地震のマグニチュードが7から8に上がると、エネルギーは何倍になるか——答えは32倍。この不思議なスケールの背景に「対数（たいすう）」がある。・1614年スコットランドの貴族ネイピアが「掛け算を足し算に変える」アイデアを20年かけて手計算で実現・天文学者は惑星計算で小数点以下8桁を何十回も掛け合わせていた。指が変形するほど計算した学者も・ラプラスが「ネイピアの発明は天文学者の寿命を2倍にした」と評した・計算尺（対数を物理的に実装した道具）——1960年代まで使われ、アポロ11号の設計にも使用・今の日常：デシベル（音量）・マグニチュード（地震）・pH（酸性度）・複利の72の法則・音楽のスケール——全部対数で動いている・胃酸はpH7の百万倍の酸性度。なのに胃が溶けない――――――🗺️ 学びの地図（全シリーズの解説）https://pinco53.github.io/ManabiMap/📝 notehttps://note.com/manabimapcreator

Записаться на прием в центр Практикум   https://psychotherapy-practicum.ru+7 (993) 257 38 09Почему близкие отношения часто становятся источником сильной тревоги, а не безопасности? В этом выпуске мы вместе с психологом Татьяной Павловой подробно разбираем механизмы тревожности в паре с точки зрения современной научно-обоснованной психотерапии.Мы обсудили теорию базовой небезопасности, когнитивную модель ревности и сепарационное тревожное расстройство у взрослых. Вы узнаете, как остановить

cours du mardi soir 🎙️ R Yehouda Elbilia

Primary hyperparathyroidism management hinges on distinguishing symptomatic from asymptomatic disease and assessing surgical candidacy according to established biochemical and densitometric thresholds. Parathyroidectomy remains the only curative intervention, durably correcting hypercalcemia, halting bone mineral density loss, and reducing nephrolithiasis risk. Bisphosphonates offer a temporary medical alternative for severe hypercalcemia or when surgery is contraindicated, but they fail to address

Chemistry 221 L1 Video Lecture from October 7, 2026.This video covers Chapter 3 including the Heisenberg uncertainty principle, Schrodinger, the four quantum numbers, nl notation, types of orbitals, and more. CH 221 website: http://mhchem.org/221 Let me know if you have any questions! Peace!

Hey friends - as you may have guessed, I'm in Japan currently! I will be here for around 1 month total, and I wanted to take some time to discuss introversion within Japan and my thoughts on it so far. We discuss whether Japan is a haven for introverts, and what we can learn from this environment. Hope you enjoy this episode! Special mention to Feel Osaka Yu hostel, where I had the opportunity to join a jam session with the owner and his son - who also happens to be excellent at piano!

Maryam: Hey guys, welcome back to the Extra Credit podcast. To all new listeners, this is a series where we bring you extraordinary stories and compelling conversations about the beauty and benefits of studying abroad with fellow international students, graduates, and professionals in the field.I'm Maryam, your host. Today, we're exploring what it means to walk the road less traveled, or in this case, ditch popular study destinations like the UK, US, Canada, and Australia for more underrated

MIT 18.404J Theory of Computation, Fall 2020Instructor: Michael SipserView the complete course: https://ocw.mit.edu/18-404JF20YouTube Playlist: https://www.youtube.com/playlist?list=PLUl4u3cNGP60_JNv2MmK3wkOt9syvfQWYUploaded 06-10-21Quickly reviewed last lecture. Proved Savitch’s Theorem: NSPACE(f(n)) is a subset of SPACE(f^2(n)). Also proved PSPACE-completeness and TQBF is PSPACE-complete.License: Creative Commons BY-NC-SAMore information at https://ocw.mit.edu/termsMore courses at

Mishnah Berurah - Siman 1: Seif 1-3סימן א סעיף א-ג Hilchos Hashkomas HaBoker - דין השכמת הבוקר Rabbi Mordechai Fishman Purchase  The Laws and Customs of Krias HaTorah, by Rabbi Mordechai Fishman here: www.kriashatorah.com www.orachchaim.com For sponsorship opportunities contact: www.rabbifishman.com or email: rabbifishman@gmail.com #mishna berura

This program covers what attorneys need to know about the Affordable Care Act's health insurance coverage reporting requirements, including which clients must file Forms 1094 and 1095 and how the IRS is enforcing those requirements. Joseph A. Broyles, Esq., CPA, of the Law Offices of Joseph A. Broyles, Inc., will also discuss the penalties for failure to file or furnish required forms and the penalty relief options available to taxpayers.Audio versions of Beverly Hills Bar Association programs are

一場飢荒中的稀飯誤會， 直到真相揭開，大家才發現── 眼見不一定為真，判斷更需要修養。 -- Hosting provided by SoundOn

02:02 如何打造积极团队环境？从信任、配合到使命的思考04:03 聚焦尽人、留人、育人的关键要素，打造健康团队的秘诀！

Join Professor Regina Callion, MSN, RN, as she reviews isolation precautions—an essential NCLEX topic that can protect patients and healthcare workers. Test your knowledge with a “Stop the Spread” quiz covering contact, airborne, droplet, and standard precautions for C. difficile, pulmonary tuberculosis, influenza, pertussis, HIV, rubella, and more. You’ll identify the correct precaution and recognize whether your challenge is knowledge, application, or priority. Master infection-control questions

This podcast is made by Ran Chen, who holds an EA license, Insurance and Securities licenses (Series 6, 63, 65), and the CFP® designation. He is passionate about opening access to high-quality exam preparation resources and helping learners prepare more effectively for professional certification exams.In this episode you will learn: - The specific roles of the FDA versus the local health department in food safety regulation. - A manager's legal responsibilities during an unannounced health

RESOURCESWatch the full webinar hereJoin our newsletter! Earn your Professional Development hours with FREE sessions delivered right to your inbox every weekCheck out the producer of ECI, Playground, the Child Care Management SoftwareEvery time a staff member leaves, your program starts paying — long before you post the job opening.The obvious costs are easy to see: advertising, background checks, onboarding, training hours, and classroom coverage. The real cost reaches much further. Turnover can

In this weeks episode we look at the more serious Public Order Act 1968 offence of affray, under section 3.You can find today's legislation at: https://www.legislation.gov.uk/ukpga/1986/64/section/3

In this episode, I continue last week's conversation about ultimate limits by focusing on a piece I think we often miss: an ultimate limit is still a choice. Landreth tells us to move through the limit-setting process at least three times before considering an ultimate limit—but "three" is not a rigid rule. Sometimes a child may need five, seven, or even more opportunities to wrestle with the choice. Our job is not to rush the process or force compliance. We provide the boundary, remain patient, and

This podcast is made by Ran Chen, who holds an EA license, Insurance and Securities licenses (Series 6, 63, 65), and the CFP® designation. He is passionate about opening access to high-quality exam preparation resources and helping learners prepare more effectively for professional certification exams.In this episode you will learn: - Prototyping is a key requirements gathering technique used when stakeholder needs are ambiguous or difficult to articulate. - A throwaway prototype is a model built

This podcast is made by Ran Chen, who holds an EA license, Insurance and Securities licenses (Series 6, 63, 65), and the CFP® designation. He is passionate about opening access to high-quality exam preparation resources and helping learners prepare more effectively for professional certification exams.In this episode you will learn: - The standard six-stage sequence for planning receptive-skills reading and listening lessons on the Cambridge TKT Module 2 exam. - Why candidates must pre-teach only