&dAFILE: release\sinfonie\0791\stage2\01&d@ &dA &dAPROBLEM: THIS IS THE FILE FOR THE FIFTH 3-PART INVENTION, BWV 791. &dAITS DENSE ENCRUSTATION OF GRACE-NOTES AND FRENCH KEYBOARD ORNAMENTS &dAPREVENTS IT FROM MOVING THROUGH EITHER s2mcomp OR autotest. THE &dAGRACE NOTES SEEM TO BE THE MAIN PROBLEM IN BOTH CASES (ALTHOUGH I &dACAN'T GET FAR ENOUGH THROUGH THE FILE TO DISCOVER WHETHER THE &dAORNAMENTS WILL ALSO CAUSE A PROBLEM IN s2mcomp). s2mcomp ENTERS &dA"EXAMINE" MODE AT "SOURCE LINE NUMBER 869" AND "652", BOTH OF WHICH &dASEEM TO CONCERN A VARIABLE NAMED "spitch". autotest APPARENTLY &dADOESN'T LIKE THE SLURS ON THE GRACE-NOTES; IT GIVES THIS ERROR MSG.: Desired distance between staves of the grand staff? (Enter = accept default) 0 140 Time = 3:4 Time = 3:4 measure 1 measure 2 measure 3 Slur error: Can't start an existing slur (possible missing termination) Ready for program &dAALL THE SLURS IN THE VICINITY OF M. 3 ARE PROPERLY TERMINATED. &dACOULD THIS BE A RECURRENCE OF A PROBLEM WE HAD A COUPLE YEARS AGO &dAWITH SETTING GRACE-NOTE SLURS, IN WHICH THE DISTANCE BETWEEN GRACE &dAAND PRINCIPAL NOTE WAS TOO SHORT FOR ANY SLURS IN THE EXISTING &dALOOKUP TABLE? SEEMS UNLIKELY, BUT IT'S ALL I CAN THINK OF. &dCIF YOU COMPARE THIS FILE WITH THE BG SCORE (A COPY OF WHICH I WILL &dCHAVE -- OR SHOULD HAVE -- GIVEN YOU), YOU MAY NOTICE THAT THE &dCTRIPLET-LIKE THIRTY-SECOND NOTES IN MEAS. 9, 10, ETC. OF BG ARE &dCENCODED HERE AS SIXTEENTH NOTES FOLLOWED BY GROUPS OF GRACE NOTES. &dCTHIS IS ACTUALLY HOW THEY ARE NOTATED IN BACH'S MS. THEY WILL &dCPROVIDE A GOOD TEST OF s2mcomp'S OPTION OF STEALING GRACE-NOTE TIME &dCFROM PRECEDING NOTES. ONE POTENTIAL PROBLEM, HOWEVER, MAY BE IN M. &dC22, 35, and 36, WHERE I HAVE TRIED TO REPRODUCE THE FACT THAT THE &dCBEAMS OF THESE PARTICULAR GROUPS OF GRACE-NOTES ARE APPENDED ONTO &dCTHE BEAMS OF THE PRECEDING SIXTEENTH NOTES. I'VE NEVER TRIED TO &dCUNITE GRACE-NOTE BEAMS WITH REGULAR-SIZE BEAMS BEFORE, AND IT &dCMAY NOT WORK. IF NOT, THEN IT'S NOT WORTH KEEPING; WE CAN JUST &dCSEPARATE THE TWO BEAM GROUPS AS NORMALLY DONE.