Kassiopi

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{{#if:Stadtbezirk Kassiopi|Stadtbezirk Kassiopi|Kassiopi}} {{#invoke:Vorlage:lang|flat}}
[[Datei:{{#if: | | {{#switch:image name = Griechenland top = 42.0 bottom = 34.6 left = 19.1 right = 29.9 image={{#switch: relief=Reliefkarte Griechenland.png #default=Greece location map.svg }} zone = Land }} }}|{{#if: {{#if: {{#if:{{{LAT}}}{{{LONG}}} }} {{#ifeq:|none|| {{#ifexpr:50<0 or 50>100 or 50<0 or 50>100 |nicht auf der Kartep3}} }} ohne|keine}} Koordinaten }} /47/18}} |1|4}}{{#titleparts:39{{#if:47|/47/18}} |1|3}}{{#titleparts:39{{#if:47|/47/18}} |1|2}} /47/18}} |1|4}} N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 /47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 {{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 90 /47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} }} /47/18}} |1}} /47/18}} |1}})>90|90 /47/18}} |1}})<-90|-90 /47/18}} |1}})}} }} }} }} }}{{#if:{{#titleparts:19{{#if:55|/55/18}} |1|4}}{{#titleparts:19{{#if:55|/55/18}} |1|3}}{{#titleparts:19{{#if:55|/55/18}} |1|2}} /55/18}} |1|4}} O|E|W={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:19{{#if:55|/55/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#iferror:{{#ifexpr:{{#switch:N R+ = abs R- = -abs Z = trunc Z+ N = abs trunc /55/18}} |1}}) = (0{{#titleparts:19{{#if:55|/55/18}} |1}}) {{#if: | round ({{{3}}}) }} | 1 }} }}|expr=1|set=R+}}|1}}|111 /55/18}} |1|2}})>=60 or (0{{#titleparts:19{{#if:55|/55/18}} |1|3}})>=60 {{#expr: (({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 ) -((({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 )/360 -.5 )round 0 )*360 -180 )}} }} }} /55/18}} |1}} {{#expr: (((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180) -((((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180)/360 -.5 )round 0 )*360 -180 )}} }}}} {{#if: {{#if: Kassiopi}}}}:{{#switch:1 /47/18}} |1|4}} N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 /47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 {{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 90 /47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} }} /47/18}} |1}} /47/18}} |1}})>90|90 /47/18}} |1}})<-90|-90 /47/18}} |1}})}} }} }} }} }} NS: {{#if:{{#titleparts:39{{#if:47|/47/18}} |1|4}}{{#titleparts:39{{#if:47|/47/18}} |1|3}}{{#titleparts:39{{#if:47|/47/18}} |1|2}} /47/18}} |1|4}} N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 /47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 {{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 90 /47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} }} /47/18}} |1}} /47/18}} |1}})>90|90 /47/18}} |1}})<-90|-90 /47/18}} |1}})}} }} }} }} }} } {{#iferror:{{#if:{{#titleparts:19{{#if:55|/55/18}} |1|4}}{{#titleparts:19{{#if:55|/55/18}} |1|3}}{{#titleparts:19{{#if:55|/55/18}} |1|2}} |{{#switch:{{#titleparts:19{{#if:55|/55/18}} |1|4}} ||O|E|W={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:19{{#if:55|/55/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#iferror:{{#ifexpr:{{#switch:N | R+ = abs | R- = -abs | Z = trunc | Z+ | N = abs trunc | Z- = -abs trunc}}(0{{#titleparts:19{{#if:55|/55/18}} |1}}) = (0{{#titleparts:19{{#if:55|/55/18}} |1}}) {{#if: | round ({{{3}}}) }} | 1 }} }}|expr=1|set=R+}}|1}}|111 |{{#ifexpr: (0{{#titleparts:19{{#if:55|/55/18}} |1|2}})>=60 or (0{{#titleparts:19{{#if:55|/55/18}} |1|3}})>=60 | |{{#expr: (({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 ) -((({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 )/360 -.5 )round 0 )*360 -180 )}} }} | }} |#default= }} |{{#if:{{#titleparts:19{{#if:55|/55/18}} |1}} |{{#expr: (((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180) -((((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180)/360 -.5 )round 0 )*360 -180 )}} }}}} |EW: {{#if:{{#titleparts:19{{#if:55|/55/18}} |1|4}}{{#titleparts:19{{#if:55|/55/18}} |1|3}}{{#titleparts:19{{#if:55|/55/18}} |1|2}} |{{#switch:{{#titleparts:19{{#if:55|/55/18}} |1|4}} ||O|E|W={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:19{{#if:55|/55/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#iferror:{{#ifexpr:{{#switch:N | R+ = abs | R- = -abs | Z = trunc | Z+ | N = abs trunc | Z- = -abs trunc}}(0{{#titleparts:19{{#if:55|/55/18}} |1}}) = (0{{#titleparts:19{{#if:55|/55/18}} |1}}) {{#if: | round ({{{3}}}) }} | 1 }} }}|expr=1|set=R+}}|1}}|111 |{{#ifexpr: (0{{#titleparts:19{{#if:55|/55/18}} |1|2}})>=60 or (0{{#titleparts:19{{#if:55|/55/18}} |1|3}})>=60 | |{{#expr: (({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 ) -((({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 )/360 -.5 )round 0 )*360 -180 )}} }} | }} |#default= }} |{{#if:{{#titleparts:19{{#if:55|/55/18}} |1}} |{{#expr: (((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180) -((((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180)/360 -.5 )round 0 )*360 -180 )}} }}}} |}} {{#if: | | }} |2={{#if: | | }} |3= ||N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | 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|1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | |{{#ifeq:S|{{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 |90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} | }} |#default= }} |{{#if:{{#titleparts:39{{#if:47|/47/18}} |1}} |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})>90|90 |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})<-90|-90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})}} }} }} }} }} ‹|kein Wert}} in type-Parameter {{#if: | | }} |5= ||N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | |{{#ifeq:S|{{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 |90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} | }} |#default= }} |{{#if:{{#titleparts:39{{#if:47|/47/18}} |1}} |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})>90|90 |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})<-90|-90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})}} }} }} }} }} {{#if:{{#if:{{#titleparts:19{{#if:55|/55/18}} |1|4}}{{#titleparts:19{{#if:55|/55/18}} |1|3}}{{#titleparts:19{{#if:55|/55/18}} |1|2}} |{{#switch:{{#titleparts:19{{#if:55|/55/18}} |1|4}} ||O|E|W={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:19{{#if:55|/55/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#iferror:{{#ifexpr:{{#switch:N | R+ = abs | R- = -abs | Z = trunc | Z+ | N = abs trunc | Z- = -abs trunc}}(0{{#titleparts:19{{#if:55|/55/18}} |1}}) = (0{{#titleparts:19{{#if:55|/55/18}} |1}}) {{#if: | round ({{{3}}}) }} | 1 }} }}|expr=1|set=R+}}|1}}|111 |{{#ifexpr: (0{{#titleparts:19{{#if:55|/55/18}} |1|2}})>=60 or (0{{#titleparts:19{{#if:55|/55/18}} |1|3}})>=60 | |{{#expr: (({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 ) -((({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 )/360 -.5 )round 0 )*360 -180 )}} }} | }} |#default= }} |{{#if:{{#titleparts:19{{#if:55|/55/18}} |1}} |{{#expr: (((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180) -((((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180)/360 -.5 )round 0 )*360 -180 )}} }}}} |, 2:{{#if:{{#titleparts:19{{#if:55|/55/18}} |1|4}}{{#titleparts:19{{#if:55|/55/18}} |1|3}}{{#titleparts:19{{#if:55|/55/18}} |1|2}} |{{#switch:{{#titleparts:19{{#if:55|/55/18}} |1|4}} ||O|E|W={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:19{{#if:55|/55/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#iferror:{{#ifexpr:{{#switch:N | R+ = abs | R- = -abs | Z = trunc | Z+ | N = abs trunc | Z- = -abs trunc}}(0{{#titleparts:19{{#if:55|/55/18}} |1}}) = (0{{#titleparts:19{{#if:55|/55/18}} |1}}) {{#if: | round ({{{3}}}) }} | 1 }} }}|expr=1|set=R+}}|1}}|111 |{{#ifexpr: (0{{#titleparts:19{{#if:55|/55/18}} |1|2}})>=60 or (0{{#titleparts:19{{#if:55|/55/18}} |1|3}})>=60 | |{{#expr: (({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 ) -((({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 )/360 -.5 )round 0 )*360 -180 )}} }} | }} |#default= }} |{{#if:{{#titleparts:19{{#if:55|/55/18}} |1}} |{{#expr: (((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180) -((((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180)/360 -.5 )round 0 )*360 -180 )}} }}}} }}{{#if:|, 3:}}{{#if:|, 4:}} {{#if:|usw.}} {{#if: | | }} |6={{#if:{{#if:{{#titleparts:39{{#if:47|/47/18}} |1|4}}{{#titleparts:39{{#if:47|/47/18}} |1|3}}{{#titleparts:39{{#if:47|/47/18}} |1|2}} |{{#switch:{{#titleparts:39{{#if:47|/47/18}} |1|4}} ||N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | |{{#ifeq:S|{{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 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|{{#switch:{{#titleparts:19{{#if:55|/55/18}} |1|4}} ||O|E|W={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:19{{#if:55|/55/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#iferror:{{#ifexpr:{{#switch:N | R+ = abs | R- = -abs | Z = trunc | Z+ | N = abs trunc | Z- = -abs trunc}}(0{{#titleparts:19{{#if:55|/55/18}} |1}}) = (0{{#titleparts:19{{#if:55|/55/18}} |1}}) {{#if: | round ({{{3}}}) }} | 1 }} }}|expr=1|set=R+}}|1}}|111 |{{#ifexpr: (0{{#titleparts:19{{#if:55|/55/18}} |1|2}})>=60 or (0{{#titleparts:19{{#if:55|/55/18}} |1|3}})>=60 | |{{#expr: (({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 ) -((({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 )/360 -.5 )round 0 )*360 -180 )}} }} | }} |#default= }} |{{#if:{{#titleparts:19{{#if:55|/55/18}} |1}} |{{#expr: (((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180) -((((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180)/360 -.5 )round 0 )*360 -180 )}} }}}} |{{#if:||{{#if:||Kassiopi}}}}:{{#switch:1 |1= ||N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | |{{#ifeq:S|{{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 |90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} | }} |#default= }} |{{#if:{{#titleparts:39{{#if:47|/47/18}} |1}} |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})>90|90 |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})<-90|-90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})}} }} }} }} }} |NS: {{#if:{{#titleparts:39{{#if:47|/47/18}} |1|4}}{{#titleparts:39{{#if:47|/47/18}} |1|3}}{{#titleparts:39{{#if:47|/47/18}} |1|2}} |{{#switch:{{#titleparts:39{{#if:47|/47/18}} |1|4}} ||N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | |{{#ifeq:S|{{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 |90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} | }} |#default= }} |{{#if:{{#titleparts:39{{#if:47|/47/18}} |1}} |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})>90|90 |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})<-90|-90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})}} }} }} }} }} |}} {{#iferror:{{#if:{{#titleparts:19{{#if:55|/55/18}} |1|4}}{{#titleparts:19{{#if:55|/55/18}} |1|3}}{{#titleparts:19{{#if:55|/55/18}} |1|2}} |{{#switch:{{#titleparts:19{{#if:55|/55/18}} |1|4}} ||O|E|W={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:19{{#if:55|/55/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#iferror:{{#ifexpr:{{#switch:N | R+ = abs | R- = -abs | Z = trunc | Z+ | N = abs trunc | Z- = -abs trunc}}(0{{#titleparts:19{{#if:55|/55/18}} |1}}) = (0{{#titleparts:19{{#if:55|/55/18}} |1}}) {{#if: | round ({{{3}}}) }} | 1 }} }}|expr=1|set=R+}}|1}}|111 |{{#ifexpr: (0{{#titleparts:19{{#if:55|/55/18}} |1|2}})>=60 or (0{{#titleparts:19{{#if:55|/55/18}} |1|3}})>=60 | |{{#expr: (({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 ) -((({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 )/360 -.5 )round 0 )*360 -180 )}} }} | }} |#default= }} |{{#if:{{#titleparts:19{{#if:55|/55/18}} |1}} |{{#expr: (((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180) -((((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180)/360 -.5 )round 0 )*360 -180 )}} }}}} |EW: {{#if:{{#titleparts:19{{#if:55|/55/18}} |1|4}}{{#titleparts:19{{#if:55|/55/18}} |1|3}}{{#titleparts:19{{#if:55|/55/18}} |1|2}} |{{#switch:{{#titleparts:19{{#if:55|/55/18}} |1|4}} ||O|E|W={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:19{{#if:55|/55/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#iferror:{{#ifexpr:{{#switch:N | R+ = abs | R- = -abs | Z = trunc | Z+ | N = abs trunc | Z- = -abs trunc}}(0{{#titleparts:19{{#if:55|/55/18}} |1}}) = (0{{#titleparts:19{{#if:55|/55/18}} |1}}) {{#if: | round ({{{3}}}) }} | 1 }} }}|expr=1|set=R+}}|1}}|111 |{{#ifexpr: (0{{#titleparts:19{{#if:55|/55/18}} |1|2}})>=60 or (0{{#titleparts:19{{#if:55|/55/18}} |1|3}})>=60 | |{{#expr: (({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 ) -((({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 )/360 -.5 )round 0 )*360 -180 )}} }} | }} |#default= }} |{{#if:{{#titleparts:19{{#if:55|/55/18}} |1}} |{{#expr: (((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180) -((((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180)/360 -.5 )round 0 )*360 -180 )}} }}}} |}} {{#if: | | }} |2={{#if: | | }} |3= ||N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | |{{#ifeq:S|{{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 |90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} | }} |#default= }} |{{#if:{{#titleparts:39{{#if:47|/47/18}} |1}} |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})>90|90 |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})<-90|-90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})}} }} }} }} }} |falscher Wert ›{{#if:{{#titleparts:39{{#if:47|/47/18}} |1|4}}{{#titleparts:39{{#if:47|/47/18}} |1|3}}{{#titleparts:39{{#if:47|/47/18}} |1|2}} |{{#switch:{{#titleparts:39{{#if:47|/47/18}} |1|4}} ||N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | |{{#ifeq:S|{{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 |90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} | }} |#default= }} |{{#if:{{#titleparts:39{{#if:47|/47/18}} |1}} |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})>90|90 |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})<-90|-90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})}} }} }} }} }} ‹|kein Wert}} in type-Parameter {{#if: | | }} |5= ||N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | |{{#ifeq:S|{{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 |90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} | }} |#default= }} |{{#if:{{#titleparts:39{{#if:47|/47/18}} |1}} |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})>90|90 |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})<-90|-90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})}} }} }} }} }} {{#if:{{#if:{{#titleparts:19{{#if:55|/55/18}} |1|4}}{{#titleparts:19{{#if:55|/55/18}} |1|3}}{{#titleparts:19{{#if:55|/55/18}} |1|2}} |{{#switch:{{#titleparts:19{{#if:55|/55/18}} |1|4}} ||O|E|W={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:19{{#if:55|/55/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#iferror:{{#ifexpr:{{#switch:N | R+ = abs | R- = -abs | Z = trunc | Z+ | N = abs trunc | Z- = -abs trunc}}(0{{#titleparts:19{{#if:55|/55/18}} |1}}) = (0{{#titleparts:19{{#if:55|/55/18}} |1}}) {{#if: | round ({{{3}}}) }} | 1 }} }}|expr=1|set=R+}}|1}}|111 |{{#ifexpr: (0{{#titleparts:19{{#if:55|/55/18}} |1|2}})>=60 or (0{{#titleparts:19{{#if:55|/55/18}} |1|3}})>=60 | |{{#expr: (({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 ) -((({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 )/360 -.5 )round 0 )*360 -180 )}} }} | }} |#default= }} |{{#if:{{#titleparts:19{{#if:55|/55/18}} |1}} |{{#expr: (((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180) -((((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180)/360 -.5 )round 0 )*360 -180 )}} }}}} |, 2:{{#if:{{#titleparts:19{{#if:55|/55/18}} |1|4}}{{#titleparts:19{{#if:55|/55/18}} |1|3}}{{#titleparts:19{{#if:55|/55/18}} |1|2}} |{{#switch:{{#titleparts:19{{#if:55|/55/18}} |1|4}} ||O|E|W={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:19{{#if:55|/55/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#iferror:{{#ifexpr:{{#switch:N | R+ = abs | R- = -abs | Z = trunc | Z+ | N = abs trunc | Z- = -abs trunc}}(0{{#titleparts:19{{#if:55|/55/18}} |1}}) = (0{{#titleparts:19{{#if:55|/55/18}} |1}}) {{#if: | round ({{{3}}}) }} | 1 }} }}|expr=1|set=R+}}|1}}|111 |{{#ifexpr: (0{{#titleparts:19{{#if:55|/55/18}} |1|2}})>=60 or (0{{#titleparts:19{{#if:55|/55/18}} |1|3}})>=60 | |{{#expr: (({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 ) -((({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 )/360 -.5 )round 0 )*360 -180 )}} }} | }} |#default= }} |{{#if:{{#titleparts:19{{#if:55|/55/18}} |1}} |{{#expr: (((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180) -((((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180)/360 -.5 )round 0 )*360 -180 )}} }}}} }}{{#if:|, 3:}}{{#if:|, 4:}} {{#if:|usw.}} {{#if: | | }} |6={{#if:{{#if:{{#titleparts:39{{#if:47|/47/18}} |1|4}}{{#titleparts:39{{#if:47|/47/18}} |1|3}}{{#titleparts:39{{#if:47|/47/18}} |1|2}} |{{#switch:{{#titleparts:39{{#if:47|/47/18}} |1|4}} ||N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | |{{#ifeq:S|{{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 |90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} | }} |#default= }} |{{#if:{{#titleparts:39{{#if:47|/47/18}} |1}} |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})>90|90 |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})<-90|-90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})}} }} }} }} }} || |{{#switch:{{#titleparts:39{{#if:47|/47/18}} |1|4}} ||N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | |{{#ifeq:S|{{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 |90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} | }} |#default= }} |{{#if:{{#titleparts:39{{#if:47|/47/18}} |1}} |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})>90|90 |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})<-90|-90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})}} }} }} }} }} |{{#if:{{#titleparts:39{{#if:47|/47/18}} |1|4}}{{#titleparts:39{{#if:47|/47/18}} |1|3}}{{#titleparts:39{{#if:47|/47/18}} |1|2}} |{{#switch:{{#titleparts:39{{#if:47|/47/18}} |1|4}} ||N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | |{{#ifeq:S|{{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 |90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} | }} |#default= }} |{{#if:{{#titleparts:39{{#if:47|/47/18}} |1}} |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})>90|90 |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})<-90|-90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})}} }} }} }} }}  :}} region-Parameter fehlt6 {{#if:{{#if:{{#titleparts:39{{#if:47|/47/18}} |1|4}}{{#titleparts:39{{#if:47|/47/18}} |1|3}}{{#titleparts:39{{#if:47|/47/18}} |1|2}} |{{#switch:{{#titleparts:39{{#if:47|/47/18}} |1|4}} ||N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | |{{#ifeq:S|{{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 |90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} | }} |#default= }} |{{#if:{{#titleparts:39{{#if:47|/47/18}} |1}} |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})>90|90 |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})<-90|-90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})}} }} }} }} }} |in Positionskarte.}} }}{{#if: | | }} |7={{#if:{{#if:{{#titleparts:39{{#if:47|/47/18}} |1|4}}{{#titleparts:39{{#if:47|/47/18}} |1|3}}{{#titleparts:39{{#if:47|/47/18}} |1|2}} |{{#switch:{{#titleparts:39{{#if:47|/47/18}} |1|4}} ||N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | |{{#ifeq:S|{{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 |90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} | }} |#default= }} |{{#if:{{#titleparts:39{{#if:47|/47/18}} |1}} |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})>90|90 |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})<-90|-90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})}} }} }} }} }} |{{#if: | | }} |{{#if: | |7 }} }} |8={{#if: | | }} |9={{#if:{{#if:{{#titleparts:39{{#if:47|/47/18}} |1|4}}{{#titleparts:39{{#if:47|/47/18}} |1|3}}{{#titleparts:39{{#if:47|/47/18}} |1|2}} |{{#switch:{{#titleparts:39{{#if:47|/47/18}} |1|4}} ||N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | |{{#ifeq:S|{{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 |90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} | }} |#default= }} |{{#if:{{#titleparts:39{{#if:47|/47/18}} |1}} |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})>90|90 |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})<-90|-90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})}} }} }} }} }} |{{#if: | | }} |{{#if: | |9 }} }} |#default={{#if: | | }} }}|}}{{#if:Vorlage:Infobox Ort in Griechenland/Region zu ISO-Code||{{#switch:||earth={{#switch:6 |1={{#if: | | }} |2={{#if: | | }} |3={{#if: | | }} |5={{#if: | | }} |6={{#if:{{#if:||{{#if:||Kassiopi}}}} ||}}{{#if: | | }} |7={{#if:{{#if:||{{#if:||Kassiopi}}}} |{{#if: | | }} |{{#if: | |7 }} }} |8={{#if: | | }} |9={{#if:{{#if:||{{#if:||Kassiopi}}}} |{{#if: | | }} |{{#if: | |9 }} }} |#default={{#if: | | }} }}}} }}{{#if:{{#iferror:{{#ifexpr:{{#switch:N | R+ = abs | R- = -abs | Z = trunc | Z+ | N = abs trunc | Z- = -abs trunc}}(0977) = (0977) {{#if: | round ({{{3}}}) }} | 1 }} }}||{{#switch:9 |1={{#if: | | }} |2={{#if: | | }} |3={{#if: | | }} |5={{#if: | | }} |6={{#if:977||}}{{#if: | | }} |7={{#if:977 |{{#if: | | }} |{{#if: | |7 }} }} |8={{#if: | | }} |9={{#if:977 |{{#if: | | }} |{{#if: | |9 }} }} |#default={{#if: | | }} }} }}{{#if:{{#iferror:{{#ifexpr:{{#switch:R | R+ = abs | R- = -abs | Z = trunc | Z+ | N = abs trunc | Z- = -abs trunc}}(0) = (0) {{#if:2 | round (2) }} | 1 }} }}||{{#switch:7 |1={{#if: | | }} |2={{#if: | | }} |3={{#if: | | }} |5={{#if: | | }} |6={{#if:||}}{{#if: | | }} |7={{#if: |{{#if: | | }} |{{#if: | |7 }} }} |8={{#if: | | }} |9={{#if: |{{#if: | | }} |{{#if: | |9 }} }} |#default={{#if: | | }} }} }}{{#if:{{#iferror:{{#if:{{#titleparts:39{{#if:47|/47/18}} |1|4}}{{#titleparts:39{{#if:47|/47/18}} |1|3}}{{#titleparts:39{{#if:47|/47/18}} |1|2}} |{{#switch:{{#titleparts:39{{#if:47|/47/18}} |1|4}} ||N|S={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:39{{#if:47|/47/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:39{{#if:47|/47/18}} |1}}|expr=1|set=N}}|1}}|111 |{{#ifexpr: (0{{#titleparts:39{{#if:47|/47/18}} |1|2}})>=60 or (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})>=60 | |{{#ifeq:S|{{#titleparts:39{{#if:47|/47/18}} |1|4}}|- }}{{#ifexpr:( (0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) )>90 |90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1|3}})/3600 +(0{{#titleparts:39{{#if:47|/47/18}} |1|2}})/60 +(0{{#titleparts:39{{#if:47|/47/18}} |1}}) }} }} }} | }} |#default= }} |{{#if:{{#titleparts:39{{#if:47|/47/18}} |1}} |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})>90|90 |{{#ifexpr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})<-90|-90 |{{#expr:(0{{#titleparts:39{{#if:47|/47/18}} |1}})}} }} }} }} }}|}}{{#iferror:{{#if:{{#titleparts:19{{#if:55|/55/18}} |1|4}}{{#titleparts:19{{#if:55|/55/18}} |1|3}}{{#titleparts:19{{#if:55|/55/18}} |1|2}} |{{#switch:{{#titleparts:19{{#if:55|/55/18}} |1|4}} ||O|E|W={{#ifeq: {{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|3}}|expr=1|set=R+}}|1}}{{#if:{{#invoke:Expr|figure|0{{#titleparts:19{{#if:55|/55/18}} |1|2}}|expr=1|set={{#if:{{#titleparts:19{{#if:55|/55/18}} |1|3}}|N|R+}}}}|1}}{{#if:{{#invoke:Expr|figure|0{{#iferror:{{#ifexpr:{{#switch:N | R+ = abs | R- = -abs | Z = trunc | Z+ | N = abs trunc | Z- = -abs trunc}}(0{{#titleparts:19{{#if:55|/55/18}} |1}}) = (0{{#titleparts:19{{#if:55|/55/18}} |1}}) {{#if: | round ({{{3}}}) }} | 1 }} }}|expr=1|set=R+}}|1}}|111 |{{#ifexpr: (0{{#titleparts:19{{#if:55|/55/18}} |1|2}})>=60 or (0{{#titleparts:19{{#if:55|/55/18}} |1|3}})>=60 | |{{#expr: (({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 ) -((({{#ifeq:{{#TITLEPARTS:19{{#IF:55|/55/18}} |1|4}}|W|-}} ((0{{#titleparts:19{{#if:55|/55/18}} |1|3}})/3600 +(0{{#titleparts:19{{#if:55|/55/18}} |1|2}})/60 +(0{{#titleparts:19{{#if:55|/55/18}} |1}}) ) -180 )/360 -.5 )round 0 )*360 -180 )}} }} | }} |#default= }} |{{#if:{{#titleparts:19{{#if:55|/55/18}} |1}} |{{#expr: (((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180) -((((0{{#titleparts:19{{#if:55|/55/18}} |1}}) -180)/360 -.5 )round 0 )*360 -180 )}} }}}}|}} | | {{#if:| ohne|keine}} Koordinaten }} }}{{#if:|{{{places}}}}}Vorlage:Karte in einer Ecke

|- ! colspan="2"| Basisdaten |- | Staat || GriechenlandDatei:Flag of Greece.svg{{#ifeq:|#|| {{#if:|[[{{{Ziel}}}]]|Griechenland}}}} |- | Region || Ionische Inseln |- {{#if:Kerkyra| | Regionalbezirk || Kerkyra }} |- {{#ifeq:Ionische Inseln|Athos|| | Gemeinde || Voria Kerkyra }} |- {{#if:Kassiopi| | Gemeindebezirk || Kassiopi }} |- {{#if:| | Ortschaft || {{{Ortschaft}}} }} |- {{#if:| | Stadtbezirk || {{{Stadtbezirk}}} }} |- {{#if:| | Ortsgemeinschaft || {{{Ortsgemeinschaft}}} }} |- {{#if:| | Siedlung || {{{Siedlung}}} }} |- {{#if:| | Status || {{{Status}}} }} |- | Geographische Koordinaten || {{Coordinate{{#ifeq:|y|Simple|Complex}}|NS=39{{#if:47|/47/18}}|EW=19{{#if:55|/55/18}}|type=city|region=Vorlage:Infobox Ort in Griechenland/Region zu ISO-Code|globe=|dim=|elevation=|pop=977|lw=|name={{#invoke:Coordinates/kml|kmlTitle|1=}}|article=/|text=DMS|sortkey=|tooltip=|tooltipformat=|map=|mapsize=|maplevel=|maptype=|maplabel=|maplayer=|mapcaption=}}{{#if:|{{#switch:5

|1 = 
|2 = {{#switch:0
 |0|6|14=
}}
|3  = {{#switch: {{{type}}}
 |country|state|adm1st|adm2nd|city|isle|airport|mountain|waterbody|forest|landmark=
 |example={{#if:
  | 
  | 
 }}
 |#default= 
}} {{#if: {{{rg}}}
 |
 | 
}} {{#iferror: {{{elevation}}}
 | {{{elevation}}}{{#switch:0
  |0|6|14= 
 }}
 |
}} {{#iferror: {{{pop}}}
 | {{{pop}}}{{#switch:0
  |0|6|14= 
 }}
 |
}}
|5 = 
|8 = {{#switch:0
 |0|6|14= 
}}
|10= überflüssige Parameter
|#default=

}}}} |- {{#if:24| | Höhe ü. d. M. || {{#ifeq: Vorlage:Höhe/Fmt|Expression error: Unrecognised punctuation character "."|Vorlage:Höhe/Fehler in Parameterliste|}}{{#if: 24

 |{{#if: GR
   |{{#switch: GR
       | AT = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m ü. A.|m ü. A.}}
       | BSW77 =
            {{#ifexpr: (24>=0)
            |Vorlage:Höhe/Fmt m ü. {{#if:{{#invoke:TemplUtl|faculty|true}}|Ostsee|Ostsee}}
            |Vorlage:Höhe/Fmt m unter {{#if:{{#invoke:TemplUtl|faculty|true}}|Ostsee|Ostsee}}
            }}
       | LI
       | CH = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m ü. M.|m ü. M.}}
       | LI-M
       | CH-M = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m|m}}
       | DE =
            {{#ifexpr: (24>=0)
            |Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m|m}}
            |Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m unter dem Meeresspiegel|m unter dem Meeresspiegel}}
            }}

       | DE-NN =
            {{#ifexpr: (24>=0)
            |Vorlage:Höhe/Fmt m ü. {{#if:{{#invoke:TemplUtl|faculty|true}}|NN|NN}}
            |Vorlage:Höhe/Fmt m unter {{#if:{{#invoke:TemplUtl|faculty|true}}|NN|NN}}
            }}
       | DE-HN =
            {{#ifexpr: (24>=0)
            |Vorlage:Höhe/Fmt m ü. {{#if:{{#invoke:TemplUtl|faculty|true}}|HN|HN}}
            |Vorlage:Höhe/Fmt m unter {{#if:{{#invoke:TemplUtl|faculty|true}}|HN|HN}}
            }}

       | DE-NHN =
            {{#ifexpr: (24>=0)
            |Vorlage:Höhe/Fmt m ü. {{#if:{{#invoke:TemplUtl|faculty|true}}|NHN|NHN}}
            |Vorlage:Höhe/Fmt m unter {{#if:{{#invoke:TemplUtl|faculty|true}}|NHN|NHN}}
            }}

       | DE-NHN-2016 =
            {{#ifexpr: (24>=0)
            |Vorlage:Höhe/Fmt m ü. {{#if:{{#invoke:TemplUtl|faculty|true}}|NHN|NHN}}
            |Vorlage:Höhe/Fmt m unter {{#if:{{#invoke:TemplUtl|faculty|true}}|NHN|NHN}}
            }}

       |AL = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m ü. A.|m ü. A.}}

       | SK  = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m n.m.|m n.m.}}

       | CZ  = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m n.m.|m n.m.}}

       | HU  = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m|m}}

       | DK  = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m.o.h.|m.o.h.}}

       | GB| IE = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m ASL|m ASL}}

       | FR|FX  = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m|m}}

       | IT|SM|VA  = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m s.l.m.|m s.l.m.}}

       |BA 
       |HR 
       |ME 
       |MK 
       |RS 
       |SI 
             = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m. i. J.|m. i. J.}}

       | JP  = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m T.P.|m T.P.}}

       | NL  = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m NAP|m NAP}}

       | NO  =
            {{#ifexpr: (24>=0)
            |Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|moh.|moh.}}
            |Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|muh.|muh.}}
            }}

       | PL  = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m n.p.m.|m n.p.m.}}

       | SE  = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m ö.h.|m ö.h.}}

       | ES  = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|msnm|msnm}}

       | BE  = Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m O.P.|m O.P.}}

       |AF 
       |AX 
       |DZ 
       |AS 
       |AD 
       |AO 
       |AI 
       |AQ 
       |AG 
       |AR 
       |AM 
       |AW 
       |AU 
       |AZ 
       |BS 
       |BH 
       |BD 
       |BB 
       |BY 
       |BZ 
       |BJ 
       |BM 
       |BT 
       |BO 
       |BW 
       |BV 
       |BR 
       |IO 
       |BN 
       |BG 
       |BF 
       |BI 
       |KH 
       |CM 
       |CA 
       |CV 
       |KY 
       |CF 
       |TD 
       |CL 
       |CN 
       |CX 
       |CC 
       |CO 
       |KM 
       |CG 
       |CD 
       |CK 
       |CR 
       |CI 
       |CU 
       |CY 
       |DK 
       |DJ 
       |DM 
       |DO 
       |EC 
       |EG 
       |SV 
       |GQ 
       |ER 
       |EE 
       |ET 
       |FK 
       |FO 
       |FJ 
       |FI 
       |GF 
       |PF 
       |TF 
       |GA 
       |GM 
       |GE 
       |GH 
       |GI 
       |GR 
       |GL 
       |GD 
       |GP 
       |GU 
       |GT 
       |GG 
       |GN 
       |GW 
       |GY 
       |HT 
       |HM 
       |HN 
       |HK 
       |IS 
       |IN 
       |ID 
       |IR 
       |IQ 
       |IM 
       |IL 
       |JM 
       |JE 
       |JO 
       |KZ 
       |KE 
       |KI 
       |KP 
       |KR 
       |KW 
       |KG 
       |LA 
       |LV 
       |LB 
       |LS 
       |LR 
       |LY 
       |LT 
       |LU 
       |MO 
       |MG 
       |MW 
       |MY 
       |MV 
       |ML 
       |MT 
       |MH 
       |MQ 
       |MR 
       |MU 
       |YT 
       |MX 
       |FM 
       |MD 
       |MC 
       |MN 
       |MS 
       |MA 
       |MZ 
       |MM 
       |NA 
       |NR 
       |NP 
       |AN 
       |NC 
       |NZ 
       |NI 
       |NE 
       |NG 
       |NU 
       |NF 
       |MP 
       |OM 
       |PK 
       |PW 
       |PS 
       |PA 
       |PG 
       |PY 
       |PE 
       |PH 
       |PN 
       |PT 
       |PR 
       |QA 
       |RE 
       |RO 
       |RU 
       |RW 
       |SH 
       |KN 
       |LC 
       |PM 
       |VC 
       |WS 
       |ST 
       |SA 
       |SN 
       |SC 
       |SL 
       |SG 
       |SB 
       |SO 
       |ZA 
       |GS 
       |LK 
       |SD 
       |SS 
       |SR 
       |SJ 
       |SZ 
       |SY 
       |TW 
       |TJ 
       |TZ 
       |TH 
       |TL 
       |TG 
       |TK 
       |TO 
       |TT 
       |TN 
       |TR 
       |TM 
       |TC 
       |TV 
       |UG 
       |UA 
       |AE 
       |US 
       |UM 
       |UY 
       |UZ 
       |VU 
       |VE 
       |VN 
       |VG 
       |VI 
       |WF 
       |EH 
       |YE 
       |ZM 
       |ZW 
       =
       {{#ifexpr: (24>=0)
         |Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m|m}}
         |Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m unter dem Meeresspiegel|m unter dem Meeresspiegel}}
         }}

       |XA| XS| XN| XP| XI=
            {{#ifexpr: (24>=0)
            |Vorlage:Höhe/Fmt m ü. {{#if:{{#invoke:TemplUtl|faculty|true}}|MSL|MSL}}
            |Vorlage:Höhe/Fmt m unter {{#if:{{#invoke:TemplUtl|faculty|true}}|MSL|MSL}}
            }}

       |XO=
            {{#ifexpr: (24>=150)
            |{{#invoke:Measure|Masz}} ü. {{#if:{{#invoke:TemplUtl|faculty|true}}|MSL|MSL}}
            |Vorlage:Höhe/ungültiger Wert
            }}

       |MERKUR| VENUS| ERDE| MARS| JUPITER| SATURN| URANUS| NEPTUN =
            {{#ifexpr: (24>=0)
            |Vorlage:Höhe/Fmt m ü. {{#if:{{#invoke:TemplUtl|faculty|true}}|Nullniveau|Nullniveau}}
            |Vorlage:Höhe/Fmt m unter {{#if:{{#invoke:TemplUtl|faculty|true}}|Nullniveau|Nullniveau}}
            }}

       |M
       |METER =
            {{#ifexpr: (24>=0)
            |Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m|m}}
            |Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m unter dem Meeresspiegel|m unter dem Meeresspiegel}}
            }}

       | #default = Vorlage:Höhe/Fmt GRVorlage:Höhe/unbekannter Bezug

   }}

   |{{#ifexpr: (24>=0)
     |Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m|m}}
     |Vorlage:Höhe/Fmt {{#if:{{#invoke:TemplUtl|faculty|true}}|m unter dem Meeresspiegel|m unter dem Meeresspiegel}}
     }}
   }}
 | Höhenwert fehlt, siehe VorlagenbeschreibungVorlage:Höhe/Fehler in Parameterliste

}}
(Durchschnitt) }} |- {{#if:8,764 km²| | Fläche || 8,764 km² }} |- | Einwohner || 977 (2011<ref name="VZ2011">Ergebnisse der Volkszählung 2011 beim Nationalen Statistischen Dienst Griechenlands (ΕΛ.ΣΤΑΤ) (Excel-Dokument, 2,6 MB)</ref>) |- {{#if:| | Bevölkerungsdichte || }} |- {{#if:32030402| | LAU-Code-Nr. || 32030402 }} |- {{#if:9| | Ortsgliederung || 9 }} |- {{#if:| | Postleitzahl || }} |- {{#if:| | Telefonvorwahl || }} |- {{#if:| | Website: || {{#invoke: WLink | formatURL | }} }} |- {{#if:| | colspan="2" style="text-align:center" | [[Datei:|250px|zentriert|alt=|]] }} |}

Kassiopi ({{#invoke:Vorlage:lang|full |CODE=el |SCRIPTING=Grek |SERVICE={{#if: {{#invoke:TemplUtl|faculty| 0 }} | neu}}griechisch |SUITABLE=prefix neu}} (f. sg.)) ist eine kleine Hafenstadt im Nordosten der griechischen Insel Korfu am Fuße des höchsten Berges Pantokrator und etwa 35 Kilometer von der Inselhauptstadt Kerkyra entfernt.

Lage

Datei:Kassiopi Hafen.jpg

Hafen von Kassiopi

Kassiopi liegt in einer Bucht und ermöglicht durch seine Nähe zum Festland einen direkten Blick auf die Berge Albaniens und Griechenlands. Der Ort liegt, anders als Acharavi oder Sidari, nicht an der Inselhauptstraße, sondern hat parallel zur Hauptstraße eine eigene etwa 500 Meter lange Ortshauptstraße. Der Ort ist daher stark verkehrsberuhigt. Im Hafen liegen häufig Segelboote und Motorjachten vor Anker.

Von den 2.185 Einwohnern des Gemeindebezirks leben etwa 800 in Kassiopi selbst. Nördlich von Kassiopi liegt das Kap Akra Kassope.

Geschichte

Zur Zeit der Römischen Besetzung nach 230 v. Chr. war Kassiopi neben Kerkyra die wichtigste Stadt auf Korfu. Eine erste Erwähnung von Kassiopi findet sich bei Cicero, der 48 v. Chr. für sieben Tage als Exilant in Kassiopi wohnte. Kaiser Tiberius soll in Kassiopi eine Residenz besessen haben. Der kaiserzeitliche Autor Sueton berichtet, dass Kaiser Nero Kassiopi 66 n. Chr. auf seiner Griechenlandreise besuchte und zu Ehren des Zeus bei dessen Heiligtum, das in der Nähe des Standorts der heutigen Panagia-Kassopitra-Kirche lag, sang.<ref>Sueton, Nero 22,3.</ref>

Namengebung Kassiopis

Nach einer Vermutung soll der Name mit Kassiopi, einer antiken Stadt, die im 4. Jahrhundert v. Chr. existierte, zusammenhängen: Epiros. Das damalige Epiros wurde nach dem städtebaulichen Raster des Hippodamos von Milet errichtet und weist Ähnlichkeiten mit dem antiken Kassiopi auf. Daher wird vermutet, dass Epiros’ Bürger auswanderten und Kassiopi gründeten. Eine andere Theorie besagt, dass der Name auf die Römer zurückgeht, die im Haupttempel der Stadt Zeus Kasion verehrten.

Sehenswürdigkeiten

Zeustempel

Nahe der heutigen Panagia-Kassopitra-Kirche gab es einen Zeustempel, dessen Überreste 1970 südlich der Kirche gefunden wurden.

Panagia-Kassopitra-Kirche

Datei:Corfu Panagia Kassopitra R01.jpg

Die Panagia-Kassopitra-Kirche

Die heutige Panagia-Kassopitra-Kirche war ursprünglich eine dreischiffige Basilika, die für die griechisch-orthodoxen Christen nahe dem Zeustempel erbaut wurde. Im Jahr 1537 wurde die Basilika durch die Türken zerstört und erst 1590 bis 1591 als römisch-katholische Kirche für die Venezianer erneut errichtet. Diese Kirche wurde bereits Anfang des 17. Jahrhunderts den griechisch-orthodoxen Christen übergeben.

Über dem Eingangsportal befindet sich eine lateinische Inschrift, die an den am Wiederaufbau der Kirche beteiligten venezianischen Gouverneur Petro Francisco Malipetro, an Philippo Pascalico, der die Kirche später vergrößerte, und an die Ausschmückung der Kirche durch Nicolao Suriano erinnert.

Im Jahr 1530 soll ein junger Mann namens Stephanos für einen Diebstahl vom Statthalter Simon Lion zur Blendung verurteilt worden sein. Nach seiner Bestrafung soll seine Mutter den blinden Stephanos in die Panagia-Kassopitra-Kirche gebracht haben, in der er am nächsten Morgen, einem 8. Mai, mit vollem Sehvermögen erwachte. Das Wunder wird der Heiligen Mutter Matron, der Heiligen von Kassiopi, zugerechnet. Seit diesem Vorfall ist der 8. Mai ein Feiertag in Kassiopi.

Kastell

Datei:Griechenland korfu kassiopi panorama.jpg

Kassiopi aus Sicht des Kastells mit Blickrichtung Süden.

Im 11. Jahrhundert beherrschten die Normannen weite Gebiete der Adria und des Ionischen Meeres, dazu zählte für einige Jahre auch Korfu. Bei Kassiopi gab es 1084 eine große Seeschlacht, bei der die Normannen von den Venezianern geschlagen wurden. Erst in der zweiten Hälfte des 13. Jahrhunderts wird Kassiopi geschichtlich wieder erwähnt. Die Anjou des Königreiches Neapel waren von 1267 bis 1386 die Herren Korfus und errichteten das noch heute als Ruine erhaltene Kastell.

Weblinks

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• Informationsseite über den Norden Korfus
• Informationsseite über Kassiopi

Einzelnachweise

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