This is a calendar booklet with one month spread out on each double page. The phase of the moon is graphically indicated for each day with times noted for each quarter. There is a full year reference calendar on the first page (this year) and at the end (next year). There are half a dozen blank pages at the back for names and addresses and notes.

Published Tuesday, January 17, 2017 by Jeremy Smith

36 pages

This is a calendar booklet with one month spread out on each double page. The phase of the moon is graphically indicated for each day with times noted for each quarter. There is a full year reference calendar on the first page (this year) and at the end (next year). There are half a dozen blank pages at the back for names and addresses and notes.

Published Tuesday, January 17, 2017 by Jeremy Smith

36 pages

This is a calendar booklet with one month spread out on each double page. The phase of the moon is graphically indicated for each day with times noted for each quarter. There is a full year reference calendar on the first page (this year) and at the end (next year). There are half a dozen blankish pages at the back for names and addresses and notes.

Published Sunday, February 7, 2016 by Jeremy Smith

36 pages

This is a calendar booklet with one month spread out on each double page. The phase of the moon is graphically indicated for each day with times noted for each quarter. There is a full year reference calendar on the first page (this year) and at the end (next year). There are half a dozen blankish pages at the back for names and addresses and notes.

Published Sunday, February 7, 2016 by Jeremy Smith

36 pages

unRules is a 64 page booklet/journal containing square ruled pages with a distinct curvature to them, some triangular, diamond, & hexagonal ruled pages, and even some pentagonal ruled pages. And just for good measure there are some regular ruled pages with a margin and also some squared pages. The rulings are in different sizes to maximize your options, support greater diversity and stretch your imagination into new dimensions.

Published Sunday, April 12, 2015 by Jeremy Smith

64 pages

This is a calendar booklet with one month spread out on each double page. The phase of the moon is graphically indicated for each day with times noted for each quarter. There is a full year reference calendar on the first page (this year) and at the end (next year). There are half a dozen blankish pages at the back for names and addresses and notes.

Published Monday, January 12, 2015 by Jeremy Smith

36 pages

Published Monday, January 12, 2015 by Jeremy Smith

36 pages

The Moon Phase Calendar 2015 shows the moon's phase for every day of the year. Time of day is shown for new & full moons and first & last quarters. Times are shown in the time zone indicated in the title.

Published Monday, December 15, 2014 by Jeremy Smith

2 pages

The Moon Phase Calendar 2015 shows the moon's phase for every day of the year. Time of day is shown for new & full moons and first & last quarters. Times are shown in the time zone indicated in the title.

Published Monday, December 15, 2014 by Jeremy Smith

2 pages

The Moon Phase Calendar 2015 shows the moon's phase for every day of the year. Time of day is shown for new & full moons and first & last quarters. Times are shown in the time zone indicated in the title.

Published Monday, December 15, 2014 by Jeremy Smith

2 pages

Published Monday, December 15, 2014 by Jeremy Smith

2 pages

Published Monday, December 15, 2014 by Jeremy Smith

2 pages

Moon phase calendar for 2015 - this calendar shows the moon's phase for every day of the year. Time of day is shown for new & full moons and first & last quarters. Times are shown in the time zone indicated in the title. Although the months are laid out concentrically, the radial layout is more prominent, or especially the spiral layout - see title for which option this one is.

Published Monday, December 15, 2014 by Jeremy Smith

2 pages

Objects arranged in a golden spiral can exhibit three intertwingled spirals: an Archimedes spiral (think coil of rope), a clockwise spiral (think daisy or sunflower seed head), & an anticlockwise spiral. The latter two can be at the same or different pitches, and in nature in the ratio of two consecutive Fibonacci sequence numbers. The Factorization diagrams embedded in such a spiral show various factors in spiral arms in both directions. These patterns have been made more apparent by displaying them on a spherical surface.

Published Wednesday, December 3, 2014 by Jeremy Smith

2 pages

Objects arranged in a golden spiral can exhibit three intertwingled spirals: an Archimedes spiral (think coil of rope), a clockwise spiral (think daisy or sunflower seed head), & an anticlockwise spiral. The latter two can be at the same or different pitches, and in nature in the ratio of two consecutive Fibonacci sequence numbers. The Factorization diagrams embedded in such a spiral show various factors in spiral arms in both directions. These patterns have been made more apparent by displaying them on a spherical surface.

Published Wednesday, December 3, 2014 by Jeremy Smith

2 pages

Objects arranged in a golden spiral can exhibit three intertwingled spirals: an Archimedes spiral (think coil of rope), a clockwise spiral (think daisy or sunflower seed head), & an anticlockwise spiral. The latter two can be at the same or different pitches, and in nature in the ratio of two consecutive Fibonacci sequence numbers. The Factorization diagrams embedded in such a spiral show various factors in spiral arms in both directions. These patterns have been made more apparent by displaying them on a spherical surface.

Published Wednesday, December 3, 2014 by Jeremy Smith

2 pages

The Invertible Cube is a loop of 12 tetrahedrons that compress to form a cube or rearrange to form a rhombic dodecahedron that can be seen to actually be an inside-out cube. The second page shows half a dozen of the hundreds of forms possible.

Published Friday, November 28, 2014 by Jeremy Smith

2 pages

Objects arranged in a golden spiral can exhibit three intertwingled spirals: an Archimedes spiral (think coil of rope), a clockwise spiral (think daisy or sunflower seed head), & an anticlockwise spiral. The latter two can be at the same or different pitches, and in nature in the ratio of two consecutive Fibonacci sequence numbers. The Factorization diagrams embedded in such a spiral show various factors in spiral arms in both directions.

Published Saturday, March 29, 2014 by Jeremy Smith

2 pages

Objects arranged in a golden spiral can exhibit three intertwingled spirals: an Archimedes spiral (think coil of rope), a clockwise spiral (think daisy or sunflower seed head), & an anticlockwise spiral. The latter two can be at the same or different pitches, and in nature in the ratio of two consecutive Fibonacci sequence numbers. The Factorization diagrams embedded in such a spiral show various factors in spiral arms in both directions.

Published Saturday, March 29, 2014 by Jeremy Smith

2 pages

Objects arranged in a golden spiral can exhibit three intertwingled spirals: an Archimedes spiral (think coil of rope), a clockwise spiral (think daisy or sunflower seed head), & an anticlockwise spiral. The latter two can be at the same or different pitches, and in nature in the ratio of two consecutive Fibonacci sequence numbers. The Factorization diagrams embedded in such a spiral show various factors in spiral arms in both directions.

Published Saturday, March 29, 2014 by Jeremy Smith

2 pages