saisonalen Muster aneinander reihen, k\u00f6nnen Sie diese Ertr\u00e4ge kombinieren.<\/p>\n\n\n\n<p>Investieren Sie also erst in die saisonal attraktive Aktie A, dann in Aktie B, dann in Aktie C usw. Die Abbildung zeigt Ihnen den Ertragszuwachs schematisch:<\/p>\n\n\n\n<p><strong>Kaskadierender saisonaler Ertrag, schematisch <\/strong><\/p>\n\n\n\n<p><img decoding=\"async\" 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alt=\"\"><\/p>\n\n\n\n<p><br><em>Kaskadierung hilft bei der Ertragssteigerung. <\/em><strong>Quelle:<\/strong> <a class=\"link-ext\" target=\"_blank\" rel=\"noopener\">Seasonax<br>Rechnerisch ergibt sich im Beispiel unter Ber\u00fccksichtigung des Zinseszinseffekts ein Ertrag von +87,04 Prozent pro Jahr.<\/a><\/p>\n\n\n\n<p>In der Realit\u00e4t geht es an der B\u00f6rse nat\u00fcrlich nicht so regelm\u00e4\u00dfig zu. Dennoch gibt es die individuelle Saisonalit\u00e4t von Einzelaktien, mit der Sie Ihre Gewinnwahrscheinlichkeit erh\u00f6hen k\u00f6nnen.<\/p>\n\n\n\n<p>Die Schwierigkeit ist es, diese Aktien zu finden. Dazu haben wir \u00fcber Jahre eine aufwendige Software geschrieben, damit Sie die saisonalen Muster finden, auswerten und darstellen zu k\u00f6nnen.<br>Durch den Screener machen wir f\u00fcr Sie die Suche leicht. Wir erweitern ihn laufend f\u00fcr Sie!<\/p>\n\n\n\n<p>Haben Sie W\u00fcnsche oder Anmerkungen? Dann teilen Sie dies doch einfach unserem Kundenservice \u00fcber das Feed-Back-Formular in der Seasonax-App mit!<\/p>\n\n\n\n<p>Herzliche Gr\u00fc\u00dfe,<\/p>\n\n\n\n<p><em><strong>Dimitri Speck<\/strong><\/em><br><em><strong>Gr\u00fcnder und Head Analyst von Seasonax<\/strong><\/em><\/p>\n\n\n\n<p>PS: Nutzen Sie systematisch die Saisonalit\u00e4t bei Einzelaktien!<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Lieber Investor, viele Aktien haben individuelle saisonale Verl\u00e4ufe \u2013 wenn Sie sich in Seasonax einloggen finden Sie sofort aktuelle Beispiele. Die Gr\u00fcnde hierf\u00fcr sind vielf\u00e4ltig. Oft sind firmeninterne Abl\u00e4ufe daf\u00fcr verantwortlich. Sie sorgen daf\u00fcr, dass die Unternehmensgewinne in bestimmten Quartalen \u00fcberproportional hoch sind. Das f\u00fchrt dann im darauffolgenden Berichtszeitraum zu Gewinn-\u00dcberraschungen \u2013 und \u00fcberproportional starken [&hellip;]<\/p>\n","protected":false},"author":11,"featured_media":657,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_wp_page_template":["default"],"_eb_reusable_block_ids":["a:0:{}"],"stackable_optimized_css":[""],"stackable_optimized_css_raw":["a:0:{}"],"_edit_lock":["1758703674:81"],"_thumbnail_id":["657"],"_edit_last":["19"],"cmplz_hide_cookiebanner":[""],"_yoast_wpseo_primary_category":["215"],"_yoast_wpseo_primary_post_folder":[""],"_yoast_wpseo_content_score":["60"],"_yoast_wpseo_estimated-reading-time-minutes":["2"],"_yoast_wpseo_wordproof_timestamp":[""],"_yoast_indexnow_last_ping":["1741855444"],"seasonax_select":["-"],"_yoast_wpseo_focuskeywords":["[]"],"_yoast_wpseo_keywordsynonyms":["[\"\"]"],"_yoast_wpseo_focuskw":["Saisonalit\u00e4t Aktien"],"_yoast_wpseo_metadesc":["Entdecken Sie, wie Sie durch die Analyse saisonaler Muster mit Seasonax die Gewinnchancen Ihrer Aktieninvestitionen erh\u00f6hen k\u00f6nnen."],"_yoast_wpseo_linkdex":["57"],"_pys_head_footer":["a:7:{s:14:\"disable_global\";b:0;s:8:\"head_any\";s:0:\"\";s:12:\"head_desktop\";s:0:\"\";s:11:\"head_mobile\";s:0:\"\";s:10:\"footer_any\";s:0:\"\";s:14:\"footer_desktop\";s:0:\"\";s:13:\"footer_mobile\";s:0:\"\";}"],"_uag_css_file_name":["uag-css-11656.css"],"_uag_page_assets":["a:9:{s:3:\"css\";s:260:\".uag-blocks-common-selector{z-index:var(--z-index-desktop) !important}@media(max-width: 976px){.uag-blocks-common-selector{z-index:var(--z-index-tablet) !important}}@media(max-width: 767px){.uag-blocks-common-selector{z-index:var(--z-index-mobile) !important}}\";s:2:\"js\";s:0:\"\";s:18:\"current_block_list\";a:16:{i:0;s:14:\"core\/paragraph\";i:1;s:12:\"core\/heading\";i:2;s:11:\"core\/search\";i:3;s:10:\"core\/group\";i:4;s:17:\"core\/latest-posts\";i:5;s:20:\"core\/latest-comments\";i:6;s:13:\"core\/archives\";i:7;s:15:\"core\/categories\";i:8;s:10:\"core\/image\";i:9;s:12:\"core\/buttons\";i:10;s:11:\"core\/button\";i:11;s:13:\"blocksy\/query\";i:12;s:21:\"blocksy\/post-template\";i:13;s:12:\"core\/columns\";i:14;s:11:\"core\/column\";i:15;s:20:\"blocksy\/dynamic-data\";}s:8:\"uag_flag\";b:0;s:11:\"uag_version\";s:10:\"1778146129\";s:6:\"gfonts\";a:0:{}s:10:\"gfonts_url\";s:0:\"\";s:12:\"gfonts_files\";a:0:{}s:14:\"uag_faq_layout\";b:0;}"]},"categories":[215],"tags":[],"post_folder":[],"class_list":["post-11656","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-seasonal-insights-de"],"blocksy_meta":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v27.5 (Yoast SEO v27.5) - https:\/\/yoast.com\/product\/yoast-seo-premium-wordpress\/ -->\n<title>So k\u00f6nnen Sie systematische Ihre Gewinne steigern! 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