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1\1

u

s

AXIOM

VI. T hc:re S tones

the:n.Jore

,

naOleJy,

th:

J...~y,

lhe 30, ph.

fh.up

7th and 9th. are lhe: (ounda·

,ion

(lf

Ihe: whúlt!

fl1p~rllruc.lure

of

OIu(jck.

\V~

I1lall conduoe: Ihis theory Wilh the

harmonical di·

\':1100

o( a

Jin~ .

70

di;;id~

n

Lin~ ha"1JI~nicall;'.

No.

2 J.

A rit ht "oe,

i\

D , is (.lid to be divided harmonically.

ii,

bting

Cut

into ,hree

pans.

A

B,

B

e, e

D .

Ihe:

cat"e

l'e fa. that.

as

the \Vhale

A D

(ar

Z)

is ta either

ex·

treme

a

or

e::

fo

!

'h.dl

lhe other exuc.:me

be

la

lhe

in~

(ku~rminale

pan

11/ ;

that ¡s, .

X :

a

: :

e:

"'(

' Vhcrcfore Z

111=0 C.

L

:

e

: : ,,:

1115

/\nd,

tO

divIde: t\ny given righ t lioe thus harmonically,

;,\5

(uppo(c

A D :

F,om cither cad al

il

draw a rigllt

hn~J

~s

O G ;

make. an itngle with

it,

and of any leO&lh ;. con·

K.

~" -

:>- ,)

oc(t lhe

cnd

of litis

lioc. with

Ihe other en,1 A ,

h~·

(h

.IW–

¡n

h A G;

an~1

Ihen t3king

any

point,

;!i

D.

:,l Il·;t"fuIC.

in

lhe

gi \ cn

lin~,

lhe!"!: drJ\v

é.

F p..

II~lId

10 [)

l~.

and

in

ill .. k.!

~

E rqual

tO

H

f;

then

lh :nv

1-.

G • .InJ

Ih.t[

(hall

lind

t h~

p():nt

C

rc-quir.cJ

I

2nd lhen

cdlltnr,

:l~

;1-

boY~.

Ihe wl:o"'- Jm\!Z , .ti

H-ü, U

e-II/,

2nd

D e

-ro

J

I, y

L

:

n

: :

< :

1/1.

-

-

_.

l-'or

the

lIiU'l:lls!\

o e,

f\

B

F',

an~1

D E

e,

.ue aJl

fimil,, : ,nd canl<qllend

y

A D: A B::

J)

G : : 13

F::

ar as

D G:

ta

B F-Il E. 13m as

l)

G :

Jl

le:

e o :

H C; (by

wNkinz a'GOUI Ihe: l Cpl.d

í1nj!lc:s

D

"nd

E ,

B

el

whclerare.

by

'9ualll)',

A D : II ll ::

e

D :

C IJ :

th.. is,Z:a::

C:III.

~E . D .

Ano [rul}': h:.: nce

il

is plain,

II.dt

the ratio or the wllolc

line

A D,

to the fegmcm

A B,

may be takcn

al

plca–

rUle

j

bUI

lhal

Ihe

intermediate

pan

II

e

mua be; kfs

thao ei:her

A B

or

e

D.

PAR T

n .

T HE P RACTI CE

O F

lUUSICK.

T

HE

pr>{tice o( mufick is (aunded an the pri ncipies

dell\crcd in

lhe

theory. l rs [everal

p.HIS

are,

compofiti on,

tigUling

the

bar,.

ruelody, trdn[pofi tio[).

~nd

finging

by

nOlc.

or thef(! we (hall treal ftparateJy io lhe auove order.

COO1poCttian

is

lhe [etting IOgelher two or more nates

in harOlonv,

tO

be (ounded

al the f.1me

time.

\ Vhen i;l lhe fucceffion of coneords. in lhe parts, the

notes

oC

eaeh

p.1l 1

are of the fame l<!ngth, or time

of

founding.

lhe

compofilion

is

CJl ll!d countapoin t.

' Vhen lhe fucceffion

oC

concordi

is

by

nOtes of differ.

!n( lenóths in the feveral parts,

it

is

calJ~d

plaio

de(canr.

1 ·he

lHiXlur~

uf

dif..:oro élnd

concord,

by

notes

of

lhe

¡,unl!

or dilTt rent lengths or

time in

the IUrls.

is c..lled

figurate delcan t, Of thefe

iD

lh,ir arder: and firll o(

cOl<nlcrpaint.

]n

0 1

der

tO

altaio

more

eafily

lhe

an

of compofition,

il is

n~cccr

..ry

to

premife

a

few Ihings concc:rnillg otiler

.. ff\."ll ians or fourds; as the time or lengths or foundi ng

lhe

nOlts ;

lhe

time

of mu(jck. or

mO\'tmeOl

of Ihe air

j

ar,d

lhe

dllf-:renl c1iffs

wherein

lhe parts

uf

mLlli~k

are

u–

fu .111)'

wrinen.

T he

follo'.\ ing

account

CJf

die

propon ions

oC

lhe lengths

\.ir

oOt(oS.

the time aod

cldT.;; ,

be'0r. welJ ondert1c..od

by

t:.very

one ftcquAilllcJ c:vcr

fo

bule

with mcfick, mieht

wc:1J

hal·c bc,;en onliued in an clray of this kind; (wherr',

¡nncAd

oC

uling

l epetitio~s.

il is llOped wc htlvc. 0(–

fcred 10 lhe

~'lIblic

romething

new;

al

Jea(1

in lhe mo:.n·

ntr of dc:monrlrdting

the

'UIeS

of compofilion, both in

¿i(cord aod harmony;) lJu t

thal

\\le w(Jlld le

Ive

nvthing

in OUT" powtr

unrold,

which

OIfty

contrd.HHI!

tO

(orm

a

(omplt;tl I'"Iluficlan.

1

T he J"ngcn notc, now j;encrally io ufc in inf!rumenlal

m\

:f.ck.

is c.lllco a

rCI~Hbrev.:.

hs

tlOle

IS

as lone

<ti

yuu

car. t1iHinfl J

y

tounl fur.

Out

of lh'! rlivilion

~nd

r

Ibdivifiun of lhe

r~n'¡brc\'t:

are: formc.d Ihe I:o:.dls of alJ ot)¡cr

n01( S ;

accolJmc

to

,he: following prup ·nions

No.

22.

A

fcmlbr:·.e,

""ho[e lime is as one,

t

·0,

tlllee,

fou r,

js as

lO:ll!

2

i\Iinums,

4

Crotchtts

as]

8

~dvers,

16

Semiqu:wers.

32

DemitemiGuavcfs.

A

dOI

arter aoy nOle, figni lits

lhe time

of

fllch

nOte

mult

be

len¡:thencd

\0

ane hale a( the plain note.

No.oj

.

The proponions

are

Ihus

j

A

doltcd femiureve is equal la

3 ruinuOls.

A doucd

minem

10

3

crolchels.

A

dOI(~d

crolchet

to

3

qUa\'Cts.

And

ro a(

the re{L

" illlS

we

ar~

ruroiOled with

no:cs

accord;ng

10

~l.~

...

H.!..!

ar.e

c"'en l.umUCIS. :\nd

[hi~

:l:1tur::lly JI\'ldcs

t1H! llUl"!

of

any long

ur IIH:fi..: inru o:.Jd

anJ C\"en

time.

eü:\IMON TDíE.

" ' hen lhe air

movcs

according tO the e\'en oumbers ;

end

t:vcry

bar

IS

mCdfured uy u<.ating the tillle

iOl o

t\\'o

(qUd¡ ...

r.d

t:veo

parts,

the

mu!;t:k

IS

compofcd in cammon

time: knowo

t:)'

one

of

Ihe

foJ! owi ng

,"..tI

ks

prefixed

10

l ~e"lIlHle ; a.~

the lellt.r

e,

having 4 (IOiChels in a bar

j

or ;:-, dcoollog

t\\O

1I 0tchcts in

,J

bar.

TIUPU: T IME,

BUI when lhe n;u(i( k mores ::Iccoldir.g 'o

lhe ocJd

num–

Lers. and

c\',: ry

blt l

15

rncaJuHd

by

l'calillg Ihe linle ioto

1\'10

llllt"fJL:¡¡\

p... lS, ..s , ·.vo

:l nJ OnL',

Ihe (ong is compol, d

in triple I·nh..'. whidl is !tnuWII

by

one uf

tI,l:C

figm,

r1t:–

fixcJ

(Q

d l\:

tune.

3.

or

~.

for

3 r"i.l¡Jms in

abar.

!

3

e

mclllts

In a har.

i

3

~

..

I'JI.1S 10

el

Un.

-! ')

CWlcI:dS

in ..

h.tr.

~'

c;

l..l'.¡.' \

(·1

S in

.>

b4r.

'1

0

111:

n,

p'!:lllloH r.urnbC'r being lhe

nU!1lerator

Clr

a 'uI–

gAr

rl ol~lillo;

4nd Ihe Ic\Vc r, or

Jt.llom.Il

.•

~ur)

lhe

rlJi\1

uot

pArI 01 Ihe fcmílH c.·te.

1

hcre

15

.dfu

,U:C-tlILr

tlrnronion of lhc Ic:nr,th of nOl es

in ufc.

Anu

thl~

IS, wilclI thrcc qU4v,"rs dll',

b)

"Imi–

nULiC'!!