--- date: '2022-12-04T20:15:19' hypothesis-meta: created: '2022-12-04T20:15:19.784065+00:00' document: title: - Hyperbolic Distance Discounting flagged: false group: __world__ hidden: false id: YBFyOnQQEe2WiKdsj1LCZg links: html: https://hypothes.is/a/YBFyOnQQEe2WiKdsj1LCZg incontext: https://hyp.is/YBFyOnQQEe2WiKdsj1LCZg/www.atvbt.com/hyperbolic/ json: https://hypothes.is/api/annotations/YBFyOnQQEe2WiKdsj1LCZg permissions: admin: - acct:ravenscroftj@hypothes.is delete: - acct:ravenscroftj@hypothes.is read: - group:__world__ update: - acct:ravenscroftj@hypothes.is tags: - psychology - delayed gratification - behaviour target: - selector: - endContainer: /div[1]/main[1]/article[1]/div[1]/p[14] endOffset: 278 startContainer: /div[1]/main[1]/article[1]/div[1]/p[14] startOffset: 0 type: RangeSelector - end: 4013 start: 3735 type: TextPositionSelector - exact: "Of course, the closest you can get is having the activity available\ \ in your own living space, but as unused home treadmills and exercise bikes\ \ demonstrate, this has its pitfalls. There could be something about a thing\ \ always being available that means there\u2019s never any urgency." prefix: ay (and maybe worth paying for). suffix: I think the ideal is to plan a r type: TextQuoteSelector source: https://www.atvbt.com/hyperbolic/ text: There seems to be a minimum at which hyperbolic discounting stops working because things are too easy to access updated: '2022-12-04T20:15:19.784065+00:00' uri: https://www.atvbt.com/hyperbolic/ user: acct:ravenscroftj@hypothes.is user_info: display_name: James Ravenscroft in-reply-to: https://www.atvbt.com/hyperbolic/ tags: - psychology - delayed gratification - behaviour - hypothesis type: annotation url: /annotations/2022/12/04/1670184919 ---
Of course, the closest you can get is having the activity available in your own living space, but as unused home treadmills and exercise bikes demonstrate, this has its pitfalls. There could be something about a thing always being available that means there’s never any urgency.There seems to be a minimum at which hyperbolic discounting stops working because things are too easy to access