{"store":{"baseInfo":{"podcastTitle":"ChaosmologyTalks","slug":"chaosmologytalks","podcastDescription":"We Discover Chaosmology By Talking \nDie Immanentisierung der Musik des Multiversums","podcastLogo":"https://pbcdn1.podbean.com/imglogo/image-logo/15096759/CaosTalksLogo_86cfua.png","podcastShareLogo":"https://d2bwo9zemjwxh5.cloudfront.net/image-logo/15096759/CaosTalksLogo_86cfua_1200x628.jpg?s=03160e696cbfc2aed7297ab9a512c841&e=png","podcastUrl":"https://chaosmologytalks.podbean.com","podcastCanSearched":true,"feedUrl":"https://feed.podbean.com/chaosmologytalks/feed.xml","theme":"podisc","podcastDeepLink":"https://www.podbean.com/pu/pbblog-ixtxz-e65bb7","removePodbeanBranding":"no","brandingLogo":null,"timeZone":{"timeZoneId":31,"gmtAdjustment":"GMT+01:00","useDaylightTime":1,"value":1,"text":"(GMT+01:00) Amsterdam, Berlin, Bern, Rome, Stockholm, Vienna","daylightStartTime":"Last Sunday of March +1 Hours","daylightEndTime":"Last Sunday Of October +1 Hours","timezone":"Europe/London"},"podcastDownloads":null,"totalEpisodes":31,"showComments":true,"iOSAppDownloadLink":null,"customizeCssUrl":null,"androidAppDownloadLink":null,"showPostShare":true,"showLike":true,"author":"dr.spre & dr.mo","engagementStatsBaseUrl":null,"shareEmbedLink":"https://admin5.podbean.com/embed.html?id=pbblog-ixtxz-e65bb7-playlist","language":"en","sensitivitySessionExpireTime":3600,"podcastApps":[{"name":"Apple Podcasts","link":"https://podcasts.apple.com/us/podcast/chaosmologytalks/id1645705659","image":"https://pbcdn1.podbean.com/fs1/site/images/admin5/apple-podcast.png","title":null},{"name":"Podbean App","link":"https://r4j68.app.goo.gl/?link=https%3A%2F%2Fchaosmologytalks.podbean.com%3Faction%3DopenPodcast%26podcastId%3Dpbblog15096759%26podcastIdTag%3Dixtxz&dfl=https%3A%2F%2Fchaosmologytalks.podbean.com&utm_campaign=pb_web&utm_source=podbean_web&utm_medium=dlink&imv=670&amv=530&isi=973361050&ibi=com.podbean.app.podcast&ipbi=com.podbean.app.podcast&apn=com.podbean.app.podcast","image":"https://pbcdn1.podbean.com/fs1/site/images/admin5/podbean-app.png","title":null},{"name":"Spotify","link":"https://open.spotify.com/show/0A6s6lqDgn0KEkxsCTHQ9L","image":"https://pbcdn1.podbean.com/fs1/site/images/admin5/spotify.png","title":null},{"name":"Amazon Music","link":"https://music.amazon.com/podcasts/289da2af-bfc8-4ac2-9a61-09523b5ed569","image":"https://pbcdn1.podbean.com/fs1/site/images/admin5/AmazonMusic.png","title":null},{"name":"PlayerFM","link":"https://player.fm/series/3396095","image":"https://pbcdn1.podbean.com/fs1/site/images/admin5/PlayerFM.png","title":null},{"name":"Listen Notes","link":"https://www.listennotes.com/podcasts/chaosmologytalks-drspre-drmo-qXyfadHSW60/","image":"https://pbcdn1.podbean.com/fs1/site/images/admin5/ListenNotes.png","title":null},{"name":"Podchaser","link":"https://www.podchaser.com/podcasts/chaosmologytalks-4885802","image":"https://pbcdn1.podbean.com/fs1/site/images/admin5/Podchaser.webp","title":null}],"components":{"base":[{"id":"MainStyle","val":"dark"},{"id":"Font","val":"EB Garamond"},{"id":"SecondaryFont","val":"PT Sans"},{"id":"PlayerColor","val":"#FFCE00"},{"id":"Favicon","val":null},{"id":"CookiesNotice","val":"hide"},{"id":"CookiesNoticeContent","val":"

Cookies Notice

This website uses cookies to improve your experience while you navigate through the website. By using our website you agree to our use of cookies.

"}],"home-header":[{"id":"HomeHeaderTextColor","val":"#ffffff"},{"id":"BackgroundImage","val":"https://mcdn.podbean.com/mf/web/vxdmbv/smpic4.jpg"},{"id":"BackgroundImageForMobile","val":"/assets/podisc-mobile-banner-light.jpg"}],"page-header":[{"id":"PageHeaderTextColor","val":"#ffffff"},{"id":"SecondaryPageBackgroundImage","val":"/assets/podisc-banner-dark.jpg"},{"id":"SecondaryPageBackgroundImageForMobile","val":"/assets/podisc-mobile-banner-light.jpg"}],"episode-list":[{"id":"EpisodeListType","val":"list"},{"id":"EpisodesPerPage","val":8},{"id":"EpisodeStats","val":"show"}],"navigation":[{"id":"NavigationFontColor","val":"#FFFFFF"},{"id":"NavigationBackgroundColor","val":"#000000"},{"id":"NavigationSearch","val":"show"},{"id":"NavigationLinks","val":[{"id":"Home","type":"Link","value":"/","text":"Home","subitems":[]},{"id":"Subscribe","type":"Link","value":"https://www.podbean.com/site/podcatcher/index/blog/Xn9XlLuaNu5K","text":"Subscribe","subitems":[]},{"id":"Profile","type":"Link","value":"https://www.podbean.com/user-37j0YRHMoSJx","text":"Profile","subitems":[]}]}],"footer":[{"id":"FooterType","val":"Footer1"},{"id":"FooterFontColor","val":"#ffffff"},{"id":"FooterBackgroundColor","val":"#000000"},{"id":"FooterCopyright","val":"Copyright 2022 All rights reserved."},{"id":"SocialMediaLinks","val":{"facebook_username":"","twitter_username":"","instagram_username":"","youtube_username":"","linkedin_username":""}}],"customize-container1":[],"customize-container2":[{"id":"ComponentImageText-1","val":{"ComponentFontColor":"#ffffff","ComponentBackgroundColor":"#000000","ComponentImage":"https://mcdn.podbean.com/mf/web/vq8ico/ChaosmologyFoto.png","ComponentContent":"

Chaosmology

SOE (symphony of everything) or 55 minutes in a life of a snail

we explore the music of the multiverse as stockhausens heirs and fibonacci experts. join us and our chaosmology projekt to invent the great serial symphony of everything in open source.

"}}]},"allLinks":[],"mainStylesDefaultSettings":null,"defaultCustomizeComponents":null,"scripts":[],"metas":null,"appConfig":{"package":"com.podbean.app.podcast","app_store_id":973361050,"app_name":"Podbean","scheme":"podbean"},"customizeCss":null,"canEditCss":null,"enableJsCodeInCustomizeContent":false,"enabledIframeCodeInCustomizeContent":true,"sectionMaxCount":10,"enableEditorLink":true,"enableEditCookiesNotice":true,"siteRedirectToFeed":false,"podcatcherRssUrl":null,"showFeed":true,"showTopBar":true,"enableWebSiteLike":null,"organizationName":null,"organizationPageLink":null},"backToListUrl":"/","tinymceLoaded":false,"listEpisodes":[],"userLikedEpisodes":[],"topBarIframeLoaded":false,"listTotalCount":0,"listTotalPage":0,"listPage":0,"listType":"all","listValue":"","listName":"","pageLoading":false,"apiBaseUrl":"https://chaosmologytalks.podbean.com","apiCommonParams":{"t":"67a7cda7","clientSignature":"f2083f9e1e28de9a8c5c17fa48036e47","u":null,"customizing":null},"apiCommonHeaders":{},"comments":[],"commentsTotalCount":0,"commentsTotalPage":0,"commentsPage":1,"commentEpisodeId":"pb19772593-cvr55","episode":{"id":"pb19772593","idTag":"cvr55","title":"002 - Schönberg sei Techno","logo":"https://pbcdn1.podbean.com/imglogo/image-logo/15096759/CaosTalksLogo_86cfua_300x300.png","shareLogo":"https://d2bwo9zemjwxh5.cloudfront.net/image-logo/15096759/CaosTalksLogo_86cfua_1200x628.jpg?s=03160e696cbfc2aed7297ab9a512c841&e=png","largeLogo":"https://pbcdn1.podbean.com/imglogo/image-logo/15096759/CaosTalksLogo_86cfua.png","previewContent":null,"content":"

Warum nach 12 Tönen in Berlin die Polizei gleich kommt & wie die Fibonacci Folge eine Chaosmology bestimmen könnte

","publishTimestamp":1664810851,"duration":4361,"mediaUrl":"https://mcdn.podbean.com/mf/web/8j4khy/Caos002.mp3","mediaType":"audio/mpeg","shareLink":"https://admin5.podbean.com/embed.html?id=pb-cvr55-12db4b1","likedCount":2,"deepLink":"https://www.podbean.com/ew/pb-cvr55-12db4b1","transcriptUrl":null,"permalink":"/e/folge-002-schonberg-sei-techno/","downloadLink":"https://www.podbean.com/site/EpisodeDownload/PB12DB4B1CVR55","fallbackResource":null,"fallbackResourceMimetype":null,"downloadCount":155,"status":"publish","hasMoreContent":false,"chaptersUrl":null},"episodeShareLink":null,"deepLink":"https://www.podbean.com/ew/pb-cvr55-12db4b1","playlist":{"episodes":[],"current":0,"start":0,"stop":0,"playing":true,"playerLoading":true,"playbackRate":1,"playbackRateIndex":1},"toasts":[],"confirm":null,"customizeEditorFormZIndex":999,"lastRequestTime":null,"validateChangesOnBeforeunload":true,"windowWidth":1000,"VITE_FS1_CDN_URL_PREFIX":"https://pbcdn1.podbean.com/fs1","reloadStats":false},"episode":{"id":"pb19772593","idTag":"cvr55","title":"002 - Schönberg sei Techno","logo":"https://pbcdn1.podbean.com/imglogo/image-logo/15096759/CaosTalksLogo_86cfua_300x300.png","shareLogo":"https://d2bwo9zemjwxh5.cloudfront.net/image-logo/15096759/CaosTalksLogo_86cfua_1200x628.jpg?s=03160e696cbfc2aed7297ab9a512c841&e=png","largeLogo":"https://pbcdn1.podbean.com/imglogo/image-logo/15096759/CaosTalksLogo_86cfua.png","previewContent":null,"content":"

Warum nach 12 Tönen in Berlin die Polizei gleich kommt & wie die Fibonacci Folge eine Chaosmology bestimmen könnte

002 - Schönberg sei Techno

Comments (0)