User contributions for Chalst
A user with 7,236 edits. Account created on 11 August 2004.
16 May 2024
- 12:2112:21, 16 May 2024 diff hist +133 Wikipedia:Requests for adminship/2024 review/Phase II/Administrator recall →Survey (Initiation procedure): Added !vote Tags: Mobile edit Mobile web edit
8 May 2024
- 08:1408:14, 8 May 2024 diff hist +91 User:Chalst/drafts/Vladimir Janda Completed 2nd reference current Tags: Mobile edit Mobile web edit
- 08:0908:09, 8 May 2024 diff hist +89 User:Chalst/drafts/Vladimir Janda Added authors Tags: Mobile edit Mobile web edit
- 08:0108:01, 8 May 2024 diff hist +1 User:Chalst/drafts/Vladimir Janda Added birth year Tags: Visual edit Mobile edit Mobile web edit
- 08:0008:00, 8 May 2024 diff hist +228 N User talk:Chalst/drafts/Vladimir Janda →Wikipedia.de: new section current Tags: Mobile edit Mobile web edit New topic
6 May 2024
- 09:5709:57, 6 May 2024 diff hist +301 N User:Chalst/drafts/Vladimir Janda Started draft with summary sentence and two links
- 09:3609:36, 6 May 2024 diff hist +63 N User:Chalst/drafts Create list current
- 09:3309:33, 6 May 2024 diff hist +58 User:Chalst →Resources: include link to userfied drafts current
- 09:2609:26, 6 May 2024 diff hist +317 User:Chalst →top: describe former activity
27 April 2024
- 10:1410:14, 27 April 2024 diff hist +210 Talk:Ideological bias on Wikipedia →Bias review: Seek venue Tag: Reply
- 10:0410:04, 27 April 2024 diff hist +277 GiveWell →Approach: describe failure to criticise as part of its report on evaluated charities
- 09:4609:46, 27 April 2024 diff hist +15 GiveWell →History: new section, seeded by last paragraph of the history section
- 09:4009:40, 27 April 2024 diff hist +40 Texas A&M University →top: make precise
- 09:3409:34, 27 April 2024 diff hist +42 Reductio ad absurdum Combine the passages on negation introduction and RAA
- 09:2709:27, 27 April 2024 diff hist +22 Reductio ad absurdum describe relation to proof by contradiction more precisely
- 09:2409:24, 27 April 2024 diff hist +88 Reductio ad absurdum Not restricted to propositional logic