EDT: Difference between revisions
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| | 217edt is 137edo with ~0.77 cent stretched octaves. | | | 217edt is 137edo with ~0.77 cent stretched octaves. | ||
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|[[218edt]] | | [[218edt]] | ||
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|218edt falls exactly halfway between 137 and 138 edos, so it strongly resembles the scale with generator 2\275 of an octave, but technically does not entirely miss 2/1 due to having a step 26¢ or smaller. | | 218edt falls exactly halfway between 137 and 138 edos, so it strongly resembles the scale with generator 2\275 of an octave, but technically does not entirely miss 2/1 due to having a step 26¢ or smaller. | ||
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|[[219edt]] | | [[219edt]] | ||
|[[138edo]] | | [[138edo]] | ||
|Same ~1.5 cent octave compression as 73edt~46edo. | |Same ~1.5 cent octave compression as 73edt~46edo. | ||
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|[[220edt]] | | [[220edt]] | ||
|[[139edo]] | | [[139edo]] | ||
|220edt is 139edo with ~1.6 cent stretched octaves | | 220edt is 139edo with ~1.6 cent stretched octaves | ||
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|[[221edt]] | | [[221edt]] | ||
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| | | 221edt falls exactly halfway between 139 and 140 edos, so it strongly resembles the scale with generator 2\279 of an octave, but technically does not entirely miss 2/1 due to having a step 26¢ or smaller.. | ||
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| | [[222edt]] | | | [[222edt]] | ||
| | [[140edo]] | | | [[140edo]] | ||
| |Same ~0.57 cent octave compression as 111edt~70edo | | | Same ~0.57 cent octave compression as 111edt~70edo. | ||
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|[[223edt]] | | [[223edt]] | ||
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| rowspan="2" |Neither 223edt nor 224edt is equivalent to 141edo. | | rowspan="2" | Neither 223edt nor 224edt is equivalent to 141edo. | ||
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|[[224edt]] | | [[224edt]] | ||
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| | [[225edt]] | | | [[225edt]] | ||
| | [[142edo]] | | | [[142edo]] | ||
| |225edt is 142edo with ~0.345 cent stretched octaves. | | | 225edt is 142edo with ~0.345 cent stretched octaves. | ||
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|[[226edt]] | | [[226edt]] | ||
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|226edt falls exactly halfway between 142 and 143 edos, so it strongly resembles the scale with generator 2\285 of an octave, but technically does not entirely miss 2/1 due to having a step 26¢ or smaller. | | 226edt falls exactly halfway between 142 and 143 edos, so it strongly resembles the scale with generator 2\285 of an octave, but technically does not entirely miss 2/1 due to having a step 26¢ or smaller. | ||
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|[[227edt]] | | [[227edt]] | ||
|[[143edo]] | | [[143edo]] | ||
|227edt is 143edo with ~1.85 cent compressed octaves. | | 227edt is 143edo with ~1.85 cent compressed octaves. | ||
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| | [[228edt]] | | | [[228edt]] | ||
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| | Same ~1.2 cent octave stretch as 19edt~12edo. | | | Same ~1.2 cent octave stretch as 19edt~12edo. | ||
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|[[229edt]] | | [[229edt]] | ||
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|229edt falls exactly halfway between 144 and 145 edos, so it strongly resembles the scale with generator 2\279 of an octave, but technically does not entirely miss 2/1 due to having a step 26¢ or smaller. | | 229edt falls exactly halfway between 144 and 145 edos, so it strongly resembles the scale with generator 2\279 of an octave, but technically does not entirely miss 2/1 due to having a step 26¢ or smaller. | ||
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| | [[230edt]] | | | [[230edt]] | ||
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| | Same ~0.94 cent octave compression as 46edt~29edo. | | | Same ~0.94 cent octave compression as 46edt~29edo. | ||
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|[[231edt]] | | [[231edt]] | ||
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| rowspan="2" |Neither 231edt nor 232edt is equivalent to 146edo. | | rowspan="2" | Neither 231edt nor 232edt is equivalent to 146edo. | ||
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|[[232edt]] | | [[232edt]] | ||
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| | [[233edt]] | | | [[233edt]] | ||
| | [[147edo]] | | | [[147edo]] | ||
| |233edt is 147edo with ~.05 cent compressed octaves. | | | 233edt is 147edo with ~.05 cent compressed octaves. | ||
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|[[234edt]] | | [[234edt]] | ||
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|Same ~2.95 cent octave stretch as 117edt~74edo, but actually more strongly resembles the scale with generator 2\295 of an octave. | | Same ~2.95 cent octave stretch as 117edt~74edo, but actually more strongly resembles the scale with generator 2\295 of an octave. | ||
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|[[235edt]] | | [[235edt]] | ||
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|235edt is 148edo with a ~2.2 cent compressed octave, but also 297ed4 with a ~3.75 cent stretched 4/1. | | 235edt is 148edo with a ~2.2 cent compressed octave, but also 297ed4 with a ~3.75 cent stretched 4/1. | ||
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| | [[236edt]] | | | [[236edt]] | ||
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| |236edt is 149edo with a ~0.81 cent stretched octave | | |236edt is 149edo with a ~0.81 cent stretched octave | ||
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|[[237edt]] | | [[237edt]] | ||
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|Same ~3.8 cent octave stretch as 79edt~50edo, but actually more strongly resembles the scale with generator 2/299 of an octave. | | Same ~3.8 cent octave stretch as 79edt~50edo, but actually more strongly resembles the scale with generator 2/299 of an octave. | ||
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|[[238edt]] | | [[238edt]] | ||
|[[150edo]] | | [[150edo]] | ||
|Same ~1.9 cent octave compression as 119edt~75edo, but actually do not start matching patent vals until 11. | | Same ~1.9 cent octave compression as 119edt~75edo, but actually do not start matching patent vals until 11. | ||
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|[[239edt]] | | [[239edt]] | ||
|[[151edo]] | | [[151edo]] | ||
|239edt is 151edo with ~1.65 cent stretched octaves. | |239edt is 151edo with ~1.65 cent stretched octaves. | ||
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|[[240edt]] | | [[240edt]] | ||
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|240edt falls exactly halfway between 151 and 152 edos, so it strongly resembles the scale with generator 2\303 of an octave, but technically does not entirely miss 2/1 due to having a step 26¢ or smaller. | | 240edt falls exactly halfway between 151 and 152 edos, so it strongly resembles the scale with generator 2\303 of an octave, but technically does not entirely miss 2/1 due to having a step 26¢ or smaller. | ||
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| | [[241edt]] | | | [[241edt]] | ||
| | [[152edo]] | | | [[152edo]] | ||
| |241edt is 152edo with ~0.43 cent compressed octaves. | | | 241edt is 152edo with ~0.43 cent compressed octaves. | ||
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|[[242edt]] | | [[242edt]] | ||
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| rowspan="2" |Neither 242edt nor 243edt is equivalent to 153edo. | | rowspan="2" | Neither 242edt nor 243edt is equivalent to 153edo. | ||
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|[[243edt]] | | [[243edt]] | ||
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| |Same ~0.41 cent octAve stretch as 122edt~77edo, but actually do not start matching patent vals until 7. | | |Same ~0.41 cent octAve stretch as 122edt~77edo, but actually do not start matching patent vals until 7. | ||
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|[[245edt]] | | [[245edt]] | ||
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|245edt falls exactly halfway between 154 and 155 edos, so it strongly resembles the scale with generator 2\309 of an octave, but technically does not entirely miss 2/1 due to having a step 26¢ or smaller. | |245edt falls exactly halfway between 154 and 155 edos, so it strongly resembles the scale with generator 2\309 of an octave, but technically does not entirely miss 2/1 due to having a step 26¢ or smaller. | ||
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|[[246edt]] | | [[246edt]] | ||
|[[155edo]] | | [[155edo]] | ||
|246edt is 155edo with ~1.6 cent compressed octaves. | | 246edt is 155edo with ~1.6 cent compressed octaves. | ||
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|[[247edt]] | | [[247edt]] | ||
|[[156edo]] | | [[156edo]] | ||
|Same ~1.2 cent octave stretch as 19edt~12edo. | | Same ~1.2 cent octave stretch as 19edt~12edo. | ||
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|[[248edt]] | | [[248edt]] | ||
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|248edt falls exactly halfway between 156 and 157 edos, so it strongly resembles the scale with generator 2\313 of an octave, but technically does not entirely miss 2/1 due to having a step 26¢ or smaller. | | 248edt falls exactly halfway between 156 and 157 edos, so it strongly resembles the scale with generator 2\313 of an octave, but technically does not entirely miss 2/1 due to having a step 26¢ or smaller. | ||
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| | [[249edt]] | | | [[249edt]] | ||
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|[[250edt]] | | [[250edt]] | ||
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|Same ~2 cent octave stretch as 125edt~79edo, but actually more strongly resembles the scale with generator 2\315 of an octave. | | Same ~2 cent octave stretch as 125edt~79edo, but actually more strongly resembles the scale with generator 2\315 of an octave. | ||
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|[[251edt]] | | [[251edt]] | ||
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|251edt is 158edo with a ~2.8 cent compressed octave, but also 317ed4 with a ~2.1 cent stretched 4/1. | | 251edt is 158edo with a ~2.8 cent compressed octave, but also 317ed4 with a ~2.1 cent stretched 4/1. | ||
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| | [[252edt]] | | | [[252edt]] | ||