[r-t] Rapid Rap (splicing)

[Mike Ovenden]

Mark wanted something to splice with Rapid Rap.  Here's another suggestion
for his collection: 56-34-36-56.14.  Alternate leads of this and Rapid Rap,
all joined with the call x, give a block of 48 containing all the rows with
1, 2 on the front.  Here's a simple 720:


720 Spliced Rapid Rap and unnamed

1/2 1 2 3 4 5 6
--------------- 123456
 -  x x x x x x 234156
 -  x x x x x x 341256
 -  x x x x x x 412356
 -  x x x x x   241635
    x x x x x   462513
---------------
3-part
Rapid Rap [R]: 34-56-36-34.16
unnamed [C]: 56-34-36-56.14
6 lead courses, all called CRCRCR
- = 14 at half-lead, x = x


Same idea as PABS 1440 of RR, only the rows needed for the x14 qset are
unfortunately at the half lead.  Bummer.  No plain leads of C, and an
average of more than one call per lead.


Other methods will give a block of 48 containing all the rows with 1, 2 on
the front, so can potentially be used to join the blocks in a more
satisfactory way.  Here's an example using Hekaton.


720 Spliced Rapid Rap, Hekaton, and unnamed

   --------------------
   123456 345612 561234 C
x  126435 345612 564213 Rapid Rap
x  124536 345612 562314 C
x  126543 345612 564321 Rapid Rap
x  125346 345612 563124 C
x  126354 345612 564132 Rapid Rap
16 241635 463251 625413 Hekaton
34 243561 463251 621345 Hekaton
34 246153 463251 624531 Hekaton
34 245316 463251 623154 Hekaton
16 412563 463251 256341 Hekaton
34 416352 463251 254136 Hekaton
12 142536 463251 526314 Hekaton
34 143652 463251 521436 Hekaton
16 451326 613542 235164 Rapid Rap
x  453621 613542 231465 C
x  451632 613542 235416 Rapid Rap
x  456231 613542 234615 C
x  451263 613542 235641 Rapid Rap
x  452361 613542 236145 C
14 534126 156342 312564 Hekaton
34 532614 156342 316452 Hekaton
34 531462 156342 315246 Hekaton
34 536241 156342 314625 Hekaton
   --------------------
16 345612 561234 123456


Mike