MC: Ping-Pong Cubes

[Werner]

I exhausted the 34 digits of Free42, I'm afraid.
No 11th Ping Pong Cube for x^3 <= 10^34
I used the following program, that generates all Ping Pong numbers with I digits and verifies if the third power is also a Ping Pong number.

Code:

00 { 128-Byte Prgm }
01▸LBL "PPC"
02 STO "I"
03 1.009
04 XEQ 99
05 RTN
06▸LBL 97
07 RCL IND ST X
08▸LBL 99
09 STO IND ST Y
10 IP
11 1.00902
12 +
13 2
14 MOD
15 DSE ST Y
16 GTO 99
17▸LBL 01
18 RCL "I"
19 1ᴇ3
20 0
21▸LBL 14
22 %
23 RCL IND ST Z
24 IP
25 +
26 DSE ST Z
27 GTO 14
28 STO 00
29 ENTER
30 X↑2
31 ×
32 XEQ 88
33 X=0?
34 VIEW 00
35 ISG 01
36 GTO 01
37 RCL "I"
38 1
39▸LBL 95
40 X<Y?
41 ISG ST X
42 RTN
43 ISG IND ST X
44 GTO 97
45 GTO 95
46▸LBL 88
47 1
48 X<>Y
49 R↓
50▸LBL 87
51 R↑
52 X=0?
53 RTN
54 10
55 ÷
56 IP
57 X<>Y
58 LASTX
59 0.2
60 MOD
61 X≠Y?
62 GTO 87
63 1
64 END

Input the number of digits eg. 3 PPC will result in the 6 solutions being shown in the printout if you have PON selected (I'm running Free42 on a PC).
For input 12 change line 3 to 1.002 since 1e34^(1/3) = 215 443 469 003

Cheers, Werner