trigram

This is a table of type trigram and their frequencies. Use it to search & browse the list to learn more about your study carrel.

trigram frequency
of the sun807
the sine of777
to find the654
of the earth607
according to the553
sine of the515
of the world464
part of the459
motion of the441
so is the414
the tangent of376
of the moon368
the complement of356
the center of355
the time of349
the motion of338
of the same337
center of the318
place of the315
one of the305
the cosine of294
the difference of292
to the sine286
of the suns286
the line of280
is in the277
complement of the274
the place of267
distance from the265
in the year265
is to be264
the sun is263
the quadrant of259
of the horizon258
of the day256
from the center251
quadrant of altitude251
and in the246
in the same245
the weight of243
out of the242
of the air237
of the ecliptick237
time of the236
when the sun235
of the planets234
cosine of the231
of the stars229
and of the228
of the said228
of the latitude228
the beginning of226
it may be226
of the sunne226
is to the223
the number of219
to be the219
the end of218
difference of the212
parts of the207
equal to the207
the length of207
of the angle206
to the meridian203
if it be203
of the other203
the distance of202
to the other202
in the morning198
of the quadrant191
which is the191
weight of the188
from the meridian187
degree of the186
side of the181
point of the181
in the first181
of the first180
by reason of178
of the water178
end of the177
above the horizon177
of the heavens175
the versed sine175
distance of the174
that it is174
and the other173
versed sine of173
the latitude of173
of the hour171
from the earth170
sine of d170
tangent of the168
the fixed stars166
length of the166
of the globe164
of the moone163
number of degrees163
day of the162
of the pole160
the pressure of159
the top of156
there is a153
the point of152
as the radius151
there is no150
to the tangent149
sines of the149
of all the149
be in the148
pressure of the148
from the sun148
line of sines148
sum of the148
degrees of the146
the height of145
the poles of145
the sun and144
the distance between144
a table of144
as in the143
in respect of142
the earth is141
poles of the141
of the meridian141
that of the140
then a quadrant140
distant from the138
is the sine138
of the sphere135
the other foot135
as well as134
shall be the133
that the earth133
the sum of132
of the fixed132
the right ascension131
it to be131
height of the130
the hour of130
that which is130
top of the129
it is not128
of the equator128
the middle of127
of the declination126
as it is126
on the globe123
the degree of122
hour of the122
of the given122
in the limb122
the use of121
the suns declination121
that is to121
arch of the121
the secant of121
the square of120
the thread to120
of the altitude120
may be found119
to be in119
the angle of119
as the sine118
found to be117
come to the116
reason of the116
secant of the116
of the sines116
and by the115
pole of the115
the angle sought115
is called the114
as for the113
the suns altitude113
as it were113
that there is112
and from the112
the sines of112
as to the112
to have been112
to finde the111
the inhabitants of111
of the equinoctial111
you will find110
it will be110
the name of110
to the same110
of the two109
so that the109
distance between the109
the same with108
in the midst107
because it is107
early english books107
the nature of107
that the sun107
lay the thread107
the day of105
is to say105
in the meridian104
a line of103
the altitude of103
the nearest distance103
in the center102
the arch of102
parallel to the102
not to be102
in the heavens102
the reason of102
right ascension of101
will be found101
the hour from101
the help of100
of the line100
the parts of100
in the second100
found in the100
the pole of100
to be a100
the given angle99
the same time99
beginning of the99
the surface of99
opposite to the98
the elevation of98
of the second98
of the place98
the opinion of98
ascension of the97
if it were97
the meridian of97
at the same97
of the side97
thread to the97
east or west97
will be the97
the quantity of97
is equal to97
of the night96
the head of96
of the zodiack96
altitude of the96
the midst of96
latitude of the95
in which the94
and therefore the94
the measure of94
added to the93
the versed sines93
in the horizon93
are to be93
one foot of93
in this case92
at right angles92
that in the92
the body of91
the a clock91
in like manner91
in the middle91
sun is in91
the rest of91
body of the91
the other side91
tangent of d90
the angle at90
use of the90
to the cosine90
the sun in90
the reason is89
one of them89
the suns place89
the scale of89
declination of the89
of the whole89
to the side89
of the moneth89
of a circle88
of the year87
it in the87
to the earth87
in the triangle87
it is called86
in the beginning86
are in the86
to know the86
of the ark86
when it is86
of the sea86
square of the85
english books online85
as the cosine85
the diameter of85
by help of85
it is the85
the north pole85
is said to84
axis of the84
the side sought84
the most part84
of the third83
in the air83
the circle of83
in the other83
that there are83
sun and moon83
measure of the83
and that the83
azimuth from the82
said to be82
the space of82
the declination of81
the sun or81
the cause of81
that it was81
elevation of the81
circle of position81
angled spherical triangle81
anni post christum81
it is a81
the primum mobile80
edge of the80
table of the79
which may be79
by the arabs79
in the evening79
to the horizon79
foot of the79
of half the78
rising and setting78
be found to78
difference between the77
it is in77
the axis of77
at this day77
right angled spherical77
as they are77
the earth to76
the parallel of76
by the globe76
of the circle76
it must be76
from the south76
found by the75
any of the75
and the angle75
to make a75
you may see75
of the versed75
the sun hath75
so shall the75
rest of the74
and so the74
for the most74
the tropick of74
from the zenith74
less then a74
help of the74
that part of73
on the north73
the golden number73
of the most73
greater then a73
seen in the72
some of the72
in the line72
and you will72
professor of mathematicks72
middle of the72
of the earths72
the doctrine of71
and the same71
description of the71
to the versed71
of the former71
in the afternoon70
the centre of70
a clock hour70
in the said70
points of the70
on the other70
of a star69
the first meridian69
the first of69
from the north69
them to be69
nearest distance to69
the shade of69
a clock line68
take the nearest68
and on the68
which it is68
laying the thread68
in the time68
be able to68
sides of the68
from the east68
according to their68
by the help67
the sides of67
the given side67
it to the67
that they are67
then in the67
motions of the67
of the several66
is the same66
the son of66
versed sines of66
the meridian line66
the sun to66
the longest day66
past in the66
between the two65
for finding the65
on the quadrant65
the difference between65
is the difference65
of the aequator65
the area of65
the ark of64
to the sun64
together with the64
inches of mercury64
to the radius64
degrees and minutes64
point in the63
nature of the63
is the angle63
the right edge63
either of the63
to be found63
and the thread63
by the greeks63
said the marquiese62
the cotangent of62
the description of62
by the same62
in the former62
in the moone62
on the south62
because they are62
in the moon62
will find the62
in the world61
of the primum61
the intersection of61
of the poles61
but in the61
are said to61
take the distance61
from the pole61
intersection of the61
to the east61
text creation partnership60
be found in60
the foot of60
the meridian altitude60
the degrees of60
half of the60
semidiameter of the60
of the radius60
of the sides60
angle of the60
greater then the60
of the celestial59
said to have59
in the zodiack59
the index of59
that is the59
the earth and59
places of the59
circle of the59
the same manner58
a piece of58
all the rest58
the earth in58
declination in the58
theory of the58
the hour circle58
towards the north58
if you would58
of a fluid58
diameter of the58
place in the58
in this manner58
foot of water58
and to the58
that if the57
is that which57
from the beginning57
the moon is57
comprehended between the57
to the first57
based on the57
those of the57
made by the57
a pillar of57
the sunne is57
that he was57
it cannot be57
must needs be57
the university of57
on the east57
the oblique ascension57
the other planets56
in the aire56
put forth a56
index of the56
centre of the56
of the great56
is not so56
the pillar of56
respect of the56
some part of56
or any other56
on the west56
the motions of55
the said thread55
placed in the55
the poles elevation55
a mountain of55
being added to55
as much as55
the course of55
it is to55
in reference to55
one and the55
pillar of water55
so great a54
drawn from the54
that when the54
when he is54
under the horizon54
find the angle54
the distance from54
in the right54
will cut the54
the half sum54
the hour and54
parallel of the54
so much as54
being in the54
the azimuth from53
from the other53
the angle a53
region of the53
to the difference53
in the university53
surface of the53
which is in53
day and night53
the light of53
the south pole53
star in the53
that it may53
course of the53
the figure of52
of the azimuth52
from the point52
this is the52
is not the52
of the vvater52
be equal to52
the table of52
the semidiameter of52
but if the52
in the east52
be less then52
to make the52
circles of the52
angle opposite to51
to the square51
could not be51
we have given51
the radius of51
in the centre51
the knowledge of51
be the same51
from the first51
the holy ghost51
early works to51
and then the51
on the said51
nothing else but51
inhabitants of the51
but when the51
and the earth51
in the equal51
pillar of air51
in the scale50
of the moones50
and this is50
in the limbe50
hour and azimuth50
to the secant50
quantity of the50
at the end50
difference of longitude50
meridian of the50
seems to be50
cotangent of the50
the ascensional difference50
ought to be50
at any time50
in the ecliptick50
the side of50
degrees from the50
a great circle50
the authority of50
that are in50
cosecant of the49
midst of the49
north and south49
part of a49
be found by49
and if you49
to the common49
of the difference49
rectangle of the49
and the reason49
to a semicircle49
the rectangle of49
wall or cieling49
the distances of49
the suns greatest49
through the meridian49
the true time48
in the night48
cut by the48
by which the48
north or south48
and for the48
the left edge48
that the moon48
the first and48
in the next48
the third side48
with the sun48
how to find48
point of entrance48
the longitude of48
to the thread48
the suns azimuth48
number of the48
of the eccentrick48
they may be48
the first tearm48
the hour lines48
or in the47
of any star47
to be understood47
so many degrees47
the title of47
at that time47
the angle opposite47
star of the47
is able to47
of the moons47
and a half47
for if the47
if there be47
find the suns47
doctrine of the47
the angle b47
upon the same47
of this opinion47
the side a47
of which the46
the year of46
to be of46
of the compass46
of the scale46
of the plane46
as far as46
the order of46
light of the46
be greater then46
you have the46
which is called46
the first is46
the moons mean46
at the beginning46
to the end46
if there were46
in the last46
position of the45
of the nature45
of versed sines45
rising or setting45
in the table45
the force of45
in the versed45
of the motion45
turn the globe45
to which the45
of the greatest45
from the equinoctial45
is nothing else45
longitude and latitude45
not in the45
of the diameter45
be added to45
at the first45
east and west45
the right angled45
to be added45
the east or45
they are not45
clock in the45
in the west45
there is not45
of the surface45
of altitude to44
because of the44
if the earth44
for the latitude44
upon the globe44
at the time44
of the comet44
of the sphaere44
setting of the44
will not be44
for div a44
and the distance44
a part of44
draw the line44
sun in the44
counted from the44
there may be44
it would be44
the terrestrial globe44
and all the44
of north declination44
well as the44
the reason why44
notes for div44
to be d44
order of the44
the thread over44
to the said44
find the hour44
of the rest44
the th of44
and it will44
as if the44
given to find44
of the compasses43
pass through the43
of these two43
tropick of cancer43
in the zenith43
in which he43
the declination in43
for it is43
not so much43
semidiameters of the43
to the top43
the brasen meridian43
a kind of43
a right line43
if the sun43
with the same43
an arch of43
distance to it43
that the heavens43
latitude of london43
in the following43
altitude in the43
globe of the43
side opposite to43
of the month43
there must be43
reason of this43
and consequently the43
the dial a43
the potentia of42
in the earth42
in an oblique42
suns greatest declination42
is all one42
which being added42
line of the42
is a great42
let us suppose42
into two equal42
and so is42
the pondus of42
the death of42
of the universe42
to one of42
of the hipotenusal42
it will not42
may be made42
the east side42
in such a42
minutes of the42
in the north42
the air is42
under the earth42
divided into two42
line of chords42
shade of the42
may be done42
as the other42
taken out of42
of the lesser42
on the meridian42
as may be42
some of them42
the dragons head42
comes to the41
the same weight41
space of time41
of one of41
if a man41
of the clock41
so that if41
keying and markup41
yet it is41
is from the41
is the tangent41
the matter of41
it from the41
the thread laid41
radius of the41
the bottom of41
upon the earth41
all the other41
of the heaven41
of the sunnes41
from the right41
to this purpose40
the elevated pole40
in his book40
here at london40
upon the surface40
that all the40
the mouth of40
all the world40
though it be40
the true motion40
of mathematicks at40
the stars hour40
in the point40
of the sine40
motion of latitude40
the shadow of40
opinion of the40
the face of40
true time of40
he wrote likewise40
oblique angled spherical40
the art of40
be of the40
to the angle40
the air within40
towards the south40
the names of40
the wall or40
a b c40
after this manner40
the circles of40
is the cosine40
from the equator40
about the sun40
of the three40
to the latitude40
the testimony of40
the globe of40
face of the39
then you must39
the rising of39
let it be39
how much the39
and if the39
which is a39
the horizon of39
the zenith and39
contrary to the39
there will be39
by joseph moxon39
of the new39
is not to39
and because the39
of the one39
of the mercury39
moon from the39
parts of a39
the theory of39
as hath been39
placed in heaven39
to the west39
supposed to be39
the globe till39
of the signs39
and the meridian39
of degrees of39
after the same39
the truth of39
to be so39
in regard of39
to draw the39
altitude to the39
the other end39
of the horizontal39
they are called39
the azimuth of39
all the stars39
to the former38
in the sun38
marked as illegible38
the first place38
hour from noon38
the heavens are38
the points of38
in the head38
characters represented either38
sub sub sub38
the stars are38
as is the38
to the distance38
on the contrary38
true motion of38
if they were38
therefore i say38
of the tub38
but if it38
area of the38
by the motion38
the second book38
of the greater38
as the sun38
may be seen38
represented either as38
angled spherical triangles38
laid over the38
any part of38
there should be38
either as utf38
which will be38
with the horizon38
and it is38
side the horizon38
so it is38
on the left38
of the complement38
bottom of the38
the moon from38
part of it38
the world is38
and at the37
will give you37
set on fire37
arch of a37
distance to the37
of the aire37
in the south37
by the former37
of a great37
less then the37
not far from37
the common radius37
of the equinoctiall37
of the tower37
to shew the37
if this be37
tables of the37
as you may37
the words of37
of it is37
in a right37
of the fourth37
so much the37
to the tang37
one of these37
mathematicks in the37
when they are37
the sun being37
those that are37
the places of37
the feast of37
it is more37
is the radius37
for this reason36
the opposite side36
and as for36
that may be36
the east point36
plane of the36
m e h36
to the motion36
i shall not36
of mathematicks in36
the one is36
and the said36
of equal parts36
to the right36
according to this36
to which he36
to that of36
of the middle36
to be considered36
the plane of36
that in all36
feast of easter36
the moone is36
it shews the36
to make an36
the polar circles36
of the ship36
things that are36
surface of water36
to a fourth36
which is all36
the whole world36
give you the36
to be made36
on the right35
and in this35
in the third35
of our earth35
the altitude sought35
the solution of35
a clock in35
not at all35
observations of the35
from the top35
the meridian at35
the three sides35
because there is35
is the arch35
help of a35
the left hand35
the sunne and35
on the line35
in the equinoctial35
that by the35
two equal parts35
make use of35
the side m35
the summe of35
the form of35
and the side35
i would know35
a treatise of35
the equal limb35
find the time35
of your compasses35
of an hour35
the edge of35
the inches of35
heat of the35
the half of35
to the complement35
force of the35
will have it35
eclipse of the35
the orbe of35
by this means35
half sum of35
head of the34
days from her34
on each side34
of the zodiacke34
her cardinal point34
from her cardinal34
the sphere of34
is by the34
is the distance34
as the tangent34
world in the34
from the place34
from the authority34
if you multiply34
of his own34
are of the34
east to west34
for the same34
a right angle34
same with the34
and setting of34
and the sun34
not able to34
so the sine34
at which time34
set to the34
to nearest distance34
and for this34
and to be34
true place of34
of the limb34
the west with34
sought as the34
to the moon34
in the whole34
in the circle34
the manner of34
by the name34
is divided into34
according to nearest34
and the like34
by the way34
distances of the34
there was a34
the circumference of34
by the sun34
the middle motion34
till the index34
as if it34
of right angled34
scale of entrance34
be divided into34
to the cotangent34
and the point34
from the said33
and therefore it33
the angle m33
you would know33
bounded on the33
west to east33
the globe to33
the two first33
for as the33
the north side33
of oblique ascensions33
on both sides33
the principles of33
the same number33
from east to33
of the antients33
third part of33
is bounded on33
the horizon and33
table of oblique33
of the sum33
be seen in33
of the triangle33
the side opposite33
taken from the33
oblique ascension of33
in the day33
either in the33
the same place33
of the star33
much of the33
from the same33
that is in33
for the sun33
the true place33
it must needs33
may be drawn33
end of it33
draw a line33
of the starres33
the heat of33
line of versed33
and the moon33
and an half33
which is not33
a ruler laid33
to the time33
is greater then33
and by consequence33
of such a33
and such like33
so the tangent33
and as the33
ruler laid from33
to find an33
the same is32
the fixed starres32
the whole earth32
which the sun32
of the proportion32
a right angled32
the true hour32
the rising and32
to all the32
such as are32
of the eclipticke32
both of them32
the place where32
but it is32
which they are32
half an hour32
the stars in32
the content of32
the water is32
is supposed to32
contained between the32
the power of32
was the first32
for the better32
which by the32
and the index32
as also the32
pondus of the32
so that it32
from west to32
each of them32
shadow of the32
it comes to32
the other angle32
about the globe32
subtracted from the32
to the whole32
with the other32
into equal parts32
all the parts32
from the sine32
the moon to31
they are in31
and the suns31
of the angles31
the east with31
mouth of the31
potentia of the31
to represent the31
to the second31
superficies of the31
when the sunne31
to be observed31
sine of half31
vses of the31
to the degree31
the remainer is31
diameters of the31
and take the31
side sought as31
summe of the31
out of a31
of the house31
in order to31
the sun from31
have it to31
was placed in31
that the sunne31
of the compassis31
caused by the31
the moon and31
you may find31
and difference of31
more or less31
the same to31
by the latines31
of the epicycle31
the terms of31
between the first31
will shew the31
extant in the31
as for example31
you will have31
for when the31
which in this31
sun to be31
the measuring of31
of the coal31
day in the31
that the stars31
as by the31
from b to31
of this circle31
every one of31
the same degree30
the right angle30
by the first30
the pole above30
in the water30
in the space30
if they be30
the product is30
and when the30
he put forth30
which in the30
is one of30
is that of30
of the circles30
in the sines30
place one foot30
the fixt stars30
let there be30
to be drawn30
perpendicular to the30
the angle c30
in the southern30
to find a30
and that it30
the west side30
obliquity of the30
the globe and30
of an arch30
or a clock30
line on the30
and let the30
and draw the30
that they were30
find an angle30
and so consequently30
being deducted from30
the logarithm of30
under the same30
earth and the30
there is an30
or according to30
a surface of30
sun or stars30
weight of it30
to take the30
the north with30
to make it30
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