7L 6s: Difference between revisions

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<h2>IMPORTED REVISION FROM WIKISPACES</h2>

This is an imported revision from Wikispaces. The revision metadata is included below for reference:

: This revision was by author [[User:JosephRuhf|JosephRuhf]] and made on <tt>2015-05-~~23 22~~:22:46 UTC</tt>.

: This revision was by author [[User:JosephRuhf|JosephRuhf]] and made on <tt>2015-06-11 13:18:23 UTC</tt>.

: The original revision id was <tt>~~551985856~~</tt>.

: The original revision id was <tt>553696590</tt>.

: The revision comment was: <tt></tt>

The revision contents are below, presented both in the original Wikispaces Wikitext format, and in HTML exactly as Wikispaces rendered it.

<h4>Original Wikitext content:</h4>

<div style="width:100%; max-height:400pt; overflow:auto; background-color:#f8f9fa; border: 1px solid #eaecf0; padding:0em"><pre style="margin:0px;border:none;background:none;word-wrap:break-word;white-space: pre-wrap ! important" class="old-revision-html">For most of its generator range, this MOS is the chromatic scale of the family of temperaments which divide the perfect fifth into four equal parts, thus representing 81:80 (the syntonic comma) by ~~-13~~ generators. In fact, this comma, which may be exaggerated until the point where it is 60¢, appears as the difference between the generator and the disjunct tone and as the small step when the generator is flatter than 3/20edo.

<div style="width:100%; max-height:400pt; overflow:auto; background-color:#f8f9fa; border: 1px solid #eaecf0; padding:0em"><pre style="margin:0px;border:none;background:none;word-wrap:break-word;white-space: pre-wrap ! important" class="old-revision-html">For most of its generator range, this MOS is the chromatic scale of the family of temperaments which divide the perfect fifth into four equal parts, thus representing 81:80 (the syntonic comma) by +7 generators. In fact, this comma, which may be exaggerated until the point where it is 60¢, appears as the difference between the generator and the disjunct tone and as the small step when the generator is flatter than 3/20edo.

||||||~ Generator ||~ cents ||||~ Syntonic comma ||~ cents ||||||~ Generator ||

|| 1/7 || || || 171 3/7 ||||= 0 || 184 8/13 || || || 2/13 ||

|| 6/41 || || || 175 25/41 || 29 11/41 || 20 20/59 || 183 3/59 || || || 9/59 ||

|| || 23/157 || || 175 125/157 || 30 79/157 || 20 100/223 || 182 214/223 || || 34/223 || ||

|| || 23/157 || || [[tel:175 125/157|175 125/157]] || [[tel:30 79/157|30 79/157]] || [[tel:20 100/223|20 100/223]] || [[tel:182 214/223|182 214/223]] || || 34/223 || ||

|| || 17/116 || || 175 25/29 || 31 1/29 || 21 39/41 || 182 38/41 || || 25/164 || ||

|| || 11/75 || || 176 || 32 || 22 6/7 || 182 6/7 || || 16/105 || ||

|| || 16/109 || || 176 16/109 || 33 3/109 || 23 127/151 || 182 118/151 || || 23/151 || ||

|| || 16/109 || || [[tel:176 16/109|176 16/109]] || 33 3/109 || [[tel:23 127/151|23 127/151]] || [[tel:182 118/151|182 118/151]] || || 23/151 || ||

|| || 21/143 || || 176 32/143 || 33 81/143 || 24 72/197 || 182 142/197 || || 30/197 || ||

|| || 21/143 || || [[tel:176 32/143|176 32/143]] || [[tel:33 81/143|33 81/143]] || [[tel:24 72/197|24 72/197]] || [[tel:182 142/197|182 142/197]] || || 30/197 || ||

|| || 26/177 || || 176 16/59 || 33 53/59 || 24 56/81 || 182 20/27 || || 37/243 || ||

|| || 31/211 || || 176 64/211 || 34 36/211 || 24 264/289 || 182 208/289 || || 44/289 || ||

|| || 31/211 || || [[tel:176 64/211|176 64/211]] || [[tel:34 36/211|34 36/211]] || [[tel:24 264/289|24 264/289]] || [[tel:182 208/289|182 208/289]] || || 44/289 || ||

|| || 36/245 || || 176 16/49 || 34 2/7 || 25 5/67 || 182 46/67 || || 51/335 || ||

|| 5/34 || || || 176 8/17 || 35 5/17 || 26 1/23 || 182 14/23 || || || 7/46 ||

|| || 24/163 || || 176 112/163 || 36 132/163 || 27 183/217 || 182 106/217 || || 33/217 || ||

|| || 24/163 || || [[tel:176 112/163|176 112/163]] || [[tel:36 132/163|36 132/163]] || [[tel:27 183/217|27 183/217]] || [[tel:182 106/217|182 106/217]] || || 33/217 || ||

|| || 19/129 || || 176 32/43 || 37 9/43 || 28 4/57 || 182 26/57 || || 26/171 || ||

|| || 14/95 || || 176 16/19 || 37 17/19 || 28.8 || 182.4 || || 19/125 || ||

|| || || 23/156 || 176 12/13 || 38 6/13 || 29 7/17 || 182 6/17 || 31/204 || || ||

|| || 9/61 || || 177 3/61 || 39 21/61 || 30 30/79 || 182 22/79 || || 12/79 || ||

|| || || 22/149 || 177 27/149 || 40 40/149 || 31 79/191 || 182 38/191 || 29/191 || || ||

|| || || 22/149 || [[tel:177 27/149|177 27/149]] || [[tel:40 40/149|40 40/149]] || [[tel:31 79/191|31 79/191]] || [[tel:182 38/191|182 38/191]] || 29/191 || || ||

|| || 13/88 || || 177 3/11 || 40 10/11 || 32 1/7 || 182 1/7 || || 17/112 || ||

|| || 17/115 || || 177 9/23 || 41 17/23 || 33 3/29 || 182 2/29 || || 22/145 || ||

|| || 21/142 || || 177 33/71 || 42 18/71 || 33 63/89 || 182 2/89 || || 27/178 || ||

|| || 25/169 || || 177 87/169 || 42 102/169 || 33 174/211 || 181 209/211 || || 32/211 || ||

|| || 25/169 || || [[tel:177 87/169|177 87/169]] || [[tel:42 102/169|42 102/169]] || [[tel:33 174/211|33 174/211]] || [[tel:181 209/211|181 209/211]] || || 32/211 || ||

|| || 29/196 || || 177 27/49 || 42 6/7 || 34 26/61 || 181 59/61 || || 37/244 || ||

|| || || || 177.5529565 || 42.870695 || 34.541655 || 181.958334 || || || ||

|| || 33/223 || || 177 129/223 || 43 11/223 || 34 182/277 || 181 263/277 || || 42/277 || ||

|| || 33/223 || || [[tel:177 129/223|177 129/223]] || [[tel:43 11/223|43 11/223]] || [[tel:34 182/277|34 182/277]] || [[tel:181 263/277|181 263/277]] || || 42/277 || ||

|| || 37/250 || || 177.6 || 43.2 || 34 26/31 || 181 29/31 || || 47/310 || ||

|| || 41/277 || || 177 171/277 || 43 89/277 || 34 338/343 || 181 317/343 || || 52/343 || ||

|| || 41/277 || || [[tel:177 171/277|177 171/277]] || [[tel:43 89/277|43 89/277]] || [[tel:34 338/343|34 338/343]] || [[tel:181 317/343|181 317/343]] || || 52/343 || ||

|| || 45/304 || || 177 12/19 || 43 8/19 || 35 5/47 || 181 43/47 || || 57/376 || ||

|| 4/27 || || || 177 7/9 || 44 4/9 || 36 4/11 || 181 9/11 || || || 5/33 ||

|| || 39/263 || || 177 249/263 || 45 165/263 || 37 271/317 || 181 223/317 || || 48/317 || ||

|| || 39/263 || || [[tel:177 249/263|177 249/263]] || [[tel:45 165/263|45 165/263]] || [[tel:37 271/317|37 271/317]] || [[tel:181 223/317|181 223/317]] || || 48/317 || ||

|| || 35/236 || || 177 57/59 || 45 45/59 || 38 2/71 || 181 49/71 || || 43/284 || ||

|| || 31/209 || || 177 207/209 || 45 195/209 || 38 62/251 || 181 169/251 || || 38/251 || ||

|| || 31/209 || || [[tel:177 207/209|177 207/209]] || [[tel:45 195/209|45 195/209]] || [[tel:38 62/251|38 62/251]] || [[tel:181 169/251|181 169/251]] || || 38/251 || ||

|| || 27/182 || || 178 2/91 || 46 2/13 || 38 56/109 || 181 71/109 || || 33/218 || ||

|| || 27/182 || || 178 2/91 || 46 2/13 || [[tel:38 56/109|38 56/109]] || [[tel:181 71/109|181 71/109]] || || 33/218 || ||

|| || 23/155 || || 178 2/31 || 46 14/31 || 38 34/37 || 181 23/37 || || 28/185 || ||

|| || 19/128 || || 178.125 || 46.875 || 39 9/19 || 181 11/19 || || 23/152 || ||

|| || 15/101 || || 178 22/101 || 47 53/101 || 40 40/119 || 181 80/119 || || 18/119 || ||

|| || 15/101 || || [[tel:178 22/101|178 22/101]] || [[tel:47 53/101|47 53/101]] || [[tel:40 40/119|40 40/119]] || [[tel:181 80/119|181 80/119]] || || 18/119 || ||

|| || || || 178.27805 || 47.946352 || 41.099324 || 181.453898 || || || ||

|| || 11/74 || || 178 14/37 || 48 24/37 || 41 37/43 || 181 17/43 || || 13/86 || ||

|| || || 29/195 || 178 6/13 || 49 3/13 || 42 2/3 || 181 1/3 || 32/225 || || ||

|| || 18/121 || || 178 62/121 || 49 71/121 || 43 23/139 || 181 41/139 || || 21/139 || ||

|| || 18/121 || || [[tel:178 62/121|178 62/121]] || [[tel:49 71/121|49 71/121]] || [[tel:43 23/139|43 23/139]] || [[tel:181 41/139|181 41/139]] || || 21/139 || ||

|| || 25/168 || || 178 4/7 || 50 || 43.75 || 181.25 || || 29/192 || ||

|| || 32/215 || || 178 26/43 || 50 10/43 || 44 4/49 || 181 11/49 || || 37/245 || ||

|| 7/47 || || || 178 34/47 || 51 3/47 || 45 15/53 || 181 7/53 || || || 8/53 ||

|| || 24/161 || || 178 142/161 || 52 4/23 || 46 166/179 || 181 1/179 || || 27/179 || ||

|| || 24/161 || || [[tel:178 142/161|178 142/161]] || 52 4/23 || [[tel:46 166/179|46 166/179]] || 181 1/179 || || 27/179 || ||

|| || 17/114 || || 178 18/19 || 52 12/19 || 47 13/21 || 180 20/21 || || 19/126 || ||

|| || 27/181 || || 179 1/181 || 53 7/181 || 48 48/199 || 180 162/199 || || 30/199 || ||

|| || 27/181 || || 179 1/181 || 53 7/181 || [[tel:48 48/199|48 48/199]] || [[tel:180 162/199|180 162/199]] || || 30/199 || ||

|| 10/67 || || || 179 7/67 || 53 49/67 || 49 23/73 || 180 42/73 || || || 11/73 ||

|| || 23/154 || || 179 17/77 || 54 6/11 || 50 50/83 || 180 42/83 || || 25/166 || ||

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|| 3/20 || || || 180 ||||= 60 || 180 || || || 3/20 ||</pre></div>

<h4>Original HTML content:</h4>

<div style="width:100%; max-height:400pt; overflow:auto; background-color:#f8f9fa; border: 1px solid #eaecf0; padding:0em"><pre style="margin:0px;border:none;background:none;word-wrap:break-word;width:200%;white-space: pre-wrap ! important" class="old-revision-html"><html><head><title>7L 6s</title></head><body>For most of its generator range, this MOS is the chromatic scale of the family of temperaments which divide the perfect fifth into four equal parts, thus representing 81:80 (the syntonic comma) by ~~-13~~ generators. In fact, this comma, which may be exaggerated until the point where it is 60¢, appears as the difference between the generator and the disjunct tone and as the small step when the generator is flatter than 3/20edo.

<div style="width:100%; max-height:400pt; overflow:auto; background-color:#f8f9fa; border: 1px solid #eaecf0; padding:0em"><pre style="margin:0px;border:none;background:none;word-wrap:break-word;width:200%;white-space: pre-wrap ! important" class="old-revision-html"><html><head><title>7L 6s</title></head><body>For most of its generator range, this MOS is the chromatic scale of the family of temperaments which divide the perfect fifth into four equal parts, thus representing 81:80 (the syntonic comma) by +7 generators. In fact, this comma, which may be exaggerated until the point where it is 60¢, appears as the difference between the generator and the disjunct tone and as the small step when the generator is flatter than 3/20edo.

Line 123:

<td>

</td>

<td>175 125/157

<td>[[tel:175 125/157|175 125/157]]

</td>

<td>30 79/157

<td>[[tel:30 79/157|30 79/157]]

</td>

<td>20 100/223

<td>[[tel:20 100/223|20 100/223]]

</td>

<td>182 214/223

<td>[[tel:182 214/223|182 214/223]]

</td>

<td>

Line 189:

<td>

</td>

<td>176 16/109

<td>[[tel:176 16/109|176 16/109]]

</td>

<td>33 3/109

</td>

<td>23 127/151

<td>[[tel:23 127/151|23 127/151]]

</td>

<td>182 118/151

<td>[[tel:182 118/151|182 118/151]]

</td>

<td>

Line 211:

<td>

</td>

<td>176 32/143

<td>[[tel:176 32/143|176 32/143]]

</td>

<td>33 81/143

<td>[[tel:33 81/143|33 81/143]]

</td>

<td>24 72/197

<td>[[tel:24 72/197|24 72/197]]

</td>

<td>182 142/197

<td>[[tel:182 142/197|182 142/197]]

</td>

<td>

Line 255:

<td>

</td>

<td>176 64/211

<td>[[tel:176 64/211|176 64/211]]

</td>

<td>34 36/211

<td>[[tel:34 36/211|34 36/211]]

</td>

<td>24 264/289

<td>[[tel:24 264/289|24 264/289]]

</td>

<td>182 208/289

<td>[[tel:182 208/289|182 208/289]]

</td>

<td>

Line 321:

<td>

</td>

<td>176 112/163

<td>[[tel:176 112/163|176 112/163]]

</td>

<td>36 132/163

<td>[[tel:36 132/163|36 132/163]]

</td>

<td>27 183/217

<td>[[tel:27 183/217|27 183/217]]

</td>

<td>182 106/217

<td>[[tel:182 106/217|182 106/217]]

</td>

<td>

Line 431:

<td>22/149

</td>

<td>177 27/149

<td>[[tel:177 27/149|177 27/149]]

</td>

<td>40 40/149

<td>[[tel:40 40/149|40 40/149]]

</td>

<td>31 79/191

<td>[[tel:31 79/191|31 79/191]]

</td>

<td>182 38/191

<td>[[tel:182 38/191|182 38/191]]

</td>

<td>29/191

Line 519:

<td>

</td>

<td>177 87/169

<td>[[tel:177 87/169|177 87/169]]

</td>

<td>42 102/169

<td>[[tel:42 102/169|42 102/169]]

</td>

<td>33 174/211

<td>[[tel:33 174/211|33 174/211]]

</td>

<td>181 209/211

<td>[[tel:181 209/211|181 209/211]]

</td>

<td>

Line 585:

<td>

</td>

<td>177 129/223

<td>[[tel:177 129/223|177 129/223]]

</td>

<td>43 11/223

<td>[[tel:43 11/223|43 11/223]]

</td>

<td>34 182/277

<td>[[tel:34 182/277|34 182/277]]

</td>

<td>181 263/277

<td>[[tel:181 263/277|181 263/277]]

</td>

<td>

Line 629:

<td>

</td>

<td>177 171/277

<td>[[tel:177 171/277|177 171/277]]

</td>

<td>43 89/277

<td>[[tel:43 89/277|43 89/277]]

</td>

<td>34 338/343

<td>[[tel:34 338/343|34 338/343]]

</td>

<td>181 317/343

<td>[[tel:181 317/343|181 317/343]]

</td>

<td>

Line 695:

<td>

</td>

<td>177 249/263

<td>[[tel:177 249/263|177 249/263]]

</td>

<td>45 165/263

<td>[[tel:45 165/263|45 165/263]]

</td>

<td>37 271/317

<td>[[tel:37 271/317|37 271/317]]

</td>

<td>181 223/317

<td>[[tel:181 223/317|181 223/317]]

</td>

<td>

Line 739:

<td>

</td>

<td>177 207/209

<td>[[tel:177 207/209|177 207/209]]

</td>

<td>45 195/209

<td>[[tel:45 195/209|45 195/209]]

</td>

<td>38 62/251

<td>[[tel:38 62/251|38 62/251]]

</td>

<td>181 169/251

<td>[[tel:181 169/251|181 169/251]]

</td>

<td>

Line 765:

<td>46 2/13

</td>

<td>38 56/109

<td>[[tel:38 56/109|38 56/109]]

</td>

<td>181 71/109

<td>[[tel:181 71/109|181 71/109]]

</td>

<td>

Line 827:

<td>

</td>

<td>178 22/101

<td>[[tel:178 22/101|178 22/101]]

</td>

<td>47 53/101

<td>[[tel:47 53/101|47 53/101]]

</td>

<td>40 40/119

<td>[[tel:40 40/119|40 40/119]]

</td>

<td>181 80/119

<td>[[tel:181 80/119|181 80/119]]

</td>

<td>

Line 915:

<td>

</td>

<td>178 62/121

<td>[[tel:178 62/121|178 62/121]]

</td>

<td>49 71/121

<td>[[tel:49 71/121|49 71/121]]

</td>

<td>43 23/139

<td>[[tel:43 23/139|43 23/139]]

</td>

<td>181 41/139

<td>[[tel:181 41/139|181 41/139]]

</td>

<td>

Line 1,003:

<td>

</td>

<td>178 142/161

<td>[[tel:178 142/161|178 142/161]]

</td>

<td>52 4/23

</td>

<td>46 166/179

<td>[[tel:46 166/179|46 166/179]]

</td>

<td>181 1/179

Line 1,051:

<td>53 7/181

</td>

<td>48 48/199

<td>[[tel:48 48/199|48 48/199]]

</td>

<td>180 162/199

<td>[[tel:180 162/199|180 162/199]]

</td>

<td>

@@ Line 1: / Line 1: @@
 <h2>IMPORTED REVISION FROM WIKISPACES</h2>
 This is an imported revision from Wikispaces. The revision metadata is included below for reference:<br>
-: This revision was by author [[User:JosephRuhf|JosephRuhf]] and made on <tt>2015-05-23 22:22:46 UTC</tt>.<br>
+: This revision was by author [[User:JosephRuhf|JosephRuhf]] and made on <tt>2015-06-11 13:18:23 UTC</tt>.<br>
-: The original revision id was <tt>551985856</tt>.<br>
+: The original revision id was <tt>553696590</tt>.<br>
 : The revision comment was: <tt></tt><br>
 The revision contents are below, presented both in the original Wikispaces Wikitext format, and in HTML exactly as Wikispaces rendered it.<br>
 <h4>Original Wikitext content:</h4>
-<div style="width:100%; max-height:400pt; overflow:auto; background-color:#f8f9fa; border: 1px solid #eaecf0; padding:0em"><pre style="margin:0px;border:none;background:none;word-wrap:break-word;white-space: pre-wrap ! important" class="old-revision-html">For most of its generator range, this MOS is the chromatic scale of the family of temperaments which divide the perfect fifth into four equal parts, thus representing 81:80 (the syntonic comma) by -13 generators. In fact, this comma, which may be exaggerated until the point where it is 60¢, appears as the difference between the generator and the disjunct tone and as the small step when the generator is flatter than 3/20edo.
+<div style="width:100%; max-height:400pt; overflow:auto; background-color:#f8f9fa; border: 1px solid #eaecf0; padding:0em"><pre style="margin:0px;border:none;background:none;word-wrap:break-word;white-space: pre-wrap ! important" class="old-revision-html">For most of its generator range, this MOS is the chromatic scale of the family of temperaments which divide the perfect fifth into four equal parts, thus representing 81:80 (the syntonic comma) by +7 generators. In fact, this comma, which may be exaggerated until the point where it is 60¢, appears as the difference between the generator and the disjunct tone and as the small step when the generator is flatter than 3/20edo.
 ||||||~ Generator ||~ cents ||||~ Syntonic comma ||~ cents ||||||~ &lt;span style="font-size: 12.8000001907349px;"&gt;Generator&lt;/span&gt; ||
 || 1/7 ||   ||   || 171 3/7 ||||= 0 || 184 8/13 ||   ||   || 2/13 ||
 || 6/41 ||   ||   || 175 25/41 || 29 11/41 || 20 20/59 || 183 3/59 ||   ||   || 9/59 ||
-||   || 23/157 ||   || 175 125/157 || 30 79/157 || 20 100/223 || 182 214/223 ||   || 34/223 ||   ||
+||   || 23/157 ||   || [[tel:175 125/157|175 125/157]] || [[tel:30 79/157|30 79/157]] || [[tel:20 100/223|20 100/223]] || [[tel:182 214/223|182 214/223]] ||   || 34/223 ||   ||
 ||   || 17/116 ||   || 175 25/29 || 31 1/29 || 21 39/41 || 182 38/41 ||   || 25/164 ||   ||
 ||   || 11/75 ||   || 176 || 32 || 22 6/7 || 182 6/7 ||   || 16/105 ||   ||
-||   || 16/109 ||   || 176 16/109 || 33 3/109 || 23 127/151 || 182 118/151 ||   || 23/151 ||   ||
+||   || 16/109 ||   || [[tel:176 16/109|176 16/109]] || 33 3/109 || [[tel:23 127/151|23 127/151]] || [[tel:182 118/151|182 118/151]] ||   || 23/151 ||   ||
-||   || 21/143 ||   || 176 32/143 || 33 81/143 || 24 72/197 || 182 142/197 ||   || 30/197 ||   ||
+||   || 21/143 ||   || [[tel:176 32/143|176 32/143]] || [[tel:33 81/143|33 81/143]] || [[tel:24 72/197|24 72/197]] || [[tel:182 142/197|182 142/197]] ||   || 30/197 ||   ||
 ||   || 26/177 ||   || 176 16/59 || 33 53/59 || 24 56/81 || 182 20/27 ||   || 37/243 ||   ||
-||   || 31/211 ||   || 176 64/211 || 34 36/211 || 24 264/289 || 182 208/289 ||   || 44/289 ||   ||
+||   || 31/211 ||   || [[tel:176 64/211|176 64/211]] || [[tel:34 36/211|34 36/211]] || [[tel:24 264/289|24 264/289]] || [[tel:182 208/289|182 208/289]] ||   || 44/289 ||   ||
 ||   || 36/245 ||   || 176 16/49 || 34 2/7 || 25 5/67 || 182 46/67 ||   || 51/335 ||   ||
 || 5/34 ||   ||   || 176 8/17 || 35 5/17 || 26 1/23 || 182 14/23 ||   ||   || 7/46 ||
-||   || 24/163 ||   || 176 112/163 || 36 132/163 || 27 183/217 || 182 106/217 ||   || 33/217 ||   ||
+||   || 24/163 ||   || [[tel:176 112/163|176 112/163]] || [[tel:36 132/163|36 132/163]] || [[tel:27 183/217|27 183/217]] || [[tel:182 106/217|182 106/217]] ||   || 33/217 ||   ||
 ||   || 19/129 ||   || 176 32/43 || 37 9/43 || 28 4/57 || 182 26/57 ||   || 26/171 ||   ||
 ||   || 14/95 ||   || 176 16/19 || 37 17/19 || 28.8 || 182.4 ||   || 19/125 ||   ||
 ||   ||   || 23/156 || 176 12/13 || 38 6/13 || 29 7/17 || 182 6/17 || 31/204 ||   ||   ||
 ||   || 9/61 ||   || 177 3/61 || 39 21/61 || 30 30/79 || 182 22/79 ||   || 12/79 ||   ||
-||   ||   || 22/149 || 177 27/149 || 40 40/149 || 31 79/191 || 182 38/191 || 29/191 ||   ||   ||
+||   ||   || 22/149 || [[tel:177 27/149|177 27/149]] || [[tel:40 40/149|40 40/149]] || [[tel:31 79/191|31 79/191]] || [[tel:182 38/191|182 38/191]] || 29/191 ||   ||   ||
 ||   || 13/88 ||   || 177 3/11 || 40 10/11 || 32 1/7 || 182 1/7 ||   || 17/112 ||   ||
 ||   || 17/115 ||   || 177 9/23 || 41 17/23 || 33 3/29 || 182 2/29 ||   || 22/145 ||   ||
 ||   || 21/142 ||   || 177 33/71 || 42 18/71 || 33 63/89 || 182 2/89 ||   || 27/178 ||   ||
-||   || 25/169 ||   || 177 87/169 || 42 102/169 || 33 174/211 || 181 209/211 ||   || 32/211 ||   ||
+||   || 25/169 ||   || [[tel:177 87/169|177 87/169]] || [[tel:42 102/169|42 102/169]] || [[tel:33 174/211|33 174/211]] || [[tel:181 209/211|181 209/211]] ||   || 32/211 ||   ||
 ||   || 29/196 ||   || 177 27/49 || 42 6/7 || 34 26/61 || 181 59/61 ||   || 37/244 ||   ||
 ||   ||   ||   || 177.5529565 || 42.870695 || 34.541655 || 181.958334 ||   ||   ||   ||
-||   || 33/223 ||   || 177 129/223 || 43 11/223 || 34 182/277 || 181 263/277 ||   || 42/277 ||   ||
+||   || 33/223 ||   || [[tel:177 129/223|177 129/223]] || [[tel:43 11/223|43 11/223]] || [[tel:34 182/277|34 182/277]] || [[tel:181 263/277|181 263/277]] ||   || 42/277 ||   ||
 ||   || 37/250 ||   || 177.6 || 43.2 || 34 26/31 || 181 29/31 ||   || 47/310 ||   ||
-||   || 41/277 ||   || 177 171/277 || 43 89/277 || 34 338/343 || 181 317/343 ||   || 52/343 ||   ||
+||   || 41/277 ||   || [[tel:177 171/277|177 171/277]] || [[tel:43 89/277|43 89/277]] || [[tel:34 338/343|34 338/343]] || [[tel:181 317/343|181 317/343]] ||   || 52/343 ||   ||
 ||   || 45/304 ||   || 177 12/19 || 43 8/19 || 35 5/47 || 181 43/47 ||   || 57/376 ||   ||
 || 4/27 ||   ||   || 177 7/9 || 44 4/9 || 36 4/11 || 181 9/11 ||   ||   || 5/33 ||
-||   || 39/263 ||   || 177 249/263 || 45 165/263 || 37 271/317 || 181 223/317 ||   || 48/317 ||   ||
+||   || 39/263 ||   || [[tel:177 249/263|177 249/263]] || [[tel:45 165/263|45 165/263]] || [[tel:37 271/317|37 271/317]] || [[tel:181 223/317|181 223/317]] ||   || 48/317 ||   ||
 ||   || 35/236 ||   || 177 57/59 || 45 45/59 || 38 2/71 || 181 49/71 ||   || 43/284 ||   ||
-||   || 31/209 ||   || 177 207/209 || 45 195/209 || 38 62/251 || 181 169/251 ||   || 38/251 ||   ||
+||   || 31/209 ||   || [[tel:177 207/209|177 207/209]] || [[tel:45 195/209|45 195/209]] || [[tel:38 62/251|38 62/251]] || [[tel:181 169/251|181 169/251]] ||   || 38/251 ||   ||
-||   || 27/182 ||   || 178 2/91 || 46 2/13 || 38 56/109 || 181 71/109 ||   || 33/218 ||   ||
+||   || 27/182 ||   || 178 2/91 || 46 2/13 || [[tel:38 56/109|38 56/109]] || [[tel:181 71/109|181 71/109]] ||   || 33/218 ||   ||
 ||   || 23/155 ||   || 178 2/31 || 46 14/31 || 38 34/37 || 181 23/37 ||   || 28/185 ||   ||
 ||   || 19/128 ||   || 178.125 || 46.875 || 39 9/19 || 181 11/19 ||   || 23/152 ||   ||
-||   || 15/101 ||   || 178 22/101 || 47 53/101 || 40 40/119 || 181 80/119 ||   || 18/119 ||   ||
+||   || 15/101 ||   || [[tel:178 22/101|178 22/101]] || [[tel:47 53/101|47 53/101]] || [[tel:40 40/119|40 40/119]] || [[tel:181 80/119|181 80/119]] ||   || 18/119 ||   ||
 ||   ||   ||   || 178.27805 || 47.946352 || 41.099324 || 181.453898 ||   ||   ||   ||
 ||   || 11/74 ||   || 178 14/37 || 48 24/37 || 41 37/43 || 181 17/43 ||   || 13/86 ||   ||
 ||   ||   || 29/195 || 178 6/13 || 49 3/13 || 42 2/3 || 181 1/3 || 32/225 ||   ||   ||
-||   || 18/121 ||   || 178 62/121 || 49 71/121 || 43 23/139 || 181 41/139 ||   || 21/139 ||   ||
+||   || 18/121 ||   || [[tel:178 62/121|178 62/121]] || [[tel:49 71/121|49 71/121]] || [[tel:43 23/139|43 23/139]] || [[tel:181 41/139|181 41/139]] ||   || 21/139 ||   ||
 ||   || 25/168 ||   || 178 4/7 || 50 || 43.75 || 181.25 ||   || 29/192 ||   ||
 ||   || 32/215 ||   || 178 26/43 || 50 10/43 || 44 4/49 || 181 11/49 ||   || 37/245 ||   ||
 || 7/47 ||   ||   || 178 34/47 || 51 3/47 || 45 15/53 || 181 7/53 ||   ||   || 8/53 ||
-||   || 24/161 ||   || 178 142/161 || 52 4/23 || 46 166/179 || 181 1/179 ||   || 27/179 ||   ||
+||   || 24/161 ||   || [[tel:178 142/161|178 142/161]] || 52 4/23 || [[tel:46 166/179|46 166/179]] || 181 1/179 ||   || 27/179 ||   ||
 ||   || 17/114 ||   || 178 18/19 || 52 12/19 || 47 13/21 || 180 20/21 ||   || 19/126 ||   ||
-||   || 27/181 ||   || 179 1/181 || 53 7/181 || 48 48/199 || 180 162/199 ||   || 30/199 ||   ||
+||   || 27/181 ||   || 179 1/181 || 53 7/181 || [[tel:48 48/199|48 48/199]] || [[tel:180 162/199|180 162/199]] ||   || 30/199 ||   ||
 || 10/67 ||   ||   || 179 7/67 || 53 49/67 || 49 23/73 || 180 42/73 ||   ||   || 11/73 ||
 ||   || 23/154 ||   || 179 17/77 || 54 6/11 || 50 50/83 || 180 42/83 ||   || 25/166 ||   ||
@@ Line 58: / Line 58: @@
 || 3/20 ||   ||   || 180 ||||= 60 || 180 ||   ||   || 3/20 ||</pre></div>
 <h4>Original HTML content:</h4>
-<div style="width:100%; max-height:400pt; overflow:auto; background-color:#f8f9fa; border: 1px solid #eaecf0; padding:0em"><pre style="margin:0px;border:none;background:none;word-wrap:break-word;width:200%;white-space: pre-wrap ! important" class="old-revision-html">&lt;html&gt;&lt;head&gt;&lt;title&gt;7L 6s&lt;/title&gt;&lt;/head&gt;&lt;body&gt;For most of its generator range, this MOS is the chromatic scale of the family of temperaments which divide the perfect fifth into four equal parts, thus representing 81:80 (the syntonic comma) by -13 generators. In fact, this comma, which may be exaggerated until the point where it is 60¢, appears as the difference between the generator and the disjunct tone and as the small step when the generator is flatter than 3/20edo.&lt;br /&gt;
+<div style="width:100%; max-height:400pt; overflow:auto; background-color:#f8f9fa; border: 1px solid #eaecf0; padding:0em"><pre style="margin:0px;border:none;background:none;word-wrap:break-word;width:200%;white-space: pre-wrap ! important" class="old-revision-html">&lt;html&gt;&lt;head&gt;&lt;title&gt;7L 6s&lt;/title&gt;&lt;/head&gt;&lt;body&gt;For most of its generator range, this MOS is the chromatic scale of the family of temperaments which divide the perfect fifth into four equal parts, thus representing 81:80 (the syntonic comma) by +7 generators. In fact, this comma, which may be exaggerated until the point where it is 60¢, appears as the difference between the generator and the disjunct tone and as the small step when the generator is flatter than 3/20edo.&lt;br /&gt;
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-         &lt;td&gt;176 32/143&lt;br /&gt;
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-         &lt;td&gt;33 81/143&lt;br /&gt;
+         &lt;td&gt;[[tel:33 81/143|33 81/143]]&lt;br /&gt;
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-         &lt;td&gt;24 72/197&lt;br /&gt;
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+         &lt;td&gt;[[tel:182 142/197|182 142/197]]&lt;br /&gt;
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-         &lt;td&gt;34 36/211&lt;br /&gt;
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-         &lt;td&gt;24 264/289&lt;br /&gt;
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-         &lt;td&gt;176 112/163&lt;br /&gt;
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-         &lt;td&gt;27 183/217&lt;br /&gt;
+         &lt;td&gt;[[tel:27 183/217|27 183/217]]&lt;br /&gt;
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-         &lt;td&gt;182 106/217&lt;br /&gt;
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-         &lt;td&gt;177 27/149&lt;br /&gt;
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-         &lt;td&gt;40 40/149&lt;br /&gt;
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-         &lt;td&gt;31 79/191&lt;br /&gt;
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-         &lt;td&gt;177 87/169&lt;br /&gt;
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-         &lt;td&gt;42 102/169&lt;br /&gt;
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-         &lt;td&gt;33 174/211&lt;br /&gt;
+         &lt;td&gt;[[tel:33 174/211|33 174/211]]&lt;br /&gt;
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-         &lt;td&gt;181 209/211&lt;br /&gt;
+         &lt;td&gt;[[tel:181 209/211|181 209/211]]&lt;br /&gt;
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-         &lt;td&gt;177 129/223&lt;br /&gt;
+         &lt;td&gt;[[tel:177 129/223|177 129/223]]&lt;br /&gt;
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-         &lt;td&gt;43 11/223&lt;br /&gt;
+         &lt;td&gt;[[tel:43 11/223|43 11/223]]&lt;br /&gt;
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+         &lt;td&gt;[[tel:181 263/277|181 263/277]]&lt;br /&gt;
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+         &lt;td&gt;[[tel:43 89/277|43 89/277]]&lt;br /&gt;
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-         &lt;td&gt;181 169/251&lt;br /&gt;
+         &lt;td&gt;[[tel:181 169/251|181 169/251]]&lt;br /&gt;
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-         &lt;td&gt;47 53/101&lt;br /&gt;
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-         &lt;td&gt;181 80/119&lt;br /&gt;
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-         &lt;td&gt;49 71/121&lt;br /&gt;
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