SZanlongo SZanlongo

Use the task scheduler and create a VBscript to change the wallpaper. Create a script for each wallpaper you intend to use.

dim shell
Set shell = WScript.CreateObject("WScript.Shell")
wallpaper = "C:\path\to\wallpaper.jpg"
shell.RegWrite "HKCU\Control Panel\Desktop\Wallpaper", wallpaper
shell.Run "%windir%\System32\RUNDLL32.EXE user32.dll,UpdatePerUserSystemParameters", 1, True

Save the file as something.vbs and add it to the task scheduler, and voila! You got it all working.

In PowerShell, enter:

Get-ItemProperty HKLM:\SYSTEM\CurrentControlSet\Enum\HID\*\*\Device` Parameters FlipFlopWheel -EA 0 | ForEach-Object { Set-ItemProperty $_.PSPath FlipFlopWheel 1 }

Find a point along a line segment in three-dimensional space, given two points.

For example: Find a point along a line segment between point $a(-2, -2, -2)$ and $b(3, 3, 3)$ which is at distance $3$ from point $a$, in the direction of point $b$.

Begin by creating a vector $\mathbf{\overrightarrow{\text{BA}}}$ by subtracting $\mathbf{A}$ from $\mathbf{B}$: $\langle 3, 3, 3 \rangle - \langle -2, -2, -2 \rangle = \langle 5, 5, 5 \rangle$. Then, normalize this vector by dividing $\mathbf{\overrightarrow{\text{BA}}}$ by its length, $ \frac{\mathbf{\overrightarrow{\text{BA}}}}{\lVert \mathbf{\overrightarrow{\text{BA}}} \rVert} = \frac{\langle 5, 5, 5 \rangle}{\sqrt{5^2+5^2+5^2}} = \langle 0.577, 0.577, 0.577 \rangle$. This new unit vector can then be scaled and added to $\mathbf{A}$ to find the point in space at the desired distance. In this case: $\mathbf{A} + 3\langle 0.577, 0.577, 0.577 \rangle = \langle -0.268, -0.268, -0.268 \rangle$.

	\documentclass{article}
	\usepackage{amsmath}
	\usepackage[linesnumbered,ruled]{algorithm2e}

	\begin{document}
	\begin{algorithm}
	\SetKwInOut{Input}{Input}
	\SetKwInOut{Output}{Output}

	\underline{function Euclid} $(a,b)$\;

	import math
	from operator import add


	def steer(start: tuple, goal: tuple, distance: float) -> tuple:
	"""
	Return a point in the direction of the goal, that is distance away from start
	:param start: start location
	:param goal: goal location
	:param distance: distance away from start

	\begin{figure}
	\centering
	\includegraphics[width=0.5\textwidth]{gull}
	\caption{Close-up of a gull}
	\label{fig:gull}
	\end{figure}
	Figure \ref{fig:gull} shows a photograph of a gull.

	import csv
	import os
	import pickle

	def pickles_to_csv():
	with open('data_file.csv', 'w') as file:
	for filename in os.listdir("."):
	if filename.endswith(".pkl"):
	data_pickle = pickle.load(open(filename, "rb"))
	w = csv.writer(file)

	#output a series of points that take you from the start point to the end point
	#each list corresponds to each dimension of the line

	def line_to_pts(start, end):
	dims = [abs(i - j) for i, j in zip(start, end)]
	max_dim = dims.index(max(dims))
	max_diff = abs(end[max_dim] - start[max_dim])

	points = []
	for dim in range(len(start)):

	from collections import defaultdict


	def nested_dict():
	return defaultdict(nested_dict)

	n = 3
	l=[[] for i in range(n)]