Created
September 1, 2023 03:36
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{ | |
"cells": [ | |
{ | |
"cell_type": "code", | |
"execution_count": 1, | |
"id": "cbed4f8a-abb7-485e-95e9-1dcadfa1c765", | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"%maven org.knowm.xchart:xchart:3.8.5" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 2, | |
"id": "74ddf7d9-f86f-4a02-a247-38462012d249", | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"import org.knowm.xchart.*;" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 3, | |
"id": "e731f286-1484-4c30-b21b-b1bb980d6565", | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"image/png": 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", | |
"text/plain": [ | |
"BufferedImage@61faf26: type = 1 DirectColorModel: rmask=ff0000 gmask=ff00 bmask=ff amask=0 IntegerInterleavedRaster: width = 600 height = 400 #Bands = 3 xOff = 0 yOff = 0 dataOffset[0] 0" | |
] | |
}, | |
"execution_count": 3, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"var x = new double[]{ 0.0, 1.0, 2.0};\n", | |
"var y = new double[]{ 2.0, 1.0, 0.0};\n", | |
"\n", | |
"var chart = QuickChart.getChart(\"sample\", \"x\", \"y\", \"y(x)\", x, y);\n", | |
"BitmapEncoder.getBufferedImage(chart);" | |
] | |
} | |
], | |
"metadata": { | |
"kernelspec": { | |
"display_name": "Java", | |
"language": "java", | |
"name": "java" | |
}, | |
"language_info": { | |
"codemirror_mode": "java", | |
"file_extension": ".jshell", | |
"mimetype": "text/x-java-source", | |
"name": "Java", | |
"pygments_lexer": "java", | |
"version": "17.0.7+8-LTS-jvmci-23.0-b12" | |
} | |
}, | |
"nbformat": 4, | |
"nbformat_minor": 5 | |
} |
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