Template:Ahnentafel-chart and Template:Ahnentafel-chart/sandbox: Difference between pages

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{{chart/start|style={{{chart_style|}}}}}
{{chart/start|style={{{chart_style|}}}}}
{{#if: {{{top_down|}}} {{{top-down|}}} {{{topdown|}}}|
{{#if: {{{top_down|}}} {{{top-down|}}} {{{topdown|}}}|
  {{tree chart|border={{{border_1|2}}}|boxstyle={{{boxstyle_1}}};||||||||| | | | | | | | | | | | | | ||||||||| AN1
  {{chart|border={{{border_1|2}}}|boxstyle={{{boxstyle_1}}};||||||||| | | | | | | | | | | | | | ||||||||| AN1
     |AN1=<span style="{{{style_1}}}">{{{1}}}</span>
     |AN1=<span style="{{{style_1}}}">{{{1}}}</span>
}}
}}
   {{tree chart||||||||| | | | | | | | | | | ||||||||| | | | |!|}}
   {{chart||||||||| | | | | | | | | | | ||||||||| | | | |!|}}
  {{tree chart|border={{{border_2|2}}}|boxstyle={{{boxstyle_2}}};||||||||| | | | | | | AN2 |-|-|-|-|-|-|-|-|-|-|-|-|-|-|^|-|-|-|-|-|-|-|-|-|-|-|-|-|-| AN3  
  {{chart|border={{{border_2|2}}}|boxstyle={{{boxstyle_2}}};||||||||| | | | | | | AN2 |-|-|-|-|-|-|-|-|-|-|-|-|-|-|^|-|-|-|-|-|-|-|-|-|-|-|-|-|-| AN3  
     |AN2=<span style="{{{style_2|}}};">{{{2}}}</span>
     |AN2=<span style="{{{style_2|}}};">{{{2}}}</span>
     |AN3=<span style="{{{style_3|}}};">{{{3}}}</span>
     |AN3=<span style="{{{style_3|}}};">{{{3}}}</span>
  }}
  }}
  {{#if: {{{4|}}}|{{tree chart||||||||| | | | | | | |!| | | | | | | | | | | | | | ||||||||||||||||| |!}}}}
  {{#if: {{{4|}}}|{{chart||||||||| | | | | | | |!| | | | | | | | | | | | | | ||||||||||||||||| |!}}}}
  {{#if: {{{4|}}}|{{tree chart|border={{{border_3|2}}}|boxstyle={{{boxstyle_3}}};||||| | | AN4 |-|-|-|-|-|-|^|-|-|-|-|-|-| AN5 | | | ||||||||| | | AN6 |-|-|-|-|-|-|^|-|-|-|-|-|-| AN7 | |  
  {{#if: {{{4|}}}|{{chart|border={{{border_3|2}}}|boxstyle={{{boxstyle_3}}};||||| | | AN4 |-|-|-|-|-|-|^|-|-|-|-|-|-| AN5 | | | ||||||||| | | AN6 |-|-|-|-|-|-|^|-|-|-|-|-|-| AN7 | |  
     |AN4=<span style="{{{style_4|}}};">{{{4}}}</span>
     |AN4=<span style="{{{style_4|}}};">{{{4}}}</span>
     |AN5=<span style="{{{style_5|}}};">{{{5}}}</span>
     |AN5=<span style="{{{style_5|}}};">{{{5}}}</span>
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     |AN7=<span style="{{{style_7|}}};">{{{7}}}</span>
     |AN7=<span style="{{{style_7|}}};">{{{7}}}</span>
  }}}}
  }}}}
  {{#if: {{{8|}}}|{{tree chart||||| | | |!| | | | ||||||||| | | |!| | | | | | ||||||||| |!| | | | | | ||||||||| |!| | | |}}}}
  {{#if: {{{8|}}}|{{chart||||| | | |!| | | | ||||||||| | | |!| | | | | | ||||||||| |!| | | | | | ||||||||| |!| | | |}}}}
  {{#if: {{{8|}}}|{{tree chart|border={{{border_4|2}}}|boxstyle={{{boxstyle_4}}};||| AN8 |-|-|^|-|-| AN9 | ||||| AN10 |-|-|^|-|-| AN11|||| | | AN12 |-|-|^|-|-| AN13 | ||||| AN14 |-|-|^|-|-| AN15
  {{#if: {{{8|}}}|{{chart|border={{{border_4|2}}}|boxstyle={{{boxstyle_4}}};||| AN8 |-|-|^|-|-| AN9 | ||||| AN10 |-|-|^|-|-| AN11|||| | | AN12 |-|-|^|-|-| AN13 | ||||| AN14 |-|-|^|-|-| AN15
     |AN8=<span style="{{{style_8|}}};">{{{8}}}</span>
     |AN8=<span style="{{{style_8|}}};">{{{8}}}</span>
     |AN9=<span style="{{{style_9|}}};">{{{9}}}</span>
     |AN9=<span style="{{{style_9|}}};">{{{9}}}</span>
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     |AN15=<span style="{{{style_15|}}};">{{{15}}}</span>
     |AN15=<span style="{{{style_15|}}};">{{{15}}}</span>
  }}}}
  }}}}
  {{#if: {{{16|}}}|{{tree chart| | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | |}}}}
  {{#if: {{{16|}}}|{{chart| | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | |}}}}
  {{#if: {{{16|}}}|{{tree chart|border={{{border_5|2}}}|boxstyle={{{boxstyle_5}}};| AN16 |^| AN17| | AN18 |^| AN19 | |AN20 |^| AN21 | | AN22 |^| AN23| | AN24 |^| AN25| | AN26 |^| AN27 | |AN28 |^| AN29 | | AN30 |^| AN31
  {{#if: {{{16|}}}|{{chart|border={{{border_5|2}}}|boxstyle={{{boxstyle_5}}};| AN16 |^| AN17| | AN18 |^| AN19 | |AN20 |^| AN21 | | AN22 |^| AN23| | AN24 |^| AN25| | AN26 |^| AN27 | |AN28 |^| AN29 | | AN30 |^| AN31
     |AN16=<span style="{{{style_16|}}};">{{{16}}}</span>
     |AN16=<span style="{{{style_16|}}};">{{{16}}}</span>
     |AN17=<span style="{{{style_17|}}};">{{{17}}}</span>
     |AN17=<span style="{{{style_17|}}};">{{{17}}}</span>
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  }}}}
  }}}}
|
|
  {{#if: {{{16|}}}|{{tree chart|border={{{border_5|2}}}|boxstyle={{{boxstyle_5}}};| AN16 |v| AN17| | AN18 |v| AN19 | |AN20 |v| AN21 | | AN22 |v| AN23| | AN24 |v| AN25| | AN26 |v| AN27 | |AN28 |v| AN29 | | AN30 |v| AN31
  {{#if: {{{16|}}}|{{chart|border={{{border_5|2}}}|boxstyle={{{boxstyle_5}}};| AN16 |v| AN17| | AN18 |v| AN19 | |AN20 |v| AN21 | | AN22 |v| AN23| | AN24 |v| AN25| | AN26 |v| AN27 | |AN28 |v| AN29 | | AN30 |v| AN31
     |AN16=<span style="{{{style_16|}}};">{{{16}}}</span>
     |AN16=<span style="{{{style_16|}}};">{{{16}}}</span>
     |AN17=<span style="{{{style_17|}}};">{{{17}}}</span>
     |AN17=<span style="{{{style_17|}}};">{{{17}}}</span>
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     |AN31=<span style="{{{style_31|}}};">{{{31}}}</span>
     |AN31=<span style="{{{style_31|}}};">{{{31}}}</span>
  }}}}
  }}}}
  {{#if: {{{16|}}}|{{tree chart| | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | |}}}}
  {{#if: {{{16|}}}|{{chart| | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | | | | | |!| | | |}}}}
  {{#if: {{{8|}}}|{{tree chart|border={{{border_4|2}}}|boxstyle={{{boxstyle_4}}};||| AN8 |-|-|v|-|-| AN9 | ||||| AN10 |-|-|v|-|-| AN11|||| | | AN12 |-|-|v|-|-| AN13 | ||||| AN14 |-|-|v|-|-| AN15
  {{#if: {{{8|}}}|{{chart|border={{{border_4|2}}}|boxstyle={{{boxstyle_4}}};||| AN8 |-|-|v|-|-| AN9 | ||||| AN10 |-|-|v|-|-| AN11|||| | | AN12 |-|-|v|-|-| AN13 | ||||| AN14 |-|-|v|-|-| AN15
     |AN8=<span style="{{{style_8|}}};">{{{8}}}</span>
     |AN8=<span style="{{{style_8|}}};">{{{8}}}</span>
     |AN9=<span style="{{{style_9|}}};">{{{9}}}</span>
     |AN9=<span style="{{{style_9|}}};">{{{9}}}</span>
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     |AN15=<span style="{{{style_15|}}};">{{{15}}}</span>
     |AN15=<span style="{{{style_15|}}};">{{{15}}}</span>
  }}}}
  }}}}
  {{#if: {{{8|}}}|{{tree chart||||| | | |!| | | | ||||||||| | | |!| | | | | | ||||||||| |!| | | | | | ||||||||| |!| | | |}}}}
  {{#if: {{{8|}}}|{{chart||||| | | |!| | | | ||||||||| | | |!| | | | | | ||||||||| |!| | | | | | ||||||||| |!| | | |}}}}
  {{#if: {{{4|}}}|{{tree chart|border={{{border_3|2}}}|boxstyle={{{boxstyle_3}}};||||| | | AN4 |-|-|-|-|-|-|v|-|-|-|-|-|-| AN5 | | | ||||||||| | | AN6 |-|-|-|-|-|-|v|-|-|-|-|-|-| AN7 | |  
  {{#if: {{{4|}}}|{{chart|border={{{border_3|2}}}|boxstyle={{{boxstyle_3}}};||||| | | AN4 |-|-|-|-|-|-|v|-|-|-|-|-|-| AN5 | | | ||||||||| | | AN6 |-|-|-|-|-|-|v|-|-|-|-|-|-| AN7 | |  
     |AN4=<span style="{{{style_4|}}};">{{{4}}}</span>
     |AN4=<span style="{{{style_4|}}};">{{{4}}}</span>
     |AN5=<span style="{{{style_5|}}};">{{{5}}}</span>
     |AN5=<span style="{{{style_5|}}};">{{{5}}}</span>
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     |AN7=<span style="{{{style_7|}}};">{{{7}}}</span>
     |AN7=<span style="{{{style_7|}}};">{{{7}}}</span>
  }}}}
  }}}}
  {{#if: {{{4|}}}|{{tree chart||||||||| | | | | | | |!| | | | | | | | | | | | | | ||||||||||||||||| |!}}}}
  {{#if: {{{4|}}}|{{chart||||||||| | | | | | | |!| | | | | | | | | | | | | | ||||||||||||||||| |!}}}}
  {{tree chart|border={{{border_2|2}}}|boxstyle={{{boxstyle_2}}};||||||||| | | | | | | AN2 |-|-|-|-|-|-|-|-|-|-|-|-|-|-|v|-|-|-|-|-|-|-|-|-|-|-|-|-|-| AN3  
  {{chart|border={{{border_2|2}}}|boxstyle={{{boxstyle_2}}};||||||||| | | | | | | AN2 |-|-|-|-|-|-|-|-|-|-|-|-|-|-|v|-|-|-|-|-|-|-|-|-|-|-|-|-|-| AN3  
     |AN2=<span style="{{{style_2|}}};">{{{2}}}</span>
     |AN2=<span style="{{{style_2|}}};">{{{2}}}</span>
     |AN3=<span style="{{{style_3|}}};">{{{3}}}</span>
     |AN3=<span style="{{{style_3|}}};">{{{3}}}</span>
  }}
  }}
  {{tree chart||||||||| | | | | | | | | | | ||||||||| | | | |!|}}
  {{chart||||||||| | | | | | | | | | | ||||||||| | | | |!|}}
  {{tree chart|border={{{border_1|2}}}|boxstyle={{{boxstyle_1}}};||||||||| | | | | | | | | | | | | | ||||||||| AN1
  {{chart|border={{{border_1|2}}}|boxstyle={{{boxstyle_1}}};||||||||| | | | | | | | | | | | | | ||||||||| AN1
     |AN1=<span style="{{{style_1}}}">{{{1}}}</span>
     |AN1=<span style="{{{style_1}}}">{{{1}}}</span>
  }}
  }}
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