Selected quad for the lemma: day_n

Word A	Word B	Word C	Word D	Occurrence	Frequency Band	MI	MI Band	Prominent
day_n	friday_n	monday_n	saturday_n	5,830	5	12.1559	5	false

Text snippets containing the quad

ID	Title	Author	Corrected Date of Publication (TCP Date of Publication)	STC	Words	Pages
A19849	A breefe and most easie introduction to the astrologicall iudgement of the starres VVhereby euerye man maye with finall labour giue aunswere to any question demaunded. Written by Claudius Dariot Phisition, and translated by Fabian Wither. Hereunto is annexed a most necessarye, ready, and breefe table, for the speedie finding out of the planetary and vnequall houres of euery daye thorow the yere, exactly calculated by the sayd Fabian Wither.; Ad astrorum judicia facilis introductio. English	Dariot, Claude, 1533-1594.; Withers, Fabian.	1583 (1583)	STC 6275; ESTC S114070	53,177	106

end of the first houre and the beginning of the second and so you shall proceede throughout the columnes doth of the day and night Further note that whereas you finde but 3 signes directly vnder the place of the Sunne and other 3 on the other side vnder the lyke tytle vnderstand that these signe● make like vnequall houres according to the declination of the Sunne so that if the Sunne be in any of those signes you shall seeke the degree in the columne vnder the tytle of the place of the Sunne on the right hande of the page and begin your houre on the lefts side of the page vnder the tytle of the Sunnes rysing and so proceede orderly a● before Now to know also the order of the Planets I returne to my example of the of october being wednesday and therefore I giue to the 1 houre ☿ to the 2 ☽ to the 3 ♄ to the 4 ♃ to the 5 ♂ to the 6 which endeth at high noone ☉ to the 1 after noone ♀ to the 2 ☿ and so forth orderlie as heere ensueth beginning with euerie Planet appropriate to the day at the ●●st houre Saturday ♄ Thursday ♃ Tuesday ♂ Sunday ☉ Friday ♁ Wednisday ☿ Munday ☾ Then hauing giuen the Planet appropriate to the day vnto the first houre then follow the order set downe in the example according to the order of the Planets which is thus ♄ ♃ ♂ ☉ ♁ ☿ ☾ and so begin againe Thus haue I breefely finished the Methode and order of this Table the vse and commoditie whereof maie in practise bee founde such as will bring no small pleasure vnto the diligent practitioner FINIS The Table of the vnequa●l houres of the artificiall day Place of the Sun The suns rising The houres before noone Place of the Sun 1 2 3 4 5 6 S. D. H. M H. M. H. M. H. M. H. M. H. M. H. M. S. D. ♈ 0 6 0 7 0 8 0 9 0 10 0 11 0 12 0 ♍ 30 3 5 54 6 55 7 56 8 57 9 58 10. 59 0 27 6 47 47 51 54 56 58 0 24 5 41 44 47 51 54 57 0 21 12 35 39 43 48 52 56 0 18 ♈ 15 5 28 6 33 7 39 8 44 9 49 10. 55 12 0 ♍ 15 18 2● 28 35 41 47 54 〈◊〉 12 21 16 23 31 38 45 5● 0 9 24 10 18 27 35 48 52 0 6 27 3 1● 22 3● 41 51 0 3 ♉ 0 4 57 6 8 7 18 8 29 9 39 10. 50 12 0 ♍ 0 3 51 3 14 26 37 49 0 27 6 45 5 58 10 23 35 48 0 24 9 40 5● 7 20 33 47 0 21 12 34 48 8 17 31 46 0 18 ♉ 15 4 28 5 43 6 59 8 14 9 29 10. 45 12 0 ♌ 15 18 23 39 55 12 28 44 0 12 21 18 35 52 9 26 4● 0 9 24 12 30 48 6 24 42 0 6 27 8 27 45 4 23 41 0 3 ♊ 0 4 3 5 2● 6 42 8 2 9 21 10. 41 12 0 ♌ 0 2 3 59 19 39 0 20 40 0 27 6 55 16 37 7 58 18 39 0 24 9 51 13 34 56 17 39 0 21 12 48 10 32 54 16 38 0 18 ♊ 15 3 45 5 8 6 30 7 53 9 15 10. 38 12 0 ♋ 15 18 4● 6 29 52 14 37 0 12 21 41 4 27 51 14 37 0 9 24 40 3 27 50 1● 37 0 6 27 9 2 26 50 1● 36 0 3 ♊ 30 ● 38 5 1 6 25 7 49 9 13 10. 36 12 0 ♋ 0 For the eleuation of the Pole 52 degrees 30 minutes Place of the Sun The houres after noone The place of the Sunne 7 8 9 10 11 12 S. D. H. M. H. M. H. M. H. M. H. M. H. M. S. D.   ♈ 0 1 0 2 0 3 0 4 0 5 0 6 0 ♍ 30   3 1 2 3 4 5 6 27   6 2 4 6 9 11 13 24   9 ● 6 10 1 16 19 21   12 4 8 1● 17 21 25 18   ♈ 15 1 5 2 11 3 16 4 21 5 27 6 31 ♍ 15   18 6 13 19 25 3 38 1●   21 7 15 22 29 37 44 9   24 8 17 25 33 42 50 6   27 10 19 2● 38 48 57 3   ♉ 0 1 11 2 21 3 32 4 42 6 53 7 3 ♍ 0   3 12 23 35 46 58 9 27   6 13 25 38 50 6 3 15 24   9 13 27 40 53 7 20 21   12 14 29 43 57 12 26 18   ♉ 15 1 15 2 31 3 46 5 1 6 17 7 31 ♌ 15   1 18 16 32 49 5 21 37 12   21 17 34 51 8 25 41 9   24 18 36 54 12 30 48 6   27 19 37 56 15 33 52 3   ♊ 0 1 20 2 39 3 59 5 18 6 38 7 57 ♌ 0   3 20 40 4 1 21 41 8 1 27   6 21 42 3 23 44 5 24   9 22 43 5 26 48 9 21   12 22 44 6 28 50 12 18   ♊ 15 1 23 2 45 4 8 5 30 6 53 8 15 ♋ 15   18 23 46 9 31 54 17 13   21 23 46 10 32 56 19 9   24 23 47 10 3 57 20 6   27 24 4● 11 3● 58 21 〈◊〉   ♊ 30 1 24 2 47 4 11 5 35 6 58 8 22 ♋ 0   The Table of the vnequall houres of the artificiall day Place of ●he Sun Sonnes sing Houres before noone Place of the Sun 1 2 3 4 5 6 S. D H. M. H. M. H. M H. M. H. M. H. M. H. M. S. D ♎ 0 6 0 7 0 8 0 9 0 10 0 11 0 12 0 ♓ 30 3 ● 0 ● 5 4 3 2 1 0 27 0 13 11 9 7 4 2 0 24 9 19 16 13 10 6 3 0 21 12 25 21 17 13 8 4 0 18 ♎ 15 6 32 7 27 8 21 9 10 10. 11 11 5 12 0 ♓ 15 18 38 30 25 19 13 6 0 12 21 44 37 29 22 15 7 0 9 24 50 42 33 25 17 8 0 ● 27 57 48 38 29 19 9 0 3 ♏ 0 7 3 7 53 8 42 9 32 10. 21 11. 10 12 0 ♓ 0 3 9 58 46 35 23 11 0 27 ● 15 3 50 38 25 12 0 24 9 20 7 53 40 27 13 0 21 12 26 12 57 4● 29 14 0 18 ♏ 15 7 32 8 17 9 1 9 46 10. 31 11. 15 0 ♒ 15 18 37 21 5 49 32 16 0 12 21 42 25 8 51 34 17 0 9 24 48 30 12 54 36 18 0 6 27 52 33 15 56 37 19 0 3 ♐ 0 7 57 8 3● 9 18 9 59 10. 39 11. 20 0 ♒ 0 3 8 1 4● 21 10 1 40 20 0 27 6 5 44 23 2 41 21 0 24 9 9 48 26 4 43 22 0 21 12 12 50 28 6 44 22 0 18 ♐ 15 8 15 8 53 9 30 10 8 10. 45 11. 23 12 0 ♑ 15 18 17 54 31 9 45 23 0 12 21 19 5● 33 10 4●

of the vnequall houres whiche are attributed vnto the dominion or rule of the Planets for that the dominion of the houre serueth to the Planet as for a dignitie Then to returne to our purpose we will shew how the auntient astronomers haue deuided their artificiall day and likewise the night into 12 equall partes which they call vnequall houres because the artificial daies are vnequall by meanes of the obliquitie of the Zodiack the ascention of the signs the houres must also be vnequal for the hours of one day are greater or lesser then of the day following or of the night of the same day alwaies the houres of the clocke or of the equinoctiall and the vnequall houres are like and equal when the sunne is in any of the equinoctial pointes for then the artificiall day and nights are like The Babilonians and their followers haue giuen the dominion and rule of these houres vnto the two lightes and the other Planets giuing vnto Saturne which is highest aboue the rest the rule and dominion of the first temporall houre of the Saturday the second to Iupiter the third to Mars the fourth to the Sunne the fifth to Venus the sixt to Mercury the seuenth to the Moone the eyght to Saturne againe and so in order according to the Circle of the Planets vntill you come to 24 houres that is 12 by day and 12 by night the 25 houre which is the first houre of the day following is gouerned by the fourth Planet following the order which we haue spoken whiche is the Sunne being the fourth from Saturne and he is Lorde of the first houre of the Sunday Venus of the second Mercury the third the Moone the fourth Saturne the fift Iupiter the sixt and so likewise of the rest By the which order hee that doth proceede shall easily finde out what Planet doth gouerne euery houre of the day but for the better vnderstanding wee haue hereafter affixed a table cōceining the 12 hours of the day and as much by night with the Planets which haue the rule of them so that hauing found out the vnequall houre you shal by the chapter prefixed before the Table easily finde oute the Planet with the quantitie of the houre Here followeth the Table cōtaining the degrees Masculine and Feminine bright smokie and darke vacant or voyde deepe augmenting Fortune and diminishing Fortune and of those which bring imbecilitie or weakenesse to the body which are called Azemenes Of the Radiations or aspects of the Planets CAP. 6. NOW we will intreate orderly of the Radiations or aspectes of the Planets and their accidents but we will begin with the aspects and shewe that there is fiue sortes of them that is to say a coniunction a sextill trine quadrat or quartill and opposition and albeit that the coniunction is not properly an aspect notwithstanding we wil place it in the number amongst them some of them are aspects of amitie or loue as the trine and sextill others of enmitie and hatred as the quadrat and opposition the coniunction is doubtful for with the good Planet she is good and with the euill contrarie the coniunction is when the senters or poynts of two Planets are distant one from the other as well by longitude as latitude one onely degree or at the least 16 minutes when he approcheth nearest vnto a perfect coniunction and that is when the Centers of the bodies of both the Planets are in one point of the Zodiack The sextill aspect is when the senters of two Planettes are distant one from another by the 60 part of the Zodiack which is in valure two signes or 60 degrees wherefore this sextill is called aspect of vnperfect friendship because the Planets doe behold one another in that sort and doe onely agree by a certaine qualitie The quadrat or quartill aspect also called a tetragon comprehendeth betweene the senters of two Planets or celestial bodies the fourth part of the crooked circle which is in value 3 signes or 90 degrees the which because the signes beholding one another by this aspect are most commonly of two qualities therefore it is the aspect of vnperfecte enmitie The trine aspect cōtayning the third part of the said circle which is 120 degrees is called the aspecte of perfite amitie and loue for that the signes beholding one another by the same doe agree in all qualities The opposition happeneth when the moytie or halfe of the Zodiack contayning 6 signes or 180 degrees is betweene the centures of the bodyes of the two Planets the which is called the aspect of perfite emnitie or hatred for so much as those partes of the Zodiack which beholde one another with that aspect like vnto the disposition of the heauen they are directly contrary Amongst these aspects as Iulius Firmicus witnesseth in the second booke of his Mathematicks the 25 chapter the sextill quadrat and tryne aspects are double that is to say a right and a left taking the right for the hinder part and the lefte for the fore parte as if we would say that Aries hath a right sextill vnto Aquarius and a left vnto Geminy Likewise Aries hath a righte tryne vnto Sagittarius and a left vnto Leo. In like sort you muste iudge of all the other aspects These continue so long as the beames of the Planets doe indure of the which aspects there is also made applications and separations whiche are manye times taken for true aspects And these aspects are described by certayne proper Characters and fygures geometricall as followeth The Coniunction is thus noted ☌ Sextill ✿ the Quadrat □ the Trine △ the Opposition ☍ Hereafter ye shall haue described a figure of all the aspects of the Zodiack Gemini Taurus Aries Pis es Aquarius Capricornus Sagitarius Scorpius Libra Virgo Leo Cancer Of the applications and separations of the Planets CAP. 7. THe application happeneth when as the Circles or beames of the Planettes come to ioyne togeather by a corporall Coniunction or by aspecte of the one halfe of their Deamiters or when one Planet is distant sixe degrees from a true aspect to another or that he do ioyne vnto another by the halfe of his beames These circles or Radiations are diuers and different one from another because the one is great and the other little For Saturne casteth his beames circularlye 9 degrees forward and so much backward wherefore the halfe deamiter of his radiall circle contayneth nyne degrees and the whole deamiter 18. The Radial circle of Iupiter is of the same quātitie and bignesse But the circle of Mars contayneth in his Deamiter only 16 degrees which is 8 for his halfe The Sunne casteth his beames in compasse 15 degrees vpon euery part which maketh the whole deamitur of his Circle to contayne 30 degrees and the one halfe 15. Venus and Mercury casteth their circuler beames 7 degrees euerye waye in length so their whole Deamitur is 14. Fynally the Moone sendeth foorth her beames on euery side 12