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Summer time is time to think about useless stuff ;-)

Today I found another funny mystery which I solved by good old FX-602P, this time with a mixture of logical assumptions and (sure) brute force, but see yourself the mystery and FX-602P solution:

Agneta, Bert, Clara and Dennis write down a natural number. Her friends shall guess this number, so each of them gives two statements (their names are A, B, C and D):

A1: The number has 3 digits
A2: The product of all digits is 23

B1: The number can be divided by 37
B2: The number has 3 identical digits

C1: The number can be divided by 11
C2: The last digit is a 0

D1: The digit sum is bigger than 10
D2: The hundred-digit is not the biggest nor the smallest digit

To increase the difficulty of their mystery they further declare that each of them has given exactly one true and one false statement.

Find out all numbers that match the statements (which include of course the number written down by A, B, C and D)

PROGRAM

* P1
74 Min01
LBL0
37 M+01 MR01 ÷ 100 =
INT Min04
MR04 - 10 =
x≥0 GOTO7
MR01 - MR04 × 100 =
÷ 10 = INT Min05
MR01 - MR04 × 100 -
MR05 × 10 = Min06
MR01 ÷ 37 = FRAC
x=0 GOTO9
GOTO1
LBL9
GSBP2
x=0 GOTO0
GOTO2
LBL1
GSBP2
x=0 GOTO2
GOTO0
LBL2
MR01 ÷ 11 = FRAC
x=0 GOTO3
MR06
x=0 GOTO6
GOTO0
LBL3
MR06
x=0 GOTO0
LBL6
MR04 + MR05 + MR06 =
- 11 =
x≥0 GOTO4
GSBP3
x=0 GOTO0
GOTO5
LBL4
GSBP3
x=0 GOTO5
GOTO0
LBL5
MR01 HLT
GOTO0
LBL7
999
···117 steps

* P2
MR04 - MR05 =
x=0 GOTO0
GOTO9
LBL0
MR04 - MR06 =
x=0 GOTO1
LBL9
1 Min02
GOTO8
LBL1
0 Min02
LBL8
MR02
···24 steps

* P3
MR04 - 1 = Min0F
MR05
x≥F GOTO0
GOTO2
LBL0
MR06
x≥F GOTO1
GOTO2
LBL1
0 Min03
GOTO9
LBL2
MR04 Min0F MR05
x≥F GOTO4
MR06
x≥F GOTO4
GOTO1
LBL4
1 Min03
LBL9
MR03
···34 steps

well, the numbers which FX-602P listed where:

370
740
814

Have fun! ;-)﻿
Si no  la mejor, una de las mejores calculadoras de su epoca y muy económica respecto a la competencia.﻿
Bonjour,

Un manuel français/allemand pour la fx602p c'est bien... Sauf qu' il n'y a que la partie en allemand !

Quelqu'un aurait-il la partie française ? ﻿
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An update on the drop shadows for #MaterialDesign.

Since last switched from using layout margins to internal padding to make sure the shadow is not clipped.

As a side effect the click area is larger as well.

Samsung Galaxy Note 3
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New #MaterialDesign for the . Note the drop shadows on the Buttons. They look really cool.

You need Android Lollipop / 5.0 / API 21.﻿
Samsung Galaxy Note 3
1 Photo - View album
New Version has been released for beta test.﻿
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Help Screens on the Galaxy Note 12.2﻿
Samsung Galaxy Note 12.2
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All Program List

P0

AC DEG "Geburtstag:" PAUSE
GSBP1
GSBP2
Min01 "Starttag:" PAUSE
GSBP1
GSBP2
- MR01 = MAC Min1F AC "***<n> " HLT
Min00 GSBP5
"P=+, E=[MUL], I=*, [SGM]/3=[DIV]" GSBP1
"+-----------------+----------------+" GSBP1
LBL0 0 Min01 18 Min02 5 Min30 3 GSBP9
2 GSBP9
1 M+06 GSBP9
MR01 / 3 = GSBP4
IND MR09 X=0 4 IND Min09 GSBP3
1 M+1F DSZ GOTO0

P1

PRT FEXE

P2

AC "<Tag> " HLT
GSBP5
Min11 AC "<Monat>" HLT
GSBP5
Min12 2 10^X Min0F AC "<Jahr> " HLT
Min13 GSBP5
X>=F GOTO7
1900 M+13
LBL7 0 Min14 3 Min0F MR12 X>=F GOTO4
31 * ( MR12 - 1 = Min15 GOTO3
LBL4 MR13 GSBP6
FRAC X=0 GOTO5
GOTO2
LBL5 MR13 GSBP7
FRAC X=0 GOTO6
GOTO1
LBL6 MR13 GSBP8
FRAC X=0 GOTO1
GOTO2
LBL1 1 Min14
LBL2 306 * MR12 - 324 ) / 10 = INT Min15
LBL3 MR14 + ( MR13 - 1 ) Min16 * 365 + ( MR16 GSBP6
INT - ( MR16 GSBP7
INT + ( MR16 GSBP8
INT + MR15 + MR11 ) + MR17 =

P6

/ 4 )

P7

/ 100 )

P8

/ 400 )

P9

Min05 5 M+02 MR1F / MR02 = FRAC * 360 = SIN M+01 GSBP4
MR05 IND Min09

P5

";=##" GSBP1

P3

10 Min08
LBL9 AC IND X<>M08 Min09 IND GOTO9
LBL0 "; " GOTO8
LBL1 ";*" GOTO8
LBL2 ";[MUL]" GOTO8
LBL3 ";+" GOTO8
LBL4 ";[DIV]" GOTO8
LBL5 MR06 / 10 = FRAC * 10 = ";#"
LBL8 1 M+08 MR08 X>=F GOTO7
GOTO9
LBL7 ";" GSBP1

P4

Min03 40 Min0F MR03 + 1 = / 2 * 39 = FIX0 X>=F MR0F X>=0 GOTO0
0
LBL0 Min09 10 M+09 M+0F MR09

END
﻿
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I think many Users are not aware of the large screen mode which look a lot more like the original calculator. I think it is usable from 4.7 inch (12 cm) displays upwards.

Note that the buttons are just as easy to hit then with the small screen mode.

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