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Copy/Paste Menu As of version 1.00

The Candidate Editor is used mainly to quickly edit many candidates or givens. It is useful for entering an entire puzzle by hand.

Paste PM Grid + Puzzle \tCtrl-V. Paste either a puzzle or PM grid from the clipboard, overwrites current data in the clipboard.");

Paste Other Puzzle Information. Paste puzzle and logic input in other forms.

Set Logic Solution. An ASCII truth/link (base/cover) set list, using RCNB (truths) or rcnb (links) notation.

Truth (base set) List. An ASCII truth (base set) list, using RCNB notation.

Copy Puzzle to Clipboard. Copy current puzzle as an 81 digit string to the clipboard.

Copy Pencil Mark (PM). Copy current candidates as a pencil mark (PM) grid to the clipboard.

Copy PM Grid and Puzzle \tCtrl-C. Copy current puzzle AND candidates as pencil marks (PM) to the clipboard.

Copy Other Puzzle Information. Fill the work in the s, save, and exit (Shift_Return Keys)

Set Logic Solution. An ASCII truth/link (base/cover) set list, using RCNB (truths) or rcnb (links) notation.

Truth (base set) List. An ASCII truth (base set) list, using RCNB notation.

Logic Diagram, Symbols. The current truth/link interconnect diagram, candidates are symbols. See below for a description of formats.

Logic Diagram, rcn=123. The current truth/link interconnect diagram, candidates are written in short form notation. See below for a description of formats.

Logic Diagram, rcn=3r1c2. The current truth/link interconnect diagram, candidates are written in long form notation. See below for a description of formats.

Send Clipboard to <xdump.txt>. Send all clipboard output to the dumpfile <xdump.txt>

Logic Diagram format. The logic diagram is a two dimensional representation of the connections between truths and links. Rows represent the individual truths in the logic, and the columns represent individual links. The diagram contains all the nodes where candidates exist at the intersection of truths and links. This format is logically independent of the identity of rows, columns, boxes, and cells.

See [ Help ] / [ Basics ] / [ Logic Diagrams ] for more information.