( This is a sequel to this market: https://manifold.markets/PeterSchmidtNielsen/is-the-final-bit-of-my-48bit-secret )

I have generated 41 secret bit strings, of each length from 24 to 64. This market will resolve YES iff a majority of final bits of the 41 secrets are a 1.

Encoded as ASCII strings of length 24 to 64, consisting of the characters "0" and "1", their SHA256 hashes are:

24-bit: ab84dcb317c58ad7b61dee712c0f85163be702ee877ffcc96cbb2903351ba5fe
25-bit: d6a8061c39de4a25648f5831f538e0d4f2820e046aca4f5c859ebbf121880216
26-bit: 1716c734d292a1f2fdea7e68ae4dffe319d0a6766e5ae00a63ecaf4df6f2977d
27-bit: d7a8d4f8b3a36ed1d9571533a170c2ae9c5ab34250f198ed7204a3405c65aaa3
28-bit: b53ce9689ef2423e7d96bb532c848768f14e6a353f0125717582b7f2ee02f0bf
29-bit: 8832cbea094954cc96697e7dd80379eaded2fe98e68b47008d1fa7f61c2403b7
30-bit: 7b95563f3eb45ce562995e216fdfe11cdeb690cc9077db50e9af7bae180bfd38
31-bit: eb55b39d86ee409448a6fb94aad7d5f84f0926642b3c27c3d365cdaacea2085a
32-bit: 58bc9866bcb2dcc8bb5ea63114e549a98b3f06ed69c7133925d57fa6d4a0b303
33-bit: 7343a509e32cbd145ab779fc77c4315e7d524cba7e7d4f0cd4f814e2685dfdd6
34-bit: a5e33249d33113c9f79dec58ae2c14fcc5bdf1c1c52dfbc840f8ed536c90d292
35-bit: 56517ec665f1618333238754e08e9c7beae6e2bef1a57761fc54665fb1c82df6
36-bit: 6b88becf524d4562dbe513a9b1e6e6dea85ee48098ac06ede989358e56e92ab3
37-bit: a906a914ca939b463ab2dd07c8d426903659c033128300c24a7d885afc2b50c9
38-bit: 0abd6d63cda6479d363a98f3ccb1801550a7d3d0b00335e93bcc00d9ef480a80
39-bit: d2c3bf86e5911d15cfc4294117d82b05d4f1002ef66bb3b9cf4e724a219af14e
40-bit: 40dee4ffcccc011ef09483d3794fe4c44329b0dfbd428c5aefb57b92623e6b43
41-bit: 810b8c5c8d6a32eca3ca38ca5074072cb1cf001a487444e2e64077ea1087f6f8
42-bit: 71d11e28a5f7b6393d76dca3c6e72e768189eb7199978e550d8d0d04a19942e4
43-bit: a4ca59a76d0c669871994151d159f362a01605e496aae638d20cf7a705076bdd
44-bit: c80c972d132eea8588511bd934dcd3a24ad049319ef8f8bec63612c591162828
45-bit: 9b7c1231637eb7330bded336cfd1d7b216fb6bfb98a152f8f6dab001644fc718
46-bit: 98be444ced08d7c62e3d67ed62bb806a4ebe872185c8eecf5f82928f61c5f269
47-bit: 78ee69b04b289a1b1cc13e28c343502e539326c12204392ad8619421b3acb2d9
48-bit: e74de500176dd69bf0ed5ba1d0384f3416719a4aeb25bc25904804677ae21537
49-bit: 604bca9ff8aac66eb4546ccc9a552e2cd16fc83ba2f339294db6d7356ec0d82b
50-bit: b2efce52b4fc0a5bbac046002dd859ce72a370c1e7b912b7d9bcbd10f86d6207
51-bit: e56106aad29dd6b5dd359e412003c735e10ba9bee671ec7a78fefc0f0bff3a30
52-bit: 3b55bffdc11c5b0ffac0238620b8387e4da0ae479248ad3918c6e00055ce7c7c
53-bit: ae274c0a5c813386a44caf600932193465b06e69582d411565b1f1767a49da53
54-bit: a6e3151727022416018e79b76f5e53a4e1bb880ed6d18bb02aea285ec7db1cc8
55-bit: 979dda53319fb638fec017bc749e4660d412f739d0e4fe8b9c59a403a0f9316a
56-bit: f4641a434829ea2c7382018d3ef43a7251bf3b2bd1c7b1bc08f6b6124f9fe91e
57-bit: 9c27fa6c8f083fa15efefa24ef8f6e346167456ccad1dd899465bc4d14e1f6b8
58-bit: 07255620c083425e365e53ec88bea05d9f13a27aed2e06b4b2582098dbf732af
59-bit: 7bc5fcbcccdcdfe0dcdf5b91c9c1ea998acc38d04a70b2fda7d7bda3ed2a31db
60-bit: abd417f5c5ebb5799cf341f0c90846820f6de483c97cb0541cc0e84b36807581
61-bit: 1741939a30a165137b01255766beecb4b2186d6d1c093bbe402b3194656c1d00
62-bit: 835b4fd04c1d7ef124c5509a546f6c347bb187638a839a45bca237d1be41681f
63-bit: c628c7de7d17bc02716ef144d1a7207ef59f4d2dc30021ce2622bbb5f20c7d4a
64-bit: eaae27063c0a2f063fa4b2ad6472b127d488192681a0856e7cfd7499705a4b9e

To be very explicit about the encoding, I mean that e.g. the 24-bit secret got encoded as a length 24 ASCII string containing only the characters "0" and "1", and then when hashed gave the above value.

Every day around 10 AM PDT I will reveal one more bit of each secret. For example, today being the third day, I'll reveal the first 3 bits of each secret, and say that they're strings of the form:

24-bit: "001xxxxxxxxxxxxxxxxxxxxx"
25-bit: "000xxxxxxxxxxxxxxxxxxxxxx"
26-bit: "100xxxxxxxxxxxxxxxxxxxxxxx"
27-bit: "101xxxxxxxxxxxxxxxxxxxxxxxx"
28-bit: "001xxxxxxxxxxxxxxxxxxxxxxxxx"
29-bit: "110xxxxxxxxxxxxxxxxxxxxxxxxxx"
30-bit: "100xxxxxxxxxxxxxxxxxxxxxxxxxxx"
31-bit: "000xxxxxxxxxxxxxxxxxxxxxxxxxxxx"
32-bit: "101xxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
33-bit: "110xxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
34-bit: "110xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
35-bit: "111xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
36-bit: "110xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
37-bit: "010xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
38-bit: "111xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
39-bit: "100xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
40-bit: "101xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
41-bit: "110xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
42-bit: "010xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
43-bit: "001xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
44-bit: "010xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
45-bit: "100xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
46-bit: "110xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
47-bit: "000xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
48-bit: "001xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
49-bit: "011xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
50-bit: "010xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
51-bit: "110xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
52-bit: "101xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
53-bit: "100xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
54-bit: "010xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
55-bit: "111xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
56-bit: "000xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
57-bit: "100xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
58-bit: "011xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
59-bit: "001xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
60-bit: "011xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
61-bit: "100xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
62-bit: "100xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
63-bit: "010xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"
64-bit: "001xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx"

( Also, you can bet on when this market will go <10% or >90% here: https://manifold.markets/PeterSchmidtNielsen/when-will-my-question-about-a-major )