Not long ago I rewatched Baz Luhrmann's take on "Romeo + Juliet" starring a very young Leonardo DiCaprio and Claire Danes. Set in a ...
read moreNot long ago I rewatched Baz Luhrmann's take on "Romeo + Juliet" starring a very young Leonardo DiCaprio and Claire Danes. Set in a fictitious but thoroughly modern "Verona Beach," the movie is true-ish to Shakespeare with the Montagues and Capulets at war, swords and knives replaced with a lot of guns, and of course "a pair of star-cross'd lovers." A fun movie if you haven't seen it.
It made me wonder though if we'd ever seen star-crossed lovers crossed up in a crossword puzzle. This was all the more interesting since I noticed that STAR CROSSED LOVE is 15 letters long. If I ran this phrase across the middle of a puzzle, could I find sets of star-crossed lovers to go in each of the four corners?
Let me tell you, there are a lot of options! John Lennon and Yoko Ono would do. But then so would Clark Kent and Lois Lane. Or Janet Leigh and Spencer Tracy. There's also Burns-Allen, Cash-Carter, Geller-Green and Butler-O'Hara!
The trick was to find couples who were real star-crossed lovers, whose last names could be crossed, and hopefully who could be set up symmetrically in a grid. BURTON-TAYLOR fit the bill, and it just so happens that their names fit symmetrically right across from BEATTY-BENING. (Although in fairness Burton-Taylor was a famously rocky relationship while Beatty-Bening have been together for years.)
BOGART-BACALL was another obvious choice. But here the symmetry failed me. In the original version of this puzzle, I did have a solution: I used Clyde BARROW and Bonnie PARKER in perfect symmetry across from BOGART-BACALL.
The problem of course is that all of the others are actors and actresses who are/were together on and off the screen. Bonnie and Clyde were real-live people who have been portrayed in the movies, but it just wasn't consistent with the rest of the theme. So we went with PITT-JOLIE instead, damn the symmetry. And so far, damn the "star-cross'd"-ness. They're still together, right?