tests/testthat/_snaps/mpx.md

In matrixprofiler: Matrix Profile for R

MPX

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AAABUQAAAVIAAAFTAAABVAAAAVUAAAFWAAABVwAAAVgAAAFZAAABWgAAAVsAAAFcAAABXQAA
AV4AAAAKAAAAAQAAAAAAAAAOAAAAAT/gAAAAAAAAAAAEAgAAAAEABAAJAAAABW5hbWVzAAAA
EAAAAAQABAAJAAAADm1hdHJpeF9wcm9maWxlAAQACQAAAA1wcm9maWxlX2luZGV4AAQACQAA
AAdwYXJ0aWFsAAQACQAAAAJlegAAAP4=

MPX Parallel
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aQ9MQ2Z8QB+KFk68xu9AH6rKKfWw90AgAV8fj5DsQCAuFYd93ABAIHMR10LfyEAgzmpMM35s
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NaxAJhgyOUQDrUAmPw3wzXu1QCZezgU3BwVAJmtCFOOREEAmTbxtAciWQCYdUmWz3YVAJeGV
07jUrkAlrdYa7a4AQCWIVST9FgNAJYDSX0uXc0AlkT0lEf9AQCWja/WCphtAJcCfGUF3GkAl
6UUYz5gKQCXrrm04nnFAJdsxVG5FkkAludzfCmlnQCWXYoK5uaRAJX8+HSSe4kAlceKoRc3g
QCVekFeWImNAJVk2eXwpZ0AlXYHyXhjrQCVdYplmjshAJUT/1PaNekAlDsbH6af9QCTJSKTi
xEZAJGmib/YZL0AkFuB/Of0GQCPURtZcNOxAI7RZaPbmDUAjqKY12Tx2QCO3k0/+4y5AI9UL
M9WsX0Aj2TNuiTdfQCPFRFEpiiZAI5Z7IbKigUAjV8/kv57kQCMaIXaQxAdAIumZ1F5CR0Ai
1A7bLQsrQCLNY0U4fj1AIs5jcEppd0AizX9a4IOOQCK1nCpFTcJAInwTrM0nYkAiLO3PbXdD
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oPVAICHurunLqkAgCBHvF0Y8QB7AbrB9+AdAHTm+IhUK+EAblkzsX6T0QBpvpxeR9INAGbHN
HVpCWUAZgjJNb7IDQBl9DxhL0bFAGXF+mG+kt0AZUOiqDFBaQBkkXP7xI35AGP2J0aGkKEAY
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Mio/5DodIrIiST/kJaV2X761P+Rjp4LPhT8/5E79u4VDYT/kVPfSjdKGP+P/7JSWva8/4/p2
3IZ89j/j9+PfMbujP+QLGwN9Ui0/5AmC/kDgFT/mon49gtIgP+ai3lREfqc/5pqINKKWnD/m
kOzrFwOHP+acCjjAPVI/5ppx7CHXPz/mkQnw5xL9P+Z/lnFcgJY/5oNqtsoD5z/mD2/TswoA
P+X/K0NYKB0/5fTbVBlMCj/l8d1vLv1EP+X99ySNKcI/5fw5GFTw7j/mB0MRAF1DP+X3NAY7
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0TxAIGlHR7dKnkAge+EWyBIHQCCeJsdiz45AILm1j4AprEAg1MfQr75tQCD7KBWnSYpAITcC
eOj670AhYWKpem6QQCGIs+2jGgBAIanwQPaqgEAhxluJr0XFQCHfSjZgY6NAIff/AANsgEAi
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d8pAJEXBGSY1Q0AkcRHRALGlQCSi47fYyypAJMwxetTab0Ak61it6DX7QCUHAJnr3cVAJQzB
iBZkfkAlHcOgHMOjQCU4W7VhWZ5AJVGKKT6NREAlc4a4xq2YQCWPYJ3XBxBAJb+jxAd17EAl
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AAAAkAAAAJEAAACSAAAAkwAAAJQAAACVAAAAlgAAAJcAAACYAAAAmQAAAJoAAACbAAAAnAAA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MPXAB Parallel
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t6IhGNX9QCEROreTRu1AIKALMcooe0AgjCzPpum2QCCagY9PtqlAIJxRFl+IB0AgWdRqGUzK
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ZvhAGGsdK9haiUAYXfJr1OoeQBg7BDAS9UhAF8VgitDGO0AW/jO3Ept6QBX9yvlKy7xAFEQu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matrixprofiler documentation built on Feb. 16, 2023, 5:57 p.m.