factor tables
Depression 25
| Name | Term | |
|---|---|---|
| Depression 1(0)w1 | 10^x+1 |
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| Depression 2(1)w2 | (19*10^x+8)/9 |
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| Depression 3(1)w3 | (28*10^x+17)/9 |
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| Depression 3(2)w3 | (29*10^x+7)/9 |
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| Depression 4(1)w4 | (37*10^x+26)/9 |
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| Depression 4(3)w4 | (13*10^x+2)/3 |
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| Depression 5(1)w5 | (46*10^x+35)/9 |
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| Depression 5(2)w5 | (47*10^x+25)/9 |
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| Depression 5(3)w5 | (16*10^x+5)/3 |
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| Depression 5(4)w5 | (49*10^x+5)/9 |
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| Depression 6(5)w6 | (59*10^x+4)/9 |
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| Depression 7(1)w7 | (64*10^x+53)/9 |
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| Depression 7(2)w7 | (65*10^x+43)/9 |
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| Depression 7(4)w7 | (67*10^x+23)/9 |
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| Depression 7(5)w7 | (68*10^x+13)/9 |
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| Depression 7(6)w7 | (23*10^x+1)/3 |
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| Depression 8(1)w8 | (73*10^x+62)/9 |
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| Depression 8(3)w8 | (25*10^x+14)/3 |
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| Depression 8(7)w8 | (79*10^x+2)/9 |
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| Depression 9(1)w9 | (82*10^x+71)/9 |
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| Depression 9(2)w9 | (83*10^x+61)/9 |
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| Depression 9(4)w9 | (85*10^x+41)/9 |
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| Depression 9(5)w9 | (86*10^x+31)/9 |
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| Depression 9(7)w9 | 11*(8*10^x+1)/9 |
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| Depression 9(8)w9 | (89*10^x+1)/9 |
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Function families 60
| Name | Term | |
|---|---|---|
| Alternating factorial A(n) | A(n) |
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| Bell number B(n) | B(n) |
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| Cyclotomic number C(n,10) | C(n,10) |
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| Cyclotomic number C(n,2) | C(n,2) |
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| Cyclotomic number C(n,3) | C(n,3) |
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| Cyclotomic number C(n,b) | C(n,b) |
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| Double factorial N(2,n)+1 | N(2,n)+1 |
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| Double factorial N(2,n)-1 | N(2,n)-1 |
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| Euler zigzag number E(n) | E(n) |
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| Fibonacci number | In |
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| Harmonic number W(1,n) | W(1,n) |
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| Harmonic numerator W(3,n) | W(3,n) |
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| Harmonic numerator W(4,n) | W(4,n) |
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| Harmonic numerator W(m,n) | W(m,n) |
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| Left factorial K(n)+1 | K(n)+1 |
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| Lucas number | lucas(n) |
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| Lucas sequence U(n,4,1) | U(n,4,1) |
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| Lucas sequence U(n,p,q) | U(n,p,q) |
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| Lucas sequence V(n,4,1) | V(n,4,1) |
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| Lucas sequence V(n,p,q) | V(n,p,q) |
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| m-step Fibonacci I(m,n) | I(m,n) |
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| m-step Lucas Y(3,n) | Y(3,n) |
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| m-step Lucas Y(4,n) | Y(4,n) |
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| m-step Lucas Y(m,n) | Y(m,n) |
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| Metallic Fibonacci H(3,n) | H(3,n) |
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| Metallic Fibonacci H(m,n) | H(m,n) |
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| Metallic Lucas L(3,n) | L(3,n) |
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| Metallic Lucas L(m,n) | L(m,n) |
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| Modular invariant coefficient J(n) | J(n) |
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| Motzkin number Z(n) | Z(n) |
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| Multifactorial N(m,n)+1 | N(m,n)+1 |
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| Multifactorial N(m,n)-1 | N(m,n)-1 |
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| Narayana's cows &(n) | &(n) |
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| Newman-Shanks-Williams number | L(2,2*n+1)/2 |
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| Ordered Bell number O(n) | O(n) |
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| Padovan number $(n) | $(n) |
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| Partition number P(n) | P(n) |
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| Partitions into distinct parts D(n) | D(n) |
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| Pell number H(2,n) | H(2,n) |
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| Pell-Lucas number L(2,n) | L(2,n) |
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| Perrin number Q(n) | Q(n) |
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| Prime reciprocal sum G(1,n) | G(1,n) |
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| Prime reciprocal sum G(2,n) | G(2,n) |
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| Prime reciprocal sum G(3,n) | G(3,n) |
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| Prime reciprocal sum G(4,n) | G(4,n) |
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| Prime reciprocal sum G(m,n) | G(m,n) |
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| Smarandache S(10,n) | S(10,n) |
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| Smarandache S(2,n) | S(2,n) |
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| Smarandache S(3,n) | S(3,n) |
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| Smarandache S(b,n) | S(b,n) |
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| Smarandache-Wellin X(10,n) | X(10,n) |
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| Smarandache-Wellin X(2,n) | X(2,n) |
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| Smarandache-Wellin X(3,n) | X(3,n) |
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| Smarandache-Wellin X(b,n) | X(b,n) |
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| Sum of factorials K(n) | K(n) |
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| Tetranacci number I(4,n) | I(4,n) |
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| Tribonacci number I(3,n) | I(3,n) |
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| Triple factorial N(3,n)+1 | N(3,n)+1 |
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| Triple factorial N(3,n)-1 | N(3,n)-1 |
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| Wolstenholme number W(2,n) | W(2,n) |
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Near Cunningham number 2
Near-repdigit 217
| Name | Term | |
|---|---|---|
| Near-repdigit (1)w01 | (10^x-91)/9 |
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| Near-repdigit (1)w21 | (10^x+89)/9 |
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| Near-repdigit (1)w3 | (10^x+17)/9 |
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| Near-repdigit (1)w31 | (10^x+179)/9 |
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| Near-repdigit (1)w41 | (10^x+269)/9 |
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| Near-repdigit (1)w51 | (10^x+359)/9 |
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| Near-repdigit (1)w61 | (10^x+449)/9 |
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| Near-repdigit (1)w7 | (10^x+53)/9 |
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| Near-repdigit (1)w71 | (10^x+539)/9 |
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| Near-repdigit (1)w81 | (10^x+629)/9 |
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| Near-repdigit (1)w9 | (10^x+71)/9 |
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| Near-repdigit (1)w91 | (10^x+719)/9 |
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| Near-repdigit (2)w1 | (2*10^x-11)/9 |
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| Near-repdigit (2)w3 | (2*10^x+7)/9 |
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| Near-repdigit (2)w52 | (2*10^x+268)/9 |
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| Near-repdigit (2)w7 | (2*10^x+43)/9 |
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| Near-repdigit (2)w72 | (2*10^x+448)/9 |
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| Near-repdigit (2)w9 | (2*10^x+61)/9 |
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| Near-repdigit (2)w92 | (2*10^x+628)/9 |
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| Near-repdigit (3)w1 | (10^x-7)/3 |
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| Near-repdigit (3)w13 | (10^x-61)/3 |
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| Near-repdigit (3)w23 | (10^x-31)/3 |
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| Near-repdigit (3)w43 | (10^x+29)/3 |
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| Near-repdigit (3)w53 | (10^x+59)/3 |
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| Near-repdigit (3)w7 | (10^x+11)/3 |
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| Near-repdigit (3)w73 | (10^x+119)/3 |
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| Near-repdigit (3)w83 | (10^x+149)/3 |
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| Near-repdigit (4)w1 | (4*10^x-31)/9 |
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| Near-repdigit (4)w14 | (4*10^x-274)/9 |
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| Near-repdigit (4)w3 | (4*10^x-13)/9 |
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| Near-repdigit (4)w34 | (4*10^x-94)/9 |
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| Near-repdigit (4)w7 | (4*10^x+23)/9 |
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| Near-repdigit (4)w74 | (4*10^x+266)/9 |
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| Near-repdigit (4)w9 | (4*10^x+41)/9 |
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| Near-repdigit (4)w94 | (4*10^x+446)/9 |
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| Near-repdigit (5)w1 | (5*10^x-41)/9 |
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| Near-repdigit (5)w15 | (5*10^x-365)/9 |
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| Near-repdigit (5)w2 | (5*10^x-32)/9 |
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| Near-repdigit (5)w3 | (5*10^x-23)/9 |
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| Near-repdigit (5)w35 | (5*10^x-185)/9 |
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| Near-repdigit (5)w45 | (5*10^x-95)/9 |
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| Near-repdigit (5)w7 | (5*10^x+13)/9 |
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| Near-repdigit (5)w9 | (5*10^x+31)/9 |
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| Near-repdigit (6)w1 | (2*10^x-17)/3 |
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| Near-repdigit (6)w16 | (2*10^x-152)/3 |
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| Near-repdigit (6)w7 | (2*10^x+1)/3 |
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| Near-repdigit (7)w1 | (7*10^x-61)/9 |
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| Near-repdigit (7)w17 | (7*10^x-547)/9 |
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| Near-repdigit (7)w2 | (7*10^x-52)/9 |
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| Near-repdigit (7)w27 | (7*10^x-457)/9 |
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| Near-repdigit (7)w3 | (7*10^x-43)/9 |
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| Near-repdigit (7)w37 | (7*10^x-367)/9 |
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| Near-repdigit (7)w47 | (7*10^x-277)/9 |
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| Near-repdigit (7)w57 | (7*10^x-187)/9 |
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| Near-repdigit (7)w67 | (7*10^x-97)/9 |
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| Near-repdigit (7)w87 | (7*10^x+83)/9 |
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| Near-repdigit (7)w9 | (7*10^x+11)/9 |
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| Near-repdigit (7)w97 | (7*10^x+173)/9 |
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| Near-repdigit (8)w1 | (8*10^x-71)/9 |
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| Near-repdigit (8)w18 | (8*10^x-638)/9 |
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| Near-repdigit (8)w3 | (8*10^x-53)/9 |
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| Near-repdigit (8)w38 | (8*10^x-458)/9 |
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| Near-repdigit (8)w58 | (8*10^x-278)/9 |
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| Near-repdigit (8)w7 | (8*10^x-17)/9 |
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| Near-repdigit (8)w78 | (8*10^x-98)/9 |
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| Near-repdigit (8)w9 | (8*10^x+1)/9 |
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| Near-repdigit (9)w1 | 10^x-9 |
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| Near-repdigit (9)w19 | 10^x-81 |
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| Near-repdigit (9)w2 | 10^x-8 |
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| Near-repdigit (9)w29 | 10^x-71 |
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| Near-repdigit (9)w49 | 10^x-51 |
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| Near-repdigit (9)w59 | 10^x-41 |
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| Near-repdigit (9)w7 | 10^x-3 |
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| Near-repdigit (9)w79 | 10^x-21 |
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| Near-repdigit (9)w89 | 10^x-11 |
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| Near-repdigit 1(3)w | (4*10^x-1)/3 |
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| Near-repdigit 1(3)w1 | (4*10^x-7)/3 |
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| Near-repdigit 1(4)w | (13*10^x-4)/9 |
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| Near-repdigit 1(4)w1 | (13*10^x-31)/9 |
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| Near-repdigit 1(5)w1 | (14*10^x-41)/9 |
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| Near-repdigit 1(6)w1 | (5*10^x-17)/3 |
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| Near-repdigit 1(7)w | (16*10^x-7)/9 |
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| Near-repdigit 1(7)w1 | (16*10^x-61)/9 |
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| Near-repdigit 1(8)w | (17*10^x-8)/9 |
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| Near-repdigit 1(8)w1 | (17*10^x-71)/9 |
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| Near-repdigit 1(9)w | 2*10^x-1 |
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| Near-repdigit 1(9)w1 | 2*10^x-9 |
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| Near-repdigit 10(1)w | (91*10^x-1)/9 |
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| Near-repdigit 12(1)w | (109*10^x-1)/9 |
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| Near-repdigit 13(1)w | (118*10^x-1)/9 |
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| Near-repdigit 14(1)w | (127*10^x-1)/9 |
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| Near-repdigit 15(1)w | (136*10^x-1)/9 |
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| Near-repdigit 16(1)w | (145*10^x-1)/9 |
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| Near-repdigit 17(1)w | (154*10^x-1)/9 |
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| Near-repdigit 18(1)w | (163*10^x-1)/9 |
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| Near-repdigit 19(1)w | (172*10^x-1)/9 |
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| Near-repdigit 2(1)w | (19*10^x-1)/9 |
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| Near-repdigit 2(1)w2 | (19*10^x+8)/9 |
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| Near-repdigit 2(3)w | (7*10^x-1)/3 |
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| Near-repdigit 2(3)w2 | (7*10^x-4)/3 |
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| Near-repdigit 2(5)w2 | (23*10^x-32)/9 |
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| Near-repdigit 2(7)w | (25*10^x-7)/9 |
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| Near-repdigit 2(7)w2 | (25*10^x-52)/9 |
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| Near-repdigit 2(9)w | 3*10^x-1 |
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| Near-repdigit 2(9)w2 | 3*10^x-8 |
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| Near-repdigit 21(2)w | (191*10^x-2)/9 |
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| Near-repdigit 23(2)w | (209*10^x-2)/9 |
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| Near-repdigit 25(2)w | (227*10^x-2)/9 |
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| Near-repdigit 29(2)w | (263*10^x-2)/9 |
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| Near-repdigit 3(1)w | (28*10^x-1)/9 |
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| Near-repdigit 3(1)w3 | (28*10^x+17)/9 |
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| Near-repdigit 3(2)w3 | (29*10^x+7)/9 |
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| Near-repdigit 3(4)w | (31*10^x-4)/9 |
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| Near-repdigit 3(4)w3 | (31*10^x-13)/9 |
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| Near-repdigit 3(5)w3 | (32*10^x-23)/9 |
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| Near-repdigit 3(7)w | (34*10^x-7)/9 |
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| Near-repdigit 3(7)w3 | (34*10^x-43)/9 |
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| Near-repdigit 3(8)w | (35*10^x-8)/9 |
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| Near-repdigit 3(8)w3 | (35*10^x-53)/9 |
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| Near-repdigit 31(3)w | (94*10^x-1)/3 |
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| Near-repdigit 32(3)w | (97*10^x-1)/3 |
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| Near-repdigit 34(3)w | (103*10^x-1)/3 |
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| Near-repdigit 35(3)w | (106*10^x-1)/3 |
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| Near-repdigit 37(3)w | (112*10^x-1)/3 |
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| Near-repdigit 38(3)w | (115*10^x-1)/3 |
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| Near-repdigit 4(1)w | (37*10^x-1)/9 |
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| Near-repdigit 4(1)w4 | (37*10^x+26)/9 |
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| Near-repdigit 4(3)w | (13*10^x-1)/3 |
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| Near-repdigit 4(3)w4 | (13*10^x+2)/3 |
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| Near-repdigit 4(5)w4 | (41*10^x-14)/9 |
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| Near-repdigit 4(7)w | (43*10^x-7)/9 |
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| Near-repdigit 4(7)w4 | (43*10^x-34)/9 |
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| Near-repdigit 4(9)w | 5*10^x-1 |
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| Near-repdigit 4(9)w4 | 5*10^x-6 |
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| Near-repdigit 41(4)w | (373*10^x-4)/9 |
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| Near-repdigit 43(4)w | (391*10^x-4)/9 |
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| Near-repdigit 45(4)w | (409*10^x-4)/9 |
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| Near-repdigit 47(4)w | (427*10^x-4)/9 |
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| Near-repdigit 5(1)w | (46*10^x-1)/9 |
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| Near-repdigit 5(1)w5 | (46*10^x+35)/9 |
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| Near-repdigit 5(2)w | (47*10^x-2)/9 |
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| Near-repdigit 5(2)w5 | (47*10^x+25)/9 |
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| Near-repdigit 5(3)w | (16*10^x-1)/3 |
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| Near-repdigit 5(3)w5 | (16*10^x+5)/3 |
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| Near-repdigit 5(4)w | (49*10^x-4)/9 |
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| Near-repdigit 5(4)w5 | (49*10^x+5)/9 |
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| Near-repdigit 5(6)w | (17*10^x-2)/3 |
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| Near-repdigit 5(6)w5 | (17*10^x-5)/3 |
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| Near-repdigit 5(7)w | (52*10^x-7)/9 |
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| Near-repdigit 5(7)w5 | (52*10^x-25)/9 |
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| Near-repdigit 5(8)w | (53*10^x-8)/9 |
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| Near-repdigit 5(8)w5 | (53*10^x-35)/9 |
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| Near-repdigit 5(9)w | 6*10^x-1 |
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| Near-repdigit 5(9)w5 | 6*10^x-5 |
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| Near-repdigit 51(5)w | (464*10^x-5)/9 |
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| Near-repdigit 52(5)w | (473*10^x-5)/9 |
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| Near-repdigit 53(5)w | (482*10^x-5)/9 |
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| Near-repdigit 54(5)w | (491*10^x-5)/9 |
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| Near-repdigit 56(5)w | (509*10^x-5)/9 |
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| Near-repdigit 57(5)w | (518*10^x-5)/9 |
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| Near-repdigit 58(5)w | (527*10^x-5)/9 |
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| Near-repdigit 59(5)w | (536*10^x-5)/9 |
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| Near-repdigit 6(1)w | (55*10^x-1)/9 |
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| Near-repdigit 6(5)w6 | (59*10^x+4)/9 |
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| Near-repdigit 6(7)w | (61*10^x-7)/9 |
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| Near-repdigit 6(7)w6 | (61*10^x-16)/9 |
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| Near-repdigit 61(6)w | (185*10^x-2)/3 |
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| Near-repdigit 65(6)w | (197*10^x-2)/3 |
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| Near-repdigit 67(6)w | (203*10^x-2)/3 |
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| Near-repdigit 7(1)w | (64*10^x-1)/9 |
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| Near-repdigit 7(1)w7 | (64*10^x+53)/9 |
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| Near-repdigit 7(2)w7 | (65*10^x+43)/9 |
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| Near-repdigit 7(3)w | (22*10^x-1)/3 |
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| Near-repdigit 7(4)w | (67*10^x-4)/9 |
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| Near-repdigit 7(4)w7 | (67*10^x+23)/9 |
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| Near-repdigit 7(5)w7 | (68*10^x+13)/9 |
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| Near-repdigit 7(6)w7 | (23*10^x+1)/3 |
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| Near-repdigit 7(8)w | (71*10^x-8)/9 |
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| Near-repdigit 7(8)w7 | (71*10^x-17)/9 |
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| Near-repdigit 7(9)w | 8*10^x-1 |
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| Near-repdigit 7(9)w7 | 8*10^x-3 |
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| Near-repdigit 71(7)w | (646*10^x-7)/9 |
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| Near-repdigit 72(7)w | (655*10^x-7)/9 |
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| Near-repdigit 73(7)w | (664*10^x-7)/9 |
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| Near-repdigit 74(7)w | (673*10^x-7)/9 |
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| Near-repdigit 75(7)w | (682*10^x-7)/9 |
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| Near-repdigit 76(7)w | (691*10^x-7)/9 |
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| Near-repdigit 78(7)w | (709*10^x-7)/9 |
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| Near-repdigit 79(7)w | (718*10^x-7)/9 |
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| Near-repdigit 8(1)w | (73*10^x-1)/9 |
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| Near-repdigit 8(1)w8 | (73*10^x+62)/9 |
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| Near-repdigit 8(3)w | (25*10^x-1)/3 |
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| Near-repdigit 8(3)w8 | (25*10^x+14)/3 |
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| Near-repdigit 8(7)w | (79*10^x-7)/9 |
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| Near-repdigit 8(7)w8 | (79*10^x+2)/9 |
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| Near-repdigit 8(9)w | 9*10^x-1 |
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| Near-repdigit 8(9)w8 | 9*10^x-2 |
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| Near-repdigit 81(8)w | (737*10^x-8)/9 |
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| Near-repdigit 83(8)w | (755*10^x-8)/9 |
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| Near-repdigit 85(8)w | (773*10^x-8)/9 |
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| Near-repdigit 87(8)w | (791*10^x-8)/9 |
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| Near-repdigit 89(8)w | (809*10^x-8)/9 |
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| Near-repdigit 9(1)w | (82*10^x-1)/9 |
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| Near-repdigit 9(1)w9 | (82*10^x+71)/9 |
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| Near-repdigit 9(2)w | (83*10^x-2)/9 |
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| Near-repdigit 9(2)w9 | (83*10^x+61)/9 |
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| Near-repdigit 9(4)w9 | (85*10^x+41)/9 |
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| Near-repdigit 9(5)w9 | (86*10^x+31)/9 |
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| Near-repdigit 9(7)w | (88*10^x-7)/9 |
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| Near-repdigit 9(8)w | (89*10^x-8)/9 |
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| Near-repdigit 9(8)w9 | (89*10^x+1)/9 |
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| Near-repdigit 91(9)w | 92*10^x-1 |
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| Near-repdigit 92(9)w | 93*10^x-1 |
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| Near-repdigit 94(9)w | 95*10^x-1 |
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| Near-repdigit 95(9)w | 96*10^x-1 |
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| Near-repdigit 97(9)w | 98*10^x-1 |
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| Near-repdigit 98(9)w | 99*10^x-1 |
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Near-repdigit palindrome 47
| Name | Term | |
|---|---|---|
| Near-repdigit palindrome (1)w3(1)w | (10^(2*x+1)+18*10^x-1)/9 |
Show |
| Near-repdigit palindrome (1)w4(1)w | (10^(2*x+1)+27*10^x-1)/9 |
Show |
| Near-repdigit palindrome (1)w5(1)w | (10^(2*x+1)+36*10^x-1)/9 |
Show |
| Near-repdigit palindrome (1)w6(1)w | (10^(2*x+1)+45*10^x-1)/9 |
Show |
| Near-repdigit palindrome (1)w7(1)w | (10^(2*x+1)+54*10^x-1)/9 |
Show |
| Near-repdigit palindrome (1)w8(1)w | (10^(2*x+1)+63*10^x-1)/9 |
Show |
| Near-repdigit palindrome (1)w9(1)w | (10^(2*x+1)+72*10^x-1)/9 |
Show |
| Near-repdigit palindrome (2)w1(2)w | (2*10^(2*x+1)-9*10^x-2)/9 |
Show |
| Near-repdigit palindrome (2)w3(2)w | (2*10^(2*x+1)+9*10^x-2)/9 |
Show |
| Near-repdigit palindrome (2)w5(2)w | (2*10^(2*x+1)+27*10^x-2)/9 |
Show |
| Near-repdigit palindrome (2)w7(2)w | (2*10^(2*x+1)+45*10^x-2)/9 |
Show |
| Near-repdigit palindrome (2)w9(2)w | (2*10^(2*x+1)+63*10^x-2)/9 |
Show |
| Near-repdigit palindrome (3)w1(3)w | (10^(2*x+1)-6*10^x-1)/3 |
Show |
| Near-repdigit palindrome (3)w5(3)w | (10^(2*x+1)+6*10^x-1)/3 |
Show |
| Near-repdigit palindrome (3)w7(3)w | (10^(2*x+1)+12*10^x-1)/3 |
Show |
| Near-repdigit palindrome (3)w8(3)w | (10^(2*x+1)+15*10^x-1)/3 |
Show |
| Near-repdigit palindrome (4)w3(4)w | (4*10^(2*x+1)-9*10^x-4)/9 |
Show |
| Near-repdigit palindrome (4)w5(4)w | (4*10^(2*x+1)+9*10^x-4)/9 |
Show |
| Near-repdigit palindrome (4)w9(4)w | (4*10^(2*x+1)+45*10^x-4)/9 |
Show |
| Near-repdigit palindrome (5)w1(5)w | (5*10^(2*x+1)-36*10^x-5)/9 |
Show |
| Near-repdigit palindrome (5)w2(5)w | (5*10^(2*x+1)-27*10^x-5)/9 |
Show |
| Near-repdigit palindrome (5)w3(5)w | (5*10^(2*x+1)-18*10^x-5)/9 |
Show |
| Near-repdigit palindrome (5)w4(5)w | (5*10^(2*x+1)-9*10^x-5)/9 |
Show |
| Near-repdigit palindrome (5)w6(5)w | (5*10^(2*x+1)+9*10^x-5)/9 |
Show |
| Near-repdigit palindrome (5)w7(5)w | (5*10^(2*x+1)+18*10^x-5)/9 |
Show |
| Near-repdigit palindrome (5)w8(5)w | (5*10^(2*x+1)+27*10^x-5)/9 |
Show |
| Near-repdigit palindrome (5)w9(5)w | (5*10^(2*x+1)+36*10^x-5)/9 |
Show |
| Near-repdigit palindrome (6)w1(6)w | (2*10^(2*x+1)-15*10^x-2)/3 |
Show |
| Near-repdigit palindrome (7)w1(7)w | (7*10^(2*x+1)-54*10^x-7)/9 |
Show |
| Near-repdigit palindrome (7)w2(7)w | (7*10^(2*x+1)-45*10^x-7)/9 |
Show |
| Near-repdigit palindrome (7)w3(7)w | (7*10^(2*x+1)-36*10^x-7)/9 |
Show |
| Near-repdigit palindrome (7)w4(7)w | (7*10^(2*x+1)-27*10^x-7)/9 |
Show |
| Near-repdigit palindrome (7)w5(7)w | (7*10^(2*x+1)-18*10^x-7)/9 |
Show |
| Near-repdigit palindrome (7)w6(7)w | (7*10^(2*x+1)-9*10^x-7)/9 |
Show |
| Near-repdigit palindrome (7)w8(7)w | (7*10^(2*x+1)+9*10^x-7)/9 |
Show |
| Near-repdigit palindrome (7)w9(7)w | (7*10^(2*x+1)+18*10^x-7)/9 |
Show |
| Near-repdigit palindrome (8)w1(8)w | (8*10^(2*x+1)-63*10^x-8)/9 |
Show |
| Near-repdigit palindrome (8)w3(8)w | (8*10^(2*x+1)-45*10^x-8)/9 |
Show |
| Near-repdigit palindrome (8)w5(8)w | (8*10^(2*x+1)-27*10^x-8)/9 |
Show |
| Near-repdigit palindrome (8)w7(8)w | (8*10^(2*x+1)-9*10^x-8)/9 |
Show |
| Near-repdigit palindrome (8)w9(8)w | (8*10^(2*x+1)+9*10^x-8)/9 |
Show |
| Near-repdigit palindrome (9)w1(9)w | 10^(2*x+1)-8*10^x-1 |
Show |
| Near-repdigit palindrome (9)w2(9)w | 10^(2*x+1)-7*10^x-1 |
Show |
| Near-repdigit palindrome (9)w4(9)w | 10^(2*x+1)-5*10^x-1 |
Show |
| Near-repdigit palindrome (9)w5(9)w | 10^(2*x+1)-4*10^x-1 |
Show |
| Near-repdigit palindrome (9)w7(9)w | 10^(2*x+1)-2*10^x-1 |
Show |
| Near-repdigit palindrome (9)w8(9)w | 10^(2*x+1)-10^x-1 |
Show |
Others 39
| Name | Term | |
|---|---|---|
| 2^n+1 | 2^n+1 |
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| Carol number | (2^n-1)^2-2 |
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| Cunningham number | b^n-1 |
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| Cunningham number | b^n+1 |
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| Euclid number | n~+1 |
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| Factorial | n!-1 |
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| Factorial | n!+1 |
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| Factorial + next | n!+(n+1) |
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| Factorial - next | n!-(n+1) |
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| Fermat number | F(n) |
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| Gaussian Mersenne norm (odd n) | 2^n+2^((n+1)\2)+1 |
Show |
| Gaussian Mersenne norm (odd n) | 2^n-2^((n+1)\2)+1 |
Show |
| Generalized Carol number | (b^n-1)^2-2 |
Show |
| Generalized Fermat number | b^(2^n)+1 |
Show |
| Generalized Kynea number | (b^n+1)^2-2 |
Show |
| Generalized Mersenne number | b^n-(b-1)^n |
Show |
| Generalized Wagstaff number (odd n) | (b^n+1)/(b+1) |
Show |
| Homogeneous Cunningham number | a^n+b^n |
Show |
| Homogeneous Cunningham number | a^n-b^n |
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| Kummer number | n~-1 |
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| Kynea number | (2^n+1)^2-2 |
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| Least common multiple | n?+1 |
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| Least common multiple | n?-1 |
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| Mersenne number | M(n) |
Show |
| n!+n+1 | n!+n+1 |
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| n!+n-1 | n!+n-1 |
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| n!-n+1 | n!-n+1 |
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| n!-n-1 | n!-n-1 |
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| Numerator of Bernoulli number (even n) | (E(n-1)*n)|(4^n-2^n) |
Show |
| n^n-1 | n^n-1 |
Show |
| Primorial + next prime | n~+@(n+1) |
Show |
| Primorial - next prime | n~-@(n+1) |
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| Repunit base b | R(b,n) |
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| Sierpinski number of the first kind | n^n+1 |
Show |
| Solinas number | 2^n+2^k+1 |
Show |
| Solinas number | 2^n+2^k-1 |
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| Solinas number | 2^n-2^k+1 |
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| Solinas number | 2^n-2^k-1 |
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| Wagstaff number (odd n) | (2^n+1)/3 |
Show |
Plateau 26
| Name | Term | |
|---|---|---|
| Plateau 1(3)w1 | (4*10^x-7)/3 |
Show |
| Plateau 1(4)w1 | (13*10^x-31)/9 |
Show |
| Plateau 1(5)w1 | (14*10^x-41)/9 |
Show |
| Plateau 1(6)w1 | (5*10^x-17)/3 |
Show |
| Plateau 1(7)w1 | (16*10^x-61)/9 |
Show |
| Plateau 1(8)w1 | (17*10^x-71)/9 |
Show |
| Plateau 1(9)w1 | 2*10^x-9 |
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| Plateau 2(3)w2 | (7*10^x-4)/3 |
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| Plateau 2(5)w2 | (23*10^x-32)/9 |
Show |
| Plateau 2(7)w2 | (25*10^x-52)/9 |
Show |
| Plateau 2(9)w2 | 3*10^x-8 |
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| Plateau 3(4)w3 | (31*10^x-13)/9 |
Show |
| Plateau 3(5)w3 | (32*10^x-23)/9 |
Show |
| Plateau 3(7)w3 | (34*10^x-43)/9 |
Show |
| Plateau 3(8)w3 | (35*10^x-53)/9 |
Show |
| Plateau 4(5)w4 | (41*10^x-14)/9 |
Show |
| Plateau 4(7)w4 | (43*10^x-34)/9 |
Show |
| Plateau 4(9)w4 | 5*10^x-6 |
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| Plateau 5(6)w5 | (17*10^x-5)/3 |
Show |
| Plateau 5(7)w5 | (52*10^x-25)/9 |
Show |
| Plateau 5(8)w5 | (53*10^x-35)/9 |
Show |
| Plateau 5(9)w5 | 6*10^x-5 |
Show |
| Plateau 6(7)w6 | (61*10^x-16)/9 |
Show |
| Plateau 7(8)w7 | (71*10^x-17)/9 |
Show |
| Plateau 7(9)w7 | 8*10^x-3 |
Show |
| Plateau 8(9)w8 | 9*10^x-2 |
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Proth, Riesel, Cullen, Woodall 54
| Name | Term | |
|---|---|---|
| Cullen number | n*2^n+1 |
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| Dual Cullen number | 2^n+n |
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| Dual hyper-Cullen number | 2^n+n^2 |
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| Dual hyper-Woodall number | 2^n-n^2 |
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| Dual Proth number | 2^n+k |
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| Dual Riesel number | 2^n-k |
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| Dual Thabit number | 2^n-3 |
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| Dual Thabit number (second kind) | 2^n+3 |
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| Dual Williams number of the first kind | n^k-(n-1) |
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| Dual Williams number of the fourth kind | n^k+(n+1) |
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| Dual Williams number of the second kind | n^k+(n-1) |
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| Dual Williams number of the third kind | n^k-(n+1) |
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| Dual Woodall number | 2^n-n |
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| Generalized Cullen number | n*b^n+1 |
Show |
| Generalized dual Cullen number | b^n+n |
Show |
| Generalized dual hyper-Cullen number | k^n+n^k |
Show |
| Generalized dual hyper-Woodall number | k^n-n^k |
Show |
| Generalized dual Proth number | b^n+k |
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| Generalized dual Riesel number | b^n-k |
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| Generalized dual Woodall number | b^n-n |
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| Generalized hyper-Cullen number | k^n*n^k+1 |
Show |
| Generalized hyper-Woodall number | k^n*n^k-1 |
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| Generalized near Cullen number | (k+1)*n^k+1 |
Show |
| Generalized near Cullen number | (k-1)*n^k+1 |
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| Generalized near dual Cullen number | b^n+n+1 |
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| Generalized near dual Cullen number | b^n+n-1 |
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| Generalized near dual Woodall number | b^n-n+1 |
Show |
| Generalized near dual Woodall number | b^n-n-1 |
Show |
| Generalized near Woodall number | (k+1)*n^k-1 |
Show |
| Generalized near Woodall number | (k-1)*n^k-1 |
Show |
| Generalized Proth number | k*b^n+1 |
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| Generalized Riesel number | k*b^n-1 |
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| Generalized Woodall number | n*b^n-1 |
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| Hyper-Cullen number | n^2*2^n+1 |
Show |
| Hyper-Woodall number | n^2*2^n-1 |
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| Near Cullen number | (k+1)*2^k+1 |
Show |
| Near Cullen number | (k-1)*2^k+1 |
Show |
| Near dual Cullen number | 2^n+n+1 |
Show |
| Near dual Cullen number | 2^n+n-1 |
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| Near dual Woodall number | 2^n-n+1 |
Show |
| Near dual Woodall number | 2^n-n-1 |
Show |
| Near Woodall number | (k+1)*2^k-1 |
Show |
| Near Woodall number | (k-1)*2^k-1 |
Show |
| Pierpont number | 2^k*3^n+1 |
Show |
| Pierpont number (second kind) | 2^k*3^n-1 |
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| Proth number | k*2^n+1 |
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| Riesel number | k*2^n-1 |
Show |
| Thabit number | 3*2^n-1 |
Show |
| Thabit number (second kind) | 3*2^n+1 |
Show |
| Williams number of the first kind | (n-1)*n^k-1 |
Show |
| Williams number of the fourth kind | (n+1)*n^k+1 |
Show |
| Williams number of the second kind | (n-1)*n^k+1 |
Show |
| Williams number of the third kind | (n+1)*n^k-1 |
Show |
| Woodall number | n*2^n-1 |
Show |
Quasi-repdigit 337
| Name | Term | |
|---|---|---|
| Quasi-repdigit 1(0)w3 | 10^x+3 |
Show |
| Quasi-repdigit 1(0)w4 | 10^x+4 |
Show |
| Quasi-repdigit 1(0)w7 | 10^x+7 |
Show |
| Quasi-repdigit 1(0)w8 | 10^x+8 |
Show |
| Quasi-repdigit 1(0)w9 | 10^x+9 |
Show |
| Quasi-repdigit 1(2)w3 | (11*10^x+7)/9 |
Show |
| Quasi-repdigit 1(2)w7 | (11*10^x+43)/9 |
Show |
| Quasi-repdigit 1(2)w9 | (11*10^x+61)/9 |
Show |
| Quasi-repdigit 1(3)w7 | (4*10^x+11)/3 |
Show |
| Quasi-repdigit 1(3)w9 | (4*10^x+17)/3 |
Show |
| Quasi-repdigit 1(4)w7 | (13*10^x+23)/9 |
Show |
| Quasi-repdigit 1(4)w9 | (13*10^x+41)/9 |
Show |
| Quasi-repdigit 1(5)w3 | (14*10^x-23)/9 |
Show |
| Quasi-repdigit 1(5)w7 | (14*10^x+13)/9 |
Show |
| Quasi-repdigit 1(5)w9 | (14*10^x+31)/9 |
Show |
| Quasi-repdigit 1(6)w3 | (5*10^x-11)/3 |
Show |
| Quasi-repdigit 1(6)w7 | (5*10^x+1)/3 |
Show |
| Quasi-repdigit 1(6)w9 | (5*10^x+7)/3 |
Show |
| Quasi-repdigit 1(7)w3 | (16*10^x-43)/9 |
Show |
| Quasi-repdigit 1(7)w9 | (16*10^x+11)/9 |
Show |
| Quasi-repdigit 1(8)w3 | (17*10^x-53)/9 |
Show |
| Quasi-repdigit 1(8)w9 | (17*10^x+1)/9 |
Show |
| Quasi-repdigit 1(9)w3 | 2*10^x-7 |
Show |
| Quasi-repdigit 1(9)w7 | 2*10^x-3 |
Show |
| Quasi-repdigit 2(0)w3 | 2*10^x+3 |
Show |
| Quasi-repdigit 2(0)w9 | 2*10^x+9 |
Show |
| Quasi-repdigit 2(1)w3 | (19*10^x+17)/9 |
Show |
| Quasi-repdigit 2(1)w4 | (19*10^x+26)/9 |
Show |
| Quasi-repdigit 2(1)w6 | (19*10^x+44)/9 |
Show |
| Quasi-repdigit 2(1)w7 | (19*10^x+53)/9 |
Show |
| Quasi-repdigit 2(1)w8 | (19*10^x+62)/9 |
Show |
| Quasi-repdigit 2(1)w9 | (19*10^x+71)/9 |
Show |
| Quasi-repdigit 2(3)w6 | (7*10^x+8)/3 |
Show |
| Quasi-repdigit 2(3)w9 | (7*10^x+17)/3 |
Show |
| Quasi-repdigit 2(4)w1 | (22*10^x-31)/9 |
Show |
| Quasi-repdigit 2(4)w3 | (22*10^x-13)/9 |
Show |
| Quasi-repdigit 2(4)w7 | (22*10^x+23)/9 |
Show |
| Quasi-repdigit 2(4)w9 | (22*10^x+41)/9 |
Show |
| Quasi-repdigit 2(5)w1 | (23*10^x-41)/9 |
Show |
| Quasi-repdigit 2(5)w4 | (23*10^x-14)/9 |
Show |
| Quasi-repdigit 2(5)w6 | (23*10^x+4)/9 |
Show |
| Quasi-repdigit 2(5)w7 | (23*10^x+13)/9 |
Show |
| Quasi-repdigit 2(5)w8 | (23*10^x+22)/9 |
Show |
| Quasi-repdigit 2(5)w9 | (23*10^x+31)/9 |
Show |
| Quasi-repdigit 2(6)w3 | (8*10^x-11)/3 |
Show |
| Quasi-repdigit 2(6)w9 | (8*10^x+7)/3 |
Show |
| Quasi-repdigit 2(7)w1 | (25*10^x-61)/9 |
Show |
| Quasi-repdigit 2(7)w3 | (25*10^x-43)/9 |
Show |
| Quasi-repdigit 2(7)w4 | (25*10^x-34)/9 |
Show |
| Quasi-repdigit 2(7)w9 | (25*10^x+11)/9 |
Show |
| Quasi-repdigit 2(8)w1 | (26*10^x-71)/9 |
Show |
| Quasi-repdigit 2(8)w3 | (26*10^x-53)/9 |
Show |
| Quasi-repdigit 2(8)w7 | (26*10^x-17)/9 |
Show |
| Quasi-repdigit 2(8)w9 | (26*10^x+1)/9 |
Show |
| Quasi-repdigit 2(9)w3 | 3*10^x-7 |
Show |
| Quasi-repdigit 2(9)w6 | 3*10^x-4 |
Show |
| Quasi-repdigit 2(9)w8 | 3*10^x-2 |
Show |
| Quasi-repdigit 3(0)w1 | 3*10^x+1 |
Show |
| Quasi-repdigit 3(0)w2 | 3*10^x+2 |
Show |
| Quasi-repdigit 3(0)w4 | 3*10^x+4 |
Show |
| Quasi-repdigit 3(0)w7 | 3*10^x+7 |
Show |
| Quasi-repdigit 3(0)w8 | 3*10^x+8 |
Show |
| Quasi-repdigit 3(1)w7 | (28*10^x+53)/9 |
Show |
| Quasi-repdigit 3(1)w9 | (28*10^x+71)/9 |
Show |
| Quasi-repdigit 3(2)w1 | (29*10^x-11)/9 |
Show |
| Quasi-repdigit 3(2)w4 | (29*10^x+16)/9 |
Show |
| Quasi-repdigit 3(2)w6 | (29*10^x+34)/9 |
Show |
| Quasi-repdigit 3(2)w7 | (29*10^x+43)/9 |
Show |
| Quasi-repdigit 3(2)w8 | (29*10^x+52)/9 |
Show |
| Quasi-repdigit 3(2)w9 | (29*10^x+61)/9 |
Show |
| Quasi-repdigit 3(4)w2 | (31*10^x-22)/9 |
Show |
| Quasi-repdigit 3(4)w6 | (31*10^x+14)/9 |
Show |
| Quasi-repdigit 3(4)w7 | (31*10^x+23)/9 |
Show |
| Quasi-repdigit 3(4)w8 | (31*10^x+32)/9 |
Show |
| Quasi-repdigit 3(4)w9 | (31*10^x+41)/9 |
Show |
| Quasi-repdigit 3(5)w1 | (32*10^x-41)/9 |
Show |
| Quasi-repdigit 3(5)w7 | (32*10^x+13)/9 |
Show |
| Quasi-repdigit 3(5)w9 | (32*10^x+31)/9 |
Show |
| Quasi-repdigit 3(6)w1 | (11*10^x-17)/3 |
Show |
| Quasi-repdigit 3(6)w2 | (11*10^x-14)/3 |
Show |
| Quasi-repdigit 3(6)w4 | (11*10^x-8)/3 |
Show |
| Quasi-repdigit 3(6)w7 | (11*10^x+1)/3 |
Show |
| Quasi-repdigit 3(6)w8 | (11*10^x+4)/3 |
Show |
| Quasi-repdigit 3(7)w1 | (34*10^x-61)/9 |
Show |
| Quasi-repdigit 3(7)w9 | (34*10^x+11)/9 |
Show |
| Quasi-repdigit 3(8)w1 | (35*10^x-71)/9 |
Show |
| Quasi-repdigit 3(8)w2 | (35*10^x-62)/9 |
Show |
| Quasi-repdigit 3(8)w4 | (35*10^x-44)/9 |
Show |
| Quasi-repdigit 3(8)w7 | (35*10^x-17)/9 |
Show |
| Quasi-repdigit 3(8)w9 | (35*10^x+1)/9 |
Show |
| Quasi-repdigit 3(9)w1 | 4*10^x-9 |
Show |
| Quasi-repdigit 3(9)w7 | 4*10^x-3 |
Show |
| Quasi-repdigit 4(0)w1 | 4*10^x+1 |
Show |
| Quasi-repdigit 4(0)w3 | 4*10^x+3 |
Show |
| Quasi-repdigit 4(0)w7 | 4*10^x+7 |
Show |
| Quasi-repdigit 4(0)w9 | 4*10^x+9 |
Show |
| Quasi-repdigit 4(1)w2 | (37*10^x+8)/9 |
Show |
| Quasi-repdigit 4(1)w3 | (37*10^x+17)/9 |
Show |
| Quasi-repdigit 4(1)w6 | (37*10^x+44)/9 |
Show |
| Quasi-repdigit 4(1)w7 | (37*10^x+53)/9 |
Show |
| Quasi-repdigit 4(1)w8 | (37*10^x+62)/9 |
Show |
| Quasi-repdigit 4(1)w9 | (37*10^x+71)/9 |
Show |
| Quasi-repdigit 4(2)w1 | (38*10^x-11)/9 |
Show |
| Quasi-repdigit 4(2)w3 | (38*10^x+7)/9 |
Show |
| Quasi-repdigit 4(2)w7 | (38*10^x+43)/9 |
Show |
| Quasi-repdigit 4(2)w9 | (38*10^x+61)/9 |
Show |
| Quasi-repdigit 4(3)w1 | (13*10^x-7)/3 |
Show |
| Quasi-repdigit 4(3)w6 | (13*10^x+8)/3 |
Show |
| Quasi-repdigit 4(3)w7 | (13*10^x+11)/3 |
Show |
| Quasi-repdigit 4(3)w9 | (13*10^x+17)/3 |
Show |
| Quasi-repdigit 4(5)w2 | (41*10^x-32)/9 |
Show |
| Quasi-repdigit 4(5)w3 | (41*10^x-23)/9 |
Show |
| Quasi-repdigit 4(5)w6 | (41*10^x+4)/9 |
Show |
| Quasi-repdigit 4(5)w7 | (41*10^x+13)/9 |
Show |
| Quasi-repdigit 4(5)w8 | (41*10^x+22)/9 |
Show |
| Quasi-repdigit 4(5)w9 | (41*10^x+31)/9 |
Show |
| Quasi-repdigit 4(6)w1 | (14*10^x-17)/3 |
Show |
| Quasi-repdigit 4(6)w3 | (14*10^x-11)/3 |
Show |
| Quasi-repdigit 4(6)w7 | (14*10^x+1)/3 |
Show |
| Quasi-repdigit 4(7)w1 | (43*10^x-61)/9 |
Show |
| Quasi-repdigit 4(7)w2 | (43*10^x-52)/9 |
Show |
| Quasi-repdigit 4(7)w6 | (43*10^x-16)/9 |
Show |
| Quasi-repdigit 4(7)w8 | (43*10^x+2)/9 |
Show |
| Quasi-repdigit 4(7)w9 | (43*10^x+11)/9 |
Show |
| Quasi-repdigit 4(8)w1 | (44*10^x-71)/9 |
Show |
| Quasi-repdigit 4(8)w3 | (44*10^x-53)/9 |
Show |
| Quasi-repdigit 4(8)w7 | (44*10^x-17)/9 |
Show |
| Quasi-repdigit 4(8)w9 | (44*10^x+1)/9 |
Show |
| Quasi-repdigit 4(9)w1 | 5*10^x-9 |
Show |
| Quasi-repdigit 4(9)w2 | 5*10^x-8 |
Show |
| Quasi-repdigit 4(9)w3 | 5*10^x-7 |
Show |
| Quasi-repdigit 4(9)w7 | 5*10^x-3 |
Show |
| Quasi-repdigit 5(0)w3 | 5*10^x+3 |
Show |
| Quasi-repdigit 5(0)w6 | 5*10^x+6 |
Show |
| Quasi-repdigit 5(0)w8 | 5*10^x+8 |
Show |
| Quasi-repdigit 5(0)w9 | 5*10^x+9 |
Show |
| Quasi-repdigit 5(1)w3 | (46*10^x+17)/9 |
Show |
| Quasi-repdigit 5(1)w7 | (46*10^x+53)/9 |
Show |
| Quasi-repdigit 5(1)w9 | (46*10^x+71)/9 |
Show |
| Quasi-repdigit 5(2)w1 | (47*10^x-11)/9 |
Show |
| Quasi-repdigit 5(2)w3 | (47*10^x+7)/9 |
Show |
| Quasi-repdigit 5(2)w4 | (47*10^x+16)/9 |
Show |
| Quasi-repdigit 5(2)w6 | (47*10^x+34)/9 |
Show |
| Quasi-repdigit 5(2)w7 | (47*10^x+43)/9 |
Show |
| Quasi-repdigit 5(2)w8 | (47*10^x+52)/9 |
Show |
| Quasi-repdigit 5(2)w9 | (47*10^x+61)/9 |
Show |
| Quasi-repdigit 5(3)w9 | (16*10^x+17)/3 |
Show |
| Quasi-repdigit 5(4)w1 | (49*10^x-31)/9 |
Show |
| Quasi-repdigit 5(4)w2 | (49*10^x-22)/9 |
Show |
| Quasi-repdigit 5(4)w3 | (49*10^x-13)/9 |
Show |
| Quasi-repdigit 5(4)w7 | (49*10^x+23)/9 |
Show |
| Quasi-repdigit 5(4)w8 | (49*10^x+32)/9 |
Show |
| Quasi-repdigit 5(4)w9 | (49*10^x+41)/9 |
Show |
| Quasi-repdigit 5(6)w2 | (17*10^x-14)/3 |
Show |
| Quasi-repdigit 5(6)w3 | (17*10^x-11)/3 |
Show |
| Quasi-repdigit 5(6)w8 | (17*10^x+4)/3 |
Show |
| Quasi-repdigit 5(6)w9 | (17*10^x+7)/3 |
Show |
| Quasi-repdigit 5(7)w1 | (52*10^x-61)/9 |
Show |
| Quasi-repdigit 5(7)w3 | (52*10^x-43)/9 |
Show |
| Quasi-repdigit 5(7)w9 | (52*10^x+11)/9 |
Show |
| Quasi-repdigit 5(8)w1 | (53*10^x-71)/9 |
Show |
| Quasi-repdigit 5(8)w2 | (53*10^x-62)/9 |
Show |
| Quasi-repdigit 5(8)w4 | (53*10^x-44)/9 |
Show |
| Quasi-repdigit 5(8)w6 | (53*10^x-26)/9 |
Show |
| Quasi-repdigit 5(8)w7 | (53*10^x-17)/9 |
Show |
| Quasi-repdigit 5(8)w9 | (53*10^x+1)/9 |
Show |
| Quasi-repdigit 5(9)w3 | 6*10^x-7 |
Show |
| Quasi-repdigit 6(0)w1 | 6*10^x+1 |
Show |
| Quasi-repdigit 6(0)w5 | 6*10^x+5 |
Show |
| Quasi-repdigit 6(0)w7 | 6*10^x+7 |
Show |
| Quasi-repdigit 6(1)w2 | (55*10^x+8)/9 |
Show |
| Quasi-repdigit 6(1)w3 | (55*10^x+17)/9 |
Show |
| Quasi-repdigit 6(1)w4 | (55*10^x+26)/9 |
Show |
| Quasi-repdigit 6(1)w7 | (55*10^x+53)/9 |
Show |
| Quasi-repdigit 6(1)w8 | (55*10^x+62)/9 |
Show |
| Quasi-repdigit 6(1)w9 | (55*10^x+71)/9 |
Show |
| Quasi-repdigit 6(2)w1 | (56*10^x-11)/9 |
Show |
| Quasi-repdigit 6(2)w5 | (56*10^x+25)/9 |
Show |
| Quasi-repdigit 6(2)w7 | (56*10^x+43)/9 |
Show |
| Quasi-repdigit 6(2)w9 | (56*10^x+61)/9 |
Show |
| Quasi-repdigit 6(3)w1 | (19*10^x-7)/3 |
Show |
| Quasi-repdigit 6(3)w2 | (19*10^x-4)/3 |
Show |
| Quasi-repdigit 6(3)w4 | (19*10^x+2)/3 |
Show |
| Quasi-repdigit 6(3)w5 | (19*10^x+5)/3 |
Show |
| Quasi-repdigit 6(3)w7 | (19*10^x+11)/3 |
Show |
| Quasi-repdigit 6(3)w8 | (19*10^x+14)/3 |
Show |
| Quasi-repdigit 6(4)w1 | (58*10^x-31)/9 |
Show |
| Quasi-repdigit 6(4)w3 | (58*10^x-13)/9 |
Show |
| Quasi-repdigit 6(4)w5 | (58*10^x+5)/9 |
Show |
| Quasi-repdigit 6(4)w7 | (58*10^x+23)/9 |
Show |
| Quasi-repdigit 6(4)w9 | (58*10^x+41)/9 |
Show |
| Quasi-repdigit 6(5)w1 | (59*10^x-41)/9 |
Show |
| Quasi-repdigit 6(5)w2 | (59*10^x-32)/9 |
Show |
| Quasi-repdigit 6(5)w3 | (59*10^x-23)/9 |
Show |
| Quasi-repdigit 6(5)w4 | (59*10^x-14)/9 |
Show |
| Quasi-repdigit 6(5)w7 | (59*10^x+13)/9 |
Show |
| Quasi-repdigit 6(5)w8 | (59*10^x+22)/9 |
Show |
| Quasi-repdigit 6(5)w9 | (59*10^x+31)/9 |
Show |
| Quasi-repdigit 6(7)w2 | (61*10^x-52)/9 |
Show |
| Quasi-repdigit 6(7)w3 | (61*10^x-43)/9 |
Show |
| Quasi-repdigit 6(7)w4 | (61*10^x-34)/9 |
Show |
| Quasi-repdigit 6(7)w5 | (61*10^x-25)/9 |
Show |
| Quasi-repdigit 6(7)w8 | (61*10^x+2)/9 |
Show |
| Quasi-repdigit 6(7)w9 | (61*10^x+11)/9 |
Show |
| Quasi-repdigit 6(8)w1 | (62*10^x-71)/9 |
Show |
| Quasi-repdigit 6(8)w3 | (62*10^x-53)/9 |
Show |
| Quasi-repdigit 6(8)w5 | (62*10^x-35)/9 |
Show |
| Quasi-repdigit 6(8)w7 | (62*10^x-17)/9 |
Show |
| Quasi-repdigit 6(8)w9 | (62*10^x+1)/9 |
Show |
| Quasi-repdigit 6(9)w1 | 7*10^x-9 |
Show |
| Quasi-repdigit 6(9)w2 | 7*10^x-8 |
Show |
| Quasi-repdigit 6(9)w4 | 7*10^x-6 |
Show |
| Quasi-repdigit 6(9)w5 | 7*10^x-5 |
Show |
| Quasi-repdigit 6(9)w7 | 7*10^x-3 |
Show |
| Quasi-repdigit 6(9)w8 | 7*10^x-2 |
Show |
| Quasi-repdigit 7(0)w1 | 7*10^x+1 |
Show |
| Quasi-repdigit 7(0)w3 | 7*10^x+3 |
Show |
| Quasi-repdigit 7(0)w4 | 7*10^x+4 |
Show |
| Quasi-repdigit 7(0)w6 | 7*10^x+6 |
Show |
| Quasi-repdigit 7(0)w9 | 7*10^x+9 |
Show |
| Quasi-repdigit 7(1)w3 | (64*10^x+17)/9 |
Show |
| Quasi-repdigit 7(1)w5 | (64*10^x+35)/9 |
Show |
| Quasi-repdigit 7(1)w9 | (64*10^x+71)/9 |
Show |
| Quasi-repdigit 7(2)w1 | (65*10^x-11)/9 |
Show |
| Quasi-repdigit 7(2)w3 | (65*10^x+7)/9 |
Show |
| Quasi-repdigit 7(2)w4 | (65*10^x+16)/9 |
Show |
| Quasi-repdigit 7(2)w6 | (65*10^x+34)/9 |
Show |
| Quasi-repdigit 7(2)w9 | (65*10^x+61)/9 |
Show |
| Quasi-repdigit 7(3)w1 | (22*10^x-7)/3 |
Show |
| Quasi-repdigit 7(3)w9 | (22*10^x+17)/3 |
Show |
| Quasi-repdigit 7(4)w1 | (67*10^x-31)/9 |
Show |
| Quasi-repdigit 7(4)w2 | (67*10^x-22)/9 |
Show |
| Quasi-repdigit 7(4)w3 | (67*10^x-13)/9 |
Show |
| Quasi-repdigit 7(4)w5 | (67*10^x+5)/9 |
Show |
| Quasi-repdigit 7(4)w6 | (67*10^x+14)/9 |
Show |
| Quasi-repdigit 7(4)w8 | (67*10^x+32)/9 |
Show |
| Quasi-repdigit 7(4)w9 | (67*10^x+41)/9 |
Show |
| Quasi-repdigit 7(5)w1 | (68*10^x-41)/9 |
Show |
| Quasi-repdigit 7(5)w3 | (68*10^x-23)/9 |
Show |
| Quasi-repdigit 7(5)w9 | (68*10^x+31)/9 |
Show |
| Quasi-repdigit 7(6)w1 | (23*10^x-17)/3 |
Show |
| Quasi-repdigit 7(6)w3 | (23*10^x-11)/3 |
Show |
| Quasi-repdigit 7(6)w4 | (23*10^x-8)/3 |
Show |
| Quasi-repdigit 7(6)w9 | (23*10^x+7)/3 |
Show |
| Quasi-repdigit 7(8)w2 | (71*10^x-62)/9 |
Show |
| Quasi-repdigit 7(8)w3 | (71*10^x-53)/9 |
Show |
| Quasi-repdigit 7(8)w4 | (71*10^x-44)/9 |
Show |
| Quasi-repdigit 7(8)w5 | (71*10^x-35)/9 |
Show |
| Quasi-repdigit 7(8)w6 | (71*10^x-26)/9 |
Show |
| Quasi-repdigit 7(8)w9 | (71*10^x+1)/9 |
Show |
| Quasi-repdigit 7(9)w1 | 8*10^x-9 |
Show |
| Quasi-repdigit 7(9)w3 | 8*10^x-7 |
Show |
| Quasi-repdigit 8(0)w3 | 8*10^x+3 |
Show |
| Quasi-repdigit 8(0)w5 | 8*10^x+5 |
Show |
| Quasi-repdigit 8(0)w9 | 8*10^x+9 |
Show |
| Quasi-repdigit 8(1)w2 | (73*10^x+8)/9 |
Show |
| Quasi-repdigit 8(1)w3 | (73*10^x+17)/9 |
Show |
| Quasi-repdigit 8(1)w4 | (73*10^x+26)/9 |
Show |
| Quasi-repdigit 8(1)w5 | (73*10^x+35)/9 |
Show |
| Quasi-repdigit 8(1)w6 | (73*10^x+44)/9 |
Show |
| Quasi-repdigit 8(1)w7 | (73*10^x+53)/9 |
Show |
| Quasi-repdigit 8(1)w9 | (73*10^x+71)/9 |
Show |
| Quasi-repdigit 8(2)w1 | (74*10^x-11)/9 |
Show |
| Quasi-repdigit 8(2)w3 | (74*10^x+7)/9 |
Show |
| Quasi-repdigit 8(2)w5 | (74*10^x+25)/9 |
Show |
| Quasi-repdigit 8(2)w7 | (74*10^x+43)/9 |
Show |
| Quasi-repdigit 8(2)w9 | (74*10^x+61)/9 |
Show |
| Quasi-repdigit 8(3)w6 | (25*10^x+8)/3 |
Show |
| Quasi-repdigit 8(3)w9 | (25*10^x+17)/3 |
Show |
| Quasi-repdigit 8(4)w1 | (76*10^x-31)/9 |
Show |
| Quasi-repdigit 8(4)w3 | (76*10^x-13)/9 |
Show |
| Quasi-repdigit 8(4)w5 | (76*10^x+5)/9 |
Show |
| Quasi-repdigit 8(4)w7 | (76*10^x+23)/9 |
Show |
| Quasi-repdigit 8(4)w9 | (76*10^x+41)/9 |
Show |
| Quasi-repdigit 8(5)w1 | (77*10^x-41)/9 |
Show |
| Quasi-repdigit 8(5)w2 | (77*10^x-32)/9 |
Show |
| Quasi-repdigit 8(5)w3 | (77*10^x-23)/9 |
Show |
| Quasi-repdigit 8(5)w6 | (77*10^x+4)/9 |
Show |
| Quasi-repdigit 8(5)w7 | (77*10^x+13)/9 |
Show |
| Quasi-repdigit 8(5)w9 | (77*10^x+31)/9 |
Show |
| Quasi-repdigit 8(6)w3 | (26*10^x-11)/3 |
Show |
| Quasi-repdigit 8(6)w5 | (26*10^x-5)/3 |
Show |
| Quasi-repdigit 8(6)w9 | (26*10^x+7)/3 |
Show |
| Quasi-repdigit 8(7)w1 | (79*10^x-61)/9 |
Show |
| Quasi-repdigit 8(7)w2 | (79*10^x-52)/9 |
Show |
| Quasi-repdigit 8(7)w3 | (79*10^x-43)/9 |
Show |
| Quasi-repdigit 8(7)w4 | (79*10^x-34)/9 |
Show |
| Quasi-repdigit 8(7)w5 | (79*10^x-25)/9 |
Show |
| Quasi-repdigit 8(7)w6 | (79*10^x-16)/9 |
Show |
| Quasi-repdigit 8(7)w9 | (79*10^x+11)/9 |
Show |
| Quasi-repdigit 8(9)w2 | 9*10^x-8 |
Show |
| Quasi-repdigit 8(9)w3 | 9*10^x-7 |
Show |
| Quasi-repdigit 8(9)w5 | 9*10^x-5 |
Show |
| Quasi-repdigit 8(9)w6 | 9*10^x-4 |
Show |
| Quasi-repdigit 9(0)w1 | 9*10^x+1 |
Show |
| Quasi-repdigit 9(0)w2 | 9*10^x+2 |
Show |
| Quasi-repdigit 9(0)w4 | 9*10^x+4 |
Show |
| Quasi-repdigit 9(0)w5 | 9*10^x+5 |
Show |
| Quasi-repdigit 9(0)w7 | 9*10^x+7 |
Show |
| Quasi-repdigit 9(0)w8 | 9*10^x+8 |
Show |
| Quasi-repdigit 9(1)w3 | (82*10^x+17)/9 |
Show |
| Quasi-repdigit 9(1)w5 | (82*10^x+35)/9 |
Show |
| Quasi-repdigit 9(1)w7 | (82*10^x+53)/9 |
Show |
| Quasi-repdigit 9(2)w1 | (83*10^x-11)/9 |
Show |
| Quasi-repdigit 9(2)w3 | (83*10^x+7)/9 |
Show |
| Quasi-repdigit 9(2)w4 | (83*10^x+16)/9 |
Show |
| Quasi-repdigit 9(2)w5 | (83*10^x+25)/9 |
Show |
| Quasi-repdigit 9(2)w6 | (83*10^x+34)/9 |
Show |
| Quasi-repdigit 9(2)w7 | (83*10^x+43)/9 |
Show |
| Quasi-repdigit 9(2)w8 | (83*10^x+52)/9 |
Show |
| Quasi-repdigit 9(3)w5 | (28*10^x+5)/3 |
Show |
| Quasi-repdigit 9(3)w7 | (28*10^x+11)/3 |
Show |
| Quasi-repdigit 9(4)w1 | (85*10^x-31)/9 |
Show |
| Quasi-repdigit 9(4)w2 | (85*10^x-22)/9 |
Show |
| Quasi-repdigit 9(4)w3 | (85*10^x-13)/9 |
Show |
| Quasi-repdigit 9(4)w6 | (85*10^x+14)/9 |
Show |
| Quasi-repdigit 9(4)w7 | (85*10^x+23)/9 |
Show |
| Quasi-repdigit 9(4)w8 | (85*10^x+32)/9 |
Show |
| Quasi-repdigit 9(5)w1 | (86*10^x-41)/9 |
Show |
| Quasi-repdigit 9(5)w3 | (86*10^x-23)/9 |
Show |
| Quasi-repdigit 9(5)w7 | (86*10^x+13)/9 |
Show |
| Quasi-repdigit 9(6)w1 | (29*10^x-17)/3 |
Show |
| Quasi-repdigit 9(6)w2 | (29*10^x-14)/3 |
Show |
| Quasi-repdigit 9(6)w4 | (29*10^x-8)/3 |
Show |
| Quasi-repdigit 9(6)w5 | (29*10^x-5)/3 |
Show |
| Quasi-repdigit 9(6)w7 | (29*10^x+1)/3 |
Show |
| Quasi-repdigit 9(6)w8 | (29*10^x+4)/3 |
Show |
| Quasi-repdigit 9(7)w1 | (88*10^x-61)/9 |
Show |
| Quasi-repdigit 9(7)w3 | (88*10^x-43)/9 |
Show |
| Quasi-repdigit 9(7)w5 | (88*10^x-25)/9 |
Show |
| Quasi-repdigit 9(8)w1 | (89*10^x-71)/9 |
Show |
| Quasi-repdigit 9(8)w2 | (89*10^x-62)/9 |
Show |
| Quasi-repdigit 9(8)w3 | (89*10^x-53)/9 |
Show |
| Quasi-repdigit 9(8)w4 | (89*10^x-44)/9 |
Show |
| Quasi-repdigit 9(8)w5 | (89*10^x-35)/9 |
Show |
| Quasi-repdigit 9(8)w6 | (89*10^x-26)/9 |
Show |
| Quasi-repdigit 9(8)w7 | (89*10^x-17)/9 |
Show |
From the command linefdb · curl
fdb
fdb factor-tables
curl
curl -s 'https://factordb.com:4059/rpc' -H 'Content-Type: application/json' -d '{"jsonrpc":"2.0","id":1,"method":"factor_tables","params":{}}'