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| Roland MC4 MicroComposer with a Cellular Automata text printout, connected to the Hinton Music Lab Modular (Noyzelab Studio 2007) |
Lots of people are becoming familiar with the Roland MC4 MicroComposer and its become quite a legendary box over the years. With well known works from composers such as Vince Clarke & Aphex Twin the musical applications of the MC4 cover a lot of ground. Over the years I've been playing around with different ways of working with this box since I got my first one in 1997, and I started integrating it with my algorithmic / generative composition processes.
The simplest way to get algorithmic data into the MC4 that I have used is driving it directly using my other CA sequencers MANIAC or Ulamizer-II using step record mode and manually punching in "measure ends" to get bunches of generative sequences recorded. One method that works well but is somewhat tedious (although good for mental focus) has been to generate text files with a series of number values using custom programs made in Mathematica. I first tried this laborious method in 2006 using Cellular Automata, around the time I finished my PhD. I did a brief page on it here and this post is a little more elaboration on that webpage.
The method I used to generate the data values was adapted from an Australasian Computer Music Conference paper I presented in 2005 :
Burraston, D. (2005) Composition at the Edge of Chaos. Proceedings of the 2005 Australasian Computer Music Conference.(Brisbane, July 2005). PDF -> here
The process is relatively simple and some example outputs are given in the tables below. Each table contains an associated tab delimited text file containing CA evolutions that have been scaled MOD 126 to the full Control Voltage (CV) range (0 to 125) of the MC4. Each row is an 8 step set of CV sequence values. The rows were converted from CA evolutions from all possible seeds for an 8 cell system size running for 8 generations. A graphic overview is provided in the left column (time runs left to right).
The first two tables are elementary CA rules 15 and 18, the other two rules are 5 neighbour rules 6ce750a4 and ed34a597. In the final table rule ed34a597 has been used to generate 64 sets of 16 step CV loops using a system size of 32 cells. I have zipped together a selection of elementary rules -> here which contains rules {15, 18, 22, 30, 45, 54, 60, 62, 73, 85, 90, 105, 110, 126, 129, 150, 170, 210, 240, 225} with a gif and tab delimited text file for each rule.
A similar process can be used for step/gate times and MPX pulses, by changing the scaling of the CA output to match those ranges or assigning CA cells to MPX pulse outputs. This method can of course be scaled to any range within the full range of MC4 values with a little code tweaking e.g. rescaling note values to 0 to 24 for a bassline pattern or for velocity values to make quieter notes etc.
Once all this data is entered it is now possible to be saved for reloading at a later date. This can be done using the MC4's MTR-100 digital data cassette unit or via the tape dump output. A different method I devised was published in Sound on Sound magazine, see this post: saving MC4 data to a computer via the tape port. You can also use the data dump as a soundfile to play around with as well!
Here is a short sound example recorded in 2007 of the MC4 with manually entered CA data playing the Hinton Music Lab Modular.
The first two tables are elementary CA rules 15 and 18, the other two rules are 5 neighbour rules 6ce750a4 and ed34a597. In the final table rule ed34a597 has been used to generate 64 sets of 16 step CV loops using a system size of 32 cells. I have zipped together a selection of elementary rules -> here which contains rules {15, 18, 22, 30, 45, 54, 60, 62, 73, 85, 90, 105, 110, 126, 129, 150, 170, 210, 240, 225} with a gif and tab delimited text file for each rule.
A similar process can be used for step/gate times and MPX pulses, by changing the scaling of the CA output to match those ranges or assigning CA cells to MPX pulse outputs. This method can of course be scaled to any range within the full range of MC4 values with a little code tweaking e.g. rescaling note values to 0 to 24 for a bassline pattern or for velocity values to make quieter notes etc.
Once all this data is entered it is now possible to be saved for reloading at a later date. This can be done using the MC4's MTR-100 digital data cassette unit or via the tape dump output. A different method I devised was published in Sound on Sound magazine, see this post: saving MC4 data to a computer via the tape port. You can also use the data dump as a soundfile to play around with as well!
Here is a short sound example recorded in 2007 of the MC4 with manually entered CA data playing the Hinton Music Lab Modular.
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0 3 0 3 0 3 0 3
1 1 64 97 16 121 4 1 2 2 2 65 32 113 8 125 3 0 66 33 48 105 12 123 4 1 1 1 64 97 16 121 5 125 65 95 80 89 20 119 6 0 3 63 96 81 24 117 7 124 67 31 112 73 28 115 8 125 2 2 2 65 32 113 9 123 66 96 18 57 36 111 10 124 4 64 34 49 40 109 11 122 68 32 50 41 44 107 12 123 3 0 66 33 48 105 13 121 67 94 82 25 52 103 14 122 5 62 98 17 56 101 15 120 69 30 114 9 60 99 16 121 4 1 1 1 64 97 17 119 68 95 17 119 68 95 18 120 6 63 33 111 72 93 19 118 70 31 49 103 76 91 20 119 5 125 65 95 80 89 21 117 69 93 81 87 84 87 22 118 7 61 97 79 88 85 23 116 71 29 113 71 92 83 24 117 6 0 3 63 96 81 25 115 70 94 19 55 100 79 26 116 8 62 35 47 104 77 27 114 72 30 51 39 108 75 28 115 7 124 67 31 112 73 29 113 71 92 83 23 116 71 30 114 9 60 99 15 120 69 31 112 73 28 115 7 124 67 32 113 8 125 2 2 2 65 33 111 72 93 18 120 6 63 34 112 10 61 34 112 10 61 35 110 74 29 50 104 14 59 36 111 9 123 66 96 18 57 37 109 73 91 82 88 22 55 38 110 11 59 98 80 26 53 39 108 75 27 114 72 30 51 40 109 10 124 4 64 34 49 41 107 74 92 20 56 38 47 42 108 12 60 36 48 42 45 43 106 76 28 52 40 46 43 44 107 11 122 68 32 50 41 45 105 75 90 84 24 54 39 46 106 13 58 100 16 58 37 47 104 77 26 116 8 62 35 48 105 12 123 3 0 66 33 49 103 76 91 19 118 70 31 50 104 14 59 35 110 74 29 51 102 78 27 51 102 78 27 52 103 13 121 67 94 82 25 53 101 77 89 83 86 86 23 54 102 15 57 99 78 90 21 55 100 79 25 115 70 94 19 56 101 14 122 5 62 98 17 57 99 78 90 21 54 102 15 58 100 16 58 37 46 106 13 59 98 80 26 53 38 110 11 60 99 15 120 69 30 114 9 61 97 79 88 85 22 118 7 62 98 17 56 101 14 122 5 63 96 81 24 117 6 0 3 64 97 16 121 4 1 1 1 65 95 80 89 20 119 5 125 66 96 18 57 36 111 9 123 67 94 82 25 52 103 13 121 68 95 17 119 68 95 17 119 69 93 81 87 84 87 21 117 70 94 19 55 100 79 25 115 71 92 83 23 116 71 29 113 72 93 18 120 6 63 33 111 73 91 82 88 22 55 37 109 74 92 20 56 38 47 41 107 75 90 84 24 54 39 45 105 76 91 19 118 70 31 49 103 77 89 83 86 86 23 53 101 78 90 21 54 102 15 57 99 79 88 85 22 118 7 61 97 80 89 20 119 5 125 65 95 81 87 84 87 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61 63 62 61 43 122 118 0 122 118 0 122 44 3 3 3 3 3 3 3 45 122 118 0 122 118 0 122 46 97 22 97 22 97 22 97 47 104 3 58 5 61 78 0 48 101 85 117 101 85 117 101 49 105 73 41 105 73 41 105 50 11 50 11 50 11 50 11 51 74 28 84 116 94 14 67 52 7 88 7 88 7 88 7 53 68 44 68 44 68 44 68 54 29 25 35 112 75 83 121 55 94 96 23 34 119 27 0 56 29 12 100 20 112 51 0 57 93 111 120 123 63 96 111 58 5 61 78 0 3 3 3 59 66 46 65 112 51 0 3 60 17 79 81 17 79 81 17 61 78 0 3 3 3 3 3 62 25 5 90 16 77 19 56 63 96 111 57 93 111 120 123 64 33 31 32 33 31 32 33 65 97 113 121 125 1 2 1 66 46 65 112 51 0 3 3 67 45 71 103 74 28 84 116 68 44 68 44 68 44 68 44 69 45 122 118 0 122 118 0 70 44 68 44 68 44 68 44 71 40 95 102 0 3 3 3 72 35 112 75 83 121 50 7 73 41 105 73 41 105 73 41 74 28 84 116 94 14 67 45 75 25 5 90 16 77 19 56 76 22 97 22 97 22 97 22 77 19 56 39 106 62 25 5 78 0 3 3 3 3 3 3 79 6 113 10 119 27 0 3 80 11 50 11 50 11 50 11 81 17 79 81 17 79 81 17 82 122 0 124 122 0 124 122 83 121 50 7 54 29 25 35 84 116 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0 122 118 123 115 107 123 115 107 123 115 124 0 124 122 0 124 122 0 125 1 2 1 65 97 113 121 0 122 118 0 122 118 0 122 1 2 1 65 97 113 121 125 2 1 65 97 113 121 125 1 3 3 3 3 3 3 3 3 |
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