Represents the combination of a cube and an octahedron, with both faces being equal.

Cubo-octahedron

Represents the combination of a cube and an octahedron, with both faces being equal.

"...take any three edges formed by the intersection of three faces of a crystal. These axes are called the crystallographic axes, and the planes in which they lie are the axial planes. A fourth face on the crystal intersecting these three axes in the points A, B, C is taken as the parametral plan, and the lengths OA:OB:OC are the parameters of the crystal." -The Encyclopedia Britannica 1910

Crystallographic Axes of Reference

"...take any three edges formed by the intersection of three faces of a crystal. These axes are called…

"A drawing of a crystal showing a combination of the cube, octahedron and rhombic dodecahedron is shown, in which the faces are lettered the same as the corresponding poles in the projection." -The Encyclopedia Britannica 1910

Clinographic Drawing of a Cubic Crystal

"A drawing of a crystal showing a combination of the cube, octahedron and rhombic dodecahedron is shown,…

"Here the plane of projection is tangent to the sphere, and normals to all the faces are drawn fro mthe centre of the sphere to intersect the plane of projection." -The Encyclopedia Britannica 1910

Gnomonic Projection of a Cubic Crystal

"Here the plane of projection is tangent to the sphere, and normals to all the faces are drawn fro mthe…

"Bounded by twelve rhomb-shaped faces parallel to the six dodecahedral planes of symetry. the angles between the normals to adjacent faces are 60 degrees...[and] 90 degrees; the indices are {110}" -The Encyclopedia Britannica 1910

Rhombic Dodecahedron

"Bounded by twelve rhomb-shaped faces parallel to the six dodecahedral planes of symetry. the angles…

"This solid is bounded by twenty-four isosceles triangles, and may be considered as an octahedron with a low triangular pyramid on each of its faces." -The Encyclopedia Britannica 1910

Triakis-octahedron

"This solid is bounded by twenty-four isosceles triangles, and may be considered as an octahedron with…

"Bounded by twenty-four trapezoidal faces, and hence somethings called a 'trapezohedron.'" -The Encyclopedia Britannica 1910

Icositetrahedron

"Bounded by twenty-four trapezoidal faces, and hence somethings called a 'trapezohedron.'" -The Encyclopedia…

"Like the triakis-octahedron, this solid is also bounded b twenty-four isosceles triangles, but here grouped in fours over the cubic faces." -The Encyclopedia Britannica 1910

Tetrakis-hexahedron

"Like the triakis-octahedron, this solid is also bounded b twenty-four isosceles triangles, but here…

"Like the triakis-octahedron, this solid is also bounded b twenty-four isosceles triangles, but here grouped in fours over the cubic faces." -The Encyclopedia Britannica 1910

Tetrakis-hexaheron

"Like the triakis-octahedron, this solid is also bounded b twenty-four isosceles triangles, but here…

"Here each face of the octahedron is replaced by six scalene triangles, so that altogether there are fourty-eight faces. This is the greatest number of faces possible for an simple form in crystals." -The Encyclopedia Britannica 1910

Hexakis-octahedron

"Here each face of the octahedron is replaced by six scalene triangles, so that altogether there are…

"This is the hemihedral form of the triakis-octahedron; it has the indices {hhk} and is bounded by tweleve trapazoidal faces." -The Encyclopedia Britannica 1910

Deltoid Dodecahedron

"This is the hemihedral form of the triakis-octahedron; it has the indices {hhk} and is bounded by tweleve…

"The hemihedral form {hkk} of the icositetrahedron; it is bounded by twelve isosceles triangles arranged in threes over the tetrahedron faces." -The Encyclopedia Britannica 1910

Triakis-tetrahedron

"The hemihedral form {hkk} of the icositetrahedron; it is bounded by twelve isosceles triangles arranged…

"...a combination of these two tetrahedra, and represents a crystal of blende, in which the four larger faces are dull and striated, whilst the four smaller are bright and smooth." -The Encyclopedia Britannica 1910

Combination of two Tetrahedra

"...a combination of these two tetrahedra, and represents a crystal of blende, in which the four larger…

"This is bounded by twelve pentagonal faces, but these are not regular pentagons, and the angles over the three sets of different edges are different. The regular dodecahedron of geometry, contained by twelve regular pentagons, is not a possible form in crystals." -The Encyclopedia Britannica 1910

Pentagonal Dodecahedron

"This is bounded by twelve pentagonal faces, but these are not regular pentagons, and the angles over…

"This is the hemihedral form of the hexakis-octahedron and has the indicies {hkl}; it is bounded by twenty-four faces." -The Encyclopedia Britannica 1910

Dyakis-dodecahedron

"This is the hemihedral form of the hexakis-octahedron and has the indicies {hkl}; it is bounded by…

"...resembles in general appearance the regular icosahedron of geometry, but only eight f the faces are equalateral trianges." -The Encyclopedia Britannica 1910

Combination of Pentagonal Dodecahedron and Octahedron

"...resembles in general appearance the regular icosahedron of geometry, but only eight f the faces…

"This consists of four faces parallel to the brachy axis." -The Encyclopedia Britannica 1910

Macro-prism and Brachy-pinacoid

"This consists of four faces parallel to the brachy axis." -The Encyclopedia Britannica 1910

"This consists of four faces perpendicular to the vertical axis." -The Encyclopedia Britannica 1910

Brachy-prism and Macro-pinacoid

"This consists of four faces perpendicular to the vertical axis." -The Encyclopedia Britannica 1910

"Here there is only a [center] of symmetry. All the forms are pina-coids, each consisting of only two paarallel faces." -The Encyclopedia Britannica 1910

Crystal of Axinite

"Here there is only a [center] of symmetry. All the forms are pina-coids, each consisting of only two…

"...consisting of six rhomb-shaped faces with the edges all of the equal lengths: the faces are perpendicular to the planes of symmetry." -The Encyclopedia Britannica 1910

Direct Rhombohedra

"...consisting of six rhomb-shaped faces with the edges all of the equal lengths: the faces are perpendicular…

"...consisting of six rhomb-shaped faces with the edges all of the equal lengths: the faces are perpendicular to the planes of symmetry." -The Encyclopedia Britannica 1910

Indirect Rhombohedra

"...consisting of six rhomb-shaped faces with the edges all of the equal lengths: the faces are perpendicular…

"Hexagonal prism of the first order, consisting of six faces also parallel to the hexad axis, but perpendicular to the other set of three vertical planes of symmetry." -The Encyclopedia Britannica 1910

Hexagonal Prism of the First Order

"Hexagonal prism of the first order, consisting of six faces also parallel to the hexad axis, but perpendicular…

"...is flattened parallel to one pair of faces [of the octahedron]." -The Encyclopedia Britannica 1910

Misshapen Octahedra

"...is flattened parallel to one pair of faces [of the octahedron]." -The Encyclopedia Britannica 1910

The mouth, nose, and pharynx, with the larynx and commencement of gullet (esophagus), seen in section. Labels: a, vertebral column; b, gullet (esophagus); c, trachea; d, larynx; e, epiglottis; f, soft palate, between f and e is the opening at back of cavity or faces; g, opening of Eustachian tube; h, nasal cavity; k, tongue; l, hard palate; m, sphenoid bone at base of skull; n, roof of nasal cavity; o, p, q, placed in nasal cavity.

The Mouth, Nose, and Pharynx

The mouth, nose, and pharynx, with the larynx and commencement of gullet (esophagus), seen in section.…

"The tin-foil strips or carriers on the rear plate of a Wimhurst machine are represented by the outer row of strips; those on the fornt plate, by the inner row. The diagonal conductor that faces the rear plate is represented by cs; the one that faces the front plate, by ab." -Avery 1895

Design of the Wimhurst Machine

"The tin-foil strips or carriers on the rear plate of a Wimhurst machine are represented by the outer…

"A cube is a prism whose faces are ends are squares. All the faces of a cube are equal." —Hallock 1905

Cube

"A cube is a prism whose faces are ends are squares. All the faces of a cube are equal." —Hallock…

An illustration of a prismatoid with triangular faces and points labeled.

Prismatoid With Triangular Faces

An illustration of a prismatoid with triangular faces and points labeled.

An illustration of a prismatoid with faces that are quadrilaterals.

Prismatoid With Quadrilateral Faces

An illustration of a prismatoid with faces that are quadrilaterals.

Polygon consisting of 3 sides

3-sided Polygon

Polygon consisting of 3 sides

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4-sided Polygon

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5-sided Polygon

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Polygon consisting of 7 sides

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10-sided Polygon

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11-sided Polygon

Polygon consisting of 11 sides

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12-sided Polygon

Polygon consisting of 12 sides

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13-sided Polygon

Polygon consisting of 13 sides

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23-sided Polygon

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24-sided Polygon

Polygon consisting of 24 sides

1/3 of a 3 sided polygon

Fractions of 3-sided Polygon

1/3 of a 3 sided polygon

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Fractions of 3-sided Polygon

2/3 of a 3 sided polygon

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Fractions of 3-sided Polygon

3/3 of a 3 sided polygon

1/4 of a 4 sided polygon

Fractions of 4-sided Polygon

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Fractions of 4-sided Polygon

2/4 of a 4 sided polygon

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Fractions of 4-sided Polygon

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Fractions of 4-sided Polygon

4/4 of a 4 sided polygon

1/5 of a 5 sided polygon

Fractions of 5-sided Polygon

1/5 of a 5 sided polygon

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Fractions of 5-sided Polygon

2/5 of a 5 sided polygon

3/5 of a 5 sided polygon

Fractions of 5-sided Polygon

3/5 of a 5 sided polygon