Selected quad for the lemma: day_n

Word A	Word B	Word C	Word D	Occurrence	Frequency Band	MI	MI Band	Prominent
day_n	degree_n	hour_n	minute_n	23,734	5	12.6443	5	true

Text snippets containing the quad

ID	Title	Author	Corrected Date of Publication (TCP Date of Publication)	STC	Words	Pages
A47548	Vox stellarum: or, the voyce of the stars being a brief and easie introduction to the knowledge of the number, names and characters of the planets and signs, aspects and anticions: the division of heaven, and how to erect a figure thereof, either by a table of houses or by a table of right and oblique ascentions: an exact and true description of the planets and signs, with the countries, cities or towns under them. Likewise, how to judge of the affairs of the world, by revolutions, eclipses, great conjunctions and blazing stars. Also, something touching the Popish Plot, and other remarkable affairs of the year, 1678. By William Knight, student in astrology and physick.	Knight, William, fl. 1680-1699.	1681 (1681)	Wing K696; ESTC R216118	49,914	170

admits of the moity of each Planets Orbs. The Orbs of the Planets are thus understood viz. ♄ 9 Degrees ♃ 9 Degrees ♂ 8 Degrees ☉ 17 Degrees ♀ 7 Degrees ☿ 7 Degrees ☽ 12 Degrees Thus you see the Orbs of ♄ is 9 Degrees the half of which is 4 degr 30 min. the Orbs of ☉ is 17 Degrees the half thereof is 8 Degrees 30 Minutes this being added together makes 13 Degrees which tells you that when ♄ and ☉ are within 13 Degrees of a ☌ ⚹ □ △ or ☍ to each other they are said to be in a platick Aspect now if they are applying to the Aspect the good or evil thereby signified is not yet come to a perfect birth but if they be seperating then it is over I mean the heat thereof but it will be visable although in a declining condition till they are 13 Degrees separated and then it will wholly disappear you must likewise know that Aspects are dexter and sinister therefore view the folowing Table Sinister Aspects The 12 Signs Dexter Aspects   △ □ ⚹ ⚹ □ △ ☍ ♌ ♋ ♊ ♈ ♒ ♑ ♐ ♎ ♍ ♌ ♋ ♉ ♓ ♒ ♑ ♏ ♎ ♍ ♌ ♊ ♈ ♓ ♒ ♐ ♏ ♎ ♍ ♋ ♉ ♈ ♓ ♑ ♐ ♏ ♎ ♌ ♊ ♉ ♈ ♒ ♑ ♐ ♏ ♍ ♋ ♊ ♉ ♓ ♒ ♑ ♐ ♎ ♌ ♋ ♊ ♈ ♓ ♒ ♑ ♏ ♍ ♌ ♋ ♉ ♈ ♓ ♒ ♐ ♎ ♍ ♌ ♊ ♉ ♈ ♓ ♑ ♏ ♎ ♍ ♋ ♊ ♉ ♈ ♒ ♐ ♏ ♎ ♌ ♋ ♊ ♉ ♓ ♑ ♐ ♏ ♍ Here you see a Planet in ♈ casteth his ⚹ sinister to ♊ his □ sinister to ♋ and his △ sinister to ♌ his ⚹ dexter to ♒ his □ to ♑ and his △ dexter to ♐ the ☍ cannot be said to dexter or sinister however you see it falls in ♎ CHAP. V. Of the Antiscions c. Cont. Ant. Signs Antiscion   Cont. Ant. Signs Antiscion ♓ ♈ ♍ ♍ ♎ ♓ ♒ ♉ ♌ ♌ ♏ ♒ ♑ ♊ ♋ ♋ ♐ ♑ ♐ ♋ ♊ ♊ ♑ ♐ ♏ ♌ ♉ ♉ ♒ ♏ ♎ ♍ ♈ ♈ ♓ ♎ This Table is easie to understand for in these three left hand Columns you may find that a Planet in ♈ casteth his antiscion to ♍ and contrantiscion to ♓ So likewise by the three right hand Columns a Planet in ♎ casts his antiscion to ♓ and contrantiscion to ♍ c. to know the degr and min. of a Planets Antiscion you must substract the degr and min. he is in from 30 degr and the remainder is the degr and min. of his antiscion and the same degr and min. of the opposite Sign to his antiscion is his contrantiscion Example Suppose ♄ in 10 degr 37 min. of ♈ his antiscion by those precepts will be found in 19 degr 23 min. of ♍ and his contrantiscion in 10 degr 23 min. of ♓ An antiscion is in vertue equal to a △ if the Planet be strong and equal to a ⚹ if he be weak the counter-antiscion is equivalent to an ☍ if the Planet be strong but like unto a □ if he be weak CHAP. VI. Of the Division of the Heavens into 12 Equal Parts THe whole Globe is first and principally divided into four equal parts by two great Circles the Meridian and Horizon the Horizon divideth the Heavens into two Hemispheres the North and South called the upper and lower Hemisphere The Meridian cutteth the Heavens into two equal parts also viz. East and West called the oriental and occidental parts thereof Every one of these are again divided into three equal parts more by Circles of Position which intersect the Equator and do likewise meet in the Points of Section of the grand Meridian with the Horizon Thus are the Heavens equally divided into 12 Parts which the Learned have called Mansions or Houses Oriental Houses are the 3 2 1 12 11 and 10. Occidental Houses are the 9 8 7 6 5 and 4. The 1st 10th 7th and 4th Houses are Angles The 11th 5th 8th and 2d are succedent Houses The 12th 9th 6th and 3d are cadent Houses Houses opposite to each other are the 1 and 7 2 and 8 3 and 9 4 and 10 5 and 11 6 and 12. The upper Hemisphere containeth the 12 11 10 9 8 and 7th Houses The lower Hemisphere have the 6 5 4 3 2 and 1st Houses A Scheme or Figure of the Heavens The Lines that the Figures stand by shew the entring or Cusp of each House The 1st 12th and 11th Houses signifies Child-hood The 10th 9th and 8th youth or young people Th 7th 6th and 5th man-hood The 4th 3d and 2d old age The use that may be made hereof is this if in a Figure of a Revolution of any year of the World Eclipse great Conjunction c. You find the Lord of the Ascendant in the 11th afflicted by the Lord of the 8th You may judge there will be a great Death or Mortallity among Children or such as are under 15 years of Age but you must also have respect to the Planet for ♄ signifies old people ♃ ♂ and ☉ such as are in the prime of their Age ♀ and ☿ Youth ♄ in her first quarter Children in the second Youth in the third Man-hood and in her last quarter those that are well in years CHAP. VII To erect a Figure of the Heavens for any hour of the day or night by a Table of Houses IN erecting a Figure you must be advised in these things First be sure you are furnished with a Table of Houses fitted for the Latitude of the place you intend to erect your Figure in Secondly Consider the Year Month day of the month day of the Week the hour and minute of the day Thirdly You must have by you in a readiness an Ephemeris or Almanack that have the true places of the Planets Fourthly In your Ephemeris for that year and in the Month against the day find the place of the Sun in Signs Degrees and Minutes at Noon Fifthly Have recourse to your Table of Houses and seek the Sun's place under the 10th House then take the hour minute and second that stands right against it under the title time from noon and add it to the hour and minute of the day or night you erect your Figure for with which Sum enter the Table of Houses again if it exceed not 24 hours but if it do deduct 24 hours from it and with the remainder enter the Table under time from noon against it in a right Line you will have the Cusp of the 10 11 12 1 2 and 3 Houses and then upon their opposite Houses place the opposite Signs Degrees and Minutes This being done find by the Ephemeris the places of all the Planets at the day proposed and set each one of them in his proper place in the Figure Where note if the degr and min. of the Planets place be more than the Cusp of the House possessed by the Sign he is in you must set him over the Cusp in the House but if his degr and min.

of the Description Nature and Disposition thereof either good or evil according to the strength or weakness of that Planet and his good or ill Aspect by the true Observation hereof I have for some late years so exactly described the quesited Person in the Resolution of Ho●ary Questions that many of my Clients have stood amazed to hear me and in this I never fail if my Figure be truly radical and I true to those Rules The several Years of the Planets ♄ 30 43 57 465 ♀ 8 45 82 151 ♃ 12 45 79 428 ☿ 20 48 76 450 ♂ 15 40 66 214 ☽ 25 66 108 320 ☉ 19 69 120 1460           The use of this Table is thus to be understood suppose a Town City or Country were taken founded or built under the regency of ♄ and he very strong then might you judge it would continue under the Government of the Builders or Takers thereof from being retaken wasted or destroyed 465 years if ♄ was but meanly strong 57 years if he were weak 43 years and if very weak then thirty years shall be the utmost time thereof and so of the rest of the Planets A Table of the Planets Latitudes Friends Enemies and Joys   North South Friends Enemies Joys ° ′ ° ′ ♄ 2 48 2 49 ♂ ☿ ♃ ☉ ☽ In ♒ ♃ 1 38 1 40 ☉ ♀ ☽ ♄ ☿ ♂ In ♐ ♂ 4 38 6 47 ☉ ♄ ☿ ☽ ♀ In ♏ ☉ 0 0 0 0 ♃ ♂ ☿ ♄ In ♌ ♀ 9 0 9 0 ♃ ☉ ☿ ☽ ♄ ♂ In ♉ ☿ 3 33 3 35 ♄ ♀ ♃ In ♍ ☽ 5 17 5 12 ♃ ♀ ♄ ♂ In ♋ This Table is so plain that it needs no further Discourse yet least some should stumble at it I will illustrate it thus in the first and left hand Column you have the seven Planets in the next to the right hand each Planet's greatest North Latitude in the third Column their greatest South Latitude in the fourth their Friends in the fifth their Enemies and in the last Column their Joys The mean motions of the Planets ♄ 2 minutes ♃ 5 minutes ♂ 31 minutes ☉ 59 minutes ♀ 59 minutes ☿ 59 minutes ☽ 13 degrees ♄ is near 30 years tracing through the 12 Signs ♃ 12 years ♂ 2 years ☉ one year ♀ one year ☿ one year ☽ almost a moneth viz she slips through them 13 times in a year The Magnitudes of the Planets according to that Learned Astronomer Tycho Brahe ♄ is bigger than the Earth 22 times ♃ is bigger than the Earth 14 times ♂ is less than the Earth 13 times ☉ is bigger than the Earth 140 times ♀ is less than the Earth 6 times ☿ is less than the Earth 19 times ☽ is less than the Earth 42 times The bigness or compass of the Globe or Ball of the Earth is 21600 English miles from hence you may find how many miles each Planet is about as for Example the Moon which you see is the very least of all the Planets will be found by this Rule near 500 miles round every way which tells you the Heavens must be of a large Volumn therefore considering this together with their Influences with the Prophetical King you may say when we consider the Heavens ☉ ☽ and Stars which God hath made What is man that he is so mindful of him c. CHAP. XII For to find what Planet ruleth every hour of the Day or Nigh also some Terms of Art The The Hours of the Day and Night Week days 1 2 3 4 5 6 7 8 9 10 11 12 Sunday ☉ ♀ ☿ ☽ ♄ ♃ ♂ ☉ ♀ ☿ ☽ ♄ Sund. night ♃ ♂ ☉ ♀ ☿ ☽ ♄ ♃ ♂ ☉ ♀ ☿ Monday ☽ ♄ ♃ ♂ ☉ ♀ ☿ ☽ ♄ ♃ ♂ ☉ Mond night ♀ ☿ ☽ ♄ ♃ ♂ ☉ ♀ ☿ ☽ ♄ ♃ Tuesday ♂ ☉ ♀ ☿ ☽ ♄ ♃ ♂ ☉ ♀ ☿ ☽ Tuesd night ♄ ♃ ♂ ☉ ♀ ☿ ☽ ♄ ♃ ♂ ☉ ♀ Wednesday ☿ ☽ ♄ ♃ ♂ ☉ ♀ ☿ ☽ ♄ ♃ ♂ Wedn. night ☉ ♀ ☿ ☽ ♄ ♃ ♂ ☉ ♀ ☿ ☽ ♄ Thursday ♃ ♂ ☉ ♀ ☿ ☽ ♄ ♃ ♂ ☉ ♀ ☿ Thurs night ☽ ♄ ♃ ♂ ☉ ♀ ☿ ☽ ♄ ♃ ♂ ☉ Friday ♀ ☿ ☽ ♄ ♃ ♂ ☉ ♀ ☿ ☽ ♄ ♃ Frid. night ♂ ☉ ♀ ☿ ☽ ♄ ♃ ♂ ☉ ♀ ☿ ☽ Saturday ♄ ♃ ♂ ☉ ♀ ☿ ☽ ♄ ♃ ♂ ☉ ♀ Saturd night ☿ ☽ ♄ ♃ ♂ ☉ ♀ ☿ ☽ ♄ ♃ ♂ The Vse of the Table In the first Column to the left hand you have the days of the week and the night following each day In the other 12 Columns is contained the 12 hours of the day or night and the Planet ruling each hour observing that the Planet which governs the day ever rules the first hour thereof beginning at Sun-rising then successively the next in order as you will find by the Table You must know these Planetary hours are greater or lesser according to the motion of the Sun always dividing the day and night each into 12 equal Parts allowing the time from Sun-rising to Sun-setting to be divided into 12 equal Parts for the day and from Sun-setting to Sun-rising for the night So that those Planetary hours are never of equal length with a common hour which is 60 minutes unless it be when the Sun is in the Equinoctial which is about the tenth of March and the thirteenth of September every year By this Rule we shall find that from the tenth of March to the thirteenth of September a Planetary hour is longer by day than a common hour and so much shorter than a common hour by night but from the thirteenth of September to the tenth of March a Planetary hour is shorter than a common hour by day and so much longer than a common hour by night The length of the day The length of the Planetary hour by day The length of the Planetary hour by night h. m. h. m. h. m. 6 0 0 30 1 30 7 0 0 35 1 25 8 0 0 40 1 20 9 0 0 45 1 15 10 0 0 50 1 10 11 0 0 55 1 5 12 0 1 0 1 0 13 0 1 5 0 55 14 0 1 10 0 50 15 0 1 15 0 45 16 0 1 20 0 40 17 0 1 25 0 35 18 0 1 30 0 30 This Table is very easie to understand and shews you how the Planetary hours do lengthen and shorten according to the day and night as is before declared you may make proportion for the odd minutes of the day if you will but it 's needless if you do but take the nearest whole hour Some useful Terms of Art to be had in Memory Direction Retrogradation Stationary Application Separation Prohibition Refrenation Translation Collection Reception Frustration Peregrination Combustion Cazimi under the Sun-beams void of Course Besieging Oriental Occidental Superior Inferior Athazer Almuten and Haiz What every one nor any of these are I shall not stand to explain it being so copiously handled in most Introductions

be less than the Cusp of the House then place him before the Cusp thereof in the other House You must likewise find the ♁ and set it in the Figure It is sound thus substract the Sign degr and min. of the ☉ s place in your Figure from the Sign degr and min. of the ☽ s place to the remainer add the Sign degr and min. of the Ascendent the Sun is the true place of ♁ which you must reckon from ♈ Example In 1677 March 9th at 9 hours 27 minutes Post-Meridian or Afternoon the Sun made his ingress into the first scruple of ♈ according to the Rudolphine Tables for which time we will set a Scheme by a Table of Houses for the Latitude o● London viz. 51° 32′ Now I enter the Table of Houses i● that Page where it is written Sol in Aries or ☉ in ♈ with the Sun's place 0 Degrees under Dom. X. or 10th House righ● against it to the left hand I find 0 hour 0 minute 0 second under time from noon which tells me I have nothing of time to add to the time of the Revolution I therefore move along under time from noon till I come to 9 hours 27 minutes which I cannot find but I can have 9 hours 25 minutes 44 seconds this wants but a little more than a minute thereof which is near enough And so in a strait Line from these Numbers I have the Cusps of the six Oriental Houses the nearest whole Degrees we shall accept in our Figure and neglect the minutes Figura mundi or Sun enters Aries March the 9th at 9 hours 27 minutes Post-Meridian 1677. ☽ à ☍ ☉ ad □ ♂ ad △ ♃ London Here you may see the Figure is perfected by placing the opposite Signs and Degrees on the opposite Houses likewise by this Example you may learn how to set the Planets in any Scheme of the Heavens How the ♁ was taken in this Figure observe that the ☽ is ♎ 7. 36′ the ☉ i●● 0° 0′ set them together for Substraction   Sig. deg min. First the ☽ s place 06 07 36 Secondly the ☉ s place Subst 00 00 00   Rests still 06 07 36 Ascendent add viz. 07 06 00   The Sum is 13 13 36 Cast away the Circle viz. 12 00 00   There remains 01 13 36 For the true place of ♁ i. e. ♉ 13 36 CHAP. VIII To erect a Scheme by Tables of right and oblique Ascentions A Table shewing the several Circles of Positions of the 11 12 2 and 3 Houses both on the North and South side of the Aequator from the Aequinoctial to 60 Degrees of Latitude North or South Latit of the place 11 3 12 2 Latit of place 11 3 12 2 Latit of place 11 3 12 2 de mi de mi. de mi. de mi de mi. de mi. 1 0 30 0 52 21 10 52 18 24 41 23 29 36 59 2 1 00 1 44 22 11 25 19 17 42 24 14 37 56 3 1 30 2 36 23 11 59 20 11 43 25 0 28 55 4 2 00 3 28 24 12 33 21 5 44 25 46 39 54 5 2 30 4 20 25 13 8 21 59 45 26 34 40 54 6 3 1 5 12 26 13 43 22 54 46 27 22 41 53 7 3 31 6 4 27 14 18 23 49 47 28 12 42 53 8 4 1 6 57 28 14 53 24 44 48 29 3 43 53 9 4 32 7 49 29 15 30 25 39 49 29 55 44 53 10 5 2 8 41 30 16 6 26 34 50 30 47 45 54 11 5 33 9 34 31 16 43 27 30 51 31 42 46 55 12 16 4 10 25 32 17 22 28 25 52 32 37 47 57 13 6 35 11 19 33 18 0 29 22 53 33 34 48 58 14 7 0 12 11 34 18 38 30 18 54 34 32 50 0 15 7 38 13 5 35 19 18 31 14 55 35 32 51 2 16 7 59 13 57 36 19 58 32 8 56 36 33 52 2 17 8 45 14 50 37 20 39 33 8 57 37 36 53 8 18 9 13 15 43 38 21 20 34 5 58 38 39 54 11 19 9 40 16 36 39 22 3 35 2 59 39 45 55 14 20 10 18 17 30 40 22 45 36 0 60 40 53 56 18 A Table for to convert hours and minutes of Time into degrees and m●m 〈…〉 Æquator Minute of time Deg. min. of the Equator Minute of time Deg. min. of the Equator Minute of time Deg. min. of the Equator Minute of time Deg. min. of the Equator Hour of time Degree of the Equator Hour of time Degree of the Equator 1 0 15 16 4 0 31 7 45 46 11 30 1 15 13 195 2 0 30 17 4 15 32 8 0 47 11 45 2 30 14 210 3 0 45 18 4 30 33 8 15 48 12 0 3 45 15 225 4 1 0 19 4 45 34 8 30 49 12 15 4 60 16 240 5 1 15 20 5 0 35 8 45 50 12 30 5 75 17 255 6 1 30 21 5 15 36 9 0 51 12 45 6 90 18 270 7 1 45 22 5 30 37 9 15 52 13 0 7 105 19 285 8 2 0 23 5 45 38 9 30 53 13 15 8 120 20 300 9 2 15 24 6 0 39 9 45 54 13 30 9 135 21 315 10 2 30 25 6 15 40 10 0 55 13 45 10 150 22 330 11 2 45 26 6 30 41 10 15 56 14 0 11 165 23 345 12 3 0 27 6 45 42 10 30 57 14 15 12 180 24 360 13 3 15 28 7 0 43 10 45 58 14 30         14 3 30 29 7 15 44 11 0 59 14 45 This Table is easie understood 15 3 45 30 7 30 45 11 15 60 15 0 When you would erect a Figure by Tables of right and oblique Ascentions you must first seek the Sun's place that day in your Ephemerides and repair therewith to a Table of right Ascentions and having found the right Ascention of the Sun set it in some place by it self then consider the time of the day you would erect your Figure for and by the last of the two foregoing Tables turn that time into degrees and minutes of the Aequator the which being added to the right Ascention of the Sun the Sum will be the right Ascention of the 10th house wherewith enter the Table of right Ascentions again and the Sign and nearest Degree that answer thereto place on the Cusp of the 10th house Now if you make your address to the first of the two aforesaid Tables with the Latitude of the place you are in or erect the Figure for there you will find the Circle of Position of the 11th and 3d 12th and 2d houses agreeing to the Latitude thereof which is to be understood that by Tables of oblique Ascentions for those Latitudes you must obtain the Cusps of them 4 houses Then to go on with your Work add 30 degrees to the right Ascention of the