Parallel Compressor Dry/Wet Mix Knob?



  • Hi guys,

    Is it possible to make a mix wet/dry knob for the compressor in dynamics using the routing matrix?

    I've been trying to work it out all day but I'm a bit stuck now.

    I'll put my rough snippet below...

    (I'm using HISE 1.6 for this project at the moment btw)

    Thanks in advance

    HiseSnippet 3439.3oc6a07ababEmqkns0ZIaImzzFzKCDRCjCrzt5CKI2z.wUR6ZuvZ+.hqjrCJvZpkypkQbIYI4pOhqQEJJJ5s1qom7eB8ZNUcqGZNDfhdn2zod1mJZN49lgeM7iUhxwVIwt6AIvYl2veyu2adu27Aqap2BaYoaxkYnFGZf4xLLu3gZ1cVoijhFW4U4x7Q7qqryNVnRJlV1nszM2UQaGzlafpfswlnUeT0BUpgVoVk5bKengjkEVlKSlAtGQ9LCMHG82yWZYIUIsV3fh331TWoEdMktJ1AkVW3AJppkjjwMT5xz54DJ2RWaEcU8d.VGfOOmgTqck1AWUhzrKwyk4xEkUr0MEskrwVbYFbYc4CE6nuulS62TwRYaUL4go4DgNxo3R5pxDDSJkakNJpx083DKNtL70CXnAbXn2kuhhrhe4AL0nzJPARvxGYtzoAuoYgW9zCuLLvaPG3MFuXKSEC6fZHX6Z7k0.0UaIPEvBKm1xcoaLH+J5PKzrmpqzt3RlvC9RLw74yeazr4yeqOdjrijMWNzJlXXXfVQuqgI8kfH5az5X4dsrUz0bMN1TQyFzQnrYAkGX8rmDXvbnlTWkVVnOAQszlZGrcw1swsrmXbu5F+VeLqHAc6mf7PIHE4sqqAOLw39sfJIqr1fLE01QQCOUKJnI1Ul019yHuPnw1SYgsokshjp51fQ0Ds6oQ6qItU1mjcHRmrGzIdXi7lKXaaprcOa7D9kFPE9XA58g.4C..H4p3VJaiUsJoaRXrRRs.ahI1yoo9RRvzlRp8vzZdJYLA3zVxzAoSLaflnttAZCCvnCCxfV1TeeKrIot.JvoNqk6YaeJTXnVMtS+ORVEMU.4HOJAoqEpcjtxTWchVd8ysg2Hf6aMR1mLRVjRazDNOmEA+dB8ujeNchKZmxBlF30S1lPq+XZCeJ8u.YgSszskfV6I9HYeJcTjpwKgxc6EeCgjGrNTST50EMmA851pw8Uej+wPtU0sw0bM7x9zX0ztcRU4hKUvvHgZcrX5uXSn0q61XSOEma6.2Ig8Ww2e+UrtSa4L3YZntVYME6ZFXs94Eiykw.+YuuKnflZS8lMhq2rxcA+HbJxj.TKeOTC7A18LwbTLyFSg6r6fqAc.Ljrqh2OExecW4EUUjwltcf+D0fN3W7m+m69O1es+ZJ.v6.b4A05YaA83lazk3o7kCH2fuQGvrpCDi3AZ5aGpSN9q9pUNtufYMIvIj6fwuO7jGJ59qWT790Va0TAig4A+gv7kXXPX1YusPJYTIfNi0Ane4e7+rTZ5fKySy2HDAvwcRpjcDPcphkrvOnZjWO7a69ieGmBtcQc88wlh6qX2py4vnLPM.CfBkq5I504qT3AEmbi5HZooP9qxWnQiBq7.udv+4TH6P7qWbshEDK5ib+BRgzWge8BMJWySVuGSgjC6vZNE3Kd8ZaUb8zA6ZZgjcP9ZojqbRZMfqbeNEyceedwNRx56CwuEk.WPDyVsX1sodF7n7L8R0T0KwGOiwzIgHDHW9BM1fpOpxkF63avGJf2KEZ.aWkCHLRHnvyWo7C4RkyQeB1sel9kiZyxeJxuQ4UkrkHIP6F6AhGYfMsUHg5xrJdOXkINoSOD+pXqcs0M3x7S8CmC1LoJ7zALuziOjEAsUTcW5xS3ysAjRfUN4NRl6Bwm2sStU0a0qK7drxUPSxrUmCQE5Iqnuut4AnsvaaoXiysL3wcGS8dZxH5a2JW6NqHsxm2dxsUgplrkj415ZStOjLigDL1lDO8bKt37ye2Et67KL2bS8YF6vsuhrcGeX80+VgNXkc5DrbrSLErj1CW1MOHfZtDGCIjMMgXC3fipvxAKcb.GrbRbfCsmC5aLVCAYTXilI+z2cx7KN4L4QR1n7yMU9ElBFJFZQGJ+geezgxy+0BVsjTYLC9uKEcrsmWNMYFfcXNbpxDHXb9Lagfw4QUEfwYWKXACFNDTlu7T032urXQxZHIKPwhNhy0nCFcecSMKzD0UkNzUq61FvXyx9V4bVjd8p2CVsjFfOruYgqIj6ZwZt4FMoKNq4zyrHpsIv+VMKswZqgpVbKzlEWWDbVzrV8Fkq..Y0lSuvBGb24LNfRxPphhjAhU.K9XgvLuP6nL+waIzUhcl.WW1sF3QG2UQVVEWWGLqIDoeMScbWcY2ofzUMwwklYfIkdUvq2fU4vQUNtFgcOU0Rcv9SGRSxvW2jqPAjulIm+Fh.S+IYNilNmKFP.bPf6L+8LIA60ShwZG8vScp26j5jBYl+8HV6RwX1k+tyqco3ip139nhhhEq1nbg0DQyflX4dP18nR.qZcqbEUwgciQPTtcg+zL+cHFfMaa10p47K9vEWH+bo1DqdLxptfhUc0dvprqKQLoI5bfwLBWjidlMiWCukgTlFwva07bFdhPJ+GwGr39.QiZaF0nNrIukM1PT4y8b+7ru3K9xkr50tsxAjXiH4k452rfYNlr.W5tA.q0umAIGokwp56ycJthSN+dFD8orlBRBsgnfNryn7anorGXEfVqARzVlCCFyRtdEIMiYTPxPWvFh0EdMCg0Vb0hps3nKJHElxgVXwArIkyLEt8aq1wW0kcRmQ7MYLhckywB9x7zcZMj85iDhXuR2BWF60tV80d8CDBlI3XlmBy2QS0RCYP35uAaBjJ84XL5SJCwkdKmq3vogcY87kBYBHHzOE7nBoQi9tm0Z0OfMkg+ebIedIj1GnOktFpX51qOcXK.21epwgVLbbnEEd4iCAwv5iZmTNYEOPdNQSc9lobWWXv3tusOy9cXmY6vQmi41C4wq8289wleqbumlY+CmxsJiQuOEqd+twz6Zu9z6VTrzDHQI0l6MSBomeTgX4vrpyxIcN.G2heb61+6kRkN9p7NGB24xoMk3RWVetamHyZRa+JKguTjdmSNgw2ESefOzYtOlLlqro6cR2WgP+Awf9GIjJTFrAoAv7jc+dGL81KVFtT76JPlMU6BL6ZlX8G7ge6Wgh2NKeNWcR1yd6m6CnI67y2VPS2R6WNDmfu2qPfbwUYA7Brr75w75Z85yqqJVt41J6zzDKOohFPM1XYpq2Ha6w.pJZ6hkanGM1QDZYtXzxb8yEMKaMxYdJAAr0eZeV1ZZF06U4K0irE7bwUkyRUkd2bkgt7ImbxKnKhcmfx9lugVDmhMtaPou3EQKcF2hokyZAEIbUiXbwmHjp8Nq+GuQe1AsGiY1AsCe8Ys3.KTacST.vnYpkT35OMVtWMO0cS6Fo+.ZB3g+ROFd3YchM24275iMl9N4MNXx.jMIIa0Im4Ny6tgt8KIUiyL38Q0RXRCrJg+0RImoBaxNC6wU5lQVpxvLrnadouGeUcytRpvbE45XyVX5tSy4kD5.7+r9lB5IKkJGzwOVLlzgX0cv5OuHRGJ5ow4OBtVpOOtCXewLAxipWOtYLTbWWTLJe80KJVrAZ40qskHDOrO9HYcOE2QDozYmc1jbOM1Xi4cFc9ivqa6dy4bFgkT0Ash1NM.y5PiS2qGC637CYc4Ntf6w04b1bQEiEyPq+aI5R8EIf4+9wNESOTvLOimb2kPiStDKhfWC2qHzOGQtaR21uJ5UyyrOURttNVwJkbv.NBDutRR6oaB3hbOGCUY0dDn1qKUlYFI6Si3sCE6X6xaHTRmtsZQMlKEy.9CE5yodkMkGvKS3wOmQWgtXlT4etxo4bghexxAf+wGx5Q3M7nZLmMNiOQV02QuwGOKkgttF+VX6Bc06AL5qfHWIFEkK9s3cT9J5x8TI.h8BFS1wO2JHcL6M4kbac0fW3gr6oyqkacbZg6X70IIpmLduTB3ki60NdcuC2iv6bkiC.6f7kd3EvE1d.FrbEGrbs.aOJRBYKF5tZGjCECkEXdxTH3PH7EvGJR2xNZYYFH7XbfzcIOS2EQOQaheLSRYnu6sjWWuGIQjJRfiExVeBwZEgjBZgADqogUIW7UX9IQT5y4IOS.jHVSl9.IiB2Jml7bF2Jm1qRVqua5vLL6JHgSXdL7WPgMtnFIJoLqNiTbvQ5FoB2S1ig2Hk5sivLmuWvVLG6U77kR53tYtUoQO3Il6pYryXj4hfFeWsYNPW5mAB1LgwqaMINjcqK9n1shXunOfAEUj1ES1+5XcW7JdkMO4h1f6J9eTOziQ5ddSCibtR84C24nLPDqUwpRg7QuU3PtORHgOsmWcNVFL0AaneAJ+fI33M4oD6Oj.LUw+CG.CqzU5svXLW2OqBEML8KrhxFuG8YzVv5EP2CqgSH+hvYG70o8S1yH0exd0ZYCu9FlRZVF5Vg5XQbWkFv5VrXKDVtQIS7uhMJi6NKHYlXUOeoRvfLQYBR6Hd1RQ8VMX57VcFo5M32q+zAu3Vyw.oCtmQRkC4gQm.WE01CqpCk34KssTOUauRCaWWQWS2nitlRKVk95XX93N6fMYwdhCnnoW7tBIjWwZfgmjYEmKiwKCW7JJA6eh6sBCQlLhdyXshC7V4ZEuPBbbQ7N5J0xTuYKmOYChs7Uok.iaM2qrRExyH+OTCB2zE7G1rUKBYOIvNIKwLmaIl8bKwbmaIty4Vh4O2Rrv4VhEOEIHAeJzyVuqyTOnf5Ec1K7L9qHKy.b+O9bTbR.
    


  • @SteveRiggs
    Set the channel amount of main container to 4
    insert a routing matrix before comp
    route the comp to 3-4
    add two gain modules routed to 1-2 and 3-4 so you have a direct and a parallel path

    of course a little bit of scripting will allow you to control both gain with only one knob, although I didn't do it in this snippet

    HiseSnippet 3661.3oc6bs7aaibGlxNLIVNNqc1sa6hdYPv1ENKhsjejXmFrvT1VJQvVOfkrc7dQgVbjDWSQxRR4GaZPCJJJ5w85dK+Izq6McqG5kEnm5MepmywtWZ5uYHo3vGRlV44l01.FfyK9Me+dNOnKanUGaZpYvkXrpmni4RbM9JmnZ0ZsVhxpb4WmKwWxukbyllnbxFlVnc0LNPVsIZmsQEvVXCz56ULSgRn0JUnL2pmnKZZhk3RjXzGP5ehwtDG8mWrxphJhp0wdEwwsilbc7lxsks7JsrvFxJJ4DkvUkayz5EExWWScMMEsN.VGkOMmtX8CDahKJRZ1H7bItbVIYKMiJVhVXStDWZUMoSpzR6HU61uiro79JXxCywUAFH6hyooHQPLoTt0ZIqHU1kSL43RvW1igF0lg9D9BxRx8J2ioljVAxqGr7QhQFD7liEdoiO7Rv.uKYCuo3qT2PV2xqFB1FmOuJHtZHBh.VXY2VtQ9e77qoAsP0Z11hGfyY.OzqGSe2zouMZgzou08mH4DISkBslAFlFn0zZqaPeIHh7FsEVpScKYMUGkicjUs.YDJYRP3AZOGJBJLmnJ1VttI5qPTMsYahsx1nAtt0z2zstadq6y1Eug8qPtnD5E4sqoBOL8M60BZOY6qEzmrpMkUwyVmBZhdkQo8+FxKDZr0rlXKZYqIpnrOnTMciNpzwZ5ak7IIGiLHGBChK1Hu4LVVFx62wBOcuR8nhdXAF8wf96A.nmqiqKuOVwLmlAgwxIVGzIl9P6l1qmDLsinRGLslmRlS.NsDMrQ5zK3IIJqoi1VGT5vPePqZncjI1fTmGEXWm4pcrrF.E5qU2zd7mHorpBfbjKkfzT80NxPYnoLcc2w41vaDv8slH4SlHIRtAZZ6mShfedB8ujerGDGzNqIXF3NRVFPquOsgOk9Wfrvwt2MDgV618IR9T5rHVyWBk6LJ8TDhdxZSMAoWGzbFzqSqtYOwmMK67v5asGJEZ2rUQaTrzpUXeIRFmPsvhvnwoJ5X50givV8qCNUM.YLLjant+fEti47dIDmm8fagj+3176aKHhlWreU8i+8ADW7FEhg4zYiXmI9qHhseU8Cw9.hGhs+kAvE0rvkbbwjDzzCVUiFQVmy.q.NAhpZa2CCniSq1o89XC2IpaCgnG9COw2+vSrQOqayPLMTSMuprUIcrZ+BZw4PqP3qobPEzTKZvqIbBdkuMD1fSVhjOxpO.UEerUGCLGEzroPvEb.tty.TQQVBaPGgqxaqEMr81VhFr260k6rA+3.3A5zpH9ng6sONeuXBwX.BCfOFjiGWpikILh6rcaRP4gCHeDe0VfGrVP5Hanp4mMN8kub9twYPtFOX1AlIgFgm+8e1hBwjODAxHz.73FM3h0.bYdZhor8s6hK7uVIN8cBPXnfEMwaTTKn9vyk5+q2N5gyPTV6HrQkijsp2ZnjneFekVhRZGAIPTQDLJHzgZH9H1x0I4YFkhmqQgYZ8Q79BTNjpp8lXEjOlLila3lRI4GP+2N+5hVhjLmc7BAdlzwFVxDmdIVGeHrjD67nGiecr4AVZ5bI9s879C9ChkipiYdocOgEAMjUbVyxS3SsMjKfYJoVhFG.tpOnUp00p2oM7dLSkQUzndqSPY5HIqcjlwwncw6aJagSsJXA0zPqipDh91MS0n0Zhq8sMlYeEnpYpKZrul5LGAwjzEg41L34Vb4ku6cu2R26tKs3hy9M5M4NRVxpUOX8i+YgVX4ls7VG1oFBlhGhy6j.DPMijXDFVX7y1aKCEri.CELsftnALHLilOpqM65F2qaaQVtzE37IpAO3BZ9DPbFt1ZRNhMZJ1v.IIofKqAjFw8oG.H9ph0LwwyuG.DjYmIe46WyjjwIJjGDdVAVEyU55oXtZTJl11BofwFiUQP.eKz7om6dyjd4YlOMRzBkdwYSuzrf9ktZP8q+1eMn90K9iBl0EUXrM+uqDTg6P2TNRLJ6z7ZwJXo2774VLxrmUT.lmsMgj+zsInD+v.MCeX9JYIqnmrbQS5LNU0VXzC0LTMQSWVQ7DGSQm1.BeSqakxdKSJW7AvZWUA7g6Yq5XW6rx3Z6rcM5RkqM27KiZX.7uYsbau4lnhY2EsS1spjuTwZkJWMeA.HqWatkV536sn9wTRFRkqBYhX5whOVvOyKzHHy2cWg.JhAUS6ix1rcCpVxEG2hQkAh2qWmU3vQENNJgsGnXoLn+oAYin2S1jJSFTOISpdaOEXNRRrEMWJGLf.3ffXL81AqHzWOMDq8rGExeH6r+iicdSL1e6wpWVIjd4e47pWVYuhUeHJakJYKVMelMqflGM8pcfjuQ4.V07Voxpf8GagfnTG.+oV56PT.q0vnsYs6t7iVdozKFaUrxgHqxBxlkU5zTVsrHQklHyAFS2eQ1x4w8HHNc2UIjmFF2cuU3zc6Bo7eEu2Vs300vtLGjuWSKrdE4u0K8yu+GVwrSiFxPq34QRq1WWty2krcCz8lorldGH4fqvuJVQ6HtA3JdSQBjrcQ4AYFD80rpBhBMfTSrYmI42VU9PPK.sYUTEKINLnLK53UjzLlYA7CRvBh8PeMObqrUdXoMWOfpMWofRKtaKDOUYeYuy.98YMga7KU83q5vNwSI9FLJwN8yVC9x7z881m95dBAzWoanNi9Zay9pu94BdVB1p4wP8cxXs9KFDt0Gvp.wRdNEi7jxPbwWy4J1bpeWVuXEep.BB8S.OoPbjnexYsf3iYSY3h3R83EeRef9jaqqfoG1wb90.bZ+.iCsr+3PKKL7wgfXX8QrSJmrBDHOmfoNeiXt0FLX7feoaY+wrV11bz4v1dLWds+t26Z7J4dONV+WKl6GEibeVV498BI2UeyI2MoXoFPhhJ0Nb9HRO+YYBkCy51Kmz93z71Sv+yJwRFeUd6iD8b4zlRbwKqOv2Pl7EYWSZiWaI7Eiz6ryI757ExrQ1Y1tLhBFVfOV+.NjTS0pYVaCFn2kMcuSa+ZD5aDB5eoPrPIXjkcyrYpjkAlmdv6cvDhymoZ9RrbYk2UfruppWyVu1t.10Lw5O3Kd0WgBX+TZ2racdWcRx9qCTRcfflryOupf9R7kJddQ738026UHPN65r.dIVVdqPdcMey40UAKUae4l0LvRyHqBTiEVh55Mv1dLphr5AXopZAicDfVVLDsrXrbQOBuOOSSzeOS1W7HF166Nhk8liQbeU9bcHGxAWXQ6BTQq68JZrKe5om9R5hZa5U1O8Szh3jsvs8J8kuLXoy6TLsbVMp.gupFha9JgXsWZ8+re5yNp8XLyNpcxaNsGaXgZnYf7.FMysnBe+0gxEq1.2csOJ9mdkGO726vvCOuUHao+zaN1Xt6jV+3Y7P1LjrWmY96bWmM3seIspelAyeVoHLhfUM7uWI5LWXsrtlKWoYDXoKWigEcxS8S4KpYzVTArUjJiMpio6VMmaRoix+65aJomtRrbXOEyKMni6myJ6f0i91H8HfDxTcaZDZ+IGMdrO0yiYewLA1CJW6VKDJtmCJlju7VYqjsJZ0sJsaEH9Xe7Yx5dJriHRoKrvBQ4dZpolx8fT6MCutky8ZzdFlSQCjJpMqBp09lmNWdI144Wv5x8lBNmop8AnFrarXFZ8+HRWpuLBL+O6ZWL8jaS7bdxMKCcSxcNoB30v4Bb86QjaN1s6UE8hSZzmJI2vFyPkRNn.6NDttbhGpY.3hbKT8UYwNDn1oMsOyOQxmFvaGJzYqlVWHmFca1BpLmKjB7WHzmSAqu1UW28zuCZT8ceKirB81wnhmuP9GE2yIJ7w+6A9GeBqGgOvipwbAFX7IxJ9d1G7wyhYnqw42EakosVGfQeMD4Jxnnbgui0SxWPSpiBAPrW+axN.5TAYfYum0j6RsJ7BOgcOddibmviKbmhuLIw8nw6HQfWNt23304F1OAu8UU0CrWhO2iF1qSez21+zQcc5uLCVthMVF2S2ihDe5h9tI8d4PwPYdpmLEBND7+4Q.EoYZErrDi5eNNZ7liw6yDHRcheMSRYn28Zxao0gjHRAQvwBwSHDqsBjTPcLfXUUrB4dplffAmmSSdl.nJXUI5CjLJbpbNxyIbpbt.UNu6yjJmOPkKvVYuGhPucLdBhwfppsAlC9Q1S.+pKu1DtuFXoQ7pLLKMpWkuhrzMrYIlcgkPSLO5+6GxBmUkjEhDqMAoXuiPOPENmjJidIoT2cfm47T81R+PuhWrRTWu.lK5ZvC5i4BnF5LcYtcqgOEAlqNJ8ifBaDw70olHmxN0EdV6TQnI9myfhBhGfImWPngKbEuiUUc0ohzf1sxHMnGwQONRU0QcpLRU0q16igidfeOv0AYfS.rOevacWXg+0JqiUD8E8bW+ICsmPDeRb4oa8VYMEQifwdesEL3RwNAA5GPxOaRn4F7TJ+mS.lpR7yG.OIeYwKxK3bDwqetQFi24qNZ.exrbbW3A4BOHW3A4BOHQ6Aw4iYb.dP1q6EdPtvCxEdPd+wCx6hkxb8d6ikrJl9sfS4wOk9LZWwCgEyfUwQriV98l7iw8egG5w9egGkpaAu9pFhpl5Zl9F3J31xU0TwlrEtsINmA9OvttamyxRzHxpdwJ4fIYj8waitBu+bA8yct2bw4NKedu+8uRj2d6x8nwCtmw1XNlKFsCLlEBZonAk35EtgXGEK2R8qWWPSUSuklpbcVg9VXvRtYSrAK1ibBEbCW9DgH1okMAEOQiB1WG3ggKdMskt+FmuKADwXD8gwoSL5GPmNwvGxgOxPNi7Jkz5a6Di4FTXsDgBq0VrtgVs51eC3DqfqRKAXLUmqacAxynde4277omMM4.+jqUuNQPMCvrQ2m4Gh9rvPzmEGh9bmgnO2cH5yRCQeVdf8gDFKSGKs11FwPAkyZeONRza2tg7W9+qIG9BA
    


  • @ustk Ah! Awesome. Thankyou mate. The routing thing makes much more sense now. Legend!

    I wouldn't know where to start trying to script it to be just one knob though. That's what I was after really 😓



  • @SteveRiggs Here you go:

    HiseSnippet 3664.3oc6bszaabcEdnjGaKJIGY6zzFzMWXjFHGXIRJIaI2z.MTRj1DR7ADojryF5QbtjbhFN2oyLTOhqQMJJJ5xrMck+IzsYU0ttnaBPPVzUUq5ZurYk64NO3bmGjdDskSrij.Dvbeblu624bOmy8wnJ5jFXCChNWhwpcjFlKwD7UOR0r8psEkU4JrFWhOgeS4VsLP4k0MLQ6Pz2SVsEZ6sPEwlXczZOrT1hkQqVtXEtUNRSzv.KwkHwn2i1+DicANqed9xqHpHp1.6UDG21D4F3Mj6Ha5UZEg0kUTxKJgqI2go0KHTnAQcUhBoKf0Q4SyoI1XOwV3RhzlMBOWhKlSR1jnW0TzDavk3BqPjNpZaxAp1seaYC4cUvzGxvUEDjcw4IJRTDSKka01xJRUb4DCNtD7U7XnQsYn2munrjbux8Xporp.40CV9HwHCBdYXgW53CuDLv6B1v6p7UanKqY5UCEaiyWPETWMEAU.KrraK2H+Gd9UIPKTMmsi3d375vC85wz2Ic5aglOc5a9oSlbxjoRgVUGCCCzpjNZ5VuDDUei1DK0sgoLQ0w3XaYUSPGgRlDTdf0y9hfAyQphcjaXf9Ljkk1rsvl4Z1D2vb5a3V2Mt4mx1EOw9YHWTB8h91IpvCSeidsvpmr80D5SN0Vxp3YaXAZpckd4c+B5KDZr4rFXSqxVUTQYWvnZ5lcUsj0z2L4iSNFUH6CBwEaz2bVSSc4c6ZhmtWodTQOr.ReLn+d..54Z3Fx6hULxSzoLVdwFfMwz6a2zd8jhosEU5hsp4IzwDfSSQcajN87dZhJDMzVZfQGF5CZEcxAFXcZcdTfccFqz0zb.TnuVcCa4OYRYUE.4HWJAQT80NpnzIJS2vUN2Bdi.tu4jIe7jIQxMQSa+bRD7yis9K8Gag3f1YMfoAtRxTGZ8mZ0vmX8Wfrvwt2MEgV618IS9DqQQrFuTJ2QJ8LDhdvZSMAoWGz7RnWmVcidpOaV14g017gnTncxUCsdoxqTk8kHoej0LrHlz3TkkL85vAXy90AmpFfNFD4NXy0U2cv52wbd0TtyaJgagz+bKTZzLnhh..zEUagssFfRuEJC3Nghfwbfieg3VnsPBKfYxPcIYKApVNZRu23ne52fCTWJYX+kgCKQLwkc7gjDLkCVUylQVmCPTfY4QUs87+AzwoU61YWrtqdxsgP3A+we36e7G1viMr4UlFRTKnJaVVCq1unRbNJCH9zTNnBZpoUzoIchNUnCDWfSVhlvwJ2CUCenYWcLmEnYyQfKn.thi.ppHKg0sjv378TiwP.gQv3.B.NwrD9fgE.87b6Ife2e66266NXi+QL.v0Akwgk6ZZ.Rb6s5PCcNb.483q0F7yzFRZXcUhe13jW7h4NNNBYBdXZHL8HjDd1W+gKHDS9PDHiPB3QMaxEKAbQdqzGY66wKL+2sbb56jfxPAKZfWuDIn8vyj5+q21GuiHpPN.qW8.YyFsGJSpOjuZaQIxAPX9phfkMkNTCwGwVuNEOiTJcpjByv5838ENanFXW2afUT9P5HJyvMjRxOf9uUg0DMEo4253JAbung0MkodtRrFdeXgC1Y6NF+ZXi8LIZbI908b7yk3xwxaygLuziOhEAMkUbVYwi4SsEDw1HkTaQ88.+s60N0ZjFc6.uGiTYUE0az9HT1tRxjCH5Gh1AuqgrIN0JvLnV5jtpRHq2tQplsWUb0ur4L6p.UMSCQ8cIpyb.DKRSDFayfyrvRKcm6b2Eu6cVbgEl8KzZwcfrjY6dv5a+SBswxsZ6sZoSzELD2GWvIMEfZFgxX8XgjwxkoGKHzPfgElUPSTGjCi.8wdcXWf2COtiHCc9PAGrymf.O5ha9DP7BniRRJ3JDfmndL8a3DD7C1cs2q7oEY0fKermFbknzf1FMo.YiwpHH7lIZtzYt6LoWZl4RiDMQoWX1zKNKnHzTCpH9q+kfJhm+GDLZHpvXD++VNnlYe2.rIFkcXNQrhp3MNelIiN5okDfwYGCHqIMaBJw2LP606WnZN5BToq9wvZDmpVaL59DcUCzzUTDOxwl0oMfx1v7lor2AfJktGrTLU.e3dF0NS.bVnW8s2pt0J+pmYtkPM0A92nd9s1XCTob6f1N2lUKTtT8xUpUnH.j0pmYwEO7tKncnEICItTkNPL7XwGI3m4EZFj4OdGAeFdbgLK6iw1rG2gH43.wZIY9L9t7oITs2qWiU4vYobbLB6LP0REv9i.gs05oaRkMKpmlIUucaAl9QSiCkIkCFP.bPfy3daHSD1qmDh0d5CB43fcze8XmfAy7uGxZWVMjc4e9zZWV8gkpceTtpUyUpVgraTEMGZ5U5BoZhxCrpwMSkSA62ILEQo1C9S8z2lZ.VuodGi52YoGrzhoWH1lXUBQVUDjMpnzEVBeEQpIMUmCLll+hr0yi6QPbZt4DWvJdm6VEvo41EZ4+BducNvqqAsMGjuVNNCSrVU4uzKOsu9aV1naylxPq34QRqzWWtycLc0yVa0PEhVWHJ5k3WAqPNXPth2PjBIaWTdPlAQeNqofnPSHFtM6LE+Vpx6CVAnMpgpZJwgAiYQGuhzlwLJfePBlPrFqWy82LW06Wdi0BXZyUNn1h6VBwyT1WZtLfeW1ovM+4pc7kcXm3YDeMFiXm9YaAeQdqswMPtAArWs1eXF60NF80d8iD7lIXalGCy2oh0BUXP3luCaBDK84UYzmVLDW7sbtjMm52k0yW1mIffP+TvSIDGM56+xV43groLbdbod7hOsOPexczTvV6ceF+V.NsefwgVxebnkDF93PPLr9n1okSWwAjmSvTmuVL2C.FLt2O2mYec1Y11bzoXt8Xt7Z+cuer9qj683L6ehXtwMGxtVVF89cCo2UO6z6FVXoNPhhJ02etHRO+oYCkCyZ1Kmz9zg717r+6xwRGeYd6S36T4z1h3hWVefugrEJwtlzlu1R3KFo2YmS3U3Klc8byrUEjEXXA9X8C3PRM0pkc00Yf9wro6cRmWiPe8PP+SDhEJgIY41HW1p4Xf4I68SNXBw4yVqPYVtr5OVfrulpSXaWaW.6ZlX8G7wu5qPAl+TdmbadZWcRx9aCTVcffltyOupf9B7kKcZQ738026knPN2Zr.dQVVdyPdcMN675pfkpuqbq55XoYjUApwDKY45Mv1dLphr5dXoZjfwNBPKKDhVVHVtnGg2mmoI6umI66QCC68UGvxdYXT2WlOeW5oAvEV0Nukp08ZxL1EO4jSdg0hZa4U1O7CVEwIah63U5KdQvRmyoXqxYsnBD9pVHt4yDh0do0+CIoO6n1ivL6n1QmcVO1vB0jni7.lUlaQE99yCkKV8At6ZuW7OlGOd3u2kgGdV6Pyk9imcrQlamV6vY7P1LzrWmYtaeGmM3seIsp8RCl+zxQLIBV0v+d4nybgcl0DtbEQOvRWlfgEcxS8C3KQz6Hp.yUjpf0afs1sZN2jRGk+2z2TROY4X4v9pLuzfNteFqtCVO5ahzi.RHassrhP6O4nwi8wCdH6KlIvdP85w0Cgh65fho3qrYtp4pgVYyx6TEhO1GelrtmB6HhV57yOeTtmt5UuZnCN5JlNWSO6QXdEBnUTaUCLq8MNctKNriyOl0k6MDbN7Q6SZLX2XwLz5+YjtTeQDX9ecrcwVGwYhmwSunTnaPugEUAuFN2GoeKhdQntUuprtGf58oR58IwHTozCJvtCgqKu39Dc.WzKUouJK0kB0tcr5ybSl7IA71gBcHjo0DxSr1lsfFy4CY.+wB84Tv567pq3dLwAmT8UeIitB8lYREOewBOHtmST3yI2C7O5HVOBuiGUi4j9Y7Ixp9d567wyhYnqw42AalsCoKvnuFhbEYTTtvWY3o3KRj5pPAD6sYltCfNUPEL60Fld0fUgW3Qr6wyYxUbNtv8p7UnItGMdGIB7xwcliWmKL9j7127ROvdA97OXXuc3Qe40SG0sC+hLX4R1XYbOaOKj3yVz2EC2KGJFJyy7joPvgf+a6OTDwvLXYIF0+Xbz3MFi2sdORaheISRYne7sj2jzklHRQQvwB0SHDqsJjTPCLfXUUrB8VYlfhAmmSSelBnpXUIqGnYT3TYF5yIbpLSfJmy8YZkyEnx4Yqr2CQX2NFOEwXvT0dBlC9Q1C.+lKAUtmZC3yHFaDuJCyXi5U4qHicMaFiYGYoTFyi9+zXLw4ToYjHwN+fVr2woGnBmSUkwFkVp6twyb1pdauenWwyWNpqZ.ysCM3g9wbqMCc9tLWIzvmn.y8sz566AqGw30olHGxN0EdT6TQnA9Gwfhhh6gomcPHwEtheBY15ZeE4Dc2Jibh9HN1zQZ1NpSkQZ1d4deyWVGD38bcbF3jA6y200wyO+2s7ZXEQeQU2weRROTHhu7qBVaIWEhhndvXxu1BRbgXm3f02IwaMI5bMdKJ+sI.aYR71Cfmhuh344KbJh90O2Hiw67s.MfuLTNty8fbtGjy8fbtGjn8f37g.dtGjy8fbtGj2R7f7iwRYtRu82RVEa8IOawief0yncD2GVLCVEGwNc42ax2F2+SUnE6+SUTtgI75qoKpZnQL7I3p3Nx0HpXC1B2x.mWG+6YWCtyYbIpGYUOe47vfLx93sAXg22tW4E+9R848Su+iY7la2uGMdv8kr8li4hQ6.i4ffVJDnDWuvME6pX5Vpe65hDUhVahpbCVk9lXXlbqVXcVrG4.J3lu79BQrqKa.Fdh5EsulvCCW7ZZqd+UNeuBH5jQz6FmZwnuCcpECeHG9HC4LxqTRquoSLlaPg0RDJrVGwF5j5Mr+HpoyBtrUI.io5bMrKReF06SmlmO8rooGDnb8FMnJpY.lM59L2Pzm4Gh9rvPzmaOD84NCQeVbH5yRCrOzvXY6ZR5XOIFJnRN662Qhd67Mj+x+GvxIoU.
    

    But please note that this is far from perfect, as the movement is linear instead of log.
    Working a bit with Engine.getDecibelsForGainFactor(double gainFactor); should solve the problem...



  • @ustk Amazing work, mate. Thanks for taking the time. It helps loads!

    It's pretty much perfect. Not far off at all. That would have taken me ages to work out.

    I'll have a play around with it and see what I can do to smooth the crossover...

    Thanks again man 😀



  • @SteveRiggs Well, this one gave me a hard time 🙃

    HiseSnippet 3832.3oc6bk7aabcFenjGaKJKaY6zzDfhhGDRCjRsDIkjsjaZfHkDoMgDWfHkjcyAlQbdjbhFNyzYFpk3ZTihhhdL.8TxI+mPulSU25gdI.F8Pu4S8rO1bx868ls2rPoQzKw1Qx.Bddq+91+dapptZSrggpNWhQpenFlKwk3qcnhYmU5HHovUbUtDeB+FRsaafJHoaXh1VUeWIk1ns1DUBah0Qqd+x4JUAsRkRU4V9PMACCrHWhDCeGR+SLx43n+7rkVVPVPoI1qHNtsTkZhWWpqjoWoUytljrbAAQbcotLsd9rEapprhprZO.qCymlSSn4tBswkEHMaHdtDmOunjopdMSASrAWhysrp3g05ntuhU62RxPZGYL4iLb0fAxp3BpxhDDSJkakNRxhUc3IFbbI3q5wgF1hC8d7kjDkbK2iSMNsBjWOX4GIF53fWFV3kN9vKAC7NmE7tJesl5RZld0Pv1n7EU.wUKAPDvBKq1xMD+E3WQEZgh4LcE1EWPG9vsGSdqzouAZtzom5SGK4XISkBshNFHCzJpc0zoSBhHuQafE60zTRUwV4XKIESPFgRlDDdf1ydBfBygJBckZZf9LDUSal1Xy7sZgaZN4DN0MwTeJaW7F1OC4fRnWjYWUA9XxIbaAsmr80D5Sdk1RJ3YZRAMQuRuxNeIYBgFaNiA1jV1JBxx6.JUS1pmBcrlbpjOH4HjAYOXPbvFYlyYZpKsSOS7jtk5wJbwBL5i.82C.POWE2TZGrrQAUcBGqfPSPmXx8rZpaOIXZKA4dXZMOjPS.NMEzsP5jy4IIpppg1TCT5vPePKqqtuAVmTmGKvpNik6YZdLrPesZBqwerjRJx.xQNrDjphu1QFJcU4Ia5LN2.lQ.2SMVxGLVRjTKzjVemDA+7.5uI+XMH1ncFCvLvYjL0gV+ozF9P5uAlEN18tk.zZmtOVxGRohXQuDVt8n3pHDMwZwZBxdsQyIvdsa0DthOKtr8Gqtw8QoPamuNZsxUVtF6jHpeH0BKBiF6pnioWG1Ga1uNXW0DAIjNRhhXkU0ObMkc5Kcv1n.SoUUaiMWSQ8jF.6VEXD.RgVQ+6saKb0PiRG0sUmf9I7CK83Z1UVUuqfrzWgEmLCZZzjSixf90nRB.eTWPoM1Ro9FnL2.M6TSQPBYnrEDjQwyAgSgjecC+yVaGib2QfER1bnnvTXf.tmyPGkQrEt9AgSgrfvY78iBhEyIx4i1VIHS2S.E7eLRpxpl3J1dZSBF7AqpUqHqydJjAegQUskWxioiSpzq6NXcGsAmFBAQ8GkNY+iRylDQSKNFSCUUJpHYVQC69sEk5TRZNWBjsHO5hsTqPVgalWQgSMfyVJBIIbM6lCM0jlhvX1oHTrKDblSRjj02x2AUGefYOcLGkmvlnF2IO.iBC.vwLKi2OF8+x18ulrjHV2d.bi94M.+1u8eu6S1e8+QL.v04WV8fJ8LMfQbqM6RR+Xv.xU3q2A7U2AR7hXe3aP9hVsl8n3LHWhGL9.yhPivi+lOb9rwjeH.Linf.WrFfyySSAmsuGM+bOYo3z2w.ggLVv.uV4.SOPAh8e5shSZODUU2GqWaeIylcFHUpOjuVGAQ08gTkpI.JlD1gRH9QrkqiyyLJkOUiBCYcEdeoDLPD108HrRRGPnnLCFIkj+Eq+ix65yN3.7rXombYd1.ZCp8lu3QQLHaVbUASAxpcr8oA94zv5lRDOzIVEuGrLRq09LB+pXicMU03R7KcCcwk3hwxs2ALS5QGxhfVRx1qy7A7o1DxeyHkXGA8cg3J61I0ppM60ElGiT4TDza14PTtdhRp6qpe.Za7NFRl3TKC9BZqq1SQDQmciTs5rhvJeUqo2QFpZ5lB56npL89PzTMAf1lFmY9EW7V251Kb6asv7yOyWp0laeIQyNtv56+SY6fkZ2wasyOUOqgvd3h1IsBrlg3XXBIiiqaOdviJwxCV5HOdvxQwCrX6ofwFiUPPfPSzroyb6oSu3zylFIXhRO+LoWXFfTzTBRJ+0+RPR4Y+grFMEjYTC9eKEj11yITbhgYIyKEqHLdz4iMy5QmOpbVfN6Z.4MoYwfR7cGqD+tEqkmrfexpIMnTbp5cvn6ppqXflrprvg1Rc61.JaFlSkxZGUpV9NvRaU.7gcUKrUgrW3bis1rAckzMxL6hnV5.+2nQgMWecT47ai1J+F0JVobiJUqWrD.jUajYgEN31yqc.kICo3TiPHFdbwuHqeNe1VA47Gsc1tBrVBbcY2Gm6eTWvXUFWUETqILR2Zl4ntph1lfzk3xwEGKvnBa6M8ZrBGNpvwVIr6wJVpB5epPHbMWYSpb4PtRlTt6dEX9SR3CkIkMFP.bPfiY2M3JB80mFhq8n6crldWO1Iab.qfvizO5yCoW9mOs5k0te452EkuVs7kqWL250Pyhlb4dPVinB.W0XpT4kw9ciQPTpcge0H8MIJfMZo20nwsV7dKtP54isJV0PLqpYkLpJ2qsjRUAhJMQlCbLM+EYImG0iAwo4jdaQZrOmsdgSyoKjx+Y7d6DiWWCpaFTo1uJugIVqFrRK2b19luaIidsZIAshmGItLW+rBl8HxtQPWOUUUsdPbnKvuLVVcetiwU75BDHY4hxCxdHJ68YcQIlsEDEzh6LN+lJR6AZAn0qipYJxgAkYAauhjlwPEvOnrlPrN5zb2MxW6tUVe0.p1bUBJs3tQ13oJ6KkWOviDX.O5K+opd7Es4NwSI9ZLJw18yRC977zsE2m958yFPekl9Fi9ZWi9pu9QY8rDrTyig563wZQKGvx5d2UEHVxyqxHOobHt3q4bAKdpeWVOaIep.Yy1OA73YiiD88NoUQ5MWeA9r3RXW9hOoOv9j5pIiomERF+Z.1s+XiCsn+3PKlcviCAwv5iXmTNYEOPdNASc9Zwb+.Nf0X9m3V1Wm0x1hGcJrsGwgu1e26Go+B4dONV+WJlahCit4Lr4ke6PxckWcxcCJVZ.LQA4F6MaDom+nbgxgYUqkSZcZadaj1+coXIiuHu0IldpbZSYbwKqOv2PthkYCX15kVBewH8NqbBuLeobqke5MqhnfgE3izOfCI0TudtUViM7vNLPWS6kHzWKDz+jrwBkfQV90ymqVd1c2X223fIDmOW8hUXsxp8iEH6qp5krzqsJfcMSr9C93W7Un.1OU1N+Fm1Umjr+5.UTNVPS14mWTPeN9JkOsHdz9568BDHmeUV.u.KWdiPdcMd040UFK1XGo1MzwhSKo.rFSrH00afs8XXYIkcwh0UCF6H.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.N5KgHWQFEMhE2cBW0Bx11j3uAi3gj+SZ3+DH.vmGhQb29tAuA1IXtrh3VB8jstSeAtOGwP4JvM53.VEXFe4ePPYWHHyAPdfOzsu8aH+D+Ccym5vH7124xH2A193v7Jw99ovrMMxrrjewazrD6a.5IxRB+dBFmujpXOYh0E6ScfzS6JHyL6aJf7tAT.DcHq52qj2+Pbg6U4qRVEZz3cnHvKG2qb7Z+ZRFi25ZY6A1ywW3dC5SGI5W1RT2OzDmmAKWvBKi54HkhDeNV88pQ7VP.CKyyWKSgPzM+OEHnHUCyfkkXX+z3vwiFi2ShIRcheNyJLP+3qIugZORV0kDfnjDm.Phi0fLbahADqnfkMHwJHXv96zjuoaRHVQj9AI8X6JyP9NgckYBT4rNeSpb1.UNGakteDgd6H7DDiAUUKCLa7irH.+pKAEtmZE3WQbrg7pLLGaXuJeA4XWyhiwb7BDVFym9e2bl37JjzqEYsOHE6c2PBTg8UDfQGkTpyQKwbQA7NqpPSwyVJp6MCy0dN3IXybcjCcYEXtqygOdLlKRL8w+g0ifdsqIRR1ttvTscEgH7OhAEkD1ESNHrPCW3JdCRs0Q+JRCcmJizPeHac5HUaG1txHUaun6CBkdp12wwwYfi4tOO5yilatmrzpXYAeQU21eJR2OaDOKzhz8WtpprfdvXxuzBRbtXm3.8QT8VShNWimxxeaBvTUh2d.737UENKegSQzu94FwaYZ8+YiywclGjy7fblGjy7fDsGDmc03LOHm4A4LOHuc3A4GikxbY282RRAS+6g.kO99zuQaKrGrXFrBNhc5xu2juOt+YrQK1+YroRSSX5qqKnXnoZ3afqg6JUWUAavV3lF3B53eO6ZvsOvVA8Hq5YKU.HxH6i2FfEde6dgW76I5y6Mu+b575a2uGNdv8D1dyQbvnUfw7PPKYUnDGuvzCBxoT+50kTUT05npH0jUnuAFrja2Fqyh8HInfa9x6kMhccYcPwSPuj0YdLH7hWRa06GX+3aPDiQz6FmZwvuCcpECdHG9HC4LzKTRqutSLl63BqkHTXstBM0Uazz5g0SrBtHsDfioX+lBJQ9F492D.d9zyjlbRgRMZ1jHnlF3rQ2mYGf9L2.zm4Gf9byAnO2Z.5yBCPeV7X6CILVtdlpcsLhgBpl25xJkvcmug7W9+rTly4C
    

    Don't thank too much, it actually solved a problem from my youStillHaveToSolveThis list of another project... So, thank you man 😁



  • @ustk Haha. Happy to know my noobness helps mate 😂

    This new one is how I originally imagined it might work with the hidden slider. Even better. Thanks man. I'll try it in the full project now...


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