Feature Request: XY Pad

[d.healey]

@ustk I've modified your design a little. I wanted to be able to control the two parameters both with the XY table or using two knobs/sliders. The knobs are connected to the default value attribute of 2 MIDI controllers so that the values will be smoothed. The MIDI controllers are set to CC94 (the user shouldn't use this value). The user can customize which CCs control the knobs using MIDI learn.

The knobs control the LFO and the XY Pad controls the knobs. The knobs also redraw the XY Pad.

HiseSnippet 1885.3oc4Y80babaDGmjt3HlpLNMYxjoOgpIsywHYJdL1NIiaGe1TRNpQxhin7+FWOYftCjDiNBb9NPYw3317snSl9R9ZzmZenePZ+DT+ZepcA.u6.onjoZrx3Y58vIBfcw9a+C1cwoVohPZVlHE4r39CSnHmela6gbYul8HLNZq0QNWx8gOJgDgt8vDRVFMB43L+cTK5r3BH8yKu4sIwDdHsbJD59BVHcaVelrb1VAeEKNdSRDceVeKpuZvVgBdSQrX..j4cqiRHgGR5RuKQQ1btHm2ZiHlTj1VRjzLjyB2VDMrcOwy3F5uOKicPLUMvG0F1HyzaJhiTHVMKpYOVbTqbENCgbbaUp9yaT+OvcGVDqX9Ryvk0KfK4v1d3L2YAOea3Ue1gmiE7Vv.u2yscXJKQVthBaui6VbIMsCAbA1vxPKZtEujaSAPAWVqO4P5lovfBN7td85qhuV85UuwRUVpB3Hxj3iHoXk9pXKUDGSS8w+VrNxnVWpbGQzfXBnvdKqsJVjsrZaNsMowrsIMlXSd3iZQhZwiAty0Cf+lh9IBNLva4bBVdRc3Pt3fLfsG+D8BcDoXOFLt9MvL7uA2.9yJqTcoJOeoJX3QS9iYO4TEzWADr7JdrU7qpDkMO0xTTpUglj33CfHXOMtpdiJuPI70VC2Bhlj3Tw.IiSWpRNrUrpWZOyJdcFvCkLA2qa0QHy7tasNvAnaEG6YNrjU6fXPN4PImHMRTqWPV2T5vbp5VKJk7rsUxAb7xdrLkR9.VjrmW0UwVy8kTV2dR8j0t1Lx9T3cL1MuU9liAq7NDHVHkv6R8L1w5OQw78IwCndUwqg8a7Y3O4LA4n4the8bQn17gvlOITvW4jxy+LkWoR3OEyRt7lz+rQbLKIi583iWEOzvpe8mnBCLgmPfvNhAYTbyaOVHfdxhXmhX.5QPnW0JOWKAVGrYhZgwrvCoQ3u8awlI.2R2pZhddItzXNhHI0lvba34XPkmlw02V2J2igSaOFZsGi408OoAp7.Sc8AFigGL5ehEPsYqvKYS7UlfigUOIKv9G1SgxHuotekKpW6EpW4NHFOFBuw4d.S9Guv7z.qBQX.RToMFoVwhPRLlEorwZITiwinGuamRlFO9W4F+k.8PH2ZpLw7LlbXIJmH0qR4ukTlxNXfj5M4hqS6PFDarN4PynTzXHHas01Lk9zATd3oJfFmk.ZbJBvrYEwuozDUFLk87E2nvxI32UHo6x8TwuKV4EUvStTmNScsR4O0kU8OjdVL5wGz+.ZZNbyIDJjNdkZ2SuRsciDglpAVDJ3awYxcSn7Sq9MZTIDnR9biPEPpTWG+cGUGucLKhlhXQp9rTEW7QZ.q5MJ4O8MM9C+4eW.ZlYtQIyd+8G8uW7o2K.cusVGNhn5lXDb.HlPSkLk16rN8HnMMSuEK5tNM6PoHADTQIOjyaaD5R4cdP3zXsLq3l67QGWzKW.IXXwfu62G7LURkhI9aOMnmNCQI8gAPBOwyxS6Af5W31TkZKaU7WJNhlh+030gLacY7tnDQxfjc46o1BMQptbPVf8sdklW.ptNdfjGp9QrCBkIoIsYeCvlqqes5n9DMM+Qj1EVr0W5UZ70r8ulwsNx5PUoA69AnS1zGz5YdqR18ipZBezBPn+XM9UjRwtI8KjlTmU39dtsXxvdSGuyME7pN0bAi2Qs7uj6Fc5PCkkfcA2Me3Ee+81P4cMP4cbaCEdzcHqAxGpGie.4HJ9NTNMUYT8Osqh8Ce+2+Wl0qhkLyWEa2PIH98gJ9YIhLKRe4esMsOae33QlsztWFUUvYOkW1d9lBR5TW5k2bSPImJOsIxAo5vka0WLfKGK7X9Y1mL8qDVeZ24Zg2nuR3OcIGle1rlSwBNWqS7MEtLDF2OIltA+HZLT8Qiwet6n9Jxmc735cDbQROAmEZ6z2iBMozsKM0F6SUgf1YHp5C4y7AA6QioD6.3ONPcKFRJXmnWL1BmYze8QtF3hUGFwuQkTeICrcc2dycGEaA+BWnD9uJL9OtYQ+mkU8uZfJ0yVVeDIVfJKGbA89i5FYz7WNXaZWPP1J89TnpLjkbrPi18EB3JA7tVIz9g67Oe+fsEhjM3DvJDYuIMGjIE8yEp9qL0FJWq6Vx4wtW+p0fmNqnd+EMgWe5tudFitXNpcVgWuu1kU3aTNuWqQVmi7q1mHpT.4wtvwnrCS9gkd0HFp7rOQCI6bCPKjRaOOBUto2UeIgx1udPfIJZ7Zhrf0OYyZApVyK2IsfMwN+J2F5XGqmilHV3o6h9Qad+wTevDPTbt7Mk.hEOOADM9eIf.gtvBHPUfqa8Z6r8qk9pm++O6q17UT6tCA5UPceKvo1FZmMjBHgC2dUcsem4T9cy35pw5RHTdjdv+AdFsnuZrynE8yW7mDYzmDlJ95PSvo5rxaqmAzat9+Kxht6nFiK9lAJaSe3TxWGFpL1WArNSmiFmaN9zyMGW8byw0N2bb8yMGe14liO+L3PkR5VCf1HLG8fIZsgoHfSQGGNyi9uCETYZB

[Natan]

@d-healey said in Feature Request: XY Pad:

HiseSnippet 1885.3oc4Y80babaDGmjt3HlpLNMYxjoOgpIsywHYJdL1NIiaGe1TRNpQxhin7+FWOYftCjDiNBb9NPYw3317snSl9R9ZzmZenePZ+DT+ZepcA.u6.onjoZrx3Y58vIBfcw9a+C1cwoVohPZVlHE4r39CSnHmela6gbYul8HLNZq0QNWx8gOJgDgt8vDRVFMB43L+cTK5r3BH8yKu4sIwDdHsbJD59BVHcaVelrb1VAeEKNdSRDceVeKpuZvVgBdSQrX..j4cqiRHgGR5RuKQQ1btHm2ZiHlTj1VRjzLjyB2VDMrcOwy3F5uOKicPLUMvG0F1HyzaJhiTHVMKpYOVbTqbENCgbbaUp9yaT+OvcGVDqX9Ryvk0KfK4v1d3L2YAOea3Ue1gmiE7Vv.u2yscXJKQVthBaui6VbIMsCAbA1vxPKZtEujaSAPAWVqO4P5lovfBN7td85qhuV85UuwRUVpB3Hxj3iHoXk9pXKUDGSS8w+VrNxnVWpbGQzfXBnvdKqsJVjsrZaNsMowrsIMlXSd3iZQhZwiAty0Cf+lh9IBNLva4bBVdRc3Pt3fLfsG+D8BcDoXOFLt9MvL7uA2.9yJqTcoJOeoJX3QS9iYO4TEzWADr7JdrU7qpDkMO0xTTpUglj33CfHXOMtpdiJuPI70VC2Bhlj3Tw.IiSWpRNrUrpWZOyJdcFvCkLA2qa0QHy7tasNvAnaEG6YNrjU6fXPN4PImHMRTqWPV2T5vbp5VKJk7rsUxAb7xdrLkR9.VjrmW0UwVy8kTV2dR8j0t1Lx9T3cL1MuU9liAq7NDHVHkv6R8L1w5OQw78IwCndUwqg8a7Y3O4LA4n4the8bQn17gvlOITvW4jxy+LkWoR3OEyRt7lz+rQbLKIi583iWEOzvpe8mnBCLgmPfvNhAYTbyaOVHfdxhXmhX.5QPnW0JOWKAVGrYhZgwrvCoQ3u8awlI.2R2pZhddItzXNhHI0lvba34XPkmlw02V2J2igSaOFZsGi408OoAp7.Sc8AFigGL5ehEPsYqvKYS7UlfigUOIKv9G1SgxHuotekKpW6EpW4NHFOFBuw4d.S9Guv7z.qBQX.RToMFoVwhPRLlEorwZITiwinGuamRlFO9W4F+k.8PH2ZpLw7LlbXIJmH0qR4ukTlxNXfj5M4hqS6PFDarN4PynTzXHHas01Lk9zATd3oJfFmk.ZbJBvrYEwuozDUFLk87E2nvxI32UHo6x8TwuKV4EUvStTmNScsR4O0kU8OjdVL5wGz+.ZZNbyIDJjNdkZ2SuRsciDglpAVDJ3awYxcSn7Sq9MZTIDnR9biPEPpTWG+cGUGucLKhlhXQp9rTEW7QZ.q5MJ4O8MM9C+4eW.ZlYtQIyd+8G8uW7o2K.cusVGNhn5lXDb.HlPSkLk16rN8HnMMSuEK5tNM6PoHADTQIOjyaaD5R4cdP3zXsLq3l67QGWzKW.IXXwfu62G7LURkhI9aOMnmNCQI8gAPBOwyxS6Af5W31TkZKaU7WJNhlh+030gLacY7tnDQxfjc46o1BMQptbPVf8sdklW.ptNdfjGp9QrCBkIoIsYeCvlqqes5n9DMM+Qj1EVr0W5UZ70r8ulwsNx5PUoA69AnS1zGz5YdqR18ipZBezBPn+XM9UjRwtI8KjlTmU39dtsXxvdSGuyME7pN0bAi2Qs7uj6Fc5PCkkfcA2Me3Ee+81P4cMP4cbaCEdzcHqAxGpGie.4HJ9NTNMUYT8Osqh8Ce+2+Wl0qhkLyWEa2PIH98gJ9YIhLKRe4esMsOae33QlsztWFUUvYOkW1d9lBR5TW5k2bSPImJOsIxAo5vka0WLfKGK7X9Y1mL8qDVeZ24Zg2nuR3OcIGle1rlSwBNWqS7MEtLDF2OIltA+HZLT8Qiwet6n9Jxmc735cDbQROAmEZ6z2iBMozsKM0F6SUgf1YHp5C4y7AA6QioD6.3ONPcKFRJXmnWL1BmYze8QtF3hUGFwuQkTeICrcc2dycGEaA+BWnD9uJL9OtYQ+mkU8uZfJ0yVVeDIVfJKGbA89i5FYz7WNXaZWPP1J89TnpLjkbrPi18EB3JA7tVIz9g67Oe+fsEhjM3DvJDYuIMGjIE8yEp9qL0FJWq6Vx4wtW+p0fmNqnd+EMgWe5tudFitXNpcVgWuu1kU3aTNuWqQVmi7q1mHpT.4wtvwnrCS9gkd0HFp7rOQCI6bCPKjRaOOBUto2UeIgx1udPfIJZ7Zhrf0OYyZApVyK2IsfMwN+J2F5XGqmilHV3o6h9Qad+wTevDPTbt7Mk.hEOOADM9eIf.gtvBHPUfqa8Z6r8qk9pm++O6q17UT6tCA5UPceKvo1FZmMjBHgC2dUcsem4T9cy35pw5RHTdjdv+AdFsnuZrynE8yW7mDYzmDlJ95PSvo5rxaqmAzat9+Kxht6nFiK9lAJaSe3TxWGFpL1WArNSmiFmaN9zyMGW8byw0N2bb8yMGe14liO+L3PkR5VCf1HLG8fIZsgoHfSQGGNyi9uCETYZB

Sir,
How To Connect It To 2 Simple Gains?

[Natan]

Or 4 Gains?

[Natan]

Okay Managed To Connect 2 Gain Knobs,
But How To Make Each Axis Connected To A Gain Module?

[MikeB]

@Natan

Unfortunately your snippet cannot be opened

but I have played around a bit with Christoph's version
Maybe it helps you?

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[Natan]

@MikeB said in Feature Request: XY Pad:

HiseSnippet 2113.3oc4Ys0aabbEdoj1jHlp.mlfhh1WlJzFPFIQQRIa2B0BuRTWrPjrHDkuDHX3tZ2gjCzxYVu6RIx5Xfz2JP6C4wl27Oh1G5SI+D5Og1GJPepMn+AZOmYuMKuYJUa2.z0vz6Ny4x2bNm4Lmy35dBKpuuvSK27mz2kpk66n2nOOncs1lLt19aqk6s0ezm5ZZqsUeWSeepsVtbyrGNYt4mSS97M2YKSGStEMcHMsGHXVzCXcXAoiV23SXNN6ZZSOg0Qg50M12RvqIbDcAfLqdYMWSqyMaQumIR1L5Z4dqcrYABuFAlATesbyskvtei1hK4gz+.lO6LGJ9QEsFffBGdWgiMhXbTsZsYN10iWv9ZZ4zqmt7mMb4+g5GxrYIimZFtgbBRJGJ1iYyMyjfWEU3Ud5gWNE3MWH7de8FVdL2fzYPr8t56yCndMMAWfJrBoUale+750D.E7fRcLOmtqG7QBGEtU4xKStY4xE2Xg7KjGbD9AjKL8H35EYyS33P8pP9EDYjQoVzfCE1ccLgEbgEkVEExVDEy3DR0oSHUGPHO5SqaZWm6.bGuN.9qI53J3vGEVLlfEGbMbNWblOv1oOdCBNSSgGo.CFn7FDF4mSVG9mkVp3B4e1B4Ivij9SYOdrZ5S.BVboBrkpTD0kJOk7QJkqgZlNNmAgvEj.q3F4eNpb7OqtJ4PQWeJo1V4iQMxnbvD1Z1kaEvD7BzK.sVL+yjJh0jDNPIKGl04Taxm8YjvAr8LaQR+rCJsKaSoNEkbFs5vmf1L+R1lAlk5AKxCMAegmIuEMRx8HqFRBrreHyNncghKSf3CRk3kaVgzeTBouhPtKk0pcPjTxHjz2BsfkkVvGX5zkVnR0a+wJHUksPhqjk3UFfi9EGlkpiU98Gl30lr76MB4C32pMZErKLRkO9IWazSl9l7kmKe64gg3xHo5Pxo.hmna.iSWHS7jbpiCmIMbpUwnHgveaUpIjOdSGmBg4d8KclCD9EigXhjw037Ij0xilXyVc0VX32kGfZB7wiJ5YDACkt4TKfQFJoHfvews6CDRm3WZE6JKBQlfmj7wSDlQiEKeTxXb9f3frxvJqxDUVlUvfCNrqGsLnGZGGGlqOsvo8VlzeYxZkw+93X5CsdGSsBhIX8x3eebFiTVabOIB5ONJFx3zaITlSCKoKwPdFd79gxZBPaH0mgkqRvob9cEXl68t+9qrkomi3xUNjZy51YQHez5kJmEEa5vZwo1mP6EH22Cn4zdKUEfvJUPLTs7HVSfkdQGZyfEmrr5ixRJopnG71iVPd3qKhmYDuSmwc.aCIdWb3wgErhOTZYH.EB2vCwhrJNBKSGByF2NHCKKw31zdG0Lkor6cvSV9Q.8PD6pXgAbeVP+znwApD.soaFD3wNqa.svfStMsoYWmvs.wPaConnNv4dqt5tdzm1kxsFqBpNIETcLJHTXIo.8ntXFvBncbiDKmfeOQ.8HdA7H04y+77jAmpYyQNWp9G4zX4rdShwB7tcNi5EC2XBg55xV3n93KbTstVqvZSTHTv2myBNxkxGW4jZQEz.EVNWDp.RCjkU9dQkU1vgYS8zX1XY+XoNUzj.FKU+O9qu2O7u+G1yPapYtZJy+F74tO7Jv7ZoL+O+G3iwUf40SY9i9pG8u9s+sFFZ2e+sgStwxpiLDfwwk5EvP6dtsoW.8qDVj875aS8OOP3B9ijR+zx8NgJcg3RvM4TGoNyqGG1o0KoolO+WZzOsCmsLtDykkLvW6YzVtmWcDn5Owkw0.Bf5GnWCqyyeYxcEWP8HeDYanLuVLdKMWgaW2i3GihPRDVtulBXeqWpismZ2ZJPcaC+.paC1uhp1gWGyT5+5mXnpp29kFFjx5KdlhU4Kd5znJaks6oV2GXbUVsqo.guPEBe9dupWsqONC6e9+tU6v8BBcjF2AkZapXu4QS.ofxzOXRpcU.7Zo20oEtuudcVfU6Qi2YFAdg8uutwazMArf9NMaBEUkB14z28Qu9a6WEJuWHTdW8FPA.xFmk.46I+l7PyKnj8nbpGZTqjAZJ2PyK9xu7OMs2Pi6TeCMGYE.p+Dn1WeWguZH8W0f1gcBrcwWUa22mhG7eL5kUGulvzajS8M2YWXQNRdZXFz0SFtrIzoKOHS3wrSsO4JbSQy8s5aJ5MWxgYmN3NBK3L0G5pFuADF2w0gtC+BpCbVrDieW8n56hGMab8gBtvssfyrTc5GSghEa0h5oh8QtffxJMwSKiG4CMNl5PMUCf+wFXqHldfchdMsEUlrsH2T5u995gvkfaFIeqJodTlIc8C18nnXK3MRxhnxKCi+k6jzGPxfFqafod1W4tkYFXVtlBuNQ0lEM9MLNf1BTj5h9DJbJMjkLSnQiNBAzlEukRBsWr2e8CLNPHb2gaBVAaUgTuMDL.sA.sfjIMUW+.QmXrHuS5Fvo4xRJycp9sVuD7zbI72eVM3m0N5Uy2Zu5h5lYJi59.omLwkg9z2jIJT2bjOAlY5ALJQwfW87KGkvgPmXJggZZBn15.0f.MsTgdOYeaoUh8Piv.prGOxL1d351HX2RoRRp3v3kehdUY7hxyEC3+e5Qu577ZWIGex1x+W53m+p33qdcb7ZZu1b7Z+Nney23duIVJ8r++YozgW.dqCMgxCf1rzAmZCnBVKJfDNz9NdiK4lA86geWF+VdpAkaK+3eCOQSVA+NWzjUhm7MhN5XZ4IdhUXvItW4cji.qat7+gz40OD+ljbcM55kKUVqCrO4IVVn4dEv9LZdpdM3YsqAOqeM34lWCdt00fmaeM34mNQdvTTa1EJYHbqHLP8cBS9mKonibyp8e.uzZdi.

Thank You Fine Sir :) Amazing

[Natan]

@MikeB The Box Goes Out Of The Bounds, Is There Any Solution For This?

[Natan]

Fixed Now :)

    var x = Math.range(knobs[0].getValue() / 127 * this.getWidth(), 0, this.getWidth()-40);
    var y = this.getHeight() - Math.range(knobs[1].getValue() / 127 * this.getHeight(), 40, this.getHeight());
        

[MikeB]

@Natan There is :-)

[MikeB]

@Natan if you keep the square in the middle, the width is of course minus the width of the square.
As you have already seen correctly

[Natan]

@MikeB said in Feature Request: XY Pad:

he square in the middle, the width is of course minus the width of the square.

So What About Connecting All 4 Knobs?
I Connected 2 Of Them To Gain / In Percent Mode

Take A Look:

HiseSnippet 2343.3oc6Z07aiabEmx1LYsR8Bmlffhdh0nsPJ1VVRV6ts0svxV1ZiQ7GBVd+BFKRoIGIMvjb3RRYK0MKPN1i4T.xMer+KTzBzbn8PauTfFTzion8Ryo8Z.BP66M7qQVTxxFq2uf4hklbl26M+l26Mu48FpZNLMhqKyQJ0j600lHk56HWuqkWqJsToVRarlTp2T99OvVUWZ0t1pttDcoToF61XmolbBI90SWdUUCUKMRbSRR2kQ0HaRModwsVq7GRMLpppS1iZJPcoxanwrpvLXsAfLtbdIaUsCUaR1VEIaLYoTuw55TOlScOUOhqTpIVko2sdK1wV9zeWpK8.CB9RAo5ff7atJyPGQL1pTkVTC8ZgSXWIoTx0hm9i6O8eW4sn5zn1iUCSy6PIlCA8w3oFaXvqfH7xO5vKk.7lvGdusbcMGpsWbOH1dK4Mr7HNMTASfHr7oUZrkRKWgATX4kyT8PRUG3kHNxby74mS4F4ymcooROUZvP35objpiBNeQ1bXFFDmBJ+BEtmQtlDusX5sMTgIblY3ZEAxlAEyfDRwQSHEOkPt+CpopWyx.3Nbd.7WgYZyrfWxLSHAmhu5TSaCB5r1C5WuQChFvke2J79GHmEOCN8wpHuGZwNvE3Z+GtjB1SCliRFJzP9kTnJ+bkRvelc1rSk9wSkVAt3zuO8gCb18g.AyLaF5rExhikHO4bQJ45sJpFFG.KaxvUFYWJ8SvAG+2BKnrEqsKQoxpoC0THi7FiXqQaKMOJyJC4HXTyl9w7Ah1PwugbZFTsCI5Je7Gq32ftiZSk3WMQocbKBwHKmyfYGd40h5lSW0SMWGXRtkJnLcTsZRBjbGkE7IAl12ip60JS14T.eRkBgS2dER2jDRWAg7ADZyVdARoGgD+juFLOWCdWUi1jLEdeAbJxjOoEDIc9dnta19Iu3.jb29IcwAK4NIHY.yZsvYtdlDQ4f6r3v5bwj6L9I9COg+zS7844tV0fEAdJNr1dTKxT83fw6ZW+dh8uZlMv0v+dybMfMEVwvHi+F.t4Nv.7GCwPHQbGcr+HxZ5PhTlKrPSze73MwQBL5I4Nkf2QtaLxBHQeKAA3eGW+eJe7HiVyPabVvUsfx6OTPFz17kxGN.nnQO+SCDk46ezJLjQKdBTJAkR+ldTyfVn0MLn1tjL62YNktyorXd7+OLjdes2tXzw.BPoWJ+Cga8RSnFtCe91UXApP+8oZ5LKJuylg3YmOG82dWd6EFHn5anEXPzTi5ky1oDnnJCChe66rw7qp5XvNd9sH5z1ly.xrTt7m1AbECZSKh9djNdYJT7VyCHZ+NyVDfw7EPbTLeByJPKOiAog2Lmkz5hRiKqhn86VIKJG7wYvsPBWmSsL.MjR3ZX+cjynEtG0bf2I3qg6oEncLXZpFJTcbw.2mLG0RmzYmFwLEhUeROl6sBTutUSXnPHsFQid.wvsJyA2osppFlrf+H0ypNbSpe.LVfq9BXdMVtTutw9wBoAf1iU77bnGz1ijQrC79bAnHT5vXS.QV0g7n1DKsDEYwAIxh8IRe1iBP5Prw3iYP87RQZVl01LOxNVYvcfmL8SRqb5tZzHw9hSeJwtwLtcFFiYrZad.wIzTFRHj5Yu41JO3baES8VyOUFABYVaXQ81wlXMnLdkBx+Ax8ch.TAj5wy785AY9V2fpSbjn5XkIXlQEj3.Fql32+6vq+8xRiLyEiY9Keiel4I+8+w4f4EiY9y91C9yK7Y+myAykhY9Wyu9mKKcmMVC1zGy7OPQ.JGahiGE06oVibDTRkec.SJuFw8POlMXOhxTTJ007GzoBqRP0hXvGyzxgtcRchp65S9kk6FWD1pkOFi3E0vW3TtEOlfXKPxhriCSYD.02WtBlVn6bJe.6HhixOVYMHqPXAbSIalca6cr1EEAmHrhDIAv9lmogsiXAkBPcsxlLcf02SdaliopA8WQzqQbz.wBEMJYR00MH0XPT.vCOlsuZYcRC01F9aLJ194AVEEf0IOVPC9oO5EIrVT.VepHr9ja+hDVkFjQ7u8rWa0e4xPQ6gEYJVIOFXNnCT1hkLGs8g3waboTd+nB22VtF0SqUx3crDvKD+3xFuAGVxTx9EDGC1Ijqd+K5Iij7A2jOoSFYbArbsnysJZqWNTttrX888.JgiuR4O9Wm9KViXn1iB7dBQBK+M+ouNoC3ZCKHfmWMlgpyoU+i26bd7QaNmv7bhQ1GAmRJux3S+ck4p7Wk.L2k3UG.OsLr4+KAv0u5+lPEpNTXm.4saaVGJTRi.P0BxNASnL0XXpe9umGeGATchkN+k+GbEzYA78TAcVHrSoyavfhCJXfz7+FkgGL.tdP4qBFbUvfqBF7ZRvfEGXv.dkFWEL3pfAWEL30ffAW2Wk7VvZeKB+C5w0FuG+ck6odDDNfXQbPk0.qV3jO+y+si5G61dj+X26n4AC+dNpVt1LWARe5enNwjtGTpsq3ncGWBdjj6hlOw1qvTcRrqmtbUXRlHO0U8Z6v8CVwj01xaXQqN20tU3rhb8x2Gc+42gHbwi8OVs99UaLcvVZqCa8XvfVBikxOpjvV60udKlEytEyhpIZz2k.qGa1j3Hh8DmPq34ohmpWXKua4cIFDUQG3eXY7Cqn5rE+jdtLzEoFQ602S1GtJ3hwWtBVGDYRVdyp6D3aAOoDMIJbVX7qVN5KTD0X4RkwPOaHjMCsLFkqAywL3LjCZe5xaRZBCj3jdOhoMChR1iqQcSFyqEDyVHf1I29e8Nk2jwrW2REzB5hBoVKvYXmFMbI8DVoRaWOlYHV3+7dp6Qr4G8cp8kuYobvUiYw6+zJvsE24Yy6RWNq.GlW26vsjQlLzl97LPg3hizQvrmeQNAAJN8uhmyFkvlP6oxggXXBLwWQm.IoXgtM+6KEetz2qruCUuaORKuV+mu6IS48WVNVR7A12e4GIWj6uHbczor+OZmmcVdoykgOZY4KRC+jmGCewKhgOrhmKCC+2dv+c4m6Vugdj6i+ZzQt+RV55OOFCSUMG1Go46bhqUtFuEXdaw+wlNo7V36JQeVYY474xieNJ5Googp64A8Sx7T7BvyhW.dJcA34FW.dt4EfmacA34mLTdvPTqzFRYveoHzPs08C9mJJoiTiK8+wW0yQK

[MikeB]

@Natan

I don't get much further there either
but you can address the knobs individually, see line 77 onwards
A problem is certainly the conversion of the distance in db -100 - +36

HiseSnippet 2414.3oc6Z07ababEmqjXh0lrFJMAAE8z.glhUVRq1urcabMzJsRxQHVRK7J+ELLRFQNb2AljCMIWociiAxeB4TAxMCz68dOUeoGZOUfdn.En.14V6Ies.An8MCIWN6tb+PpRtNFh.hhbl26M+deLuYl2xZtLMhmGyUI0r62wgnj58Uq2w1uY0lXpsx1anj5cUu28cv5Jq2wA64QzURkZpav6L0rynHtd0pqiMw1Zj3lTTtCipQtI0h5G2ZsJeN0zbKrNYepkD0kqrsFytJyj0B.xzp4UbvZOB2frKlS1TpJodmM0o9L259XehmRpYVmo2odS1Q1AzeGpG8.SB+kBJ0AAEz7VLScNh4spTsI0TuVjB6onjRsVr5Ocf5+Qp6P0ocaO1LLmnCTLGR1ioSM0nfWgwCu7IAuTRval.38Ap00boN9w8vw16otssOw0.Ct.YXEPqxTu66qVkATX6myB+HxVtvKc4H6UxmeIzkymegqkIclzfivyGcH1Ew0WNatLSShaAz0QhHibMH96vzaYhAEN67BqhDYyyEyvDRwISHE6SH2690v50rMAtizCf+pLKGlM7R14iHnO9pSsbLI7f0dP+lFFDMfqftQh9GJmEGCmAXUl2GYyNvC35AO7ZHdOYRavbQYoPS4uFhh90nxv+VbwExj9IYRifKAGOf9vgpeeNPv7KlktXgE3ilLO473TJrbUwllG.SbxJLGKbszOMX3yjdkUP6vZ4QPUWOcjshynnwtrYzxVymxryRNDF0ER+Dw.QMPAMjSyjp8HhN5q+ZTPC5t3Fn3Ws3R6nlDh4BBNC0N9keSpWNcrONWaPI2AClSWrcCRnjaiVIfDPsuKU2uY1EVBAQknBQpauBoSRBoijP9LBsQS+PoziPheJvBlWXAuC1rEIagKIgSYlBHsfLoK2C0cVXPxKNDI2YPRKMbI2NAICXVqIWy0ylHJGdmEGUmkRty3mDO7TwSOMHpWDZUClF3ibYs7o1jL8DfI55VA8DGe0XgvPif6MxY.KKrloY1fk.7xcfIDOFggHhDA5796RVCWRWi4JqzfGOdzM4iD3zSJbJgnibWdhEPhwVRBH3NOCPew3ccZMh7wK.gpEPWZjfLrskKmOZ.3hlG42OPPKO3nUXDiVrBTNAixftdtkg6g1zzj53Qx9f1Kg5rDpTd9eOLh9.qWezvGfx4eHbqWxhLxsEpbGo4nR8Of0o8hb4MdFhUv.NFr8Nh1KLTPMvPKwfr2laZFebIPwVLdd7ab6sWdcrqI6nk2gnSaYMOHyx4x2eL3ZlzF1D88Is8yVn3UWFPzCZuXQ.FKWfiih4SPq.q77lDC+4Gmz5vklPVE4tvqlrnb4ONOeUjno5TaSvBghlFGrrbVsnkoVBBPgvM9xZgVGSlF1DQ04yGDgk4n15j16YDyTHV6lyvk3vSYjkOtWKZ4q9GXlMeAwBgK6kHBxjdVpQ1nWmkiFocCv8Hq466ROnkOIqbG76gh4RED9ENLF9pxvFGRZE3dQXfALYsn3wTKVYEcF5nlXeTGVKzQXa+wAwhiBhEm.HV5LGhkFEDKMAPr7YNDKOJHVtGHJgscY9j8ryx2K0roeZZT+cYXjXewaENwt4mdxcTLl0tk0AD2HaPDgvwH58bJpS14TzBrJRDxr21l5umCwdXGtRIzTBmiYlPTAj5KNEyECOEScSpNwUgpyOkoXBih.v7SFd8z+seqy0+6qpLwLWLlYs+zJ+le3fWdLXtTLyep0y9quym9ONFLWNl4u+q9ne2Md42upxs2dCX6a7SwEZH.iiCw0mxs6o1fbHb73fyzMq5FDuG4yb.+Q2fNkTWHXPyDchOrMwTLloUixVpzt6Yn+lurRm3CTudki3Kb0sgm6VooH0tbKPHL6nn.Y.T+L0p7M36sD5yXGRbQ+BzFv96aPsan3vbZ4rm8s3hPPD+zkJRfc1w5XaKWb.IntQEKldnUPid.niVTccSRMlGkGTGSYwmqSLvsLC1USb6uXUuVFFTX.TUQ5qqXgaKaITFzlNhPnXVe1Sjrne6iCg4GqtKy0BaR+JhdMhqFHVbCxPw7KVcbXdZ0OQ43.wRRP7akg32bi2TfX4g4r+KmsVwAKWxbpcKxfbkb3KxG1AebjKYBurH1v32Qt7V+OWdmDSPNgv8CTqQ80ZlLdmJA7B4blb7l+Dg2vhkkQMnfHwfcF0st2qgJiMsDVtP25V1cabBnbQU456zCnjJe4WZXLWkMHl3dLf2UJ6Yk+8e7ekTAN21FRR5WiYhc627Ocu57zSlNmfdNyDGivUIzYTLc9S8X5ehpvj+iI.KBI9wCfmSE1vva.vMn1OM1ACG1huB8tsrpCmQVi.P0F1QCeSnolhucwf2yyemCn5DacwK+G3JryB72SE1YgnNUNtICJNrjAO2sU5mOxjAv08qbdxfySFbdxf2RRFTZXICBNcx4ICNOYv4ICdKHYvECLIuGL22lH9AcEViOV7N5t3CgzADahK2XMzSK7ru6698S5G6fyD+wNrmlOL766hs8bXdRj9p+PchEce3X2dxi1s8Ha4Rd7s3tO41qxvtI10qVcKPISjm5X+Vth3f0rXsr8GU1pSmytMy+G9nKNKlE8ZuHBIZMmp1.eAOyEt71lvxPlLnkn7phRnD0Zuw36vrYNMY1TM4.faQf4lMZPbk0iDUt078w7pBF0xbUtEwjfkCl+4U3+9ZX2cBJ22PsKm70DSMg9tepZ.bQ7IluYk3NLKkp5M2Zuv3L3ITWknv3v3KVkOMuEwVKtwJkqvSCsszNanU3Y7LXtVg0ftqe6ljFv.Iqz6SrbXPFydBMpawX9Mg72RI2d1Md4GV4lLlyl1XvJnKKjZMgfg8LL7H8jhoZKOelUDVDepW08INhRmm5ApWobN3xXQ98eUU3Vo8NcdW4zKpapILp6CEdxttLtO83GvM8jEvMlIGo6Byd95rBSTz+Wz03QIrfz9XALjSSv2DrbPfhRrP2U76SEW656VIHfp2kJoU1Xv599rL9+4UikjXfChW9D0hh3EoqC6y++38N877JGKGe2okm5N9iQVwYONN9hmDGezoeNKb7+vA+yUes68FY42m9snxu+F1V2ecLFVXMW1WnEDbxmqbAQKfdaK9vimUcG96nt+rzpp4ykm+yTQ+BMMt4dYv9jLOEOA7T5DvS4S.OW9DvyUNA7b0S.O+xQxCOE0ZsfsLDLUDZn1lAI+S0cSGolV4+BLk1+NA

[Natan]

@MikeB Decibel to Linear value Will Do The Job
Thank You, I Have All The Information, And Going To Spend All The Day On This Idea :)

[MikeB]

@Natan
Glad if I could help - have a successful day