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M

u

s

f\u tion of thdr Iengths, tontracred

¡«no

the ,time of

2

quavers, or one crotchet,

coofhntly

DOled

by

lhe figure

(3)

over tbem.

..

Aod

la.Clly,

the moa common movemellt of Jl&:lS,

which is

by

lix:

or twelve

qU3\'ers

in a har, havc their

baCs,

fo.r

the fmoorhne(s of [he movement, o(teo \Vriucn

in plain

crolchen; 2

in a bar

foc

[he

tre~le

';';,

and

fouT,

inarked (has

e,

foc

(he [reble

'Tl..

le

as

.pla1o,

there·

fore, that aJl tune! in thefe movements truJy beloog to

COI1UDOn time, fince every

ba r

is

meafured

by

(he beating,

or dividiog

il

¡mo even

pans,

as, expreíTed in the bar! .

A

paufe or Teíl in

mulick, 15 a

~e{f.Hion

of the found,

in one or mo:-e of the pans; or of all the parts together.

N o:hing hath

iI

finer effea in mafick th an a paufe of ·all

the pl\rts judicioufl

y

made

j

or of one, or more of the

p.rts, fur ,he fake of imi'.tion. The re(ls therefore

are writtf.n dO\lOn

h.l

the

pJac~

of notes, and cach Dote

hath in own rdi, which is of the rame Jength witb tbe

note whofe "ame

¡·t

bearA. l "hus,

A

femibreve rd l:.

fs

.as long as

a

G:mibreve.

A

minum ren as long

as a

minum.

-' od fo of the

n(l.

The next thing 'o be coo.Gdered is the cliA' io which

any pan of the mu(ick

1S

faid to be wr.iuen ; according as

t he cliff is pre6xed

te

e.ch

(lave of the wri,ing.

The ure of ,he clj'ff is to aCcenaio tbe names of the

BOtes;

and

to

denomina te

tbat part of

rhe mufick to whicb

it is prefixed.

'rh~re

are three clifTs, to

an(\Ver

and

diftinguilh the

three parts in mufick: The

~aCs,

or

F

clifF; the teoor,

or

e

cliíf; aod th. treble, or

G

cliff. NO.24'

The bafs is fo called, from its berng the

Jowe(l

parl,

o r that wherein are ret the graver

tl;mes.

The terior, Qr middle pan, hath its name from hold–

Ing

lh~

baC. and upper parts together. ThlS will beclear–

Iy underlloqd, when we

Onll

have learoed to compofe il)

four parts .

The uppermo(l part i, cálled the cOUo'er·ttnor in vo–

cal mu(ick

j

and,

in

inll:rumemal, the firRotreble.

The baCs aod treble clifis- are now .con(laotly written

in the fame places as io the exameles. The tenOr cliff

¡s of,en removed, accordiog ' o the f,ancy of ,he compo–

fer

Or writer

of

rnufick; tO anrwer the convenience of

ihe notes Cl:andiog, as much as

may

be, within the com.

pafs of the five lines, or Haf'e. Which convenience

is

the rearon for lhe inventioo

oC

the diverGry of c1iffs, as

~ve"

as the ufes already named. F or it is eafy to "ppre.

,hend, rh:lt the natural tones, Ind lheir proportioDs, are

invariably the Carne, whether exprelTed by the voice, or

an

inftrumenr. however lhey

may

'be diflinguifhed byar–

tific:al '6g05.

Obferve, that the c1 iffs, according ta

their n.!mes.

rife

above each orher by the ¡nterval

oC

a

5lh: ,hu! the tenor ' is equ. lly di(lant from each other

parl . F or

e

is a 5th tO

F,

as it is alfo 3 5th below

G.

C HAPo

I.

OF COMPOSITION

IN

COUNTER-

POINT.

C O MPOS1TI ON

jo courtlerpolnt is wheo, in theruccef.

!ion o( concolds in lhe parts, lhe notes

of

each pan are

of . he fame Ih¡;lh. or lime of fou nding.

A ccordtng to the 2d .xiom,

,ve

Ih,.U

begin ",ilh

,be

1

e

K.

h3rmon·y of the key note; and procced 'o demoo(l ra¡e the

harmon)' of ,he remainioi notes of che oétave in tbeir na–

tural order.

D ""OnJlTdlion of Ih, harlllon.J

if

lb<

~'.l.

The harmooy of the key is ,he concord of itfelf.

The harmony of [he key mu(l

~e

perfea harmony.

Now, che notes concording

iD

perfeét harmony, are., by

coroIJary 3d, ,he 3d, 5tb, and 8th: But thefe, with tho

key, are tbe conc<?rd of itCelf: Therefore, Ihe harmooy

of [he key i. ,he concord of it(e1f.

T his démonfiradon is grounded

00

this evident truth ;

namely, (hat any other co acord would, by the rcrm, or

name of it, in' efFeél change ,he key; whereby the uni'll

of ,he tuoe 'Vould be de(lroyed, and by this contradi8ion

the au,hor's meaoiog renderec! unintelligible. T he ne–

ceffi,y of perfeét harmony in the key b<ing eviden',

DO

o.

tber fort of demonnration

i,

required, nor indeed

can

be

admiued .

PI.OK

. Let it be required 'o fet a bafs ' o ,he OOtes of

"O

oétave a(ceoding io

G

(harp. No 25.

Any one of the three notes in the baf. is conéordin¡r,

by corollny 3; bUl the 8th is preferable wheo it is

~he

lira or la(l note of the 'UDe ; for ,hDSit be(l afcerlains the

key. The preference of ei,her of the other ' wo dep, od.

0 0

the foJ/owiog rules.

Fir(l, The 5,h caono' cake pl ace when the coocord

immediately preceding lh aJl happeo 'o be

a

5,h, the for–

bidding the coorecutioo of 5th. being alferlc:d iJl coroUary

t he 4th.

Ag.in

, the moveraent of the baf. ollgh, generally to

be by defceoding

a

5th, or rifiog a 4th, 6,h, or 8th, or

any other great interval ; tbereby mecting tbe treble, and

cfFeffling 'faricty

aod contrary

motion of the

paru; (be

ellablilhed rules of harmony by the 4th axiom.

L.(lJy, T .he air of the bafs ma(l be cooCulted ; and, if

poflible, an imit.tion of fome foregoing palfage io the

upper

p'r<.

T he .applicatión of thefe rule. will decide which

oC

t~\Vo

or tbree Dotcs

is

prefcrable

in

(bis or

aay

othc:r

conC"trrd.

D ,molljlraliM

of

Ine hannor..l

of

In,

W.

The harmony of Ihe 2d is the concord oJ the 5·th .

The harmony of the k.y h.ving becn (hewn, we mll{l¡

conGdcr

it

as

an irnmoveable point, in reJation tO which

we are to order (he ren of ou r computatiODS, confinen,

with Lhe e(lablilhed priociple of unifol'mi ty.

The .d to the key immediately defcending ioto ,be

key, will

haV'e, for its ncxt concordiog nole, the g reatec;

7th; which

at

the fame time afcends by a

Cerni<oo~

ioto.

lb.

key; tO which 7th the 2'd i, • 3d.

, F or,

by

ax iom

2 .

'¡he combinatioD of fo unds are,

deduced from the · natur.1 orda of notes afcending an?

defceodiog. But· Ihe 2d .and 7th can .dmit no oth..

concordant )lote bu, lhe 5,h

10

,he key. F or ,he 3d is

diCcord with the 2d;' aod the 4th, 6th, and 8th dilcord

with the Iharp 7th.

N o.., the. 2d, 7,h, .nd 5th are ,he eoocord of ,he

5th; thercfore, the ha[Dlouy of the 2d is the concord of

the

)th.

No . 26.

T he