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1216 papal election and Guala Bicchieri

Shortcuts: Differences, Similarities, Jaccard Similarity Coefficient, References.

Difference between 1216 papal election and Guala Bicchieri

1216 papal election vs. Guala Bicchieri

The 1216 papal election (18 July), was convoked after the death of Pope Innocent III in Perugia (16 July 1216), elected Cardinal Cencio Camerario, who took the name of Honorius III. Guala Bicchieri (1150 – 1227) was an Italian diplomat, papal official and cardinal.

Similarities between 1216 papal election and Guala Bicchieri

1216 papal election and Guala Bicchieri have 4 things in common (in Unionpedia): Archbishop of Canterbury, Pope Honorius III, Pope Innocent III, Stephen Langton.

Archbishop of Canterbury

The archbishop of Canterbury is the senior bishop and a principal leader of the Church of England, the ceremonial head of the worldwide Anglican Communion and the bishop of the Diocese of Canterbury.

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Pope Honorius III

Pope Honorius III (c. 1150 – 18 March 1227), born Cencio Savelli, was head of the Catholic Church and ruler of the Papal States from 18 July 1216 to his death.

1216 papal election and Pope Honorius III · Guala Bicchieri and Pope Honorius III · See more »

Pope Innocent III

Pope Innocent III (Innocentius III; 22 February 1161 – 16 July 1216), born Lotario dei Conti di Segni (anglicized as Lothar of Segni), was the head of the Catholic Church and ruler of the Papal States from 8 January 1198 until his death on 16 July 1216.

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Stephen Langton

Stephen Langton (c. 1150 – 9 July 1228) was an English cardinal of the Catholic Church and Archbishop of Canterbury from 1207 until his death in 1228.

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The list above answers the following questions

1216 papal election and Guala Bicchieri Comparison

1216 papal election has 42 relations, while Guala Bicchieri has 31. As they have in common 4, the Jaccard index is 5.48% = 4 / (42 + 31).

References

This article shows the relationship between 1216 papal election and Guala Bicchieri. To access each article from which the information was extracted, please visit: