Page 364 - The Ashley Book of Knots
P. 364

THE  MONKEY'S  FIST  AND  ufHER  KNOT  COVERINGS









                                               2204.  A  MONKEY'S  FIST  on  a  two-circle  diagram  may  be  tied  in




                                        several ways, of which the following seemed to be the most practical.




                                               Tie a DOUBLE or TRIPLE OVERHAND KNOT, then tuck one end once




                                        as  pictured  and  the  other  end  either  once  or  twice  according  to




                                        whether a  double or triple  knot is  wished. The illustrations show a




                                        doubled one. Draw up the OVERHAND KNOT first and then the second




                                        cycle.






                                               2205.  This shows a fourth way to tie the regular  MONKEY'S  FIST




                                        of six  parts  that  has  already  been  discussed  as  jIj 2 200,  jIj 2 20 I,  and




                                        *2202. The method  was suggested by the  foregoing  way  of tying




                                        a two-circle knot. Begin by tying a TR.IPLE  OVERHAND  KNOT.  With



                                        the  lower left end take three turns around the OVERHAND  KNOT,  as




                                        diagram  I. Then  with  the  remaining  upper  end  make  three  turns




                                        outside  the last  turns that were taken,  and inside  the initial TRIPLE                                                                                                                                                                                                .---'- .




                                        OVERHAND  KNOT.  Draw the knot taut and side splice the end to the                                                                                                                                                                                                       (




                                       standing  part.  Tie  around  a  ball  if  desired.  The  two  ends  of  this
                                                                                                                                                                                                                                                                                                                                                                  ----'2. 2. 0  S"


                                        knot are laterally opposite each other instead of diagonally opposite



                                        as  in  jlj?220I,  jlj?2202,  ~2203.







                                               2206.  A four-circle diagrtrm coincides with the edges of a cubocta-




                                        hedron.  Each square is  bounded by four triangles and each triangle



                                        by three squares. The single line  of the diagram represents the knot




                                        doubled. It is  quite  a  handful and it will be  found  easier to  project




                                        it  by  pinning  out  on  the  cork  board  than  to  try to  tie  it directly




                                        in hand. The knot is handsome and regular and so large that even the




                                        two-ply specimen requires a core.




                                               This form provides the nOf1l1allimit for a regular MONKEY'S  FIST



                                        diagram  based  on  interlocking  circles,  as  beyond  this  point  com-




                                       partments of large size  appear which make irregular knots.







                                               2207.  We  will  now go  back  to  the  original  three-cy cle  diagrtrm



                                        (jlj.i2200)  and  will  tie  each  cycle  with  two  different  sets  of  leads




                                        (inner and  outer),  six sets  in  all,  and each  of these  six  will  be  fol-




                                       lowed  twice,  making a  TWO-PLY  KNOT.  The  first  cycle,  consisting




                                       of  four  clockwise  circles,  is  pinned  out fiat,  each  circle  inside  the



                                        previous  one.  The  rope  is  then  diverted  to  the  second  cy cle,  and




                                        the cord is  tucked counterclockwise over two and under two. Hav-




                                       ing finished laying out the first two of the second set of four circles,




                                       the  sequence  is  altered  and  becomes  under  two  and  over two,  for




                                       the  remaining  two circles before  entering the  third  and  last  cycle.




                                       The end is  now led counterclockwise  and  continues  two  more  full



                                       circles in unbroken over-two-and-under-two sequence. It then alters




                                       to under-two-over-two sequence to finish  the last two  circles.  This




                                        will  require  a  core  (a  ball)  even  for  a  TWO-PLY  KNOT.  A  THREE-




                                       PLY  or FOUR-PLY  KNOT  may be tied if a  large  enough core is  pro-





                                       vided. The knot tied is four times the size of jIj? 2200.





                                               2208.  This  knot  gives  an  interesting  example  in  projection.  If




                                       * 207  is  tied  with single  instead  of parallel  lines  it will be  exactly
                                              2



                                        the same knot as this. It is very difficult at times to detect the differ-



                                        ~nces and  similarities  of  two  knots  even  when  they  are  logically                                                                                                                                                                                                       2'2.07




                                         drawn.




















                                                                                                                                                                                                                                                                                                                                                                                         2.2.08

























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