Let's play with 2013 - a numbers game

[ozmosys]

Originally Posted by fun2come

OK, time for a trick play with a new formula:

rounded ((3 to the fourth + 2 squared) * pi) = round (85 * 3.14) = 267

3 to the fifth + ((2 squared + 1) squared) = 268

not necessary
3 to the fifth + (2 squared)! = 267
3 to the fifth + (2 squared)! + 1 = 268
2 to the eight + 13 squared = 269

[fun2come]

THX, much better !!! I now see what the Hobby is doing to me !

3 cubed * 10 = 270

[BadBoris]

We can't fault the hobby!

Originally Posted by ozmosys

not necessary


2 to the eight + 13 squared = 269

One slight correction 2 to the 8ight + 13 = 269

(3!) to the third + Summation (10) = 271
2 to the eighth + 3! + 10 = 272
2 to the eighth + 3 cubed - 10 = 273
3 to the fifth + 2 to the fifth - 1 = 274
Summation (20 + 3) - 1 = 275
Summation (20 + 3) = 276
Summation(20 + 3) + 1 = 277

[BadBoris]

Meant to complete the 70's

3 cubed * 10 + 2 cubed = 278
3 to the fifth + (2 + 1)! squared = 279
2 to the eighth + (3 + 1)! = 280

[ozmosys]

Good catch, although none of us can seem to spell "eighth" correctly, even though it is the eighth.

3 cubed * 10 + 2 cubed = 278
summation of (10 – 3) through (2 squared) ! = 279
summation of 10 through (3+2) squared = 280
2 to the eighth + (10/2) squared = 281
2 to the eighth + 3 cubed – 1 = 282
2 to the eighth + 3 cubed = 283
2 to the eighth + summation (10 – 3) = 284
2 to the eighth + 30 – 1 = 285
summation of 23 + 10 = 286

[fun2come]

Nice, I have a feeling our combined powers of math - minus some minor spelling errors will equal success :-)

summation ((2 squared)!) - 13 = 287

P.S. If I don't get to blame the hobby, I have to blame my old age ...

[BadBoris]

Yes I believe we are headed for success. But it's getting late.

Correction
2 to the eighth + (10/2) squared = 281
10 squared * 2 + 3 to the forth = 281

Just one for now
2 to the eighth + (3-1) to the fifth = 288

[fun2come]

Darn, I check and I miss these double numbers. THX for catching that !!!

(20-3) squared = 289
(20-3) squared + 1 = 290
summation ((2 squared)!) - 3 squared = 291
2 to the eighth + (3! squared) = 292
2 to the eighth + (3! squared) + 1 = 293
summation ((2 squared)!) - 3! = 294
summation ((2 squared)!) - 3! + 1 = 295
summation ((2 squared)!) - 3 - 1 = 296
summation ((2 squared)!) - 3 = 297
summation ((2 squared)!) - 3 + 1 = 298
summation ((2 squared)!) - 1 = 299
summation ((2 squared)!) = 300
301
302
summation ((2 squared)!) + 3 = 303
summation ((2 squared)!) + 3 +1 = 304
summation ((2 squared)!) + 3! - 1 = 305
summation ((2 squared)!) + 3! = 306
summation ((2 squared)!) + 3! + 1 = 307
summation ((2 squared)!) + 3 squared - 1 = 308
summation ((2 squared)!) + 3 squared = 309
310

I always love it when no formula is needed :-)

[fun2come]

OK, a few more, I was inspired by somebody earlier:

(3!+1) cubed - 2 to the fifth = 311
312
summation ((2 squared)!) + 13 = 313
summation ((2 squared)!) + 30 - 1 = 314
summation ((2 squared)!) + 30 = 315
summation ((2 squared)!) + 31 = 316
summation ((3!-1) squared) - 2 cubed = 317
310 + 2 cubed = 318

I also love it when all 4 numbers are used :-)

Note this was my post # 123 !

[ozmosys]

Corrections for 314 - 316:
(3 squared * 2) squared - 10 = 314
summation of 3 cubed - 2 to the sixth + 1 = 315
summation of ((2 squared + 1) squared) - 3 squared = 316

320 - 1 = 319
320 = 320
321 = 321
summation of (10 squared / 2 squared) - 3 = 322
(3 squared * 2) squared - 1 = 323
(3 squared * 2) squared = 324
(3 squared * 2) squared + 1 = 325

[fun2come]

THX for that correction . not sure what happened there, it was late ....

310 + 2 to the fourth = 326
summation ((3!-1) squared) + 2 = 327

[fun2come]

I hope these check out...

3! squared * 10 - 2 to the fifth = 328
summation (30) - summation (2 to the forth) = 329
summation (30) - summation (2 to the forth) + 1 = 330
summation ((2 squared + 1) squared) + 3! = 331
10 squared * 3 + 2 to the fifth = 332
301 + 2 to the fifth = 333
(3 squared * 2) squared + 10 = 334
summation (2 squared)! + 3! squared - 1 = 335
summation (2 squared)! + 3! squared = 336
summation (2 squared)! + 3! squared + 1 = 337
13 squared * 2 = 338

[ozmosys]

(3! + 1) cubed - 2 squared = 339
(2 cubed - 1) cubed - 3 = 340
(10 - 3) cubed - 2 = 341
(3 squared - 2) cubed - 1 = 342
(3! + 1) cubed = 343
(3 squared - 2) cubed + 1 = 344
(10 - 3) cubed + 2 = 345
(2 cubed - 1) cubed + 3 = 346
(3! + 1) cubed + 2 squared = 347
sum (3 cubed) - (sum 2) * 10 = 348
(2 cubed - 1) cubed + 3! = 349
summation (30 - 2 squared) - 1 = 350
summation (30 - 2 squared) = 351
summation (30 - 2 squared) + 1 = 352
(3 squared - 2) cubed + 10 = 353

Only 1660 more to go!

[fun2come]

Excellent, and we already have 2013, so we are good and we'll make it before year's end (my initial unstated goal) ....

summation (3 cubed) - (2 squared)! = 354
summation (3 cubed - 1) + 2 squared = 355

[fun2come]

2 to the eighth + 10 squared = 356
summation ((2 squared - 1) cubed) - summation (3!) = 357
summation (3 cubed) - 20 = 358
summation (3 cubed) - 20 + 1 = 359
120 * 3 = 360
(20 - 1) squared = 361
(summation (3!) - 2) squared + 1 = 362
(10 + 3 squared) squared + 2 = 363
(20 - 1) squared + 3 = 364
(10 + 3 squared) squared + 2 squared = 365
summation (2 cubed) * 10 + 3! = 366
(20 - 1) squared + 3! = 367
summation (3 cubed) - 10 = 368
(10 + 3 squared) squared + 2 cubed = 369
(20 - 1) squared + 3 squared = 370