{ localUrl: '../page/44w.html', arbitalUrl: 'https://arbital.com/p/44w', rawJsonUrl: '../raw/44w.json', likeableId: '2624', likeableType: 'page', myLikeValue: '0', likeCount: '6', dislikeCount: '0', likeScore: '6', individualLikes: [ 'AlexeiAndreev', 'JeremyPerret', 'EricBruylant', 'MalcolmMcCrimmon', 'GustavoBicalho', 'EricRogstad' ], pageId: '44w', edit: '4', editSummary: '', prevEdit: '0', currentEdit: '4', wasPublished: 'true', type: 'wiki', title: 'To math explanations and beyond!', clickbait: 'In which Arbital doubles down on math explanations.', textLength: '3205', alias: '44w', externalUrl: '', sortChildrenBy: 'likes', hasVote: 'false', voteType: '', votesAnonymous: 'false', editCreatorId: 'AlexeiAndreev', editCreatedAt: '2016-06-10 01:27:33', pageCreatorId: 'AlexeiAndreev', pageCreatedAt: '2016-06-09 23:22:53', seeDomainId: '0', editDomainId: 'PaulChristiano', submitToDomainId: '0', isAutosave: 'false', isSnapshot: 'false', isLiveEdit: 'true', isMinorEdit: 'false', indirectTeacher: 'false', todoCount: '0', isEditorComment: 'false', isApprovedComment: 'true', isResolved: 'false', snapshotText: '', anchorContext: '', anchorText: '', anchorOffset: '0', mergedInto: '', isDeleted: 'false', viewCount: '234', text: 'Wow, it's been a while since our last update! A lot of things have happened since. In April [@5] has officially become a co-founder of Arbital, and [@76] joined as our first engineer. Together we've been super busy improving Arbital so it can grow into the best platform for math [1sm explanations].\n\n## Writing party\n\nWe hosted one writing party, where we invited several people we deeply admire, who can create really good math explanations and content. There were snacks, math jokes, and lots of typing! Thanks goes out to [@32], [@16g], [@3s9], [@3sp], and a few other folks for showing up and seeding Arbital with initial content.\n\nSince the party, Nate is continuing to write his explanation of information theory %note: If you are curious to read the work-in-progress pages, check out [-416] and [-427]%, Tsvi is wring a guide on Bayes networks, and multiple other authors are contributing individual pages.\n\nWe'll be hosting more such parties in the future! If you are interested in participating (in person or remotely), [signup for the newsletter](https://arbital.com/newsletter) (check the "explaining math topics" box).\n\n## Growing math domain\n\nOur goal for the next few months is to create and publish explanations that you can't get anywhere else. We want to grow a community of explainers who can work with each other, build on each other's content, and come up with brilliant, intuitive, and insightful math explanations.\n\nYou can help! We've made it very easy to contribute: go to the [home page](https://arbital.com) and check out the "Write" panel. Anyone can write and [3yw submit] a page to math domain. Try it out, and let us know what you think!\n\n## Featured page\n\nWe are going to continue our tradition of selecting one page to be showcased in our update. This time it's the page explaining [2w0 uncountability]. It has two very nice lenses, which make the concept accessible to most people.\n\n## Updates\n\nHere is the non-exhaustive list of things we've been working on since the last update:\n\n**Overall polish**: we've gotten a lot of feedback from our writers. Lots of bugs have been found and squashed, and lots of sharp edges have been smoothed over.\n\n**Better math rendering**: the editor was pretty hard to use with pages that had a lot of math, but now the experience is significantly better.\n\n**Notes**: we continue to expand our [3w Markdown syntax] to include features like notes: %%note: Notes allow the author to expand on what they are saying without bothering the readers who are happy with the short version.%%.\n\n**Marks**: anyone can select text, and click "spelling/grammar" button to quickly send feedback to the authors of the page.\n\n**Queries**: anyone can select text, and click "question" button to type their query. This will help authors improve the page, and over time the platform will accumulate a collection of canonical questions and answers, so people with similar questions can get their answer immediately.\n\n**Explore view**: you can now look at the [3n page hierarchy] for any given page. For example, [here is all our math content](https://arbital.com/explore/math).\n\n*Subscribe to [16q Arbital's blog] to receive updates when there are new posts.*', metaText: '', isTextLoaded: 'true', isSubscribedToDiscussion: 'false', isSubscribedToUser: 'false', isSubscribedAsMaintainer: 'false', discussionSubscriberCount: '2', maintainerCount: '2', userSubscriberCount: '0', lastVisit: '', hasDraft: 'false', votes: [], voteSummary: 'null', muVoteSummary: '0', voteScaling: '0', currentUserVote: '-2', voteCount: '0', lockedVoteType: '', maxEditEver: '0', redLinkCount: '0', lockedBy: '', lockedUntil: '', nextPageId: '', prevPageId: '', usedAsMastery: 'false', proposalEditNum: '0', permissions: { edit: { has: 'false', reason: 'You don't have domain permission to edit this page' }, proposeEdit: { has: 'true', reason: '' }, delete: { has: 'false', reason: 'You don't have domain permission to delete this page' }, comment: { has: 'false', reason: 'You can't comment in this domain because you are not a member' }, proposeComment: { has: 'true', reason: '' } }, summaries: {}, creatorIds: [ 'AlexeiAndreev', 'EricRogstad' ], childIds: [], parentIds: [ 'arbital_blog' ], commentIds: [], questionIds: [], tagIds: [], relatedIds: [], markIds: [], explanations: [], learnMore: [], requirements: [], subjects: [], lenses: [], lensParentId: '', pathPages: [], learnMoreTaughtMap: {}, learnMoreCoveredMap: {}, learnMoreRequiredMap: {}, editHistory: {}, domainSubmissions: {}, answers: [], answerCount: '0', commentCount: '0', newCommentCount: '0', linkedMarkCount: '0', changeLogs: [ { likeableId: '0', likeableType: 'changeLog', myLikeValue: '0', likeCount: '0', dislikeCount: '0', likeScore: '0', individualLikes: [], id: '12258', pageId: '44w', userId: 'AlexeiAndreev', edit: '4', type: 'newEdit', createdAt: '2016-06-10 01:27:33', auxPageId: '', oldSettingsValue: '', newSettingsValue: '' }, { likeableId: '0', likeableType: 'changeLog', myLikeValue: '0', likeCount: '0', dislikeCount: '0', likeScore: '0', individualLikes: [], id: '12241', pageId: '44w', userId: 'AlexeiAndreev', edit: '3', type: 'newEdit', createdAt: '2016-06-09 23:41:54', auxPageId: '', oldSettingsValue: '', newSettingsValue: '' }, { likeableId: '0', likeableType: 'changeLog', myLikeValue: '0', likeCount: '0', dislikeCount: '0', likeScore: '0', individualLikes: [], id: '12240', pageId: '44w', userId: 'EricRogstad', edit: '2', type: 'newEdit', createdAt: '2016-06-09 23:38:20', auxPageId: '', oldSettingsValue: '', newSettingsValue: '' }, { likeableId: '0', likeableType: 'changeLog', myLikeValue: '0', likeCount: '0', dislikeCount: '0', likeScore: '0', individualLikes: [], id: '12236', pageId: '44w', userId: 'AlexeiAndreev', edit: '1', type: 'newEdit', createdAt: '2016-06-09 23:22:53', auxPageId: '', oldSettingsValue: '', newSettingsValue: '' }, { likeableId: '0', likeableType: 'changeLog', myLikeValue: '0', likeCount: '0', dislikeCount: '0', likeScore: '0', individualLikes: [], id: '12211', pageId: '44w', userId: 'AlexeiAndreev', edit: '1', type: 'newParent', createdAt: '2016-06-09 20:59:33', auxPageId: 'arbital_blog', oldSettingsValue: '', newSettingsValue: '' } ], feedSubmissions: [], searchStrings: {}, hasChildren: 'false', hasParents: 'true', redAliases: {}, improvementTagIds: [], nonMetaTagIds: [], todos: [], slowDownMap: 'null', speedUpMap: 'null', arcPageIds: 'null', contentRequests: {} }