chmod +x test.shdocker run -it --rm -v $PWD:/workspace ubuntu:20.04| import time | |
| import ray | |
| delay = 0.01 | |
| context = ray.init() | |
| num_cpus = ray.available_resources()["CPU"] | |
| def busy_wait(duration): |
| #!/bin/bash | |
| set -eu | |
| set -o pipefail | |
| show_containers() { | |
| local RED='\033[0;31m' | |
| local GREEN='\033[0;32m' | |
| local YELLOW='\033[1;33m' | |
| local NOCOLOR='\033[0m' |
| =LAMBDA(answerCell, correctAnswerCell, scoreCell, | |
| IF(answerCell = "", | |
| "", | |
| IF(OR(scoreCell = "", scoreCell = "&"), | |
| "", | |
| LET(Z, LAMBDA(f, LET(g, LAMBDA(x, f(LAMBDA(v, LET(xx, x(x), xx(v))))), g(g))), | |
| countRightAmpersands, Z(LAMBDA(countRightAmpersands, LAMBDA(cell, | |
| LET(right, Offset(cell, 0, 1), | |
| IF(right = "&", | |
| countRightAmpersands(right) + 1, |
| ./configure --prefix=$HOME/opt/vim --enable-python3interp --enable-cscope | |
| make | |
| make test | |
| make install |
| #define SIZE "5" | |
| *#include- include/color.h | |
| #define RANK "6" | |
| * | |
| * The file with all the declarations for running color traces. | |
| * The variable RANK tells how many Adjoint invariants of how many | |
| * non-adjoint invariants can occur simultaneously. For 14 vertices | |
| * this number is maximally 4 (4 loops in a non-adjoint representation) | |
| * | |
| * Note: One needs version 3 of FORM to run this. |
| #!/bin/bash | |
| # Save Valgrind output to a temporary file | |
| valgrind_output=$(mktemp) | |
| # Run Valgrind and save its output to the temporary file | |
| # Capture only standard error output | |
| valgrind --leak-check=full --gen-suppressions=all "$@" 2> "$valgrind_output" 1>/dev/null | |
| # Output the suppression entries to standard output |
| var args = WScript.Arguments; | |
| if (args.length !== 1) { | |
| WScript.Echo("Please drag and drop an Excel file onto this script."); | |
| WScript.Quit(); | |
| } | |
| var filePath = args(0); | |
| try { |
| On Highfirst; | |
| *--#[ jodavies_include : | |
| * Paste denexpand.prc | |
| * Expand a "den" function DEN in the variable EP. This is useful in cases | |
| * where we have isolated the dependence on the EP symbol, and cannot merge | |
| * everything into a common PolyRatFun without exceeding MaxTermSize. |