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Revision as of 18:08, 23 January 2010
, 18:08, 23 January 2010→A109301
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<p>[[Image:Rooted Node Big.jpg|20px]]</p><br>
<p>[[Image:Rote 1 Big.jpg|20px]]</p><br>
<p><math>\begin{array}{l} \varnothing \\ 1 \end{array}</math></p>
<p> </p><br>
<p><math>a(1) ~=~ 0</math></p>
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<p>[[Image:Rote 2 Big.jpg|40px]]</p><br>
<p>[[Image:Rote 2 Big.jpg|40px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!1 \\ 2 \end{array}</math></p>
<p><math>\text{p}\!</math></p><br>
<p><math>a(2) ~=~ 1</math></p>
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<p>[[Image:Rote 3 Big.jpg|40px]]</p><br>
<p>[[Image:Rote 3 Big.jpg|40px]]</p><br>
<p><math>\begin{array}{l} 2\!:\!1 \\ 3 \end{array}</math></p>
<p><math>\text{p}_\text{p}\!</math></p><br>
<p><math>a(3) ~=~ 2</math></p>
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| valign="bottom" |
<p>[[Image:Rote 4 Big.jpg|65px]]</p><br>
<p>[[Image:Rote 4 Big.jpg|65px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!2 \\ 4 \end{array}</math></p>
<p><math>\text{p}^\text{p}\!</math></p><br>
<p><math>a(4) ~=~ 2</math></p>
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| valign="bottom" |
<p>[[Image:Rote 5 Big.jpg|40px]]</p><br>
<p>[[Image:Rote 5 Big.jpg|40px]]</p><br>
<p><math>\begin{array}{l} 3\!:\!1 \\ 5 \end{array}</math></p>
<p><math>\text{p}_{\text{p}_\text{p}}\!</math></p><br>
<p><math>a(5) ~=~ 3</math></p>
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<p>[[Image:Rote 6 Big.jpg|80px]]</p><br>
<p>[[Image:Rote 6 Big.jpg|80px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!1 ~~ 2\!:\!1 \\ 6 \end{array}</math></p>
<p><math>\text{p} \text{p}_\text{p}\!</math></p><br>
<p><math>a(6) ~=~ 2</math></p>
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<p>[[Image:Rote 7 Big.jpg|65px]]</p><br>
<p>[[Image:Rote 7 Big.jpg|65px]]</p><br>
<p><math>\begin{array}{l} 4\!:\!1 \\ 7 \end{array}</math></p>
<p><math>\text{p}_{\text{p}^\text{p}}\!</math></p><br>
<p><math>a(7) ~=~ 3</math></p>
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| valign="bottom" |
<p>[[Image:Rote 8 Big.jpg|65px]]</p><br>
<p>[[Image:Rote 8 Big.jpg|65px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!3 \\ 8 \end{array}</math></p>
<p><math>\text{p}^{\text{p}_\text{p}}\!</math></p><br>
<p><math>a(8) ~=~ 3</math></p>
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| valign="bottom" |
<p>[[Image:Rote 9 Big.jpg|80px]]</p><br>
<p>[[Image:Rote 9 Big.jpg|80px]]</p><br>
<p><math>\begin{array}{l} 2\!:\!2 \\ 9 \end{array}</math></p>
<p><math>\text{p}_\text{p}^\text{p}\!</math></p><br>
<p><math>a(9) ~=~ 2</math></p>
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| valign="bottom" |
<p>[[Image:Rote 10 Big.jpg|80px]]</p><br>
<p>[[Image:Rote 10 Big.jpg|80px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!1 ~~ 3\!:\!1 \\ 10 \end{array}</math></p>
<p><math>\text{p} \text{p}_{\text{p}_\text{p}}\!</math></p><br>
<p><math>a(10) ~=~ 3</math></p>
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| valign="bottom" |
<p>[[Image:Rote 11 Big.jpg|40px]]</p><br>
<p>[[Image:Rote 11 Big.jpg|40px]]</p><br>
<p><math>\begin{array}{l} 5\!:\!1 \\ 11 \end{array}</math></p>
<p><math>\text{p}_{\text{p}_{\text{p}_\text{p}}}\!</math></p><br>
<p><math>a(11) ~=~ 4</math></p>
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| valign="bottom" |
<p>[[Image:Rote 12 Big.jpg|105px]]</p><br>
<p>[[Image:Rote 12 Big.jpg|105px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!2 ~~ 2\!:\!1 \\ 12 \end{array}</math></p>
<p><math>\text{p}^\text{p} \text{p}_\text{p}\!</math></p><br>
<p><math>a(12) ~=~ 2</math></p>
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| valign="bottom" |
<p>[[Image:Rote 13 Big.jpg|80px]]</p><br>
<p>[[Image:Rote 13 Big.jpg|80px]]</p><br>
<p><math>\begin{array}{l} 6\!:\!1 \\ 13 \end{array}</math></p>
<p><math>\text{p}_{\text{p} \text{p}_\text{p}}\!</math></p><br>
<p><math>a(13) ~=~ 3</math></p>
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<p>[[Image:Rote 14 Big.jpg|105px]]</p><br>
<p>[[Image:Rote 14 Big.jpg|105px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!1 ~~ 4\!:\!1 \\ 14 \end{array}</math></p>
<p><math>\text{p} \text{p}_{\text{p}^\text{p}}\!</math></p><br>
<p><math>a(14) ~=~ 3</math></p>
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<p>[[Image:Rote 15 Big.jpg|80px]]</p><br>
<p>[[Image:Rote 15 Big.jpg|80px]]</p><br>
<p><math>\begin{array}{l} 2\!:\!1 ~~ 3\!:\!1 \\ 15 \end{array}</math></p>
<p><math>\text{p}_\text{p} \text{p}_{\text{p}_\text{p}}\!</math></p><br>
<p><math>a(15) ~=~ 3</math></p>
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<p>[[Image:Rote 16 Big.jpg|90px]]</p><br>
<p>[[Image:Rote 16 Big.jpg|90px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!4 \\ 16 \end{array}</math></p>
<p><math>\text{p}^{\text{p}^\text{p}}\!</math></p><br>
<p><math>a(16) ~=~ 3</math></p>
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<p>[[Image:Rote 17 Big.jpg|65px]]</p><br>
<p>[[Image:Rote 17 Big.jpg|65px]]</p><br>
<p><math>\begin{array}{l} 7\!:\!1 \\ 17 \end{array}</math></p>
<p><math>\text{p}_{\text{p}_{\text{p}^\text{p}}}\!</math></p><br>
<p><math>a(17) ~=~ 4</math></p>
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<p>[[Image:Rote 18 Big.jpg|120px]]</p><br>
<p>[[Image:Rote 18 Big.jpg|120px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!1 ~~ 2\!:\!2 \\ 18 \end{array}</math></p>
<p><math>\text{p} \text{p}_\text{p}^\text{p}\!</math></p><br>
<p><math>a(18) ~=~ 2</math></p>
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<p>[[Image:Rote 19 Big.jpg|65px]]</p><br>
<p>[[Image:Rote 19 Big.jpg|65px]]</p><br>
<p><math>\begin{array}{l} 8\!:\!1 \\ 19 \end{array}</math></p>
<p><math>\text{p}_{\text{p}^{\text{p}_\text{p}}}\!</math></p><br>
<p><math>a(19) ~=~ 4</math></p>
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<p>[[Image:Rote 20 Big.jpg|105px]]</p><br>
<p>[[Image:Rote 20 Big.jpg|105px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!2 ~~ 3\!:\!1 \\ 20 \end{array}</math></p>
<p><math>\text{p}^\text{p} \text{p}_{\text{p}_\text{p}}\!</math></p><br>
<p><math>a(20) ~=~ 3</math></p>
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<p>[[Image:Rote 21 Big.jpg|105px]]</p><br>
<p>[[Image:Rote 21 Big.jpg|105px]]</p><br>
<p><math>\begin{array}{l} 2\!:\!1 ~~ 4\!:\!1 \\ 21 \end{array}</math></p>
<p><math>\text{p}_\text{p} \text{p}_{\text{p}^\text{p}}\!</math></p><br>
<p><math>a(21) ~=~ 3</math></p>
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<p>[[Image:Rote 22 Big.jpg|80px]]</p><br>
<p>[[Image:Rote 22 Big.jpg|80px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!1 ~~ 5\!:\!1 \\ 22 \end{array}</math></p>
<p><math>\text{p} \text{p}_{\text{p}_{\text{p}_\text{p}}}\!</math></p><br>
<p><math>a(22) ~=~ 4</math></p>
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<p>[[Image:Rote 23 Big.jpg|80px]]</p><br>
<p>[[Image:Rote 23 Big.jpg|80px]]</p><br>
<p><math>\begin{array}{l} 9\!:\!1 \\ 23 \end{array}</math></p>
<p><math>\text{p}_{\text{p}_\text{p}^\text{p}}\!</math></p><br>
<p><math>a(23) ~=~ 3</math></p>
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| valign="bottom" |
<p>[[Image:Rote 24 Big.jpg|105px]]</p><br>
<p>[[Image:Rote 24 Big.jpg|105px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!3 ~~ 2\!:\!1 \\ 24 \end{array}</math></p>
<p><math>\text{p}^{\text{p}_\text{p}} \text{p}_\text{p}\!</math></p><br>
<p><math>a(24) ~=~ 3</math></p>
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<p>[[Image:Rote 25 Big.jpg|80px]]</p><br>
<p>[[Image:Rote 25 Big.jpg|80px]]</p><br>
<p><math>\begin{array}{l} 3\!:\!2 \\ 25 \end{array}</math></p>
<p><math>\text{p}_{\text{p}_\text{p}}^\text{p}\!</math></p><br>
<p><math>a(25) ~=~ 3</math></p>
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<p>[[Image:Rote 26 Big.jpg|120px]]</p><br>
<p>[[Image:Rote 26 Big.jpg|120px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!1 ~~ 6\!:\!1 \\ 26 \end{array}</math></p>
<p><math>\text{p} \text{p}_{\text{p} \text{p}_\text{p}}\!</math></p><br>
<p><math>a(26) ~=~ 3</math></p>
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<p>[[Image:Rote 27 Big.jpg|80px]]</p><br>
<p>[[Image:Rote 27 Big.jpg|80px]]</p><br>
<p><math>\begin{array}{l} 2\!:\!3 \\ 27 \end{array}</math></p>
<p><math>\text{p}_\text{p}^{\text{p}_\text{p}}\!</math></p><br>
<p><math>a(27) ~=~ 3</math></p>
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<p>[[Image:Rote 28 Big.jpg|130px]]</p><br>
<p>[[Image:Rote 28 Big.jpg|130px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!2 ~~ 4\!:\!1 \\ 28 \end{array}</math></p>
<p><math>\text{p}^\text{p} \text{p}_{\text{p}^\text{p}}\!</math></p><br>
<p><math>a(28) ~=~ 3</math></p>
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| valign="bottom" |
<p>[[Image:Rote 29 Big.jpg|80px]]</p><br>
<p>[[Image:Rote 29 Big.jpg|80px]]</p><br>
<p><math>\begin{array}{l} 10\!:\!1 \\ 29 \end{array}</math></p>
<p><math>\text{p}_{\text{p} \text{p}_{\text{p}_\text{p}}}\!</math></p><br>
<p><math>a(29) ~=~ 4</math></p>
| valign="bottom" |
| valign="bottom" |
<p>[[Image:Rote 30 Big.jpg|120px]]</p><br>
<p>[[Image:Rote 30 Big.jpg|120px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!1 ~~ 2\!:\!1 ~~ 3\!:\!1 \\ 30 \end{array}</math></p>
<p><math>\text{p} \text{p}_\text{p} \text{p}_{\text{p}_\text{p}}\!</math></p><br>
<p><math>a(30) ~=~ 3</math></p>
|-
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<p>[[Image:Rote 31 Big.jpg|40px]]</p><br>
<p>[[Image:Rote 31 Big.jpg|40px]]</p><br>
<p><math>\begin{array}{l} 11\!:\!1 \\ 31 \end{array}</math></p>
<p><math>\text{p}_{\text{p}_{\text{p}_{\text{p}_\text{p}}}}\!</math></p><br>
<p><math>a(31) ~=~ 5</math></p>
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| valign="bottom" |
<p>[[Image:Rote 32 Big.jpg|65px]]</p><br>
<p>[[Image:Rote 32 Big.jpg|65px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!5 \\ 32 \end{array}</math></p>
<p><math>\text{p}^{\text{p}_{\text{p}_\text{p}}}\!</math></p><br>
<p><math>a(32) ~=~ 4</math></p>
| valign="bottom" |
| valign="bottom" |
<p>[[Image:Rote 33 Big.jpg|80px]]</p><br>
<p>[[Image:Rote 33 Big.jpg|80px]]</p><br>
<p><math>\begin{array}{l} 2\!:\!1 ~~ 5\!:\!1 \\ 33 \end{array}</math></p>
<p><math>\text{p}_\text{p} \text{p}_{\text{p}_{\text{p}_\text{p}}}\!</math></p><br>
<p><math>a(33) ~=~ 4</math></p>
| valign="bottom" |
| valign="bottom" |
<p>[[Image:Rote 34 Big.jpg|105px]]</p><br>
<p>[[Image:Rote 34 Big.jpg|105px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!1 ~~ 7\!:\!1 \\ 34 \end{array}</math></p>
<p><math>\text{p} \text{p}_{\text{p}_{\text{p}^\text{p}}}\!</math></p><br>
<p><math>a(34) ~=~ 4</math></p>
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| valign="bottom" |
<p>[[Image:Rote 35 Big.jpg|105px]]</p><br>
<p>[[Image:Rote 35 Big.jpg|105px]]</p><br>
<p><math>\begin{array}{l} 3\!:\!1 ~~ 4\!:\!1 \\ 35 \end{array}</math></p>
<p><math>\text{p}_{\text{p}_\text{p}} \text{p}_{\text{p}^\text{p}}\!</math></p><br>
<p><math>a(35) ~=~ 3</math></p>
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<p>[[Image:Rote 36 Big.jpg|145px]]</p><br>
<p>[[Image:Rote 36 Big.jpg|145px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!2 ~~ 2\!:\!2 \\ 36 \end{array}</math></p>
<p><math>\text{p}^\text{p} \text{p}_\text{p}^\text{p}\!</math></p><br>
<p><math>a(36) ~=~ 2</math></p>
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| valign="bottom" |
<p>[[Image:Rote 37 Big.jpg|105px]]</p><br>
<p>[[Image:Rote 37 Big.jpg|105px]]</p><br>
<p><math>\begin{array}{l} 12\!:\!1 \\ 37 \end{array}</math></p>
<p><math>\text{p}_{\text{p}^\text{p} \text{p}_\text{p}}\!</math></p><br>
<p><math>a(37) ~=~ 3</math></p>
| valign="bottom" |
| valign="bottom" |
<p>[[Image:Rote 38 Big.jpg|105px]]</p><br>
<p>[[Image:Rote 38 Big.jpg|105px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!1 ~~ 8\!:\!1 \\ 38 \end{array}</math></p>
<p><math>\text{p} \text{p}_{\text{p}^{\text{p}_\text{p}}}\!</math></p><br>
<p><math>a(38) ~=~ 4</math></p>
| valign="bottom" |
| valign="bottom" |
<p>[[Image:Rote 39 Big.jpg|120px]]</p><br>
<p>[[Image:Rote 39 Big.jpg|120px]]</p><br>
<p><math>\begin{array}{l} 2\!:\!1 ~~ 6\!:\!1 \\ 39 \end{array}</math></p>
<p><math>\text{p}_\text{p} \text{p}_{\text{p} \text{p}_\text{p}}\!</math></p><br>
<p><math>a(39) ~=~ 3</math></p>
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| valign="bottom" |
<p>[[Image:Rote 40 Big.jpg|105px]]</p><br>
<p>[[Image:Rote 40 Big.jpg|105px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!3 ~~ 3\!:\!1 \\ 40 \end{array}</math></p>
<p><math>\text{p}^{\text{p}_\text{p}} \text{p}_{\text{p}_\text{p}}\!</math></p><br>
<p><math>a(40) ~=~ 3</math></p>
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| valign="bottom" |
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<p>[[Image:Rote 41 Big.jpg|80px]]</p><br>
<p>[[Image:Rote 41 Big.jpg|80px]]</p><br>
<p><math>\begin{array}{l} 13\!:\!1 \\ 41 \end{array}</math></p>
<p><math>\text{p}_{\text{p}_{\text{p} \text{p}_\text{p}}}\!</math></p><br>
<p><math>a(41) ~=~ 4</math></p>
| valign="bottom" |
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<p>[[Image:Rote 42 Big.jpg|145px]]</p><br>
<p>[[Image:Rote 42 Big.jpg|145px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!1 ~~ 2\!:\!1 ~~ 4\!:\!1 \\ 42 \end{array}</math></p>
<p><math>\text{p} \text{p}_\text{p} \text{p}_{\text{p}^\text{p}}\!</math></p><br>
<p><math>a(42) ~=~ 3</math></p>
| valign="bottom" |
| valign="bottom" |
<p>[[Image:Rote 43 Big.jpg|105px]]</p><br>
<p>[[Image:Rote 43 Big.jpg|105px]]</p><br>
<p><math>\begin{array}{l} 14\!:\!1 \\ 43 \end{array}</math></p>
<p><math>\text{p}_{\text{p} \text{p}_{\text{p}^\text{p}}}\!</math></p><br>
<p><math>a(43) ~=~ 4</math></p>
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<p>[[Image:Rote 44 Big.jpg|105px]]</p><br>
<p>[[Image:Rote 44 Big.jpg|105px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!2 ~~ 5\!:\!1 \\ 44 \end{array}</math></p>
<p><math>\text{p}^\text{p} \text{p}_{\text{p}_{\text{p}_\text{p}}}\!</math></p><br>
<p><math>a(44) ~=~ 4</math></p>
| valign="bottom" |
| valign="bottom" |
<p>[[Image:Rote 45 Big.jpg|120px]]</p><br>
<p>[[Image:Rote 45 Big.jpg|120px]]</p><br>
<p><math>\begin{array}{l} 2\!:\!2 ~~ 3\!:\!1 \\ 45 \end{array}</math></p>
<p><math>\text{p}_\text{p}^\text{p} \text{p}_{\text{p}_\text{p}}\!</math></p><br>
<p><math>a(45) ~=~ 3</math></p>
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<p>[[Image:Rote 46 Big.jpg|120px]]</p><br>
<p>[[Image:Rote 46 Big.jpg|120px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!1 ~~ 9\!:\!1 \\ 46 \end{array}</math></p>
<p><math>\text{p} \text{p}_{\text{p}_\text{p}^\text{p}}\!</math></p><br>
<p><math>a(46) ~=~ 3</math></p>
| valign="bottom" |
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<p>[[Image:Rote 47 Big.jpg|80px]]</p><br>
<p>[[Image:Rote 47 Big.jpg|80px]]</p><br>
<p><math>\begin{array}{l} 15\!:\!1 \\ 47 \end{array}</math></p>
<p><math>\text{p}_{\text{p}_\text{p} \text{p}_{\text{p}_\text{p}}}\!</math></p><br>
<p><math>a(47) ~=~ 4</math></p>
| valign="bottom" |
| valign="bottom" |
<p>[[Image:Rote 48 Big.jpg|105px]]</p><br>
<p>[[Image:Rote 48 Big.jpg|105px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!4 ~~ 2\!:\!1 \\ 48 \end{array}</math></p>
<p><math>\text{p}^{\text{p}^\text{p}} \text{p}_\text{p}\!</math></p><br>
<p><math>a(48) ~=~ 3</math></p>
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| valign="bottom" |
<p>[[Image:Rote 49 Big.jpg|80px]]</p><br>
<p>[[Image:Rote 49 Big.jpg|80px]]</p><br>
<p><math>\begin{array}{l} 4\!:\!2 \\ 49 \end{array}</math></p>
<p><math>\text{p}_{\text{p}^\text{p}}^\text{p}\!</math></p><br>
<p><math>a(49) ~=~ 3</math></p>
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<p>[[Image:Rote 50 Big.jpg|120px]]</p><br>
<p>[[Image:Rote 50 Big.jpg|120px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!1 ~~ 3\!:\!2 \\ 50 \end{array}</math></p>
<p><math>\text{p} \text{p}_{\text{p}_\text{p}}^\text{p}\!</math></p><br>
<p><math>a(50) ~=~ 3</math></p>
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<p>[[Image:Rote 51 Big.jpg|105px]]</p><br>
<p>[[Image:Rote 51 Big.jpg|105px]]</p><br>
<p><math>\begin{array}{l} 2\!:\!1 ~~ 7\!:\!1 \\ 51 \end{array}</math></p>
<p><math>\text{p}_\text{p} \text{p}_{\text{p}_{\text{p}^\text{p}}}\!</math></p><br>
<p><math>a(51) ~=~ 4</math></p>
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<p>[[Image:Rote 52 Big.jpg|145px]]</p><br>
<p>[[Image:Rote 52 Big.jpg|145px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!2 ~~ 6\!:\!1 \\ 52 \end{array}</math></p>
<p><math>\text{p}^\text{p} \text{p}_{\text{p} \text{p}_\text{p}}\!</math></p><br>
<p><math>a(52) ~=~ 3</math></p>
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<p>[[Image:Rote 53 Big.jpg|90px]]</p><br>
<p>[[Image:Rote 53 Big.jpg|90px]]</p><br>
<p><math>\begin{array}{l} 16\!:\!1 \\ 53 \end{array}</math></p>
<p><math>\text{p}_{\text{p}^{\text{p}^\text{p}}}\!</math></p><br>
<p><math>a(53) ~=~ 4</math></p>
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<p>[[Image:Rote 54 Big.jpg|120px]]</p><br>
<p>[[Image:Rote 54 Big.jpg|120px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!1 ~~ 2\!:\!3 \\ 54 \end{array}</math></p>
<p><math>\text{p} \text{p}_\text{p}^{\text{p}_\text{p}}\!</math></p><br>
<p><math>a(54) ~=~ 3</math></p>
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<p>[[Image:Rote 55 Big.jpg|80px]]</p><br>
<p>[[Image:Rote 55 Big.jpg|80px]]</p><br>
<p><math>\begin{array}{l} 3\!:\!1 ~~ 5\!:\!1 \\ 55 \end{array}</math></p>
<p><math>\text{p}_{\text{p}_\text{p}} \text{p}_{\text{p}_{\text{p}_\text{p}}}\!</math></p><br>
<p><math>a(55) ~=~ 4</math></p>
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<p>[[Image:Rote 56 Big.jpg|130px]]</p><br>
<p>[[Image:Rote 56 Big.jpg|130px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!3 ~~ 4\!:\!1 \\ 56 \end{array}</math></p>
<p><math>\text{p}^{\text{p}_\text{p}} \text{p}_{\text{p}^\text{p}}\!</math></p><br>
<p><math>a(56) ~=~ 3</math></p>
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<p>[[Image:Rote 57 Big.jpg|105px]]</p><br>
<p>[[Image:Rote 57 Big.jpg|105px]]</p><br>
<p><math>\begin{array}{l} 2\!:\!1 ~~ 8\!:\!1 \\ 57 \end{array}</math></p>
<p><math>\text{p}_\text{p} \text{p}_{\text{p}^{\text{p}_\text{p}}}\!</math></p><br>
<p><math>a(57) ~=~ 4</math></p>
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<p>[[Image:Rote 58 Big.jpg|120px]]</p><br>
<p>[[Image:Rote 58 Big.jpg|120px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!1 ~~ 10\!:\!1 \\ 58 \end{array}</math></p>
<p><math>\text{p} \text{p}_{\text{p} \text{p}_{\text{p}_\text{p}}}\!</math></p><br>
<p><math>a(58) ~=~ 4</math></p>
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<p>[[Image:Rote 59 Big.jpg|65px]]</p><br>
<p>[[Image:Rote 59 Big.jpg|65px]]</p><br>
<p><math>\begin{array}{l} 17\!:\!1 \\ 59 \end{array}</math></p>
<p><math>\text{p}_{\text{p}_{\text{p}_{\text{p}^\text{p}}}}\!</math></p><br>
<p><math>a(59) ~=~ 5</math></p>
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<p>[[Image:Rote 60 Big.jpg|155px]]</p><br>
<p>[[Image:Rote 60 Big.jpg|155px]]</p><br>
<p><math>\begin{array}{l} 1\!:\!2 ~~ 2\!:\!1 ~~ 3\!:\!1 \\ 60 \end{array}</math></p>
<p><math>\text{p}^\text{p} \text{p}_\text{p} \text{p}_{\text{p}_\text{p}}\!</math></p><br>
<p><math>a(60) ~=~ 3</math></p>
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