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May 31, 2021 12:47
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| { | |
| "cells": [ | |
| { | |
| "metadata": { | |
| "trusted": true | |
| }, | |
| "cell_type": "code", | |
| "source": "using Plots\nplot(sin)", | |
| "execution_count": 1, | |
| "outputs": [ | |
| { | |
| "output_type": "execute_result", | |
| "execution_count": 1, | |
| "data": { | |
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| "metadata": {} | |
| } | |
| ] | |
| }, | |
| { | |
| "metadata": { | |
| "trusted": true | |
| }, | |
| "cell_type": "code", | |
| "source": "pyplot()\nplot(sin)", | |
| "execution_count": 2, | |
| "outputs": [ | |
| { | |
| "output_type": "execute_result", | |
| "execution_count": 2, | |
| "data": { | |
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" | |
| }, | |
| "metadata": {} | |
| } | |
| ] | |
| }, | |
| { | |
| "metadata": { | |
| "trusted": true | |
| }, | |
| "cell_type": "code", | |
| "source": "pyplot(fmt=:svg)\nplot(sin)", | |
| "execution_count": 3, | |
| "outputs": [ | |
| { | |
| "output_type": "execute_result", | |
| "execution_count": 3, | |
| "data": { | |
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