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Fig. 5.

Fig. 5. Refer to the following caption and surrounding text.

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Constraints on αB (left) and αM (right) as a function of scale factor for the combination of KiDS-Legacy, DESI DR2 BAO, eBOSS DR16 RSD, and Planck 2018 TTTEEE, low- TT, and low- EE datasets. The blue contour results from the analysis with Horndeski gravity modelled by the stable parameter basis D ̂ kin Mathematical equation: $ \hat{D}_{\mathrm{kin}} $ and Δ M ̂ 2 Mathematical equation: $ \Delta \hat{M}_*^2 $ and the orange contour corresponds to a direct sampling of α ̂ B Mathematical equation: $ \hat{\alpha}_{\mathrm{B}} $ and α ̂ M Mathematical equation: $ \hat{\alpha}_{\mathrm{M}} $ with αB(a) and αM(a) proportional to the dark energy density, following Eq. (6). The green contour shows the derived constraint on αB when sampling D ̂ kin Mathematical equation: $ \hat{D}_{\mathrm{kin}} $ and c ̂ s 2 Mathematical equation: $ \hat{c}_{\mathrm{s}}^2 $ for a fixed Planck mass and therefore imposing αM = 0. The solid line shows the mean of the posterior and the shaded region illustrates the 68% credible interval. The prior distributions of αB and αM for each model are displayed in Fig. C.1.

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