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    Scriptnode envelope ?

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    • Casey KolbC
      Casey Kolb
      last edited by

      100%. I'm with you haha

      Casey Kolb
      Founder & CEO of Lunacy Audio
      Composer | Producer | Software Developer

      lalalandsynthL 1 Reply Last reply Reply Quote 1
      • LindonL
        Lindon
        last edited by

        ..and theres definitely a click in the envelope...

        7d5e7b13-67c4-472a-9e28-b9781108ae1f-image.png

        HISE Development for hire.
        www.channelrobot.com

        1 Reply Last reply Reply Quote 1
        • Christoph HartC
          Christoph Hart
          last edited by

          Does the click go away if you wiggle the hold knob? I remember a glitch there that appeares sometimes...

          LindonL 1 Reply Last reply Reply Quote 0
          • LindonL
            Lindon @Christoph Hart
            last edited by

            @Christoph-Hart nope - sorry it doesn't.

            HISE Development for hire.
            www.channelrobot.com

            1 Reply Last reply Reply Quote 0
            • dejansD
              dejans
              last edited by

              I must mention I'm quite new to SN, but as I was messing around I came up with this partial solution, but have no clue how to do a proper envelope for the filter. As it stands, the filter cutoff is modulated via the Gain envelope...

              HiseSnippet 1833.3oc6ZsDaaTDFd13LIMtIsE0JpDBUYJWRkJQwNo.UHjchsSaDIstwoOtElt6D6QY2YV1csScKbqf5MtBHA8.RHDH.wsxIxEDbfHUod.INAmaOD3.G3RYdrq2cscbbCPSRU2Kwy+LyNey+2+qY1TxgoiccYN.sgVrgMFnMLrbCpW07UQDJX1B.smCtLwzC6fo08vtdK4p6Pr8nLCLX5F1HWWrAPSKwYDiWan9AxmMxNMxDQ0wgh.fKwH534HVDuPokx8FDSyYPF3EIVQF8j4lUmQyyLY03XKAbbfMReETE74Phg0GDnMPQChGyorGhiKfV+SyLZTtJaUpZ7Wh3RtpIVzHMnL+EoDOCyzPfXwuA4qRLMJEnCbA.MXoPMRBkF4Hv4IFjlxC0LGR1QpvYDUen0W2fW5nva7NBuzc.dfHnqeE53ffYTyD4EGYB5vuCBiFCYyR8vTWhWinz0NJbeFXIhmd0Ni295.d4D0+230m7GAVb4kw5dgfse3LW4wKSe.ET1OrLghkdmRf7rx1otLpNN0YvTriPoltKNk2sWcJs6Ymxyq6wW9EcPTWalajgtw2WFaQVjQEZjvU6ht3Ybvu0BBVNp77LjSG6Ziryv2jcbNkQd0bjlKSYwpQCvetIl39Y0RzybRzfCw8ZhL9NDon+mFo3QQ0tEwc0hf2Cpv6fvoNagxK3GgP96TEo0wlLabby74YTlcUFknG09XArmCoRErSTz2wszTdd7jK4q4TOlqQArNpQaRUCtcIyg4PKp3yx2ws85ZJ32tUtx0b8BcPey6brit1BXSLxMlKWQc17hjscgBRzaTvVjtqalIi.UaxTx.B6tylbf.rpXjc2fcXnzrXufd8fPeC18DJ1C.88k1KnZ6ZAPIdBp.nsYFAecWRXY4gO3qux2Q0L0LWId9.kXf1W.KRqvKeXLcGLGZEbsOG1aUlyJid7BkKc7S7ZijbjjKWipKT4orcv1HG7hrRlnFi5hrrMw7hNvmL0UMY5qTlbc7IRdijCk7cRlJxjjfbZwHFUuJhRwltsOLQUSTOGl4nzZVWE6bxT0Ql0BeescZlA6McHiNKk3cdar+vhsGBDyO6TDTFJsInBE0AShEX07HzJyi3YSuFOiw4pYUlW+mNNu+tkKSqOQMbp1iKZKqOCSMjMdH+wuyzh1Z9clNnSf.GXdEb.fOAIM.7+M+WB1FB4blPpLYXxYP5b0UiRHd0vb+GdcohPSXmwzaZnNfXFoAb.2JTmiqGhIVKg30FTYqB+4YVVBPINro+uuLwPrbPsSxGgxhaAtchHBy7tQSZKXtRHG9YU4mbV796KlCSBtF1F63QvBMrXoUaX4VaPA1GD5ZaxqIeS2lpt++ZusIHrOEB2m.g6CJ0zoAaASrSn92D3OfB9CoTv57zCNwQ+vPK9eGS0yNAvidt2V1DgIGVD4TA6ICWGZhIBXFzRrE4EJ634WdLgdIQzlnoOlGcsVjsQ14XqhcZ4nf7irYa2lzMxV1CaKhHJjcii70m42u9MyVdE7pJ0YrJtkJa0h0bIevEtywd26+sYAQLnDLBwtE6o8GvHD6cCVROQQBI+kO090S9iwHgAfHCiIhyAIUb.uimRA+GSA+T8a9ke0s+0.JHoXPGFh8Ok6RKyLMEfINe77PiFTjEQ2cr1G4NbTqDAU00VVtsj256eEuk68y0y7FerQ4sO5CEOeWK71o9f7uv5e75YU457O0ey0LXNfcufdnfS.Eh5JKye9rUxAhkHzFiVosvt5LG7Xhd1QrndTrhzzZUHOQt.NyZHXNSdbKN6zjmDR2OTbih0vT8Ffya27vEXOklpHEwq01+xm6FkNYt1nzacuNRoSlqCTJeraMk9M2+nO38rVOawqwKt20Ub3PgFMluCHdcYhxWxrKqxlmjihG7x2TNYPUsx6gJUVKlEkuOTL3eH+uKn6X98tWvpBFwpJ4NsucR33ikIyoO83mRdb0nAkZtt+Yi7SM8O714ZODGWA2KtHSHetW1nal0+YwyK1xlIXjw2LAicqCT82exm+WG+OtqzEIA7BfVVtgy8HjqLyZs6RmoiJ+Lq0IW5L8.di5ROf7yfzMO5cEQgdXiaW5vEtWVk4RYKFyqJgVYWDta9w45hpV94L1hfmaZiXkINf3ElDNCOPjv2AzqdwgHFx8ASGCsxaaKloaw0xookmwCgIuLOY3wvlQJ1v+vSwJ0HHYAeBRVP52OqAOHm3Bc6PwG6zVYh8+lVqguJeXXQZ8T9e10dEj8dR11NgZuo9Ct.g815+vQ1JKbwYKf7P9aew8kFI2mlVAbchNVscFBV.6thGy9wy0293XMrP5NrkzUWXsvFXeRIb6Up7+HngfyKZmJMnthcDd1iCrHFjkz0Ee0hWJM.z44jYaLmI1FyYxswbN01XNu71XNux1XNuZWmi3e4gop4wrTeQKtfREkFvZZgGvJA3evc5wRe
              
              lalalandsynthL 1 Reply Last reply Reply Quote 1
              • lalalandsynthL
                lalalandsynth @dejans
                last edited by lalalandsynth

                @dejans said in Scriptnode envelope ?:

                m quite new to SN, but as I was messing around I came up with this partial solution, but have no clue how to do a proper envelope for the filter. As it stands, the filter cutoff is modulated via the Gain envelope...

                Thats not bad actually , probably better to use a "muted" osc specifically to drive the envelope follower(Or even skip it and use the synth to drive it ) , that way the attack and release on that osc can be used as the Filter envelope AR. Needs some routing but...
                This way we are stuck with a monophonic envelope but its something !

                Thanks for sharing.

                EDIT! I can get a Bipolar LFO from Cutoff Point ! Seems to work ... FINALLY !
                Some speed problems on the filter I am testing 13 hz and up and it stops doing anything.

                Now if I could only make this modulation appear for the main interface , wonder if that is possible somehow ?

                QUESTIONS/ things to test.

                1 . Is it possible to tempo sync the scriptnode oSc/Lfo ?
                2 Is it possible to delay the onset of the lfo , maybe using a ramp triggered by a synth ...hmm , that should be possible?
                3. Can I add the filter envelope to the lfo signal?

                If this can be achieved we are moving closer to standard synth operation.

                Bipolar filter modulation...

                HiseSnippet 2111.3oc6Z0CaabjEdVRMRVzRN9tXb+jh.BmFaDeBjRJ+XbEjVjTNDQxhRTwI.Wguw6Njbg1cmM6Nj1L+Tc2AjtTeWQRaPJRsSUbBP5hABfARYvcEoHHoPoHWw0jadyrj6tbWIQyXYIY3sPhyalY2u488du48lca3wzo99LOj1ra22khzlC2ruCuSkNDSGT8pHsmA2xzhS8nN83Te9M708Lc4NLCJZk9tDeepARSK6UgwqM6TH40tkVgXQbzoghPnqyL0oqYZaxCk1n7qZZYsJwftsocjQub455LmJLKVWA1xhKfbI56PZSuFAFVFLRa5ZFlblWSNQfKj1TqvL52rC6VNpwecSeyaZQgFEQME2Hk3UYVF.hAonJcLsLZLPG3iPZ3FgZjrJMx4vqaZXNTdnl4rxNxGNin5CsL6G7JFEdEFa3ghftoTnS.BlQWKBONx.5HnCSlSLjU2gSc7M48iRWGov82faXx06jNdyjBdED0gMdCH+4w0Z0hpyCA6T3UeiIkoS2PrPZFhZMR3Z9awMXV8c6vbL0WU5SJAzrXUih6i+HBspG8M6RczGnEu6Oe61k2LpIv5fK8v1+gxa1kXMhVeESWlEw6WqEzCf+3TioIzuCObAl+PxteBIuynPMFu1paD3bJ9U9gqghGjw9tkFk69q24Y+tRPLy5gTb42u7qS5Qaw7rUOvvouFss3AEUx1TaWlHNudTxsoMiw6X5zNdj3yUdMFyslCQnFLhdSZzg3S2nUKeJO5soRWeNyd.VjgpaxotUIbBR6ufewkWPb054g+d4Jh+rzFObZmHjP1wiJSg9xLlFcOsjIGRY.mdLORqBwwbUN1u2.DIK+Il8x9i3ffjRs7IGbeF7lGu.aPbySiaZ5Pk4jFDnGZmGhuj+pTGpWhXnir02WOtoh5N1ohtgNW7321i336x7iFq8yZRsM2l4.Zjvm1q4SAigs.UarPkLhWpcIB4KVjoNmlDdWOIGcEaVWmA3u7RK8CkzxdXrY1TOIk3CZ+jB6+9IQSG3oTXbF7UdkpM2JHDm724q4ziZwbowslWm4vT47E0LXKJ2yrcapWTDm5x3JbtnxoJc85EyCnJUmzOgT0fSJYMp.ZQE+JBRIwsanf+86UtoHMfP+PQFK+96tE0hR7i4YUSmEOsyGH09ArMNdLMMlGqVj4k98G2CSGfUEib7FrygklEmDzqOENvf8Dgh8L3.eoSBp18s59rmzptexCGokTekC2TdZZhmoxeQ0L+puQ78.ThQZeLtlSaQlAKn6QEvopu60n7aw714BmuZyFm+h+44yMetVcczA0bdWOpKwitMqgEo+E7I1tVTQ9DzKk+lVL8cZZ9VzKl6syMat2MW9HSRBxUfQbA8NDGGpkexgAID4v8XVWvoq8ModWJeOhU2v6WhimalwSuwbp6Xx2vkFLrXqgAhKfhhxPoCAUnnTLC1h0kKpxcchXGzaK1k3ZcsaJRsSmVIX0JjokAROS0t.zVl5E0wP13WDWAcVDZqEzYwAch.bPEImgPADjz.H32heArMFK3LPpbCvbqRzEpq9MHhDcE9LhTNgvQTuEzGZbNMLihHAfGEpqIzCwDqkEtsCRZUg+JLaa.TPI4A+90MMfGGV6RhQnr31RXm.QUV2O5F0.y0f3QrobpGb+yDyIIqPC6R83lTPCCOZ0BVtzlAv9LXeWKQ5164xT08g0ZaOPXlHHLG1lYnT1w.44h.xgi3QLNmVgySoRWg4qKpTQU3SB8oGcgv9ORrUhuFjw8fVhH7YUmWondHnLAz0gPFvyuQ2aZA42pkEEtMw1Du1TtLvcngGnfFzRbqpKRY1iGjnroSvMLbij0I2dDYms7ZraQ8Fo1OQMZttIjd1xvIWAwIitYZycn2Ro0ik6sz+TlLaBTfFGH+u9mv0mVJIjWHUHub4Tf76c+XPdv8LJjygKrvhKd4KW3EjwTNc3AmFB71sfqLkQiutd2T.dgTA9tkRSWW3ATWOmD24U0Gm.KHk+xrJ+Zey1KJ7bGwY4LXaw+WHnyiDOknm76Hd9Gnef1uN+fcKM99ABdHB271m6St5+4s966C2LCV8vR5HDILFFa20JNijSwHf7i93VOdw.+3l24Y+G+vmWJNCPLLRkA.4OgAd3x.f9ey67swXfowtTxNwofSq1CW1wwSNPSaTghvw.Hpa.FU98ZExRfnnawrg6vJenbktY3qVBd6W6GEtb4DTnX+tGl6MN6T26c99W5uYeuR0tsnxCeenZUPIFyrKJCdJrtnP7QyCaNkajrqm3HcXsYxdwIyfSIK9jUTcLfWFoPofnxfCTLrOevmfi+BPWmDrmvQrmxc7wqdOS3cvqPOYfMg9cb7MVRdc+XIAeuuBtdtQVKCFY70xfwdvqk+2G7Q+2y+SesbsjEuYJ49N99xKd2j9xKlptew6llu7hiAdiWfj7cyMYEH8nK7yuz+Ca7zUuef4xvuKhG539nsVT+8qgVlHKsoUkQAelQfuCZbchCQLVTzYQTTzJOCvXdOe4WTVSqBSDASdDiRPD1LRJFSC4stT7bLFrKgXBRVPVnacCQLN3nkSIqiiZqLX8OZRFotZUYoexdwFNx8Lup.qr4v0b5kO3UaePPUcLEeyCviOQ8PimEmHiBKS2hO1xB6ggGTH9iqK4Wqt7KRCIM.fypORBNZZUo8L0oAeHc3pT+c3L2GMu5fGEOCahtG6F5pWVBX1eJoDQTIG4mW8r30g14Kh5oXGH9cAjsog4Mz0g2R1epHBk9bVbBlyRSvbVdBlyKLAy4Emf47RSvbd48cNv4kektbls5MnJDznl5SpTKr94rn+ODv06EG
                

                Bipolar Filter modulation with delayed onset of LFO... Needs a bit of routing work but a POC.

                HiseSnippet 2297.3oc6a0DaiabEdnkm0q0ZuYaiQ+CEApat3ftUPx1aRWzCRqkr2HT60xVNaBPKf6rjijILIGVRJsVIs.E8GfbK4XaAZ60hdn.8VxotHm6BDfsnnGSNzCEI.w8PxgbIYdyPIRJRaSKu9G4t7vtZdyLjey668dy6MjttCSk55xbPJStYWaJRYJbitVdaWYahtEpVUjx2B2T2vi5Ps53Qc81xU0Q21yhoQQK10l35R0PJJYtCLdkIGGIt1qzhDChkJMPDBcOltJcEcScu.o0K+C0MLVlnQ2T2LznWnbMUlUElAqMGaYvEP1D0cHsn2k.CaLLR4RKoo6wbZ3Q33BoL9hLstM1l8.K43umtq98MnPihnF7ajT7xLCM.wfTTks0Mzp2SG3hPJ35AZjLRMxL3U00z6KOPybMQG4BlQX8gxXGD7JFFdERM7PgP23RzwAASqsAwKJx.5vuCclUDjUyxiZ4p60MLcclB2uBtttm51Ii2wR.ubh5jFu9j+z3kZ1jp5E.1wwK+ZCKSmrgXgjLDUpGy07qhqyL5ZuMyRWcYgOo.PShkMJd.9iHzxNzeZapkZOs3C+zcaUd8vl.qBtz8a+MJudahw.Z8E0sYFDmiqEzQveb7TZB80v8Wf4Ngr6GRx6pRTiwqr7Z9Nm7ekq+Zn3gYruWoA4tex67b+mRPLyZATb42p7qR5PaxbLkOvfouBsE+AEVxlTSaFONuZXxsgIi4sstUqnQhmo7JLl8RVDtZPK7Mo91DW5ZMa5R8Beapz10iY1CKhP0M7n1UIdDjxOB+hKjme076B+6spv+m4W6IS6XgDxjNpLA5arTZz8rBlrOkAb547HsRDGwU4b+dCPjrbiL6k8Mw9AIEZ4QGbeU75mu.qebyqfanaQE4j5GnGZmChuj6NTKpSrXnCr026m1TQsScpnqo5we7a5PrbsYtgi092aPM02jYAZjfm1q3RAigM.UajPkLhShcwC4yWjINmFDu1NBN51lr1V8ve44m+iJoj4jdK3+eNk3LoCtGR5.OiDiSfu8KWswF9g3D+N2RVcnFLaZTq4UYVLYNegMC1f54n2pE0ILhSbYbaOOdkSUZ6zIhGPUpJoaLoxAGWxJTNzBK9k4jRraWeAevaVtAOMf.+PdFKe8GtA0fRbi3YsjJKZZmGI09grMNNklFSikKxbB+9y6go8wpjQNeC1ovByhQA85yf8MXGITrWE66KMJnZOvp6yLpUc+vGNRIt9JKtg3zz3OSo+hrYtkesn6AHEiT9K3krZwyLHupCkCmpt12k58.lyNyd8pMpe8W3GLc1oy1rskJnlyY6PsINzMY0MHcm0kXZaP44SPuQt6avT2og9qSegruQ1Iy9yylKzjDfbQXDyptMwxhZ3FeXPBQVdNLiYsZadepyMx0gXzN39E634lHc5MlUMKcu0ro9CKxZnm3BnvnLPZePEHJAyfMXs83U4tJguC5t7cItaayF7T6ToU7WsbYJiAomIaW.ZKR8hZoIZ7E7K+NKBsU76rXuNQ.Nn7jyPHeBRX.3+a9u.1Fi4bFHUrAX1kIpb0U25DdhtbeFdJmP3HpSd09FmWBlQQDGvCB0U35gHhUx.21dIsJweEloI.Jnjb+e+p5ZviCqbC9HjVbavsSfnJq5FdiZf4pSbHlTOpCb+GKhSRFtF1l53oSAML7nkKXwRaB.6SfcsM3oauuKSY2mTqs8AgYBgvrXSllTYGAjyDBj8GwoLNmPhyKKSWg4pxqTQV3SL8oCMeP+mI1JQWCh3dPKdD9LxyqjWODTl.5dPHC34Wu88Mf7aUxfB1lXShSKpmHvcfgGnf50heqpwSY1wyOQYcK+aXvFIqR1c.YWq7JrGPcFn1OdMZ11wjdsxvIWAwICuYZicnOPp0ij6sv+TjLaLTfRCj+8+N35cKEGx4SDxKTNAH+lONBj6cOCC4r3B4matacqB2TDS4JAGbZ.vez+.tFuLJ8558R.3ERD36UJIccgintdJAtyIqONFVPR+kIk90t5sli64NfyxUwl7+OuemmIdJgO42A77OT+.kimevdkRue.mGBwMuwL+067gu9u9.3lIvxGVbGgPgwvXy1FQYjrRFAje1G25hEC7wq+NO2u4i9akBy.WBXfhWXnfrmyofOa1e7a8de5+tzfKJv4OpiAQSKQVAj+TGimrrhbJ+yAbLrojchRAWQlZkniymbfhRbKqo.PTSCLpb6zLfk.Qg24eM69EjR8j5l9uwO3kRdPT3BkiQg7zPdRlxBOgje1+8k9UlOpzR6xKHz0ENDAPIFwrKLCdYrpAkLX5wSIciDc8TGoSp832ONYBbBEWEuP2yA7x.0u5GUFbfhf8o8+xnbyCcMJXOgS+1kmld06acH89xFRbKyz3aLu35wQpMQVbyyOvZo2HitV5M1Ces74+w+7mc8+26KVKYvqOXsT4NJ0RM2Ci6KOWh594dXR9xykB7FstUwqLc3pa8zK7yWz8OU+Yq9Xeyk9etJOww8Y6QDDemLHr3biPgMyDB9yfo9uUysZxLL.85.aJ+swZcsHl5pt4iMzQhfpicrr13Q2Rs0FerGti8M+sU9NO5OHCpdY+2VX7Hpnyufdxdubq.Tu.Da94YkC6XbE9tu6tkF0fzMpA00jYpGz6SMhNx7QzPsUA0n3MMFci0O4WdLsiPu8QHT6aeDC0lE2+a4Yfm5unbz7Rgh5l+BU4d9GsSj585kw9woVuSypLNvZ8RWiHtUWx2nfmyNjpIJs47FfXLtP9hnvnU7lLibB9S+tkUTpv3lEhWTp.DAMiPQDMs4Slh3SPvBhiqulF2vAdA4IPbm0rEr9GjmRb0JOTqQ6EaJLM8sxlBujUmb9efdGFTa0Dt9WGgGerS0McVb7BvMzsKdgkE1GCO3rruntjekZhuqdjv..9hCBsqghRUZGcUp+eN.7cwc2wiYe57APbZ7LLIpNrsTkexGfY+kER3QkrD+QhMIdUncthnNR1AheW.YpqoukpJ7s978JhPIOm4Fh4L+PLmEFh4bygXNu3PLmWZHly2+.mC7V+ucaOlo76.iKn9Rx+vPTBRAIC5KAz5FMmM
                

                Improved it a bit ....

                HiseSnippet 2792.3oc6bsDaabbFdVRMxVzRN1IpstAoErt4fCjCgHkjsE5ARIQIaESYRoUxIEs.pqVNTZqVtylcWRIlzBDf1C9Vxw1Bj1qE8POmbpBM.8jMP.bNzioEnGJxEmCIG5kz4wRtyvckzpmlJ1KLj47Zmu+my++vYXEGrNx0E6.TFX4V1HfxfP0VVdaLyFZFVf4KBTdYXMCSOjCxpoGx0aUWcGCaOKbUDX5V1Zttnp.Ekj2l1ekA5CvddR9o0L0rzQAUA.2GaniJYT2vKn1JEtqgo4bZUQKaTWn2iWXdcr0LXSbCB1RBGEXqouo15n6oQ6VBHPo+YqZ3gcT8zH3Bnz2z3psT2.ukEu+22v0XMSDsPVfJ4EwqdNrYUJhoeFLyFFlUqzlG3BHuzJAbjjbNxvvELpZzo9.NykXMjNXDh7CkD6E7xJBuQiDdYi.d.Az0GGcDPfq1vTySFYTwgeCFXKIjMukGxx0vqkn35oJbuLrhgm9FQi2DQfWhf5jFu9B+gfyVqFR2K.r8Am6sN4kzJJUBYZ9hvJXyV1afsLzmiYSx.z.Pdgr6g8H.LmC5safrzayE24q1d8BKJpBr.0jtS4qTXwFZlBb8q.FcpoMrwlZNwRCJ4tyFDsGifz6KlpMeWXGhJ8QQWOY7DX6iP5hbjBgklqruQH4So6f6r6mR8Sx2sL5W7Q+v+Sdpuw4CDkEd+BuoVSTMrSc9DFL7Rn0ISjXMKipaiI9y0E0DTqiwdaXXstrG2gKTBism0RiP5UEeIU1PyEUtVMWjm3qYlFtd35swBykrpGxtnlmFP4mAuw3YHO0Fg92Img7mwJe7TFb7onkHlJZuDSR1QjQko83dT4HVx7nmeM.pGqzmYVy56C8cFx3xmcv8EgK1aAVe+lW.pZXgXwd56bmVNM0+R5airPNg7g10RbeZbC4zN1gbVV2iL8K6nY4ZicE8092TQ0MVFaQ4HAy1JtHpxvRTVqjqRrlSjMQb4SHxHGiplWCGlLZp53FVswegwF6KxqjL1xjCPnu887PeOFCG3E3X7bvotSQ0k7cww9b5YsZhLw1HYs4EvVXdrchpAKg7bLVecjiHhijLlxyijgzLMbZJYATDoq0JTs7NGtlRHBzDq9NDgRnWWmJ97GTPkDFPfcHIhku2NKgLQZtRVVypikCu73LdQXLUMFBxIxzL69dc2z9XkKQ5sA6fPlZwYA95K.8UXOSvXuHz2V5r.qcOyhO4Ysr3Odxp3x94nAU2PyFQlR5beAdozy8Vx4D56k9e.yNNK4Igmlkyp+KKM4cvZKNwLrxpSr08lr4MKU5V7xKZ2BOYywVqzM4kmr3baO4czu6R9sO1spkcxJ2Usk+3WS8FEGo4DK632+x07VbjJKbW0avK+FSd2kFYY22Xkfwe+QxbyxY7Kqu0h+zQpMwJV9iWNYslkASan4VBUSJmQZcKYr9FRUdGREUHLAw0KJg2RppG73BxqeTnP4lHGWs51ljLYEsADhJbmG9vQKrDpZC4fBmpgGd8t1dDVLhyaY2PBZEcLjW2bAisk1jSlziu8KRQBdjiPKRE6kvM7HT6BZjXBH3.duF0UIAqpiH50VVHSxDAURPC3jWdTZYVvjHqprBeC4wuwrzxJ9MlsciQXrmBpx1xWes2A8K1s5aRd0.k+BbVq0Ig0lQ2AQn9ht12C4sE1Yyqc0hpUt5q8SFJ0Pop0vRm5iHssCxVyAsLthoVqqwDnHRvvnqmdMSr9lpFuC50R8toFH0uNUZgAw.4zzdbMcehOb2nQya44fMulUi5qgbtd5lZlMBdeg1C4CsQ+ohngRLHRl..fOCkEyo+mIehJcfPBOlVKyZI0bZ5DxqUEMRVUDGzj7anq8gbxn2wSX+zQjEP.b2PsDg6JUsRR5qscFRb7OCtdcJnn6+i+meSipzoCpbcRO3ZHKQjqzkvVPxJmxoqn4nUGwseTRH4QNIgCaib7LPTNLcp4DLizNGE6mC5Rr+8.6JYxa9jh11EDljivySQ34gLNcVv9HIdZv92E3mP.9of0wU4HTh.FVf.5ziSVZXOUJ5W.yCAwt5jL74aXPH9tCJSP68.7cVVizRjHiRx2O+UbQzzqA2m5shN+UZrlIMuPkjffvqVVyYcjGKfm.aHpNY6RjW07jTMc77Svzvx+EJrdl11cU2knq8hb5ZOS.fUrsCU6kJP2wWpKZwEEU2DsEmqKkyJyUCaQ7Pn.DGH+G98zmONeXHmIRHOdgHfLINBQH29cJB4TvQyjK2jSN5D9AqErq7cgkuLOH975mDAvGMRf+j7QwqG8.xqGjg6z78UJDV.b6kA313tFqmiXE2kwxEg0I+eF+FepXoHFcbWV96qcfxQyN3I4iuc.QNHHad2g+q29e8N+18P1bNHexBaHH3FCBq2vTVhjhKQn02Crdw2pj.+fOaJx+9PICi9oRfr8ThfiKChT83hiu9Z+72+u+U+y7cSTT5V1HQqZ0HkPz5etQxwqT4QOj97Y4Ek.8CsQZaJKBt.OLKVC8lx.EkvZVCRAw7UojjayZYCDSz5DCCnrcmDiQdblSmu1b52r+dICGuPHYHIljiy3WHhoe0+8l+l5OJ+raSRt10ktSbTtnjdmbAAmdjDVLQZcG37fbiJVSOsc7k7YhHA1M4y4fQjNVuQ9jwO4c+kWYlYRDxP9G1P2Lj1NyonAi+Jrml9A10zXZefhhbU13XzLF64wRo1vWj3G2EsztmxzR69t+zx+6O9m+5q9keJiVRBWDzEDtbgCPpX41IrQdtH4841IJi7bw.uxo8x1S5Pn.za4W5aZ8mp7REeru5RmSIV.taOLvY4cXH7xcT+k4Ni5OseARYXHx+fErZMroIkG2k20WAVskkVcCc2Lg55YNmsINRZgDudwVKjz282fehe2L+nG8gbmsm2+KuOrmVPuKnGn820bDnt6jhy0qlT7ocrguZgS8zuRHINF.VEYp0ZUytiix0ayLsa5Yrst6fHTd0HVfA.1KgRQJSEDZJEEJCRhhc6UYb+t7.eIdlwcZ94dcOZNvjiYgIZXmTliYGufO3.nR8AGvXVRA6bVT6ZVeuBxY9Q2Pkw5s1pkCltz9rsKrsaUZaWZ6C7nrkKml4zuma4hbV7rsRomcSVR7r2lrrqEj9JU622j0vzilQMHto1G.YHbzLYkVhgcTSDGv681ebAEkYvD4L6jrvXvAEELZ3a.dj1Lj9yjBruSy4qRTDnm9tHrjNCX93y2GDNqUyz9GH98Cp7cF3SN.SenLciqLfF46yNx.1xro8nKXE2.xNDxf1CMdxff3f6RNvCW6jSN7fO4PGs4qOyq7E+6a7xwTNrx7rqVGmAPOGXB9mUTJhZZniZeZSKhb2zCaepehAGt8c4gdscBtKOeGX6qI3tbUdRbZeUdxJ9l6psbx22AuFVxcmWkTunj2bDxKq3NW0tRgdd9BUzrjdYjx410CXJvOHGUDgZpVN3TKId6LaX5hXqvK7d+bgpyIVc2mKUX7NvixWoFg9uOWhY3yuRQGiWonAZiQUC5ojs80HhgwWjXyWSqgo2I4kKR7xBG5R9Px51vhD45I287QIlxqqHdOeR+sieEDR9L4uBBw2Bk32rGPReZrb6owbTWS2AupN+vySM8NOqFBcaw94WY.3BzxoyBZxCFhlSynf5DG3qpqS0NdcB+I5wj6PLlwNDiY7CwXl3PLlabHFyMODi4V64XnqcRuWK045+jJpLK+mhAkfMJII3++J9ghL
                
                1 Reply Last reply Reply Quote 0
                • lalalandsynthL
                  lalalandsynth @Casey Kolb
                  last edited by

                  @Lunacy-Audio Could you send me a snippet of your solution , never really understood it :P

                  Casey KolbC 1 Reply Last reply Reply Quote 0
                  • Casey KolbC
                    Casey Kolb @lalalandsynth
                    last edited by

                    @lalalandsynth I'm not sure I really understand it either haha.

                    Let me see if I can whip something together. What in particular are you looking for? I ended up just going with the baked in unipolar modulation. It's fine, but a little clunky from a user perspective.

                    Casey Kolb
                    Founder & CEO of Lunacy Audio
                    Composer | Producer | Software Developer

                    lalalandsynthL 1 Reply Last reply Reply Quote 0
                    • lalalandsynthL
                      lalalandsynth @Casey Kolb
                      last edited by lalalandsynth

                      @Lunacy-Audio its ok , bipolar is working now , for a filter at least.

                      Bipolar LFO and Positive going Envelope on filter.

                      HiseSnippet 3110.3oc6b0DaabbEdWQM1lzRN1IJstAAArt9fCjCAIkjsE5AtRhhwJlxhRTxIEM.pq1cH0Vsb2s6tjxzoEn.sEv2b.5k9SZ50hVfh1a1mhQCP.JfMP.7kdztWJBbO3VflCsGRme1k6rKWJQQ82pe1CRb9am2ady6Meu2ryTxTWBZYoaxwGewlFPN9A.kapYu5TqJpnwMSdN9WCTQQ0FZB0ZXCsrW1RxTwvVSWFxMYSCQKKnLGOer2FWe938yQddQtIEUE0jfdYwwcKcEIXQkZJ1d4VR3FJppEDkgKpTio1iJLijt1T5p50QzVLPZNCQo0DqBuoHtZ8A33OwzxJ15lksEQzEGe+SpK2r7p5qqQq+sTrTVQEhSjgqL5EQytftpLlhw+lapUUTkK4NFXwgdok7FQhQGQFBLqhrRq78FYNKofjdsfc7fuuMh7xvRdoCk7xDB4wwPc8SoNDQnKWWUz1OkgEGNEnnq4ixlQyFpYoX2jUbsuRtmCTRwVZ0vo29BgdQBpca50Q3OHX5JUfR1dDa+fBuWuJo2BSD4K0lp4KCJoq1zXUcMEoBDcRBAEGPSjYCzG43JXB+A0gZRtihBI9Sejv7rSAlEqR2J84ElutnJyn944ROwjJF5phlAkHOc96+weRvggXc2vPHrd+c4zluFnESkb6LWu2oTVgzYnTJ.TrvbNJgnekrEcmYylT+zbAkQIe+68uygsMNimnT3dBuqXCXEcyZzNziuJBqh5H1bVDVyPGYOWhclP4Z551qpnU0uE2gDJpqaLslHh0kYeIkVUzBNWkJVPa1WyT0sr0q4RKDSxksgF4EsE43+tfqLZJzSkgw+c7oP+Yj41YRysyI95qKmn8JDIYKQFVlFwsnRoXepGQ90.vVrRdfYMquAvwXHYT9fCceFv7QKh0wt4oAkUzfDrmNF2woShsuj7sgZPy1rgFXItOuagbZz0PNmSxF08KZJpYYnawZq8SJCqorntFdDwq2VxBhmLr.dn0moRcQyPK5E4JfXxPaSYQ65lDYzD0zqq4R+BiLxyywGa2.wQ+GC8cyVOIc2CG3knz3IASb87kWvwDG42ImVqATU2.5e17r5Z5TrcrSCV.ZapTsJzjkhCkMlv1F4gzT0Ma3SCHOTRrYa4Rqb64TDhHM1ruNRnz1qqUFO8tBkQv.7zC+d2+M95ObAnJTzxml0zR59gWtShBCzkSMFDPYxjD89ntYZGZkJQh1D6..xzhCBiquDvYB6AhA1y.bzkNHLztgdwG6noW7rdXbNG+0.kWUz.h5dLcbZZpjEdO+9G5Xw9y.YFk3HEySi4xH88KN900EmeroHoKO152b7FWsXwqQSOuQS8waLxJEuJM834Kb6wutzMVvo7QtVkLiW5Fka5z9UJek7C2XrEMcp+bUrme3RydixWgl9cF+FKL7hVuyRds+VCm5pykxIsz5y+cFtxXKo4zd+Nt0XNtIUDsJBq3y+QbdKnTcUeYdcTFkPCBrqcTTeceYc2mH3esDAg4Z.MsDqYnh7pkUefAg3CeziRKr.Ttte.hST2VuZfPkPvKNilQcejVdSE+qgNqxs8EvShziFJFenB21n0BcR9B50sQb6rhH7AH5.by50Ji.tJAQyw0zfpnNBv2GF7IMcZbZBvRnlLIwWgdbJLCNMuSgYbKLDE+Dfxjv+5L6c.mjAm9FilMG+uGLsVUDD2TRlPD2m2x3lP600MW6RWHe4RW3M+1ClXvDUpqIgsWjzvDZHZBWTujpXyKQDnPDvX3kSthptzZkUtC7MS7AIhm3GkHISiHD4j3ZbIIGlu8pgQ1qYapqdIs50VAZd4jMDUq689ZKdx8Ldj8DQClYfHuB33bFPI3Oc9M5WXoC.fFiw4RzVRTPTBwdMKIh7vBYrF4qCdcPnYJoVVEOAtEY3PDbPRsHZz0W17wvuVWuknz+T50pgIJbrfb986pHi6N.+kQ0fNCYAjbEub1r9zxwizkDMEqAo5O784y5bLzHrAzzVAhGgwcMkgIr1Iwz9IAVH8eatNxlzh2s3sNPg8Sov3T7mtgL.GhvMQbreHCbM4zww69nbyovbSBPMcYJs5iUFhgUZUicWtYCo4SwPyCBzsjPN+SikPaR.SXJux2Wj.94AhCk3THPSwng5eIKH1yatagMdg6+R0WQE6xHeLNOjWKJZVEZSvB4oRgmh5lBOiD4EposiumJZNuPlk2Ducf7NKdoXnYfvovwsjgQa4dVAbvfwVrYWir7Zv0oi59bmkX4grldaTAW2Px+peI94A4ZmjSEJIOpPHjLBVAKI69NYI4Dfzoxlc7wSOlC1Mu.1GfVdUAtter9EgP3oCkveQtvFqSuEGqGfP2IogbpMZgiwhUBfkR0rHs3.JKmATC8+TNEtunovBVNfl+lpGvu8zCdQttWO.IGXjMevP+w29Y24mtAxlSBncV6JBLlw.fZ0U8KQRPkH372+sac3RBP0n+q9TLNAVBjIRIB1oTHRDwEGe4kd+68W9O+sbAYJLe6WIQTVNTIDN+iUR1YkJ+iO5+8yG6W+YATRLfhq4WDbZJLKRAQesDd91mkM.lflQFydVMpjwSjgyiERvbFs7YFZSGnZs653O.fMRdNpPaxSD9jcRrLw6+w+vu3p+jZON2z2F42skENfc3QTeyAYUnhCLgRPbPPB.b1j5uaJ2hif.mGDLgr7h5kUppIp1B7beaEvyQXswDfBPn7J3czoUud8mcGT69hbrRvSRTHyFszHOVKby0BCQkjXg8T.IUnXPWYGftLGon8airwNRfMuSlLQxGb3OxDEC1SGBWxI7YuPRUwHSP6ENytTLNFE0N7Dp+472+M9YO+YAPQgvqNRjBH6QEeuC.pMA8KqC574arbEcUULw3W175.4lZh0TjrR0dM2usF2wH7toxs91VxMg608wNDU2MeYyw9ES8Me7u4w4nVYc9bV76x9CpuUBB2dMQG2cq88n5QGA8HoJvtBBBdCTSNXz2bQbSJKBB2d.vT5ndlryas3uVtOrEPcyp4QQulIZgd0SgJp3YYr8aLsLQIuacszAG6HQLbrGUwtlfJSbNiIQPrqc0RZA1jXGvTDMKerzfNGvMqTnxNv4uDn6Cc6do6rcb+wbWsLzv21M5OiPddhu8L6wOB+7sBvKt0zOu3V2MmW9ue7u6Kuv+5yI7RLv7bAHgysUfWj8gsqumMzw9rOLL88rcA85e+TIe6SsQEbQKSTeUyeaoWI+Sbltz5jI4Q2tMi6f7VWGHpMIvGNm7PUwlQcaqabLBHLyPs6OTlCPNDcn1MH22yAP2fPlsaa+VyFU2u085fbdQg8bfhWTfUbDGHiMesrZPjTV1qkxsniXQlZqHTtXHKwvwsQBE5xEc5qBIN0o6JJ2dYxne.Kvmk5jbqhO1p61y.leTKDQC47YrCa3k6C2BSo9vsHpkDfVm.x.85O1mpNMpKiDY2E+Xa6XsP9Rd7EqEWafam8NbuzA+tHLKwc2OGbrTNd2BiNQboiI36mg2NgiJqhpM1mZtt04dORF.RmJiukXHGpA2FTsB54A+AAdduH2Rr7xDHWOkF52VUn5Ln5SjBj.ANiLZh.9LeEhlTzU8ITV1Ya3NrxyAmqM.XZsFIcN54aFoRiGxmtE59.634eNWv4c7cXdGFs+QGY.AZQRa7hzcKHzdPFz5fp0Ux.Or+AjCTHp6dxg69o8LB62ZpW+4+8q7Z8nb3b.2SreRwtSgXqOWnsuaqtUXzZS0XEFLePXGBzKVZFxkJDcL.ep2XvHvymG1PQB5d1ZyCsVyV2XO+7QNj6sXB9BKw6VL4UAtWPRc3RLou85KwjLru4.kk0+M8fccM+UmlkuZgYuBH1KCa7ScyjolmRnjnluWFJc1NdbZ4b.ZWFh3F447NTVr2KU0UsfDTlYXuDs7xNKa1AOEtft63c5+xDgo9a7wy02cRwwWlJa2KSk3tzXYE7YB10bLgFeYjNeEw5p16lWqJrWSZsc8lbQghJZHum18tgS36R404YugSRd339e7vzMGwtgFJxtYDPRuWrb6dQeTSTxTeYI5UE.43CSxAw2ZjKd13fYwoSlgqAELD1u5zb0PFvWVRBO63sPiOg2lr8PaFoGZyn8PaFqGZyU5g1b0dnMWaCaCdsS7s3QM57eTFklldITxy7QQw8+kfNhzB
                      

                      Invert envelope added.

                      HiseSnippet 3129.3oc6b0DababElTqFKq0RN1IpsNAAAac8AGHmEZ2Ux1B8vRIsRVJdk0JsRNInAPkhbVIVwkjkj6JuIs.EHs.9lyw1h1zqEEEA8nyIazf1S1.A0GZO5zaENGTKPygdIc9gb4LbojV8O0O7fzN+w46Mu48l26MblR1lJPGGSaAwtmugETPrGP4FFtqL1JxZFBSUPP70.Uzzcg1Pi5tPG2EcTr0rbMLUgBi1vR1wApJHJl3V35K1cmBjm0yOprtrgBLHKAg6Zpo.KpUUyMH2RR2VSWeBYU37ZUYp8fRSoXZLlotYMD1R.FPvRVYU4kg2QFWsN.BhmYbUMWS6xtxHbIH14nlpMJuh4ZFz5eWMGskzg3DYDJidQzrmvTWEiX7uEFaEMc0R9iANBnWZofQjDzQj9.Sqop0L+fQlKPJHUPKXGOD6XyfWFV3MPjvKSDvSfAccRQGBDlp0zkc4QFlc3UfloAGxlxvEZ3n41fkccnB2KBJo4prRz3siHvKhQseiWOleufwqTAp3F.1NAS7t6TN81XhnXoVDMeYPIS8FVqXZnoLAQlj.ntAzDY1D4QAgIrg+3ZPCE+QQoj+oeizrrSAlFKR2L8kjlslrNyn9kDFXjQ0rL0ksCyQd9rO7SdT3ggDs2vPDjdms4zluMnIQkZ2LWemiTVlz4oHE.JNwLdBgnekpItyrUSped9v7nTu+C9O4w5FmJfUJ8.o2QtNrhocUZGFPWEgKi5H1blGV0xDoOWgclP4plltqnYrLuF29jJZZZMtgLhzUYeIkVQ1ANSkJNPW1WyX0bbMq5iEhJ4xtPqBxtxBh+.v0GLM5oR+3+N7Xn+jal8lzB6cruNZyIZuBgS1jkg4owbMpTDyIdD6WC.qwJ0Ql0rdUfmxPxn7QGbedvrwKv5o27bfxZFPhsmdJ2woSg0uj5VPCncK5PCsD2WztlbZ01lbNihKp6m2V1vwxzgUW6iJCqpMuoAdDIn2VvAhmLLGdnkSUoorcjEsd9IPDYjsorraMaBOZjpl0L7wuTtbuHuXh8CKN57TSe2p0SFn8MG3knXrKvHSVn7bdp3H+N03F0g5lVP9YySaZXRssicZvbPWaskWFZyh3HIiQbcQdHMVM65bR.EfJxMZIWZkaMmhPDzXydRDSokWWyLd98kJiLCHPN7G9v236734f5PYGNIqwUL4MubuzJLPaN0nW.kHSQj6i6po8vJkiDuAaO.xzhiBiquDvaB6QhA1yC7jkNJLztodwm3joW7rdXbQO+0.kWQ1Bh5dLNNGMUpIdWd+C8zX+WAYFj3HEyS8Yxn7iJN7jlxyNzXjzkGZs6Lb8aTr3Moom0pg4v0ysTwaPSObgIt2vSpb647JO2MqjY3R2tbCu1uT4qWn+5CMusW8moh6r8WZ5aW95zzu8v2dt9m24sWHn82s+z2XlzdoUVa12q+JCsfgW64cbq9LBipI6TDVgy+Qbdyos7JbYNIJiRnAA10NJZtFWV2+YR7qkHIMScnsibUKcjWsrxCLVH93m7jAjlCpVi2.wQp4ZtbnPkPrWbJCqZbPqfsF+ZnSqcOt.dR3dzPwvYU3t1ZsHmjOmYMWD0NsLx9.DN.2oV0xHCWUfn43FFPcTGAD6.a7IM8.3zDCKgFpjDeC5wqvL3zhdElwuvHD7SBJSB+q2r2d7RFd5aBZ1Bh+Av3FKiLwMshMDQ8EbrtCzcMS6Uu5kKTtzkeyueuI6MYkZFJX8EorrgVx1v4MKoK23pDFJDYXL7ZoVR2TY0xZe.7MS9gI6N4OMYJlFQ.4n3ZbUEOhu0pgsr2v01T+pF0ptDz9ZopKqWK380R7j2w1ibfvZvDCD4Ufff2.Jw9Suei9El6..nwXbtDokjSHqfHuFkjQdXgTVi70AuNHzNsRSshmA2hLBH.GFpEQitbYKl.+Z88Vhh+wLqVECJbrf7986noh6Nf30P0fNCYNDeEub1zbR43Q5Rx1xUgT4GwN3zNm.MBaAsc0f3QXbWSIXBo0EF6cAbPx+tBaHYRKd+h11.D1IEgcSs+zOjA3PDtEriCCdfuJmMb7tCJ0bVL0jDT0TkhUNRoOFRoYM1eolMEymkAy8BLcTPN+SikPKb.aX5fxOT3.7z.wgRbJjQSIng5eAGH1yag6hUdg6+R0VRG6xnXBg.KulW1dYnKwVn.QJ7TT+T3YjHuPsc878Tyv6Exr7l78Bk2EvKECsCENEAgErrZI2KHgCFLViM6ZjkWEtFcTmycVhlGxZ5sfBg1Ax+5eE94yx2JjSGIjGTJBHiLqfEx9uSVHmDLP5rYGd3AFxy1sf.12ree5SvOeUdg1erd8H.9.QB70yG0X8.ayw5dH3NEMjSsfEAFMVIANZKmEIEGRX47fpn+m1qvCEIEVikCI4ukxAh6N4f0y29xAH9.Cu4C66Su0W9A+7Mg2zEf1YsJHvnFC.pVSmmijjxQv4e3q25XMGnap5JzHclXEKXuRfHYLmc70W88eve9+9OxGlnvzMuPhrpZjbHb9mJjr2xU9Hk+3e68V8KyyKjXAkWkmEbNpYVjBh+RIhhsNKqGLflRESdN0qjIfkgyi0jfYrZ5yLzkNP0b20we..aF+bPoV3mH6S1KskAYoxO4eciOp5SyO98P9c63fCXGdDkaNHq.U2.anBDGDjPFNaS82MsewwPCm6ELhp57lk0V1PVuowycrcLdNFKMlDLADptDdGcZ1q31z2m92yyxA6hHPlMdIQdpT3VKEFgHIQC6YAJ5P4vtx1CcYNRQG1JYSbhvxvMRkIh+fC+Ql3Xvd1fvkzEm9BEcMqLg0W3M6Ry5Tqn1imP8Uy9v23W7hvVQgrWMWrxP1SJ9dGxn1jzurNn2muwhUL00wfgm275.0FFxU0TbR2ZMOr0FugQ3cK4acrq3aROn8icHpta8xlC8KG669ze6SyS0x584rvGPvOqljP7Ezc6u09AndvbnGEcI1UPHAZH2ow54.cE80yyyBbfFpgC.puSOjxhgd7zCXLSTOS17ylzWSO31FN9vp7i5.Ql3kCDA5zhKN2m3v1sBlMpnc8t2yUhbwLWINo59PRJOw6X9DCcensrpHz9z6YOKQxhij506LF5jFU1QNWVAsezyOHinvFtEk9FrDYDzaG4mbjmmwsskz8876EhV7qIOs3W2slV9eexu+qu7+9KHzRBvrBgfvE2NV3k8wsJumMxw9rONJ48rsAd42RaxmeVKnPHdoh5aZ76J8JEdl2zklGNr.b62Lgixe8.gBbVR74ip.TWtQbW25FnQ8LLDSes5RZliP9jdr1ST+2yQPOQQpsaYKuyFW2x6C53LeEoCbCEuhDK6nafJV80h5gsjxwc0z9EcBK3faGlxUhXIFAgMioPWtXS+rP5AYG68VjL5GRC7EnNI2r3S05t6Tfwa0Bg0PNhL6wJdE93swTpOdaZ0RRPyCgZnd8mwIpSi5RtX6GRQhccrVHeLUbwZwWG3tY6aOHcvuMByR29aoFNVJmtgswmHtrgI37r+LdhrZ5tXepEZWm6CfL.LP5LbKwPNWIraZwqN4eQRTLHxsDMuLAxMPng94sEoLCp9Dt.IPfSohlHfO1cQHIEeEehjj81Iziqzb34Z8.F2ndJuS++VAUZ7P97sQ22xqK77NwMXdG1Z+SN7.hoEobwKR2tFgtuyCBr8ODefZh59Ge39e9N1B62ZrW+E+yq+Z6P9vEA9WZBojaOAhs+bgV9z4ZWlQyMUikYv7M4cLTt3h.JVS4GNo8S9QyS2dawO71w78SMTq+nCONwBSQtgsnTO9HfxXslnXAXcMEn+AMu.zYUWSqC7CKbe9WoO3aumfqzmuEv+1BaCtQe53f9F8IC6aNTYY4u1SbqYvWcZVb0BSdSfHuLrQx1OSlZdVoRxFbuLT5ra3YKWvykmxPD0nNSvITj8RZqltCjXueF1aTtfryxlc3ijNn8Nqy72rNL0eyOq5bWPKmdyBsauYg51Gik0vGPd+EFIX7kQx7Ujqo6tedGCwdmA1xc8yUjJpYf7ic+659QrM4WWh859I0wiKC0iSWiJ6GRnH8lw.N8AwxsGD8QUYEayEUn2aFjyROIGDcaPtEl6FLMNcpLB0oFCgivw.BUQJvWTQAO63sPiOQ2lr6f1jaGzlA2AsYncPat9NnM2XGzlatosAu1I9JsoJc9OJiRiSuQVEY97zD9+.uMJtz
                      

                      I am going to try and build a proper analog synth modulation system , will post here as it develops.

                      Hmm. found a problem...
                      When the cutoff is low , and the amount is high the lfo "folds back" and the negative portion goes positive.
                      Also happens when its when its maxed out in the other direction. No idea why at the moment.
                      For this purpose i cannot use Sig2Mod or I am back to the default behaviour.

                      Not finding a solution for this... hehe, it should not be so hard to get this to work in the right way .
                      Anyone have ideas for this ?
                      This can be somewhat fixed by limiting the LFO amount , I think its possible to hit a sweet spot...

                      lfo.jpg

                      1 Reply Last reply Reply Quote 1
                      • lalalandsynthL
                        lalalandsynth
                        last edited by

                        Amount set to minimize lfo foldback.

                        HiseSnippet 3282.3oc6c07aiabEmzRiskV6M6ltsMEHMUHnG1.uQPTxeIzCV6ZYm0YkWKaZuIEs.aoIGYyXJRtjTxVsn8V.xsbn.8TQA50dpnmVflhDjCIW1BTf7OvdeOzfdrWZmOHEGRIYQKKaS4HcvVyGjy68l26M+dONbTUKCYnssgEGepcaYB43mAH1R24vUOTRUmaixb7SC1EZ6jYdtGzxTx1Fpvwym38vsxmJIG4y2txCjzjzkg9Uww8DCUYXE05pN90VsziT0zVWRAtqZcldOeoMjMzW0PynAhRR.xwYJIejzAvGKg61D.N9IWSQ0wvRzQxAZywm7AFJsDOz3XcZ+ehps59ZPbAANQzMhV85FZJXJFWK2pGppoT0iis4P2zp97eBJ+eGvlpJpsq2WNbKRCY7uBV4A+DmF4IvRd4hL4wwPcIoTGhHLTZnI4DjxvSGtMnZnGfx1P2Apaq5zhc55JkbuMnppi7gcmdmnKzKZh5hldcm7mErVsZPYGehMIX8Ob3NSmqaJh7U6vP70AUMzZYdngtp75pZNPKBAkBPKHbJ1ibbqaAeVCntrmTrT5+5erz1rp.HwOiA3aTZ6FRZAk5kdfpogljU3YjWt8y+SedXwPhdKFXsG6BqmLhpM+.PalJy4QWOQzlv5yjzMoTJ.TY8sbMBQeKSa5VneJ0ubkvyQY9ke5+YEruwM7mJK8ok9.olvZFV0oCnOeUAd.ZfXqYWXcSCj2aYVMAw5FFNGppePPOt2oTECCy0zkPrtB6Mo5gR1vspUyF5vdaVsgsiQcOZg3RVzAZVVxQhi+W.Vb9rnO0lC+2hqh9SgsFNk4FdJZSDQEsuGYlr8TFdNMl6QkRwALOh8qAf8XkYjYMqeDv0YHQJO5P22Drc7hXc8adCfnpNjfzz04NtbFr+kLuGTGZ0gOzPKw8uhJjSyHC4bKYGzvuqkjtsogMqu1OWDVWcWCcrDwez1yFhUF1AKZC3pzPxpqM8sqrNhI650HJ4zvhLGc+5FMz8n+REJ7pU3SD44Dgni3H4XnuCQ3.uFkFmBb+GVVbGWWbjumYM8lPMCSXPs4MMzMnX6XUC1A5XodvAPKVJtqrw8cbPQHsZCqlAr.JCkkZ0QszN2YMUfHRis5GhlT5310thW9IkDQv.7sC+UO+s9gewNPMnjc.Kq0jMBBu7LI16yx3fHpZLKfxjYH18wc2ztzJcFIdSry.HpEiBx0WC3pvNRHXuIv0VZTPzdpQwmXTKJ9AeU.1nJtsaLZ.wCkLgngDO12fVJy5eXvXBc8R+U.g4IAOw7o4VBxeTkhOzPZ6EVkTVbgiebwlKUoxxzxaa1xnXyB6WYIZ4hkW+jhOT9Q631dgkqITr5iDa4d86KtX44ZtvtVt8eqZNaOW0Mej3hzxuewGsyb6Z+964e8OYtrKsUV2xxGu8OetZKrmt60GLXslaw8.UI6JvZAhYDW2NpGbXfJeHphpHg.65EULNNPUex2TJ35GkJsUSnksTcSMTjrr1.LnB+hW7hbk1ApzHHnv62vw3fPoGgfQbCcyFAHsxVpAW2bS0SBjjSxrGM8KAPBFFg1.u3F2NFMbPb3lRHb.nwF73F0EQ.TkgHcYccnF5lC3m.CxjVNGtLA.ITWgT3+g931n.tLuaiBdM1EC7z.QYKUSGWM1YbKFVkMAsZN9+BXM8CPPYyJaAQbbYayGCcN1v5n691kEq91uyOa1zyltVCcYregLlVPSIK3tFU0jZcWxjHDA.FduL6qYHejn5uF9No+MoSk92lNCyEQHxGf6wckcY9N6FFAutikg1c0aTeen08xzTRqg+8qi7FGumZvLCDg9miyUfRvY59cz2vyN..RFiqkXgjdcIYD60ppDJRJjSYTLM306fVYka68aR7UHvgHXeRMAHOWEjrMTk43v2V1nhV0ndcLIgy3i62+.UE7fA.ExkyU+XGzrJdQqMwt0A4Q9LODaSaIUGRMVvhWeUI7MlOAR7ZBsbTgXwKdbobKgulBS3SArQF7Nb8jGoMewvX8f9.T5KEEhoWVAvYArOyDWphe1f+5AiLAkQlFyHoA0MTnjY.t3NLbQ6dbQxH8glmgglmEXXKiBsmlofND9Vvr9se4J7CR7j3DwkPXgRPyf+d1Pb.0bOA6qhNTUaruFNVPhyGePU6JYc.zg.yw2XBO.dkvZhn.Lsb7jbappyba2T5j1klGwzGCsbyOBt08LMYJOOIitX2wtdCOBdLUrRKSckPVXlYD3hBo..4xJvPLIABKDfZHxMVxYJTEnOLjD8dvRToQ0jOewh4VvEnkeF0cGmTIq+YeyD+CweRItnIwBQjKFRjIDfFIcn+xrYHzUFZNeXFINFOIoA1pGjGYhERS9lf5n+m0swKW0XVvpgrG6qBJ+fnfJzGETAFg8jn49bcWdOEfdGYURYD0.P8FZAkxooRYb8WQR3t3yaTRFmJ4O9qe1a90O6EqvJomDKoEhehZgyknN8UqnF2yBE6fj6zkB.HonzUgOt9w54Cld9W9Gx7u+yeYX8bSnzQAE02fBAgzPrVQmmuSUIBLqMTvblcyZB9SG35XWlcKy1APBcnxn1ORYhHrGyVDJ0e5xaw9gIhf0NAE2osMNwTXIX.UJ1IuT.KnLDG3eHHjVz38x50brwhoC.kyBtuhxtFhpGnKowhv3rAp7pzNKMXcHTYe7SonGKaOIPVS0LrQFweFogQzUStxAG0dQC2.AcU2yGqLG9toAfPHC.6mY4zUC.RCiM.FNQGX2X+thZBW+XY74TFOMsYLrn7wD.SigH0UHR8Buzzn0ggRgy31LdqDiZZbrECtURWj5tlLcI6rWw4X9zyq7TzTx4k0XgqrDK2CxLQPoKBBY9XB3xqQvIIY.Z93QFfFgEqIAuqPH2A1jmaXnbE6gQG2XrBf9LfUMPCJ4Y15wTLgZblfo2SejtqLkOtrxz000hlFzMO5wyEilpCu7Bi8xOLRA8BKFJ3TIEkBwurMKbsJayoourGP2cT7SqYnogG2fx82DnzRWptprc1N64UH17SYOIz2YkIN6yJSBDBGvT3IF2tz2vkJHTXokceYXc2K0sCKqv7KkcQNtXB8kxaKj5Sf4yuT1tfJqvXTYCcvtDbWixXx7eXHmMHYLtmnI2QHljbGVeNwnmLVtX9SFiEOcgw3ouvvSmlJmce8tiS3oi7R2gR6i2ip.abDfelETitwoyhZaTJEgfnr2OtDLa6wVbyEiPO1OHQcy4Ufg3AfhYKFfzo8fk1o8ouT9hyuj.EXRBv1bsu+yitaQjzdWz0GXK4sbHJC2gPaJukOUByeqLRd2ABLRbWAtLRgEt4DxUv6sEw6E1mMbqbBCFscAsmOC9.yP1ywQScgykodp3nod9HGqwkuQcgrKG2Lpi79SdrIcOedeowmsDkgZRshw3S5AljIY3i6zYZSDFMxax0kbk3dGhsoJg5PriMvb9uitWwQ9bycA8zrDxEZKXpf8u7TsvvHrcNJqWSWuSgbeE1jNv5XOWOD0TW08.r1LHjYm7ThHMjyuaQyPS6lG6vKBdTBuNOQ1Sd28GJt7xOeeIv7QY09zf1G+Msc0sfP9.ZFzz1UHFtI1GB6PKxqgRfT044RZP2cVW.oMJpaX8onoka79u5BOGc8r.+TLj8jtlXnPdwQrwP2oR9OeA5S5+VoNCWreAyD7Vbu+dIdd+z0Sb5wj8decc5K8SWU0Q8mHdIHg1PAM8hOdN5hAvUnNeW4I2ms7HKSEVWYFvZ5My3dNe0KJIUx+6u6i9Lme+Iq3OdSgGubmhth2kDVWguG5JXPrWiDqjkey3fWm6TwY02gh4RilnzGAaHwIEM1PVbNEAUwYBu3zDUmAPpdaf24WVFoSWiMRShCfjs8SjjUxx75RLJpqda.kXx3knggjTUHhRU2c.vEisOY2JdIKPm0SfR1HWWtpntax0qOBya.pTyHinIxBanHJSk7ie01O+s93WEwElBdxdzyGw94V112SkBZGB4VcgA84ru2FjSKYJWiOleXfJyyWF1TUF5c.hUFZejig4k9AB0c7NdVwmDq9GOqeef2I+bONcVm3x9zYUf8NGps7AOBKcZnGr6zpBzKL6sNh8X52sJ4UISOmtTUI8.2LT4787LCiyMZRQHhaT1x+7ng8.2tglMjDok.6oCte04Yq9beXvJzuyTywGFrm2CC1TdznnJ9rNyC.EgFecjocMoFZNWjGKrrGy6cb7r9SKUQUGJYcwcBsxGw4q2f8DZMy0ie+JRbs+2uhymEJx8XLXl9xXU0KiwntjrkwSkoGAhXSuoI0f3acxObNo.ahKmQfqoOjmbb0QNveprr2KVT2ul7Cv0TX.tl4GfqYgA3ZVb.tlkFfqY4S8ZvqchOQRqS0+QUTcM5OhF7sS7LeBt+ekUGA.
                        
                        1 Reply Last reply Reply Quote 0
                        • Christoph HartC
                          Christoph Hart
                          last edited by

                          Can't you use the math.clip node to prevent the foldback?

                          lalalandsynthL 3 Replies Last reply Reply Quote 0
                          • lalalandsynthL
                            lalalandsynth @Christoph Hart
                            last edited by

                            @Christoph-Hart I tried that , it only clips the positive part of the lfo.

                            If I could make a Max and Min clip , it might work?

                            1 Reply Last reply Reply Quote 0
                            • lalalandsynthL
                              lalalandsynth @Christoph Hart
                              last edited by lalalandsynth

                              This post is deleted!
                              1 Reply Last reply Reply Quote 0
                              • lalalandsynthL
                                lalalandsynth @Christoph Hart
                                last edited by

                                @Christoph-Hart
                                Here is a patch with the amount set to a usable range , as you can see there is a bit of foldback with the amount set at max and the cutofff at the "lowest point" ( I have to limit the lowest point as well to minimize foldback)

                                So ...usable but would be nice to be able to clip the lower point.

                                HiseSnippet 3240.3oc6c0zaiabFlzxiskV6M6l51lBTTHDzCafSDDk7WB8f05u10YkWKaYuYKZA1RSNxl0TjrjTxqRPuma4OPQ+AzCAEE8P.5gjSEn.4PQ6efsW5kdnA4OP67EEmgRxRVVxlxw5vFOevYdeed+XdmWNbRYWaMnmmsqjbxCa5.kjmETook+oabppgkzNaJIOC3Pnme5UjVuoipmGTWRVNwSvsJmbRIxuuYs0UMUszfgUII8BaCMXIiZF9g0Vt3yLLM2VUGdnQMtduXwczrs1v1ztNhRR.xJ4npcl5Ivmqh61D.I4o1R2v21shupOzSRdx0s0aV4T6ysn8+EFdFGaBwETjpfFHZ0aaapioXbsRabpgod4.N1SBMnkC4+DT9edvtF5FspODGd.ogzgOAOdHOwEQdJ7jW19l7j3ntIoTGhHr0qap5KRYXwAqACaKAJaGKenkmgeSdw0MJ49PPYCesS6L8NQGnWjfZTSuLg+bfspVEp4GRrSB19kCWIc1NoHJWtMCw2FT11royo1VFZaaX5CcIDTR.sfxEXOJIssK72TGZoEfhES8G+cE2mWE.A+bFfuSw8qqZJh5EW2vw1T0MpD4M6+E+9uLJLjn6v.u8XGX8I6S0le.nESk9pnqmn+DX8PHceJkB.k1dOlQH5uR2htU5kR8aVKpLJ8u7y910v9F2ITTV7yJ9QpMfUscqQmvP9pD7DzDwWygvZN1Hu2Z7ZBUpYa6epg0IhdbmuXIaamsrTQrtN+fT9TUO3dUq5A84GlMp64aWKfVHtjq3Cc1T0WUR9W.VdwLneUW.+uE1.8O42a3TVZ3onMQepn88HRxVhLrLMl6QkRwBlGw90.vdrRO1rl0OBvbFRP4wG599f8iWDKyu48.ULrfjHMYN2wkSi8uj9IPKnaa9PirD2eueC4zouC4bOMezzenqpkmisGuu1urBrlwg1VXDIb1NxChUFN.CsBtJsUc6XSeyZaiXxN9LUT8q6RjQOtlccq.5uX97+m0jSz2xjKQnuSdWnuCwvAdKJMNM3wOcyJGvbwQ96zaY0.ZZ6.E0l201xlFaGuZvAPeWiSNA5xSwcjMdruOZGRaT2sgfEvlPM0lsUKsysWSIHhz3q9oHgRaCWqJdymVrBJLfP6ve0W7S9ge0APSnpmfk0VZ1hgWdof8drLNnOUMlCPYxzD693taZFsRkHwahcV.QsXb.WeK.Sgcr.XuOfYKMN.sW3t3SLtsK9AeU.9cU7P1dz.UNU0AhlR7beOZoza+Rw8Dx7R+WAJKR17D2uF6on8qKU3o1p6uzFjxUV57mWnwJkJsJs79NMsKzH+wkVgVtvla+5BOU6YGvZO+pUUJT9YUZxd9iqr7lKzXoCcY8eup96uP4ceVkkok+vBO6fENz6COJ74ewBYVYuLrxZmu+OegpKcjE64E2rVi8jV2P0qDrpvdFw0cfwImJT4SQUTFAB7qWTx9bgp9z+YQw0OJVbuFPWO0ZNlncxxaCvEU3W80ec1hG.0qKFT3iq6aeRjziPhQbGKm5Bj1ltFhqatqwqERxIQ5QS+hPjfQiPafWbS5.659HNbWUTb.n4F7750pfBPUChzksrflnAGHOANHSZ4r3xj.HgV5jB+OzOViJ3xxrFUBZrCF3o.UzbMb7YZryxJFUkMAsZI4+.XKqSPgxlQyEh33M8bdNz+ba2ydz6tYkxu668ylK0bopV2RC6WHsiKzQ0EdncYS0lOhHDgn.fgue5iMs0NqhwGCeuTeRpjo9soRy8PDhbcbOdjFi4aua3H3s7csMejU8ZGCce+zMTMqGNdsk233snAyLPTz+RRL.kDmI6uQ+EV5..HLFWKwBI01pZH1qYYUzNoPNkQ6oAudGzMiVKueSgeBEIDAGRpI.4jJgv1HUlUBOr76JZC6Z0vjDNiOr+9iLzwSF.jOaVl9wAHoJdQqcwt0A4P9LOEaS6pVCRMVvvanpDdfkSffWGnquADCu34kxsD9ZZLgOMvCYv6K0Udj17ngw5B8AnzWRZHlAYE.mEvdHItVge9zM2EFYBJiLClQRApYqSISAtXdNtnUOFkLROn4Y3n44.1dZns1SyTPafuKLSX6WufuHwS1mHtDJVnDzL3ejGDugZoWf8UQmpx0O1DuWPhymvfpNT08DnOILmPiI7DDTBqIh1foqe.xsqgE2vtq5qaUZQDSeNzkkeDbqG43vUdQRFcwtiYdCOCdNEVokotRHKLyMCR8Co..YynvQLSBTVRfZH3FO4LMpBzONRhNF7DUJTM4xUnP1kXAZElQc17jDjOypExt3x8GYh4RAhb4HPlh.MR5PuwrYIzUZZNe3lIINOIo.dFmjCYhEQS99fZn+aFViWupw7VjJQsH6oJp7fnhpzCUTEN3dJjzOamQ7oAzQjWMkCrAfZ0MEw4TTbFW+MFFmcbFiSN429O183G7x+1Z7H8TXjVI9A0WM04T2rPMtm4KzFI2tSE.PUWuifOt96zyGL87OY9O+I+qO9OKnmmD3B0f3cOFINDW5lFxDzbrAzaKpj4.OVW+P6JFmXoZxuL0kKxjaRQUJv1Pn9w3Tc2tmeVbtLAQtXkf56lhFEAQyz.Gn5YQjK2iFHOtkaRIRmvVY41c.OKd12QGiDdMppDB+353COcOmVIdA5SAjVGECBj0EoCg1BEOAAIOLijdqW63B87vIzEiYBpPhE37+MCPyDpFcaXyRWrgzzcK2L3gt1ATmYxzgsreCm3gKNYCSS2mVPpDTtwx1PWHyDhnqogSaNjXpzFNwMGRwXcXQO8jMErX7XSAiwv5jfOH5JndjjIGIABAQ1faLVEVyrfMrQSJIQ9ALEW.ZWpfa5pOR1JS4hKqLcacsnY.cxid7bwnoayKuxcd4GFYkXokkDy9iptd93WBHTFuS.QvaclA0onm.XH6Xl8pp1ll34UD2+w.8lVp0Lz7xzdOuAiM+BdQU8TpLwkWpLEPI5FlhJXXcomaWJuR9UVk8ERwNfcs1VV9EWISe+NGF4zWxfyUTHAlK2JY5PTY4uKprgdvtj3tFmiIKL4lWtPx3bOQStiRLI4N79btrqKLBS6S1XaZeZOd572EO8HKd5TTbl8M+EmhmtuW5NRZeXQCRLND3m4.UomltLn1FmRQHnedcfWClsc4bOvhQnKuhv98Dajmi3AfBYJHP5zdvS6z9zSJe4EWQgFXRBv9RsF+EQiVeRZe.54ENmFqFgxvcHxI0X0KjvBOeKjCTpvLIcC3xHIFbypjMevQHN3q3je6VYUFLZaDcPfDdyyX643notxUxTOY7yTmLrwTS57YVMtYR22GYs6Ln65a6KE9yMdSnoZyXbzIcIhjo33i4aOoIJiGYM41RlRXiPrMQITGhsch1x8czCOHxma1Qz6xRQL.hj.cr+kWYFMHBO+yxDzzs6DH2SvlzAdG6Y6BTScU2kP0lEEW1qeEARi376Az7yzp46b30GdThtNOA6IeNmCEWd4VrmDXt9Y09TfV2HBsb0sjRNAMCZR6xGSRZ2kUenGIpibtjERTWfKoA8rYMBRZTejTtjAuDSbl2t6zWMpyPWWKHOCGYOEyDCsgW7903n6Y.qjsPVzVpZeuh8ZuLsd+eUQ+92+o+RQY4vb0S74wk59PUc5g.uiZ5n9SPWRfP6nijt3OX6Nn+2Mo.AIWcTq02Q1h8tkGM700ooLSaYVvVVMRyt7WtHJoOUSHVdhJHcXNIqNk1GuLvEFFROYutOq7E4jegA3EQDRCVYHKBmlrn6kJbpYvLZ1APR9PPvM9RZ0Ki3b3grsdcc7HK2Ivdbz93g.JwjNXe3CITUoOQU1qGez3ugbT9tlAz4B.Txob55UEkcBPu8.l2CTppc5JNHKrgBThack78IZJ9gP20W97UFX64GwKsCQ7otzU9MP2Z0JLFODcolbR7Gx07e9+cs9Cmoe1nWGQbfwobCes1i1gbccR4O78LAWf4xxaBaXnACtAa1D5clusy09MRx7A2Of3qBvv6GvuOH3pGsKWOfSbce8.pvOxQZKm3cnlecKwtSqRnWX1aaD6w0uGTLnRtdNSwxpVBCFpbttdo0Hw16ZEHhaz2K7BQf+FestoGjruNE9qm1vpywW8n41HDb2sQ3P71HLY.MVw.eY6DDOJgFeajocU05l9ix6kP96Y31te.+oEKYXAUcGcWQfx8o75c3uh.Se63BTOws9KP8qlEJx8XLPRecrp50wbTSUy09UZz6fKRZvH0f3aKx+maHIXWb4zJRMBCsIqTMjC7WooE7QL04mI2.7L4GfmYwA3YVZ.dlkGfmYkA3YV8BeF7Zm3qDuZT8eTEk2hdKtK2JM2xIj9+PhUHnV
                                

                                Actually a math sqrt somewhat achieves this , but it offsets the cutoff point.

                                HiseSnippet 3326.3oc6cs7aiabFmzxiskV6M6ltMMEnnPHnG1.uQPTxuD5Aqc8irNq7ZYK6MonAXKM4HaVSQxPRIuJA8VAZts+CTz+.5ghhhdH.8PBZAZuDDTfdp21doWJJPPA5414EEmgRxRVVxlxw5vFOO3LeyuuGy22GGNorqsFzyy1URN49McfRxyBpzzx+30NV0vRZq0kjmArOzyO8xROpoipmGTWRVNw6haUN4jRjee8pOR0T0RCFVkjzyrMzfkLpY3GVa4hOwvzbSUc39F0358BE2Ry1ZMaS65HJIAHqjip1IpGAepJtaS.jjmZCcCea2J9p9POI4IejsdyJGaepEs+Oyvy3PSHtfhTEz.QqdSaScLEiqUZsiML0KGrh8jPCZ4v0eB55+dfsMzMZUeHNbGRCoCeBd7Pdhyh7T3Iur8M4IwQcSRoNDQXqW2T0WjxvrCVCF1VBT1VV9PKOC+l7rqqTx8tfxF9ZG2Y5chNPuHF0nldYL+4.aTsJTyOjXmDr4GLb4zY6jfnb41TDecPYaylNGaaYnsogoOzkPPIAzBJmg9njzltvOpNzRK.EKl529KKtKuH.B94T.eyh6VW0TD0K9HCGaSU2nbjWs6m8q97nvPhtCC75icXoOYeJ17FfVKpzWDY8D8GCqGLoaSoT.nzl6vTBQ+U5VzsRuDpe0pQ4Qo+vW9eVEaabqPVYwWV78Ua.qZ6ViNggqqRviPSDeM6Cq4XirdqwKITolss+wFVGIZw8dEKYa6rgkJZoqyOHkOV0CtS0pdPe9gYs5d910BnEhI4J9Pm0U8Ukj+wfkVHC5W04w+ag0P+S9cFNkkFdBZSzmBZeKBmrEKCySi4VToTrf5QreO.rEqziM6Y8cALigDTd7gtuMX23EwxradKPECKHwSSlwcb4zX6KoeWnEzsManQ1h6u1utb5z2tbtilOZ522U0xyw1i2V6mWAVyXeaKLhDNaG3AwBC6ggVASk1ptcroud0MQKxN9LUT8q6R3QOrlccq.5uX97+qUkSz27jygquSdiquCQ2AdMJMNM3gOd8J6wLwQ96zaX0.ZZ6.Ekl211xl5aGuXvdPeWiiNB5xSwcbY7PeeTDRqU2sgfFv5PM0lsUKsysWSIHhz3q9wHlRaCWqJd0mVrBxMfP8vexm88+NewdPSnpmfl0FZ1htWdtf8drMNnOEMlCPWjoI58wcyzLZkxQh2D6r.hXw3.t9Z.l.6XAvda.SWZb.ZOyn3SLtEE+fuK.eTE2kEiFnxwpNPzThm6aQKkdyOPLlPlU5+LPYARvSb+Zrih1OsTgGaqt6hqQJWYwSeZgFKWpzJzx65zztPi7GVZYZ4Bqu4KJ7XsmrGq87qTUoP4mToI64OrxRqOeiE22k0+cp5u67k29IUVhV98J7j8leeu26fvm+YymY4cxvJqc5t+n4qt3AVrmWLXsF6H8HCUuRvpBwLhqaOiiNVnxGipnLBD32unj8oBU8o+shh6eTr3NMftdp0bLQQxxqCv4U3W7keY1h6A0qK5T3Cq6aeTjziP7QbKKm5Bj15tFh6atswKDRxIg6QS+hfmfQ8Paf2bSZO659nU31pH+.PyM3o0qUA4fpFDIKaYAMQCNPdBrSlzxYwkINPBszIE9enerFUvkkYMpDzXGTvSApn4Z33yjXmkULpHaBZ0Rx+ZvFVGgbkMilKDshW2y4oP+SscO49u05UJ+Vu8ObtTykpZcKMrcgzNtPGUW391kMUadeBSDhb.F9fzGZZqcREiOF91o9jTIS8yRkl6gHD4iv839ZrEe6cC6Aukuqs48spW6Pn6CR2P0rd330Vdii2rF7hAh79WRhAnD+LY+M5uvbG..gw3ZIZHo1TUCs7ZVVEEIExnLJlF79cP2LZsr9ME9ITjPDbHol.jSpDBaiTYVI7vxGUzZ10pgIIbFeX+86animL.He1rL4i8PbU7lVaiMqCxgrYdLVm1UsFjprfg2PQI7.Km.AuNPWeCHFdwyKc0RVWSiI7oAdHEdeottFoMOZVXcg9.T5KI0EyfrBfyBXO3DWpvOe5l6xBYB5BYF7BIEnlsNkLEVE2iaUzpGixEROn4jbz7b.aOMTn8zLEzF36ByD19kK3KR7j3DwkP9BkflA+C7f3.pkdF1VEcpJW+PSbrfDiOgNUsup6QPehaNgJS3IHnDVRDEfoqe.xssgE2vts5KZUZAzh9TnKK+H3VOvwgq7BjL5hMGyrFdB7TJrRKSMkP1XlaFj5GRA.xlQgiXlDnrn.0PvMdxYZTEnebjDcL3IpTnZxkqPgrKxbzJLi5r4IIHelUJjcgk5OxDuJEHxkh.YJBzHoC8FylkPWoo47galj3rjjB3YbTNjJVDI4aCpg9uYXMd4JFyqQpDUirmhnxChHpRODQU3f6oPb+rcFwmFPGQdwTNvF.pU2TDmSQwYb8WYXb1wYLN4jIl+W7F+8u5urJOROEFoUheP8ESbN0UKTi6Y9BsQxsaTA.T006H3iq+F47ASN+St2u4c+Ge7uWPNOIvEpAwQOFwODWZPCYBZN1.5s4UxbfGpquucEiirTM42l574YxUIqJEXSHT+Pbpta2xOyOWFiHWrhQ8MSVinwpo.dejajP8tEy6GbCBXOMP61XIxI3YHznuOCVh7CP8ncVRXdoDxX3vwlkbhPrlKQSsPbty2AGty8RG4P+v9FxCBrO8yWkmMv8xj5jIsfAmWUYZfCT8jbQYHj.qvsbUpgzIzWVt8MDmEO6aoSDtZTUIjAgqiObgcbZkHLnOEVZczXHhvcQagPagLuffVFlQ1rwKbbgdd3DriwLAgLwBbJSy.zLgpQCKdVp5Dooa19evCknCnNSkoCoP4JNQPmcxellF2bPpcTtxx9SWHyDhnqogStNtCAtk3lAoXrLrhfXKIHsEhGAoMFCqSBdGkHlC7HI2ORBcB7zD2XrxMyYAqYilTxKVIXQw4v74xYytZijsyTt3xNSWW2KZFPmrnGO2LZ51rxqbiU9gQVhVboHgXopqmO9kPHkw6DBEI5oTzSjMjcr+ddUaSS77Jh6eOfdSK0ZFZdYZumWg9leFu3vdxUl37yUlBnDMfonLFVW5Y3R4Uxu7JruXM1AdrUXY4WX4L886.ZjSeICNmWgDXtbKmoCdkk+FuxF5N6R76Zb1mrvjMe9bIiy7DM4NJwjj6vay47tuvHLsOYiso8oc+oyei+ziL+oSQwY12fYbxe59dq6Ho8IHg6XkCg0ybfpzS2XFTaiSoHDzOud1KA01tbNTX9HzkWYa+dBZxyQ7.PgLEDHcZO3ocZe5IkuzBKqPcLIAXWoVi+BnQqOIs2A87BmalUhPY3ND4jyrxYRXgm2HxA7UXljtBLYjDCtYUxlO3HcG7U0xGtUVkAi1FQGLKgSB.VeNNppqbgT0SF+T0ICaLUkNelUhapz88QH7FE5t919Rg+7uWGZp1LF6cRW7HYJt0w8ZOoIJiGYM45RlRXiPrMQITChscBCy8MzCyIxla1Qz6xRQzAhj.cr8kmaF0IBO+SxDzz06DH2SvlzAdC6Y6BTSMU2EW0lE4W1KdNARiX76Nz7yzp4aL30GVThtOOA6IedsCESd4VnmDXt9Y29TfV2PEsL0snRNAICZR6xGSRZ24UdnGIpibNwERTWfIoA8rYMBRZTejTtjAuDSbl2t4zWMpyPWWKHOCGYOESECEvKNdMN5dFvxYKjEERU6wJ1qXYZ89+ph98O+c+ghxxg4pmXyiK08gh5zCkeGkzQ8mftDGg1RGwcwe.8cP9uabABRtxnVpuiKK16VdzrttLUkYRKyB1vpQZ1kwyYQI8oXBQyST.oCyIY2oz93sANS2P54xq6yJeQN9WnCdQXgTmUFxrvoIa5dtbmZF7BM6.vIuKH3F3Is54gcN7P1VutNdjk6DwONpebW.kXRGDG9PBUU5STk85wGM1aHGkuKY.ct..kbJmtbEQYm.zqOf4s.kpZmthCRCan.k3VWNeehlheX5c8kOegA1d9QUS6PDapKdgeCzs1sBiwCQSpIm7O8eu+G9x+3+d09CmoeFuWFdbfwobCeo1C1hb8oRWe368CNGykkWG1vPCFbiBsNz6DeamK8aHl6EbeMhuZFCuuF+1ffqB1tbcMNwk800nB+HGosbh2oc90sD6NsJgdgWdahVdb86NECpjqmyTrrpkvfgJmqqWhPRrXWq.QqF8cBufJ3uAdqa5AIw0ovecAGVcN9pGM2NjfatcHGh2NjICnwJF3K+n.+QIz3qiTsqpV2zeTdOQxeuO21803OnXICKnp6n6JaTtO4WuI+U1X5qGWn8It1eg1ewzPQlGiAb5KicUuLliZpZt1OWidmnQRCFoFz51h7+IMRB1FWNshTiPWaxJUCY.+4ZZAeDSc9YxM.OS9A3YVX.dlEGfmYoA3YVd.dlUNymAu2I9JJrFU9GUQ4Mn2p9xsRysbBo+OXt9lOI
                                
                                1 Reply Last reply Reply Quote 0
                                • Christoph HartC
                                  Christoph Hart
                                  last edited by

                                  Yes, actually a math.min and math.max node makes sense as it mirrors the Math.min / max functions in JS / SNEX.

                                  lalalandsynthL 2 Replies Last reply Reply Quote 1
                                  • lalalandsynthL
                                    lalalandsynth @Christoph Hart
                                    last edited by

                                    @Christoph-Hart yep, that would do it.

                                    1 Reply Last reply Reply Quote 0
                                    • lalalandsynthL
                                      lalalandsynth @Christoph Hart
                                      last edited by

                                      @Christoph-Hart btw , is it possible to tempo synth the osc/lfo ?

                                      1 Reply Last reply Reply Quote 0
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