[ March 21, 2009 ]
A 42/42 palindromic/pandigital Bi-Forked Wheel
B.S. Rangaswamy (email)

new offshoot from wonplate 175

It is an elating coincidence, that on palindromic date 9.03.09,
it was possible for me to arrive at a 42/42 palindromic pandigital
bi-forked wheel, which is illustrated further on.
This wheel contains the pandigital 1937452608 twice as product of
two different sets of palindromes as below :

63936 x 30303 = 1937452608 = 90909 x 21312

Click the image to get a HD illustration of BFW 42
[ dimensions 1533 x 1710 ].

This may not be the biggest wheel. It is left to others to discover
the wheel with maximum number of bi-forks, which do not contain any
repetition of pal pal pandigitals. I am highly grateful to you for
the liberty and opportunity, which I have voluntarily taken to
participate in this intricate 'palindromic pandigital wheel' topic.

Here are the data presented in spreadsheet format
for easier handling.

#	Pal1	Pandigital	Pal2	BFW 42 BSR	Sorted Pandigitals
1	66666	2350176498	35253		1236540879
2	35253	2314570968	65656		1253849076
3	65656	5968721304	90909		1325784069
4	90909	1937452608	21312		1409876352
5	21312	2094735168	98289		1432689057
6	98289	3941782056	40104		1467908352
7	40104	3046179528	75957		1493756082
8	75957	1503264987	19791		1503264987
9	19791	1635290748	82628		1620583794
10	82628	3864015792	46764		1635290748
11	46764	3750846912	80208		1937452608
12	80208	3021675984	37673		1937452608
13	37673	1236540879	32823		2056179438
14	32823	2546309871	77577		2061457398
15	77577	3157694208	40704		2094735168
16	40704	1467908352	36063		2314570968
17	36063	1325784069	36763		2350176498
18	36763	2350479168	63936		2350479168
19	63936	1937452608	30303		2430875691
20	30303	1493756082	49294		2546309871
21	49294	3107296584	63036		2649873501
22	63036	1253849076	19891		3021675984
23	19891	1432689057	72027		3046179528
24	72027	4896107352	67976		3082956714
25	67976	6289751304	92529		3107296584
26	92529	2056179438	22222		3157694208
27	22222	1620583794	72927		3456297108
28	72927	2430875691	33333		3506429817
29	33333	2649873501	79497		3750846912
30	79497	5701286349	71717		3798046152
31	71717	5874913206	81918		3864015792
32	81918	3798046152	46364		3941782056
33	46364	3456297108	74547		4608197352
34	74547	4608197352	61816		4896107352
35	61816	6125903784	99099		5701286349
36	99099	2061457398	20802		5874913206
37	20802	1409876352	67776		5968721304
38	67776	6291578304	92829		5973140268
39	92829	3506429817	37773		6125903784
40	37773	3082956714	81618		6289751304
41	81618	7312809564	89598		6291578304
42	89598	5973140268	66666		7312809564

L	16461	1027594386	62426	General Lowest
H	97479	9738054621	99899	General Highest

#	Pal1	Pandigital	Pal2	BFW 25 PK	Sorted Pandigitals
1	77777	1406285937	18081		1205387946
2	18081	1205387946	66666		1236540879
3	66666	2350176498	35253		1253849076
4	35253	2314570968	65656		1325784069
5	65656	6293718504	95859		1406285937
6	95859	3195268047	33333		1432689057
7	33333	3084269157	92529		1467908352
8	92529	6289751304	67976		1493756082
9	67976	4896107352	72027		1539284607
10	72027	1432689057	19891		1635290748
11	19891	1253849076	63036		1937452608
12	63036	3107296584	49294		2314570968
13	49294	1493756082	30303		2350176498
14	30303	1937452608	63936		2350479168
15	63936	2350479168	36763		2546309871
16	36763	1325784069	36063		3021675984
17	36063	1467908352	40704		3084269157
18	40704	3157694208	77577		3107296584
19	77577	2546309871	32823		3157694208
20	32823	1236540879	37673		3195268047
21	37673	3021675984	80208		3750846912
22	80208	3750846912	46764		3864015792
23	46764	3864015792	82628		4896107352
24	82628	1635290748	19791		6289751304
25	19791	1539284607	77777		6293718504