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(graphs examples)
Line 122: Line 122:
 
Display with image handler:
 
Display with image handler:
 
[[File:Mersenne.csv|legend_title=Mersenne primes,x_type=no,x_title= ,x_unit=No.,y_type=no,y_title= ,y_unit=n value]]
 
[[File:Mersenne.csv|legend_title=Mersenne primes,x_type=no,x_title= ,x_unit=No.,y_type=no,y_title= ,y_unit=n value]]
 +
}}
 +
 +
{{Box|hide=false|title=Examples for graphs extension|content=
 +
Using template [[:Template:PieChart|PieChart]]:
 +
{{PieChart|legend=Fruits|radius=125|values= [
 +
      {"x": "Peaches","y": 100},
 +
      {"x": "Plums","y": 32},
 +
      {"x": "Blueberries","y": 80},
 +
      {"x": "Strawberries","y": 46},
 +
      {"x": "Bananas","y": 41}
 +
    ]
 +
}}
 +
{{PieChart|legend=Fruits|radius=125|rangeliteral= ["red", "green","red","green","red","green","red","green","red","green"] |values= [
 +
      {"x": "perziken","y": 10},
 +
      {"x": "pruimen","y": 10},
 +
      {"x": "bessen","y": 10},
 +
      {"x": "aardbeien","y": 10},
 +
      {"x": "bananen","y": 10},
 +
      {"x": "peach","y": 10},
 +
      {"x": "plum","y": 10},
 +
      {"x": "blueberries","y": 10},
 +
      {"x": "strawberries","y": 10},
 +
      {"x": "bananas","y": 10}
 +
    ]
 +
}}
 +
 +
Using <nowiki><graph></nowiki>-tag directly:
 +
<graph>{
 +
  "version": 2,
 +
  "height": 160,
 +
  "width": 160,
 +
  "legends": [{"title": "Fruits","fill": "color"}],
 +
  "padding": "auto",
 +
  "data": [
 +
    {
 +
      "name": "table",
 +
      "values": [
 +
        {"x": "peach","y": 100,"z": 2},
 +
        {"x": "plums","y": 32,"z": 4},
 +
        {"x": "bluebe","y": 180,"z": 3},
 +
        {"x": "strawb","y": 46,"z": 7},
 +
        {"x": "banan","y": 21,"z": 5}
 +
      ]
 +
    }
 +
  ],
 +
  "scales": [
 +
    {
 +
      "name": "color",
 +
      "range": "category20",
 +
      "domain": {"data": "table","field": "x"},
 +
      "type": "ordinal"
 +
    }
 +
  ],
 +
  "marks": [
 +
    {
 +
      "type": "arc",
 +
      "from": {
 +
        "data": "table",
 +
        "transform": [{"field": "y","type": "pie"}]
 +
      },
 +
      "properties": {
 +
        "enter": {
 +
          "innerRadius": {"value": 100},
 +
          "stroke": {"value": "white"},
 +
          "startAngle": {"field": "layout_start"},
 +
          "outerRadius": {"value": 150},
 +
          "endAngle": {"field": "layout_end"},
 +
          "fill": {"field": "x","scale": "color"}
 +
        }
 +
      }
 +
    },
 +
    {
 +
      "type": "arc",
 +
      "from": {
 +
        "data": "table",
 +
        "transform": [{"field": "z","type": "pie"}]
 +
      },
 +
      "properties": {
 +
        "enter": {
 +
          "innerRadius": {"value": 40},
 +
          "stroke": {"value": "white"},
 +
          "startAngle": {"field": "layout_start"},
 +
          "outerRadius": {"value": 90},
 +
          "endAngle": {"field": "layout_end"},
 +
          "fill": {"field": "x","scale": "color"}
 +
        }
 +
      }
 +
    }
 +
  ]
 +
}</graph>
 +
 +
<graph>{
 +
  "version": 2,
 +
  "width": 150,
 +
  "height": 150,
 +
  "legends": [{"title": "Fruits","fill": "color"}],
 +
  "data": [
 +
{
 +
  "name": "table",
 +
  "values": [
 +
    {"year": "2010","category": "Berries","value": 10},
 +
    {"year": "2010","category": "Plums","value": 12},
 +
    {"year": "2010","category": "Oranges","value": 3},
 +
    {"year": "2010","category": "Apples","value": 7},
 +
    {"year": "2015","category": "Berries","value": 8},
 +
    {"year": "2015","category": "Plums","value": 4},
 +
    {"year": "2015","category": "Oranges","value": 5},
 +
    {"year": "2015","category": "Apples","value": 9}
 +
  ]
 +
}
 +
  ],
 +
  "scales": [
 +
{
 +
  "name": "radius",
 +
  "type": "ordinal",
 +
  "domain": {"data": "table","field": "year"},
 +
  "range": "height"
 +
},
 +
{
 +
  "name": "color",
 +
  "range": "category20",
 +
  "domain": {"data": "table","field": "category"},
 +
  "type": "ordinal"
 +
}
 +
  ],
 +
  "marks": [
 +
{
 +
  "type": "group",
 +
  "from": {
 +
    "data": "table",
 +
    "transform": [{"type": "facet","groupby": ["year"]}]
 +
  },
 +
  "marks": [
 +
    {
 +
      "name": "stacked pie",
 +
      "type": "arc",
 +
      "from": {"transform": [{"field": "value","type": "pie"}]},
 +
      "properties": {
 +
        "enter": {
 +
          "innerRadius": {
 +
            "scale": "radius",
 +
            "field": "year",
 +
            "offset": 25
 +
          },
 +
          "stroke": {"value": "white"},
 +
          "startAngle": {"field": "layout_start"},
 +
          "outerRadius": {
 +
            "scale": "radius",
 +
            "field": "year",
 +
            "offset": 75
 +
          },
 +
          "endAngle": {"field": "layout_end"},
 +
          "fill": {"field": "category","scale": "color"}
 +
        }
 +
      }
 +
    },
 +
    {
 +
      "type": "text",
 +
      "properties": {
 +
        "enter": {
 +
          "radius": {
 +
            "scale": "radius",
 +
            "field": "year",
 +
            "offset": 30
 +
          },
 +
          "theta": {"value":1.2},
 +
          "x": 100,
 +
          "y": 100,
 +
          "text": {"field": "year"},
 +
          "fill": {"value": "#eec"},
 +
          "fontSize": {"value": 18}
 +
        }
 +
      }
 +
    }
 +
  ]
 +
}
 +
  ]
 +
}</graph>
 +
 +
<graph>
 +
{
 +
  "version": 2, "width": 400, "height": 200,
 +
  "padding": {"top": 10, "left": 30, "bottom": 30, "right": 10},
 +
  "data": [
 +
    {
 +
      "name": "table",
 +
      "values": [
 +
        {"x": 1,  "y": 28}, {"x": 2,  "y": 55},
 +
        {"x": 3,  "y": 43}, {"x": 4,  "y": 91},
 +
        {"x": 5,  "y": 81}, {"x": 6,  "y": 53},
 +
        {"x": 7,  "y": 19}, {"x": 8,  "y": 87},
 +
        {"x": 9,  "y": 52}, {"x": 10, "y": 48},
 +
        {"x": 11, "y": 24}, {"x": 12, "y": 49},
 +
        {"x": 13, "y": 87}, {"x": 14, "y": 66},
 +
        {"x": 15, "y": 17}, {"x": 16, "y": 27},
 +
        {"x": 17, "y": 68}, {"x": 18, "y": 16},
 +
        {"x": 19, "y": 49}, {"x": 20, "y": 15}
 +
      ]
 +
    }
 +
  ],
 +
  "scales": [
 +
    {
 +
      "name": "x",
 +
      "type": "ordinal",
 +
      "range": "width",
 +
      "domain": {"data": "table", "field": "x"}
 +
    },
 +
    {
 +
      "name": "y",
 +
      "range": "height",
 +
      "nice": true,
 +
      "domain": {"data": "table", "field": "y"}
 +
    }
 +
  ],
 +
  "axes": [
 +
    {"type": "x", "scale": "x"},
 +
    {"type": "y", "scale": "y"}
 +
  ],
 +
  "marks": [
 +
    {
 +
      "type": "rect",
 +
      "from": {"data": "table"},
 +
      "properties": {
 +
        "enter": {
 +
          "x": {"scale": "x", "field": "x"},
 +
          "width": {"scale": "x", "band": true, "offset": -1},
 +
          "y": {"scale": "y", "field": "y"},
 +
          "y2": {"scale": "y", "value": 0}
 +
        },
 +
        "update": {
 +
          "fill": {"value": "steelblue"}
 +
        },
 +
        "hover": {
 +
          "fill": {"value": "red"}
 +
        }
 +
      }
 +
    }
 +
  ]
 +
}</graph>
 +
 +
 +
Some other demo graphs are shown [https://www.mediawiki.org/wiki/Extension:Graph/Demo here].
 
}}
 
}}

Revision as of 20:33, 2 January 2019

Language: English  • Deutsch
Here is a Wiki for primes and related topics, still under construction.


Examples in math (LaTeX) notation
<math>N \supset \mathbb P = \{ p_n \mid n \in N \}</math>
[math]\displaystyle{ N \supset \mathbb P = \{ p_n \mid n \in N \} }[/math]
<math>\sideset{_1^2}{_3^4}\prod_a^b</math>
[math]\displaystyle{ \sideset{_1^2}{_3^4}\prod_a^b }[/math]
<math>\iiiint\limits_{F} \, dx\,dy\,dz\,dt</math>
[math]\displaystyle{ \iiiint\limits_{F} \, dx\,dy\,dz\,dt }[/math]
<math>f(n) =
\begin{cases}
  n/2, & \mbox{if }n\mbox{ is even} \\
  3n+1, & \mbox{if }n\mbox{ is odd}
\end{cases}</math>
[math]\displaystyle{ f(n) = \begin{cases} n/2, & \mbox{if }n\mbox{ is even} \\ 3n+1, & \mbox{if }n\mbox{ is odd} \end{cases} }[/math]
<math>\sum_{i=1}^\infty \frac{1}{p_i} = \frac{1}{2} + \frac{1}{3} + \frac{1}{5} + \frac{1}{7} + \frac{1}{11} + \dotsb = \infty</math>
[math]\displaystyle{ \sum_{i=1}^\infty \frac{1}{p_i} = \frac{1}{2} + \frac{1}{3} + \frac{1}{5} + \frac{1}{7} + \frac{1}{11} + \dotsb = \infty }[/math]
<math>\pi(1)=0\ ;\ \pi(10) = 4\ ;\ \pi(100) = 25\ ;\ \pi(1000) = 168; \ \pi(1000000)=78498</math>
[math]\displaystyle{ \pi(1)=0\ ;\ \pi(10) = 4\ ;\ \pi(100) = 25\ ;\ \pi(1000) = 168; \ \pi(1000000)=78498 }[/math]
Example of page categorizations
▼ !TopLevel‎ (19 C)
▼ Babel - Users by language‎ (8 C)
▼ User de‎ (2 C, 2 P)
► User de-1‎ (1 P)
no subcategories
► User de-N‎ (1 P)
no subcategories
▼ User en‎ (4 C, 7 P)
► User en-1‎ (empty)
no subcategories
► User en-3‎ (2 P)
no subcategories
► User en-5‎ (2 P)
no subcategories
► User en-N‎ (3 P)
no subcategories
▼ User eo‎ (1 C, 1 P)
► User eo-1‎ (1 P)
no subcategories
▼ User es‎ (1 C, 2 P)
► User es-1‎ (2 P)
no subcategories
▼ User fr‎ (1 C, 2 P)
► User fr-1‎ (2 P)
no subcategories
▼ User ru‎ (1 C, 2 P)
► User ru-N‎ (2 P)
no subcategories
▼ User uk‎ (1 C, 1 P)
► User uk-N‎ (1 P)
no subcategories
▼ User zh‎ (1 C, 1 P)
► User zh-1‎ (1 P)
no subcategories
▼ Files‎ (6 C, 1 F)
► CSV‎ (40 F)
no subcategories
► Images‎ (1 F)
no subcategories
► PDF‎ (3 F)
no subcategories
► Sieves‎ (37 F)
no subcategories
► SVG‎ (1 F)
no subcategories
▼ Wiki Images‎ (1 C, 10 F)
► Local copies of off-site favicons‎ (2 F)
no subcategories
▼ Frequently asked questions‎ (4 C, 3 P)
► General FAQ‎ (1 P)
no subcategories
► Hardware FAQ‎ (1 P)
no subcategories
► Math FAQ‎ (empty)
no subcategories
► Project FAQ‎ (1 P)
no subcategories
► Hardware‎ (22 P)
no subcategories
► Help‎ (18 P)
no subcategories
▼ Maintenance‎ (4 C, 1 P)
► DeleteMe‎ (1 P, 6 F)
no subcategories
► Missing XCount‎ (empty)
no subcategories
► Pages with broken file links‎ (14 P)
no subcategories
► Wrong XCount‎ (empty)
no subcategories
▼ Math‎ (7 C, 39 P)
▼ Algorithms‎ (2 C, 3 P)
► Error checking‎ (3 P)
no subcategories
▼ Primality tests‎ (3 C, 2 P)
► Deterministic primality tests‎ (7 P)
no subcategories
► Primality testing program‎ (6 P)
no subcategories
► Probabilistic primality tests‎ (2 P)
no subcategories
▼ Conjectures‎ (1 C, 2 P)
▼ Riesel prime conjectures‎ (1 C, 6 P)
▼ Riesel 2 Conjectures‎ (5 C)
► Riesel problem 1‎ (43 P)
► Riesel problem 2‎ (24 P)
► Riesel problem 3‎ (4 P)
► Riesel problem 4‎ (2 P)
► Riesel problem real 1‎ (23 P)
▼ Factorization‎ (1 C, 15 P)
► Factoring program‎ (7 P)
no subcategories
▼ Functions‎ (1 C, 4 P)
▼ Operations‎ (1 C, 5 P)
► Multiplication‎ (3 P)
no subcategories
► Geometry‎ (4 P)
no subcategories
► Number systems‎ (6 P)
no subcategories
► Theorems‎ (1 P)
no subcategories
▼ Number‎ (7 C, 23 P)
► Aliquot sequence‎ (2 P)
no subcategories
▼ Generalized Fermat number‎ (12 C, 3 P)
► GF Divisors‎ (1,432 P)
no subcategories
▼ Generalized Fermat number 2‎ (1 C)
▼ Generalized Fermat number 2 1‎ (14 C, 2 P)
► Generalized Fermat number 2 1 Divs‎ (189 P)
► Generalized Fermat number 2 1 Nums‎ (152 P)
► Generalized Fermat number diffs 2 1 2‎ (100 P)
► Generalized Fermat number diffs 2 1 3‎ (49 P)
► Generalized Fermat number diffs 2 1 4‎ (18 P)
► Generalized Fermat number diffs 2 1 5‎ (8 P)
► Generalized Fermat number diffs 2 1 6‎ (5 P)
► Generalized Fermat number diffs 2 1 7‎ (2 P)
► Generalized Fermat number diffs 2 1 8‎ (2 P)
► Generalized Fermat number diffs 2 1 9‎ (1 P)
► Generalized Fermat number diffs 2 1 10‎ (2 P)
► Generalized Fermat number diffs 2 1 11‎ (1 P)
► Generalized Fermat number diffs 2 1 12‎ (1 P)
► Generalized Fermat number diffs 2 1 14‎ (empty)
▼ Generalized Fermat number 3‎ (2 C)
▼ Generalized Fermat number 3 1‎ (14 C, 2 P)
► Generalized Fermat number 3 1 Divs‎ (121 P)
► Generalized Fermat number 3 1 Nums‎ (15 P)
► Generalized Fermat number diffs 3 1 1‎ (46 P)
► Generalized Fermat number diffs 3 1 2‎ (23 P)
► Generalized Fermat number diffs 3 1 3‎ (18 P)
► Generalized Fermat number diffs 3 1 4‎ (16 P)
► Generalized Fermat number diffs 3 1 5‎ (6 P)
► Generalized Fermat number diffs 3 1 6‎ (7 P)
► Generalized Fermat number diffs 3 1 7‎ (2 P)
► Generalized Fermat number diffs 3 1 8‎ (1 P)
► Generalized Fermat number diffs 3 1 9‎ (1 P)
► Generalized Fermat number diffs 3 1 10‎ (empty)
► Generalized Fermat number diffs 3 1 11‎ (1 P)
► Generalized Fermat number diffs 3 1 12‎ (empty)
▼ Generalized Fermat number 3 2‎ (9 C)
► Generalized Fermat number 3 2 Divs‎ (86 P)
► Generalized Fermat number 3 2 Nums‎ (7 P)
► Generalized Fermat number diffs 3 2 1‎ (39 P)
► Generalized Fermat number diffs 3 2 2‎ (17 P)
► Generalized Fermat number diffs 3 2 3‎ (19 P)
► Generalized Fermat number diffs 3 2 4‎ (7 P)
► Generalized Fermat number diffs 3 2 5‎ (2 P)
► Generalized Fermat number diffs 3 2 6‎ (1 P)
► Generalized Fermat number diffs 3 2 7‎ (1 P)
▼ Generalized Fermat number 4‎ (1 C)
▼ Generalized Fermat number 4 3‎ (9 C)
► Generalized Fermat number 4 3 Divs‎ (65 P)
► Generalized Fermat number 4 3 Nums‎ (5 P)
► Generalized Fermat number diffs 4 3 1‎ (26 P)
► Generalized Fermat number diffs 4 3 2‎ (18 P)
► Generalized Fermat number diffs 4 3 3‎ (8 P)
► Generalized Fermat number diffs 4 3 4‎ (9 P)
► Generalized Fermat number diffs 4 3 5‎ (3 P)
► Generalized Fermat number diffs 4 3 6‎ (1 P)
► Generalized Fermat number diffs 4 3 7‎ (empty)
▼ Generalized Fermat number 5‎ (4 C)
▼ Generalized Fermat number 5 1‎ (13 C)
► Generalized Fermat number 5 1 Divs‎ (115 P)
► Generalized Fermat number 5 1 Nums‎ (9 P)
► Generalized Fermat number diffs 5 1 1‎ (57 P)
► Generalized Fermat number diffs 5 1 2‎ (32 P)
► Generalized Fermat number diffs 5 1 3‎ (11 P)
► Generalized Fermat number diffs 5 1 4‎ (3 P)
► Generalized Fermat number diffs 5 1 5‎ (5 P)
► Generalized Fermat number diffs 5 1 6‎ (2 P)
► Generalized Fermat number diffs 5 1 7‎ (1 P)
► Generalized Fermat number diffs 5 1 8‎ (1 P)
► Generalized Fermat number diffs 5 1 10‎ (1 P)
► Generalized Fermat number diffs 5 1 12‎ (1 P)
► Generalized Fermat number diffs 5 1 13‎ (1 P)
▼ Generalized Fermat number 5 2‎ (11 C)
► Generalized Fermat number 5 2 Divs‎ (106 P)
► Generalized Fermat number 5 2 Nums‎ (6 P)
► Generalized Fermat number diffs 5 2 1‎ (55 P)
► Generalized Fermat number diffs 5 2 2‎ (13 P)
► Generalized Fermat number diffs 5 2 3‎ (18 P)
► Generalized Fermat number diffs 5 2 4‎ (10 P)
► Generalized Fermat number diffs 5 2 5‎ (3 P)
► Generalized Fermat number diffs 5 2 6‎ (4 P)
► Generalized Fermat number diffs 5 2 7‎ (empty)
► Generalized Fermat number diffs 5 2 9‎ (2 P)
► Generalized Fermat number diffs 5 2 12‎ (1 P)
▼ Generalized Fermat number 5 3‎ (10 C)
► Generalized Fermat number 5 3 Divs‎ (86 P)
► Generalized Fermat number 5 3 Nums‎ (5 P)
► Generalized Fermat number diffs 5 3 1‎ (52 P)
► Generalized Fermat number diffs 5 3 2‎ (17 P)
► Generalized Fermat number diffs 5 3 3‎ (9 P)
► Generalized Fermat number diffs 5 3 4‎ (2 P)
► Generalized Fermat number diffs 5 3 5‎ (4 P)
► Generalized Fermat number diffs 5 3 6‎ (1 P)
► Generalized Fermat number diffs 5 3 7‎ (empty)
► Generalized Fermat number diffs 5 3 9‎ (1 P)
▼ Generalized Fermat number 5 4‎ (10 C)
► Generalized Fermat number 5 4 Divs‎ (86 P)
► Generalized Fermat number 5 4 Nums‎ (6 P)
► Generalized Fermat number diffs 5 4 1‎ (49 P)
► Generalized Fermat number diffs 5 4 2‎ (17 P)
► Generalized Fermat number diffs 5 4 3‎ (13 P)
► Generalized Fermat number diffs 5 4 4‎ (4 P)
► Generalized Fermat number diffs 5 4 5‎ (empty)
► Generalized Fermat number diffs 5 4 6‎ (2 P)
► Generalized Fermat number diffs 5 4 7‎ (empty)
► Generalized Fermat number diffs 5 4 17‎ (1 P)
▼ Generalized Fermat number 6‎ (2 C)
▼ Generalized Fermat number 6 1‎ (10 C)
► Generalized Fermat number 6 1 Divs‎ (78 P)
► Generalized Fermat number 6 1 Nums‎ (9 P)
► Generalized Fermat number diffs 6 1 1‎ (38 P)
► Generalized Fermat number diffs 6 1 2‎ (11 P)
► Generalized Fermat number diffs 6 1 3‎ (10 P)
► Generalized Fermat number diffs 6 1 4‎ (3 P)
► Generalized Fermat number diffs 6 1 5‎ (6 P)
► Generalized Fermat number diffs 6 1 6‎ (6 P)
► Generalized Fermat number diffs 6 1 7‎ (1 P)
► Generalized Fermat number diffs 6 1 9‎ (3 P)
▼ Generalized Fermat number 6 5‎ (9 C)
► Generalized Fermat number 6 5 Divs‎ (81 P)
► Generalized Fermat number 6 5 Nums‎ (6 P)
► Generalized Fermat number diffs 6 5 1‎ (56 P)
► Generalized Fermat number diffs 6 5 2‎ (11 P)
► Generalized Fermat number diffs 6 5 3‎ (7 P)
► Generalized Fermat number diffs 6 5 4‎ (3 P)
► Generalized Fermat number diffs 6 5 5‎ (1 P)
► Generalized Fermat number diffs 6 5 6‎ (2 P)
► Generalized Fermat number diffs 6 5 7‎ (1 P)
▼ Generalized Fermat number 7‎ (6 C)
▼ Generalized Fermat number 7 1‎ (11 C)
► Generalized Fermat number 7 1 Divs‎ (89 P)
► Generalized Fermat number 7 1 Nums‎ (8 P)
► Generalized Fermat number diffs 7 1 1‎ (42 P)
► Generalized Fermat number diffs 7 1 2‎ (21 P)
► Generalized Fermat number diffs 7 1 3‎ (12 P)
► Generalized Fermat number diffs 7 1 4‎ (4 P)
► Generalized Fermat number diffs 7 1 5‎ (1 P)
► Generalized Fermat number diffs 7 1 6‎ (5 P)
► Generalized Fermat number diffs 7 1 7‎ (1 P)
► Generalized Fermat number diffs 7 1 8‎ (1 P)
► Generalized Fermat number diffs 7 1 10‎ (2 P)
▼ Generalized Fermat number 7 2‎ (12 C)
► Generalized Fermat number 7 2 Divs‎ (63 P)
► Generalized Fermat number 7 2 Nums‎ (5 P)
► Generalized Fermat number diffs 7 2 1‎ (29 P)
► Generalized Fermat number diffs 7 2 2‎ (16 P)
► Generalized Fermat number diffs 7 2 3‎ (8 P)
► Generalized Fermat number diffs 7 2 4‎ (2 P)
► Generalized Fermat number diffs 7 2 5‎ (2 P)
► Generalized Fermat number diffs 7 2 6‎ (3 P)
► Generalized Fermat number diffs 7 2 7‎ (empty)
► Generalized Fermat number diffs 7 2 8‎ (1 P)
► Generalized Fermat number diffs 7 2 9‎ (1 P)
► Generalized Fermat number diffs 7 2 12‎ (1 P)
▼ Generalized Fermat number 7 3‎ (9 C)
► Generalized Fermat number 7 3 Divs‎ (79 P)
► Generalized Fermat number 7 3 Nums‎ (5 P)
► Generalized Fermat number diffs 7 3 1‎ (37 P)
► Generalized Fermat number diffs 7 3 2‎ (24 P)
► Generalized Fermat number diffs 7 3 3‎ (10 P)
► Generalized Fermat number diffs 7 3 4‎ (6 P)
► Generalized Fermat number diffs 7 3 5‎ (2 P)
► Generalized Fermat number diffs 7 3 6‎ (empty)
► Generalized Fermat number diffs 7 3 7‎ (empty)
▼ Generalized Fermat number 7 4‎ (10 C)
► Generalized Fermat number 7 4 Divs‎ (104 P)
► Generalized Fermat number 7 4 Nums‎ (9 P)
► Generalized Fermat number diffs 7 4 1‎ (34 P)
► Generalized Fermat number diffs 7 4 2‎ (27 P)
► Generalized Fermat number diffs 7 4 3‎ (15 P)
► Generalized Fermat number diffs 7 4 4‎ (15 P)
► Generalized Fermat number diffs 7 4 5‎ (8 P)
► Generalized Fermat number diffs 7 4 6‎ (3 P)
► Generalized Fermat number diffs 7 4 7‎ (1 P)
► Generalized Fermat number diffs 7 4 8‎ (1 P)
▼ Generalized Fermat number 7 5‎ (10 C)
► Generalized Fermat number 7 5 Divs‎ (82 P)
► Generalized Fermat number 7 5 Nums‎ (5 P)
► Generalized Fermat number diffs 7 5 1‎ (42 P)
► Generalized Fermat number diffs 7 5 2‎ (21 P)
► Generalized Fermat number diffs 7 5 3‎ (11 P)
► Generalized Fermat number diffs 7 5 4‎ (2 P)
► Generalized Fermat number diffs 7 5 5‎ (3 P)
► Generalized Fermat number diffs 7 5 6‎ (2 P)
► Generalized Fermat number diffs 7 5 7‎ (empty)
► Generalized Fermat number diffs 7 5 14‎ (1 P)
▼ Generalized Fermat number 7 6‎ (9 C)
► Generalized Fermat number 7 6 Divs‎ (71 P)
► Generalized Fermat number 7 6 Nums‎ (6 P)
► Generalized Fermat number diffs 7 6 1‎ (30 P)
► Generalized Fermat number diffs 7 6 2‎ (25 P)
► Generalized Fermat number diffs 7 6 3‎ (7 P)
► Generalized Fermat number diffs 7 6 4‎ (4 P)
► Generalized Fermat number diffs 7 6 5‎ (4 P)
► Generalized Fermat number diffs 7 6 6‎ (1 P)
► Generalized Fermat number diffs 7 6 7‎ (empty)
▼ Generalized Fermat number 8‎ (4 C)
▼ Generalized Fermat number 8 1‎ (9 C)
► Generalized Fermat number 8 1 Divs‎ (98 P)
► Generalized Fermat number 8 1 Nums‎ (8 P)
► Generalized Fermat number diffs 8 1 1‎ (empty)
► Generalized Fermat number diffs 8 1 2‎ (51 P)
► Generalized Fermat number diffs 8 1 3‎ (34 P)
► Generalized Fermat number diffs 8 1 4‎ (7 P)
► Generalized Fermat number diffs 8 1 5‎ (2 P)
► Generalized Fermat number diffs 8 1 6‎ (4 P)
► Generalized Fermat number diffs 8 1 7‎ (empty)
▼ Generalized Fermat number 8 3‎ (12 C)
► Generalized Fermat number 8 3 Divs‎ (105 P)
► Generalized Fermat number 8 3 Nums‎ (11 P)
► Generalized Fermat number diffs 8 3 1‎ (30 P)
► Generalized Fermat number diffs 8 3 2‎ (32 P)
► Generalized Fermat number diffs 8 3 3‎ (14 P)
► Generalized Fermat number diffs 8 3 4‎ (14 P)
► Generalized Fermat number diffs 8 3 5‎ (8 P)
► Generalized Fermat number diffs 8 3 6‎ (3 P)
► Generalized Fermat number diffs 8 3 7‎ (empty)
► Generalized Fermat number diffs 8 3 8‎ (2 P)
► Generalized Fermat number diffs 8 3 9‎ (1 P)
► Generalized Fermat number diffs 8 3 10‎ (1 P)
▼ Generalized Fermat number 8 5‎ (11 C)
► Generalized Fermat number 8 5 Divs‎ (103 P)
► Generalized Fermat number 8 5 Nums‎ (6 P)
► Generalized Fermat number diffs 8 5 1‎ (54 P)
► Generalized Fermat number diffs 8 5 2‎ (9 P)
► Generalized Fermat number diffs 8 5 3‎ (19 P)
► Generalized Fermat number diffs 8 5 4‎ (8 P)
► Generalized Fermat number diffs 8 5 5‎ (4 P)
► Generalized Fermat number diffs 8 5 6‎ (4 P)
► Generalized Fermat number diffs 8 5 7‎ (2 P)
► Generalized Fermat number diffs 8 5 8‎ (2 P)
► Generalized Fermat number diffs 8 5 12‎ (1 P)
▼ Generalized Fermat number 8 7‎ (10 C)
► Generalized Fermat number 8 7 Divs‎ (88 P)
► Generalized Fermat number 8 7 Nums‎ (5 P)
► Generalized Fermat number diffs 8 7 1‎ (35 P)
► Generalized Fermat number diffs 8 7 2‎ (32 P)
► Generalized Fermat number diffs 8 7 3‎ (9 P)
► Generalized Fermat number diffs 8 7 4‎ (6 P)
► Generalized Fermat number diffs 8 7 5‎ (3 P)
► Generalized Fermat number diffs 8 7 6‎ (2 P)
► Generalized Fermat number diffs 8 7 7‎ (empty)
► Generalized Fermat number diffs 8 7 10‎ (1 P)
▼ Generalized Fermat number 9‎ (4 C)
▼ Generalized Fermat number 9 2‎ (11 C)
► Generalized Fermat number 9 2 Divs‎ (67 P)
► Generalized Fermat number 9 2 Nums‎ (6 P)
► Generalized Fermat number diffs 9 2 1‎ (1 P)
► Generalized Fermat number diffs 9 2 2‎ (29 P)
► Generalized Fermat number diffs 9 2 3‎ (12 P)
► Generalized Fermat number diffs 9 2 4‎ (9 P)
► Generalized Fermat number diffs 9 2 5‎ (2 P)
► Generalized Fermat number diffs 9 2 6‎ (6 P)
► Generalized Fermat number diffs 9 2 7‎ (3 P)
► Generalized Fermat number diffs 9 2 8‎ (2 P)
► Generalized Fermat number diffs 9 2 9‎ (3 P)
▼ Generalized Fermat number 9 5‎ (9 C)
► Generalized Fermat number 9 5 Divs‎ (97 P)
► Generalized Fermat number 9 5 Nums‎ (8 P)
► Generalized Fermat number diffs 9 5 1‎ (49 P)
► Generalized Fermat number diffs 9 5 2‎ (28 P)
► Generalized Fermat number diffs 9 5 3‎ (7 P)
► Generalized Fermat number diffs 9 5 4‎ (4 P)
► Generalized Fermat number diffs 9 5 5‎ (5 P)
► Generalized Fermat number diffs 9 5 6‎ (2 P)
► Generalized Fermat number diffs 9 5 7‎ (2 P)
▼ Generalized Fermat number 9 7‎ (9 C)
► Generalized Fermat number 9 7 Divs‎ (89 P)
► Generalized Fermat number 9 7 Nums‎ (5 P)
► Generalized Fermat number diffs 9 7 1‎ (42 P)
► Generalized Fermat number diffs 9 7 2‎ (31 P)
► Generalized Fermat number diffs 9 7 3‎ (7 P)
► Generalized Fermat number diffs 9 7 4‎ (5 P)
► Generalized Fermat number diffs 9 7 5‎ (2 P)
► Generalized Fermat number diffs 9 7 6‎ (1 P)
► Generalized Fermat number diffs 9 7 7‎ (1 P)
▼ Generalized Fermat number 9 8‎ (10 C)
► Generalized Fermat number 9 8 Divs‎ (124 P)
► Generalized Fermat number 9 8 Nums‎ (6 P)
► Generalized Fermat number diffs 9 8 1‎ (2 P)
► Generalized Fermat number diffs 9 8 2‎ (59 P)
► Generalized Fermat number diffs 9 8 3‎ (25 P)
► Generalized Fermat number diffs 9 8 4‎ (17 P)
► Generalized Fermat number diffs 9 8 5‎ (11 P)
► Generalized Fermat number diffs 9 8 6‎ (4 P)
► Generalized Fermat number diffs 9 8 7‎ (3 P)
► Generalized Fermat number diffs 9 8 8‎ (3 P)
▼ Generalized Fermat number 10‎ (4 C)
▼ Generalized Fermat number 10 1‎ (10 C)
► Generalized Fermat number 10 1 Divs‎ (86 P)
► Generalized Fermat number 10 1 Nums‎ (8 P)
► Generalized Fermat number diffs 10 1 1‎ (51 P)
► Generalized Fermat number diffs 10 1 2‎ (10 P)
► Generalized Fermat number diffs 10 1 3‎ (10 P)
► Generalized Fermat number diffs 10 1 4‎ (4 P)
► Generalized Fermat number diffs 10 1 5‎ (7 P)
► Generalized Fermat number diffs 10 1 6‎ (2 P)
► Generalized Fermat number diffs 10 1 7‎ (1 P)
► Generalized Fermat number diffs 10 1 12‎ (1 P)
▼ Generalized Fermat number 10 3‎ (11 C)
► Generalized Fermat number 10 3 Divs‎ (74 P)
► Generalized Fermat number 10 3 Nums‎ (6 P)
► Generalized Fermat number diffs 10 3 1‎ (37 P)
► Generalized Fermat number diffs 10 3 2‎ (15 P)
► Generalized Fermat number diffs 10 3 3‎ (7 P)
► Generalized Fermat number diffs 10 3 4‎ (8 P)
► Generalized Fermat number diffs 10 3 5‎ (2 P)
► Generalized Fermat number diffs 10 3 6‎ (3 P)
► Generalized Fermat number diffs 10 3 7‎ (empty)
► Generalized Fermat number diffs 10 3 9‎ (1 P)
► Generalized Fermat number diffs 10 3 10‎ (1 P)
▼ Generalized Fermat number 10 7‎ (9 C)
► Generalized Fermat number 10 7 Divs‎ (76 P)
► Generalized Fermat number 10 7 Nums‎ (6 P)
► Generalized Fermat number diffs 10 7 1‎ (41 P)
► Generalized Fermat number diffs 10 7 2‎ (22 P)
► Generalized Fermat number diffs 10 7 3‎ (6 P)
► Generalized Fermat number diffs 10 7 4‎ (2 P)
► Generalized Fermat number diffs 10 7 5‎ (2 P)
► Generalized Fermat number diffs 10 7 6‎ (2 P)
► Generalized Fermat number diffs 10 7 7‎ (1 P)
▼ Generalized Fermat number 10 9‎ (9 C)
► Generalized Fermat number 10 9 Divs‎ (70 P)
► Generalized Fermat number 10 9 Nums‎ (7 P)
► Generalized Fermat number diffs 10 9 1‎ (42 P)
► Generalized Fermat number diffs 10 9 2‎ (13 P)
► Generalized Fermat number diffs 10 9 3‎ (9 P)
► Generalized Fermat number diffs 10 9 4‎ (5 P)
► Generalized Fermat number diffs 10 9 5‎ (empty)
► Generalized Fermat number diffs 10 9 6‎ (1 P)
► Generalized Fermat number diffs 10 9 7‎ (empty)
▼ Generalized Fermat number 11‎ (10 C)
▼ Generalized Fermat number 11 1‎ (10 C)
► Generalized Fermat number 11 1 Divs‎ (97 P)
► Generalized Fermat number 11 1 Nums‎ (6 P)
► Generalized Fermat number diffs 11 1 1‎ (52 P)
► Generalized Fermat number diffs 11 1 2‎ (18 P)
► Generalized Fermat number diffs 11 1 3‎ (16 P)
► Generalized Fermat number diffs 11 1 4‎ (7 P)
► Generalized Fermat number diffs 11 1 5‎ (2 P)
► Generalized Fermat number diffs 11 1 6‎ (1 P)
► Generalized Fermat number diffs 11 1 7‎ (empty)
► Generalized Fermat number diffs 11 1 10‎ (1 P)
▼ Generalized Fermat number 11 2‎ (12 C)
► Generalized Fermat number 11 2 Divs‎ (67 P)
► Generalized Fermat number 11 2 Nums‎ (5 P)
► Generalized Fermat number diffs 11 2 1‎ (30 P)
► Generalized Fermat number diffs 11 2 2‎ (13 P)
► Generalized Fermat number diffs 11 2 3‎ (11 P)
► Generalized Fermat number diffs 11 2 4‎ (5 P)
► Generalized Fermat number diffs 11 2 5‎ (3 P)
► Generalized Fermat number diffs 11 2 6‎ (empty)
► Generalized Fermat number diffs 11 2 7‎ (2 P)
► Generalized Fermat number diffs 11 2 8‎ (1 P)
► Generalized Fermat number diffs 11 2 9‎ (1 P)
► Generalized Fermat number diffs 11 2 13‎ (1 P)
▼ Generalized Fermat number 11 3‎ (10 C)
► Generalized Fermat number 11 3 Divs‎ (79 P)
► Generalized Fermat number 11 3 Nums‎ (9 P)
► Generalized Fermat number diffs 11 3 1‎ (40 P)
► Generalized Fermat number diffs 11 3 2‎ (18 P)
► Generalized Fermat number diffs 11 3 3‎ (6 P)
► Generalized Fermat number diffs 11 3 4‎ (8 P)
► Generalized Fermat number diffs 11 3 5‎ (4 P)
► Generalized Fermat number diffs 11 3 6‎ (1 P)
► Generalized Fermat number diffs 11 3 7‎ (1 P)
► Generalized Fermat number diffs 11 3 8‎ (1 P)
▼ Generalized Fermat number 11 4‎ (10 C)
► Generalized Fermat number 11 4 Divs‎ (100 P)
► Generalized Fermat number 11 4 Nums‎ (8 P)
► Generalized Fermat number diffs 11 4 1‎ (56 P)
► Generalized Fermat number diffs 11 4 2‎ (20 P)
► Generalized Fermat number diffs 11 4 3‎ (15 P)
► Generalized Fermat number diffs 11 4 4‎ (3 P)
► Generalized Fermat number diffs 11 4 5‎ (3 P)
► Generalized Fermat number diffs 11 4 6‎ (empty)
► Generalized Fermat number diffs 11 4 7‎ (2 P)
► Generalized Fermat number diffs 11 4 10‎ (1 P)
▼ Generalized Fermat number 11 5‎ (9 C)
► Generalized Fermat number 11 5 Divs‎ (75 P)
► Generalized Fermat number 11 5 Nums‎ (6 P)
► Generalized Fermat number diffs 11 5 1‎ (46 P)
► Generalized Fermat number diffs 11 5 2‎ (16 P)
► Generalized Fermat number diffs 11 5 3‎ (7 P)
► Generalized Fermat number diffs 11 5 4‎ (4 P)
► Generalized Fermat number diffs 11 5 5‎ (2 P)
► Generalized Fermat number diffs 11 5 6‎ (empty)
► Generalized Fermat number diffs 11 5 7‎ (empty)
▼ Generalized Fermat number 11 6‎ (9 C)
► Generalized Fermat number 11 6 Divs‎ (73 P)
► Generalized Fermat number 11 6 Nums‎ (5 P)
► Generalized Fermat number diffs 11 6 1‎ (43 P)
► Generalized Fermat number diffs 11 6 2‎ (15 P)
► Generalized Fermat number diffs 11 6 3‎ (12 P)
► Generalized Fermat number diffs 11 6 4‎ (2 P)
► Generalized Fermat number diffs 11 6 5‎ (empty)
► Generalized Fermat number diffs 11 6 6‎ (empty)
► Generalized Fermat number diffs 11 6 7‎ (1 P)
▼ Generalized Fermat number 11 7‎ (10 C)
► Generalized Fermat number 11 7 Divs‎ (74 P)
► Generalized Fermat number 11 7 Nums‎ (6 P)
► Generalized Fermat number diffs 11 7 1‎ (42 P)
► Generalized Fermat number diffs 11 7 2‎ (17 P)
► Generalized Fermat number diffs 11 7 3‎ (10 P)
► Generalized Fermat number diffs 11 7 4‎ (2 P)
► Generalized Fermat number diffs 11 7 5‎ (1 P)
► Generalized Fermat number diffs 11 7 6‎ (1 P)
► Generalized Fermat number diffs 11 7 7‎ (empty)
► Generalized Fermat number diffs 11 7 10‎ (1 P)
▼ Generalized Fermat number 11 8‎ (10 C)
► Generalized Fermat number 11 8 Divs‎ (95 P)
► Generalized Fermat number 11 8 Nums‎ (9 P)
► Generalized Fermat number diffs 11 8 1‎ (45 P)
► Generalized Fermat number diffs 11 8 2‎ (26 P)
► Generalized Fermat number diffs 11 8 3‎ (11 P)
► Generalized Fermat number diffs 11 8 4‎ (6 P)
► Generalized Fermat number diffs 11 8 5‎ (1 P)
► Generalized Fermat number diffs 11 8 6‎ (2 P)
► Generalized Fermat number diffs 11 8 7‎ (3 P)
► Generalized Fermat number diffs 11 8 11‎ (1 P)
▼ Generalized Fermat number 11 9‎ (11 C)
► Generalized Fermat number 11 9 Divs‎ (82 P)
► Generalized Fermat number 11 9 Nums‎ (8 P)
► Generalized Fermat number diffs 11 9 1‎ (43 P)
► Generalized Fermat number diffs 11 9 2‎ (21 P)
► Generalized Fermat number diffs 11 9 3‎ (6 P)
► Generalized Fermat number diffs 11 9 4‎ (5 P)
► Generalized Fermat number diffs 11 9 5‎ (4 P)
► Generalized Fermat number diffs 11 9 6‎ (empty)
► Generalized Fermat number diffs 11 9 7‎ (1 P)
► Generalized Fermat number diffs 11 9 8‎ (1 P)
► Generalized Fermat number diffs 11 9 10‎ (1 P)
▼ Generalized Fermat number 11 10‎ (10 C)
► Generalized Fermat number 11 10 Divs‎ (82 P)
► Generalized Fermat number 11 10 Nums‎ (7 P)
► Generalized Fermat number diffs 11 10 1‎ (35 P)
► Generalized Fermat number diffs 11 10 2‎ (22 P)
► Generalized Fermat number diffs 11 10 3‎ (13 P)
► Generalized Fermat number diffs 11 10 4‎ (7 P)
► Generalized Fermat number diffs 11 10 5‎ (2 P)
► Generalized Fermat number diffs 11 10 6‎ (2 P)
► Generalized Fermat number diffs 11 10 7‎ (empty)
► Generalized Fermat number diffs 11 10 9‎ (1 P)
▼ Generalized Fermat number 12‎ (4 C)
▼ Generalized Fermat number 12 1‎ (9 C)
► Generalized Fermat number 12 1 Divs‎ (96 P)
► Generalized Fermat number 12 1 Nums‎ (7 P)
► Generalized Fermat number diffs 12 1 1‎ (47 P)
► Generalized Fermat number diffs 12 1 2‎ (22 P)
► Generalized Fermat number diffs 12 1 3‎ (16 P)
► Generalized Fermat number diffs 12 1 4‎ (6 P)
► Generalized Fermat number diffs 12 1 5‎ (3 P)
► Generalized Fermat number diffs 12 1 6‎ (empty)
► Generalized Fermat number diffs 12 1 7‎ (2 P)
▼ Generalized Fermat number 12 5‎ (10 C)
► Generalized Fermat number 12 5 Divs‎ (73 P)
► Generalized Fermat number 12 5 Nums‎ (6 P)
► Generalized Fermat number diffs 12 5 1‎ (43 P)
► Generalized Fermat number diffs 12 5 2‎ (20 P)
► Generalized Fermat number diffs 12 5 3‎ (4 P)
► Generalized Fermat number diffs 12 5 4‎ (3 P)
► Generalized Fermat number diffs 12 5 5‎ (2 P)
► Generalized Fermat number diffs 12 5 6‎ (empty)
► Generalized Fermat number diffs 12 5 7‎ (empty)
► Generalized Fermat number diffs 12 5 10‎ (1 P)
▼ Generalized Fermat number 12 7‎ (10 C)
► Generalized Fermat number 12 7 Divs‎ (73 P)
► Generalized Fermat number 12 7 Nums‎ (7 P)
► Generalized Fermat number diffs 12 7 1‎ (31 P)
► Generalized Fermat number diffs 12 7 2‎ (23 P)
► Generalized Fermat number diffs 12 7 3‎ (7 P)
► Generalized Fermat number diffs 12 7 4‎ (5 P)
► Generalized Fermat number diffs 12 7 5‎ (4 P)
► Generalized Fermat number diffs 12 7 6‎ (2 P)
► Generalized Fermat number diffs 12 7 7‎ (empty)
► Generalized Fermat number diffs 12 7 9‎ (1 P)
▼ Generalized Fermat number 12 11‎ (10 C)
► Generalized Fermat number 12 11 Divs‎ (102 P)
► Generalized Fermat number 12 11 Nums‎ (6 P)
► Generalized Fermat number diffs 12 11 1‎ (61 P)
► Generalized Fermat number diffs 12 11 2‎ (22 P)
► Generalized Fermat number diffs 12 11 3‎ (10 P)
► Generalized Fermat number diffs 12 11 4‎ (4 P)
► Generalized Fermat number diffs 12 11 5‎ (3 P)
► Generalized Fermat number diffs 12 11 6‎ (1 P)
► Generalized Fermat number diffs 12 11 7‎ (empty)
► Generalized Fermat number diffs 12 11 10‎ (1 P)
► Generalized Repunit‎ (3 P)
no subcategories
► Homogeneous Cunningham numbers‎ (1 P)
no subcategories
► Long number‎ (15 P)
no subcategories
► Number systems‎ (6 P)
no subcategories
▼ Prime‎ (9 C, 11 P)
▼ Carol-Kynea prime‎ (4 C, 386 P)
► Carol-Kynea power-of‎ (22 P)
no subcategories
► Carol-Kynea without both‎ (1 P)
no subcategories
► Carol-Kynea without Carol‎ (62 P)
no subcategories
► Carol-Kynea without Kynea‎ (61 P)
no subcategories
▼ Cullen prime‎ (3 C, 236 P)
► Cullen prime without‎ (37 P)
no subcategories
► Cullen prime M‎ (1 P)
no subcategories
► Cullen prime P‎ (1 P)
no subcategories
▼ Leyland prime‎ (2 C, 1 P)
▼ Leyland prime M‎ (2 C, 1 P)
► Leyland prime M proven‎ (1 P)
► Leyland prime M PRP‎ (empty)
▼ Leyland prime P‎ (2 C, 1,816 P)
► Leyland prime P proven‎ (307 P)
► Leyland prime P PRP‎ (1,507 P)
► Mersenne prime‎ (54 P)
no subcategories
▼ Proth prime‎ (14 C, 3 P)
▼ Proth 2‎ (23 C, 199 P)
► Proth 2 1-300‎ (42 P)
► Proth 2 300-2000‎ (51 P)
► Proth 2 2000-4000‎ (11 P)
► Proth 2 4000-6000‎ (8 P)
► Proth 2 6000-8000‎ (6 P)
► Proth 2 8000-10000‎ (6 P)
► Proth 2 10e4-10e5‎ (49 P)
► Proth 2 10e5-10e6‎ (19 P)
► Proth 2 10e6-10e7‎ (6 P)
► Proth 2 10e7-10e8‎ (2 P)
► Proth 2 10e8-10e9‎ (3 P)
► Proth 2 10e9-10e10‎ (2 P)
► Proth 2 10e10-infinity‎ (7 P)
► Proth 2 3k-value‎ (90 P)
► Proth 2 15k-value‎ (22 P)
► Proth 2 2145k-value‎ (2 P)
► Proth 2 2805k-value‎ (1 P)
► Proth 2 Count-0‎ (13 P)
► Proth 2 Count-100‎ (8 P)
► Proth 2 Intervals‎ (9 C)
► Proth 2 Low-weight‎ (64 P)
► Proth 2 Missing-range‎ (44 P)
► Proth 2 Sierpinski‎ (12 P)
▼ Proth 3‎ (1 C, 18 P)
► Proth 3 Missing-range‎ (7 P)
▼ Proth 4‎ (3 C, 13 P)
► Proth 4 Count-0‎ (4 P)
► Proth 4 Low-weight‎ (10 P)
► Proth 4 Sierpinski‎ (5 P)
▼ Proth 5‎ (3 C, 37 P)
► Proth 5 Count-0‎ (29 P)
► Proth 5 Low-weight‎ (34 P)
► Proth 5 Missing-range‎ (1 P)
► Proth 6‎ (3 P)
no subcategories
▼ Proth 7‎ (1 C, 2 P)
► Proth 7 Missing-range‎ (1 P)
▼ Proth 10‎ (1 C, 2 P)
► Proth 10 Missing-range‎ (1 P)
► Proth 11‎ (1 P)
no subcategories
► Proth 25‎ (1 P)
no subcategories
► Proth 999‎ (1 P)
no subcategories
▼ Proth Count-0‎ (3 C)
► Proth 2 Count-0‎ (13 P)
► Proth 4 Count-0‎ (4 P)
► Proth 5 Count-0‎ (29 P)
▼ Proth Low-weight‎ (3 C)
► Proth 2 Low-weight‎ (64 P)
► Proth 4 Low-weight‎ (10 P)
► Proth 5 Low-weight‎ (34 P)
▼ Proth Missing-range‎ (5 C)
► Proth 2 Missing-range‎ (44 P)
► Proth 3 Missing-range‎ (7 P)
► Proth 5 Missing-range‎ (1 P)
► Proth 7 Missing-range‎ (1 P)
► Proth 10 Missing-range‎ (1 P)
▼ Proth Sierpinski‎ (2 C)
► Proth 2 Sierpinski‎ (12 P)
► Proth 4 Sierpinski‎ (5 P)
▼ Riesel prime‎ (18 C, 2 P)
▼ Riesel 2‎ (26 C, 3,923 P)
► Riesel 2 1-300‎ (151 P)
► Riesel 2 300-2000‎ (416 P)
► Riesel 2 2000-4000‎ (82 P)
► Riesel 2 4000-6000‎ (129 P)
► Riesel 2 6000-8000‎ (25 P)
► Riesel 2 8000-10000‎ (21 P)
► Riesel 2 10e4-10e5‎ (1,150 P)
► Riesel 2 10e5-10e6‎ (1,759 P)
► Riesel 2 10e6-10e7‎ (90 P)
► Riesel 2 10e7-10e8‎ (39 P)
► Riesel 2 10e8-10e9‎ (19 P)
► Riesel 2 10e9-10e10‎ (7 P)
► Riesel 2 10e10-infinity‎ (49 P)
► Riesel 2 Conjectures‎ (5 C)
► Riesel 2 3k-value‎ (1,185 P)
► Riesel 2 15k-value‎ (450 P)
► Riesel 2 2145k-value‎ (41 P)
► Riesel 2 2805k-value‎ (26 P)
► Riesel 2 Count-0‎ (100 P)
► Riesel 2 Count-100‎ (24 P)
► Riesel 2 Intervals‎ (4 C)
► Riesel 2 Low-weight‎ (2,219 P)
► Riesel 2 Missing-range‎ (468 P)
► Riesel 2 no-SG‎ (435 P)
► Riesel 2 no-twin‎ (309 P)
► Riesel 2 Riesel‎ (42 P)
▼ Riesel 3‎ (1 C, 10 P)
► Riesel 3 Missing-range‎ (4 P)
▼ Riesel 4‎ (3 C, 18 P)
► Riesel 4 Count-0‎ (7 P)
► Riesel 4 Low-weight‎ (16 P)
► Riesel 4 Riesel‎ (4 P)
▼ Riesel 5‎ (3 C, 69 P)
► Riesel 5 Count-0‎ (54 P)
► Riesel 5 Low-weight‎ (65 P)
► Riesel 5 Missing-range‎ (2 P)
► Riesel 6‎ (2 P)
no subcategories
▼ Riesel 7‎ (1 C, 3 P)
► Riesel 7 Missing-range‎ (1 P)
▼ Riesel 10‎ (1 C, 18 P)
► Riesel 10 Missing-range‎ (8 P)
▼ Riesel 16‎ (2 C, 4 P)
► Riesel 16 Count-0‎ (3 P)
► Riesel 16 Low-weight‎ (4 P)
▼ Riesel 128‎ (2 C, 1 P)
► Riesel 128 Count-0‎ (1 P)
► Riesel 128 Low-weight‎ (1 P)
▼ Riesel 263‎ (1 C, 1 P)
► Riesel 263 Count-0‎ (1 P)
► Riesel 284‎ (1 P)
no subcategories
▼ Riesel 1024‎ (2 C, 2 P)
► Riesel 1024 Count-0‎ (2 P)
► Riesel 1024 Low-weight‎ (3 P)
▼ Riesel Count-0‎ (7 C)
► Riesel 2 Count-0‎ (100 P)
► Riesel 4 Count-0‎ (7 P)
► Riesel 5 Count-0‎ (54 P)
► Riesel 16 Count-0‎ (3 P)
► Riesel 128 Count-0‎ (1 P)
► Riesel 263 Count-0‎ (1 P)
► Riesel 1024 Count-0‎ (2 P)
▼ Riesel Low-weight‎ (6 C)
► Riesel 2 Low-weight‎ (2,219 P)
► Riesel 4 Low-weight‎ (16 P)
► Riesel 5 Low-weight‎ (65 P)
► Riesel 16 Low-weight‎ (4 P)
► Riesel 128 Low-weight‎ (1 P)
► Riesel 1024 Low-weight‎ (3 P)
▼ Riesel Missing-range‎ (5 C)
► Riesel 2 Missing-range‎ (468 P)
► Riesel 3 Missing-range‎ (4 P)
► Riesel 5 Missing-range‎ (2 P)
► Riesel 7 Missing-range‎ (1 P)
► Riesel 10 Missing-range‎ (8 P)
► Riesel prime const‎ (8 P)
no subcategories
► Riesel prime missing SG‎ (empty)
no subcategories
▼ Riesel Riesel‎ (2 C)
► Riesel 2 Riesel‎ (42 P)
► Riesel 4 Riesel‎ (4 P)
► Twin prime‎ (2 P)
no subcategories
▼ Williams prime‎ (4 C, 1 P)
▼ Williams prime MM‎ (1 C, 217 P)
► Williams prime MM without‎ (40 P)
▼ Williams prime MP‎ (1 C, 192 P)
► Williams prime MP without‎ (18 P)
▼ Williams prime PM‎ (1 C, 131 P)
► Williams prime PM without‎ (2 P)
▼ Williams prime PP‎ (1 C, 113 P)
► Williams prime PP without‎ (4 P)
▼ Woodall prime‎ (3 C, 779 P)
► Woodall prime without‎ (11 P)
no subcategories
▼ Woodall prime M‎ (1 C, 5 P)
► Woodall prime M without‎ (empty)
▼ Woodall prime P‎ (1 C, 4 P)
► Woodall prime P without‎ (empty)
▼ Organizations‎ (1 C, 4 P)
► Universities‎ (4 P)
no subcategories
► Person‎ (196 P)
no subcategories
▼ Project‎ (4 C, 3 P)
► Cunningham project‎ (5 P)
no subcategories
▼ Distributed computing project‎ (8 C, 28 P)
▼ Conjectures 'R Us‎ (4 C, 1 P)
► CRUS Even Riesel‎ (3 P)
no subcategories
► CRUS Liskovets-Gallot‎ (8 P)
no subcategories
► Riesel problem 2‎ (24 P)
no subcategories
► CRUS Even Sierpiński‎ (3 P)
no subcategories
► Free-DC's Prime Search‎ (4 P)
no subcategories
▼ Great Internet Mersenne Prime Search‎ (1 C, 22 P)
► GIMPS FAQ‎ (7 P)
no subcategories
▼ No Prime Left Behind‎ (4 C, 28 P)
► NPLB Drive 17‎ (100 P)
no subcategories
► NPLB Drive 18‎ (202 P)
no subcategories
► NPLB Drive 19‎ (44 P)
no subcategories
► NPLB K300 Drive 1‎ (68 P)
no subcategories
▼ PrimeGrid‎ (13 C, 5 P)
► PrimeGrid 321 Prime Search‎ (3 P)
no subcategories
► PrimeGrid 27121 Prime Search‎ (1 P)
no subcategories
► PrimeGrid Fermat Divisor Search‎ (1 P)
no subcategories
► PrimeGrid Generalized Cullen Prime Search‎ (10 P)
no subcategories
► PrimeGrid New Sierpiński Problem‎ (1 P)
no subcategories
► PrimeGrid Prime Sierpiński Problem‎ (8 P)
no subcategories
► PrimeGrid Proth Mega Prime Search‎ (1 P)
no subcategories
► PrimeGrid Proth Prime Search‎ (15 P)
no subcategories
► PrimeGrid Proth Prime Search Extended‎ (31 P)
no subcategories
► PrimeGrid Riesel base 5‎ (54 P)
no subcategories
► PrimeGrid The Riesel Problem‎ (1 P)
no subcategories
► PrimeGrid Seventeen or Bust‎ (6 P)
no subcategories
► PrimeGrid Sierpiński base 5‎ (29 P)
no subcategories
▼ Riesel Prime Search‎ (1 C, 19 P)
► RPS Megabit Drive 1‎ (11 P)
no subcategories
► Seventeen or Bust‎ (6 P)
no subcategories
► Twin Prime Search‎ (6 P)
no subcategories
► Home Prime Search‎ (3 P)
no subcategories
► Woodall fill-in‎ (13 P)
no subcategories
▼ Reserved‎ (2 C, 150 P)
► Multi Reservation‎ (27 P)
no subcategories
► ReservedM‎ (649 P)
no subcategories
► Shortcut‎ (19 P)
no subcategories
▼ Software‎ (7 C, 37 P)
► Code snippets‎ (4 P)
no subcategories
► Error checking‎ (3 P)
no subcategories
► Factoring program‎ (7 P)
no subcategories
► Primality testing program‎ (6 P)
no subcategories
► Prime95‎ (3 P)
no subcategories
► Sieving program‎ (6 P)
no subcategories
► Tools‎ (2 P)
no subcategories
► Spelling‎ (3 P)
no subcategories
▼ System‎ (5 C, 18 P)
▼ Hidden categories‎ (5 C)
► Karsten Bonath/PrimesFound‎ (89 P)
no subcategories
► Last updated‎ (8 P)
no subcategories
► Missing XCount‎ (empty)
no subcategories
► Riesel prime missing SG‎ (empty)
no subcategories
► Wrong XCount‎ (empty)
no subcategories
► Pages needing expert attention‎ (empty)
no subcategories
► Pages with graphs‎ (1 P)
no subcategories
► Stub‎ (77 P)
no subcategories
► Test pages‎ (4 P)
no subcategories
► Teams‎ (1 P)
no subcategories
▼ Templates‎ (4 C, 73 P)
► Infoboxes‎ (6 P)
no subcategories
► Multilanguage‎ (11 P)
no subcategories
► Navboxes‎ (17 P)
no subcategories
► Prime collections‎ (43 P)
no subcategories
► Websites‎ (10 P)
no subcategories
Example of prime sequence and reservation
Williams primes base 5
Configuration tests: external links open in new browser tab/window
Examples of template usage and data table generating

The category for Carol/Kynea primes holds 3 example pages for some bases (2, 6 and 10).

These pages hold their data in the template CarolKyneaBase using named parameters.

The parameters can be used to create automatically a table of those pages.
Examples for including PDF documents

  • Show document starting at page 3 and different sizings:
Example for fetching data from RieselPrime database

The data are collected from the internal SQL database by Extension:External Data:

  • table: RieselPrime
  • field: rieselk_id = 4 (-> "1" = Mersenne primes)
  • fields collected: n, comment, utm (prime index n, comment like "Woodall", utm: id of Top5000 page)

Functioning but still complicated: no parser/string functions allowed in "#for_external_table" statement, therefore using variables.

Mersenne primes [math]\displaystyle{ 2^n-1 }[/math], prime for n:

2*, 3, 5*, 7*, 13, 17, 19*, 31, 61, 89, 107, 127, 521, 607, 1279, 2203, 2281, 3217, 4253, 4423, 9689, 9941, 11213, 19937, 21701, 23209, 44497, 86243, 110503, 132049, 216091, 756839, 859433, 1257787, 1398269, 2976221, 3021377, 6972593, 13466917, 20996011, 24036583, 25964951, 30402457, 32582657, 37156667, 42643801, 43112609, 57885161,
Examples for showing images of external pages

Images from external sources have to be put as full link on a page.

Images from Commons Wikimedia

MarinMersenne.jpg
Marin Mersenne
GIMPS_logo.png
GIMPS logo

Image from Wikipedia

Images can only be diplayed in available sizes, no resize possible.

Marin_mersenne.jpg
Image from Wikpedia
Example for SVG support

Test file, original size 580x400 pixel: Test.svg

Test file,size 80 pixel in width: Test.svg

Clicking on the image will lead to the saved file.
Examples for graphs from CSV file

Display with parser function:

Display with image handler:

Examples for graphs extension

Using template PieChart:

Using <graph>-tag directly:


Some other demo graphs are shown here.
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