Peridiscaceae
<templatestyles src="Vorlage:Taxobox/styles.css" />
{{#ifeq: gültig|gültig|| {{#ifeq: taxobox|taxobox|| {{#if: | {{#if: | {{#if: | {{#if: | {{#if: | {{#if: | ! Wissenschaftlicher Name {{#if: | | {{#switch: unterabteilung {{#if: | ! Wissenschaftlicher Name {{#if: | | {{#switch: klasse {{#if: | ! Wissenschaftlicher Name {{#if: | | {{#switch: ohne {{#if: | ! Wissenschaftlicher Name {{#if: | | {{#switch: ohne {{#if: | ! Wissenschaftlicher Name {{#if: | | {{#switch: ordnung {{#if: Peridiscaceae | ! Wissenschaftlicher Name {{#if: {{#if: ||ja}} | | {{#switch: familie {{#if: || {{{Taxon_Name}}}|{{#if: Peridiscaceae | {{#if: {{#switch: familie | genus|untergattung|subgenus|sektion|sectio|untersektion|subsectio|serie|series|unterserie|subseries|stirps|stirps|artenkreis|superspecies|superspezies|art|species|unterart|subspecies|varietät|varietas|untervarietät|subvarietas|form|forma|forma specialis|unterform|subforma|serovar = 1
}} | Peridiscaceae | Peridiscaceae }} }} }} | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
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Veraltete systematische Gruppe Das hier behandelte Taxon ist nicht Teil der in der deutschsprachigen Wikipedia dargestellten Systematik. Näheres hierzu findet sich im Artikeltext. }}{{#switch: peridiscus lucidus (hooker).png |
ohne|kein|keines|0|-|= | #default= | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| Datei:Peridiscus lucidus (Hooker).png
{{#switch: Peridiscus lucidus, Illustration|ohne=|#default=Peridiscus lucidus, Illustration|={{#if: | {{{Taxon_Name}}} {{#if: Peridiscaceae | (Peridiscaceae)}} | {{#if: Peridiscaceae | Peridiscaceae}}}}}} }} | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| Zeitliches Auftreten
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| {{{ErdzeitalterVon}}} {{#if: | bis {{{ErdzeitalterBis}}} }}
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| {{{MioVon}}} {{#if: | Mio. Jahre bis {{{TausendBis}}}.000 Jahre | {{#if: | bis {{{MioBis}}} }} Mio. Jahre }}
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| {{{TausendVon}}} {{#if: | bis {{{TausendBis}}}}}.000 Jahre
}} | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| Fundorte | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
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{{{Fundorte}}} }} }} | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| Systematik | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
{{#if: Unterabteilung{{#if:|{{#if:Samenpflanzen||Spermatophytina}}|Spermatophytina}}Samenpflanzen |
{{#ifeq: unterabteilung | incertae sedis |
{{#if: Samenpflanzen{{#if:|{{#if:Samenpflanzen||Spermatophytina}}|Spermatophytina}} |
{{#if: Klasse{{#if:|{{#if:Bedecktsamer||Magnoliopsida}}|Magnoliopsida}}Bedecktsamer |
{{#ifeq: klasse | incertae sedis |
{{#if: Bedecktsamer{{#if:|{{#if:Bedecktsamer||Magnoliopsida}}|Magnoliopsida}} |
{{#if: ohne{{#if:|{{#if:Eudikotyledonen||{{{Taxon4_WissName}}}}}|}}Eudikotyledonen |
{{#ifeq: ohne | incertae sedis |
{{#if: Eudikotyledonen{{#if:|{{#if:Eudikotyledonen||{{{Taxon4_WissName}}}}}|}} |
{{#if: ohne{{#if:|{{#if:Kerneudikotyledonen||{{{Taxon3_WissName}}}}}|}}Kerneudikotyledonen |
{{#ifeq: ohne | incertae sedis |
{{#if: Kerneudikotyledonen{{#if:|{{#if:Kerneudikotyledonen||{{{Taxon3_WissName}}}}}|}} |
{{#if: Ordnung{{#if:|{{#if:Steinbrechartige||Saxifragales}}|Saxifragales}}Steinbrechartige |
{{#ifeq: ordnung | incertae sedis |
{{#if: Steinbrechartige{{#if:|{{#if:Steinbrechartige||Saxifragales}}|Saxifragales}} |
{{#ifeq: gültig|gültig||
{{#if: Familie{{#if:||Peridiscaceae}} |
{{#ifeq: familie | incertae sedis |
{{#if: {{#if:||Peridiscaceae}} |
{{#ifexpr: {{#ifeq: gültig|gültig|0|1}} and {{#if: |1|0}}|
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| ohne = | ohne rang = ohne Rang | der }}Klassifikation | der }}Domäne{{#ifeq:|ja|n}} | der }}Supergruppe{{#ifeq:|ja|n}} | regnum = {{#if:ja|des }}Reich{{#ifeq:|ja|e}}{{#if:ja|s}} | subregnum = {{#if:ja|des }}Unterreich{{#ifeq:|ja|e}}{{#if:ja|s}} | superdivisio = {{#if:ja|der }}Überabteilung{{#ifeq:|ja|en}} | divisio = {{#if:ja|der }}Abteilung{{#ifeq:|ja|en}} | subdivisio = {{#if:ja|der }}Unterabteilung{{#ifeq:|ja|en}} | superphylum = {{#if:ja|des }}{{#ifeq:|ja|Überstämme|Überstamm}}{{#if:ja|s}} | phylum = {{#if:ja|des }}{{#ifeq:|ja|Stämme|Stamm}}{{#if:ja|s}} | subphylum = {{#if:ja|des }}{{#ifeq:|ja|Unterstämme|Unterstamm}}{{#if:ja|s}} | superclassis = {{#if:ja|der }}Überklasse{{#ifeq:|ja|n}} | seria = {{#if:ja|der }}Reihe{{#ifeq:|ja|n}} | classis = {{#if:ja|der }}Klasse{{#ifeq:|ja|n}} | subclassis = {{#if:ja|der }}Unterklasse{{#ifeq:|ja|n}} | infraclassis = {{#if:ja|der }}Teilklasse{{#ifeq:|ja|n}} | supercohors = {{#if:ja|der }}Überkohorte{{#ifeq:|ja|n}} | cohors = {{#if:ja|der }}Kohorte{{#ifeq:|ja|n}} | subcohors = {{#if:ja|der }}Unterkohorte{{#ifeq:|ja|n}} | infracohors = {{#if:ja|der }}Teilkohorte{{#ifeq:|ja|n}} | superordo = {{#if:ja|der }}Überordnung{{#ifeq:|ja|en}} | ordo = {{#if:ja|der }}Ordnung{{#ifeq:|ja|en}} | subordo = {{#if:ja|der }}Unterordnung{{#ifeq:|ja|en}} | infraordo = {{#if:ja|der }}Teilordnung{{#ifeq:|ja|en}} | superfamilia = {{#if:ja|der }}Überfamilie{{#ifeq:|ja|n}} | familia = {{#if:ja|der }}Familie{{#ifeq:|ja|n}} | subfamilia = {{#if:ja|der }}Unterfamilie{{#ifeq:|ja|n}} | der }}Tribus{{#ifeq:|ja|}} | subtribus = {{#if:ja|der }}Untertribus{{#ifeq:|ja|}} | genus = {{#if:ja|der }}Gattung{{#ifeq:|ja|en}} | subgenus = {{#if:ja|der }}Untergattung{{#ifeq:|ja|en}} | sectio = {{#if:ja|der }}Sektion{{#ifeq:|ja|en}} | subsectio = {{#if:ja|der }}Untersektion{{#ifeq:|ja|en}} | series = {{#if:ja|der }}Serie{{#ifeq:|ja|n}} | subseries = {{#if:ja|der }}Unterserie{{#ifeq:|ja|n}} | der }}{{#ifeq:|ja|Stirpes|Stirps}} | superspezies|superspecies = {{#if:ja|der }}Superspezies{{#ifeq:|ja|}} | species = {{#if:ja|der }}Art{{#ifeq:|ja|en}} | subspecies = {{#if:ja|der }}Unterart{{#ifeq:|ja|en}} | varietas = {{#if:ja|der }}Varietät{{#ifeq:|ja|en}} | subvarietas = {{#if:ja|der }}Varietät{{#ifeq:|ja|en}} | forma = {{#if:ja|der }}Form{{#ifeq:|ja|en}} | subforma = {{#if:ja|der }}Unterform{{#ifeq:|ja|en}} | der }}{{#ifeq:|ja|formae speciales|forma specialis}} | des }}Serotyp{{#ifeq:|ja|e}}{{#if:ja|s}} | #default =
}} }} | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| {{#if: {{#switch: unterabteilung | genus|untergattung|subgenus|sektion|sectio|untersektion|subsectio|serie|series|unterserie|subseries|stirps|stirps|artenkreis|superspecies|superspezies|art|species|unterart|subspecies|varietät|varietas|untervarietät|subvarietas|form|forma|forma specialis|unterform|subforma|serovar = 1
}} | Spermatophytina | Spermatophytina }} | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| }} | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| ohne = | ohne rang = ohne Rang | der }}Klassifikation | der }}Domäne{{#ifeq:|ja|n}} | der }}Supergruppe{{#ifeq:|ja|n}} | regnum = {{#if:ja|des }}Reich{{#ifeq:|ja|e}}{{#if:ja|s}} | subregnum = {{#if:ja|des }}Unterreich{{#ifeq:|ja|e}}{{#if:ja|s}} | superdivisio = {{#if:ja|der }}Überabteilung{{#ifeq:|ja|en}} | divisio = {{#if:ja|der }}Abteilung{{#ifeq:|ja|en}} | subdivisio = {{#if:ja|der }}Unterabteilung{{#ifeq:|ja|en}} | superphylum = {{#if:ja|des }}{{#ifeq:|ja|Überstämme|Überstamm}}{{#if:ja|s}} | phylum = {{#if:ja|des }}{{#ifeq:|ja|Stämme|Stamm}}{{#if:ja|s}} | subphylum = {{#if:ja|des }}{{#ifeq:|ja|Unterstämme|Unterstamm}}{{#if:ja|s}} | superclassis = {{#if:ja|der }}Überklasse{{#ifeq:|ja|n}} | seria = {{#if:ja|der }}Reihe{{#ifeq:|ja|n}} | classis = {{#if:ja|der }}Klasse{{#ifeq:|ja|n}} | subclassis = {{#if:ja|der }}Unterklasse{{#ifeq:|ja|n}} | infraclassis = {{#if:ja|der }}Teilklasse{{#ifeq:|ja|n}} | supercohors = {{#if:ja|der }}Überkohorte{{#ifeq:|ja|n}} | cohors = {{#if:ja|der }}Kohorte{{#ifeq:|ja|n}} | subcohors = {{#if:ja|der }}Unterkohorte{{#ifeq:|ja|n}} | infracohors = {{#if:ja|der }}Teilkohorte{{#ifeq:|ja|n}} | superordo = {{#if:ja|der }}Überordnung{{#ifeq:|ja|en}} | ordo = {{#if:ja|der }}Ordnung{{#ifeq:|ja|en}} | subordo = {{#if:ja|der }}Unterordnung{{#ifeq:|ja|en}} | infraordo = {{#if:ja|der }}Teilordnung{{#ifeq:|ja|en}} | superfamilia = {{#if:ja|der }}Überfamilie{{#ifeq:|ja|n}} | familia = {{#if:ja|der }}Familie{{#ifeq:|ja|n}} | subfamilia = {{#if:ja|der }}Unterfamilie{{#ifeq:|ja|n}} | der }}Tribus{{#ifeq:|ja|}} | subtribus = {{#if:ja|der }}Untertribus{{#ifeq:|ja|}} | genus = {{#if:ja|der }}Gattung{{#ifeq:|ja|en}} | subgenus = {{#if:ja|der }}Untergattung{{#ifeq:|ja|en}} | sectio = {{#if:ja|der }}Sektion{{#ifeq:|ja|en}} | subsectio = {{#if:ja|der }}Untersektion{{#ifeq:|ja|en}} | series = {{#if:ja|der }}Serie{{#ifeq:|ja|n}} | subseries = {{#if:ja|der }}Unterserie{{#ifeq:|ja|n}} | der }}{{#ifeq:|ja|Stirpes|Stirps}} | superspezies|superspecies = {{#if:ja|der }}Superspezies{{#ifeq:|ja|}} | species = {{#if:ja|der }}Art{{#ifeq:|ja|en}} | subspecies = {{#if:ja|der }}Unterart{{#ifeq:|ja|en}} | varietas = {{#if:ja|der }}Varietät{{#ifeq:|ja|en}} | subvarietas = {{#if:ja|der }}Varietät{{#ifeq:|ja|en}} | forma = {{#if:ja|der }}Form{{#ifeq:|ja|en}} | subforma = {{#if:ja|der }}Unterform{{#ifeq:|ja|en}} | der }}{{#ifeq:|ja|formae speciales|forma specialis}} | des }}Serotyp{{#ifeq:|ja|e}}{{#if:ja|s}} | #default =
}} }} | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| {{#if: {{#switch: klasse | genus|untergattung|subgenus|sektion|sectio|untersektion|subsectio|serie|series|unterserie|subseries|stirps|stirps|artenkreis|superspecies|superspezies|art|species|unterart|subspecies|varietät|varietas|untervarietät|subvarietas|form|forma|forma specialis|unterform|subforma|serovar = 1
}} | Magnoliopsida | Magnoliopsida }} | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| }} | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| ohne = | ohne rang = ohne Rang | der }}Klassifikation | der }}Domäne{{#ifeq:|ja|n}} | der }}Supergruppe{{#ifeq:|ja|n}} | regnum = {{#if:ja|des }}Reich{{#ifeq:|ja|e}}{{#if:ja|s}} | subregnum = {{#if:ja|des }}Unterreich{{#ifeq:|ja|e}}{{#if:ja|s}} | superdivisio = {{#if:ja|der }}Überabteilung{{#ifeq:|ja|en}} | divisio = {{#if:ja|der }}Abteilung{{#ifeq:|ja|en}} | subdivisio = {{#if:ja|der }}Unterabteilung{{#ifeq:|ja|en}} | superphylum = {{#if:ja|des }}{{#ifeq:|ja|Überstämme|Überstamm}}{{#if:ja|s}} | phylum = {{#if:ja|des }}{{#ifeq:|ja|Stämme|Stamm}}{{#if:ja|s}} | subphylum = {{#if:ja|des }}{{#ifeq:|ja|Unterstämme|Unterstamm}}{{#if:ja|s}} | superclassis = {{#if:ja|der }}Überklasse{{#ifeq:|ja|n}} | seria = {{#if:ja|der }}Reihe{{#ifeq:|ja|n}} | classis = {{#if:ja|der }}Klasse{{#ifeq:|ja|n}} | subclassis = {{#if:ja|der }}Unterklasse{{#ifeq:|ja|n}} | infraclassis = {{#if:ja|der }}Teilklasse{{#ifeq:|ja|n}} | supercohors = {{#if:ja|der }}Überkohorte{{#ifeq:|ja|n}} | cohors = {{#if:ja|der }}Kohorte{{#ifeq:|ja|n}} | subcohors = {{#if:ja|der }}Unterkohorte{{#ifeq:|ja|n}} | infracohors = {{#if:ja|der }}Teilkohorte{{#ifeq:|ja|n}} | superordo = {{#if:ja|der }}Überordnung{{#ifeq:|ja|en}} | ordo = {{#if:ja|der }}Ordnung{{#ifeq:|ja|en}} | subordo = {{#if:ja|der }}Unterordnung{{#ifeq:|ja|en}} | infraordo = {{#if:ja|der }}Teilordnung{{#ifeq:|ja|en}} | superfamilia = {{#if:ja|der }}Überfamilie{{#ifeq:|ja|n}} | familia = {{#if:ja|der }}Familie{{#ifeq:|ja|n}} | subfamilia = {{#if:ja|der }}Unterfamilie{{#ifeq:|ja|n}} | der }}Tribus{{#ifeq:|ja|}} | subtribus = {{#if:ja|der }}Untertribus{{#ifeq:|ja|}} | genus = {{#if:ja|der }}Gattung{{#ifeq:|ja|en}} | subgenus = {{#if:ja|der }}Untergattung{{#ifeq:|ja|en}} | sectio = {{#if:ja|der }}Sektion{{#ifeq:|ja|en}} | subsectio = {{#if:ja|der }}Untersektion{{#ifeq:|ja|en}} | series = {{#if:ja|der }}Serie{{#ifeq:|ja|n}} | subseries = {{#if:ja|der }}Unterserie{{#ifeq:|ja|n}} | der }}{{#ifeq:|ja|Stirpes|Stirps}} | superspezies|superspecies = {{#if:ja|der }}Superspezies{{#ifeq:|ja|}} | species = {{#if:ja|der }}Art{{#ifeq:|ja|en}} | subspecies = {{#if:ja|der }}Unterart{{#ifeq:|ja|en}} | varietas = {{#if:ja|der }}Varietät{{#ifeq:|ja|en}} | subvarietas = {{#if:ja|der }}Varietät{{#ifeq:|ja|en}} | forma = {{#if:ja|der }}Form{{#ifeq:|ja|en}} | subforma = {{#if:ja|der }}Unterform{{#ifeq:|ja|en}} | der }}{{#ifeq:|ja|formae speciales|forma specialis}} | des }}Serotyp{{#ifeq:|ja|e}}{{#if:ja|s}} | #default =
}} }} | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| {{#if: {{#switch: ohne | genus|untergattung|subgenus|sektion|sectio|untersektion|subsectio|serie|series|unterserie|subseries|stirps|stirps|artenkreis|superspecies|superspezies|art|species|unterart|subspecies|varietät|varietas|untervarietät|subvarietas|form|forma|forma specialis|unterform|subforma|serovar = 1
}} | ' | }} | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| }} | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| ohne = | ohne rang = ohne Rang | der }}Klassifikation | der }}Domäne{{#ifeq:|ja|n}} | der }}Supergruppe{{#ifeq:|ja|n}} | regnum = {{#if:ja|des }}Reich{{#ifeq:|ja|e}}{{#if:ja|s}} | subregnum = {{#if:ja|des }}Unterreich{{#ifeq:|ja|e}}{{#if:ja|s}} | superdivisio = {{#if:ja|der }}Überabteilung{{#ifeq:|ja|en}} | divisio = {{#if:ja|der }}Abteilung{{#ifeq:|ja|en}} | subdivisio = {{#if:ja|der }}Unterabteilung{{#ifeq:|ja|en}} | superphylum = {{#if:ja|des }}{{#ifeq:|ja|Überstämme|Überstamm}}{{#if:ja|s}} | phylum = {{#if:ja|des }}{{#ifeq:|ja|Stämme|Stamm}}{{#if:ja|s}} | subphylum = {{#if:ja|des }}{{#ifeq:|ja|Unterstämme|Unterstamm}}{{#if:ja|s}} | superclassis = {{#if:ja|der }}Überklasse{{#ifeq:|ja|n}} | seria = {{#if:ja|der }}Reihe{{#ifeq:|ja|n}} | classis = {{#if:ja|der }}Klasse{{#ifeq:|ja|n}} | subclassis = {{#if:ja|der }}Unterklasse{{#ifeq:|ja|n}} | infraclassis = {{#if:ja|der }}Teilklasse{{#ifeq:|ja|n}} | supercohors = {{#if:ja|der }}Überkohorte{{#ifeq:|ja|n}} | cohors = {{#if:ja|der }}Kohorte{{#ifeq:|ja|n}} | subcohors = {{#if:ja|der }}Unterkohorte{{#ifeq:|ja|n}} | infracohors = {{#if:ja|der }}Teilkohorte{{#ifeq:|ja|n}} | superordo = {{#if:ja|der }}Überordnung{{#ifeq:|ja|en}} | ordo = {{#if:ja|der }}Ordnung{{#ifeq:|ja|en}} | subordo = {{#if:ja|der }}Unterordnung{{#ifeq:|ja|en}} | infraordo = {{#if:ja|der }}Teilordnung{{#ifeq:|ja|en}} | superfamilia = {{#if:ja|der }}Überfamilie{{#ifeq:|ja|n}} | familia = {{#if:ja|der }}Familie{{#ifeq:|ja|n}} | subfamilia = {{#if:ja|der }}Unterfamilie{{#ifeq:|ja|n}} | der }}Tribus{{#ifeq:|ja|}} | subtribus = {{#if:ja|der }}Untertribus{{#ifeq:|ja|}} | genus = {{#if:ja|der }}Gattung{{#ifeq:|ja|en}} | subgenus = {{#if:ja|der }}Untergattung{{#ifeq:|ja|en}} | sectio = {{#if:ja|der }}Sektion{{#ifeq:|ja|en}} | subsectio = {{#if:ja|der }}Untersektion{{#ifeq:|ja|en}} | series = {{#if:ja|der }}Serie{{#ifeq:|ja|n}} | subseries = {{#if:ja|der }}Unterserie{{#ifeq:|ja|n}} | der }}{{#ifeq:|ja|Stirpes|Stirps}} | superspezies|superspecies = {{#if:ja|der }}Superspezies{{#ifeq:|ja|}} | species = {{#if:ja|der }}Art{{#ifeq:|ja|en}} | subspecies = {{#if:ja|der }}Unterart{{#ifeq:|ja|en}} | varietas = {{#if:ja|der }}Varietät{{#ifeq:|ja|en}} | subvarietas = {{#if:ja|der }}Varietät{{#ifeq:|ja|en}} | forma = {{#if:ja|der }}Form{{#ifeq:|ja|en}} | subforma = {{#if:ja|der }}Unterform{{#ifeq:|ja|en}} | der }}{{#ifeq:|ja|formae speciales|forma specialis}} | des }}Serotyp{{#ifeq:|ja|e}}{{#if:ja|s}} | #default =
}} }} | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| {{#if: {{#switch: ohne | genus|untergattung|subgenus|sektion|sectio|untersektion|subsectio|serie|series|unterserie|subseries|stirps|stirps|artenkreis|superspecies|superspezies|art|species|unterart|subspecies|varietät|varietas|untervarietät|subvarietas|form|forma|forma specialis|unterform|subforma|serovar = 1
}} | ' | }} | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| }} | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| ohne = | ohne rang = ohne Rang | der }}Klassifikation | der }}Domäne{{#ifeq:|ja|n}} | der }}Supergruppe{{#ifeq:|ja|n}} | regnum = {{#if:ja|des }}Reich{{#ifeq:|ja|e}}{{#if:ja|s}} | subregnum = {{#if:ja|des }}Unterreich{{#ifeq:|ja|e}}{{#if:ja|s}} | superdivisio = {{#if:ja|der }}Überabteilung{{#ifeq:|ja|en}} | divisio = {{#if:ja|der }}Abteilung{{#ifeq:|ja|en}} | subdivisio = {{#if:ja|der }}Unterabteilung{{#ifeq:|ja|en}} | superphylum = {{#if:ja|des }}{{#ifeq:|ja|Überstämme|Überstamm}}{{#if:ja|s}} | phylum = {{#if:ja|des }}{{#ifeq:|ja|Stämme|Stamm}}{{#if:ja|s}} | subphylum = {{#if:ja|des }}{{#ifeq:|ja|Unterstämme|Unterstamm}}{{#if:ja|s}} | superclassis = {{#if:ja|der }}Überklasse{{#ifeq:|ja|n}} | seria = {{#if:ja|der }}Reihe{{#ifeq:|ja|n}} | classis = {{#if:ja|der }}Klasse{{#ifeq:|ja|n}} | subclassis = {{#if:ja|der }}Unterklasse{{#ifeq:|ja|n}} | infraclassis = {{#if:ja|der }}Teilklasse{{#ifeq:|ja|n}} | supercohors = {{#if:ja|der }}Überkohorte{{#ifeq:|ja|n}} | cohors = {{#if:ja|der }}Kohorte{{#ifeq:|ja|n}} | subcohors = {{#if:ja|der }}Unterkohorte{{#ifeq:|ja|n}} | infracohors = {{#if:ja|der }}Teilkohorte{{#ifeq:|ja|n}} | superordo = {{#if:ja|der }}Überordnung{{#ifeq:|ja|en}} | ordo = {{#if:ja|der }}Ordnung{{#ifeq:|ja|en}} | subordo = {{#if:ja|der }}Unterordnung{{#ifeq:|ja|en}} | infraordo = {{#if:ja|der }}Teilordnung{{#ifeq:|ja|en}} | superfamilia = {{#if:ja|der }}Überfamilie{{#ifeq:|ja|n}} | familia = {{#if:ja|der }}Familie{{#ifeq:|ja|n}} | subfamilia = {{#if:ja|der }}Unterfamilie{{#ifeq:|ja|n}} | der }}Tribus{{#ifeq:|ja|}} | subtribus = {{#if:ja|der }}Untertribus{{#ifeq:|ja|}} | genus = {{#if:ja|der }}Gattung{{#ifeq:|ja|en}} | subgenus = {{#if:ja|der }}Untergattung{{#ifeq:|ja|en}} | sectio = {{#if:ja|der }}Sektion{{#ifeq:|ja|en}} | subsectio = {{#if:ja|der }}Untersektion{{#ifeq:|ja|en}} | series = {{#if:ja|der }}Serie{{#ifeq:|ja|n}} | subseries = {{#if:ja|der }}Unterserie{{#ifeq:|ja|n}} | der }}{{#ifeq:|ja|Stirpes|Stirps}} | superspezies|superspecies = {{#if:ja|der }}Superspezies{{#ifeq:|ja|}} | species = {{#if:ja|der }}Art{{#ifeq:|ja|en}} | subspecies = {{#if:ja|der }}Unterart{{#ifeq:|ja|en}} | varietas = {{#if:ja|der }}Varietät{{#ifeq:|ja|en}} | subvarietas = {{#if:ja|der }}Varietät{{#ifeq:|ja|en}} | forma = {{#if:ja|der }}Form{{#ifeq:|ja|en}} | subforma = {{#if:ja|der }}Unterform{{#ifeq:|ja|en}} | der }}{{#ifeq:|ja|formae speciales|forma specialis}} | des }}Serotyp{{#ifeq:|ja|e}}{{#if:ja|s}} | #default =
}} }} | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| {{#if: {{#switch: ordnung | genus|untergattung|subgenus|sektion|sectio|untersektion|subsectio|serie|series|unterserie|subseries|stirps|stirps|artenkreis|superspecies|superspezies|art|species|unterart|subspecies|varietät|varietas|untervarietät|subvarietas|form|forma|forma specialis|unterform|subforma|serovar = 1
}} | Saxifragales | Saxifragales }} | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| }} | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| ohne = | ohne rang = ohne Rang | der }}Klassifikation | der }}Domäne{{#ifeq:|ja|n}} | der }}Supergruppe{{#ifeq:|ja|n}} | regnum = {{#if:ja|des }}Reich{{#ifeq:|ja|e}}{{#if:ja|s}} | subregnum = {{#if:ja|des }}Unterreich{{#ifeq:|ja|e}}{{#if:ja|s}} | superdivisio = {{#if:ja|der }}Überabteilung{{#ifeq:|ja|en}} | divisio = {{#if:ja|der }}Abteilung{{#ifeq:|ja|en}} | subdivisio = {{#if:ja|der }}Unterabteilung{{#ifeq:|ja|en}} | superphylum = {{#if:ja|des }}{{#ifeq:|ja|Überstämme|Überstamm}}{{#if:ja|s}} | phylum = {{#if:ja|des }}{{#ifeq:|ja|Stämme|Stamm}}{{#if:ja|s}} | subphylum = {{#if:ja|des }}{{#ifeq:|ja|Unterstämme|Unterstamm}}{{#if:ja|s}} | superclassis = {{#if:ja|der }}Überklasse{{#ifeq:|ja|n}} | seria = {{#if:ja|der }}Reihe{{#ifeq:|ja|n}} | classis = {{#if:ja|der }}Klasse{{#ifeq:|ja|n}} | subclassis = {{#if:ja|der }}Unterklasse{{#ifeq:|ja|n}} | infraclassis = {{#if:ja|der }}Teilklasse{{#ifeq:|ja|n}} | supercohors = {{#if:ja|der }}Überkohorte{{#ifeq:|ja|n}} | cohors = {{#if:ja|der }}Kohorte{{#ifeq:|ja|n}} | subcohors = {{#if:ja|der }}Unterkohorte{{#ifeq:|ja|n}} | infracohors = {{#if:ja|der }}Teilkohorte{{#ifeq:|ja|n}} | superordo = {{#if:ja|der }}Überordnung{{#ifeq:|ja|en}} | ordo = {{#if:ja|der }}Ordnung{{#ifeq:|ja|en}} | subordo = {{#if:ja|der }}Unterordnung{{#ifeq:|ja|en}} | infraordo = {{#if:ja|der }}Teilordnung{{#ifeq:|ja|en}} | superfamilia = {{#if:ja|der }}Überfamilie{{#ifeq:|ja|n}} | familia = {{#if:ja|der }}Familie{{#ifeq:|ja|n}} | subfamilia = {{#if:ja|der }}Unterfamilie{{#ifeq:|ja|n}} | der }}Tribus{{#ifeq:|ja|}} | subtribus = {{#if:ja|der }}Untertribus{{#ifeq:|ja|}} | genus = {{#if:ja|der }}Gattung{{#ifeq:|ja|en}} | subgenus = {{#if:ja|der }}Untergattung{{#ifeq:|ja|en}} | sectio = {{#if:ja|der }}Sektion{{#ifeq:|ja|en}} | subsectio = {{#if:ja|der }}Untersektion{{#ifeq:|ja|en}} | series = {{#if:ja|der }}Serie{{#ifeq:|ja|n}} | subseries = {{#if:ja|der }}Unterserie{{#ifeq:|ja|n}} | der }}{{#ifeq:|ja|Stirpes|Stirps}} | superspezies|superspecies = {{#if:ja|der }}Superspezies{{#ifeq:|ja|}} | species = {{#if:ja|der }}Art{{#ifeq:|ja|en}} | subspecies = {{#if:ja|der }}Unterart{{#ifeq:|ja|en}} | varietas = {{#if:ja|der }}Varietät{{#ifeq:|ja|en}} | subvarietas = {{#if:ja|der }}Varietät{{#ifeq:|ja|en}} | forma = {{#if:ja|der }}Form{{#ifeq:|ja|en}} | subforma = {{#if:ja|der }}Unterform{{#ifeq:|ja|en}} | der }}{{#ifeq:|ja|formae speciales|forma specialis}} | des }}Serotyp{{#ifeq:|ja|e}}{{#if:ja|s}} | #default =
}} }} | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| {{#if: {{#switch: familie | genus|untergattung|subgenus|sektion|sectio|untersektion|subsectio|serie|series|unterserie|subseries|stirps|stirps|artenkreis|superspecies|superspezies|art|species|unterart|subspecies|varietät|varietas|untervarietät|subvarietas|form|forma|forma specialis|unterform|subforma|serovar = 1
}} | Peridiscaceae | Peridiscaceae }} | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| Kuhlm.}} | |||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
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{{#if: {{#if: {{#switch: familie
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Die Peridiscaceae sind eine kleine Pflanzenfamilie innerhalb der Ordnung der Steinbrechartigen (Saxifragales).<ref name="APWebsite" /> Die vier Gattungen mit etwa zehn Arten kommen im tropischen Südamerika und Afrika vor.<ref name="APWebsite" />
Beschreibung
Vegetative Merkmale
Es handelt sich um Bäume oder Sträucher. Die wechselständig angeordneten Laubblätter sind in Blattstiel und -spreite gegliedert. Die relativ großen, einfachen und ledrigen Blattspreiten besitzen einen glatten Blattrand. Nebenblätter sind vorhanden.
Generative Merkmale
Sie haben traubige oder bündelige Blütenstände.
Die relativ kleinen Blüten sind zwittrig und radiärsymmetrisch. Soyauxia-Arten besitzen meist fünf, selten sechs Kelchblätter und meist fünf, selten sechs freie Kronblätter.<ref name="Breteler2015" /> Bei manchen Arten sind vier bis sieben kelchblattartige, freie Blütenhüllblätter vorhanden, die meist behaart sind. Die vielen (30 bis 100) freien, fertilen Staubblätter werden zentrifugal gebildet. Drei oder vier Fruchtblätter sind zu einem oberständigen Fruchtknoten verwachsen, mit drei oder vier kurze, mehr oder weniger freien Griffeln und ebenso viele Narben.
Es werden je nach Gattung Steinfrüchte oder sich öffnende kapselähnliche Früchte gebildet.
Systematik
Die Familie Peridiscaceae wurde 1950 durch João Geraldo Kuhlmann in Arquivos do Servico Florestal, 3, S. 4 aufgestellt.<ref name="APWebsite" /> Typusgattung ist Peridiscus <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Benth.{{#if:| {{{5}}}|}} Taxa dieser Familie wurden früher in die Familien der Flacourtiaceae, Passifloraceae, Medusandraceae <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Brenan{{#if:| {{{5}}}|}} nom. cons. oder Soyauxiaceae <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}F.A.Barkley{{#if:| {{{5}}}|}} nom. nud. bzw. die Ordnung Violales eingeordnet.<ref name="APWebsite" /><ref name="APG_III" /><ref name="APG_IV" /><ref name="GRIN" />
Bei „APG III“ sowie „APG IV“ gehört die Familie Peridiscaceae zur Ordnung Saxifragales.<ref name="APG_III" /><ref name="APG_IV" />
Zur Familie der Peridiscaceae gehören vier Gattungen mit etwa zehn Arten:<ref name="APWebsite" />
- Medusandra <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Brenan{{#if:| {{{5}}}|}}: Die etwa zwei Arten sind im tropischen Westafrika verbreitet.<ref name="Breteler2015" />
- Peridiscus <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Benth.{{#if:| {{{5}}}|}}: Sie enthält nur eine Art:<ref name="Breteler2015" />
- Peridiscus lucidus <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Benth.{{#if:| {{{5}}}|}}: Sie kommt in Brasilien und Venezuela vor.
- Soyauxia <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Oliv.{{#if:| {{{5}}}|}}: Die sieben bis acht Arten gedeihen in Wäldern des oberen sowie unteren Guinea der Guineo-Kongolanischen Region im tropischen Westafrika vor:<ref name="Breteler2015" />
- Soyauxia floribunda <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Hutch.{{#if:| {{{5}}}|}}: Sie kommt in Guinea, Sierra Leone, Liberia sowie in der Elfenbeinküste vor.<ref name="Breteler2015" />
- Soyauxia gabonensis <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Oliv.{{#if:| {{{5}}}|}} (Syn.: Soyauxia bipindensis <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Gilg. ex Baker f.{{#if:| {{{5}}}|}}, Soyauxia laxiflora <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Gilg ex Hutch.{{#if:| {{{5}}}|}} non <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Gilg ex A.Chev.{{#if:| {{{5}}}|}}): Sie kommt in Nigeria, Kamerun sowie Gabun vor.<ref name="Breteler2015" />
- Soyauxia glabrescens <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Engl.{{#if:| {{{5}}}|}}: Sie kommt in Kamerun sowie Gabun vor.<ref name="Breteler2015" />
- Soyauxia grandiflora <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Gilg & Stapf{{#if:| {{{5}}}|}}: Sie kommt in Liberia, Ghana sowie in der Elfenbeinküste vor.<ref name="Breteler2015" />
- Soyauxia kwewonii <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Breteler & Jongkind{{#if:| {{{5}}}|}}: Sie wurde 2015 erstbeschrieben. Von diesem Endemiten sind nur fünf Fundorte im südöstlichen Liberia bekannt. Die Habitate sind gefährdet und deshalb wurde Soyauxia kwewonii EN = „Endangered“ = „stark gefährdet“ bewertet.<ref name="Breteler2015" />
- Soyauxia ledermannii <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Sleumer{{#if:| {{{5}}}|}}: Sie kommt nur in Kamerun vor.<ref name="Breteler2015" />
- Soyauxia talbotii <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Baker f.{{#if:| {{{5}}}|}} (Syn.: Soyauxia laxiflora <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Gilg ex A.Chev.{{#if:| {{{5}}}|}} non <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Gilg ex Hutch.{{#if:| {{{5}}}|}}, Soyauxia velutina <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Hutch. & Dalz.{{#if:| {{{5}}}|}}): Sie kommt in Kamerun, Ghana, Nigeria sowie in der Elfenbeinküste vor.<ref name="Breteler2015" />
- Whittonia <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Sandw.{{#if:| {{{5}}}|}}: Sie enthält nur eine Art:<ref name="Breteler2015" />
- Whittonia guianensis <templatestyles src="Person/styles.css" />{{#if:|{{{4}}} |}}{{#if:|{{{2}}} |}}{{#if:| {{{3}}} |}}{{#if:| „{{{6}}}“ |}}Sandw.{{#if:| {{{5}}}|}}: Sie ist im nordöstlichen Südamerika verbreitet.
Die Verwandtschaftsverhältnisse können nach Soltis et al. 2007 wie im Evolutionsbaum unten dargestellt werden. Dies deckt sich auch mit der Arbeit von Wurdack & Davis 2009, außer der Position von Whittonia, deren DNA-Sequenzen bisher unbekannt sind. Peridiscus und Whittonia sind auf Grund ihrer morphologischen Merkmale unzweifelhaft Schwester-Taxa.
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<templatestyles src="Turnierplan/styles.css" />|
| style="border-left:2px solid; vertical-align:top;" |
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| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
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|-
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|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{15}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{16}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{17}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{18}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{19}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{20}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{21}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{22}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{23}}}
}}
|-
| valign="top" |
{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}}
|}<templatestyles src="Turnierplan/styles.css" />|2}}|{|||padding-left:0.5em;}}" |
| {{#if:| {{{label1}}} | }} |
left|Peridiscus|2}}|{ | padding-left:0.5em;}}" | | |
| left|Whittonia|2}}|{ | padding-left:0.5em;}}" |
Whittonia }} | ||
| left | { | padding-left:0.5em;}}" |
{{{3}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{4}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{5}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{6}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{7}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{8}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{9}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{10}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{11}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{12}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{13}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{14}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{15}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{16}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{17}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{18}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{19}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{20}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{21}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{22}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{23}}} }} | |
{{#if:| |
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<templatestyles src="Turnierplan/styles.css" />
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{3}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{4}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{5}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{6}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{7}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{8}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{9}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{10}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{11}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{12}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{13}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{14}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{15}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{16}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{17}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{18}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{19}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{20}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{21}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{22}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{23}}}
}}
|-
| valign="top" |
{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}}
|}<templatestyles src="Turnierplan/styles.css" />|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|{| class="klade" style="border-collapse:collapse;line-height:100%;{{#if:|{{{style}}}}}"
| style="min-width:1em; border-bottom:2px solid; vertical-align:bottom; text-align:center;"| {{#if:| {{{label1}}} |
}}
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Soyauxia|2}}|{|||padding-left:0.5em;}}" |
Soyauxia
|-
{{#if:{| class="klade" style="border-collapse:collapse;line-height:100%;{{#if:|{{{style}}}}}"
| style="min-width:1em; border-bottom:2px solid; vertical-align:bottom; text-align:center;"| {{#if:| {{{label1}}} |
}}
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Peridiscus|2}}|{|||padding-left:0.5em;}}" |
Peridiscus
|-
{{#if:Whittonia|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Whittonia|2}}|{|||padding-left:0.5em;}}" |
Whittonia
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{3}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{4}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{5}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{6}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{7}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{8}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{9}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{10}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{11}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{12}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{13}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{14}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{15}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{16}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{17}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{18}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{19}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{20}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{21}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{22}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{23}}}
}}
|-
| valign="top" |
{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}}
|}<templatestyles src="Turnierplan/styles.css" />|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|{| class="klade" style="border-collapse:collapse;line-height:100%;{{#if:|{{{style}}}}}"
| style="min-width:1em; border-bottom:2px solid; vertical-align:bottom; text-align:center;"| {{#if:| {{{label1}}} |
}}
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Peridiscus|2}}|{|||padding-left:0.5em;}}" |
Peridiscus
|-
{{#if:Whittonia|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Whittonia|2}}|{|||padding-left:0.5em;}}" |
Whittonia
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{3}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{4}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{5}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{6}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{7}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{8}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{9}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{10}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{11}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{12}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{13}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{14}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{15}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{16}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{17}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{18}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{19}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{20}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{21}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{22}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{23}}}
}}
|-
| valign="top" |
{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}}
|}<templatestyles src="Turnierplan/styles.css" />|2}}|{|||padding-left:0.5em;}}" |
| {{#if:| {{{label1}}} | }} |
left|Peridiscus|2}}|{ | padding-left:0.5em;}}" | | |
| left|Whittonia|2}}|{ | padding-left:0.5em;}}" |
Whittonia }} | ||
| left | { | padding-left:0.5em;}}" |
{{{3}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{4}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{5}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{6}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{7}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{8}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{9}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{10}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{11}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{12}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{13}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{14}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{15}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{16}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{17}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{18}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{19}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{20}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{21}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{22}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{23}}} }} | |
{{#if:| |
}}}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}} |
<templatestyles src="Turnierplan/styles.css" />
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{3}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{4}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{5}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{6}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{7}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{8}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{9}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{10}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{11}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{12}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{13}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{14}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{15}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{16}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{17}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{18}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{19}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{20}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{21}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{22}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{23}}}
}}
|-
| valign="top" |
{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}}
|}<templatestyles src="Turnierplan/styles.css" />|2}}|{|||padding-left:0.5em;}}" |
| {{#if:| {{{label1}}} | }} |
left|Soyauxia|2}}|{ | padding-left:0.5em;}}" | | |
| {{#if:| {{{label1}}} | }} |
left|Peridiscus|2}}|{ | padding-left:0.5em;}}" | | |
| left|Whittonia|2}}|{ | padding-left:0.5em;}}" |
Whittonia }} | ||
| left | { | padding-left:0.5em;}}" |
{{{3}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{4}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{5}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{6}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{7}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{8}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{9}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{10}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{11}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{12}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{13}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{14}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{15}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{16}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{17}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{18}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{19}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{20}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{21}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{22}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{23}}} }} | |
{{#if:| |
}}}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}} |
<templatestyles src="Turnierplan/styles.css" />|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|{| class="klade" style="border-collapse:collapse;line-height:100%;{{#if:|{{{style}}}}}"
| style="min-width:1em; border-bottom:2px solid; vertical-align:bottom; text-align:center;"| {{#if:| {{{label1}}} |
}}
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Peridiscus|2}}|{|||padding-left:0.5em;}}" |
Peridiscus
|-
{{#if:Whittonia|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Whittonia|2}}|{|||padding-left:0.5em;}}" |
Whittonia
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{3}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{4}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{5}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{6}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{7}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{8}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{9}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{10}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{11}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{12}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{13}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{14}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{15}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{16}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{17}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{18}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{19}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{20}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{21}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{22}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{23}}}
}}
|-
| valign="top" |
{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}}
|}<templatestyles src="Turnierplan/styles.css" />|2}}|{|||padding-left:0.5em;}}" |
| {{#if:| {{{label1}}} | }} |
left|Peridiscus|2}}|{ | padding-left:0.5em;}}" | | |
| left|Whittonia|2}}|{ | padding-left:0.5em;}}" |
Whittonia }} | ||
| left | { | padding-left:0.5em;}}" |
{{{3}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{4}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{5}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{6}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{7}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{8}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{9}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{10}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{11}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{12}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{13}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{14}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{15}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{16}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{17}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{18}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{19}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{20}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{21}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{22}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{23}}} }} | |
{{#if:| |
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<templatestyles src="Turnierplan/styles.css" />
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{3}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{4}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{5}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{6}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{7}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{8}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{9}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{10}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{11}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{12}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{13}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{14}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{15}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{16}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{17}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{18}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{19}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{20}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{21}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{22}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{23}}}
}}
|-
| valign="top" |
{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}}
|}<templatestyles src="Turnierplan/styles.css" />
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{3}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{4}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{5}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{6}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{7}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{8}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{9}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{10}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{11}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{12}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{13}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{14}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{15}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{16}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{17}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{18}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{19}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{20}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{21}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{22}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{23}}}
}}
|-
| valign="top" |
{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}}
|}<templatestyles src="Turnierplan/styles.css" />|2}}|{|||padding-left:0.5em;}}" |
| {{#if:| {{{label1}}} | }} |
left|Medusandra|2}}|{ | padding-left:0.5em;}}" | | |
| {{#if:| {{{label1}}} | }} |
left|Soyauxia|2}}|{ | padding-left:0.5em;}}" | | |
| {{#if:| {{{label1}}} | }} |
left|Peridiscus|2}}|{ | padding-left:0.5em;}}" | | |
| left|Whittonia|2}}|{ | padding-left:0.5em;}}" |
Whittonia }} | ||
| left | { | padding-left:0.5em;}}" |
{{{3}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{4}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{5}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{6}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{7}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{8}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{9}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{10}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{11}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{12}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{13}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{14}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{15}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{16}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{17}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{18}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{19}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{20}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{21}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{22}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{23}}} }} | |
{{#if:| |
}}}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}} |
<templatestyles src="Turnierplan/styles.css" />|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|{| class="klade" style="border-collapse:collapse;line-height:100%;{{#if:|{{{style}}}}}"
| style="min-width:1em; border-bottom:2px solid; vertical-align:bottom; text-align:center;"| {{#if:| {{{label1}}} |
}}
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Peridiscus|2}}|{|||padding-left:0.5em;}}" |
Peridiscus
|-
{{#if:Whittonia|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Whittonia|2}}|{|||padding-left:0.5em;}}" |
Whittonia
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{3}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{4}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{5}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{6}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{7}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{8}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{9}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{10}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{11}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{12}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{13}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{14}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{15}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{16}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{17}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{18}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{19}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{20}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{21}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{22}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{23}}}
}}
|-
| valign="top" |
{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}}
|}<templatestyles src="Turnierplan/styles.css" />|2}}|{|||padding-left:0.5em;}}" |
| {{#if:| {{{label1}}} | }} |
left|Peridiscus|2}}|{ | padding-left:0.5em;}}" | | |
| left|Whittonia|2}}|{ | padding-left:0.5em;}}" |
Whittonia }} | ||
| left | { | padding-left:0.5em;}}" |
{{{3}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{4}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{5}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{6}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{7}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{8}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{9}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{10}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{11}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{12}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{13}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{14}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{15}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{16}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{17}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{18}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{19}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{20}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{21}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{22}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{23}}} }} | |
{{#if:| |
}}}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}} |
<templatestyles src="Turnierplan/styles.css" />
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{3}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{4}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{5}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{6}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{7}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{8}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{9}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{10}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{11}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{12}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{13}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{14}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{15}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{16}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{17}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{18}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{19}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{20}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{21}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{22}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{23}}}
}}
|-
| valign="top" |
{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}}
|}<templatestyles src="Turnierplan/styles.css" />|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|{| class="klade" style="border-collapse:collapse;line-height:100%;{{#if:|{{{style}}}}}"
| style="min-width:1em; border-bottom:2px solid; vertical-align:bottom; text-align:center;"| {{#if:| {{{label1}}} |
}}
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Soyauxia|2}}|{|||padding-left:0.5em;}}" |
Soyauxia
|-
{{#if:{| class="klade" style="border-collapse:collapse;line-height:100%;{{#if:|{{{style}}}}}"
| style="min-width:1em; border-bottom:2px solid; vertical-align:bottom; text-align:center;"| {{#if:| {{{label1}}} |
}}
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Peridiscus|2}}|{|||padding-left:0.5em;}}" |
Peridiscus
|-
{{#if:Whittonia|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Whittonia|2}}|{|||padding-left:0.5em;}}" |
Whittonia
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{3}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{4}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{5}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{6}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{7}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{8}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{9}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{10}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{11}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{12}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{13}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{14}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{15}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{16}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{17}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{18}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{19}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{20}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{21}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{22}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{23}}}
}}
|-
| valign="top" |
{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}}
|}<templatestyles src="Turnierplan/styles.css" />|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|{| class="klade" style="border-collapse:collapse;line-height:100%;{{#if:|{{{style}}}}}"
| style="min-width:1em; border-bottom:2px solid; vertical-align:bottom; text-align:center;"| {{#if:| {{{label1}}} |
}}
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Peridiscus|2}}|{|||padding-left:0.5em;}}" |
Peridiscus
|-
{{#if:Whittonia|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Whittonia|2}}|{|||padding-left:0.5em;}}" |
Whittonia
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{3}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{4}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{5}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{6}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{7}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{8}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{9}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{10}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{11}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{12}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{13}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{14}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{15}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{16}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{17}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{18}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{19}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{20}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{21}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{22}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{23}}}
}}
|-
| valign="top" |
{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}}
|}<templatestyles src="Turnierplan/styles.css" />|2}}|{|||padding-left:0.5em;}}" |
| {{#if:| {{{label1}}} | }} |
left|Peridiscus|2}}|{ | padding-left:0.5em;}}" | | |
| left|Whittonia|2}}|{ | padding-left:0.5em;}}" |
Whittonia }} | ||
| left | { | padding-left:0.5em;}}" |
{{{3}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{4}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{5}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{6}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{7}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{8}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{9}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{10}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{11}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{12}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{13}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{14}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{15}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{16}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{17}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{18}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{19}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{20}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{21}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{22}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{23}}} }} | |
{{#if:| |
}}}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}} |
<templatestyles src="Turnierplan/styles.css" />
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{3}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{4}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{5}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{6}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{7}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{8}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{9}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{10}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{11}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{12}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{13}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{14}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{15}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{16}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{17}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{18}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{19}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{20}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{21}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{22}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{23}}}
}}
|-
| valign="top" |
{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}}
|}<templatestyles src="Turnierplan/styles.css" />|2}}|{|||padding-left:0.5em;}}" |
| {{#if:| {{{label1}}} | }} |
left|Soyauxia|2}}|{ | padding-left:0.5em;}}" | | |
| {{#if:| {{{label1}}} | }} |
left|Peridiscus|2}}|{ | padding-left:0.5em;}}" | | |
| left|Whittonia|2}}|{ | padding-left:0.5em;}}" |
Whittonia }} | ||
| left | { | padding-left:0.5em;}}" |
{{{3}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{4}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{5}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{6}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{7}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{8}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{9}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{10}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{11}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{12}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{13}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{14}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{15}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{16}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{17}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{18}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{19}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{20}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{21}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{22}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{23}}} }} | |
{{#if:| |
}}}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}} |
<templatestyles src="Turnierplan/styles.css" />|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|{| class="klade" style="border-collapse:collapse;line-height:100%;{{#if:|{{{style}}}}}"
| style="min-width:1em; border-bottom:2px solid; vertical-align:bottom; text-align:center;"| {{#if:| {{{label1}}} |
}}
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Peridiscus|2}}|{|||padding-left:0.5em;}}" |
Peridiscus
|-
{{#if:Whittonia|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left|Whittonia|2}}|{|||padding-left:0.5em;}}" |
Whittonia
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{3}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{4}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{5}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{6}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{7}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{8}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{9}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{10}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{11}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{12}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{13}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{14}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{15}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{16}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{17}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{18}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{19}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{20}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{21}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{22}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{23}}}
}}
|-
| valign="top" |
{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}}
|}<templatestyles src="Turnierplan/styles.css" />|2}}|{|||padding-left:0.5em;}}" |
| {{#if:| {{{label1}}} | }} |
left|Peridiscus|2}}|{ | padding-left:0.5em;}}" | | |
| left|Whittonia|2}}|{ | padding-left:0.5em;}}" |
Whittonia }} | ||
| left | { | padding-left:0.5em;}}" |
{{{3}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{4}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{5}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{6}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{7}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{8}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{9}}} }} | |
| left | { | padding-left:0.5em;}}" |
{{{10}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{11}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{12}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{13}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{14}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{15}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{16}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{17}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{18}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{19}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{20}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{21}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{22}}} }} | |
| left | { | style="padding-left:0.5em;"}} |
{{{23}}} }} | |
{{#if:| |
}}}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}} |
<templatestyles src="Turnierplan/styles.css" />
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{3}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{4}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{5}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{6}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{7}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{8}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{9}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{10}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{11}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{12}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{13}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{14}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{15}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{16}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{17}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{18}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;"|
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{19}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{20}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{21}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{22}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" {{#ifeq:{{#invoke:Str|left||2}}|{|||style="padding-left:0.5em;"}} |
{{{23}}}
}}
|-
| valign="top" |
{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if:|}}{{#if: |}}
|}<templatestyles src="Turnierplan/styles.css" />
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{3}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{4}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
| rowspan="2" style="padding-bottom:3px;{{#ifeq:{{#invoke:Str|left||2}}|{|||padding-left:0.5em;}}" |
{{{5}}}
}}
|-
{{#if:|
| style="border-left:2px solid; vertical-align:top;" |
|-
| style="border-left:2px solid; border-bottom:2px solid; vertical-align:bottom; text-align:center;" |
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Quellen
- Die Familie der Peridiscaceae bei der APWebsite. (Abschnitte Beschreibung, Verbreitung und Systematik)
- Die Familie der Peridiscaceae bei DELTA. (Abschnitt Beschreibung)
Literatur
- Douglas E. Soltis, Joshua W. Clayton, Charles C. Davis, Matthew A. Gitzendanner, Martin Cheek, Vincent Savolainen, André M. Amorim, Pamela S.Soltis: Monophyly and relationships of the enigmatic family Peridiscaceae., In: Taxon, Volume 56, Issue 1, 2007, S. 65–73. PDF online.
- Kenneth J. Wurdack, Charles C. Davis: Malpighiales phylogenetics: Gaining ground on one of the most recalcitrant clades in the angiosperm tree of life. In: American Journal of Botany, Volume 96, Issue 8, 2009, S. 1551–1570. Volltext-online. doi:10.3732/ajb.0800207
Einzelnachweise
<references> <ref name="GRIN"> Vorlage:GRIN </ref> <ref name="APWebsite"> Die Familie der Peridiscaceae bei der APWebsite. </ref> <ref name="APG_III"> The Angiosperm Phylogeny Group: An update of the Angiosperm Phylogeny Group classification for the orders and families of flowering plants: APG III. In: Botanical Journal of the Linnean Society, Volume 161, Issue 2, 2009, S. 105–121. doi:10.1111/j.1095-8339.2009.00996.x </ref> <ref name="APG_IV"> The Angiosperm Phylogeny Group: An update of the Angiosperm Phylogeny Group classification for the orders and families of flowering plants: APG IV. In: Botanical Journal of the Linnean Society, Volume 181, Issue 1, 2016, S. 1–20. doi:10.1111/boj.12385 </ref> <ref name="Breteler2015"> Frans J. Breteler, Freek T. Bakker, Carel C. H. Jongkind: A synopsis of Soyauxia (Peridiscaceae, formerly Medusandraceae) with a new species from Liberia. In: Plant Ecology and Evolution, Volume 148, Issue 3, 2015, S. 409–419. doi:10.5091/plecevo.2015.1040 </ref> </references>
Weblinks
|X|x= |0|-= |S|s= – Sammlung von Bildern |1|= – Sammlung von Bildern{{#if:
| {{#switch: {{#invoke:TemplUtl|faculty|1}}/{{#invoke:TemplUtl|faculty|1}}
|1/= und Videos
|1/1=, Videos und Audiodateien
|/1= und Audiodateien}}
| , Videos und Audiodateien
}}
|#default= – }}{{#if: Peridiscaceae
| {{#ifeq: {{#invoke:Str|left|peridiscaceae|9}}
| category:
| FEHLER: Ohne Category: angeben!}}}}