Korg M3, Руководство по параметрам

Страница: 552 / 647

KARMA GE guide
542
Note: While exponential and logarithmic curves may seem to
have a similar shape, they have slight differences which can
affect the outcome of the random choices. For more
information, please see “Random Weighting Curves” on
page 584.
A Factor of 0 with any shaped curve yields a linear
table (straight diagonal line), and a random tie or a
rhythm value in the pool will have an equal chance of
getting chosen.
The following table summarizes the effect of the various
Weighting Curves and the Factor field on random ties:
Associated Parameters
Rhythm Multiplier [1…800 (%)]
Multiplies the selected Rhythm Pattern by the percentage.
Useful for poly-rhythmic and fractal effects, such as using
the same Rhythm Pattern at different multiplications. For
example, if a Pattern is {16th, 8th, 8th}, then using a
“Rhythm Multiplier” of 50% changes it to {32nd, 16th, 16th};
using a “Multiplier” of 200% changes it to {8th, Quarter,
Quarter}
; using a “Multiplier” of 136% changes it to {8th
triplet, Qtr triplet, Qtr triplet} ; and using a “Multiplier” of
150% changes it to {dotted 8th, dotted Qtr, dotted Qtr}.
Straight Multipliers [0…5]
Selects from a quantized set of “straight” values for the
Rhythm Multiplier field. In other words, when applied to a
Rhythm Pattern containing values such as 16th notes, the
resulting rhythmic values will be straight values such as 8th
notes, quarter notes, etc.
Straight/Trip Mults [0…10]
Selects from a quantized set of “straight & triplet” values for
the Rhythm Multiplier field. In other words, when applied
to a Rhythm Pattern containing values such as 16th notes,
the resulting rhythmic values will be straight values such as
8th notes, quarter notes, etc. or various triplet values.
Strt/Dot/Trip Mults [0…15]
Selects from a quantized set of “straight, triplet & dotted”
values for the Rhythm Multiplier field. In other words,
when applied to a Rhythm Pattern containing values such as
16th notes, the resulting rhythmic values will be straight
values such as 8th notes, quarter notes, etc., various triplet
values, or various dotted values.
Template Parameters
The two Template Parameters select from 63 or 64 different
Rhythm Pattern Templates, and load the parameters into the
current Phase’s Pattern Grid and associated parameters.
A Rhythm Pattern Template consists of:
• the configuration of the Rhythm Pattern Grid
• Random Weighting Parameters - Pools
• Random Weighting Parameters - Ties
Template [1…63]
The internal settings of the GE for the set of parameters
corresponding to the chosen Template are never used; rather
they are always replaced by one of the selected Templates
from within the Min/Max range specified for the GE RTP
page (“MIN (Min Value)” and “MAX (Max Value)”
☞
p.90).
In this case, available range is 1–63.
Te Restore [0: [As Stored]…63]
Similar to the above setting; however, the internal settings of
the GE can be restored and used as part of the real-time
Template operation. In this case, the Min setting of the
Template Range actually does not select that Template;
rather, it causes the internal settings of the GE to be restored
for that Template’s set of parameters. In other words, you
can have a complex pattern already set up. When “Template
+ Restore” is being assigned as a GE RTP, you specify a
range where the “Min Value” restores the internal settings,
and the rest of the range selects Templates, replacing the
internal settings. So if the “Min value” was 5 and the “Max
value” was 10, choosing 5 would restore the internal
settings, and 6 through 10 would select the corresponding
Rhythm Template. You can use this to keep the internal
settings of the GE, while still allowing a wide variety of
Templates to be substituted for various groups of
parameters. In this case, the available range is 0–63. You can
assign the full range of all 63 Templates, or only a portion of
the range, and still have the ability to restore the original
internal settings.
Values that receive priority:
Weighting
Curve Factor
+ (positive) – (negative)
Exp/Log less ties more ties
0: 25% 2: 100% 4: 400%
1: 50% 3: 200% 5: 800%
0: 25% 4: 100% 8: 400%
1: 34% 5: 136% 9: 544%
2: 50% 6: 200% 10: 800%
3: 68% 7: 272%
0: 25% 4: 68% 8: 150% 12: 400%
1: 34% 5: 75% 9: 200% 13: 544%
2: 37% 6: 100% 10: 272% 14: 600%
3: 50% 7: 136% 11: 300% 15: 800%