<?xml version="1.0" encoding="UTF-8"?>
<dataset name="mathematical_constants" title="Mathematical constants" source="https://aidb.si/d/mathematical-constants">
  <row>
    <name>Pi</name>
    <symbol>π</symbol>
    <value>3.141592653589793</value>
    <decimal_expansion>3.14159 26535 89793 23846</decimal_expansion>
    <year>-1900</year>
    <year_text>1900 to 1600 BCE</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Tau</name>
    <symbol>τ</symbol>
    <value>6.283185307179586</value>
    <decimal_expansion>6.28318 53071 79586 47692</decimal_expansion>
    <year>-1900</year>
    <year_text>1900 to 1600 BCE</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Square root of 2, Pythagoras constant</name>
    <symbol>√2</symbol>
    <value>1.4142135623730951</value>
    <decimal_expansion>1.41421 35623 73095 04880</decimal_expansion>
    <year>-1800</year>
    <year_text>1800 to 1600 BCE</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Square root of 3, Theodorus' constant</name>
    <symbol>√3</symbol>
    <value>1.7320508075688772</value>
    <decimal_expansion>1.73205 08075 68877 29352</decimal_expansion>
    <year>-465</year>
    <year_text>465 to 398 BCE</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Zero</name>
    <symbol>0</symbol>
    <value>0</value>
    <decimal_expansion>0</decimal_expansion>
    <year>-300</year>
    <year_text>300 to 100 BCE</year_text>
    <rational>true</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Phi, Golden ratio</name>
    <symbol>φ or ϕ</symbol>
    <value>1.618033988749895</value>
    <decimal_expansion>1.61803 39887 49894 84820</decimal_expansion>
    <year>-300</year>
    <year_text>~300 BCE</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Silver ratio</name>
    <symbol>σ</symbol>
    <value>2.414213562373095</value>
    <decimal_expansion>2.41421 35623 73095 04880</decimal_expansion>
    <year>-300</year>
    <year_text>~300 BCE</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Negative one</name>
    <symbol>−1</symbol>
    <value>-1</value>
    <decimal_expansion>−1</decimal_expansion>
    <year>-300</year>
    <year_text>300 to 200 BCE</year_text>
    <rational>true</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Cube root of 2, Delian constant</name>
    <symbol>³√2</symbol>
    <value>1.2599210498948732</value>
    <decimal_expansion>1.25992 10498 94873 16476</decimal_expansion>
    <year>46</year>
    <year_text>46 to 120 CE</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Imaginary unit</name>
    <symbol>i</symbol>
    <decimal_expansion>0 + 1i</decimal_expansion>
    <year>1501</year>
    <year_text>1501 to 1576</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Connective constant for the hexagonal lattice</name>
    <symbol>μ</symbol>
    <value>1.8477590650225735</value>
    <decimal_expansion>1.84775 90650 22573 51225</decimal_expansion>
    <year>1593</year>
    <year_text>1593</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Kepler–Bouwkamp constant</name>
    <symbol>K^′</symbol>
    <value>0.1149420448532962</value>
    <decimal_expansion>0.11494 20448 53296 20070</decimal_expansion>
    <year>1596</year>
    <year_text>1596</year_text>
  </row>
  <row>
    <name>Wallis's constant</name>
    <value>2.0945514815423265</value>
    <decimal_expansion>2.09455 14815 42326 59148</decimal_expansion>
    <year>1616</year>
    <year_text>1616 to 1703</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Euler's number</name>
    <symbol>e</symbol>
    <value>2.718281828459045</value>
    <decimal_expansion>2.71828 18284 59045 23536</decimal_expansion>
    <year>1618</year>
    <year_text>1618</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Natural logarithm of 2</name>
    <symbol>ln2</symbol>
    <value>0.6931471805599453</value>
    <decimal_expansion>0.69314 71805 59945 30941</decimal_expansion>
    <year>1619</year>
    <year_text>1619 &amp; 1668</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Sophomore's dream second constant</name>
    <symbol>I₂</symbol>
    <value>1.2912859970626636</value>
    <decimal_expansion>1.29128 59970 62663 54040</decimal_expansion>
    <year>1697</year>
    <year_text>1697</year_text>
  </row>
  <row>
    <name>Lemniscate constant</name>
    <symbol>ϖ</symbol>
    <value>2.6220575542921196</value>
    <decimal_expansion>2.62205 75542 92119 81046</decimal_expansion>
    <year>1718</year>
    <year_text>1718 to 1798</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Basel's number</name>
    <symbol>ζ(2)</symbol>
    <value>1.6449340668482264</value>
    <decimal_expansion>1.64493 40668 48226 43647</decimal_expansion>
    <year>1734</year>
    <year_text>1734</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Euler's constant</name>
    <symbol>γ</symbol>
    <value>0.5772156649015329</value>
    <decimal_expansion>0.57721 56649 01532 86060</decimal_expansion>
    <year>1735</year>
    <year_text>1735</year_text>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Erdős–Borwein constant</name>
    <symbol>E</symbol>
    <value>1.6066951524152917</value>
    <decimal_expansion>1.60669 51524 15291 76378</decimal_expansion>
    <year>1749</year>
    <year_text>1749</year_text>
    <rational>false</rational>
  </row>
  <row>
    <name>Square super-root of 2</name>
    <symbol>√2ₛ</symbol>
    <value>1.5596104694623694</value>
    <decimal_expansion>1.55961 04694 62369 34997</decimal_expansion>
    <year>1758</year>
    <year_text>1758 &amp; 1783</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Omega constant</name>
    <symbol>Ω</symbol>
    <value>0.5671432904097838</value>
    <decimal_expansion>0.56714 32904 09783 87299</decimal_expansion>
    <year>1758</year>
    <year_text>1758 &amp; 1783</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Apéry's constant</name>
    <symbol>ζ(3)</symbol>
    <value>1.2020569031595942</value>
    <decimal_expansion>1.20205 69031 59594 28539</decimal_expansion>
    <year>1780</year>
    <year_text>1780</year_text>
    <rational>false</rational>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Laplace limit</name>
    <value>0.6627434193491816</value>
    <decimal_expansion>0.66274 34193 49181 58097</decimal_expansion>
    <year>1782</year>
    <year_text>~1782</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Soldner constant</name>
    <symbol>μ</symbol>
    <value>1.451369234883381</value>
    <decimal_expansion>1.45136 92348 83381 05028</decimal_expansion>
    <year>1792</year>
    <year_text>1792</year_text>
  </row>
  <row>
    <name>Gauss's constant</name>
    <symbol>G</symbol>
    <value>0.8346268416740732</value>
    <decimal_expansion>0.83462 68416 74073 18628</decimal_expansion>
    <year>1799</year>
    <year_text>1799</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Second Hermite constant</name>
    <symbol>γ₂</symbol>
    <value>1.1547005383792515</value>
    <decimal_expansion>1.15470 05383 79251 52901</decimal_expansion>
    <year>1822</year>
    <year_text>1822 to 1901</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>First continued fraction constant</name>
    <symbol>C₁</symbol>
    <value>0.697774657964008</value>
    <decimal_expansion>0.69777 46579 64007 98201</decimal_expansion>
    <year>1855</year>
    <year_text>1855</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Ramanujan's constant</name>
    <value>262537412640768740</value>
    <decimal_expansion>262 53741 26407 68743 .99999 99999 99250 073</decimal_expansion>
    <year>1859</year>
    <year_text>1859</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Glaisher–Kinkelin constant</name>
    <symbol>A</symbol>
    <value>1.2824271291006226</value>
    <decimal_expansion>1.28242 71291 00622 63687</decimal_expansion>
    <year>1860</year>
    <year_text>1860</year_text>
  </row>
  <row>
    <name>Catalan's constant</name>
    <symbol>G</symbol>
    <value>0.915965594177219</value>
    <decimal_expansion>0.91596 55941 77219 01505</decimal_expansion>
    <year>1864</year>
    <year_text>1864</year_text>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Dottie number</name>
    <symbol>D</symbol>
    <value>0.7390851332151607</value>
    <decimal_expansion>0.73908 51332 15160 64165</decimal_expansion>
    <year>1865</year>
    <year_text>1865</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Meissel–Mertens constant</name>
    <symbol>M</symbol>
    <value>0.26149721284764277</value>
    <decimal_expansion>0.26149 72128 47642 78375</decimal_expansion>
    <year>1866</year>
    <year_text>1866 &amp; 1873</year_text>
  </row>
  <row>
    <name>Cahen's constant</name>
    <symbol>C</symbol>
    <value>0.643410546288338</value>
    <decimal_expansion>0.64341 05462 88338 02618</decimal_expansion>
    <year>1891</year>
    <year_text>1891</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Gelfond's constant</name>
    <symbol>e^π</symbol>
    <value>23.14069263277927</value>
    <decimal_expansion>23.14069 26327 79269 0057</decimal_expansion>
    <year>1900</year>
    <year_text>1900</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Totient summatory constant</name>
    <value>1.3397841535743473</value>
    <decimal_expansion>1.33978 41535 74347 24659</decimal_expansion>
    <year>1900</year>
    <year_text>1900</year_text>
  </row>
  <row>
    <name>Second Favard constant</name>
    <symbol>K₂</symbol>
    <value>1.2337005501361697</value>
    <decimal_expansion>1.23370 05501 36169 82735</decimal_expansion>
    <year>1902</year>
    <year_text>1902 to 1965</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Golden angle</name>
    <symbol>g</symbol>
    <value>2.3999632297286535</value>
    <decimal_expansion>2.39996 32297 28653 32223</decimal_expansion>
    <year>1907</year>
    <year_text>1907</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Sierpiński's constant</name>
    <symbol>K</symbol>
    <value>2.5849817595792532</value>
    <decimal_expansion>2.58498 17595 79253 21706</decimal_expansion>
    <year>1907</year>
    <year_text>1907</year_text>
  </row>
  <row>
    <name>Landau–Ramanujan constant</name>
    <symbol>K</symbol>
    <value>0.7642236535892206</value>
    <decimal_expansion>0.76422 36535 89220 66299</decimal_expansion>
    <year>1908</year>
    <year_text>1908</year_text>
  </row>
  <row>
    <name>First Nielsen–Ramanujan constant</name>
    <symbol>a₁</symbol>
    <value>0.8224670334241132</value>
    <decimal_expansion>0.82246 70334 24113 21823</decimal_expansion>
    <year>1909</year>
    <year_text>1909</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Gieseking constant</name>
    <symbol>V</symbol>
    <value>1.0149416064096537</value>
    <decimal_expansion>1.01494 16064 09653 62502</decimal_expansion>
    <year>1912</year>
    <year_text>1912</year_text>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Bernstein's constant</name>
    <symbol>β</symbol>
    <value>0.2801694990238691</value>
    <decimal_expansion>0.28016 94990 23869 13303</decimal_expansion>
    <year>1913</year>
    <year_text>1913</year_text>
  </row>
  <row>
    <name>Tribonacci constant</name>
    <symbol>ρ</symbol>
    <value>1.8392867552141612</value>
    <decimal_expansion>1.83928 67552 14161 13255</decimal_expansion>
    <year>1914</year>
    <year_text>1914 to 1963</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Kempner series's value</name>
    <value>22.92067661926415</value>
    <decimal_expansion>22.92067 66192 64150 34816</decimal_expansion>
    <year>1914</year>
    <year_text>1914</year_text>
  </row>
  <row>
    <name>Kempner number</name>
    <symbol>κ</symbol>
    <value>0.8164215090218931</value>
    <decimal_expansion>0.81642 15090 21893 14370</decimal_expansion>
    <year>1916</year>
    <year_text>1916</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Brun's constant</name>
    <symbol>B₂</symbol>
    <value>1.902160583104</value>
    <decimal_expansion>≈ 1.90216 05831 04</decimal_expansion>
    <year>1919</year>
    <year_text>1919</year_text>
  </row>
  <row>
    <name>Twin primes constant</name>
    <symbol>C₂</symbol>
    <value>0.6601618158468696</value>
    <decimal_expansion>0.66016 18158 46869 57392</decimal_expansion>
    <year>1922</year>
    <year_text>1922</year_text>
  </row>
  <row>
    <name>Plastic ratio</name>
    <symbol>ρ</symbol>
    <value>1.324717957244746</value>
    <decimal_expansion>1.32471 79572 44746 02596</decimal_expansion>
    <year>1924</year>
    <year_text>1924</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Bloch's constant</name>
    <symbol>B</symbol>
    <decimal_expansion>0.4332≤B≤0.4719</decimal_expansion>
    <year>1925</year>
    <year_text>1925</year_text>
  </row>
  <row>
    <name>Z score for the 97.5 percentile point</name>
    <symbol>z_.975</symbol>
    <value>1.9599639845400543</value>
    <decimal_expansion>1.95996 39845 40054 23552</decimal_expansion>
    <year>1925</year>
    <year_text>1925</year_text>
  </row>
  <row>
    <name>Landau's constant</name>
    <symbol>L</symbol>
    <decimal_expansion>0.5&lt;L≤0.54326</decimal_expansion>
    <year>1929</year>
    <year_text>1929</year_text>
  </row>
  <row>
    <name>Landau's third constant</name>
    <symbol>A</symbol>
    <decimal_expansion>0.5&lt;A≤0.7853</decimal_expansion>
    <year>1929</year>
    <year_text>1929</year_text>
  </row>
  <row>
    <name>Prouhet–Thue–Morse constant</name>
    <symbol>τ</symbol>
    <value>0.4124540336401076</value>
    <decimal_expansion>0.41245 40336 40107 59778</decimal_expansion>
    <year>1929</year>
    <year_text>1929</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Golomb–Dickman constant</name>
    <symbol>λ</symbol>
    <value>0.6243299885435508</value>
    <decimal_expansion>0.62432 99885 43550 87099</decimal_expansion>
    <year>1930</year>
    <year_text>1930 &amp; 1964</year_text>
  </row>
  <row>
    <name>Constant related to the asymptotic behavior of Lebesgue constants</name>
    <symbol>c</symbol>
    <value>0.9894312738311469</value>
    <decimal_expansion>0.98943 12738 31146 95174</decimal_expansion>
    <year>1930</year>
    <year_text>1930</year_text>
  </row>
  <row>
    <name>Feller–Tornier constant</name>
    <symbol>𝒞_FT</symbol>
    <value>0.6613170494696223</value>
    <decimal_expansion>0.66131 70494 69622 33528</decimal_expansion>
    <year>1932</year>
    <year_text>1932</year_text>
  </row>
  <row>
    <name>Base 10 Champernowne constant</name>
    <symbol>C₁₀</symbol>
    <value>0.12345678910111213</value>
    <decimal_expansion>0.12345 67891 01112 13141</decimal_expansion>
    <year>1933</year>
    <year_text>1933</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Salem constant</name>
    <symbol>σ₁₀</symbol>
    <value>1.1762808182599176</value>
    <decimal_expansion>1.17628 08182 59917 50654</decimal_expansion>
    <year>1933</year>
    <year_text>1933</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Khinchin's constant</name>
    <symbol>K₀</symbol>
    <value>2.6854520010653062</value>
    <decimal_expansion>2.68545 20010 65306 44530</decimal_expansion>
    <year>1934</year>
    <year_text>1934</year_text>
  </row>
  <row>
    <name>Lévy's constant (1)</name>
    <symbol>β</symbol>
    <value>1.1865691104156255</value>
    <decimal_expansion>1.18656 91104 15625 45282</decimal_expansion>
    <year>1935</year>
    <year_text>1935</year_text>
  </row>
  <row>
    <name>Lévy's constant (2)</name>
    <symbol>e^β</symbol>
    <value>3.2758229187218113</value>
    <decimal_expansion>3.27582 29187 21811 15978</decimal_expansion>
    <year>1936</year>
    <year_text>1936</year_text>
  </row>
  <row>
    <name>Linnik's constant</name>
    <symbol>L</symbol>
    <decimal_expansion>L ≤ 3.99</decimal_expansion>
    <year>1944</year>
    <year_text>1944</year_text>
  </row>
  <row>
    <name>Copeland–Erdős constant</name>
    <symbol>𝒞_CE</symbol>
    <value>0.23571113171923294</value>
    <decimal_expansion>0.23571 11317 19232 93137</decimal_expansion>
    <year>1946</year>
    <year_text>1946</year_text>
    <rational>false</rational>
  </row>
  <row>
    <name>Mills' constant</name>
    <symbol>A</symbol>
    <value>1.3063778838630806</value>
    <decimal_expansion>1.30637 78838 63080 69046</decimal_expansion>
    <year>1947</year>
    <year_text>1947</year_text>
    <rational>false</rational>
  </row>
  <row>
    <name>Third continued fraction constant</name>
    <symbol>C₃</symbol>
    <value>1.525135276160981</value>
    <decimal_expansion>1.52513 52761 60981 20908</decimal_expansion>
    <year>1948</year>
    <year_text>1948</year_text>
  </row>
  <row>
    <name>de Bruijn–Newman constant</name>
    <symbol>Λ</symbol>
    <decimal_expansion>0≤Λ≤0.2</decimal_expansion>
    <year>1950</year>
    <year_text>1950</year_text>
  </row>
  <row>
    <name>Porter's constant</name>
    <symbol>C</symbol>
    <value>1.4670780794339755</value>
    <decimal_expansion>1.46707 80794 33975 47289</decimal_expansion>
    <year>1961</year>
    <year_text>1961</year_text>
  </row>
  <row>
    <name>Lochs constant</name>
    <symbol>L</symbol>
    <value>0.9702701143920339</value>
    <decimal_expansion>0.97027 01143 92033 92574</decimal_expansion>
    <year>1964</year>
    <year_text>1964</year_text>
  </row>
  <row>
    <name>Infinite tetration of imaginary unit</name>
    <decimal_expansion>0.438283 + 0.360592i</decimal_expansion>
    <year>1966</year>
    <year_text>1966</year_text>
    <rational>false</rational>
  </row>
  <row>
    <name>DeVicci's tesseract constant</name>
    <value>1.0074347568842794</value>
    <decimal_expansion>1.00743 47568 84279 37609</decimal_expansion>
    <year>1966</year>
    <year_text>1966</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Lieb's square ice constant</name>
    <value>1.539600717839002</value>
    <decimal_expansion>1.53960 07178 39002 03869</decimal_expansion>
    <year>1967</year>
    <year_text>1967</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Growth rate constant of fixed polyomino (Klarner's constant)</name>
    <symbol>λ₂</symbol>
    <decimal_expansion>4.00253 &lt; λ2 &lt; 4.5252</decimal_expansion>
    <year>1967</year>
    <year_text>1967</year_text>
  </row>
  <row>
    <name>Growth rate constant of fixed polycube</name>
    <symbol>λ₃</symbol>
    <decimal_expansion>6.3795 &lt; λ3 &lt; 9.3835</decimal_expansion>
    <year>1967</year>
    <year_text>1967</year_text>
  </row>
  <row>
    <name>Niven's constant</name>
    <symbol>C</symbol>
    <value>1.7052111401053678</value>
    <decimal_expansion>1.70521 11401 05367 76428</decimal_expansion>
    <year>1969</year>
    <year_text>1969</year_text>
  </row>
  <row>
    <name>Stephens' constant</name>
    <symbol>C_S</symbol>
    <value>0.5759599688929454</value>
    <decimal_expansion>0.57595 99688 92945 43964</decimal_expansion>
    <year>1969</year>
    <year_text>1969</year_text>
  </row>
  <row>
    <name>Regular paperfolding sequence</name>
    <symbol>P</symbol>
    <value>0.8507361882018672</value>
    <decimal_expansion>0.85073 61882 01867 26036</decimal_expansion>
    <year>1970</year>
    <year_text>1970</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Reciprocal Fibonacci constant</name>
    <symbol>ψ</symbol>
    <value>3.3598856662431777</value>
    <decimal_expansion>3.35988 56662 43177 55317</decimal_expansion>
    <year>1974</year>
    <year_text>1974</year_text>
    <rational>false</rational>
  </row>
  <row>
    <name>Chvátal–Sankoff constant for the binary alphabet</name>
    <symbol>γ₂</symbol>
    <decimal_expansion>0.788071≤γ2≤0.826280</decimal_expansion>
    <year>1975</year>
    <year_text>1975</year_text>
  </row>
  <row>
    <name>Feigenbaum constant δ</name>
    <symbol>δ</symbol>
    <value>4.66920160910299</value>
    <decimal_expansion>4.66920 16091 02990 67185</decimal_expansion>
    <year>1975</year>
    <year_text>1975</year_text>
  </row>
  <row>
    <name>Chaitin's constants</name>
    <symbol>Ω</symbol>
    <decimal_expansion>In general they are uncomputables; one such number is 0.00787 49969 97812 3844.</decimal_expansion>
    <year>1975</year>
    <year_text>1975</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <period>false</period>
    <exponential_period>false</exponential_period>
  </row>
  <row>
    <name>Freiman's constant</name>
    <symbol>F</symbol>
    <value>4.527829566160879</value>
    <decimal_expansion>4.52782 95661 60879 14088</decimal_expansion>
    <year>1975</year>
    <year_text>1975</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Robbins constant</name>
    <symbol>Δ(3)</symbol>
    <value>0.6617071822671763</value>
    <decimal_expansion>0.66170 71822 67176 23515</decimal_expansion>
    <year>1977</year>
    <year_text>1977</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Fransén–Robinson constant</name>
    <symbol>F</symbol>
    <value>2.8077702420285195</value>
    <decimal_expansion>2.80777 02420 28519 36522</decimal_expansion>
    <year>1978</year>
    <year_text>1978</year_text>
  </row>
  <row>
    <name>Feigenbaum constant α</name>
    <symbol>α</symbol>
    <value>2.5029078750958926</value>
    <decimal_expansion>2.50290 78750 95892 82228</decimal_expansion>
    <year>1979</year>
    <year_text>1979</year_text>
  </row>
  <row>
    <name>Irrational number from Moser–de Bruijn sequence</name>
    <symbol>α</symbol>
    <value>3.30033</value>
    <decimal_expansion>3.30033 00000 00000 33003</decimal_expansion>
    <year>1982</year>
    <year_text>1982</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Second du Bois-Reymond constant</name>
    <symbol>C₂</symbol>
    <value>0.19452804946532512</value>
    <decimal_expansion>0.19452 80494 65325 11361</decimal_expansion>
    <year>1983</year>
    <year_text>1983</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Erdős–Tenenbaum–Ford constant</name>
    <symbol>δ</symbol>
    <value>0.0860713320559342</value>
    <decimal_expansion>0.08607 13320 55934 20688</decimal_expansion>
    <year>1984</year>
    <year_text>1984</year_text>
  </row>
  <row>
    <name>Conway's constant</name>
    <symbol>λ</symbol>
    <value>1.3035772690342964</value>
    <decimal_expansion>1.30357 72690 34296 39125</decimal_expansion>
    <year>1987</year>
    <year_text>1987</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Hard hexagon entropy constant</name>
    <symbol>κ(1)</symbol>
    <value>1.3954859724793027</value>
    <decimal_expansion>1.39548 59724 79302 73522</decimal_expansion>
    <year>1988</year>
    <year_text>1988</year_text>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Hafner–Sarnak–McCurley constant</name>
    <symbol>σ</symbol>
    <value>0.353236371854996</value>
    <decimal_expansion>0.35323 63718 54995 98454</decimal_expansion>
    <year>1991</year>
    <year_text>1991</year_text>
  </row>
  <row>
    <name>Backhouse's constant</name>
    <symbol>B</symbol>
    <value>1.4560749485826896</value>
    <decimal_expansion>1.45607 49485 82689 67139</decimal_expansion>
    <year>1995</year>
    <year_text>1995</year_text>
  </row>
  <row>
    <name>Viswanath constant</name>
    <symbol>V</symbol>
    <value>1.1319882487943</value>
    <decimal_expansion>1.13198 82487 943</decimal_expansion>
    <year>1997</year>
    <year_text>1997</year_text>
  </row>
  <row>
    <name>Komornik–Loreti constant</name>
    <symbol>q</symbol>
    <value>1.787231650182966</value>
    <decimal_expansion>1.78723 16501 82965 93301</decimal_expansion>
    <year>1998</year>
    <year_text>1998</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Embree–Trefethen constant</name>
    <symbol>β^⋆</symbol>
    <value>0.70258</value>
    <decimal_expansion>0.70258</decimal_expansion>
    <year>1999</year>
    <year_text>1999</year_text>
  </row>
  <row>
    <name>Heath-Brown–Moroz constant</name>
    <symbol>C</symbol>
    <value>0.001317641154853178</value>
    <decimal_expansion>0.00131 76411 54853 17810</decimal_expansion>
    <year>1999</year>
    <year_text>1999</year_text>
  </row>
  <row>
    <name>MRB constant</name>
    <symbol>S</symbol>
    <value>0.18785964246206713</value>
    <decimal_expansion>0.18785 96424 62067 12024</decimal_expansion>
    <year>1999</year>
    <year_text>1999</year_text>
  </row>
  <row>
    <name>Prime constant</name>
    <symbol>ρ</symbol>
    <value>0.41468250985111166</value>
    <decimal_expansion>0.41468 25098 51111 66024</decimal_expansion>
    <year>1999</year>
    <year_text>1999</year_text>
    <rational>false</rational>
  </row>
  <row>
    <name>Somos' quadratic recurrence constant</name>
    <symbol>σ</symbol>
    <value>1.6616879496335941</value>
    <decimal_expansion>1.66168 79496 33594 12129</decimal_expansion>
    <year>1999</year>
    <year_text>1999</year_text>
  </row>
  <row>
    <name>Foias constant</name>
    <symbol>α</symbol>
    <value>1.1874523511265012</value>
    <decimal_expansion>1.18745 23511 26501 05459</decimal_expansion>
    <year>2000</year>
    <year_text>2000</year_text>
  </row>
  <row>
    <name>One</name>
    <symbol>1</symbol>
    <value>1</value>
    <decimal_expansion>1</decimal_expansion>
    <year_text>Prehistory</year_text>
    <rational>true</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Two</name>
    <symbol>2</symbol>
    <value>2</value>
    <decimal_expansion>2</decimal_expansion>
    <year_text>Prehistory</year_text>
    <rational>true</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>One half</name>
    <symbol>1/2</symbol>
    <value>0.5</value>
    <decimal_expansion>0.5</decimal_expansion>
    <year_text>Prehistory</year_text>
    <rational>true</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Square root of 5</name>
    <symbol>√5</symbol>
    <value>2.23606797749979</value>
    <decimal_expansion>2.23606 79774 99789 69640</decimal_expansion>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Cube root of 3</name>
    <symbol>³√3</symbol>
    <value>1.4422495703074083</value>
    <decimal_expansion>1.44224 95703 07408 38232</decimal_expansion>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Twelfth root of 2</name>
    <symbol>¹²√2</symbol>
    <value>1.0594630943592953</value>
    <decimal_expansion>1.05946 30943 59295 26456</decimal_expansion>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Supergolden ratio</name>
    <symbol>ψ</symbol>
    <value>1.465571231876768</value>
    <decimal_expansion>1.46557 12318 76768 02665</decimal_expansion>
    <rational>false</rational>
    <algebraic>true</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Liouville's constant</name>
    <symbol>L</symbol>
    <value>0.110001</value>
    <decimal_expansion>0.11000 10000 00000 00000 0001</decimal_expansion>
    <year_text>Before 1844</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Universal parabolic constant</name>
    <symbol>P</symbol>
    <value>2.295587149392638</value>
    <decimal_expansion>2.29558 71493 92638 07403</decimal_expansion>
    <year_text>Before 1891</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Gelfond–Schneider constant</name>
    <symbol>2^(√2)</symbol>
    <value>2.665144142690225</value>
    <decimal_expansion>2.66514 41426 90225 18865</decimal_expansion>
    <year_text>Before 1902</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Gompertz constant</name>
    <symbol>δ</symbol>
    <value>0.5963473623231941</value>
    <decimal_expansion>0.59634 73623 23194 07434</decimal_expansion>
    <year_text>Before 1948</year_text>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Van der Pauw constant</name>
    <symbol>π/ln2</symbol>
    <value>4.532360141827194</value>
    <decimal_expansion>4.53236 01418 27193 80962</decimal_expansion>
    <year_text>Before 1958</year_text>
    <rational>false</rational>
  </row>
  <row>
    <name>Magic angle</name>
    <symbol>θₘ</symbol>
    <value>0.9553166181245093</value>
    <decimal_expansion>0.95531 66181 245092 78163</decimal_expansion>
    <year_text>Before 1959</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <period>true</period>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Artin's constant</name>
    <symbol>C_Artin</symbol>
    <value>0.37395581361920227</value>
    <decimal_expansion>0.37395 58136 19202 28805</decimal_expansion>
    <year_text>Before 1961</year_text>
  </row>
  <row>
    <name>Weierstrass constant</name>
    <value>0.47494937998792064</value>
    <decimal_expansion>0.47494 93799 87920 65033</decimal_expansion>
    <year_text>Before 1978</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
  </row>
  <row>
    <name>Beam detection constant</name>
    <symbol>L</symbol>
    <decimal_expansion>3.1415926535 ≤ L ≤ 4.7998</decimal_expansion>
    <year_text>Before 1980</year_text>
  </row>
  <row>
    <name>Natural density constant of abundant numbers</name>
    <symbol>d_A</symbol>
    <decimal_expansion>0.2476171 &lt; dA &lt; 0.2476475</decimal_expansion>
    <year_text>Before 1998</year_text>
  </row>
  <row>
    <name>Logarithmic capacity of the unit disk</name>
    <value>0.5901702995080481</value>
    <decimal_expansion>0.59017 02995 08048 11302</decimal_expansion>
    <year_text>Before 2003</year_text>
    <rational>false</rational>
    <algebraic>false</algebraic>
    <exponential_period>true</exponential_period>
  </row>
  <row>
    <name>Taniguchi constant</name>
    <symbol>C_T</symbol>
    <value>0.6782344919173919</value>
    <decimal_expansion>0.67823 44919 17391 97803</decimal_expansion>
    <year_text>Before 2005</year_text>
  </row>
</dataset>
