M=moss pollsters; S=surface soil 2 Other distance-weighting models were used in most studies, including the Gaussian Plume Model (GPM), 1/d, 1/d 2 (d=distance) and the Lagrangian Stochastic Model (LSM). The GPM is used in both the model developed for (Parsons and Prentice, 1981; Prentice and Parsons, 1983) and lakes (Sugita, 1993). For this RPP synthesis, we chose the results from the analyses using GPM rather than 1/d or 1/d 2 . Note: In the study of Theuerkauf et al., (2013) the LSM was used. For this synthesis, Theuerkauf recalculated his RPPs using the lake model developed by Sugita (1993).3 Number of plant taxa for which RPP was estimated, including the reference taxon. Note: In the study by Theuerkauf et al., (2013) RPPs were estimated for 17 taxa using LSM. The RPPs were recalculated using the lake model (Sugita, 1993) for 15 taxa (see note under 2 above) for this synthesis. In the study of Sugita et al., (1999) RPPs were calculated for 14 trees and 3 herbs. We used only the values for the 14 trees in this synthesis, following the syntheses by Broström et al., (2008) and Mazier et al., (2012).^ Britain: the study includes two areas (a and b) in which RPP estimates were calculated for different sets of taxa and the two areas have different numbers of sites: a. Calthorpe (34), 5 taxa; b. Wheatfen (17), same 5 taxa and Corylus (6 taxa in total) ^^ random distribution of sites in areas with existing vegetation maps (therefore not truly random) (Mazier et al., 2008) + Vegetation data from historical maps around 1800 CE + + lake sediments dated to ca. 1800 * The reference taxon used in the original study is different from Poaceae. For this synthesis the RPPs were converted to values relative to Poaceae. ** The study of Bunting et al., (2005) does not include a RPP for Poaceae. In order to calculate the RPPs relative to Poaceae, it was assumed that the RPP of Quercus was equal to the mean of RPPs from three other studies in Europe (see Mazier et al., 2012 for details). Although we have included new RPP values for Quercus in this synthesis, we did not recalculate the RPPs from Bunting et al., (2005) with a new mean value for Quercus, but used the same values as in Mazier et al., (2012). For comparison, the mean value for Quercus using the RPPs of the additional studies included in this synthesis is 4.28 (instead of