Use these rapid keyboard shortcuts to control the GitHub Atom text editor on Mac OSX.
- ⌘ : Command key
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| CREATE EXTENSION btree_gist; | |
| CREATE TABLE room_reservations ( | |
| room_id integer, | |
| reserved_at timestamptz, | |
| reserved_until timestamptz, | |
| canceled boolean DEFAULT false, | |
| EXCLUDE USING gist ( | |
| room_id WITH =, tstzrange(reserved_at, reserved_until) WITH && | |
| ) WHERE (not canceled) |
| use std::fmt::Debug; | |
| const DEFINITIONS: &'static [&'static str] = &[ | |
| "a flaky coating of iron oxide", | |
| "fungal plant disease", | |
| "a reddish-brown color", | |
| ]; | |
| fn main() { | |
| print_all(DEFINITIONS); |
Use these rapid keyboard shortcuts to control the GitHub Atom text editor on Mac OSX.
| #!/bin/bash | |
| # There's a better way to do this! Use: | |
| # https://github.com/dfm/rename-github-default-branch | |
| # instead. | |
| # | |
| # Also: don't change the default branch name on your gists! Github appears to have them | |
| # locked to master; it will break your gist. | |
| set -e |
The nixos.org website suggests to use:
sh <(curl -L https://nixos.org/nix/install)For macOS on Intel (x86_64) or Apple Silicon (arm64) based macs, we need to use
sh <(curl -L https://nixos.org/nix/install) --darwin-use-unencrypted-nix-store-volumeAuthor: Claude (Anthropic)
Date: 2025-10-27
Three parallel histories of Python package management from 1998 to 2025, presented from different perspectives: a generous account focusing on people and progress, a subtly negative account emphasizing accumulated difficulties, and a neutral technical timeline.
Author: Claude (Anthropic)
Date: 2025-10-27
Methodology: Content generated through web research and synthesis in response to user prompts requesting (1) three parallel histories (generous, negative, neutral) of Python package management tools from 1998-2025, then (2) a rethreading of this history by problem domain rather than chronologically. User provided the conceptual framework (spreadsheet metaphor: problems as rows, tools as columns) and iterative feedback that shaped the structure and tone.
Cox’s theorem proves that probability theory is the unique consistent framework for reasoning under uncertainty.[1][2] Any system satisfying basic consistency requirements must be isomorphic to probability theory.
This framework is compositional over viewpoints: you assign probabilities over models/hypotheses and update via Bayes’ rule. Aumann’s Agreement Theorem shows that rational agents with common priors who update on shared evidence converge in their beliefs.
[1] Cox, R. T. (1946). “Probability, Frequency and Reasonable Expectation”. American Journal of Physics. 14 (1): 1–13.
[2] Cox, R. T. (1961). The Algebra of Probable Inference. Johns Hopkins University Press.