A family of 12 diagrams eba1e97a91
These are similarities between drawings, not between crop formations. Three sites drew them, to three conventions: cropcirclecenter.com redraws every formation in one editor's house style at one size, and the other two publish scans and photographs of many hands. Two diagrams that hash together may be one design published twice, one editor's habit, or the same drawing reused — the archive cannot tell you which, and a family here is never evidence that two formations are related.
The biggest families are the simplest designs. Two circles, three circles in a triangle, a ring inside a ring: a plain design has few ways of being drawn and every editor draws it much the same, so it gathers a large family. Size here measures how ordinary a shape is, not how surprising the repeat is — a family of two rare designs is the more interesting find, and it sits at the bottom of the list.
The shape numbers are experimental. M3-6b graded the element count right to within one on 97.5 % of a hand-labelled sample and the rotational order right on 88.8 % against a gate of 90 %, which the extractor did not meet; the ring count agrees with a reader on 35.9 % and is not calibrated at all. Read any number here beside the picture, not instead of it.
The diagrams
Member by member
| formation | date | place | county | crop | site | elements | rings | rotational | mirror | stored size |
|---|---|---|---|---|---|---|---|---|---|---|
| Etten-Leur NL20140716_A | 16 July 2014 | Etten-Leur | maize | cc | 1 | 1 | continuous (concentric circles) | 1.00 | 575×415 | |
| Quenington UK20140726_A | 26 July 2014 | Quenington | Gloucestershire | wheat | cc | 1 | 1 | continuous (concentric circles) | 1.00 | 575×415 |
| Charlton UK20120811_A | 11 August 2012 | Charlton | Wiltshire | wheat | cc | 1 | 1 | continuous (concentric circles) | 1.00 | 575×415 |
| Las Perdices AR20120425_A | 25 April 2012 | Las Perdices | cc | 1 | 1 | continuous (concentric circles) | 1.00 | 575×415 | ||
| Eastwood UK19640732_A | July 1964 | Eastwood | Essex | wheat | cc | 1 | 1 | continuous (concentric circles) | 1.00 | 575×415 |
| Icara BR20150318_A | 18 March 2015 | Icara | maize | cc | 1 | 1 | continuous (concentric circles) | 1.00 | 575×415 | |
| Bosschenhoofd NL20180429_A | 29 April 2018 | Bosschenhoofd | grass | cc | 1 | 1 | continuous (concentric circles) | 1.00 | 575×415 | |
| Kiskanizsa HU20200702_A | 2 July 2020 | Kiskanizsa | cc | 1 | 1 | continuous (concentric circles) | 1.00 | 575×415 | ||
| Marden Copse UK20200907_A | 7 September 2020 | Marden Copse | Wiltshire | mustard | cc | 1 | 1 | continuous (concentric circles) | 1.00 | 575×415 |
| Bom Jesus BR20111031_A | 31 October 2011 | Bom Jesus | wheat | cc | 1 | 1 | continuous (concentric circles) | 1.00 | 575×415 | |
| Sokolovskoe RU20190623_B | 23 June 2019 | Sokolovskoe | wheat | cc | 1 | 1 | continuous (concentric circles) | 1.00 | 575×415 | |
| Totnes UK20140718_A | 18 July 2014 | Totnes | Devon | wheat | cc | 1 | 1 | continuous (concentric circles) | 1.00 | 575×415 |
The element count is right to within one on 97.5 % of a 161-diagram hand-labelled sample; the rotational order right on 88.8 % of a 197-diagram hand-labelled sample, against a gate of 90 %; the ring count agrees with a reader on 35.9 % — it is not a calibrated number.