A BRIEFE INTRO­duction to the skill of SONG: Concerning the practise, set forth by William Bathe Gentleman.

In which work is set downe X. sundry wayes of 2. parts in one vpon the plaine song. Also a Table newly ad­ded of the comparisons of Cleues, how one followeth another for the naming of Notes: with other neces­sarie examples, to further the learner.

FABIVS. Musica est honestum et iucundum oblectamen­tum, liberalibus ingenijs maxime dignum.’

LONDON Printed by Thomas Este.

To the Reader.

IGnorance as Diuines doe testifie, is one of the plagues put vpon man the creature, for trans­gressing of the commaundements of God his creatour from which we are to come, (as the patient from his disease) by degrees. Mans vn­derstanding is likened by Aristotle to the eies of the How­let in the day-light. Salomon sayth: Dedi cor meum vt scirem prudentiam, doctrinam, errores (que), et stultitiam, et agnom quod in his quo (que) est labor et afflictio spiritus.

The fame of our ancestours that diligently laboured to bring vs, and in many things brought vs from ignorance to knowledge, shall neuer be forgotten so long as those things wherein they laboured, be in estimation, and (in mine opini­on) so farre forth as we may, we should Imitate the steps of them, for this plague of ignorance is so great, that neither did they neither shall we finde so much: but that we must leaue sufficient, for our posteritie to be found.

Wherefore seeing sufficiently others to labour and trauell in other Sciences, I thought good to bestow my labour in Musicke, seeing that paines might so much preuaile, as by the fruit of my labour may plainly appeare. I tooke the mat­ter in hand vpon this occasion, though it were far distant from my profession, being desired by a gentleman, to instruct him in song, I gaue him such rules as my Master gaue mee: Yet could I giue him no song so plaine, wherein there chan­ced not some one thing or other, to which none of those rules could directly leade him. Marking then how in minde, I did know what by rule I could not teach, I perceiued how [Page] vnder the shade of rule, I attained to many things by rote▪ and how pleasant, speedie and sure it is to runne by rule, I tooke this labour in hand, and brought it to this passe. Olde Musitions laid downe for Song, manifold and crabbed, confuse, tedious rules, as for example: though there be in all but sixe names, Vt, Re, Mi, Fa, Sol, La, hauing amongst them an easie order, yet could not they by rule declare, whe­ther of these should bee attributed to euery Note, vnlesse they had first framed the long ladder or skale of Gam-vt, to which some added, thinking the ladder too short, some hewed off a peece, thinking it too long. Then would they haue the learner be as perfect in comming downe back­ward, as in going vp forward, least in his practise he should fall, and breake his neck. Then must he learne, Gam-vt, in rule, Are, in space, b my in rule, C faut in space, &c. Then must he know Gam vt, how many cleues, how many notes. Are, how many notes, &c. Then must he know b, quadrij, proper chant and bemul, re in Are, whereby vt in Cfaut, whereby mi, in Alamire, whereby &c. And when all haue done, after their long circumstances of time, whereby they should be often driuen to millibi, for Notes standing in di­uerse places of Gam-vt, haue names that the place where they stand comprehend not. Touching all the prolixe cir­cumstances, & needlesse difficulties, that they vse, it loathes me greatly that heere I should write them: & much more would it grieue the Reader to learne them. Also many things are vsed in Song, for which they giue no rules at all, but committed them to dodge at it, harke to it, and harpe vpon it. Now (Reader) th'effect of my pretended purpose, and fruit of my finished labor is this, where they gaue pro­lixe [Page] rules, I haue giuen briefe rules, where they gaue vn­certaine rules, I haue giuen sure rules, and where they haue giuen no rules, I haue giuen rules. After all this that I haue said of their rules, I doe affirme that they deserued greater commendations aboue mee, for finding out the long way, then I aboue others for laying down the short way. For had not they opened the gappe, touching mee, it might very well hap that I should in no sort enter my selfe, and much lesse in any sort inuite others: nothing can at the begin­ning be persected, and therefore are they to bee holden ex­cused as the old verse hath:

But ere the Painter can sure his craft attaine,
Much froward facion transformeth hee in vayne,
By raysing superfluitie, and adding that doth want,
Rude Pictures are made both perfect and pleasant.
For such things by negligence are left vndone,
That by good diligence might be wonne.

There be sufficient, many, and firme prooues had of this that I say, which may by my rules be done, of which I will heere put downe some of them, though I get as little by be­ing beleeued, as I should loose by being belyed.

In a moneth and lesse I instructed a child about the age of eight yeeres, to sing a good number of songs, difficult crabbed Songs, to sing at the first sight, to be so indifferent for all parts, alterations, Cleues, flats, and sharpes, that he could sing a part of that kinde, of which he neuer learned any song, which child for strangenesse was brought before the Lord Deputie of Ireland, to be heard sing: for there were none of his age, though he were longer at it, nor any of his time, (though he were elder) knowne beefore these [Page] rules to sing exactly.

There was another, that had before often handled In­struments, but neuer practised to sing (for hee could not name one Note) who hearing of these rules, obtayned in short time, such profit by them, that he could sing a difficult song of himselfe, without any Instructor.

There was another, who by dodging at it, hearkning to it, & harping vpon it, could neuer be brought to tune sharps aright, who so soone as hee heard these rules set downe for the same, could tune them sufficiently well. I haue taught diuerse others by these rules, in lesse then a moneth; what my selfe by the olde, obtained not in more then two yeeres. Diuerse other proofes I might recite, which heere as need­lesse I doe omit, because the thing will shew it selfe. Diuerse haue repented in their age that they were not put to sing in their youth; but seeing that by these rules, a good skill may be had in a moneth: and the wayes learned in foure or fiue dayes: none commeth too late to learne, and specially if this saying be true: That no man is so olde but thinketh he may liue one yeere longer. As Aristotle in setting forth his predicaments, saw many things requisite to be entreated off: and yet vnfit to be mixed with his treatise: he there­fore made ante predicaments, and post predicaments: so I for the same cause (desirous to abolish confusion) haue ad­ded to my rules, ante rules, and post rules. Vale.

The ante rules of Song.

To prepare for naming the Notes.

PRactise to sunder the Vowels and Consonants, di­stinctly pronouncing them according to the man­ner of the place.

To prepare for Quantitie.

PRactise to haue the breath long to continue, and the tongue at libertie to runne.

To prepare for Time.

PRactise in striking to keepe a iust proportion of one stroke to another.

To prepare for Tune.

PRactise to haue your voice cleere, which when thou hast done, learne the rules following.

The skill of song doth consist in foure things.

  • Naming.
  • Quantitie.
  • Time.
  • Tune.

[Page] The Scale of Musick, which is called Gam-vt, contei­neth 10 rules, and as many spaces; and is set downe in letters and sillables, in which you must beegin at the lowest word, Gam-vt, and so go vpwards to the end still ascending, and learne it perfectly without booke, to say it forwards and backewards: to know, wherein euery key standeth, whether in rule or in space: and how many Cliefes, how many Notes is contayned in euery Key.

[...] Hie. Middest. Low.
eela  1 Note
ddlasol 2 Notes
ccsolsa 2 Notes
bbfab-mi 2 Notes 2 Cliffes
aalamire3 Notes
gsolrevt3 Notes
ffaVt 2 Notes
clami 2 Notes
dlasolre3 Notes
csolfavt3 Notes
bfab-mi 2 Notes 2 Cliffes
alamire3 Notes
Gsolrevt3 Notes
Ffavt 2 Notes
Elami 2 Notes
Dfolre 2 Notes
Cfavt 2 Notes
Bmi  1 Note
Are  1 Note
Pvt  1 Note

For Naming. Cap. primo.

There bee sixe names, Vt, Re, Mi, Fa, Sol, La. The order of ascention & descention with them is thus. [...]

Exceptions.

Change Vt, into Sol, change Re, into La, when the next remouing Note is vnder.

[...] for [...]

The Cleues whereby we know where the Ʋt standeth are thus marked as.

[...]

The G: cliefe is the mark of the higher G sol re vt. In the scale: & the C: clefe of that place called C sol fa vt. And the F: cliefe of F fa vt the lower in the scale.

Now in this sort you may finde by the cliefe where e­uery note standeth: and least there should seeme any difficultie, I will begin from the first sight of the booke, that all things that doe belong to their knowledge, may bee the better vnderstoode. First when a man seeth the booke before him he may see certaine rules which goe along lineally by 5 and 5 which number of 5 is called a set of prick song (for a set of plainesong hath common­ly but 4. rules,) then he may see in the first of the set al­wayes one of the foresayde cleifes vpon some rule, and whatsoeuer note standeth vpon the same rule with the cliefe, is said to be in that place whereof that cleife which [Page] he seeth is the marke, and if any note stand in the next space aboue, it is said to stand in the next place aboue that place, whereof that cleife is the marke. And so vp­ward and downeward continually counting from the close as in this example.

[...]

The first note standeth in C sol fa vt, because it stan­deth vpon the same rule with the clief which is the mark of C sol fa vt, the second in D la sol re, because D la sol re is next aboue C sol fa vt in the scale of Gam vt: the third in B fa b mi, because it is in the next place beneath C sol fa vt: the fourth in E la mi, because E la mi is the next place saue one to C sol fa vt, & the said fourth note stan­deth in the next place saue one to the cliefe which is the mark of the place C sol fa vt. And so of all other notes: then in the ende of the set, hee may see a thing thus [...] marked, which is called a direct, because it is alwayes put vpon the rule or space wherein the first of the next set standeth, and doth so direct a man, euen as in bookes the word that is lowest vpon euery side of the leafe doth direct a man to the word next following.

The rule of Vt.

The next thing necessary to be knowne for the right naming of notes, is the place where that note standeth which is named Ʋt. And as by counting vpward and downeward from the cliefe it is to bee knowne where euery note standeth, so it is to be knowne by counting vpward and downeward from that which is called Ʋt, what the right name of euery note is: but first let vs set downe how the place where the vt standeth is knowen, [Page] which is thus. There be three places, in one of which the vt must alwaies be: that is to say, in G. which is Gamvt and G sol re vt, when there is no flat in C, which is C fa vt, C sol fa vt, and C sol fa, when there is a flat in b mi, or b fa b mi. In F which is F fa vt, when there are two flats, one in b mi or b fa b mi, the other in E la mi, or E la.

As for example.

[...]

Now thevt is in G. Now in C. Now in F.

¶No b flat, the (vt) in G. The b flat in b onely, the (vt) in C. The b flat in b and E, the (vt) in F.

  • 1 G putteth Vt to the same place.
  • 2 F and B to the next vp, as.
  • 3 [...]
  • 4 C putteth Vt to the fift place vp, and from C down to the fourth. B, taketh place of the rest.

    B, is placed last to shew that it taketh place of the rest.

  • 5 If there commeth two, b. b. being a fourth, the vp­per taketh place.
  • 6 And being a fift, the nether taketh place, as: [...]
  • [Page] 7 D. putteth Vt to the fift place downe, but it is sel­dome vsed.
  • 8 If there commeth two b. b. being a second a sunder, the vpper taketh place, which chanceth very rare.
  • More shall be sayd of naming in the chapter of tuning.

When you haue in this sort found out the vt, you must vnderstand that euery note that standeth in the next place aboue it is named re, euery note that standeth in the next place to that is named mi, in the next to that fa, then sol, then la, then fa, ascending vp alwaies orderly, counting the rules, and spaces: then next aboue that a­gaine is vt: for you shall finde that place, which is the eight place from that wherein your other vt stood, to begin with the same letter: So that if the rules & spa­ces were infinite, you might in this manner giue euery note his right name: and as you did count vpward Ʋt, re, mi, fa, sol, la, fa, and so come againe to vt: so must you come downeward from vt, the same way backward, by fa, la, sol, fa, mi, re, vt. And so come to fa, againe. And in this sort the right name of euery note is knowne. Two things from these rules are excepted, the one is, that euery re, should be named la, when you ascend to it, or descend from it: and that euery vt, should bee na­med sol, which two things are vsed euphoniae gratia, and yet this name of vt, is most proper to the base or lowest part in the first place.

Obiection against the latter exception.

In the latter exception it is said, that vt should be al­waies changed into sol, therefore seeing it is neuer vsed, [Page] it is in vaine placed in all this former tractation.

Solution. It is placed in all this former tractation for two causes, the one is, that it should be distinguished by that name from the other sol, and the other is, because it hath bene a name vsed from the beginning, and now commonly changed into sol, euphoniae gratia: it may sometimes neuerthelesse be vsed, for (as I sayd before) the cunning singing man keeping euery note in his right tune, may name it according to his pleasure, for these▪ names be no necessary accidents, for you see daylie that when any song is lettred, these names be not attributed to them, though then they be sung in their owne order, according to the opinion of many, yea very many. I know I should adde a third exception, that is to say, to except also, that euery note hauing a sharpe beefore it, should be named mi, as in this example, [...] the third note. And because that of that opinion there bee so many, I will for them shew a probable reason as by our principles may be shewed: then after by resol­uing them, shewe what is most profitable, not refuting the opinion as an errour, beecause that looking to the matter, wee may finde that they may bee named as well mi, as fa, insomuch as the names (as I sayd before) are no necessary accidents, but neuerthelesse, because heere we seeke the most apt name, it were vnfit to passe it ouer. Wherefore the principall argument for them wee may in this sort forme.

Obiection. We should name all notes so neare as wee can, according as such notes are named in the gamvt, for it is certain, that these are the names which are most fit, [Page] for so in the beginning by the first inuentors of Musick they haue bene set downe: but no note that is sharp in the gamvt is named fa, therefore no note made sharp by a collaterall reason, should bee named fa. Secondly, throughout all the gam vt, from sol to fa. Next vnder it is a whole note, but from that sol to that fa, if we should call it fa, is but halfe a note, therefore if we call it fa, wee breake altogether the rule of gamvt, which wee should obserue: thirdly euery place in the gam vt that is sharp, is named either mi or la. Therefore this note (beecause not so aptly la) must be named mi. Before we fully satis­fie these arguments, one thing must necessarily be know­en: that is to say, that in naming the notes in gam vt the first inuentors did obserue two things, whereof the one was, to name the notes according to the vt: the other, to name euery note which is sharpe (as the argument proueth) mi, or la: and it falleth out sometimes, when notes flat by collaterall reasons are made sharp, that one of these two must necessarily be violated, that is to say, that eyther the note must not bee named according to the vt, or a note sharp must bee named fa, so that the controuersie lyeth in knowing, whether of these two should soonest be obserued: so according to this we ans­were to their arguments. To the first, where they impute a fault in vs for naming a note sharp, fa, seeing that no sharp note in all the gam vt is named fa, we may impute an other absurditie to them, seeing they would haue the next note vnder sol, mi, which is not found in all gam vt, which is the more absurditie (as we will proue in the so­lution to the third argument) To the second, the solu­tion [Page] is easie, that euen as euery sol to fa, next vnder it is a whole note: so from euery sol to mi, next vnder it is more: so that according to the gam vt, in that respect none of them is true. To the third wee answere, that it may bee as well la, as mi, because that if ther were any reason why it should not be as well la, it might well be, to eschew this absurditie, that then in two places toge­ther there should bee one name, because the next vnder it is also la, but by naming it mi, the same absurditie commeth in another place, therfore the one is as absurd as the other, as in this example, where two [...] places together must according to them bee named mi, but to name two places together with one name, there is none but will think more dissonant, then to name them with diuers, whatsoeuer: for if a man did name mi, six times together in one place, beeing quauers, the one comming fast vpon the other, would make them seeme as though it were mim, mim, mim, as for exam­ple, [...] wherby it plainely appeareth that this is most absurd. But because that it were as good that our selues should bring that, which others may do, by sharp grating vpon our solutions, in this sort we may frame a reply. Let vs suppose, that in the middle of a song which had fa in C sol fa vt, there came two notes, one in C sol fa vt, & another in B fa b mi, hauing a flat before it, then if the latter note in B fa b mi, hauing the flat before it, be not called fa, it is against the order of the vt, which by the solutions should most be kept, if it be named fa, then commeth the absurditie proued in the [Page] last example: that is, that two places together should haue one name, and likewise if sixe quauers did come in that sort, the fast comming of the one vpon the other, would make them seeme to be faf, faf, faf, which is as absurd and dissonant, as mim, mim, mim.

Resolution. Of the flat so comming, and of the sharp, there is not like reason, because that the flat so comming should alter the vt, so that as many notes as had come in C sol fa vt, after the flat, should be named sol, and not fa, but for the first note, & the second, they must be both fa, neuerthelesse because there may not be many of them together, as there may be of mi, & because that in qua­uers, twise fa, in that sort likely neuer chanceth, the one is not so absurd as the other.

Replication. It is graunted by the last solution, that the flat so comming should alter the vt, but to alter the vt, doth alter the key (which is in musick a great absurdi­tie) therefore by the last solution, there is a great absur­ditie graunted.

Solution. It is graunted conditionally, that is to say, if the like happened (as in the argument obiected) though sometimes in the middest of a song, to change the key, and come into it againe, is allowed. Wherefore for the names being the least necessary and most troublesome accident, let this suffice.

For Quantitie. Cap. 2.

There be eight quantities whereof euery one hath his proper marke, and proper rest, as followeth.

  • [Page]Large. [...]
  • Longe. [...]
  • Breefe. [...]
  • Semibreefe [...]
  • Minim. [...]
  • Cratchet. [...]
  • Quauer. [...]
  • semiquauer [...]

The proportion that these quantities hath one to an­other is that there should goe two of euery one to the next vpward as two semiquauers, to a quauer, two qua­uers to a cratchet, two cratchets to a minim, &c.

To these are reduced the quantities of proportions, as where there goeth three cratchets to a minim length of which the black semibreefe comprehendeth two, & ther the minim rest is but as long as one of these cratchets. [...]

Heere note that the prick is in quantitie half so long as the note before it: as a prick after a large, is in quan­titie as a long. &c.

Prickes of diuision are vsed to seperate diuersitie of kindes in quantitie.

For Time. Cap. 3.

There be 2. kindes of time, Semibreefe time, & three [Page] minim time. Semibrefe time is the striking vp & downe of the hand equally in length continuing. Three mi­nim time is the striking downe & then vp of the hand equally in length, making each latter stroke, iust halfe the former.

The marke of the former kinde of time is. [...] The marke of the latter is. [...]

In tuning Songs of Semibreefe time, you must put of the notes, as much as maketh a minim lēgth to euery mouing of the hand, likewise in the minim time, saue that to euery stroke there goeth but a minim length.

Heere note that these two kindes of time, may be de­uided into minim time, by keeping all strokes equall in length, putting a minim length to euery whole stroke.

For Tune. Cap. 4.

There be eight notes, whose ascention, and descention doe comprehend all tunes, as the roote doth the tree, be they neuer so difficult, with flats and Sharps, who so knew how to vse them, the notes are common, the vse is rare, or not yet found, which being knowen, will giue great light to Musitions, & breed great ease to Singing men, the eight notes are these that follow, as:

[...]

The tune of these eight Notes is to be learned by practise, and to be beleeued as a principle in Musicke.

Tune the first Note of any song as it serueth best for the voyce.

[Page] If the Note from which and to which you goe, be both according to the Ʋt, of the Song, count according to the eight notes altogether.

If the note to which you goe bee altered by some intermingled flat, then for comptings sake name the Note from which you goe, as well as the note to which you goe, according to the Vt, of that intermingled flat, and in so doing take great care not to loose the tune of the note from which you compt, as, sol fa sol fa fa fa [...]

First sing thus: then compt thus: and so proceede thus.

If the Note to which you goe, be altered in tune by some intermingled sharp, obserue both in the note from which and to which you goe, this Rule.

Compt to the tune of sharps by the Vt, put down to the third place, when you haue thus compting by wrong names gotten the right tunes, giue the right names af­ter, as: la sol fa mi sol fa [...]

First sing thus: then compt thus: and so proceede thus.

The sharp may be put in the vpper fa, in the nether fa, and in Vt.

The sharp in the Vt, taketh place of the sharp in the vpper or nether fa, for by the Vt of it, the other two pla­ces should be sharp, the rest of the places remaining na­turally [Page] as, [...]

Vt for compting.

Likewise the sharp in the nether fa, taketh place of the sharp in the vpper fa, for by the Vt of the ♯ in the nether fa, the vpper fa must bee sharp, the rest remai­ning naturally: as, [...]

Vt for Compting.

The flat may be put in two places, in Mi, and in La, also it is common in Mi, but not so common in La: also if the flat be in La (according to the Vt of it) Mi must be flat: as, [...] Heere note that for to tune sharps, put downe Vt, to the third place.

If the note to which you goe may neither in tuning nor naming belong to one order of ascention, go back to the note before, and so Compt: as, sol fa fa mi sol fa [...]

First begin thus, Then go back thus, and so proceed thus.

[Page] As men name according to the Vt, of the flat, so there be, that (for facility & fitnesse of the name to the tune) do name according to the Vt of the sharp somtimes: as, mi re mi. [...]

Heere note, that the intermingled flat beareth force but whilest notes as appendant come in the same place, though for handsomnesse men name beefore or after according to it: Likewise the sharp, as, la [...]

Thappendancy of the flat by the sharp, and of the sharp by the Flat is taken away, though by negligence and ignorance of prickers, we are oft driuen to gather thappendancie by the course of the song. Looke in the last example.

The prick is to be continued and kept in one tune with the note before it.

Heere note, that the Cleues may remoue from one rule to another, and that they are vsed for Flats. Also that the Direct is put to shew the note following: as, [...]

Euery Note in the order of Ascension is a whole [Page] note or tone aboue the next vnder, saue the vpper & ne­ther Fa, which be but halfe notes or Semitones.

For redinesse in setting Notes distant, let the learner practise these examples following, with all such things as make varietie in naming, or tuning.

Also for readines, note that euery foure rules & a space further, maketh an eight, & euery eight, hath like names.

[...] vt mi re fa mi sol fa la la fa sol mi fa re mi vt re vt [...] sol fa la sol mi la fa fa sol sol fa fa la mi sol re fa sol [...] sol la sol fa sol sol sol la sol mi sol fa sol sol sol la sol fa sol sol sol. [...] Sol la fa sol la la mi fa fa fa sol la fa sol la fa sol sol fa mi fa fa la sol sol la sol. [Page] [...] Fa sol fa la fa sol fa la la mi fa sol fa sol la fa fa fa la sol fa. [...] O God that art my righteousnesse, Lord heare me vvhen I cal; [...] thou hast set mee at libertie, vvhen I vvas bound and thral.The 3 parts follovv. [...] The Church Tune. [...] Fa la mi fa sol fa sol fa fa fa la mi la sol la la la sol sol sol mi fa sol fa. [...] Fa la sol la sol fa sol la mi fa sol fa la sol la fa la sol fa fa la sol fa.

The post rules of Song.
Heere followeth the post rules of Song, which are reduced to the vnlimited obseruations vsed in Singing.

For naming. Cap. I.

THe exceptions from the order of as­cention & descention are diuersely vsed according to the diuersitie of place, and accordingly, they are to bee giuen, for each order in naming seemeth best to them that haue beene brought vp withall.

D, is sometimes vsed in old songs as a Cleue, and putteth Vt downe to the fift place.

In Italy (as I vnderstand) they change Vt into Sol: In England they change Re, into La: when the next remouing Note before or after be vnder.

Some there bee that vse sometimes in defending at this day, the names of Re, and Vt, there be that name at randon, some for pleasure, and some through ignorant imagination, often times beareth great force in making a thing seeme comely, or vncomely, as if in comming downe, Sol, Fa, La, Sol, a man should name the first two notes Re Mi, it would seeme to a singing man very vncomely: yet if the singing man did imagin, that the singer were putting a dittie, or word of foure sillables, [Page] as: Remigrare, to these foure Notes, he would not think it vncomely, & yet in doing the deed, both waies are all one, for the first two sillables of, Remigrare, are Re, Mi.

For Quantitie. Cap. II.

TO make one and the selfe same mark of quantitie sometimes long, and sometimes short, Musitions in old time, borrowed colours of the Painters, sometimes making it red, and sometimes black, &c.

They borrowed numbers of Arithmatike, somtimes making this, and sometimes that figure, &c.

They borrowed Circles and Semicircles of Geome­trie: sometimes putting in the Center or a lyne, & some­times leauing it out, &c. Sometimes also thereby signi­fying alteration in time.

They borrowed similitudes of Philosophie, some­times leauing fulnesse, and sometimes Eclips, as appea­reth in the Moone, sometimes knitting and sometimes loosing, as in generation and corruption.

They vsed moreouer many signes and tokens and marks of Quantitie, that are cut off as superfluous.

They vsed also manifold names to distinguish these things one from another, to the wonderfull pestering of the memory, & great toile of the vnderstanding, though some of them wer necessary, yet many were superflous.

The Quantities in Proportion are diuers, according to the diuersitie of Proportions, which are infinite in po­tentia, that is to say, in possibilitie of increase, as nūber is.

Many of these things are yet vsed, as the Semibreefe [Page] rest, in three minim time, for three minim rests.

Some strange markes and knitting of Notes which time I doubt not will cut off, neuerthelesse heere shall follow examples of some, to which the redsidue are to be reduced.

Perfect moode. Perfect moode. Imperfect moode. Perfect time. [...] Imperfect time. Maior prolation. Minor prolation. [...]

  • Diminution, Imperfect time.
  • Diminution, perfect time.
  • Prolation Minor, Imperfect time.
  • Prolation Minor, perfect time.
  • Imperfect moode, Imperfect time.
  • Imperfect moode, perfect time.
  • Perfect moode, Imperfect time.
  • Perfect moode, perfect time.

[Page] By these examples following, the foure Modes are knowne what quātitie the lesser notes are to the greater.

[...] The lovver notes are as much in quantitie as the higher vvith their pricks. [...] Pricks of Diuision are those, vvhich are set aboue notes and not by them, and they shevv the note to bee perfect before the prick: and the note follovving doth be­long to another stroke. [...]

  • [Page]2 longs to the blacke large.
  • 2 briefes to the black long.
  • 2 semibreefes to the black briefe.
  • 2 minims to the black semibrief.

[...]

XII Examples of Legatures.

[...] 1 2 3 4 5 6 [...] 7 8 9 10 11 12 [...]

More Examples of Legatures, as followeth.

[...] [Page] [...]

For Time. Cap. III.

IN timing hard proportions that go odding, many take care onely of the whole stroke, wholy kept without deuiding it to the go­ing vp & then downe agayne of the hand.

Some keepe Semibreefe time, as sufficient easie of it selfe, and doe not diuide it into minim time.

Three minim time is more difficult, and therefore some doe diuide it into minim time: as, [...] 2 mi: 4 mi: 3 mi: 8 mi:

Take a stick of a certaine length, and a stone of a certaine weight, hold the stick standing vpon an end of [Page] some table: See you have vpon the stick diuers marks: hold the stone vp by the side of the stick: then as you let fall the stone, instantly begin to sing one Note, and iust with the noyse that it maketh vpon the table, bee­gin another Note, and as long as thou holdest the first Note, so long hold the rest, and let that note thy Crat­chet or thy Minim, &c. as thou seest cause, and thus maist thou measure the very Time it selfe that thou kee­pest, and know whether thou hast altered it, or not.

For Tune. Cap. IIII.

SOme learne to Tune only by the Voice of anoher: some vse helpe of an Instru­ment, which is the better way.

Learners vse to tune by a certaine conti­nuance of time, according to the Ʋt of the song, before they practise intermingled Flats or sharps.

Heere note, that C. called Csolfavt cleue, is a fift be­neth G. called Gsolrevt cleue, and F. called F favt cleue, is a fift beneth C. called Csolfavt, Cleue.

Also a man may compt from any cleue, by the let­ters, compting them forward when hee goeth vpward, and acompting them backward when he goeth down­ward, telling but the first seuen letters: by the know­ledge of this, men may giue their tunes to the parts without knowledge of the Gamvt. Yet for the com­mon vse, it were not amisse, that learners should some­time or other commit the Gam-vt to memory.

Many things are heere taught by rule, for which [Page] teachers heeretofore, gaue no rule, and if they were as­ked how shall a man know the like? they would ans­were, that is according to the course of the Song, but this answere is so vncertaine, that it is as good for the yong Scoller, they had said we know not.

[figure]

¶A generall Table comprehending two parts in one, of all kindes vpon all plaine Songs, vpon all pricke Songs, and in all wayes that may be found, one part beginning, th'other following, the plaine Song or ground being sung beneth them: all which are found by this present table, with such facilitie, that the vpper part is made, and neuer booked, as heere fol­loweth.

[Page]

The obseruations of the places vp are sixe 68511109876
51765432
47654321
32176543
25671234
11234567
Places vp.1765432
Courses dovvne. Courses vp. 11356613516351365
2 76135163513651356
3 61351635136513566
4 51635136513566135
5 43513651356613536
6 31365135661351635
7 25135661351635136
8 Vt su: 11356613516351365
Places dovvn1234567
The obseruations of the places down are sixe. 11234567
25671234
32345671
47123456
51234567
6567891011

[Page] THis present table, may serue also, who so marketh it well, for 2 parts in one, without a plaine song, of all kinds, & in all waies for 3 parts in one, without a plainsong, or ground, the third part being vnder: of all kindes & of all wayes for 2 parts in one, vpon 2 plain songs, or groūds at once, for maintaining reports, & other such things as these be.

First it is to be vnderstanded by this word place, is ment the distance of the following part, to the former part, as the same place or vnison, is called the first place, the next or second place is called the second place, whe­ther it be vp or downe, &c.

Next heere is to be vnderstanded that by this word, Course, is ment the distaunce of that which follow­eth iust so long after, as the following part resteth to that which goeth beefore, in the plaine Song or ground, as if the following part haue a Semibreefe rest, then the Note of the ground is in the first course, which hath in the same place that which followeth, iust a Semibreefe length after, and that note is in the second course, which hàth in the second place that which followeth iust a Semibreefe length after, whether it bee vp or downe, &c.

This beeing knowne, first looke in what place vp or downe, you would haue the following part to bee, which is according to the pleasure of the maker, and so it is how long the following part shall rest. Then looke in what course vp or downe is the note of the ground, for which you would make, then looke what square of the table meeteth with the place and course, and there [Page] you shall finde noted by figures, what concord serueth for that course.

All Concords next expressed in the square, make discords betwixt the vpper part and the plaine song or ground. Neuerthelesse, they may be brought in, when they may be garded by the place next adioyning, for whatsoeuer maketh a discord, the next place to it ma­keth a concord.

Note also that iust so long before the close, as the following part resteth, you make not that which bree­deth a discord, betwixt the vpper part and the ground, not that which to the close of the ground is one more in number then the second figure of obseruation.

Note also, that if iust so long before the close as the following part resteth, you make that which to the close is two more in number then the first figure of obserua­tion, then then the best way is to make it sharp.

Note also, that from the beginning forth, of so farre before the close, as the following part resteth, all con­cords serueth.

The exposition of the figure of obseruation.

THe first and second figures sheweth what distaunces (in respect of the latter notes of the course) should not come twise together, remouing one way with the latter notes, and also where in respect of the latter note of the course, a [Page] flat for a sharp, or a sharp for a flat, contrary to the or­der of the place should not bee.

The third & fourth sheweth what mouing one way with the place, iust so long after as the following part resteth, maketh discords.

The fift and sixt serueth wherein the distance, there should not be like mouing one way with the place iust so long after as the following part resteth, and the fift fi­gure. Also where sharp for flat, or flat for sharp, contra­ry to the order of the place should not bee iust so long after as the following resteth.

Heere note, that vnder each number are compre­hended all those that maketh eights, or concords, of that kinde to it, except that vnder the last figure of obserua­tion such as make eights to the number one way with the place, and such as make ninthes to it in the contrary way are comprehended.

Heere note that two parts in one in the vnizon, fourth, and fift, doe differ from the rest, for in the rest, both parts are tyed, to like order of ascention, but in these both parts do keepe like order according to their place.

Note also, that in two parts in one, in the fourth vp, and in the fift downe, the vpper fa, kept flat in the ne­ther parts causeth a strange flat to be brought in the vp­per part, therefore the best way is to make it sharp, vn­lesse it bee in such places as a strange flat will doe well to come in.

[Page]

Two verses comprehending the foresaid Table, which for necessities sake of the matter, must be vvritten crossing one another:

Gladius Musicus.

Aggredior quo aderis cado cernis adesto mi Ihesu

Ʋnum addas tollas (que) loco stet qua­tuor addas

[Page] IN this Table or figure aforesayde, foure things are comprehendend, the places, the 6. figures of obseruati­on belonging to them, the courses and concords ser­uing for them, for the seuen places, there be seuen words in the blade of the Sword: the first word, Aggredior, is alwaies for the first place: the second word downward, quo, is for the second place downeward, &c. And the second word vpward, mi, is for the second place vpward, &c. This word, Ihesu, is cut off from the rest, to signifie that it beelongeth to another kinde, for in it the letters numerable being 5. doe fignifie the first and second fi­gures of obseruation, and it is written one way with the verse, to signifie that it goeth according to the woord of the verse, which is for the place, for it signifieth one number with the word of the verse, that standeth for the place, as if the world bee the fourth world of the verse, then it signifieth, 4. &c. and 5. signifieth the fift num­ber, to that, as the fift number to foure is 8. and so are the first and second figures of obseruation found. Then are the other foure figures of obseruation to bee found by the crosse verse, which sayth: adde one to the place, take one from the place, let the place stand, adde foure to the place, and so shall you finde the third, fourth, fift, and sixt figures of obseruation.

Heere note, that if the place be the vnizon, because you cannot take one from a vnizon, take it from eight, which is of the same kinde, when you haue thus done, tourne the poynt of the Sword downe, and then the se­uen woords, serueth for the seuen courses in this order: First the word that serueth for the place, serueth for the [Page] first course, the second woord vpward, for the second course vpward: the second woord downeward, for the second course downward, &c. As the Sword now stan­deth, compting about vpon the seuen words, when you haue found what woord serueth for the course, looke what vowels bee in it, and thereby you shall know the concords, that serueth for that course, as if the vowell bee A. it signifieth the vnizon. If it be E, it signifieth the third, If it bee I, it signifieth the fift. And if it be O, it signifieth the sixt. Lo, thus are all the things expressed at large in the table, briefely contriued in the compasse of two verses.

The names of the Cords for Counterpoint, Descant, and any set Song in how many parts soeuer.

A con­cord is diuided into an
  • Vnizon.
  • Third.
  • Fift.
  • Sixt.
  • Eight.
  • Tenth.
  • Twelfth.
  • Thirtenth.
  • & a Fiftenth
    • & their eights.
Dis­cord are these.
  • A second.
  • A fourth.
  • A seuenth.
  • A Ninth.
  • A leuenth.
  • A fouretēth.
    • & their eights.

[...] Concords, perfect and vnperfect [...] Concords, perfect and vnperfect.

Discords.

[...]

Concords.

[...]

De Inuentione.

CRescit in infinitum, Inuentio tempore cuncto,
Sed tribus est dixis saepe morata malis.
Est mora paupertas prohibens Inuenta probars,
Non poterit fieri stultus inanis ait.
Ʋis, piger inquit, adire via latitante leone?
Sic mora pauperies, stultus, homo (que) piger.
Laus nunc, laus semper, laus omni tempore summus:
Discens at (que) docens, dicite: laui (que) Deo.
FINIS.

CANTƲS.

[...] O Lord in thee is all my trust, giue eare vnto my vvofull cry: [...] Refuse mee not that am vn- iust, but bovving dovvne thy heauenly eie. [...] Behold hovv I doe still lament, my sinnes vvherein I doe offend: [...] O Lord for them shall I bee shent, Sith thee to please I doe entend.

TENOR.

[...] O Lord in thee: &c. [...]

ALTƲS.

[...] O Lord in thee: &c. [...]

BASSƲS.

[...] O Lord in thee: &c. [...]

10. sundry waies of 2. parts in one vpon the plain song.

[...]

1. [...]

2. [...] [Page] [...]

3. [...]

4. [...] [Page] [...]

5. [...]

6. [...] [Page] [...]

7. [...]

8. [...] [Page] [...]

9. [...]

10. [...]

FINIS.

Place the Table of the compa­risons of Cliffes after this.

A Table of the comparisons of Cliffes, how one followeth another for the naming of Notes: changing (Vt) into (Sol) and (Re) into (La.)

[...] Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. Sol. La. Fa. Sol La. Mi. Fa. Sol. La. Fa. Sol. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. [...] La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. [...] La. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. La. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. La. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. La. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. La. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. [...] Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. [...] Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Fa. [...] Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. [...] Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La. Mi. Fa. Sol. La. Fa. Sol. La. Mi. Fa. Sol. La.

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