{"id":7060,"date":"2025-11-05T20:56:13","date_gmt":"2025-11-05T20:56:13","guid":{"rendered":"https:\/\/echoespsy.com\/videos\/"},"modified":"2026-01-22T03:48:48","modified_gmt":"2026-01-22T03:48:48","slug":"videos","status":"publish","type":"page","link":"https:\/\/echoespsy.com\/en\/videos\/","title":{"rendered":"Videos"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"7060\" class=\"elementor elementor-7060 elementor-5489\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3429d19 e-con-full e-flex e-con e-parent\" data-id=\"3429d19\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-b42f52e elementor-widget elementor-widget-spacer\" data-id=\"b42f52e\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3cfb1ee elementor-widget elementor-widget-text-editor\" data-id=\"3cfb1ee\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<h6 id=\"the-translation-and-persian-narration-of-don-kunzes-videos-on-topology-lacanian-psychoanalysis-ethnotopology-and-inverse-geometry-are-part-of-an-ongoing-collaboration-and-research-these-tra\" dir=\"ltr\"> The translation and Persian narration of Don, Kunze&#8217;s videos on topology, Lacanian psychoanalysis, ethnotopology and inverse geometry are part of an ongoing collaboration and research. These translations are a continuation of our work with Don Kunze\u2014an effort to make his topological and ethnotopological thought accessible to Persian-speaking audiences and to open a dialogue between architecture, the logic of dreams, and the realm of the Real into another language and culture. Each translation is not merely a linguistic transfer but a topological movement: an ethnotopological act of inversion and resonance between languages. <img decoding=\"async\" class=\"aligncenter\" src=\"https:\/\/tse3.mm.bing.net\/th\/id\/OIP.cPV3fwFs4GPrUuXGuVSHggHaGX?rs=1&amp;pid=ImgDetMain&amp;o=7&amp;rm=3\" alt=\"The chess playing \u2018Turk\u2019 as shown from front before the game after the ...\" width=\"236\" height=\"202\"><img decoding=\"async\" class=\"aligncenter\" 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alt=\"\"><\/h6><h6 id=\"%f0%9f%94%97-%da%a9%d8%a7%d9%86%d8%a7%d9%84-%d8%a7%d8%b5%d9%84%db%8c-%d8%a7%d9%86%da%af%d9%84%db%8c%d8%b3%db%8c-%d8%af%d8%a7%d9%86-%da%a9%d9%86%d8%b2%d9%87%f0%9f%94%97original-youtube-channe\"><span style=\"font-style: inherit; font-weight: inherit;\"><br><\/span>\ud83d\udd17 <a href=\"https:\/\/boundarylanguage.psu.edu\/farsi-translations-of-videos\/\" data-start=\"731\" data-end=\"765\">\u06a9\u0627\u0646\u0627\u0644 \u0627\u0635\u0644\u06cc \u0627\u0646\u06af\u0644\u06cc\u0633\u06cc \u2013 \u062f\u0627\u0646 \u06a9\u0646\u0632\u0647<\/a><br>\ud83d\udd17<a href=\"https:\/\/www.youtube.com\/@boundarylanguage\">Original Youtube Channel<\/a><br>\ud83d\udd17 <a href=\"https:\/\/www.youtube.com\/@boundarylanguage5543\" data-start=\"684\" data-end=\"725\">\u06a9\u0627\u0646\u0627\u0644 \u0641\u0627\u0631\u0633\u06cc \u2013 \u0628\u0627 \u06af\u0631\u062f\u0622\u0648\u0631\u06cc \u0627\u06cc\u0631\u062c \u0642\u0648\u0686\u0627\u0646\u06cc<\/a><\/h6><p><div class=\"ast-oembed-container \" style=\"height: 100%;\"><iframe title=\"Vanda Conference, Wien, Don. Kunze&#039;s Presentation\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/Hym5id2MGaA?start=3&feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/div><\/p><p><div class=\"ast-oembed-container \" style=\"height: 100%;\"><iframe title=\"Vanda Conference, Wien, Don. Kunze&#039;s Presentation\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/oUI7JvzDVz8?start=104&feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/div><\/p><p><div class=\"ast-oembed-container \" style=\"height: 100%;\"><iframe title=\"\u06af\u0634\u0648\u062f\u06af\u06cc \u0648 \u0633\u0627\u062d\u062a\u200c\u06af\u0630\u0627\u0631\u06cc: \u0631\u0648\u06cc\u06a9\u0631\u062f\u06cc \u067e\u0631\u0633\u067e\u06a9\u062a\u06cc\u0648\u06cc \u0628\u0647 \u0645\u0639\u0645\u0627\u06cc \u0627\u0633\u062a\u0642\u0631\u0627\u06cc \u062f\u0627\u0646 \u06a9\u0627\u0646\u0632\u0647Dilation and Cathesis by Don. Kunze\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/OFxDmoBRVfw?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/div><\/p><p><div class=\"ast-oembed-container \" style=\"height: 100%;\"><iframe title=\"The villarceau cut\" width=\"500\" height=\"375\" src=\"https:\/\/www.youtube.com\/embed\/ElJi9yoagjk?start=114&feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/div><\/p><p><a href=\"https:\/\/www.youtube.com\/watch?v=DGJZ6lCqzmU&amp;t=5s\">Inversion and Induction: a geometric cypher of melancholy by Donald Kunze<\/a><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-ad6e60c e-con-full e-flex e-con e-parent\" data-id=\"ad6e60c\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-eb0c1b1 elementor-widget elementor-widget-video\" data-id=\"eb0c1b1\" data-element_type=\"widget\" data-settings=\"{&quot;youtube_url&quot;:&quot;https:\\\/\\\/www.youtube.com\\\/watch?v=zVTDrzKNfso&quot;,&quot;video_type&quot;:&quot;youtube&quot;,&quot;controls&quot;:&quot;yes&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-wrapper elementor-open-inline\">\n\t\t\t<div class=\"elementor-video\"><\/div>\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a3e3af6 elementor-widget elementor-widget-video\" data-id=\"a3e3af6\" data-element_type=\"widget\" data-settings=\"{&quot;youtube_url&quot;:&quot;https:\\\/\\\/www.youtube.com\\\/watch?v=xTqYTteAcvI&quot;,&quot;video_type&quot;:&quot;youtube&quot;,&quot;controls&quot;:&quot;yes&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-wrapper elementor-open-inline\">\n\t\t\t<div class=\"elementor-video\"><\/div>\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-abd58e7 e-con-full e-flex e-con e-parent\" data-id=\"abd58e7\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-9aba851 elementor-widget elementor-widget-text-editor\" data-id=\"9aba851\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><a href=\"https:\/\/www.youtube.com\/watch?v=JZBA5jQczjY&amp;t=13s\">Inversion and Induction: a geometric cypher of melancholy by Donald Kunze<\/a><\/p><p><div class=\"ast-oembed-container \" style=\"height: 100%;\"><iframe title=\"Inversion and Induction: a geometric cypher of melancholy by Donald Kunze\" width=\"500\" height=\"375\" src=\"https:\/\/www.youtube.com\/embed\/DGJZ6lCqzmU?start=5&feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/div><\/p><p><div class=\"ast-oembed-container \" style=\"height: 100%;\"><iframe title=\"Melancholy farsi\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/LVCfcel7v_s?start=317&feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/div><\/p><p><div class=\"ast-oembed-container \" style=\"height: 100%;\"><iframe title=\"black bile\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/CFrxCm5Eg-E?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/div><\/p><p><div class=\"ast-oembed-container \" style=\"height: 100%;\"><iframe title=\"By Don. Kunze  \u0645\u0634\u0627\u0647\u062f\u06af\u0631 \u06cc\u0627\u0646\u0648\u0633\u06cc \u0644\u0627\u06a9\u0627\u0646: \u0631\u0648\u06cc\u06a9\u0631\u062f\u06cc \u0646\u0648\u06cc\u0646 \u0628\u0647 \u062a\u0648\u067e\u0648\u0644\u0648\u0698\u06cc \u0645\u0631\u062f\u0645\u06a9\u0627\u0648\u0627\u0646\u0647\" width=\"500\" height=\"375\" src=\"https:\/\/www.youtube.com\/embed\/no_CDKa81JY?start=41&feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/div><\/p><p><div class=\"ast-oembed-container \" style=\"height: 100%;\"><iframe title=\"The Timing Belt of Subjectivity created by Don. Kunze (Persian Version)\" width=\"500\" height=\"375\" src=\"https:\/\/www.youtube.com\/embed\/8nqdevwJUPQ?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/div><\/p><p><div class=\"ast-oembed-container \" style=\"height: 100%;\"><iframe title=\"Rear Window\/ Farsi Version: \u201cex falso sequitur quodlibet&quot; \u2014 from falsity, everything is possible.\" width=\"500\" height=\"375\" src=\"https:\/\/www.youtube.com\/embed\/8bQxTfwnGkM?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/div><\/p><p><div class=\"ast-oembed-container \" style=\"height: 100%;\"><iframe title=\"From Victims to FictimsTopology as a Cure to Narcissism\u2019s Allegiance to the Big Other\" width=\"500\" height=\"375\" src=\"https:\/\/www.youtube.com\/embed\/0twB7rh5BxE?start=34&feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/div><\/p><p><div class=\"ast-oembed-container \" style=\"height: 100%;\"><iframe title=\"The Ames Window Illusion_ A Lesson in Projective Topology\" width=\"500\" height=\"375\" src=\"https:\/\/www.youtube.com\/embed\/diTkeUxZuKo?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/div><\/p><p><div class=\"ast-oembed-container \" style=\"height: 100%;\"><iframe title=\"zairja final\" width=\"500\" height=\"375\" 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