Получи как можно больше чисел, очередная игра Опции

[0]

378=3!!/2+4!-5-1
379=3!!/2+4!-5*1
380=3!!/2+4!-5+1

[M_87]

381=3!!/2+5*4+1

[0]

382=3!!/2+4!-sqrt(5-1)

[cradle1]

383=3!!/2+4!-1^5
384=(3!!/2+4!)*1^5
385=3!!/2+4!+1^5

[M_87]

386=3!!/2+4!+sqrt(5-1)

[0]

386=(3!!+5-1)/2+4!
387=(3!!+5+1)/2+4!

[M_87]

388=3!!/2+4!+5-1
389=3!!/2+4!+5*1
390=3!!/2+4!+5+1

[kknop]

391=3!!/2+5!/4+1

392 = 3!!/2 + sqrt(4)^5*1
393 = 3!!/2 + sqrt(4)^5+1

394 = (4*5)^2 - 3!*1
395 = (4*5)^2 - 3! +1
396 = (4*5)^2 - 3 - 1
397 = (4*5)^2 - 3*1
398 = (4*5)^2 - 3+1
399 = (4*5)^2 - 1^3
400 = (4*5)^2 * 1^3
401 = (4*5)^2 + 1^3
402 = (4*5)^2 + 3-1
403 = (4*5)^2 + 3*1
404 = (4*5)^2 + 3+1
405 = (4*5)^2 + 3!-1
406 = (4*5)^2 + 3!*1
407 = (4*5)^2 + 3!+1

Извините за длинную серию -)

[0]

408=(3!!+5!-4!)/2*1
409=(3!!+5!-4!)/2+1

[cradle1]

408=(5!+4^2)*3*1
409=(5!+4^2)*3+1

[kknop]

410 = 23^sqrt(4)-5!+1

[cradle1]

упс...

[kknop]

411 = (5!+4^2+1)*3
(а предыдущее выражение не равно 411)

[kknop]

412 = (4!-1)^2 - 5! + 3
413 = (4*5)^2 + 13

414,415,416 = (3^4+2)*5 {-,*,+} 1

[0]

417=(3!!+5!)/2-sqrt(4)-1
418=(3!!+5!)/2-sqrt(4)*1
419=(3!!+5!)/2-sqrt(4)+1

420=(3!!+5!)/2*1^4

421=(3!!+5!)/2+sqrt(4)-1
422=(3!!+5!)/2+sqrt(4)*1
423=(3!!+5!)/2+sqrt(4)+1

[cradle1]

417=(12^(sqrt(4))-5)*3
420=1^4*(3!!+5!)/2
421=1^4+(3!!+5!)/2
422=SQRT(1^4)+(3!!+5!)/2
423=1+SQRT(4)+(3!!+5!)/2
424=1*4+(3!!+5!)/2
425=1+4+(3!!+5!)/2

[kknop]

422,423 = (3!!+5!)/sqrt(4) + 2 {*,+} 1
424 = (3!!+5!)/2 + 4*1
425 = (3!!+5!)/2 + 4+1
426 = ((4-1)!!+5!)/2 +3!

[0]

427=(3!!+5!+14)/2

[kknop]

427,428,429 = 425 + 3 {-*+} 1
430,431,432 = 425 + 3! {-*+} 1

До чего ж просто...

[0]

433=(3!!+5!+4!)/2+1
434=(3!!+5!)/2+14
435=435*1^2
436=435+2-1
437=435+2*1
438=435+2+1