jdtsmith

(cl-labels ((my-wrap-activate (orig-activate)
              (lambda (citation)
                "Activate CITATION, then make leadup to first ref invisible."
                (funcall orig-activate citation)
                (when-let ((first-ref (car (org-cite-get-references citation)))
                           (beg (car (org-cite-boundaries citation))))
                  (put-text-property (1+ beg) (car (org-cite-key-boundaries first-ref))
                                     'invisible t)))))
  (let* ((basic (org-cite-get-processor 'basic))
         (type (type-of basic))

jdtsmith

local cw = require "hs.caffeinate.watcher"
function cleanup_tramp_on_sleep(ev_type)
   if ev_type == cw.systemWillSleep then
      hs.execute("/usr/local/bin/emacsclient -e " ..
		 "'(when (tramp-list-connections) " ..
		 "  (message \"Cleaning up TRAMP before sleep\") " ..
		 "  (tramp-cleanup-all-connections))'")
   end
end

jdtsmith

local hotkey = require "hs.hotkey"
local window = require "hs.window"
local hse, hsee, hst = hs.eventtap,hs.eventtap.event,hs.timer
local spaces = require "hs.spaces"

function flashScreen(screen)
   local flash=hs.canvas.new(screen:fullFrame()):appendElements({
	 action = "fill",
	 fillColor = { alpha = 0.35, red=1},
	 type = "rectangle"})

jdtsmith

;; JD Smith 2024, based on https://www.emacswiki.org/emacs/BufferLocalKeys
(defvar-local custom-buffer-local-keys nil
    "Key-bindings to be set up local to the current buffer.
A single (KEY . BINDING) cons or list of such conses, of the form
`bind-keys' accepts.  Set this as a file-local variable to make
bindings local to that buffer only.")

;; Only include this if you trust the files you open
(put 'custom-buffer-local-keys 'safe-local-variable 'consp)

jdtsmith

;;; org-refile-attach.el --- Move attachments on org refile -*- lexical-binding: t; -*-
;; Copyright (C) 2024  J.D. Smith
;;; Commentary:
;; org-refile-attach enables moving attachments associated with a
;; given heading and sub-headings upon refiling it.
;;  XXX: This a proof of concept, and does not handle moving arbitrary 
;;       sub-trees or regions correctly
;;; Code:
(require 'org-attach)
(require 'org-element)

jdtsmith

(defun my/org-toggle-emphasis (type)
    "Toggle org emphasis TYPE (a character) at point."
    (cl-labels ((in-emph (re)
		  "See if in org emphasis given by RE."
		  (and (org-in-regexp re 2)
		       (>= (point) (match-beginning 3))
		       (<= (point) (match-end 4))))
		(de-emphasize ()
		  "Remove most recently matched org emphasis markers."
		  (save-excursion

jdtsmith

;;; eglot-booster.el --- boost eglot using emacs-lsp-booster -*- lexical-binding: t; -*-
;; Copyright (C) 2024  J.D. Smith

;;; Commentary:

;; **UPDATE** This has been superseded by the following package:
;;     https://github.com/jdtsmith/eglot-booster
;;
;; Boost eglot with emacs-lsp-booster.
;; 1. Download a recent emacs-lsp-booster from

jdtsmith

;; Simple test exhibiting motion errors with inline images.
;; See Bug#67604
;; 1. Eval this buffer (M-x eval-buffer).
;; 2. A buffer with 3 colored SVG blocks will appear.
;; 3. Adjust your frame's width until the green image just wraps to
;;    the 2nd screen line, then reduce width by one more char.
;; 4. In the buffer with the images, M-x my/find-skip-bug.  If it
;;    succeeds, it will report the pixel offset where the bug
;;    occurred.  NOTE: The Green image must appear at the start of a
;;    line, or a "false positive" bug ID has occurred.  Increase your

jdtsmith

;;; test-svg-wrapped --- test pixel position for SVG images  -*- lexical-binding: t; -*-

;; This small code creates a buffer with a couple long lines with
;; several SVG images of varying height interspersed.  It also
;; includes a tool to check if the pixel height information one pixel
;; above each character agrees with expectations.  To use:

;; M-x my/test-svg-positions
;;   (use a C-u prefix to create SVG overlays instead of text properties)
;;   

jdtsmith

This is normal text. $ω(t) = \sqrt[16]{t}$ Nam a sapien. $ρ(y) = exp\left(\sqrt{log(y)}\right)$ Lorem ipsum dolor sit amet, consectetuer adipiscing elit. $υ(x) = exp\left(\sqrt{exp(x)}\right)$ Aliquam posuere.