Euclidean geometry
Euclidean
homaloidal
linear
Rolle's theorem
Kakeya set
ruled surface
parallel postulate
construction
square
enfilade
radical axis
Euclid's first axiom
radical line
transversality
radius vector
Pasch's theorem
asymptote
Sylvester-Gallai theorem
double point
ray
isotropous
hypercycle
plane angle
rectitude
metric space
gnomonic
deflect
bend
centre of symmetry
projective line
turn away
isotropic
saddle point
generalized circle
translation
linearly
rectilinear
path-connected
knot
intersection
sober space
convex
crossing
overlap
costraight
convergence
monogon
convexity
imaginary geometry
Cartesian space
squareness
parallelly
distance formula
hyperbolic geometry
secant
project
equivalence
arrow-straight
ellipse
filarial
point at infinity
straight line
vertical angle
rectification
art gallery problem
Kolmogorov
Thales's theorem
antiparallel
immersion
geometry
geometrically
aligned
ortholinear
Didonia
bisecant
vertex
gnomonic projection
Legoland
straightwise
isohypse
hemimetric
plane
Venn's diagram
Venn diagram
convexoconvex
complex projective line
oval
truncus
monogonal
quintinvariant
biconic
Zeuthen-Segre invariant
pandiagonal
umbilicus
tangent

English words for 'The familiar geometry of the real world, based on the postulate that through any two points there is exactly one straight line.'

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