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Scales and shapes for graphs and maps were also transformed for a variety of purposes, leading to semi-logarithmic graphs (Jevons, , ) to show percentage change in commodities over time, log-log plots to show multiplicative relations, anamorphic maps by Émile Cheysson (Palsky, , Figs. g. the decrease in time to travel from Paris to various places in France over  years) and alignment diagrams or nomograms using sets of parallel axes. We illustrate this slice of the Golden Age with Fig.

Hese were quite influential, but remained one-of-a-kind, ‘proof-of-concept’ systems. g. MacSpin, Xgobi). Many of these developments to that point are detailed in the chapters of Dynamic Graphics for Statistics (Cleveland and McGill, ). In the s, a number of these ideas were brought together to provide more general systems for dynamic, interactive graphics, combined with data manipulation and analysis in coherent and extensible computing environments. he combination of all these factors was more powerful and influential than the sum of their parts.

Subdivided squares and area-proportional pies of various forms were also used to provide comparisons among the states on multiple dimensions simultaneously as an engineer at the ENPC and later became a professor of political economy at the École des Mines. . ] Mouvement des voyageurs et des marchandises dans les principales stations de chemins de fer en . Scale:  mm =   passengers or tons of freight. Source: Album, , Plate  (author’s collection) (employed/unemployed, sex, schooling, occupational categories).

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