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1 occurrence of "Whit was his face as payndemayn
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The Canterbury Tales
  
THE BOOK OF THE DUCHESS
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THE HOUSE OF FAME
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ANELIDA AND ARCITEThe Compleynt of feire Anelida and fals Arcite.
  
THE PARLIAMENT OF FOWLS
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BOECEIncipit Liber Boecii de Consolacione Philosophie.
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Troilus and Criseyde
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THE LEGEND OF GOOD WOMEN
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THE SHORT POEMS
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[work]
  
A TREATISE ON THE ASTROLABE
  
Here begynneth the descripcioun of thin Astralabie.
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[conclusion]
  
To fynde the degre in which the sonne is day by day, after his cours aboute.
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To knowe the altitude of the sonne or of othre celestial bodies.
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To knowe every tyme of the day by light of the sonne; and every tyme of the nyght by the sterres fixe; and eke to knowe by nyght or by day the degre of eny signe that ascendith on the est orisonte, which that is clepid comounly the ascendent, or ellis horoscopum.
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A special declaracioun of the ascendent.
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To knowe the verrey equacioun of the degre of the sonne yf so be that it falle bitwene thyn almykanteras.
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To knowe the spryng of the dawenyng and the ende of the evenyng, the whiche ben called the two crepuscules.
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To knowe the arch of the day, that some folk callen the day artificiall, fro sonne arisyng tyl it go to reste.
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To turne the houres inequales in houres equales.
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To knowe the quantite of the day vulgar, that is to seyn fro spryng of the day unto verrey nyght.
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To knowe the quantite of houres in equales by day.
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To knowe the quantite of houres equales.
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Special declaracioun of the houres of planetes.
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To knowe the altitude of the sonne in myddes of the day that is clepid the altitude meridian.
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To knowe the degre of the sonne by thy ryet, for a maner curiosite.
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To knowe which day is lik to which day as of lengthe.
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This chapitre is a maner declaracioun to conclusiouns that folewen.
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To knowe the verrey degre of eny maner sterre, straunge or unstraunge, after his longitude; though he be indetermynat in thin Astralabye, sothly to the trouthe thus he shal be knowe.
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To knowe the degrees of longitudes of fixe sterres after that they be determynat in thin Astrelabye, yf so be that thei be trewly sette.
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To knowe with which degre of the zodiak eny sterre fix in thin Astrelabie arisith upon the est orisonte, all though his dwellyng be in another signe.
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To knowe the declinacioun of eny degre in the zodiak fro the equinoxiall cercle.
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To knowe for what latitude in eny regioun the almykanteras of eny table ben compowned.
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To knowe in speciall the latitude of oure countre, I mene after the latitude of Oxenford, and the height of oure pool.
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To prove evidently the latitude of eny place in a regioun by the preve of the height of the pool artik in that same place.
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Another conclusioun to prove the height of the pool artik fro the orisonte.
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Another conclusioun to prove the latitude of the regioun.
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Declaracioun of the ascensioun of signes.
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This is the conclusioun to knowe the ascensions of signes in the right cercle, that is circulus directus.
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To knowe the ascensions of signes in the embelif cercle in every regioun, I mene, in circulo obliquo.
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To knowe justly the 4 quarters of the world, as Est, West, North, and South.
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To knowe the latitude of planetes fro the wey of the sonne, whethir so they be north or south fro the forseide wey.
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To knowe the cenyth of the arising of the sonne, this is to seyn, the partie of the orisonte in which that the sonne arisith.
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To knowe in which partie of the firmament is the conjunccyoun.
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To knowe the cenyth of the altitude of the sonne.
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To knowe sothly the degre of the longitude of the mone, or of eny planete that hath no latitude for the tyme fro the ecliptik lyne.
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This is the worchinge of the conclusioun to knowe yf that eny planete be direct or retrograd.
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The conclusioun of equaciouns of houses after the Astrelabie.
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Another maner of equaciouns of houses by the Astrelabye.
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To fynde the lyne meridional to dwelle fix in eny certeyn place.
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Descripcion of the meridional lyne, of longitudes and latitudes of citees and townes, as wel as of climates.
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[section]
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SUPPLEMENTARY PROPOSITIONS
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THE ROMAUNT OF THE ROSE

1 occurrence of "Whit was his face as payndemayn
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Another conclusioun to prove the height of the pool artik fro the orisonte.

Tak eny sterre fix that never descendith under the orisonte in thilke regioun, and considre his heighist altitude and his lowist altitude fro the orisonte, and make a nombre of bothe these altitudes; tak than and abate half

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that nombre, and take there the elevacioun of the pool artik in that same regioun.

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