 |
|
Copyright ©2003 by Paul Niquette. All rights reserved. |
|
| Across
1 F(24) - P(228) +1 6 Plutonium (a.w.) 9 213 13 R(4) 15 Mark of the Beast 16 California Centennial 17 R(7) 18 3*P(19) 19 Arabian Nights 20 Who do we appreciate? 22 R(9) 24 P(528) + 753 -1 27 Dalmatians 28 Batting perfection 29 173 - P(17) 31 216 - P(551) 36 P(89) * 24 37 P(5) * P(116) 38 Beverly Hills (Zip) |
39 [P(9)/99 + P(2)]/10
41 P(499) 43 Eleven gross 44 8! - P(1193) 45 P(503) 46 332 - 32 47 Palindromic prime 49 2/7 51 R(8) + S(24)2 55 P(384)-1 56 22 * 32 * P(24) 57 Quarter-mile 59 R(6) 64 3*P(71) 65 Toll-free 66 R(5) 67 Palindromic year 68 Boiling point 69 105 - 1 |
Down
1 P(47) 2 Boeing jet 3 P(50) 4 Sunset Strip * 2 5 Honolulu (Zip) 6 F(19) + S(9) - 1 7 Full circle 8 3102 + 10*2 9 (9 Across) - P(36) 10 S(76) - P(8) 11 2*P(453) 12 P(8)/(102 - 1) 14 P(15)/(102 - 1) 21 
23 P(449) 24 8! 25 124 26 154 27 
- 3
28 P(270) 30 185 / 333 |
32 New York (Zip)
33 (24 - 1)4 + US Centennial 34 4*(213 - 13*17) 35 7! 40 72 * 92 + P(9) 42 104,279 / 111,111 48 9,494 / 33,333 50 6,281 / 11,111 51 Twelve Past Eleven 52 P(1,140) - 1 53 Even split 54 Voyage of Columbus 55 Orwellian Year + 18 58 Retirement plan 60 P(77) 61 P(145) 62 P(80) 63 P(120) |
| Solution entries are (1) integers in common units, (2) truncated proper fractions with assumed decimal point immediately preceding the most significant digit, or (3) idiomatic numbers. F(n) = nth Fibonacci Number; P(n) = nth Prime Number; R(d) = the dth Reaman Numeral selected by its own do-si-do digit; S(n) = Sum of the First n Integers. |
