Enigmatic Variations

Enigmatic Variations No.1666 – DROP by proXimal

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“All clues are normal, but a letter must DROP out wherever it occurs before entry in each down answer. Dropped letters, in clue order, spell two phrases pinpointing a year when an event befell the unclued entry. In the final grid, the event must be re-enacted by replacing one entry with another leaving empty cells. All entries are real words or names at every stage (ignoring gaps).”

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Enigmatic Variations No.1662 – Invaders by Vismut

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“In ten of the across clues, an incorrect letter has pushed out the correct one; in 17 of the down clues a letter has walked away from the clue. In clue order, these incorrect and missing letters spell out some thematic names. The proliferation, unexpected appearance and (in one case) mutation of INVADERS must be dealt with so that four titular motifs and an associated thematic name can be seen (making new real-word crossing entries, including a city name). Unchecked letters in the perimeter, before any adjustments, might make CHAFF OR IDIOM. Chambers Dictionary (2016) is recommended.”

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Enigmatic Variations No.1658 – Pseudonym by Gaston

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“Clues are presented in normal order, but there are nine unclued entries. One is the theme’s creator; the other eight comprise the seven members of a thematic group, with one member covering two entries. Twenty-two clues each contain a single-letter misprint. Read in clue order, the correct letters produce two names; the first eleven (all from across clues) spell out the theme’s central character, thought to be a PSEUDONYM for the eleven-letter second name (all from down clues). Chambers Dictionary (2016) is recommended.”

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Enigmatic Variations No.1654 – Verse’s Opening Line by Ifor

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“Clues are in normal order, giving every normal entry successively, in sequence. Answers must be entered routinely, in their entirety. Not all clues have orthodox solutions; seven are missing and require identifying, then answering, never straightforwardly. Highlight a phrase that identifies clues; four lines of six, symmetrically.”

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