THE
DESCRIPTION
and
vse
of
his
MAIESTIES
Dials
in
Whitehall
Garden
.
THe
stone
whereon
the
Dials
are
described
,
is
of
the
same
length
,
bredth
,
and
depth
,
with
that
which
stood
in
the
same
place
before
.
That
,
was
of
Cane
stone
,
and
of
many
pieces
:
this
,
all
of
one
intire
stone
from
Purbecke
Quarrie
.
The
base
of
it
is
a
square
of
somewhat
more
then
foure
foote
and
a
halfe
,
the
height
three
foote
and
¾
:
and
so
vnwrought
contained
about
80.
feete
,
or
fiue
Tonne
of
Stone
.
It
is
also
wrought
with
the
like
Plaines
and
Concaues
as
the
former
;
and
so
necessarily
,
the
like
lines
to
shewe
the
houre
of
the
day
.
But
the
rest
of
the
lines
are
much
different
,
and
most
of
them
such
as
were
not
in
the
former
Dials
,
and
therefore
I
intend
here
to
giue
an
account
of
them
.
These
Dials
may
bee
distinguished
according
as
they
are
described
:
either
on
the
vpper
part
of
the
Stone
;
or
on
the
sides
,
toward
the
East
,
West
,
North
,
South
.
There
be
fiue
Dialls
described
on
the
vpper
part
:
foure
on
the
foure
Corners
;
and
one
in
the
middle
,
which
is
the
chiefest
of
all
,
the
great
Horizontall
Concaue
.
The
vse
of
the
Circles
on
the
Margent
of
the
great
Horizontall
Concaue
.
THe
Margent
of
this
Horizontall
Concaue
containeth
foure
Circles
:
whereof
,
the
Vttermost
is
the
Circle
of
the
xij
Moneths
,
conteining
the
seuerall
dayes
,
the
Dominicall
letters
,
and
the
standing
Festiualls
:
The
Holy
dayes
,
in
Redde
;
The
Garter
dayes
in
Blue
,
and
the
common
Saints
dayes
in
Blacke
.
The
vse
of
them
may
be
;
1.
To
find
the
day
of
the
Moneth
belonging
to
the
Festiuall
.
THe
Festiuall
dayes
are
here
set
at
the
day
of
the
Moneth
,
wherein
they
fall
:
As
,
the
Feast
of
S.
George
,
at
the
xxiij
of
Aprill
;
the
Feast
of
S.
Iames
at
the
xxv
of
Iuly
;
and
so
the
rest
of
the
standing
Festiuals
.
Easter
,
Whitsontide
,
and
such
like
,
could
not
bee
set
downe
,
because
they
are
moueable
.
2.
To
finde
the
day
of
the
Weeke
belonging
to
the
Festiuall
.
FIrst
,
consider
some
one
day
,
which
you
know
to
fall
on
such
a
day
of
the
weeke
:
that
one
may
helpe
you
to
find
all
the
rest
.
As
,
knowing
,
that
this
yeere
MDCXXIV
.
S.
Georges
day
fell
on
the
Friday
;
if
you
looke
into
this
Circle
,
you
shall
finde
it
ouer
against
the
letter
A
:
then
is
A.
the
letter
for
Friday
;
B.
for
Saturday
,
and
C.
the
Dominicall
letter
for
this
yeere
:
and
so
,
the
rest
in
their
order
.
If
now
you
would
knowe
,
what
day
of
the
Weeke
Christmas
day
falleth
;
looke
into
the
moneth
of
December
,
and
there
you
shall
find
it
ouer
against
the
letter
B
:
which
sheweth
,
that
Christmas
day
,
this
yeere
,
falleth
on
Saturday
.
The
second
Circle
is
of
the
twelue
Signes
:
♈
Aries
:
♉
Taurus
:
♊
Gemini
:
♋
Cancer
:
♌
Leo
:
♍
Virgo
:
♎
Libra
:
♏
Scorpio
:
♐
Sagittarius
:
♑
Capricornus
:
♒
Aquarius
:
♓
Pisces
:
Each
Signe
being
distinguished
with
his
name
and
character
,
and
diuided
into
30.
degrees
.
The
vse
of
it
may
be
,
The
Day
of
the
Moneth
being
knowen
,
to
finde
the
Place
of
the
Sunne
.
THe
day
of
the
Moneth
,
and
the
Place
of
the
Sunne
,
are
here
set
,
one
against
the
other
:
So
may
you
find
,
that
on
the
xxiij
.
of
April
,
being
S.
Georges
day
,
the
Sunne
is
in
13.
Deg
.
of
♉
.
On
the
xxv
.
of
Iuly
,
being
S.
Iames
his
day
,
the
Sunne
is
in
11.
Degrees
,
50.
Minutes
of
Leo
.
There
may
be
some
small
difference
in
time
to
come
,
in
regard
of
the
Leape
yeere
,
as
,
of
a
quarter
of
a
Degree
,
more
or
lesse
;
but
,
that
could
not
be
auoided
.
And
this
may
serue
for
sixe
score
yeeres
without
one
Degrees
difference
.
The
third
Circle
,
is
a
standing
Compasse
,
diuided
into
thirty
two
points
,
with
the
name
of
each
point
in
his
due
place
:
whereby
you
may
see
,
vpon
what
point
the
Sunne
beareth
,
and
how
the
winde
bloweth
.
The
fourth
and
innermost
Circle
containeth
another
description
of
the
dayes
of
each
moneth
,
fitted
to
the
Concaue
.
The
description
of
the
Concaue
.
THe
Concaue
is
twentie
inches
deepe
,
and
fourtie
inches
ouer
:
and
being
halfe
round
resembleth
that
halfe
of
the
heauens
which
may
be
seene
.
The
one
part
,
which
is
drawen
vpon
the
white
ground
,
resembleth
so
much
of
the
heauens
,
as
is
contained
betweene
the
Tropiques
.
As
,
there
,
the
Sunne
hath
all
varietie
of
motion
;
so
,
heere
,
the
point
of
the
Style
,
all
variety
of
shadow
.
The
other
part
,
which
is
on
the
Blue
ground
,
is
that
part
of
the
heauen
,
where
the
Sunne
neuer
commeth
.
The
Style
belonging
to
the
Concaue
,
is
xx
inches
long
,
and
about
xiij
inches
broad
at
the
foot
.
The
one
edge
which
is
vpright
,
is
the
Axis
of
the
Horizon
,
and
with
his
shadow
sheweth
the
Azimuth
.
The
other
edge
,
inclining
to
the
North
,
represents
the
Axis
of
the
world
,
and
with
his
shadow
shewes
the
time
of
the
day
.
The
point
of
the
style
,
with
his
shadow
,
will
shew
the
rest
of
the
conclusions
.
The
edge
of
the
Concaue
representeth
the
circle
of
the
Horizon
.
The
other
seuerall
Circles
described
in
the
Concaue
,
may
be
knowen
and
distinguished
by
their
colours
.
The
Aequator
,
the
Tropiques
,
and
the
Ecliptique
,
and
the
Parallels
of
Declination
,
are
all
drawen
in
Red
lines
.
The
Parallels
of
the
Horizon
,
to
shew
the
Sunnes
altitude
,
in
Yellow
.
The
Verticall
circles
are
drawen
in
Blew
.
The
olde
vnaequall
(
which
some
call
Planetarie
)
houres
,
in
Greene
.
The
common
houres
,
in
Blacke
.
The
dayes
fitted
to
the
Sunnes
rising
and
setting
,
are
drawen
in
the
margent
.
And
,
so
much
is
intimated
in
those
eight
Latine
verses
,
which
are
written
on
the
Concaue
:
Aequator
,
Tropicique
&
Declinatio
Solis
,
Et
Via
Solaris
tramite
ducta
rubro
.
Lineolis
flauis
,
Solis
conscensus
habetur
;
Caeruleo
tractu
,
Verticis
vmbra
cadit
.
Hora
Planetarum
,
Viridi
est
signata
colore
▪
Horaque
Vulgaris
nota
colore
nigro
.
Ortus
&
Occasus
Solis
,
Spaciumque
diei
,
Atque
Dies
mensis
,
Margine
scripta
patent
.
The
vse
of
the
Blacke
Lines
.
THat
Line
which
is
drawen
from
the
South
to
the
North
,
whereon
the
Style
is
set
,
is
the
Meridian
circle
.
The
rest
drawen
on
either
side
of
the
Meridian
,
in
White
vpon
the
Blue
;
and
in
Blacke
vpon
the
White
ground
,
are
the
Houre
circles
.
Those
which
doe
shew
the
houres
complete
,
are
drawen
with
broader
lines
.
Each
houre
is
diuided
,
first
into
fifteene
parts
with
small
lines
,
euery
part
being
foure
minutes
:
And
each
part
is
againe
subdiuided
into
foure
parts
more
,
with
little
blacke
strokes
,
at
the
beginning
,
middle
,
and
end
of
the
former
lines
:
And
so
,
the
whole
houre
is
actually
diuided
into
sixtie
Minutes
.
Of
which
,
that
line
which
signifieth
twentie
Minutes
,
and
,
that
which
signifieth
40.
Minutes
complete
,
are
,
for
distinction
sake
,
crossed
with
little
Redde
strokes
.
The
vse
of
them
may
be
,
1.
To
shew
the
Houre
and
Minute
of
the
day
by
the
shadow
of
the
Style
.
THe
houre
of
the
day
will
be
found
,
at
one
time
or
other
,
in
more
then
fourescore
seuerall
places
of
this
Stone
:
but
no
where
so
well
,
as
in
this
Horizontall
Concaue
.
For
,
the
houre
is
found
on
the
East
side
of
the
Stone
,
onely
in
the
morning
;
and
on
the
West
side
,
onely
in
the
euening
:
On
the
South
side
,
onely
in
the
middle
of
the
day
;
on
the
North
side
,
either
early
in
the
morning
,
or
late
in
the
euening
:
On
the
Aequinoctiall
plaines
,
either
onely
in
the
Summer
,
or
onely
in
the
Winter
:
Here
,
it
is
found
generally
,
both
in
Summer
and
Winter
,
morning
and
euening
,
and
at
all
houres
of
the
day
.
Not
onely
,
the
houre
and
quarter
,
(
as
in
the
rest
of
these
Dials
)
but
,
the
houre
and
minute
:
with
many
other
conclusions
answerable
,
which
may
not
be
expected
in
any
Diall
of
another
forme
.
When
the
Sunne
shineth
,
obserue
the
shadow
of
the
Style
among
the
houre
lines
;
the
shadow
of
the
one
edge
will
commonly
crosse
the
houre
lines
,
and
so
,
is
vnfit
for
this
purpose
;
but
the
shadow
of
the
other
edge
,
which
leanes
to
the
Northward
,
will
alwayes
fall
,
either
betweene
two
houre
lines
,
or
vpon
one
of
them
;
and
the
houre
line
,
where
it
falleth
,
will
giue
the
houre
and
minute
required
.
1.
To
shew
the
houre
and
minute
of
the
Sunnes
rising
and
setting
,
and
the
length
of
the
Day
,
at
all
times
of
the
yere
,
though
the
Sunne
doe
not
shine
.
FIrst
,
find
the
day
of
the
moneth
,
in
the
inner
circle
of
the
Margent
;
(
which
,
from
the
eleuenth
of
December
vntill
the
eleuenth
of
Iune
,
while
the
dayes
are
encreasing
,
will
be
found
on
the
West
part
of
the
Concaue
;
)
and
there
,
the
houre
line
which
is
drawen
vp
to
the
Day
,
will
giue
you
the
houre
and
minute
of
the
Sunnes
rising
.
But
,
from
the
eleuenth
of
Iune
vntill
the
eleuenth
of
December
,
while
the
dayes
are
decreasing
,
the
Day
will
be
found
on
the
East
side
of
the
Concaue
:
and
there
,
the
houre
line
which
is
drawen
vp
to
the
Day
,
will
giue
the
houre
and
minute
of
the
Sunnes
setting
:
and
,
the
one
being
knowen
will
giue
the
other
.
As
,
if
it
were
required
,
to
know
,
what
time
the
Sunne
riseth
and
setteth
,
on
the
fourth
day
of
Februarie
.
This
moneth
is
found
on
the
West
part
of
the
Concaue
;
and
the
houre-line
,
which
meeteth
with
the
fourth
day
of
this
moneth
,
is
that
of
7.
Ho
.
8.
Min
in
the
morning
;
and
,
such
is
the
time
of
the
Sunnes
rising
:
But
,
so
much
as
the
Sunne
riseth
before
noone
,
so
much
he
setteth
after
noone
,
within
a
minute
more
or
lesse
,
and
therefore
the
time
of
the
Sunnes
setting
is
about
4.
Ho
.
52.
Minutes
after
noone
.
3.
To
shew
the
day
of
the
moneth
,
when
the
Sunne
riseth
or
setteth
at
any
houre
and
minute
.
ON
the
contrary
,
if
you
would
finde
the
Day
,
when
the
Sunne
riseth
or
setteth
at
any
houre
,
First
find
the
houre-line
in
the
Concaue
,
and
that
will
leade
you
to
the
day
of
the
moneth
in
the
Margent
.
As
,
if
it
were
required
,
On
what
Day
the
Sunne
riseth
at
fiue
in
the
morning
:
first
finde
the
houre-line
of
fiue
,
in
the
West
part
of
the
Concaue
,
and
that
will
leade
you
to
the
tenth
day
of
April
.
Then
,
because
the
Sunne
,
rising
at
fiue
,
doeth
set
at
seuen
,
if
you
finde
out
the
houre-line
of
seuen
after
noone
,
it
will
leade
you
to
the
thirteenth
day
of
August
,
which
shewes
,
that
the
Sunne
riseth
at
fiue
in
the
morning
,
and
setteth
at
seuen
after
noone
,
both
on
the
tenth
day
of
April
,
and
the
thirteenth
of
August
.
The
like
reason
holdeth
for
the
rising
and
setting
of
the
Sunne
at
all
other
times
of
the
yeere
:
as
may
appeare
,
by
comparing
the
Concaue
with
the
Table
following
.
A
Table
for
the
Houre
and
Minute
of
the
Sunne
-
|
Day
.
|
Ianuary
|
February
|
March
.
|
April
.
|
May
.
|
Iune
.
|
Ho
.
Mi
.
|
Ho
.
Mi
.
|
Ho
.
Mi
.
|
Ho
.
Mi
.
|
Ho
.
Mi
.
|
Ho
.
Mi
.
|
|
1
|
3
59
|
4
47
|
5
42
|
6
44
|
7
37
|
8
10
|
|
2
|
4
1
|
4
49
|
5
44
|
6
45
|
7
38
|
8
11
|
|
3
|
4
2
|
4
50
|
5
46
|
6
47
|
7
40
|
8
11
|
|
4
|
4
3
|
4
52
|
5
48
|
6
49
|
7
41
|
8
11
|
|
5
|
4
4
|
4
54
|
5
50
|
6
50
|
7
43
|
8
12
|
|
6
|
4
5
|
4
56
|
5
52
|
6
51
|
7
44
|
8
12
|
|
7
|
4
6
|
4
58
|
5
54
|
6
53
|
7
46
|
8
12
|
|
8
|
4
7
|
5
0
|
5
56
|
6
55
|
7
47
|
8
12
|
|
9
|
4
8
|
5
2
|
5
58
|
6
57
|
7
48
|
8
13
|
|
10
|
4
10
|
5
4
|
6
0
|
6
59
|
7
49
|
8
13
|
|
11
|
4
11
|
5
6
|
6
2
|
7
1
|
7
51
|
8
13
|
|
12
|
4
13
|
5
8
|
6
4
|
7
3
|
7
52
|
8
13
|
|
13
|
4
14
|
5
10
|
6
6
|
7
5
|
7
53
|
8
13
|
|
14
|
4
16
|
5
12
|
6
8
|
7
7
|
7
55
|
8
13
|
|
15
|
4
17
|
5
14
|
6
10
|
7
9
|
7
56
|
8
13
|
|
16
|
4
19
|
5
16
|
6
12
|
7
11
|
7
57
|
8
12
|
|
17
|
4
20
|
5
18
|
6
14
|
7
13
|
7
58
|
8
12
|
|
18
|
4
22
|
5
20
|
6
16
|
7
15
|
7
59
|
8
12
|
|
19
|
4
24
|
5
22
|
6
18
|
7
16
|
8
0
|
8
11
|
|
20
|
4
25
|
5
24
|
6
20
|
7
18
|
8
1
|
8
11
|
|
21
|
4
27
|
5
26
|
6
22
|
7
20
|
8
2
|
8
10
|
|
22
|
4
29
|
5
28
|
6
24
|
7
22
|
8
3
|
8
10
|
|
23
|
4
30
|
5
30
|
6
26
|
7
24
|
8
4
|
8
10
|
|
24
|
4
32
|
5
32
|
6
28
|
7
25
|
8
5
|
8
9
|
|
25
|
4
34
|
5
34
|
6
30
|
7
27
|
8
6
|
8
9
|
|
26
|
4
36
|
5
36
|
6
32
|
7
28
|
8
6
|
8
8
|
|
27
|
4
38
|
5
38
|
6
34
|
7
30
|
8
7
|
8
7
|
|
28
|
4
40
|
5
40
|
6
36
|
7
32
|
8
8
|
8
6
|
|
29
|
4
41
|
|
6
38
|
7
34
|
8
9
|
8
5
|
|
30
|
4
43
|
|
6
40
|
7
35
|
8
9
|
8
5
|
|
31
|
4
45
|
|
6
42
|
|
8
10
|
|
setting
for
euery
day
in
the
yeere
.
|
Iuly
.
|
August
|
Septemb
.
|
October
.
|
Nouemb
.
|
Decemb
.
|
Day
.
|
Ho
.
Mi
.
|
Ho
.
Mi
.
|
Ho
.
Mi
.
|
Ho
.
Mi
.
|
Ho
.
Mi
.
|
Ho
.
Mi
|
|
8
4
|
7
22
|
6
2●
|
5
24
|
4
26
|
3
50
|
1
|
|
8
3
|
7
20
|
6
21
|
5
22
|
4
25
|
3
50
|
2
|
|
8
2
|
7
18
|
6
19
|
5
20
|
4
23
|
3
49
|
3
|
|
8
1
|
7
1●
|
6
18
|
5
18
|
4
21
|
3
49
|
4
|
|
8
0
|
7
14
|
6
16
|
5
16
|
4
20
|
3
48
|
5
|
|
7
59
|
7
13
|
6
14
|
5
14
|
4
18
|
3
48
|
6
|
|
7
57
|
7
11
|
6
12
|
5
12
|
4
16
|
3
48
|
7
|
|
7
56
|
7
9
|
6
10
|
5
10
|
4
15
|
3
47
|
8
|
|
7
55
|
7
7
|
6
8
|
5
8
|
4
13
|
3
47
|
9
|
|
7
54
|
7
6
|
6
6
|
5
6
|
4
12
|
3
47
|
10
|
|
7
5●
|
7
4
|
6
4
|
5
5
|
4
11
|
3
47
|
11
|
|
7
52
|
7
2
|
6
2
|
5
3
|
4
10
|
3
47
|
12
|
|
7
50
|
7
0
|
6
0
|
5
1
|
4
8
|
3
4●
|
13
|
|
7
49
|
6
5●
|
5
58
|
4
59
|
4
7
|
3
47
|
14
|
|
7
48
|
6
56
|
5
56
|
4
57
|
4
5
|
3
47
|
15
|
|
7
46
|
6
54
|
5
54
|
4
55
|
4
4
|
3
47
|
16
|
|
7
45
|
6
52
|
5
52
|
4
53
|
4
3
|
3
48
|
17
|
|
7
44
|
6
50
|
5
50
|
4
51
|
4
2
|
3
48
|
18
|
|
7
42
|
6
48
|
5
48
|
4
49
|
4
0
|
3
48
|
19
|
|
7
41
|
6
46
|
5
46
|
4
47
|
3
59
|
3
40
|
20
|
|
7
39
|
6
45
|
5
44
|
4
46
|
3
58
|
3
49
|
21
|
|
7
38
|
6
43
|
5
42
|
4
44
|
3
57
|
3
50
|
22
|
|
7
36
|
6
41
|
5
40
|
4
42
|
3
56
|
3
50
|
2●
|
|
7
35
|
6
39
|
5
38
|
4
41
|
3
55
|
3
51
|
24
|
|
7
32
|
6
37
|
5
36
|
4
39
|
3
54
|
3
52
|
25
|
|
7
31
|
6
35
|
5
34
|
4
37
|
3
54
|
3
53
|
26
|
|
7
30
|
6
33
|
5
32
|
4
35
|
3
53
|
3
54
|
27
|
|
7
28
|
6
31
|
5
30
|
4
33
|
3
52
|
3
55
|
28
|
|
7
26
|
6
29
|
5
28
|
4
31
|
3
51
|
3
56
|
29
|
|
7
25
|
6
27
|
5
26
|
4
30
|
3
51
|
3
57
|
30
|
|
7
23
|
6
25
|
|
4
28
|
|
3
58
|
31
|
The
Concaue
and
this
Table
are
both
made
for
the
Latitude
of
51.
gr.
30.
seruing
for
London
,
&
such
places
as
lie
East
or
West
from
London
in
the
same
Latitude
.
But
,
if
you
goe
from
London
,
either
Northward
or
Southward
,
there
will
be
some
small
difference
.
For
,
here
at
London
,
vpon
the
longest
day
,
the
Sunne
setteth
at
8.
Hou
.
13.
Min.
and
so
the
length
of
the
day
is
16.
Houres
,
26.
Minutes
.
About
Sillie
,
and
the
Lizard
,
the
Southermost
parts
of
England
,
in
the
Latitude
of
50.
gr.
the
Sunne
setteth
at
8.
Ho
.
5.
Min.
And
so
,
their
longest
day
is
about
16.
Ho
.
10.
Min.
About
an
hundred
miles
Northward
from
London
,
the
Sunne
setteth
at
8.
Ho
.
22.
Min.
And
so
,
their
longest
day
is
16.
Hou
.
44.
Minutes
.
About
Edenborough
in
the
Latitude
of
56.
gr.
the
Sunne
setteth
at
8.
Ho
.
40.
Min.
And
so
,
their
longest
day
is
17.
Houres
,
20.
Minutes
.
About
the
Orcades
,
in
the
Latitude
of
60.
gr.
the
Sunne
setteth
at
9.
Ho
.
15.
Min.
And
so
,
their
longest
day
is
18.
Houres
,
30.
Minutes
.
The
vse
of
the
Red
Lines
.
THe
Red
Lines
,
drawne
crosse
the
the
Houre
lines
,
are
of
seuerall
sortes
,
all
tending
to
shew
the
motion
of
the
Sunne
.
That
which
is
drawne
in
the
middle
of
the
white
ground
,
directly
from
East
to
West
,
is
the
Aequator
.
The
other
two
,
which
are
drawne
from
West
to
East
,
diuided
into
degrees
,
and
noted
with
♈
♉
♊
,
&c.
doe
make
vp
the
Ecliptique
.
The
two
vttermost
are
the
two
Tropiques
:
That
which
is
farthest
from
the
Style
,
touching
the
Ecliptique
in
the
beginning
of
♑
,
is
therefore
called
the
Tropique
of
Capricorne
.
That
which
is
neerer
the
Style
touching
the
Ecliptique
in
the
beginning
of
♋
,
is
the
Tropique
of
Cancer
.
The
other
intermediate
Redde
Lines
drawne
betweene
the
Aequator
and
the
Tropiques
are
Parallels
of
Declination
,
numbred
at
the
Meridian
,
with
5
,
10
,
15
,
20
,
according
to
their
distance
from
the
Aequator
.
The
vse
of
them
may
be
,
1.
To
shew
the
Declination
of
the
Sun
by
the
shadow
of
the
Style
.
WHen
the
Sunne
shineth
,
obserue
the
shadow
of
the
point
of
the
Style
among
the
Red
lines
.
If
it
fall
on
the
Aequator
,
the
Sunne
is
at
one
of
the
Aequinoctiall
points
,
either
the
beginning
of
♈
or
of
♎
,
and
so
hath
no
declination
.
If
it
fall
on
the
Tropique
of
Cancer
,
the
Sunne
is
at
the
highest
,
and
the
day
at
the
longest
.
If
on
the
Tropique
of
Capricorne
,
,
the
Sunne
is
at
the
lowest
,
and
the
dayes
at
the
shortest
.
If
it
fall
on
any
of
the
Parallel
lines
betweene
the
Aequator
and
the
Tropiques
,
the
distance
of
that
line
from
the
Aequator
,
shall
bee
the
declination
of
the
Sunne
.
As
,
if
the
shadow
of
the
top
of
the
style
shall
fall
on
any
part
of
the
tenth
Parallel
aboue
the
Aequator
,
it
shewes
,
the
Sunne
to
be
at
10.
gr.
of
South
declination
:
If
on
the
twentieth
Parallel
belowe
the
Aequator
,
then
is
the
declination
of
the
Sunne
20.
gr.
from
the
Aequator
Northward
.
2.
To
shew
the
day
of
the
moneth
,
by
the
shadow
of
the
style
.
THe
shadow
of
the
point
of
the
style
will
shew
the
declination
;
and
the
line
of
Declination
will
leade
you
to
the
Day
of
the
Moneth
,
at
the
Margent
of
the
Concaue
.
As
,
if
the
shadow
of
the
top
of
the
style
shall
fall
on
any
part
of
the
thirteenth
Parallel
aboue
the
Aequator
,
it
shewes
the
Sunne
to
bee
at
13
gr.
of
South
declination
;
and
that
Parallel
of
declination
will
leade
you
to
the
fourth
of
February
,
on
the
West
side
,
and
to
the
seuenteenth
of
October
on
the
East
side
of
the
Concaue
:
But
,
which
of
these
two
is
the
true
day
of
the
moneth
,
must
bee
knowne
,
either
by
the
time
of
the
yeere
,
or
the
second
dayes
obseruation
.
3.
To
shew
the
Place
of
the
Sunne
by
the
shadow
of
the
Style
.
THe
shadow
of
the
point
of
the
style
will
shew
the
Declination
;
and
the
intersection
of
the
Parallel
of
Declination
,
with
the
Ecliptique
,
will
bee
the
Place
of
the
Sunne
.
As
,
if
the
shadow
of
the
top
of
the
style
fall
on
13
,
gr.
of
South
Declination
,
this
Parallel
of
Declination
will
crosse
the
Ecliptique
neere
26
gr.
of
♒
,
on
the
one
side
,
and
about
the
fourth
of
♏
on
the
other
side
of
the
Concaue
:
But
,
which
of
these
two
is
the
true
Place
of
the
Sunne
,
will
bee
knowne
by
the
day
of
the
moneth
neerest
vnto
the
Signe
of
the
Sunne
.
4.
To
shew
the
Houre
and
Minute
of
the
Sunnes
rising
and
setting
,
by
the
shadow
of
the
Style
.
THe
shadow
of
the
top
of
the
Style
will
shew
the
Declination
,
and
the
houre-line
,
which
meetes
that
Parallel
of
Declination
at
the
Horizon
(
here
represented
by
the
edge
of
the
Margent
)
shall
giue
the
houre
and
minute
of
the
Sunnes
rising
and
setting
.
As
,
if
the
Shadow
of
the
top
of
the
Style
fall
on
13.
gr.
of
South
declination
,
that
Parallel
of
Declination
,
being
followed
to
the
Horizon
at
the
West
side
of
the
Concaue
,
will
there
meete
at
the
houre-line
of
seuen
,
and
eight
Minutes
,
and
,
such
is
the
time
of
the
Sunnes
rising
.
Then
follow
this
Parallel
,
to
the
Horizon
,
vnto
the
East
side
of
the
Concaue
,
and
it
will
there
meete
with
the
houre-line
of
IIII
.
and
52.
Min.
which
is
the
time
of
the
Sunnes
setting
.
And
the
line
betweene
7.
Ho
.
8.
Min.
in
the
morning
,
and
4.
Ho
.
52.
Min.
after
noone
,
is
the
length
of
the
Day
.
5.
To
find
the
Declination
of
the
Sunne
by
knowing
the
day
of
the
moneth
.
FIrst
,
find
the
Day
of
the
Moneth
in
the
inner
Circle
of
the
Margent
;
then
,
looke
among
the
Red
lines
for
the
Parallel
of
Declination
,
which
is
drawen
vp
to
that
Day
:
the
distance
of
that
Parallel
,
from
the
Aequator
,
shall
shew
you
the
Declination
of
the
Sunne
.
As
,
if
it
were
required
,
to
finde
the
declination
of
the
Sunne
,
for
the
fourth
day
of
February
:
the
Parallel
drawen
vp
to
this
day
will
be
found
about
13
gr.
aboue
the
Aequator
:
And
such
is
the
Declination
of
the
Sunne
to
the
Southward
.
6.
To
finde
the
Place
of
the
Sun
by
knowing
the
Day
of
the
moneth
.
THe
Day
of
the
Moneth
will
giue
the
Declination
of
the
Sunne
;
and
the
Parallel
of
Declination
,
will
crosse
the
Ecliptique
in
the
Place
of
the
Sunne
.
As
,
if
the
Day
giuen
be
the
fourth
of
February
,
the
Parallel
of
Declination
will
be
found
to
be
13.
gr.
Southward
;
and
this
Parallel
doeth
crosse
the
Ecliptique
in
the
26.
gr.
of
♒
:
which
is
the
Place
of
the
Sunne
required
.
The
vse
of
the
Blue
lines
.
THe
vse
of
the
Blue
lines
drawen
from
the
bottome
to
the
edge
of
the
Concaue
is
,
to
represent
the
Verticall
circles
,
commonly
called
by
the
Arabian
name
,
Azimuthes
.
These
are
,
all
,
great
Circles
,
drawen
through
the
Zenith
and
the
Nadir
,
and
doe
diuide
the
Horizon
into
aequall
parts
.
The
Meridian
is
one
of
them
:
But
,
the
prime
Verticall
circle
is
that
,
which
is
drawen
from
East
to
West
.
These
two
diuide
the
Horizon
into
foure
aequall
parts
:
Each
of
these
parts
is
diuided
,
by
Sea-men
,
into
eight
;
and
so
,
the
whole
into
thirtie
two
points
of
the
Compasse
.
But
,
Astronomers
diuide
each
fourth
part
into
90.
Degrees
.
I
haue
here
set
the
points
of
the
Compasse
in
the
bottome
of
the
Concaue
,
and
at
the
Margent
;
and
the
Astronomicall
diuisions
,
betweene
the
Tropiques
.
The
vse
of
them
may
be
,
1.
To
shew
the
Azimuth
or
Point
of
the
Compasse
,
whereon
the
Sunne
beareth
from
vs
;
how
farre
he
is
from
the
South
;
how
neere
to
the
East
or
West
;
and
that
,
by
the
shadow
of
the
Style
.
WHen
the
Sunne
shineth
,
obserue
,
where
the
shadow
of
the
vpright
edge
of
the
style
falleth
among
the
Azimuth
lines
,
the
distance
of
that
line
from
the
Meridian
,
shall
shewe
the
Azimuth
,
whereon
the
Sunne
beareth
.
As
,
if
on
the
fourth
of
February
about
10.
Ho
.
5.
Min.
in
the
morning
,
the
shadow
of
the
vpright
edge
of
the
style
fall
on
the
third
of
the
Blue
lines
from
the
Meridian
,
then
is
the
Sunne
30.
gr.
from
the
South
.
If
you
follow
this
Blue
line
vnto
the
margent
,
it
will
there
point
betweene
N
W
by
N
,
and
N
N
W
wherefore
it
beareth
from
you
on
the
contrary
point
betweene
S
E
by
S
,
and
S
S
E.
2.
To
find
on
what
Azimuth
or
Point
of
the
Compasse
the
Sunne
riseth
or
setteth
.
FIrst
find
the
day
of
the
moneth
in
the
inner
circle
of
the
Margent
:
then
look
among
the
Blue
lines
for
the
Azimuth
which
is
drawen
vp
to
the
day
:
the
distance
of
that
line
from
the
line
of
East
and
West
,
shall
giue
the
amplitude
of
the
Sunnes
rising
and
setting
.
If
the
day
fall
on
the
West
side
of
the
Concaue
,
the
point
opposite
to
the
day
,
is
the
true
point
of
the
Sunnes
rising
:
If
the
day
fall
on
the
East
part
of
the
Concaue
,
the
point
opposite
to
the
day
,
is
the
true
point
of
the
Sunnes
setting
.
As
,
if
the
day
proposed
were
the
fourth
of
Februarie
:
This
moneth
is
found
on
the
West
part
of
the
Concaue
,
and
the
day
falleth
neere
the
point
of
W
N
W
,
whose
opposite
point
is
E
S
E
,
the
point
of
the
Compasse
whereon
the
Sunne
riseth
.
Or
,
if
you
looke
among
the
Blue
lines
in
the
Concaue
,
you
shall
finde
the
Azimuth
which
is
drawen
vp
to
the
day
,
to
be
about
21
gr.
from
the
line
of
East
and
West
;
which
shewes
,
that
the
Amplitude
of
the
Sunnes
rising
is
about
21
gr.
from
the
East
.
The
like
reason
holdeth
for
all
other
times
of
the
yeere
,
as
may
appeare
by
comparing
the
Concaue
with
the
Table
following
.
〈…〉
The
Concaue
and
this
Table
,
are
both
made
for
the
Latitude
of
51
gr.
30
Min.
seruing
for
London
,
and
such
places
as
lie
East
or
West
from
London
in
the
same
Latitude
.
But
,
if
you
goe
from
London
either
Northward
or
Southward
,
there
will
bee
some
small
difference
.
For
,
here
at
London
the
greatest
Amplitude
is
39
gr.
50
min.
that
is
,
when
the
dayes
are
at
the
longest
,
the
Sunne
riseth
39
gr.
50
min.
from
the
East
Northward
;
and
setteth
39
gr.
50.
min.
from
the
West
Northward
:
when
the
dayes
are
at
the
shortest
,
he
riseth
39
gr.
50
min.
from
the
East
Southward
,
and
setteth
as
much
from
the
West
Southward
.
About
Sillie
and
the
Lizard
,
the
Southermost
parts
of
England
,
in
the
Latitude
of
50
Degr
.
the
greatest
Amplitude
will
be
38
Degr
.
20
min.
A
Table
of
Amplitudes
for
the
rising
and
|
Day
.
|
Ianuary
|
February
|
March
.
|
April
.
|
May
.
|
Iune
.
|
Gr.
Mi
.
|
Gr.
Mi
.
|
Gr.
Mi
.
|
Gr.
Mi
.
|
Gr.
Mi
.
|
Gr.
Mi
.
|
|
1
|
36
39
|
22
45
|
5
37
|
13
46
|
29
48
|
39
12
|
|
2
|
36
20
|
22
11
|
4
59
|
14
22
|
30
15
|
39
20
|
|
3
|
36
0
|
21
37
|
4
21
|
14
57
|
30
41
|
39
27
|
|
4
|
35
41
|
21
3
|
3
43
|
15
32
|
31
7
|
39
33
|
|
5
|
35
21
|
20
28
|
3
5
|
16
8
|
31
32
|
39
38
|
|
6
|
35
0
|
19
53
|
2
27
|
16
43
|
31
57
|
39
42
|
|
7
|
34
39
|
19
18
|
1
49
|
17
18
|
32
21
|
39
46
|
|
8
|
34
17
|
18
43
|
1
11
|
17
53
|
32
45
|
39
49
|
|
9
|
33
54
|
18
8
|
0
32
|
18
27
|
33
8
|
39
51
|
|
10
|
33
30
|
17
32
|
0
6
|
19
1
|
33
31
|
39
52
|
|
11
|
33
6
|
16
56
|
0
44
|
19
35
|
33
53
|
39
52
|
|
12
|
32
41
|
16
20
|
1
22
|
20
10
|
34
15
|
39
51
|
|
13
|
32
16
|
15
44
|
2
0
|
20
39
|
34
36
|
39
50
|
|
14
|
31
50
|
15
7
|
2
38
|
21
15
|
●4
56
|
39
49
|
|
15
|
31
23
|
14
30
|
3
16
|
21
48
|
35
16
|
39
46
|
|
16
|
30
57
|
13
54
|
3
54
|
22
20
|
35
35
|
39
42
|
|
17
|
30
29
|
13
17
|
4
31
|
22
53
|
35
54
|
39
37
|
|
18
|
30
1
|
12
40
|
5
9
|
23
25
|
36
12
|
39
32
|
|
19
|
29
33
|
12
3
|
5
47
|
23
56
|
36
29
|
39
26
|
|
20
|
29
4
|
11
25
|
6
25
|
24
28
|
36
46
|
39
20
|
|
21
|
28
34
|
10
48
|
7
2
|
24
59
|
37
2
|
39
13
|
|
22
|
28
4
|
10
11
|
7
39
|
25
30
|
37
18
|
39
5
|
|
23
|
27
34
|
9
33
|
8
10
|
26
0
|
37
32
|
38
56
|
|
24
|
27
4
|
8
55
|
8
53
|
26
30
|
37
46
|
38
46
|
|
25
|
26
33
|
8
17
|
9
30
|
27
0
|
37
59
|
38
36
|
|
26
|
26
1
|
7
39
|
10
7
|
27
29
|
38
12
|
38
25
|
|
27
|
25
29
|
7
2
|
10
44
|
27
58
|
38
24
|
38
13
|
|
28
|
24
57
|
6
15
|
11
21
|
28
26
|
38
35
|
38
0
|
|
29
|
24
25
|
|
11
58
|
28
54
|
38
45
|
37
47
|
|
30
|
23
52
|
|
12
34
|
29
21
|
38
55
|
37
33
|
|
31
|
23
18
|
|
13
10
|
|
39
4
|
|
setting
of
the
Sunne
,
euery
day
of
the
yeere
.
|
Iuly
.
|
August
.
|
Septemb
.
|
October
.
|
Nouemb
.
|
Decemb
.
|
Day
.
|
Gr.
Mi
.
|
Gr.
Mi
.
|
Gr.
Mi
.
|
Gr.
Mi
.
|
Gr.
Mi
.
|
Gr.
Mi
.
|
|
37
18
|
25
4
|
7
15
|
11
32
|
29
3
|
39
6
|
1
|
|
37
3
|
24
33
|
6
38
|
12
9
|
29
32
|
39
15
|
2
|
|
36
47
|
24
2
|
6
1
|
12
46
|
30
0
|
39
23
|
3
|
|
36
30
|
23
31
|
5
24
|
13
23
|
30
28
|
39
30
|
4
|
|
36
13
|
22
59
|
4
47
|
13
59
|
30
56
|
39
36
|
5
|
|
35
55
|
22
27
|
4
9
|
14
●6
|
31
23
|
39
41
|
6
|
|
35
36
|
21
55
|
3
31
|
15
12
|
31
49
|
39
45
|
7
|
|
35
17
|
21
22
|
2
54
|
15
48
|
32
15
|
39
48
|
8
|
|
34
57
|
20
49
|
2
16
|
16
24
|
32
40
|
39
50
|
9
|
|
34
37
|
20
16
|
1
39
|
17
0
|
33
5
|
39
51
|
10
|
|
34
16
|
19
43
|
1
1
|
17
36
|
33
29
|
39
52
|
11
|
|
33
55
|
19
9
|
0
23
|
18
11
|
33
52
|
39
52
|
12
|
|
33
33
|
18
35
|
0
15
|
18
46
|
34
15
|
39
50
|
13
|
|
33
10
|
18
1
|
0
53
|
19
21
|
34
37
|
39
48
|
14
|
|
32
47
|
17
27
|
1
30
|
19
56
|
34
59
|
39
45
|
15
|
|
32
23
|
16
52
|
2
8
|
20
31
|
35
20
|
39
41
|
16
|
|
31
59
|
16
17
|
2
46
|
21
5
|
●5
40
|
39
36
|
17
|
|
31
35
|
15
42
|
3
24
|
21
39
|
36
0
|
39
30
|
18
|
|
31
10
|
15
7
|
4
1
|
22
13
|
36
19
|
39
23
|
19
|
|
30
44
|
14
32
|
4
39
|
22
47
|
36
37
|
39
15
|
20
|
|
30
18
|
13
56
|
5
17
|
23
20
|
36
55
|
39
7
|
21
|
|
29
52
|
13
20
|
5
54
|
23
5●
|
37
12
|
38
58
|
22
|
|
29
25
|
12
44
|
6
32
|
●4
26
|
37
28
|
38
4●
|
23
|
|
28
57
|
12
8
|
7
10
|
24
58
|
37
4●
|
38
37
|
24
|
|
28
29
|
11
32
|
7
48
|
25
30
|
37
57
|
38
25
|
25
|
|
28
1
|
10
56
|
8
26
|
20
2
|
38
11
|
38
12
|
26
|
|
27
32
|
10
20
|
9
3
|
26
33
|
38
23
|
37
58
|
27
|
|
27
3
|
9
43
|
9
41
|
27
4
|
38
35
|
37
44
|
28
|
|
26
34
|
9
7
|
10
18
|
27
34
|
38
47
|
37
29
|
29
|
|
26
4
|
8
30
|
10
55
|
28
4
|
38
57
|
37
13
|
30
|
|
25
34
|
7
53
|
|
28
34
|
|
36
56
|
31
|
About
the
North
of
England
in
the
Latitude
of
55
Degr
.
40
Min.
the
greatest
Amplitude
will
be
45
Gr.
And
so
,
when
the
dayes
are
at
the
longest
,
the
Sunne
will
rise
due
North-East
,
and
set
in
the
North-west
.
When
the
dayes
are
at
the
shortest
,
he
will
rise
in
the
South-east
,
and
sette
in
the
South-west
.
About
the
North
of
Scotland
in
the
Latitude
of
60
Gr.
the
greatest
Amplitude
will
be
about
52
Degr
.
50
Min.
And
,
after
you
come
to
66
degr
.
of
Latitude
,
you
may
see
the
Sunne
in
the
North
.
3.
To
find
the
Azimuth
or
Point
of
the
Compasse
whereon
the
Sunne
beareth
,
for
all
houres
of
the
day
,
at
any
time
of
the
yeere
.
THe
time
of
the
yeere
is
here
represented
by
the
Red
Parallel
lines
of
Declination
;
the
time
of
the
day
,
by
the
Blacke
houre-lines
.
First
,
find
,
where
these
two
doe
meete
,
and
then
see
,
which
of
the
Blue
lines
would
passe
through
that
intersection
;
The
distance
of
that
Blue
line
from
the
line
of
East
and
West
shall
giue
the
Azimuth
required
.
As
,
if
the
day
proposed
were
the
sixth
day
of
April
,
and
it
were
required
to
know
the
Azimuth
whereon
the
Sunne
beareth
at
9.
Ho
.
45.
Min.
in
the
morning
.
This
moneth
is
found
on
the
West
part
of
the
Concaue
,
and
the
Parallel
of
Declination
drawen
vp
to
the
sixth
day
of
this
moneth
,
is
about
10
Degrees
distant
from
the
Aequator
:
This
Parallel
doth
crosse
the
houre-line
of
9
Ho
.
45
Mi.
in
the
middle
betweene
two
Blue
Azimuth
lines
,
and
following
this
middle
vnto
the
Margent
,
I
find
there
,
it
directs
me
to
the
point
N
W
,
in
the
inner
circle
;
and
so
,
to
45
Degr
.
from
the
West
in
the
middle
Circle
of
the
Margent
,
which
shewes
,
that
the
Sunne
is
in
the
opposite
point
45
degr
.
distant
from
the
East
,
vpon
the
Southeast
point
of
the
Compasse
.
4.
To
finde
the
Houre
and
Minute
when
the
Sun
shall
come
to
any
Azimuth
,
at
all
times
of
the
yeere
.
AS
,
if
it
were
required
,
to
know
,
at
what
houre
the
Sunne
would
be
in
the
East
,
on
the
longest
day
of
the
yeere
.
The
Sunne
riseth
in
the
East
,
at
VI
.
in
the
morning
,
and
setteth
in
the
West
,
at
VI
.
in
the
euening
,
about
the
tenth
of
March
,
and
the
thirteenth
of
September
:
but
,
all
other
times
of
the
yeere
,
it
will
be
past
VI
.
in
the
morning
before
hee
come
to
the
East
,
and
he
will
be
past
the
West
before
VI
.
of
the
clocke
in
the
euening
.
As
here
the
Tropique
of
Cancer
,
which
is
the
Parallel
of
the
longest
day
,
doth
crosse
the
West
Azimuth
at
7.
Ho
.
22.
Min.
in
the
morning
;
And
such
is
the
time
of
the
Sunnes
comming
to
the
East
.
5.
To
find
the
Day
of
the
Moneth
when
the
Sunne
commeth
to
any
Point
of
the
Compasse
at
any
houre
proposed
.
AS
,
if
it
were
required
,
to
find
the
day
of
the
moneth
when
the
Sunne
shall
come
to
due
East
,
at
VII
.
in
the
morning
;
I
shall
finde
that
the
houre-line
of
VII
.
in
the
morning
doeth
crosse
the
West
Azimuth
at
the
Parallel
of
18.
degr
.
of
North
Declination
;
and
this
Parallel
doth
leade
me
to
the
first
of
May
on
the
West
side
,
and
to
the
two
and
twentieth
of
Iuly
,
on
the
East
side
of
the
Concaue
:
which
shewes
,
that
the
Sun
will
be
due
East
at
seuen
in
the
morning
,
and
due
West
at
fiue
in
the
euening
,
both
,
on
the
first
of
May
,
and
the
xxijth
.
of
Iuly
.
The
vse
of
the
Yellow
lines
.
THe
Yellow
lines
are
,
all
of
them
,
lesser
Circles
,
drawen
vpon
the
same
center
in
the
bottome
of
the
Concaue
;
and
so
,
Parallel
one
to
the
other
;
representing
the
Parallels
of
Altitude
,
commonly
called
,
by
the
Arabian
name
,
Almicanters
.
There
be
sixtie
two
of
them
;
and
they
be
numbred
,
both
at
the
Meridian
,
and
at
the
Tropique
of
Cancer
,
in
Yellow
Figures
with
5
,
10
,
15
,
&c.
according
to
their
distance
from
the
Horizon
,
which
is
heere
represented
by
the
edge
of
the
Concaue
.
The
vse
of
them
is
,
1.
To
finde
the
Altitude
of
the
Sunne
aboue
the
Horizon
.
WHen
the
Sunne
shineth
,
obserue
the
shadow
of
the
Style
,
that
falleth
among
the
Yellow
lines
;
The
distance
of
that
Yellow
Parallel
from
the
Horizon
shall
giue
the
Parallel
of
the
Sunnes
altitude
aboue
the
Horizon
.
As
,
if
the
shadow
of
the
top
of
the
Style
shall
fall
on
any
part
of
the
tenth
Parallel
,
it
shewes
the
Sun
to
be
at
10
gr.
of
altitude
aboue
the
Horizon
.
And
so
,
in
the
rest
.
2.
To
finde
the
Altitude
of
the
Sunne
for
any
Day
and
Houre
proposed
.
3.
To
finde
the
Altitude
of
the
Sunne
for
any
Day
and
Azimuth
proposed
.
4.
To
finde
the
Altitude
of
the
Sunne
for
any
Houre
and
Azimuth
proposed
.
THese
and
such
like
Propositions
,
with
their
conuerses
,
depend
vpon
the
meeting
of
these
Yellow
lines
at
the
intersection
of
any
two
of
the
other
lines
before
described
.
As
,
if
it
were
required
,
to
find
,
what
altitude
the
Sunne
shall
haue
,
on
the
sixt
day
of
April
at
nine
of
the
clocke
in
the
morning
.
First
,
find
the
Parallel
of
declination
,
belonging
to
the
Day
,
and
his
intersection
with
the
houre-of
nine
in
the
morning
;
then
may
you
finde
,
the
Yellow
line
drawen
through
this
intersection
to
be
neere
35
Degr
.
distant
from
the
edge
of
the
Concaue
;
And
,
such
will
be
the
altitude
of
the
Sunne
aboue
the
Horizon
,
at
the
time
proposed
.
The
like
reason
holdeth
for
all
the
rest
.
The
vse
of
the
Greene
lines
.
IT
was
the
maner
of
the
Ancients
,
to
diuide
the
day
into
twelue
houres
,
and
the
night
into
other
twelue
houres
:
but
,
the
houres
of
the
day
were
commonly
either
longer
or
shorter
then
the
houres
of
the
night
,
and
the
Summer
houres
alwayes
longer
then
the
Winter
houres
:
whereupon
,
they
are
called
the
olde
,
vnaequall
;
and
(
by
some
)
the
Planetarie
houres
.
These
houres
,
for
the
day
,
are
heere
represented
by
the
Greene
lines
,
and
are
numbred
in
Greene
figures
by
1
,
2
,
3
,
4
,
&c.
at
the
Tropique
of
Capricorne
.
The
vse
of
them
is
,
1.
To
finde
the
olde
,
vnaequall
houre
of
the
day
.
WHen
the
Sunne
shineth
,
obserue
the
shadow
of
the
top
of
the
style
,
among
the
Greene
lines
;
the
line
next
after
the
shadow
shall
giue
the
houre
required
.
As
,
if
the
shadow
of
the
top
of
the
Style
shall
fall
betweene
the
Horizon
and
the
Greene
line
noted
with
1
,
it
is
the
first
houre
:
If
betweene
the
first
houre-line
and
the
second
,
it
is
the
second
houre
:
If
it
fall
directly
on
the
second
houre
,
it
is
the
second
houre
complete
,
according
to
the
accompt
of
the
Ancients
.
2.
To
compare
the
old
vnaequall
houres
with
the
houres
of
the
Clocke
.
AS
,
if
it
were
required
,
to
know
what
houre
of
the
day
,
it
would
be
,
at
nine
of
the
clocke
in
the
morning
vpon
the
longest
day
.
First
,
finde
the
Parallel
of
the
day
,
and
his
intersection
with
the
houre
of
IX
,
then
may
you
finde
this
intersection
to
fall
betweene
the
third
and
the
fourth
of
the
greene
lines
;
and
so
it
is
the
fourth
houre
of
the
Day
.
For
,
when
the
dayes
are
at
the
longest
with
vs
,
the
first
houre
beginneth
at
III
of
the
clocke
and
47
Min.
in
the
Morning
,
and
endeth
at
V
and
9
Min.
The
second
houre
beginneth
where
the
first
endeth
,
and
is
complete
at
VI
and
31
Min.
The
third
houre
is
complete
at
VII
and
53
Min.
The
fourth
,
at
IX
and
15
Mi.
The
fift
,
at
X
and
37
Mi.
The
sixt
houre
alwayes
endeth
at
high
noone
:
and
the
rest
in
the
like
order
:
each
of
these
twelue
Houres
beeing
equall
to
1
Ho
.
22
Min.
of
the
Clocke
.
At
the
two
Aequinoctiall
dayes
,
when
the
Sunne
riseth
at
sixe
,
and
setteth
at
sixe
,
these
houres
of
the
day
will
bee
equall
to
the
houres
of
the
Clocke
:
But
,
in
the
depth
of
Winter
,
one
of
these
houres
,
will
be
but
38
Minutes
of
a
common
houre
.
The
vse
of
the
Circle
of
the
Age
of
the
Moone
.
THe
Circle
drawne
at
the
roote
of
the
Style
,
diuided
with
blacke
strokes
into
29½
,
representeth
the
Age
of
the
Moone
:
The
other
Circle
within
it
,
diuided
with
white
strokes
into
24
,
representeth
the
Houres
of
the
Day
,
and
beeing
continued
,
would
agree
with
the
Houre
lines
betweene
the
Tropiques
.
The
vse
of
these
Circles
,
is
;
1.
Knowing
the
Age
of
the
Moone
,
to
finde
the
time
when
she
commeth
to
the
South
.
FIrst
,
finde
the
Age
of
the
Moone
in
the
outward
Circle
,
so
,
the
next
Houre
line
,
in
the
inward
Circle
,
shall
giue
you
the
time
when
she
commeth
to
the
South
.
Thus
,
you
may
find
,
that
if
the
Moone
be
ten
dayes
old
,
she
wil
be
in
the
South
,
at
eight
of
the
Clocke
in
the
Euening
:
If
fifteene
dayes
old
,
then
about
twelue
of
the
clocke
at
midnight
:
If
twenty
fiue
dayes
old
,
then
at
eight
in
the
Morning
:
And
vpon
this
it
followeth
;
2.
Knowing
the
Age
of
the
Moone
,
to
find
the
time
when
it
will
bee
high
water
.
FIrst
,
inquire
what
difference
there
is
betweene
the
time
of
the
Moones
comming
to
the
South
,
and
the
time
of
High
water
;
for
,
that
once
knowne
,
is
knowne
for
euer
.
For
example
,
It
is
commonly
sayd
,
that
when
the
Moone
commeth
to
the
Southwest
,
it
will
bee
High
water
at
London
bridge
;
and
this
is
about
three
houres
after
her
comming
to
the
South
.
And
againe
when
shee
commeth
to
the
Northeast
,
which
is
about
three
houres
after
her
comming
to
the
North
part
of
the
Meridian
.
Suppose
then
,
that
the
Moone
is
ten
dayes
old
,
then
will
she
be
in
the
South
,
by
the
former
Proposition
,
at
Eight
in
the
Euening
,
or
in
the
North
at
Eight
in
the
Morning
,
adde
vnto
this
three
houres
more
,
and
it
will
be
High
water
at
Eleuen
of
the
Clocke
.
3.
Knowing
the
Age
of
the
Moon
,
to
finde
the
houre
of
the
night
,
by
the
shadow
of
the
Style
.
THe
houre
of
the
Moone
from
the
Meridian
,
may
bee
found
out
at
any
time
when
the
Moone
shineth
;
by
the
shadow
of
the
Style
,
in
such
sort
as
we
finde
the
houre
of
the
Day
when
the
Sunne
shineth
.
For
,
if
the
Moone
bee
in
the
South
,
shee
will
cast
the
shadow
of
the
Style
vpon
the
houre
of
XII
;
and
if
shee
cast
a
shadow
vpon
I
,
or
II
,
it
shewes
that
shee
is
accordingly
either
one
houre
,
or
two
,
or
more
past
the
Meridian
.
Suppose
the
Moone
to
be
ten
dayes
old
,
and
that
she
did
cast
a
shadow
vpon
the
houre
of
V
after
noone
;
I
would
then
say
it
were
about
one
of
the
clocke
in
the
morning
:
For
,
the
Moone
being
ten
dayes
old
,
she
commeth
to
the
South
at
VIII
in
the
Euening
,
and
therefore
,
when
shee
is
fiue
houres
past
the
South
,
it
must
bee
I
,
in
the
morning
.
The
description
and
vse
of
the
four
Corner
Dials
.
THe
foure
Triangular
Dials
at
the
Corners
of
the
Stone
,
decline
from
the
prime
verticall
,
and
incline
to
the
Horizon
.
In
these
,
The
Blacke
lines
shew
the
ordinary
Houres
:
the
Redde
lines
shew
the
Summer
,
and
Winter
,
and
the
Aequinoctiall
shadow
.
If
the
shadow
of
the
top
of
the
Style
shall
fall
vpon
the
middle
Red
line
noted
with
♈
and
♎
,
then
is
the
Sunne
in
the
Aequinoctiall
:
It
falleth
vpon
the
Line
noted
with
♋
,
in
the
height
of
Summer
;
and
vpon
the
Line
noted
with
♑
,
in
the
depth
of
Winter
.
1
The
Blue
lines
at
the
Northeast
Corner
,
noted
with
1
,
2
,
3
,
4
,
&c.
shewe
the
Houres
from
the
Sunne
rising
.
The
shadow
of
the
top
of
the
Style
will
fall
vpon
the
Line
of
1
,
at
one
houre
after
the
Sunne
rising
,
and
vpon
the
houre
of
2
,
when
the
Sunne
is
two
houres
high
in
the
East
.
2
The
Blue
lines
at
the
Northwest
Corner
,
noted
with
1
,
2
,
3
,
4
,
&c.
shew
the
houres
from
Sunne
setting
.
The
shadow
of
the
top
of
the
Style
will
fall
vpon
the
Line
of
2
,
when
the
Sunne
is
two
houres
high
in
the
West
:
and
vpon
the
Line
of
1
,
when
the
Sunne
wants
but
one
houre
of
setting
.
The
description
and
vse
of
the
Dials
on
the
South
side
of
the
stone
.
THe
South
side
of
the
stone
hath
many
Dialls
:
One
great
Verticall
Diall
:
Two
Aequinoctiall
Dials
,
whereon
the
Sunne
neuer
shineth
but
in
Winter
:
One
Verticall
Concaue
in
the
middle
:
Two
Declining
Dials
,
on
either
side
of
this
Concaue
:
Two
small
Polar
Concaues
:
Two
Irregular
Dials
,
with
three
Styles
in
each
Diall
:
Of
these
,
the
Aequinoctiall
,
the
Decliners
,
and
the
Irregular
Dials
haue
onely
Blacke
lines
to
shewe
the
Ordinary
Houres
:
But
the
great
Verticall
,
and
the
three
Concaues
,
as
they
haue
lines
of
different
colours
,
so
they
are
such
as
were
not
on
the
former
Stone
.
The
Lines
drawne
on
the
great
Verticall
,
may
be
knowen
&
distinguished
in
this
maner
:
The
Aequator
,
the
Tropiques
and
the
Parallels
of
the
length
of
the
day
,
are
all
drawne
in
Red
lines
:
The
Houre-lines
from
the
Sun-rising
,
in
Yellow
:
The
Italian
houre-lines
from
the
last
Sun-setting
in
Blue
.
And
so
much
is
there
intimated
in
foure
Latine
verses
:
Vmbrarum
metas
,
Occasum
Solis
&
Ortum
,
Et
quàm
longa
dies
,
Linearubra
dabit
:
Flaua
,
à
Sole
oriente
horas
;
à
Sole
cadente
,
Caerulea
,
Italico
,
Linea
,
more
,
notat
.
The
vse
of
the
Red
Lines
in
finding
,
-
1.
The
Length
of
the
Day
.
-
2.
The
Time
of
the
Sunnes
rising
.
-
3.
The
Time
of
the
Sunnes
setting
.
ALl
varietie
of
shadowes
is
bounded
betweene
the
two
extreme
Redde
Lines
.
The
vppermost
,
noted
with
♑
,
representeth
the
Tropique
of
Capricorne
:
And
when
the
shadow
of
the
top
of
the
Style
shall
fall
on
this
line
,
then
is
the
Sunne
at
the
lowest
,
and
the
Dayes
at
the
shortest
.
The
lowermost
,
noted
with
♋
.
is
the
Tropique
of
Cancer
:
when
the
shadow
commeth
to
this
line
,
then
is
the
Sunne
at
the
highest
,
and
the
dayes
at
the
longest
.
The
other
Red
lines
,
noted
in
the
middle
with
8
,
9
,
10
,
11
,
12
,
13
,
14
,
15
,
16
,
are
Parallels
of
the
length
of
the
Day
.
The
streight
line
drawen
in
the
middle
,
noted
with
♈
and
♎
,
is
the
Aequinoctiall
.
Vpon
this
line
is
written
,
6
at
the
one
end
,
12
in
the
middle
,
and
6
at
the
other
end
.
This
shewes
,
that
when
the
shadow
of
the
top
of
the
Style
shall
fall
on
this
line
,
then
is
the
Sunne
in
the
Aequinoctiall
;
the
length
of
the
Day
is
twelue
houres
;
the
Sunne
riseth
at
VI
,
and
setteth
at
VI
.
In
like
manner
,
If
the
shadow
shall
fall
vpon
the
line
noted
with
10
;
it
sheweth
,
that
the
length
of
the
day
is
ten
houres
;
the
Sunne
riseth
at
VII
in
the
morning
,
and
setteth
at
V
,
in
the
euening
.
At
the
end
of
these
Red
lines
,
are
the
Signes
and
the
Moneths
;
thereby
to
shew
the
Place
of
the
Sunne
,
and
the
Time
of
the
Yeere
.
As
,
at
the
one
ende
of
the
Aequinoctiall
,
there
is
the
Signe
of
Aries
,
and
the
Moneth
of
March
:
at
the
other
end
,
the
Signe
of
Libra
,
and
the
Moneth
of
September
:
which
shew
,
that
in
these
moneths
,
the
Sun
will
be
in
these
Signes
,
the
shadow
will
fall
on
these
Parallels
,
and
there
shew
the
length
of
the
Day
,
as
before
.
Et
è
conuerso
.
The
vse
of
the
Yellow
Lines
;
in
shewing
the
houres
past
since
the
Sunne-rising
.
THe
streight
line
drawen
betweene
the
Blue
and
the
White
grounds
representeth
the
Horizon
:
for
when
the
Sunne
commeth
to
the
Horizon
,
either
at
his
rising
,
or
at
his
setting
,
the
shadow
of
the
top
of
the
Style
will
fall
vpon
this
line
.
The
Yellow
lines
noted
with
1
2
,
3
,
4
,
&c.
doe
shew
the
houres
after
the
Sun-rising
,
according
to
the
distance
from
the
Horizon
.
As
,
if
the
shadow
of
the
top
of
the
Style
shall
fall
on
any
part
of
the
yellow
line
noted
with
1
,
it
shewes
,
that
the
Sunne
is
an
houre
high
:
If
on
the
like
line
noted
with
2
,
then
are
there
two
houres
past
,
betweene
that
and
the
time
of
the
Sunnes
rising
.
The
vse
of
the
Blue
Lines
in
shewing
the
houres
past
since
the
last
Sunne-setting
.
IN
Italy
(
as
Trauailers
say
)
the
Clocke
strikes
twentie
foure
at
Sunne
setting
;
at
one
houre
after
,
it
strikes
one
;
and
then
,
two
,
three
,
and
so
forward
vntill
the
next
Sunnes
setting
.
So
that
,
if
the
day
shall
be
eight
houres
long
,
it
will
strike
sixteene
at
Sunne
rising
,
and
twenty
at
high
noone
:
If
the
day
shall
be
sixteene
houres
long
,
it
will
strike
eight
at
Sunne-rising
,
and
sixteene
at
high
noone
.
These
houres
are
heere
represented
in
Blue
lines
.
As
,
if
on
the
tenth
of
our
April
,
at
X
of
our
clocke
in
the
morning
,
you
obserue
the
shadow
of
the
top
of
the
Style
,
you
shall
find
it
to
fall
among
the
Red
lines
on
the
Parallel
of
14
;
on
the
line
of
5
,
among
the
Yellow
lines
;
and
,
on
the
line
of
15
,
among
the
Blue
lines
:
which
shewes
,
that
the
length
of
that
Day
is
14
houres
;
and
the
time
of
the
Day
,
5
houres
from
the
Sunnes
rising
,
and
15
houres
from
the
last
Sunnes
setting
.
In
the
Verticall
Concaue
,
at
the
middle
of
the
South
side
of
the
Stone
,
this
verse
is
written
:
Horae
vulgares
,
&
Signa
in
culmine
coeli
.
The
lines
there
drawen
are
of
three
sorts
:
The
common
houre-lines
are
drawen
in
Blacke
:
The
Aequator
and
Tropiques
drawen
in
Redde
,
as
in
the
other
Dials
.
The
other
lines
noted
with
♈
,
♉
,
♊
,
&c.
are
the
lines
of
the
twelue
Signes
.
To
shew
,
which
of
the
xij
Signes
is
in
the
Meridian
.
ALl
the
twelue
Signes
doe
passe
,
by
the
Meridian
,
in
xxiiij
houres
,
but
,
vnaequally
;
some
,
in
lesse
time
then
two
houres
;
some
in
more
.
When
the
Sunne
shineth
,
obserue
,
where
the
shadow
of
the
toppe
of
the
Style
falleth
among
these
lines
of
Signes
;
for
,
that
sheweth
the
Signe
which
is
then
in
the
South
,
and
so
,
passing
by
the
Meridian
.
As
the
Sunne
,
being
in
the
Aequinoctiall
,
at
IX
of
the
Clocke
in
the
morning
,
the
shadow
falleth
vpon
♒
and
〈◇〉
:
If
the
Sunne
be
in
♈
,
then
is
the
Signe
of
♒
in
the
Meridian
;
If
in
♎
,
then
it
is
the
Signe
of
♌
.
But
,
when
the
Sunne
commeth
to
the
Tropique
of
Cancer
,
the
shadow
will
fall
,
at
IX
in
the
morning
,
vpon
the
Signe
of
♉
;
and
that
is
the
Signe
which
is
then
in
the
Meridian
.
In
the
two
Polar
Concaues
on
the
South
side
of
the
Stone
,
there
are
lines
noted
with
these
words
,
Aequalis
,
Dupla
,
Tripla
,
Quadrupla
,
&c.
The
vse
of
them
is
,
To
shew
the
Proportion
of
Shadowes
to
their
Bodies
.
AS
,
when
the
shadow
of
the
top
of
the
Style
shall
fall
vpon
the
line
noted
with
this
word
,
Aequalis
;
then
,
is
the
shadow
of
a
man
,
vpon
a
leuell
ground
,
aequall
to
his
height
.
When
it
falleth
vpon
the
line
noted
with
the
word
Dupla
,
then
will
his
shadow
be
double
vnto
his
height
.
And
so
,
for
the
rest
.
These
Proportions
being
thus
known
,
you
may
take
the
length
of
the
Shadow
,
and
so
,
finde
the
height
of
the
body
,
when
it
cannot
otherwise
be
so
easily
measured
.
The
Description
and
Use
of
the
Dials
on
the
North
side
of
the
Stone
.
THe
Sunne
shineth
on
the
North
side
of
the
stone
,
onely
in
the
Summer
;
and
then
,
early
in
the
morning
,
before
it
shineth
on
the
South
side
;
or
,
late
in
the
euening
,
after
it
hath
left
shining
on
the
South
side
of
the
stone
:
And
therefore
I
haue
drawen
heere
such
lines
as
may
answere
to
them
on
the
South
side
.
In
the
Verticall
Concaue
on
this
North
side
,
the
Red
lines
shewe
the
Signes
,
and
the
Place
of
the
Sunne
:
The
Blue
lines
noted
with
Dupla
,
Tripla
,
Quadrupla
,
&c.
doe
shew
the
Proportion
of
shadowes
to
their
Bodies
.
In
the
two
side
Inclining
Dials
,
the
Red
lines
,
noted
with
16
,
15
,
14
,
&c.
doe
serue
to
shewe
the
length
of
the
Day
:
and
the
Blue
lines
,
the
houres
from
Sunne
rising
and
Sunne
setting
.
The
Description
and
vse
of
the
Dials
on
the
East
and
West
sides
of
the
Stone
.
THe
Sunne
shineth
on
the
East
side
of
the
stone
,
onely
in
the
morning
;
on
the
West
side
,
onely
in
the
afternoone
;
and
not
on
both
at
once
;
and
therefore
I
haue
made
them
one
answering
the
other
.
Either
side
hath
foure
great
Dials
,
of
seuerall
formes
:
A
Meridian
Plaine
;
a
Meridian
Concaue
;
a
Meridian
Cylinder
Diall
;
and
a
Square
hollow
Diall
of
many
sides
.
Ouer
the
Meridian
Plaine
,
on
the
one
side
,
these
verses
are
written
,
shewing
the
vse
of
the
Lines
according
to
their
colours
.
Horas
antiquas
,
Viridis
;
Rubra
linea
,
Signa
Monstrat
;
Caeruleus
,
nautica
puncta
,
color
.
On
the
other
side
,
these
verses
,
to
the
like
effect
:
Caeruleo
,
dantur
communes
Azimuth
;
Horae
Antiquae
,
Viridi
;
Signa
,
colore
Rubro
.
THe
Red
lines
doe
here
represent
the
Signe
and
Place
of
the
Sunne
.
For
,
the
Sunne
shining
,
the
shadow
of
the
edge
of
the
top
of
the
Style
falling
among
the
Blacke
lines
will
shew
the
ordinarie
houres
:
And
the
shadow
of
the
lower
point
of
that
edge
falling
among
the
Red
lines
will
there
shew
the
Signe
of
the
Place
of
the
Sunne
,
according
to
the
characters
♈
,
♉
,
♊
,
♋
,
&c.
noted
in
the
Ellipsis
.
The
Greene
lines
do
shew
the
Old
,
Vnaequall
,
Planetary
houres
,
diuiding
the
Day
into
twelue
equall
parts
;
for
,
the
Greene
line
which
followeth
next
after
the
shadow
,
will
giue
the
houre
required
.
The
Blue
lines
,
noted
with
E
,
E
b
S
,
E
S
E
,
&c.
doe
shew
the
common
Azimuths
,
or
(
as
Seamen
call
them
)
the
Points
of
the
Compasse
,
whereon
the
Sunne
beareth
from
vs.
For
,
if
the
point
of
the
shadow
doe
fall
vpon
the
line
noted
with
E
,
then
is
the
Sunne
in
the
East
:
If
it
fall
on
the
line
noted
with
E
b
S
,
then
,
the
Sunne
beareth
from
vs
East
and
by
South
.
In
the
Square
hollow
Dialls
of
many
sides
,
the
Blacke
lines
doe
shew
the
Ordinary
Houres
,
and
the
Redde
lines
represent
the
Aequator
,
and
his
Parallels
of
declination
.
For
,
heere
,
if
the
Sunnes
beame
passing
through
the
little
hole
in
the
side
of
the
Square
shall
fall
on
any
part
of
the
Red
line
,
10
gr.
aboue
the
Aequinoctiall
line
,
then
is
the
declination
of
the
Sunne
10
gr.
to
the
Southward
:
If
on
20
gr.
below
the
Aequinoctiall
line
,
then
is
the
Sunne
20
Degrees
from
the
Aequator
Northward
.
In
the
Meridian
Concaue
,
on
the
East
side
of
the
Stone
,
is
written
this
verse
,
Horae
vulgares
,
atque
ascendentia
Signa
.
In
the
Meridian
Concaue
,
on
the
West
side
,
Horae
vulgares
,
&
descendentia
Signa
.
The
Lines
heere
drawne
are
of
three
sortes
:
The
Common
houre
lines
are
drawne
in
Blacke
:
The
Aequator
,
and
the
Tropiques
are
drawne
in
Redde
,
as
in
the
other
Dials
:
The
other
lines
noted
with
♈
,
♉
,
♊
,
♋
,
&c.
are
the
lines
of
the
twelue
Signes
.
To
shew
,
which
of
the
xij
Signes
is
at
the
Horizon
.
ALl
the
twelue
Signes
doe
rise
and
and
sette
in
xxiiij
houres
,
but
,
vnequally
:
Some
are
neere
three
houres
in
rising
,
others
doe
rise
in
lesse
time
then
an
houre
.
Heere
,
it
sufficeth
onely
to
obserue
the
shadow
of
the
toppe
of
the
Style
;
For
,
it
will
fall
vpon
the
Signe
,
which
is
rising
,
if
the
Sunne
shine
on
the
East
side
:
or
vpon
the
Signe
which
is
then
descending
,
if
the
Sunne
doe
shine
on
the
West
side
of
the
Stone
.
In
the
Meridian
Cylinders
are
two
Geographicall
Tables
:
One
,
on
the
East
side
of
the
Stone
,
of
such
places
as
are
East
from
London
:
The
other
,
on
the
West
side
,
of
such
places
as
lie
West
from
London
.
And
these
are
described
,
according
to
their
due
Latitude
and
Longitude
,
in
such
sort
,
that
the
same
lines
which
shew
the
houre
of
the
Day
,
doe
also
shew
the
difference
of
Longitude
.
The
vse
of
them
may
bee
,
1.
To
shew
the
time
,
when
it
is
noone
in
any
of
those
Countreys
.
SVch
places
as
lie
East
from
London
haue
noone
before
vs
:
Such
as
lie
West
from
London
haue
noone
after
vs.
But
to
finde
the
time
more
particularly
,
obserue
the
shadow
of
the
Style
which
sheweth
the
houre
of
the
Day
;
For
,
when
that
commeth
to
be
ouer
any
place
in
the
Chart
,
then
is
it
Noone
in
that
place
.
Thus
,
the
shadow
of
the
Style
comming
to
the
Meridian
of
Hierusalem
,
at
the
houre
of
IX
in
the
morning
,
it
sheweth
,
that
it
is
Noone
at
Hierusalem
,
when
it
is
but
nine
of
the
Clocke
with
vs
at
London
.
2.
To
shew
the
time
of
the
Day
agreeing
to
any
of
those
Countreys
.
FIrst
,
finde
the
Meridian
of
the
Place
proposed
;
then
,
see
where
the
shadow
falleth
:
So
,
the
distance
in
houres
,
between
the
shadow
and
that
Meridian
,
shall
giue
the
time
of
the
Day
required
.
As
if
,
it
being
Noone
at
Rome
and
Venice
,
it
were
required
to
finde
the
houre
of
the
Day
at
Hierusalem
.
It
appeareth
,
by
the
former
Proposition
,
that
it
is
Noone
at
Rome
and
Venice
,
at
such
time
as
it
is
about
eleuen
of
the
Clocke
at
London
,
and
,
that
there
is
two
houres
difference
between
the
Meridian
of
Rome
and
the
Meridian
of
Hierusalem
;
and
therefore
,
at
Hierusalem
it
is
two
of
the
Clocke
after
noone
at
the
time
proposed
.
And
what
is
here
said
of
the
Day
,
the
same
may
be
vnderstood
of
the
time
of
the
Night
.
It
appeareth
,
by
the
former
Proposition
,
that
it
is
noone
at
Virginia
,
at
such
time
,
as
it
is
V
of
the
Clocke
after
noone
with
vs
at
London
;
and
therefore
,
fiue
houres
difference
,
betweene
the
Meridians
of
Virginia
and
London
;
so
that
,
I
suppose
,
if
they
at
Virginia
,
and
wee
at
London
,
could
see
one
and
the
same
thing
,
at
the
same
instant
of
time
(
as
sometimes
,
wee
may
,
either
the
beginning
or
the
end
of
an
Eclipse
of
the
Moone
)
if
wee
see
it
at
midnight
,
they
should
see
it
at
VII
of
their
Clocke
in
the
Euening
;
Or
,
if
they
see
it
at
VIII
in
the
Euening
,
wee
shall
see
it
at
One
in
the
Morning
.
These
,
and
such
like
,
are
the
vses
of
these
Dials
:
if
too
obscurely
deliuered
,
your
Maiestie
may
command
the
Author
.
FINIS
.