Enigmatic Variations No.1394 – Coup de Grace by Gaston

“The unclued entries have been practising for the COUP DE GRACE by removing a thematic group of consecutive letters from eight normally clued entries, always leaving shorter, real words to be entered in the grid. In all other clues, wordplay indicates the answer with an extra letter; in clue order these letters reveal the theme. Solvers should administer the COUP DE GRACE themselves by blacking out two symmetrical groups of six.”

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Enigmatic Variations No.1390 – Bolder by Jaques

“In clue order, the first letters of the answers give part of a quotation (in ODQ). Solvers must fit the answers jigsaw-style into the grid, although some are too short for the available space and must be entered with initial blank cells. Where answers begin with the same letter, their clues are presented in conventional order. Having entered the answers, solvers must take the BOLDER choice from the quotation, adapting one entry and completing the
remainder. Finally, solvers must show suitable confidence with their choice by altering three other letters in the grid. Apart from one, which is thematic, all entries in the final grid are real words. Numbers in brackets refer to answer lengths.”

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Enigmatic Variations No.1386 – Suitable Powder by Oxymoron

“In SUITABLE POWDER, two letters must be removed from the answers in each row and column and placed at either end of that row/column. All answers are affected and the leftmost/uppermost omitted letters are to be placed in the leftmost/uppermost cell of the column/row. Solvers must complete the grid and highlight a symmetrically disposed representation of the perimeter (6,4). Chambers Dictionary (2016) is recommended.”

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Enigmatic Variations No.1382 – Reconstructions by Hedge-sparrow

“In RECONSTRUCTIONS, the answers to seven clues must be reconstructed, in each case omitting one letter, to form thematic entries. When the grid has been filled, an eighth thematic reconstruction, formed from the omitted letters, must be entered so as to consume another entry (leaving crossing entries as real words). Solvers must highlight a hidden term (6) which completes all the thematic entries. Numbers in brackets refer to entry lengths.”

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