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Treating the gluon-gluon fusion process as a background and constraining its rate to the value expected in the standard model (SM) within uncertainties, the signal strength of the VBF process, defined as the ratio of the observed signal rate to that predicted by the SM, is measured to be \n \n $$ {\\mu}_{\\textrm{Hb}\\overline{\\textrm{b}}}^{\\textrm{qqh}}={1.01}_{-0.46}^{+0.55} $$<\/jats:tex-math>\n \n \n \u03bc<\/mml:mi>\n \n Hb<\/mml:mi>\n \n b<\/mml:mi>\n \u00af<\/mml:mo>\n <\/mml:mover>\n <\/mml:mrow>\n qqh<\/mml:mi>\n <\/mml:msubsup>\n =<\/mml:mo>\n \n 1.01<\/mml:mn>\n \n \u2212<\/mml:mo>\n 0.46<\/mml:mn>\n <\/mml:mrow>\n \n +<\/mml:mo>\n 0.55<\/mml:mn>\n <\/mml:mrow>\n <\/mml:msubsup>\n <\/mml:math>\n <\/jats:alternatives>\n <\/jats:inline-formula>. The VBF signal is observed with a significance of 2.4 standard deviations relative to the background prediction, while the expected significance is 2.7 standard deviations. 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