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    Pan and width Issue

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    • A
      Alexandar.mller
      last edited by

      Hi

      Both the panning and width modulation on the simple gain and stereo fx modules seem to be broken for me. The width modulation seems to always be 100% and the panning goes from C to 0R to 1R, with C being the default 100% left position. I dont know if this just happened in the proces of exporting my project or if I just didn't realize it sooner.
      Im on the 61447f2d git commit hash version on MacOS 15.6.1.
      I have tried recompiling with and without additional preprocessor definitions and deleting and installing everything again, but it's still the same.
      Does anybody know about this and can help?

      David HealeyD 1 Reply Last reply Reply Quote 0
      • David HealeyD
        David Healey @Alexandar.mller
        last edited by

        @Alexandar-mller Got a snippet that demonstrates it? Pan modulation is working for me.

        Free HISE Bootcamp Full Course for beginners.
        YouTube Channel - Public HISE tutorials
        My Patreon - HISE tutorials

        1 Reply Last reply Reply Quote 0
        • A
          Alexandar.mller
          last edited by

          Yes, thank you.

          HiseSnippet 1031.3oc6X0raaaDDdWIssQxMEIEI.8HOzCNEAEhNxNNnGhr0OtBMxVvzIo8TvZxgVKL4tLKW5VghBzGs9HzGk7FztKorIkCspCiSQbp0ACOyrilucl4a3HNQJbg3XgDgacvrH.g+BhyLtZZuoTFGMpOB+4DEDqrQaOKhFGCdHLt9NFi3lMPoedyS2lFP4tPtJD5EBlK7LVHSkqMp6OxBBFR8fCXgENcmtibE7dh.QhFH0IsQQT2ioGA6RMGqFA8Cz3oH72RVysy5q4uI731ad3i7gNquN3C1PmMdh8g99.s8Snz1ts2Dg+rAdLkP5nnZ3ivM1V3MyYp3W3YA3ErX1gAfQvF4nibl5gh.OyUznE0aJKvaxoYnXDBSljmupmkutGYLyicl9771cRMXk6QwDHt1hvq9BvytH7ZW.dk.IbAH0HCR2k33JYQpbKF7rBYDWAReptNUDJYmEg+SROg9.b02EROFFJ0Bm4vpazt8Csz+4AeueB2UwDbKAeWgB1iu5CZ8asZ152aYcdS99kZyDFoHH.jkZ1zZHWliqxSBODjOz5DZPBb1A0W+EyojKNmVrj6lcqKbPAeDmo1KB3WTi.ZdpR+eOeTephZJDy0oOWDHULCDv8gSzzfrxRSReH9XkHBgd6ZltaQ3kDPUK1BYHZyMnyAKT2LEGdLSMqHQ7Jqu5xBw6RlvTtSKGi0JAi5L0GBLNmMdax.8X.WUN.aPF9SeXndEC+stfgmqjRpzRf7+1An35++X92MToO0nReYV3Wg3nYMozozfe+TYqWROAr1Az7ISxaIbp+5pmSsmqRG8CjTdbjHdguXGHjcffaRB4Jedr9wnvq22TLKpumfJK0zad5P8crTebnpDYZWwVghDtZgtfkx0sqHWuwMb82y0wZdJFcXgQAv.9IPfd2f4j89fOMIPcl1hfbrfKhlJ3L2h048AkjczQfrHzK89rkRoWfNWy85tOD.zh8reS2mo60nRcZBpXpv9cdyzRKWeMICtVF9m002Qz0+jdDMtVg3SxheKhi9GH.BcLyV1ISz5bXXBMet7eLo6KYd5Y5UKEcE0xcGhFSuWsZMtb4wkOis7MHSGVryoP81yUXkp4hedGB0GBnKz5ctD8O2sjmHNRO9QplHBnxy23V+pppz3RytLWoOtJKKCueEIMkecBvosDWe.7GK7z8EIJF+nwT8Cf+U83ucSBczqE5BZnx4Pf4sMfqYVsKStsQNauPtWpveq+L2nsQFO2n8oFuIFuCwHj5JEuxM68AYFwbqTM55GO8MF1jL1HaYiReGQEGqEpWT8UttK9U8VNtVUc7QU0wNU0w0qpiaTUGebUcby+cGM+NhsRThvL9NBMdxfzWvFFOfS0L2TpO5e.Ls+SjO
          
          David HealeyD 1 Reply Last reply Reply Quote 0
          • David HealeyD
            David Healey @Alexandar.mller
            last edited by

            @Alexandar-mller The simple gain pan is working for me in your snippet. The stereo FX pan works when a modulator (like an LFO) is attached but moving the knob manually has no effect.

            Free HISE Bootcamp Full Course for beginners.
            YouTube Channel - Public HISE tutorials
            My Patreon - HISE tutorials

            A 1 Reply Last reply Reply Quote 0
            • A
              Alexandar.mller @David Healey
              last edited by

              @David-Healey Alright, that's wierd. Here's a snippet of the project. Is it still working for you?

              HiseSnippet 15256.3oc6808ibjjbe8Pxl618tK2cu6r7I.KgRCLNO7tgjcVU0esq18FNCI2Y7tCmwblaGcX0Jd0zcMbpic20fpqlK4ch1mrkksvIHb9KYKHX66OA4G0SZArexOI.CXCC3GzeB2i9M6LqO5Jqpyrprpt5p+JHvtjclYjYFQlwuLhLiJyisL6nObnoUoMpd5qtRuzFuc4Sd0.6K26RMiAkN3Ak13cKe+SO7nSjN8gmb5SqoVZ2Wck1vg5cKswFW+SHEZiJ2njye9Ue+c05oMnidPRkJ84lFcz+Li9F1Aod7NepQudORqq9oF8oJs5NGzwbvdl8LGg6PWubsRWo044ZOS+wZjhcsxk1Wa3kk136VVtiZc4KZo2rVqyUtPWsdc8KzQ5pMZiN+hKz0p0VSqVmZsJswMeXWCaSqSr0r0GVZiarqY2Wcxkle0.2F3yMFZbdOcxOPkNA2xtI+HydcIrHI0R6coQutG6KoFVpzFkONPtccW412p7gFcMFmdf768bxPJfBZA3FWKb265g5dH5tWMptGitzFTcoa31kd+xmzwx3J6fbH8m2p7ACr0stPCONQ2UbKaoq+W7265k2yDWjA12su1y0ejE9GiIYKYT85aK0po7s+vpUu28jHMUWIKyQ1FCdlTeMaKiWJMzotjrvCJV53IDePU735PaoWnYIQparrQ2R5ijblpc2moa+DW5Ozg7s1LzLtMcaoSzskd7n9miIz7BIr7cv.8dCqV8BSKosL9HzGJYH8aKI2D+2euu2sq9SqVYbKcWstcw+XfdGaCyAag1Fc6OTB22QR1l3+WG25xmI3Sn71Dtla1JaqDW1paqFW102tdbY2X6FwkcysaFW1s1tUbY2d61wkMp11nZwV.rHEEaAj2FEqrCorMJVoGRcaTrxOT8sQwJAQM1FEqLD0baTrRQTqsQwJGQs2FEqjTt11xwJIkQaKGqjTFOILVIorx1xwJIkU2VNVIob8skiURJ2XaYGIY0J26d3zGZ1S+tWYYLvdKCGMqNWp244RDMyNlVVXpFqiMvQCdX0WSToOVW64RGpaSRfBg3yzegdOmjOX.BiR3iFgwI1yr+UlCv+XqMCUJBFAqJ3nQ1hTCjhwqJNYz4hTEjhwqJN07JQpBRw3UE6Z2WjpfTLt8BDRf9.hO8xBwDx7q.EQ5.Jbo+LQZ+y3R99WJB83Rwcxz9BMWZetUviN5SEoFHEyYQO1pDBoQDiBgX5CwnNHl1PLJChoKDipfXZB7UDDoCDidfPpA70BDgbEtJAhnCvUEXeQz.1muBfPy+iY5uXy98r36Psg3eKQbxHz5CtoSRtli1vXqHeH1z+N3JihvZRt5BUCQzcGpaeearslmOxVeqvYclQW6K2VhrJsvz342y1R2AEVuMnXHWMu35qHIO8tpgIiWK6jGytahTMtCys+J6pnGW+UVxSMuZXx30xN4wr+lHUBHfUbAVhqCqH4AqTMLY7ZZm7X1gSjpjEvpt3Xw0eUk7PwpFlLdsrSdL6uIRk.B35N3lw0eqK4hZVMDQ7ZWRVL6rIPSxh1FNPzw0SaH4BPWMDQ7ZURVL6oIPi.B0lNKGDWWsoj6hAUCQDulkjEytZBzjrPs0YIzQaIcVj9Yqy30j3bX1KikBADms2+xD5ksk1+xHcSLQ7ZURVL6nIPSxhSTMmUSic8fZRtKlVMLYbQ1I440aQ0hrhPRzMtGWiaOF4t.drcYjj+52QHjai6jIudcxTJP+V9AFN9flPWWVxsbgMegpdTDqdTRpdTEqdTSpdpKV8TOo5ogX0SCp5Aac1Cz6n8JomnYqSUqO3g6c+e3Sex8O8g3Zq1caq3Tz8FYYgsxS5y05MReXURA6LxxwjOGC3pc2ZeXnTcsUZhjcMIYhjcW3ehjcWecxRiXlpLyTUXk5YrRzA3YRFYeVo5pG4jLV5P1CbKo8z506bsNOmRXRjAObvyLFne2NV5XAsSIO57eLYnAOH3XhmSZ9Du0EiF3tEMjM.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.E+XZKu3y7t3mzTlBlmPbRi5X7zhiwIP6eLssk7Yb2UAnoLELNg3jX7SQE3.Nhd7FEyvMJznMJMC1njYY4BjkkoYY4XXY4PrrbZXY4jYYkBjkUnYYkXXYkPrrRZXYkDY4yJNN9LJF9L976Yzr6YofaOKQlc+KKNtEah1GS4pJe90wVNJxRAGiIMIV9n8KNVFakIk4I6Gi0I6Gx3j8SisI6mHKiMNs33YhcxeL81LvmqcMollxTv2DhSvlT2cHx3b8djS76E5VCMLGHMCLMmHLBLw1a+Rvdj505CejoimpORqiso0VT1p+gAj5Zfpnz56hIkIdhRpiql9j5Zfjnj56vIkIFhRpiimiaUTZZTDEgxogPYJBURCgJADdVJn6r.xbvvDkNOGTCPBDdVv9AD5pLIJki8W0MnFGuyH4rpgGPQn3jhrigNs2VLzBFGJTQJUn46iC1oHEJzL6wgyTjBEZN73.VJRgBMa0OnjhVQnnEQdhhHGsHJSTDkHE4rnk3rHEX+KiVB54O9w+ST429QJBI.ehTFp8vfd.SnwKQFtDYzRjAKAFqRdnJ4QpDGnRZbZ+jGlDXTh2fzqIGABVtaqY4tA7ao3b7SNdkNx11bvPu8w+b6A03FzKjLCNUF7uPwUTTnhJGWQkCUTk3JpRnhpFWQUCUz62+7X4LR9QI.k.AnnDHm.AQhxJbhGaX24xi5Xq8B83nkpXrqhSz6ajXEPJDax2ibdWIQNoPSRtkNdVWrz5TBVD9hDH6ESPzi0eYrsEIeuC76gCzNum98dg6mjfzDyyUtxxwfFx+jTQ2uWuiwonaYanObqPyxBJoJyR5UTcmVrqWcRH5Kj+xOLblHu5IRt98RJRQQyLDojbwLoSmGKc2xq52VZyKzvlB6ICvS4LHePCSFTZjD7TIl3TT8yKrz2KUTLTfXRgbLTHyjBkXnPgIEpwPgJSJpGCE08De60ybHGY2d8FxU1Qxax1DmJJFJPLoPNFJjYRgRLTnvjB0XnPkIE0igh5LonQLTzvSZ6fwH4gEdnY2Q8zCI1ov.CI5cJpFwh0MoKR39AUNnjIFwkX4jIVlKwJISrBWhUSlXUtDWOYhqyk3FISbCtD2LYhaxk3VISbKtD2NYhayeRh.SwPwLGSjIYnPS7IKNiWgh+TeRAhsW4T.FcIR5njHDwgP4jHTlCgJIQnBGBUShPUNDVOIBqygvFIQXCND1LIBaxgvVIQXKND1NIBayaBPhScPbm6j7jmvSkcrlj2zXRlw1WbJ.itBIcTRDh3PnbRDJygPkjHTgCgpIQnJGBqmDg04PXijHrAGBalDgM4PXqjHrEGBamDgs4MAHwoNHtycRdxi+z3Sz5eUOxm4WP03kTn5v4yZ14Wasoe9gabuTkSfJYlToj.UJLoRMApTYRU8DnpNSpZj.UMXRUqDnpESpZm.UsYRU34KrFvpwltDGnYORiRZnFwdrFkzfMRIzby9ZWMT59VVZuhptF5j0gjr9H+JlTcm3m9mYLzITLI91X1+byyMeIE4c5e93Rx0Ia5BElSnyAID8H9UfpPUfJ+JntPUPc9UPCgpfF7qflBUAM4WAsDpBZwuBZKTEzNlgwZhMNVKlpPvoBdeBoTI4ruFaZXq2e3laSM29t+XSiAas4u6fMuMoUoqjzShZ5Iod5IoQ5IoY5IoU5IocFDx0x.MBNxTspwfdFXef7CLbIyAz0CYdjkYus53OIZa77sdizct+L7AJuq1Pu+4V29t8L05Nl7sBZ2uvgt6f9Rbq9ZbCKBXGgG75Aiifcl8OA3DjHrh5LhUPhvKHwYFUQXl5yHlQUDlQkhYhmWpKBuzXFwK0EgWpKLuzPDdo0LhWZHBuzPXdooH7R6YDuzTDdoov7RKgvwpMiXlVhvLsDlYZKDyLqPkaKByzVXlAUSHtQdVALWSHj4ZhyOBsNCRYVwOhsRC8RMj3jdfTs6nJI8cj104TSw+RV5yLMuJ7GLoyQ03d7VbbchTFI+BsIIVDX7mpTmfaud3p5KHGsl6ut6UiFd4VwcZ33trPEEIdQkEunJhWTUwKp6Y+khRiRUok8L0y8lPi7kE5dWn4QeO8AOy9xfqEM2j+Biuj8DI2rCl.8ZlVqDpTr0EHQlnGyS51twQwsk9nORBI86+66GQ.rxpZkJdbVzbuMNKbUWoB8rUBe3eS1sUvw0VoxqqVwILFSjFaqQAj30uqwssISoBhLDmaqKmDohZkZXcCuTUYlJ2CYlhH9Y6Rs2wXyiZlY6IRjn3knck.gAqdR3bi1QXQKqbe83CC9PiNCkN4qH6XX0JCc96IE+eOmfiYhTjCmx39TzxoRkh+nXGMbii9.7+xa7l4bMWgTTmncKUCW9LTljq4rmo20Iiz49T8uzs5vCPtiPdcKkz1sZkqcqlb5Vposa4dABla8q1d8qysz0d93dnyfpL0f5jHOemuizXc3TxBp4JGnvQxFsKWizkiN82gUHTWwMyTyK0yUdQMM7hS2lIC4xKodFeybkWZjm7RpUSZmq7RKN7hLmtacw5tTg3IBMYGFwpGK3Vufpg6xUBzrqDR0VIIUaFCEjJvOuTqlfx0giZg.sbYsJU7VNbrs2NqHdrYuWIIisXWwawQR4nVdLpUUeOV1SMdIwHlRc6J7VDjkwZrkQTl03dytFN65gDSSraudDpjDgoaqtPHOAb51UIjr+btwMGOKJCp4jJg6t5xxDSJW3SpDxIVBEtkHpNOKisclHT4mJEcPnE0XDiUJZwcv0kq8njgAR37Yo9H3NyfT+xnxGwnqd7CvSJWajnfuVxy.R83KqJIUCvBhu0lZPhg4hs4O7Ri7yXoJDSneQ2qJTyuLJuKFcsl4CuIq8xZrK0pug7iiw5exI.U6sLWLp5yZXtEC8.DOy94tuBUFqnLOgHDXRj.xF5h75JSJcXMsIVgSBxlBZ8wYkFVkJ7MxLkJYNywFmc5mkUTpf4+7r.YYkwS63XUKhsEsypM7IjUvSiMygLZVNtcNJXFxjFSKUIIWpjajutTIWO7xppINP2JIsp1BCFKmlknXJYZPIYX3oeCVRFAOBV4FwJYljuaknnisjgFiQPoiflx0jR5vvTtlrjNBdntxMiXVUZEOINuwW9wP7Tg4deFmhURpUJx4qZkBJdwS9oWUoBu4OJ4o1khR9pcoHOkyeRu5UEwkOoW+RQMe0uTTJP8Kg1C+oR8pUNqd0r.UuXN4QMWUtZmyJWsJbkKwEOoW2RsVNqa0d5VYWXUKV19llcqVNlCnhodXxlOVKm2Q91EshXBG7hfhtLXdIJmMurVApiliRtLX5obNa5IZNuzXZboKrS+nLnwNKb3qRQ6G0TAQj5Y5UlB+LEeWZJb42xhqcIOdQ6aGSm6xtJl7hpJ1bbDKGVEd7HFSELjvqkDZrJKFvnjyiUxEmALrVKIiRNTFvkTyYbIk4sSFYT1IJBAsBa8bVgUcNt6YRoc2ylZaXlc6t1BxtUMCrgYJ1LuDmtKM+1sukksOKU1vDcMwJSmFlviXEtJ1bbDKOsgIcKmnj+FwzNmMhoUQYDS0JUpvcC0yn.jwBJIZLiRsb1Xl1E+wQTIJhQFkeYvdFETNq7VqvsmYRwmZgZRyL6DMVPNif70jlTeJA4+9xL6DfE4wVTz6KizTbrfS8FyTLJYywgr70nFNFhJ7mexTaWiR8bd7Rc9GEEYT5kgMnQoQNCPUetGhEYT3kEKZZlyZtMJJKZh6PhUy5gDGSzol5CAsPN93B8TWKHydl5ScMg3UOUGHagbT1KKm.bF1cmJS+.YszNPJsXnONGGImA65inCjnBKnblcelrybylRCDGpnBUGTNeRWnh6jtJ.4Y5CfGTNaaEpvrshC1cZwny0sjX0L1dVZhzgo5fcR4wNOKCKrYVbPrfD9.459ONcQOvrLXwlYR0kkHYHcaJYNMPNChgrBQebNNPlqVhO0QjxLbQ4UnfUYo4n6S+hxY9nmy9ZxRyui0eA4TvKfP0NCCjyfiJblIWWVNO9TnPVLpixKRQYSQNJVHqHOse.nyz0imEGB75bbBjqKGOkG62rLBclYGF8Bx42liqFOcG7c1U9klemI9xx4Hu3oKJunpKNGGFy40hYc8tUOuiEf3AXS8Gr+pWXBrTcNnhiSLaNio3icLooYk7Y24itfb.h4dPmToxrc7c5QKJDo8xx4YlRc2JyMkW4EUk243nad6F9b33Fmp05WcNHxklSZY5Vqu.1q7DmPIUox5wFoufrguyq4TpEybp0oMCpH83s.2DQVt71HCunGYMLMmky9VgbfoHM5Z9M6i3.0q+vpbdACqdu6cvftFuvn6HsdReB4YO7jdFc0sFR+jI97Amev.tuF2N4F9c7FmzQiriiBb1SPxIiNONRvYOAImZdUbjfydBR10tebjfydxVAEaiflj.4XIPdRBThk.kIH3r3J+YST782Otxu+9SN7EKAGMIAO5nOMNJvYuo6qz4gZCs0sbmq8oCLOup+Ls9NYPRuSug9OmlUBkp6aD43mryGdwE5crIOWmiqxZRG39hfmVBQRNSIy.kxRNyLy.kJRNSPy.kpRNySy.k0kNEkIBaHcpblHrozoJYhvVRmkI5ZKs+kYaNPMIxL6rPIRxYFNgzIlN20vBWduYzUBMm1MKApeYoG3Tzn8Ngq.kosBTm1Jn9zVAMnq.eTCL1haY9bydi5qGGFDc4b.ihjF62I1wEhzGh88SlUIY+jw57B19RILBXn4YXGJI1d8RRG4911VFmOxVeqWdWR19jSLCHnUpcvfvENbVTD59fO3rVM8q8P3pCgw.4UeN4QWgXJ+ddqzyuFkwXi7pQm7XUijz4ViJXLSd0nSdrpQR5bqQULVJuZzIOV0HIct0X8SQ7pPRVL6gH9UWiSk4UcjrXVcx7qtlmpvq5HYwr5T3WcsNiWsgygUkcF+5p89WxqxHYwp11e+XlOW6n84NeljGy4ywUgHLLO2ZzISVUII8v04qcdHzod2XnrGxEXanAwT+Ow8sb12bHBvQn295FAu20gHfCbpWtahQCLts6idcHq376NIClFtj9vogSkKfZ3hkDnJyRmDvZHogf.q9CJtuXywLhrWfApSLhzj0HxdbMhvKWtiHN8kjGNnJl+XAURbGHnJSRiBSVTwGB1S3017GBN148RZ2Q1131+nN1ZuPOhfwsDwHRbJfivXrkBNIcrkiSi9+jP3860ijptksg9vsBHAqYe0PiehNUwIkiDH7eHmWKdmB41gS7Ui26WNBlwcGxSIte6tsj6aNpqTgMmFtM271bes6mrmc6IE0mn22HNNijetvWhxVjFLIlhpSwfk1CWewwRj7yCVp1cqILWQZyj3Jp9EMWQiHcUvPJMdDMbDRN.Ohp3QPiNzr6ndZ1lVasI8joI.ktxWbKbyQJbBMlyPL6lhHCDtoHENglxQtS0TLQ5bKYbyHndN2nDWS7lqMl6X9vqMtCQaZfjTU1uXwbZG+ygxYOacjP8IPuTiz2N38vrhiYtGPlXNzv9UaE3Qg2VEF4nPX1+iqEIkM3XVyTyEQfDrszjpbbIpwqlGWBThkPNwRnjXITSrD0SrDMRrDMSrDsRrDsSVhIfPkqT0cWmcdLDiE.LXcYt1jPq94A7YoiKrztVle0PcKouiOx92S5wZ8CYWvE8rcKreY4YePzBRYm.dlns9KIvNj4jNEhsMBbVSwgh3MQJRie2gWZ9U9TLVl5sxyCG7Lbi3z8GYYgqoe.lBWxIbuqJxlaRT63uliSwck4asIg61baoMOQuGYeoHCvd4iaUhBYpqJLAI1McVZrRBqMRU4rWXjV3NdxwKLLGM7dOlLn4OUwYBxPNCQjRJ7J9dLF47cHzEvVaQBFFBWkVYkHhpWye10KxRW2WJUbceO4L2gRpAALAdrVbC7ufZXOvKsCM5f+uW5MhSiEfoxoH3RPJ.OjfvEK74ZbniuKjl4ijFaSwdWZzqqyuHaOIdoOmRr4s44Q.Usm3HW3hGYcvZd1eNtWwI1rdsuVbLEN3PESvb0PxFtCOSxiNiRwb5h26depQmmKcv.NFgcP76fZF2Bzn63anMkI1UsHGqD2krNXPHHIGN6nQ1bXMbNBxaoZ+XmFty4ru3xdAcXW96jQmyg0v4HHqkpMFdZXMmCmiKqEzg8XsAZV5jikiCChyQPFLU6S8zvfNmgHWFLnCSyf6ZhQK6ygG20tuf7Xp147ogGcNsSt7XPG1kGO0rOh23GRPVKEag+TM3gharCEksj4wVxBxVo3nDlJ1RNN1RNJaovisTDjsRwQZLUrkRbrkRH15rQVC4sBvYBxVBezJSCScVL7zYgXo8MtTiGKs+9BxSo3HdlFthDSKbYqwcVW95nWnacotV2g7VvVTdKUm2zTsdcbb2Qg4tGczmxguv4HJikty8ZZXMm3nfKuEzk8VNyrmYf2dgL9mjUs3L62o.gM32KUTRjgXRlbRjIyjLkjHSgIYpIQlJSxpmDY0YRVijHqQ3sPYHYfwama89o6dylzvgqyfBVdTJKubJKuRJKuZJKe8TV9Ftw9RzsB2uB5oO3Y1WFrs3do+EFeIWO2H4GnQgccjsSrTEiEVgTn8D2YjbhcC2Y7hYpxLSUgYppLSsNyTaPC6Psu509.u8SN6dQFJJZFGaM7g7pLUd0ENDaRYykdOsBG+Mor4RueOgCNmT1bo2EjvQtSxMWkrFZOSFWOoswRq05mJmcAYZMg9Tkr2Voyt1yxdCkViMCELQoUsN0F+czzzZYvhrvggjXSFoOXGpSkL3fIm.rm9.BKH.Vo6fJXL1IawYML6jsnfHs2AUqV1.McoLC3erHTHrLF8UgvkXPm.XLLnRH.CFzInxOKJEUQdLsQ+hEmvvJ1Zfy5ElmbB5rds4IaQgPYXMHHFbACJETsmAkflzBoljbxZRyTa.clTWflANoRzL0Rvkac14xRtqW5eJIq+M6be.lct5ZP3xpBgZxJDyT2bAcBvIoEKMh5IqQLi2LFPm.zIxoUWxEMhFBnQT.aXHnQ.ZDEt8VStC0xIrC0rONRrZiLru0KN6a8R8FQB51yWKGcz+YsRYsji.A.Hnf.Bf8QMO2GUXuIyQ3iTgdn.nGyAzihbWfA+CVp2Y0zoNqBpyEi5bk44lXCpzKwaLbJMuuNnQOGVftv2CdPkdocesSoBcCPgddnPmgiP.ToWO27tJb0nQYcG3f8MF1RrUpCkesdqzPYcqzVGfAfHbD1SrEfOjjzrkXqCpkPbVBas0BkdY80V8xJE9VMUAzMWy2ipToZ1.TMKvMMBTNWu2sIQ9XNSiSlv9vLk6CSkhze1JPfmml82d4M5Mkyp2of9btpOO6cDFToKf3vbQUgtNnPWvJzfCzq6W6CyTE5FfBcQqPCtcC2jK4R7ZnjUatKTm9.KRm6y0WZ1UqJS2FMk6afrRVMBtP0vfqTCPEKipXoXErJy5qTrzXSZwpeU7QWKngAZXobKfR7FJKMqeUzFsA6xAngkUMLg8cqxLYeUTy5ZXEtNFrLFnjUzJY4vhX0ypBVwunBnhApXEsJV51DxIuS1TxzcxF2OOLE3C9Dto1xm.TDN3o77Sta85xpOMPXJ.DF.gsz+0BBe.dKPPJp.jB.orJ7kNBe7fyiK5Nw9lBAPE.TIe.UJ9cJC91pVPrToA.p.fJyFPkheyvATkbwJmLd87CanBbo8uNscoKaWh4qv6BiLrKL.NzJINzp4ku9Jv89TZ.hfctA.hfuD4UWrnEws6QF1tG.IB9DpArn49lDo.Nms37XNsR+seCAXrxxlCSJfCSqofCqE9Sr5GUdEN1.3ByZ.1v5gE9PL6lYrAUvtg0oWH14v0E.3ZwL3aWrvrcPErc.rcnvtfEAzg7HX2pj+uy.B7rSCfCq7OF0..wpH.QZtZslh271zDVqvKgKbXlKTwY5x6kd1p06zYlCPU.QAPTVzhXzkWPkUomXzLGpo.jB.orn6i1pOnx78.WQ4aLiBPJ.jB7N3rLipjxmjlzseJJf2OKFeoofuAPfbNircPAbGYAYW9.q0WITyKpGLxbPKG7PXkMLG.E8UifqLcp4pvh4qag6HnmuRGkjn7MJIA87k1WnIPSegUSOedWnQ4aLOtVnpudDEhfx9hixddD8hx46tsCmvUtdBWvF6O2PRlKAeckEpcoWNe2kd.aXYBa.1+fEc3g47t6Kmu6tOfNrDiN.NhrJgOjGGJfb9dn..5PthN.G+..OTHGkPd.O.FOrxCO.1Or5.PjOm.gb9dBD..wx8E4NfPr5fPjGGagR95dwJ8UZbgqrBJNIo3r77gBjKGjfR9Zs+ps1JrRGnvVPeYOob405KEJrfsofF6par6yRaUMe0VW4sOETXAE1BIZ8Hjctkt1y80b6ng0bU+fpNK7l3cLpP2vF3JpBmaWPU31GsHtZhgatDX+SW5eBsxi3.nXtV1SKpnJfJBnh.pHbrynoxNtUNbw5.tHfKB3hvosOUHiUV3eB.SKtXC.WDvEAbQ39+bw.Ybl87GJzsyE3GMfKthcqmUzdYBWJny.y2T.2ZAXpB+JdY0NNVfq0zOUrniJe.p.+LAfpUCfp4faXvMyZtiToBlTAHUvEg6ZqUUY8zPKbe+TASp.fJ3l7cc1pphHxMxAjp5.REfTsRdQDOGfpVqPpl9OJnZo344DNzu4NNEDm.qSQaeNZm3Z4MSb9.tA6qE.tAfaK1Qh5p7Mq7LEbC7vD.2.vsE8cba08hgNG.2hrQ+U.S2.zM36cDrdKutUJqLmMdCNHS.dCf2VxNwzkW7sB15M3vOAzM3ixdI+4dcYBfaVcloJP3xtD.ushcHey2H5.t.Hm8WJ54CXCXKE.1rBD4o.fSd9kYOsvMfqaqwvMfiM.fyrxUJU.tYYHL4W8OXJ.xYoMP44.3fJp3ces3aHA1r3ko3XZtBduf+xlrPE25nhJt0APJ.jZQFjp3s3aYBlZ9F+4nhJ9yAPJ.jZgFjBdm3lMvT4v1Yixk3rDrjB.of.6dEGlJM6rz7zVJUvVJ.lBBPa.nJk.Uo84HaZwopC3T.NEDp0.RUZQpRg+hURGPkB32GbtTfSQoPCdMKXqQEUvVCvFK6vFvR+qH.GyN+hT.+hf6pL.5XkE5HMNpjJfCU.3.NPE.6XUF6HMaMBOvC4hZSNfMpDtnog8SIOvmlOWC24xdiHWT6MBf1.nMf8PKy3M4wVpHWTaoB.2.Wz7.fyRMfSNrQLxE0Fw.vMPLzBHNK6HNo5tGjEdiRQg2.a1.nMtpqMtfuqumaoq87wHAczvHA0+fpNaqaFewXk4hHH.tBFmnNbA4T.2GWPPLC1yB6V2zrwPEykoZ9fwVGvXALV.iEvXmydnrH9pTlOHrM.DV.gEPXAD14+Vxr381XlVHVUvHV.hEfXgC9Zgcq1W.efNyGPVvNV.jE.YAP1ECSYKh2IzJyTT15.JKfxBnrvE2ypHNadba3jFXVEXGC.XV39CY0yc5U0qxm4BpGXbIf5AndKE1cAOeqoFyCbnFv7VYw7VO71bs+MjEMMWCJ.lGf4AWVUKG3dqmuis0x+2wVXK8lqfdvgJ.uktKrP4Kw2aUyRjRv7P.oDPJgMbbI6N2ZlhTBNRCHk.RIrMkKtXkypsbTF1xQ.oDPJgM2bkBsbpupypk+WS8.XYQCVBatF.krpeOsMsu3wyfyYA9bJ.au.v4hEbdo8t2bV9FnVXmWBf3AHd.hGbgCKLnWNbvGn46Ae.Pd.j2Z+yrB.5kBPuo+DLPy2Sv.f7.HO3LE.TuTg5MswLMZ9dPDvWxE7by.HBqSO22Ezi1cZ.g.aRfmqC.tCdbsR5PaceypnexpZLGexp3djoMf38.9dbAu0gUFgUFmyONKIefu.bM.WCv0.b85wYnu.c+XqHxqJM.XC.1.fM.Xu9tSPo4l1dd+zbA30.dMfWCQuvZNj8L5aSbF7xH..1.fMD5E.b1R6k1ak48EQIffNW+juAyAg8aE.qmOAiwb8CSOE3tfew.PH.DBQP2hVDzMYvr0bgKX1BUKQfZaBl3VDl3BKeAKeAKesFr7kmM0ut5qqdwnAcrMLGHYN3wl15GMXqaWEizhyQJZVWbAy71ybfskYud5VLy9Ti9bxwivsFLp+45Vd7z3BVZia7vtF1lVmXqYqOrzFk20r6qN4RyuZPoMtdYToO2Xnw48zc+AYQCx+pVoN3ZUefMUAMGbv.C6itR262k16RidcO1xri9vglVCKgSwknRk13S75U3hZ+pqv09sJeRGKiqr2cjss4fRFcKsw6UFuL0d8LGpenQmCMdYImddoMpbiRN+4W88KEsVdOuZYOy9matq4K8pmN8O+Ds9W0S+PsqPnn0ixNYpdpEsdpIX87tgpm1QqF4LUMshVM2MSUSywUyMe+Rd+ICUSifp4VSQ0TOJS8cyDSoFsZ1Rvp4Vgpl.dZiofmBl9cy2hW0vPY3lDkgZBnBviVzTPqr.rNOZUBnsTZoUMazVgP686edFEW9jilNxkSA4mzynqtkC4ue4HKqDsZ9q9XQpluIoZv8BC8AczmlJ58HUjCJ7zTKUI0xwF1ctLJ8hMj5rVfC8G0wV6E5Yan4ViqkSz6ajsdRPcrGYorLUGNSQN1R+ESA4OV+koo0oFKtU4OS+E58NTGOE6fAQqie3WKRc7Fkcb1Kacf2kpCf8eKa8f2rrq2eSeW.6P2TzEXPc56BXG7lht.CpESqjtKf83aJ5BLnVrt.8jwSQSwjwIINCc.4ooCHmCc.kooCnjsNv6P0ANKas+MIs+YSO+u+9SA+OIwouCbzzzANZ+oWMD664TnFxf5X5BTKoTsr+1SlskjFSOZJoWdJoWYJoWcJou9TReioewjCFjQbz2K75x4PsfWbLGpE75a4PsfWhJi0RnUpQ4QkHmGUhRFqDZ7tyxgNx9WlCUxQ6mCCwX3OV0xO3fGnYqUpzFa3sATGaYdktksAY+t13A5uvni9oN0ekxOPe3ysw1Sswmh8g+JyADa723Mca82wq0Onu1yz8.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.YgSAaKfffTPUUwjBNkstHh.mR1PD9mTx5HgXdOk95xBv+9kUQ.QfeYaIlTvu3sEQP3U3F0DQV3V3RYbAlZ7VfYmqfEXfEXfEXfEXfEXfEXRwBLQOsdNqufWNAVeAVeAVeAVeAVeAVeIqquzh25K+r+Qv5Kv5Kv5Kv5Kv5Kv5KYd8klTqu729KnVeQ5qhr9xO6ymX8kG.qu.qu.qu.qu.qu.quv6C+HX8ke0eJr9Br9Br9Br9Br9Br9R9r9Rctmu+OF1eLX8EX8EX8EX8EX8kLu9hJ2y2WEVeAVeAVeAVeAVeAVeIEquD4NDg53W9mGd6wf0Nf0Nf0Nf0Nf0NV4W6HhmDFLNIjr49B82WozeBr9Br9Br9Br9Br9xZ85KLOoc50Wdijt0AotcCNkZQkewOaGaxsPFdkI2dx8bTUM5DoC72dUzNvOSKMc.DuN.1EJ2Nv6V1UFHgEB26nAIJ.14GwZAV9W+gTs+.Vs+aV1UKrjkVWCyOwxbzUz2McQVu+AIzcplzMpH0h7Vr5NkKiUJDqub.i9x36ih2n7EX7d8Ruv+Nf0OgTzao2Q0u9YrEddSayrvKcc32PfKNRNto+idsWe9sK6qJJc+Hy1vLYzdn9Noq8omv+27ySn82sTR2WGot8omvW6eUBs+dQ01ddBs+6jh69xf9w9+6C+0P3q36VbIux22rq203RGiy06Upuw.5qBFGaf8+4t6fo7pSL9I92VL+x+7+7+pu+vQWbgAwR4xRc2ESe2t8zO1bnA41Tl+85xWaEko+k1BxzrtoNC5k+k+GnUY9Idr86GH9myLNiiA42SPFehaVzft3a9mQez99b8sJ6T54MKiAbhG+9sD4ZPkRC6ufEy9FkcKWHtZqvb0V6j89LdIXJQxMe6fKaLAVVbhqi0fNUq+izSX+m3wMuSY5RyBnuzNIAzy1q3julW4z2p8G302dqxAkMi8rON08LmKOVN8Lo+og6YNkMWjYusaO6a40yvq6pYiMa5Tidt2mUeixWzy9XK8g516ZY9UCwSaolt8X54ol63cYZ4dyY8tkCS14OaOydlirHKUnhTUZ2TVotryNOPkgbqlMZK2TFQkgr68fkyU1009eesx+zpRRaRtm4OAO0wUVt4GHYaMRea+bd3KuRavPrBvv6ObOB3.oDNK7OtHOxrGVIbL4gyjbu6ObhTI2K9tDLjtACRFarIliw4gpMln62sK693SvFozmS++A58zs4j2I5ZVctbWMqP8uGo8BSKrL6fNTcifdAc1goaTudGqYeoeABy0db6AXYYW8cMsvRL5tyiG02U5RnB4jj6uOiLK7I3oRl3L9Bb5RR0tqRj+rcJSGm7W5zFelwP66aoqMlO8ZgsY8Wioxsm8Dyu5XstDWCDktwx6cMGMnKgS+B2LNzzxaHJZNASLiliuXdhbq95nqiZGU0E60zKBd6EpIHx7a4c0RikT7Ld5G8OKBrA1rhnvFm5g.csxkFh4tC7qxI5Iug.Wx07ty2h1OvV0wqeTk.u7BCyQCSSq6bGYSsP6eVFa8aV1olXfjl70qMk2O+9zwSxGuSRdh8081IMl3TpT1MwQ9qo4sak3098TwTtxzaTFWOEmIbCseEQQpZ4OmbwO1A6ptXilQuqxC5P67yBy47ksr52ILRFhqxvDEwr.e7cnNetJmmjN+GDI2W6Acn+u+Azr6GszNHFGW8au5MHRtw6o5P+gqFZhwyUqbChj2L.N6y1R7fX7b0JwfXj2rAJiA9WrzOF5+VRvmoV8FBo2t2e4e7JxPXbL0p2PH8YB8y94qHCgwwTqDCgge4Un5N+oK8ifduHL74oUNcv82mha+E+hUCcvXYpUtgvin4Vo+043P3TOlEYNPJFBikoV4bpf7BHQc5o+aVMbpHdtZIZP7lh7BT8R5yO7UzmwdDN8wIbPb2Tj2qJJyD+Cm0sFWiRmIslBukemIslJuUJlIsVcdfZyjVqAOsuz2Z2R32vKpoJ+mnU32JZS92ehXO4Ot.O4fAi5ehMlUFFHT9c24Bid8GRR08sRZi5S7VF4vlOgzsqg9rmJ27knF0p8TDp9EVZ80GNwKazsD+YKKf09+rZK3jeRtI3bdo1nNnt+yqzBNk8xMAmyiSW.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.x7A7r+WQ+Egsw0HwfsoEtuXSdBmu9tlceEIrmGPFTQk9b5vlkr8M9gs5kF85NtWMrjvcw22MN7Y2GuFi9XoRyj930O06cn9gWbAdTMnCdixO52Ijbalz7uoay+1kO4UCruLn0eqxD8V7uvXpzcBx3J831tZ8HSxoESetoQG8OynuA09kc0NepQudORqq9oF80ouA1HgyNs16FWOLWdiPbYMZtDQwkNeK.ccScRNdiaNoD+aUlnbMNc5IujLjBnXlOH.pRKqpRa79L0kLH2cGeRf7w6CZjjRMoCFvSi5uc6m9e4iefNdoIZY0YgsQoToIz49U+0GL3E5V1Ga1SyJpj95Bypn3Y0aH7zABKIMMSYugXiGwqzK5z2uQYGQ9xTG1YJwxSG98Jer1hvDhmXNhXT6gZX6ow1z9agM86D7BOcz8LyYH4xz48HmDu6uqQ9MoCch9ftN+3+G9OdYhH+dCuLQQxT1+2jLkijoBclJQxTkNS0HYVmNy5QxrAclMhjYS5LaFIyVzY1JRlsoyrcTgPM5bQSHiPgxNpTBERLghJmPgDTnnRJTHQEJprBERXE7qRBfX+MnQrQRjOmh7Fx96uhAYOysxHOfoKfN4zCMW.lTNsvwYuKBPv.Db5gfkkHeLTfUy.DL.AOeff8UhYBAOVCmED707vmYBAecuLAH3EcHXEIxmxHGHXo+q25+NXEL.ACPv.DL.AOqffUkHeHx4MDLXEL.ACPvyZH3ruQD2vCelIDbYuLAH3YFDbnSuqtzoHvHX.AFPfADX.Addf.2P5TYvFX.AFPfWiPfy91PbSO3YlHvugWl.BbZPfaJcpBXCLf.CHv.BLf.WPHvuGMBbKoy.SfA.X..F.fmomD2a5gNyD.thWlqil.2VZ+KASfADX.AFPfAD34xGkQMoi1epff+g6v3aWEffAHX.BFffymcgnp+mlBaH32xO6kFH3uYHHXjD4NrEvfALX.CFvfWICI321GhlMF763mcAhA+qEBCVV5AFV5cri4RZoTI.FFfgAXX36SFBJsYELrB.CCvv.LL.CCvvySXXU.FFfgAXX.FFfgmmvv0AXX.FFfgAXX.FddBC2.fgAXX.FFfgAX3YMLb3GOgagggwPRGMx9pQ1CWEd+DJCueBv6mvb5oH4sc0l1qm4P8UAco2.zk.coYwaQxaHfGBUcFB2q2vZS00oL3U.3U.3U.KuB9MX5Uvs.uBVv8JnTZ.OQ.3I.dBfmyIvS3hPdoF7TF.OAvS.7boC7Dt.MW..OU.vS.7D.OWi.OgadsbC7TE.OAvS.7D.Og6rmzCdVG.OAvS.7D.OgaamzCd1..OAvS.7D.OgqImI.O+Mcmp8MJehsktVe7n6IZDTTKOHTuegJ1X+6XK8dlZcOw3mPUrudmcGcwE5VgS8ubGml598MGMHTa40yeh9U5Z1X8EJZdycdxS9DKyQWEkpM2wI.1N0RqyywhBZF5nA5XcFa5j1yxb3vKvriScMjNqiGY8LhrJHkmniWwXX3zv5OzZNjcE5GLTmnmZzwWIKnzel4WcLdH3g3kd5Ydk9QVcwiRT46zKpcplit70J69aTjeKG42JQ9sZjeWOxuaD42MC9sq.+PsqHyb9MJWCo8zCe5w8zFZ+zSL5hEmGM3oO1zpuVOLBWXHoaJ1hj35FC9o2ipj6Z7rwsqaJID.n2DB.zLDciaP0Gq32Gcs2xe93304uPaTOa+TCCbbn4.yqtzbfQmvpF3o5O6YzylI2G2LXn6aai0LCR4asySz6oqMLP29e4+ic9LiA5ZVg03Skr.ItrHtwqucY2tqDAsSZ4Mvcu9rMvc235Tcxxtcxpk2ybvPaML1r6mzgS26nN1ZuPWI491tFWQrLmDzw41vdoD6kusau7D89FK58w8zGXu.zGmyeyCwoQbKOKejvsnk8BnJ6aW1Y8WIh4TqvQba1CZrrG2CY+n6lhced51.kz6CPG+gqRa7Fd+6GnYqgG20GPLoy4S1nG1n0dzHBCwVfSF1KWlb6CWJ8DVsLwF.IzcjmBpUti5TPc86zXJnt4cZkEpeKWpaeG73aFH+FkO5xRYvuM47vusREneak.+1lq9s8tX+1NG6219FO6RM6gfmZqMdpICdpAdpkqdpotD3ol5RfmZpfmZfmZEjmZucbdp8Nw4oVo37Tai37T6Zw4o10iySsaDmmZkiySsaFmmZuQrdp8lw6oVk38TqZ7dp8VfmZqmdpo.mvF3oVZ8TqC1Ss8dU+y05Adps93olB3oF3oVt5oV8k.O0puD3oVcvSMvSMvSMvSMvSskEO0fyyd037rgwwUiwQAtSRe2P2vuH3J9EtVRgqkzreE+5oNc+9manSTUVATmdGPcBTmlE2xu2T3u6Pr5DbK+Be2gv2cX9u+H+5Lss+sga42Y92cXoz.+A2Su.7G.+Muf+f6o24L7GbS6Bve.72xG7GbS6lKvevckK.+AveqSveq52UtoB9CtsaA3O.9Cf+VctsaSE7Gbe0Bve.7G.+s5be0lgOoKU3S5Z1+IccyUnOoq6VtVaxklnen37Tmmc6mde3VTDtEEgu3K3K9JG+hupsD7EeUaI3K9pF7EeAewWK7QzD70Jv0rdpuYqal9ugnaUdudCuyz74WQUCw9IXc8H0vO7qYTCw9YXITMD6mhE+Z3cCpg3+br3WEuGknDcGjbVtDMZAdbAdbkFOt1tLpVHOtvtp7zcA+sVy82RE72B72JW82pwRf+VMVB72pA3uE3uE3u05q+VXaalR+sFWCY1eqw0Pl82ZbMjY+sFWCY2eq.QYV82p8Zt+V+pueA3u00Vs72BExeqGoY8z8.+sVy82pN3uE3uUt5uUyk.+sZtD3uUSveKveqo1eqJL825FyI+sn8A4Zo2Ch2qL1nEWCmy7cO26SUGY1565vi6DbZGow5aox0ZeNq3KCdsmfW6Ivhavh6owhazRfE2nk.KtQfE2fE2vIb.QT1rNhxDpFx3E6snQTF+ZP3HJKNG0xbDk8V99Xgpsl6jUgbDGqRNY8aVFU67ICoLvEq0MWrZ.tXAtXkqtX0ZIvEqVKAtX0BbwBbwBbwBBhrYcPjITMjYWrDKHxhyEKAChr3bwJyAQVfKVH3brfnHKktXgNexnHCbwZcyEqlfKVfKV4pKVsWBbwp8RfKVsAWr.Wrf3FagLtwZ.ek7vQZj13FqCq3FauW0+bsdfE2qOVbq.VbCVbmqVbKuDXws7RfE2xfE2fE2vgZ.wMFD2XKBwMlL3jE3jUZiarNSF2XfKVqatX0BbwBbwZZcw5cC8o4rvdSJ+NTeaNK5cRmONG39dF7xB7xBBcLHzwVHBcLEvKKHzwRani0YxPGC7xZcyKq1fWVfWV4qWVnkAurPKCdYA2ABfWVPziUDQOF3X5hhio4+K856F2Hw6E2Hw6G2Hw2HtQhuYbiDeq3FI96D2HwuVbiD+cicj3aG+HwudhiD+VLGIdOPmXlqS3msr+TemriJmPNxl2wO6nRJjiz4V9YGUVgpGRUo97ZVPo3lErQbyBJE2rfMhaVPo3lErQbyBJE2rfMhcVPo3mErQ7yBJE+rfMheVPo3mErwjyB5q0wx7ocLGXaY5rz8a5jBdA2AZN6UT4CI+VBU5EZ8FEZql5icQ+oc5DtplfP4rRnRVITMqDVOqD1HqD1LqD1JYBI6fx8GYa120uxRkN73G5ZK0FOL34Snz+eFjbdHB
 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              • David HealeyD
                David Healey @Alexandar.mller
                last edited by

                @Alexandar-mller Yes it works here. But you've got two simple gains in series both on channel 1/2 so I had to bypass one

                4273638f-ebab-4d67-86af-99c5d4adba89-image.png

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                  Alexandar.mller @David Healey
                  last edited by

                  @David-Healey Yes, my idea is to have one output for every close mic position and have the simple gain modules set to 0 width and panned all the way left or right. Wouldn't I be able to control the gain of every output by doing it that way?

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                  • David HealeyD
                    David Healey @Alexandar.mller
                    last edited by

                    @Alexandar-mller Yes you can do that, but when you have two inline both on the same channel they are going to affect each other. You need each one to be on a separate stereo pair.

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                      Alexandar.mller @David Healey
                      last edited by

                      @David-Healey Okay, so then it would be something like this?

                      HiseSnippet 15950.3oc68s0jbbjcd8.fFjcSRvKK2KRVZc4wJVOX2g.cVU02VJxcvL.fyXxAyXLyxQaPQgsltqASsr6tln5pAA1Uvdss7EERgh02jsBE1d+IH+ndRLB6m7SJBGgc3H7C5mv9neyNy5RWYUclUkU0UW8sChfDnyLOYlmSlmuy4jYVYdrkYG8gCMsJsQ0SewU5k130KexKFXe4dWpYLnzA2uzFuY46c5gGchzoO3jSeRM0R69hqzFNTuaoM135eDoPaT4Fkb9yu5GrqVOsAczCRpToO0zni9mXz2vNH0i24iM506gZc0O0nOUoU24fNlC1yrm4HbG55kqU5JsNeg1S0ejFoXWqbo80FdYoM9tkk6nVW9hV5Mq05bkKzUqWW+BcjtZi1nyu3BcsZs0zp0oVqRabyGz0v1z5DaMa8gk13F6Z18Embo4WNvsA9TigFm2Sm7CToSvsraxOzrWWBKRRszdWZzq6w9RpgkJsQ4iCjaW2Ut8tkOznqw3zCjeukSFRATPK.23Zg6dWOT2CQ28pQ08Xzk1fpKcC2tzaW9jNVFWYGjCo+7ZkOXfst0EZ3wI5thaYKc8+7eiqWdOSbQFXem9Zeg9Csv+XLIaIipWeaoVMku86Ws5cuqDoo5JYYNx1XvSk5qYaY7bogN0kjEdPwRGOg36WEOtNzV5YZVRj5FKazsj9.ImoZ24o51O1k9CcHeqMCMiaS2V5DcaoGMp+4XBMuPBKeGLPu2vpUuvzRZKiO.89RFR+1RxMw+8266c6p+rpUF2R2QqaW7OFn2w1vbvVnsQ298kv8cjjsI9+0wst7YB9DJuMgq4lsx1Jwks51pwkc8sqGW1M1tQbY2b6lwkcqsaEW1s2tcbYipsMpVrE.KRQwV.4sQwJ6PJaihU5gT2FEq7CUeaTrRPTisQwJCQM2FEqTD0ZaTrxQT6sQwJIkqssbrRRYz1xwJIkwSBiURJqrsbrRRY0skiURJWea4XkjxM1V1QRVsxcuKN8gl8zuyUVFCr2xvQypyk5c9BIhlYGSKKLUi0wF3nAOr5KIpzGqq8ERGpaSRfBg3SzeldOmjOX.BiR3iFgwI1yr+UlCv+XqMCUJBFAqJ3nQ1hTCjhwqJNYz4hTEjhwqJN07JQpBRw3UE6Z2WjpfTLt8BDRf9.hO8xBwDx7q.EQ5.Jbo+LQZ+y3R99WJB83Rwcxz9BMWZetUvCO5iEoFHEywnGaUBgzHhQgPL8gXTGDSaHFkAwzEhQUPLMA9JBhzAhQOPH0.9ZAhPtBWk.QzA3pBruHZ.6yWAPn4+wL8WrY+dd7cn1P7ukHAYDx9fa5jjq4nML1KxGfc8uCtxnHrljqtP0PDcmg512yF6q44ir02JbVmYz09xskHVoElFu3d1V58Pg0aCJFxUyKt9JRxSuqZXx30xN4wr6lHUi6vb6uxtJ5w0ekk7TyqFlLdsrSdL6uIRk.BXEWfk35vJRdvJUCSFul1IOlc3DoJYArpKNVb8WUIOTrpgIiWK6jGy9ahTIf.ttCtYb825RtnlUCQDu1kjEyNaBzjrnsgCDcb8zFRt.zUCQDuVkjEydZBzHfPsoi4f35pMkbMFTMDQ7ZVRVL6pIPSxB0VmkPGskzYQ5msNiWShygYuLVJDPb1d+KSnW1VZ+KizMwDwqUIYwril.MIKNQ0brlFq8fZRtFSqFlLtH6j775snZQrHjDci6w031iQtFvisKij7seGgPtMtSl750ISo.8a46a3DCZBccYI2xE18Ep5QQr5QIo5QUr5QMo5otX0S8jpmFhUOMnpGr2Y2Wui1KjdrlsNUsd+Gr289QO4w26zGfqsZ2oshSQ2ajkE1KOoOUq2H8gUIEryHKGW9bbfq1cp89gR00WoIR10kjIR10v+DI6ZecxRiXlpLyTUXk5YrRzA3YRFYeVo5pG4jLV5PVCbKo8z506bsNeAkvjHCdvfmZLP+NcrzwBZmRdz4+DxPCdPvwEOmz7IdqKFMvcIZHK.5cuqy3ouXWJvcbGodXWXIti6NL4ThsHKQpDMMtiIQ7iLJUDkPJZbGvh3KWhsj63YDGpRnkbGri3TSxsDJDQDuKRncblmD1JexshRHZHlaSnUNKDAXSeI1FNS+BaCJg1vYpYDi.I1LtybihAytk7WfO5Igiqsqv4POUDC6zW64a4kz19SSoZ+wT3OQjlDbZaOdZ5X9bLI9yCoIAm11imkxpc7mFRSDNssGOIcx1weVHMI3z1d7bTlsCZxlA42JnIaDuofgJure4kY1BJSRghOEJS1BmMQwOyqzmwp58l6QW98uba+4kSV8dy7BM9su+v29rZA+oczjfSa6wSJcmv4LmCOgB++eu77ONUsjzOy4+abgzVzyd+PJaY21oD9kj7mP14nH688JwKc9a8dC0iizu6GPYYMLot+eLGim3m+7sDeVmnF9gzVr4y7tZrzTlB1mPbr7OwN2nyKtwbBXxGR6SBeF2E2glxTv3DhiiwcFbH9OXdUww7DPwOj1yK9LuK9IMkof4IDmznNFOs3XbBz9GR6aIeF20J.MkofwIDmDieJp.GvQzi2nXFtQgFsQoYvFkLKKWfrrLMKKGCKKGhkkSCKKmLKqTfrrBMKqDCKqDhkURCKqjHKeVwwwmQwvmwmeOilcOKEb6YIxr6eYwwsXWz9PpPU4yuN9xQQVJ3XLoIwxGsewwxXuLobOY+X7NY+PNmreZ7MY+DYYryoEGOS7S9CoWlA9bsqK0zTlB9lPbB9j5tBQFmq2irieOS2Zng4.oYfq4DgQfK1dqWBNhTuVe3CMchT8gZcrMs1hxW82OfTWGTEkV+PLobwSTRcB0zmTWGjDkT+.NobwPTRcB7bbqhRSihnHTNMDJSQnRZHTIfvyRAcmEPlCFlnz4EfZ.RfvyB1OfPWkIQobb7ptGpwwqLRNqZ3ATD5bRQVwPm1aKFZAiOJTQJUn46iOrSQJTnY1iONSQJTn4viOvRQJTnYq9GJonUDJZQjmnHxQKhxDEQIRQNKZINKRA1+xnkfd9i+4+Ip7a+HEgb.ehTFp0vfd.SnwKQFtDYzRjAKAFqRdnJ4QpDGnRZbZ+jGlDXTh2fzKIaABVtaqY4t.7ao3r8SNQkNx11bvPu0w+b6A03dnWHYFrqL3eghqnnPEUNthJGpnJwUTkPEUMthpFpn2q+4wxYj7iR.JABPQIPNABhbJqvIdrgcmKOpis1yziiVphwtJNQuuQhU.oPrIeOx9ckD4jBMI4V53YcwRqSIXQ3yRfrmMAQOR+4w1Vj781vuGLP67d528YteRBRSLOW4JKGGZH+SREcud8NFmhtksg9vsBMKKnjpLKoWQ0cZwtd0IgnOS9ye+vYh7pmH452KoHEEMyPjRxEyjNcdrzcKupeaoMuPC6JrmL.Okyf7AML4gRijfmJwD6hpedgk9dohhgBDSJjigBYlTnDCEJLoPMFJTYRQ8Xnntm3audlC4H61q2PtxNRdS1l3TQwPAhIExwPgLSJThgBElTnFCEpLondLTTmIEMhghFdRaGLFIOrvCM6NpmdHwNEFXHQuSQ0HdrtIcQB2OnxAkLwHtDKmLwxbIVIYhU3RrZxDqxk35ISbctD2HYhavk3lISbStD2JYhawk31ISba9SRDXJFJl4XhLICEZhOw3L1BE+o9jBDauxo.L5RjzQIQHhCgxIQnLGBURhPENDplDgpbHrdRDVmCgMRhvFbHrYRD1jCgsRhvVbHrcRD1l2DfDm5f3N2I4IOgmJ63MIuowjLisu3T.FcER5njHDwgP4jHTlCgJIQnBGBUShPUNDVOIBqygvFIQXCND1LIBaxgvVIQXKND1NIBayaBPhScPbm6j7jG+owmn0+pdjOyufpwKoP0gym0ryu1ZS+7C23doJm.UxLoRIApTXRkZBToxjp5IPUclT0HApZvjpVIPUKlT0NApZyjpvyWXMfUiMcINPydjFkzPMh8XMJoAajRn4l80tZnz8rrzdAUcMzIqCIY8A9ULo5NwO8OwXnyQwjDaiY+yMO274Tj2o+4iKI2froKTXNgNGjPzi3WApBUAp7qf5BUA04WAMDpBZvuBZJTEzjeEzRnJnE+JnsPUP6XFFqI13XsXpBAmJ38IjRkjy5Zrogsd+gatM0b667SLMFr0l+tC171jVktRROIpomj5omjFomjlomjVomj1YPHWKCzH3HS0pFC5YfiAx+fgKYNftdHyirL6sUG+IQaimu0ajty8mgOP4czF58O2512omoV2wjuUP69YNz8dnOG2puD2vh.1Q3Audv3SvNy9m.bBRDVQcFwJHQ3Ej3LipHLS8YDynJBynRwLwyK0EgWZLi3k5hvK0ElWZHBuzZFwKMDgWZHLuzTDdo8LhWZJBuzTXdokP3X0lQLSKQXlVByLsEhYlUnxsEgYZKLyfpID2HOq.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.OobsQhB9ZIOCH0iurpjTM.KH9VapAIFtK1l+vKMxOCSUHlP+htVUnledTdWL5ZMyGdSV6k0XWpUeCEGGC6exI.U6YlKFU8YML2hgd.hma+bWWgJiUTlmPDBLIR.YCcQdYkIkNrl1DqvIAYSAYebVogUoBemLSoRlybrwYm9YYEkJX9OOKPVVY7zNNd0hX6Q6rZAeB4E7z3ybHmlkiakiBlgLoyzRURJjJ4F4aHUx0CaVUMwA5VIoU0VXvX4zXhhojoAkjgQj9MXIYDbKXkaDqjYR9tUhhN1RFZLFAkNB5JWSJoCCW4ZxR5H3l5J2LhaUoU7j37Fe4GCwSElq8YbJVIoVoHmupUJn3EO4mdUkJ7l+njmZWJJ4q1kh7TN+I8pWUDW9jd8KE07U+RQo.0uDZM7mJ0qV4r5UyBT8h4jG0bU4pcNqb0pvUtDW7jdcK0Z4rtU6oyxtvpVr78MMqVsbLaPES8vjcerVNuh7sKZEwD13EAEcYv8RTN6dYsBTGMGkbYv0S4b10Szb1zXZBoKbP+nLnwNKB3qRQGG0TAQj5Y5Ulh3LEeUZJb42xRncIOdQGaGyf6xtJl7hpJ1bbDKGrBOdDioBFRXaIgFqxhCLJ47Xkbw4.CKaIYTxgx.tjZNiKoLuCxHixNQQHnUXqmyJrpywUOSJsqd1T6Cyra00VPVspYfOLSwh4k3zco42p8srr7YoxGln1DqLcZXBOhU3pXywQr7zGlzYNQI+chocN6DSqhxIlpUpTg6BpmQAHCCJI5LiRsb1Yl1E+1QTIJhQFkeYveFETNq7Vqv8mYRwmZg5RyLaGMVP1if70klTuKA4+5xL6DfE41VTzqKizTrsfS8ByTLJYywgr70oFNNhJ7mexT6WiR8bd7Rc9eJJxnzKCKPiRibFfp9b+HVjQgWV7noYNq41nn7nItMIVMqaRbLmN0TuInEx1GWn65ZA41yTuqqIbd0S0FxVHak8xxN.mgU2oxzOPVKsCjRKF5iywQxYvp9H5.IpvNTNytOS1YtaSoAhCUTGUGTNuSWnhamtJ.4Y5O.Onb12JTg4aEGr6zhQmqKIwp4Y6Yo4jNLUarSJ214Y4wBalcNHVPN9.455ONcmdfY4gEalIUWVNICoaQIyoAxYvYHqPzGmiCj4pm3S8IRYFZTdE5vprzr08o2nbl254raSVZ9ss9KH6BdAbTsyv.4LXqBmYx0kk8iOEJjEi5n7hzoroHGEKDKxS6G.5L0d7rXSfWmOm.4p43oba+lkmPmY1lQufr+s4n03oaiuytxuz7aOwWV1G4EOcQ4EUcw43vXNaKl006V879r.DO.ap+f8W8Nl.KU6Cp33Dyl8XJ9yNlzzXIe1s+nKHafXtenSpTY1N9N8nEEhzdYY+LSotak4lxq7hpx6bbzMuCCeNrciSks9UmMhboYmVlNa8EvZkm3DJoJUVOVH8EjE7cdMmRsXlSsNsXPEYDuE3hHxJj2FY3E8HqGSyY4ruUn.XJRmtley9HAP8x2uJmWvvp28tGLnqwyL5NRqmzGQd1COomQWcqgzOYhewfyOX.2WiambC+NdiS5nQ1wQAN6IH4jQmGGI3rmfjSMuJNRvYOAI6Z2ONRvYOYqfhsQPSRfbrDHOIAJwRfxDDbVbk+rIJ996GW42e+IG9hkfiljfGdzGGGE3r2z8U57Psg15Vty093AlmW0elVemLHo2o2P+mSyJgR08Mhb7S14Ct3B8N1jmqywUYMoCbeQvSKgHImojYfRYImYlYfREImInYfRUIm4oYfx5RmhxDgMjNUNSD1T5TkLQXKoyxDcsk1+xrMGnlDYlcVnDI4LCmP5DSm6ZXgKu2L5JglS6lk.0urz8cJZzdmvUfxzVApSaETeZqfFzUfOpAFawsLepYuQ80iCChtbNfQQRi86D63BQ5Cw99IypjrexXcdAaetDFALz7Lb.kDeudNoibOaaKiyGYqu0yuCIaexItADzJ0NXP3BGNKJBcevGbrUS+ZODt5PXLPd0mSdzUHlxummkd90nLFajWM5jGqZjjN2ZTAiYxqFcxiUMRRmaMphwR4UiN4wpFIoysFqeJhWERxhYODwu5ZbpLupijEypSle007TEdUGIKlUmB+pq0Y7pMbNrpry3WWs2+RdUFIKV0196Gy74ZGsO24yj7XNeNtJDgg44ViNYxpJIoGtNeoyCgN06FCk+Pt.aCMHt5+Qtuky9tCQ.NB81W2H38tNDAbfS8xcSLZfwscezqC4Eme2IYvzvkzGNMbpbATCWrj.UYV5j.VCIMDDX0ePw8EaNlQj8BbPchQjlrFQ1iqSDd4xcDwouj7vAUw7GKnRh6.AUYRZTXxhJ9PvdBaayeH3Xm2KocGYaia+i5Xq8L8HBF2RDiHwo.NBiwdJ3jzwVNAM5+SBg2qWORp5V1F5C2JfDrl8UCM9o5TEmTNxAg+847Zw6TH2NbhuZ7d+xQvLt6PdJw8a2skbeyQckJr4zvs4l2l6qc+j8raOon9D89FwwYj7yE9RT1hzfIwTTcJFrzd35KNVhjedvR0tSMg4JRalDWQ0un4JZDoqBFRowingiPxA3QTEOBZzglcG0Sy1zZqMomLMAnzU9hagaNRgSnwbFhY2TDYfvMEovIzTNxcplhIRmaIiaFA0y4Fk3Zh2bswbGyGdswcHZWCjjpx9EKlS63uOTNqYqiDpOA5kZj91AuGlUbby8.xDygF1uXqfHJ7VpvHaEBy9ebsHorAayZlZtHBjfkklTkiKQMd073RfRrDxIVBkDKgZhkndhknQhknYhknUhkncxRLADpbkptq5ryigXr.fA1k45SBs5mGvmkNtvR6ZY9kC0sj9N9H6eOoGo0OjeAWzy1sv9kkm+AQKHkeB3Yh15Om.6PlS5TH19HvwlhCEw6hTjF+NCuz7K8oXrL0yxyCF7Tbi3z8GYYgqoeHlBWxIbuqJxlaRT63aywo3tx7s1jvcatszlmn2irtTjAXu7wsJQgL0UElfD6lNlFqjfsQpJmsgQZg63IGOyvbzv69Hxfl+TEmIHC4LDQJovV78XLx96PnKfs1hbXXHbUZkUhHpdI+YWOKKcceoTw088jybGJoFDvD3wZwMv+Lpg8fnzNznC9+dt2HNMV.lJmhfKAo.7PBBWrv6qwgNwtPZlOPZrOE6coQutN+hr7jXSeNkXyayKh.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.6o2fvBBfU58PELF6js3rFlcxVTPj12CUqV1.McoLC3erHTHrLF8UgvkXPm.XLLnRH.CFzInxOKJEUQdLsQ+hEmvwJ1ZfyZCySNAcVaadxVTHTFVCBhAWvfRAU6YPInIsPpIImrlzL0GPmI0EnafSpDMS8Db4VmctXxc8R+SIY8uYW3CvryUWGBWVUHTSVgXlFlKnS.AIsXoQTOYMhY7hw.5DfNQNYcIWzHZHfFQArfgfFAnQT39aM4JTKmvJTyd6HwpMxv5Vu3rt0K0KDInaOe8bzQ+mkkxZIeBD.ffBBH.VG07bcTg0lLGgORE5gBfdLGPOJxUAFhOXodkUSm5rJnNWLpyUlmKhMnRuDuvvoz895fF8bv.cguF7fJ8R65ZmRE5FfB87PgNCag.nRudt3cU3pQix5JvAqaLrjXqTaJ+Z8Rogx5RosN.C.mvQXMwV.9PRRyRhsNnVBmyRXosVnzKqu1pWVovWpoJft4Z9ZTkJUyFfpYAtnQfx458pMIxGyYZBxDVGlobcXpTjwyVAN34oY8sWdO8lxYM5TPeNW0mm8ABCpzEv4vbQUgtNnPWvJzP.zq6W6CyTE5FfBcQqPCgcC2jK4x40PIq9bWnA8AdjN2mquzrpVUltEZJ2W.Ykr5DbgpgAWoFfJVFUwRgErJy5qTrz3SZwpeU7mtVPCCzvR4R.k3MTVZreUzNsAqxAngkUMLgicqxLYcUTypMrBWGCLiAJYEsRVNXDqdVUvJdiJfJFnhUzpXoaQHm7NYSIS2Iab+7vTfO3S3lZKeNfhvFOkmexcqWWV8oABSAfv.Hrk9uVP3CvaABRQEfT.HkUguzQ3iGbdbQ2I12TH.p.fJ4CnRwuRYv2V0BhmJM.PE.TY1.pT7KFNfpjKd4jwqmeXAUfKs+0okKcY6RLeEdUXjgUgAvgVIwgVMu70WAt2mRCPDrxM.PD7kHu5hEsHtbOxvx8.HQvmPMfEM2WjHEH3rEmGyoU5u8a3.FqrrEvjBDvzZJ3vZQ7Dq9mJuBGa.BgYM.aX8vCe3L6lYrAUvug0oWH14v0E.DZwL3aWrv7cPE7c.7cnvtfEAzg73vtUI+emAD3YmF.GV4eLpA.hUQ.hzb0ZMEu4so4XsBuDtvlYtPcNSWduzyVsdmNy7ATEPT.DkEsSL5xKnxpzSLZlOpo.jB.ornGi1pOnx7cCWQ46YFEfT.HE3cvYYFUIkOIMoa8TTfneVL9RSgXCfCx4Lx2AEHbjEjU4C7VekPMundvHyAsbHBgU1i4.nnuZb3JSmZtJXLec63NB54qzmRRT9dJIA87k1WnIPSegUSOedWnQ46YdbsPUe83THBJ6KNJ64woWTNeWscXGtx0c3BVX+4FRxb4vWWYgZU5ky2UoGvFVlvFf0OXQGdXNu59x46p6CnCKwnCPfHqR3C4wlBHmuaJ.fNjqnCv1O.vCExVIjGvCfyCq7vCf+CqN.D4yNPHmu6.A.PrbeQtCHDqNHD4w1VnjugWrRekFW3JqfhSRJNKOen.4xFInjud6uZqsBV5.E1B5K6IklWquTnvB9lBZrqtmceVZqp4q15Ju+ofBKnvVHmVOBYmaoq8E9ZtczvZtpe+pNFdS7NFUnaXCbEUgysKnJb6iVDWMwvMWBr9oK8OgV4w4.nXtV1SKpnJfJBnh.pHrsynoxOtUNbw5.tHfKB3hvtsOUHiUV3eB.SKtXC.WDvEAbQ39+bw.Ybl87GJzsyEDGMfKthcqmUzQYBWJny.22TfvZAXpB+JdY09br.WqoerXmNp7AnBhyD.pVM.plCggA2Lq4NRkJ3REfTAWDtqsdUk0cCsvi8SEboB.pfax20YupJhStQNfTUGPp.jpUxKh34.T0ZER0z+QAUKEOOmvl9M2wofyIv5zosOG8Sbs7lINe.2f00B.2.vsE6Sh5p7Mq7LEbChvD.2.vsE8Uba08hgNG.2hrP+U.W2.zM36cD7dKutUJqLmcdC1HS.dCf2Vx1wzkW7sB16MXyOAzM3ixdI+4dcYBfaVsmoJvwkcI.daEaS9lumnC3Bfb1eonmOfMfuT.XyJvIOE.bxyuL6oEtABcaMFtABrA.blUgRoBvMKCGS9U+MlBfbVZOn7b.bPE04ces3aHAVr3koywzbE7dA+kMYg5bqiJpysN.RAfTKxfTEuGeKSvTy2yeNpnN+4.HE.RsPCRAuSbyFXpbX4rQ4x4rD7jB.ofC18JNLUZVYo4ouTpfuT.LEb.sAfpTBTk1miroEmpNfSA3TvQsFPpRKRUJhWrR5.pTf39f8kBBJJEZvqYG1ZTQcXqAXikcXCvz+JBvwrKtHEHtH3tJCfNVYgNRSfJoB3PE.NfMTAvNVkwNRyRivC7PtnVjCXgJgKZZX8TxC7o4y0vctr1HxE0Zi.nM.ZC3OzxLdSdrjJxE0Rp.vMvEMO.3rTC3jCKDibQsPL.bCbFZADmkcDmTc2CxBuQonvafEa.zFW00FWvW02ysz09hwHAczvHA0+9UcVV2L9hwJyEQP.bELNQc3Bxo.tOtfCwL3OKrZcSyBCULWlp4CFac.iEvXALV.icNGgxh3qRY9fv1.PXADV.gEPXm+KIyh2aiYZgXUAmXAHV.hE13qE1kZeA7A5Le.YA+XAPV.jE.YWLbksHdmPqLSQYqCnr.JKfxBWbOqh3r4wsgSZfYUfUL.fYg6OjUuvoWUuJelKndfyk.pGf5sT32E77slZLOHfZ.yakEya8HZy092PVzzbMn.Xd.lGbYUsbf6sd9N1VK+eGagkzatB5Aap.7V5tvBkuDeuUMKQJA2CAjR.oDVvwkr6bqYJRIDHMfTBHkvxTt3hUNqVxQYXIGAjR.oDVbyUJzxo9pNqV9eM0CfkEMXIr3Z.Txp98z1z9hGOC1mE3yo.78B.mKVv4k16dyY4afZgseI.hGf3AHdvENrvfd4vFeflua7A.4APdq8OyJ.nWJ.8l9cv.Me2AC.xCf7f8T.P8REp2zdloQy2Mh.9RtfmaF.QXc549tfdztSCHD3SB7bc.vcviqURaZq6aVE8SVUi43SVE2sLsAbdOfuGWHZcvxHXYbN+3rj7F9Bv0.bM.WCv0qG6g9Bz8ishHupz.fM.XC.1.f856JAklaZ648SyEfWC30.dMb5EVygrmQeahyfWFA.vF.rgidA.mszdo8VYdeQTBHny0O4avcPX8VAv54ygwXt9gomBbWHtX.HD.BgSP2h1InaxCyVyEtCyVnZIBTaSvE2hvEWv7EX9BLesFX9xym5WV8kUuXzfN1FlCjLG7HSa8iFr0sqhQZw4HEMqKtfYd6YNv1xrWOcKlYepQeN43Q3VCF0+bcKOdZbAKswMdPWCaSqSr0r0GVZix6Z18Embo4WNnzFWuLpzmZLz37d5t+fXzf7upUpCtV0GXSUPyAGLvv9nqz89co8tznW2isL6nObno0vR3TbIpToM9HudEtn1u3Jbseqxmzwx3J6cGYaaNnjQ2Ra7Vkwlo1qm4P8CM5bnwyK4zyKsQkaTx4O+pePon0xa4UK6Y1+bycMetW8zo+4mn0+pd5GpcEBEsdT1IS0Ssn0SMAqm2LT8zNZ0HmopoUzp4NYpZZNtZt4aWx6OYnZZDTM2ZJpl5QYpualXJ0nUyVBVM2JT0DvSaLE7Tvzua9Z7pFFJC2jnLTS.U.dzhlBZkEf04QqR.skRKspYi1JDZuW+yyn3xmbzzQtbJH+jdFc0sbH+sKGwrRzp4u7CEoZ9ZjpA2KLzGzQeZpn2hTQNnvSSsTkTKGaX24xnzK1Ppis.G5Opis1yzy1PysFWKmn22Ha8jf5XOhorLUGNSQN1R+YSA4OR+4oo0oFKtU4OQ+Y58NTGOE6fAQqiezWIRc7JkcB1Kacf2jpCfieKa8fWsrazeSeW.GP2TzEXPc56B3.7lht.CpESqjtKfi3aJ5BLnVrt.8jwSQSwjwIINCc.4ooCHmCc.kooCnjsNvaP0ANKas+MIs+YSO+u+9SA+OIwouCbzzzANZ+oWMDG64TnFxf5X5BTlTpV1e4IylIowzilR5kmR5UlR5UmR5qOkz2X5MlbvfLhi9VgsKmC0B13XNTKX6a4PsfMQkwZIjkZTdTIx4QknjwJgFu6rbnir+k4Pkbz94vPLF9iUs7CO39Z1ZkJswFdK.0wVlWoaYaPVuqMtu9yL5nepS8Wo780G9E1X+o13iwwvek4.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.YgSAaKfffTPUUwjBNkstHh.mR1PD9mTx5HgXdOk95xBv+9kUQ.QfeYaIlTvu3sEQP3U3F0DQV3V3RYz.SMdFX14Jv.CXfALv.FX.CLfAlTXfI5t0yw9B1bBXeAru.1W.6Kf8Ev9RVsuzhm8ke9+.v9BXeAru.1W.6Kf8kLaeoIk8k+leAk8EouLh8ke9mNg8k6C1W.6Kf8Ev9BXeAruv6C+Hv9xu5OAru.1W.6Kf8Ev9BXeIeruTm696+Sf0GCru.1W.6Kf8Ev9Rlsunxc+8UA6Kf8Ev9BXeAru.1WRg8kH2gHTa+x+rvKOFX6.rc.1N.aGfsiUdaGQhjvfwNgjsvWn+9Jk9iA6Kf8Ev9BXeArurVaeg4NsSae4UR5VGj51M3TJiJ+he9N1jagLrkI2dxccTUM5DoC72bUzNvOWKMc.DuN.NDJ2NvaV1UFHgEB28nAIJ.14Gyx.K+q+Pp1e.q1+UK6pEVxRqqg4GYYN5J56ltH16ueBcmpIciJRYj2hU2obYrRgX8kCXzWFeeT7Jku.i2qW5Y92Ar9IjhdK8Jp9UOksvyaZalEdoqC+JBbwQxIL8e7K85yudYeUQo6EY1FlIi1C02IcsO8D9+5+nDZ+cKkz80Qpae5I709WkP6uWTssuHg1+MRwceYP+X++8g+ZH7U7cKtjW46a106Zboiw458J02X.8UAiiOv9+b2cvTd0IF+T+aKle4e1e1e4OX3nKtvf3obYot6houa2d5GaNzfbaJy+dc4qrhxz+RaAYZV2TmA8x+h+CzpL+TO19sCD+yYFmw1f76IHiOwMKZPW7U+So2Zeet9VkcJ87lkw.Nwie+ZhbMnRog8myhYekxtkKDWsUXtZqcxdeFaBlRjbyWO3xFS.yhSbcrFzoZ8ejdB6+HOt4MJSWZV.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.6VQTXiS8PftV4RCwb2A9U4D8jWQfK4Zd24aQ6GXu530OpRfWdlg4ngoo0ctiroLz9mlwV+lkcpIFHoIe8ZSE8yuO84I4C2IoHw9pd6jFWbJUJ6t3H+Uz71sR7Z+dpXJWY5MJiqmhyEtg1ufnHUs7mRt3G6fCUWrQyn2U4Acnc94g4b9xVV86DFICwUYXhhXdfO9NTmOWkySRm+Chj6q8fNz+2+wzr6GrzNHFGW8au5MHRtw6o5P+AqFZhwyUqbChj2L.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.O6+EzeQXabMxYv1zB2WrIOgyWeWytufbrmGPFTQk9T5iMKY4a7O1pWZzq63d0vRB2Eea2ygO6930XzGKUZlzGu9oduC0O3hKvipAcvaT9g+Ngjayjl+Uca9Wu7IuXf8kAs9qUln2h+EFSktSPFWoG21UqGYRNsX5SMM5n+IF8MnVurq14iM506gZc0O0nuN8MvF43rSq8tw0Cyk2HDWVilKQTboy2BPW2Tmji23lSJwe2xDkqwoSO4kjgT.Ey7AAPUZYUUZi2lotjA4t63iBjOdePijTpIcv.dZT+Ma+j+Ke380wllnkUmE1GkRklPm6W8WcvfmoaYerYOMqnR5qKLqhhmUugvSGHrjzzLk8FhMdDuRunSeemxNh7koNryThkmN7aU9XsEgIDO1bDwo1C0v9Si8o8.rqemfM7zQ2yMmgjKSmeKxNw696ZjeS5PmnOnqyO9+g+iWlHxu2vKSTjLk8+MIS4HYpPmoRjLUoyTMRl0oyrdjLaPmYiHY1jNylQxrEclshjYa5LaGUHTiNWzDxHTnriJkPgDSnnxITHAEJpjBERTghJqPgDVnnRKTHwEJp7BERfghJwPgDYnnxLTHgFJpTSNjTSNpTSNjTSdh4VgmbEUpIGRpIGUpIGRpIGUpIGRpIGUpIGRpIGUpIGRpIGUpIGRpIGUpIGRpIGUpoDRpoDUpoDRpoDUpoDRpoLgNYXkxnRMkPRMknRMkPRsfeUR.uCdGZuCPRjOcm718fevJl6AybOZyCWBJfN4z6FPAD9xzZ5O6cwLYt2WIlo49wH5rL2eMOeAXZt+5dYBl6Ay8f4dvbuq4dYIxG4IrZ.f4dvb+xl49rGc+M77Efo49xdYBl6Ay8f49UKy8JRjqC.Nl6k9udq+6Pz8f4dvb+Jl49rGc+M87Efo49WwKSvbOXtGL2uHZtWUhbwwj2l6gn6Ay8f49UQy8YO59W0yW.ll6q3kIXtGL2Cl6yUy8gNYe0kNEAA2CV6Aq8f09E0stup+4Ujs09WyOavZOXsGr1Gm09FRmJCw1CV6Aq8f09UyCp2q66L.aq8uge1f0dvZ+pt09lRmp.w1CV6Aq8f0d3X4Oo09a46L.aq8uoe1f0dvZ+Bo092h1ZeKoyfP6Ai8fwdvXOXrOuCs+s78Efsw921OavXOXruHBsusz9WBg1CV6Aq8f0dvZ+h0B4+N9NCv1Z+WyOavZOXsWvKXmZRGs+TYt+GsCi67RvbOXtGL2Cl6Ay8yuUx+c8u+kXat+q6mMXtek1b+WKj4djD4cVDr2C16A68f8dvdObN87r2+M7cGfs89uoe1f89Eb68eiP16kktugkdmP2gtWK7iVQoRfIevjOXxe1YxGtx7AS9v92Cl7KFS9JfIevjOXxGL4Cl7AS9fI+0AS9pfIevjOXxGL4Cl7AS9fI+0AS90AS9fIevjOXxGL4Cl7AS9qCl7a.l7AS9fIevjOXxGL4Cl7WUL4+hA1WF.HdKrIer4uiFYe0H6g7No9NHgLLj+olFcz+Di9F1Aod0NerQudOTqq9oF8oJs5NGzwbvdXDxQVtXjQM1eiPPq03Yr+gl85R5gjTYX3uLEWecWt9cKenQWiwoSaNfjgT.Ez7+bv3DQjuPa+7sKergcmKY2GuFi9Hd.YVzG8FXeixO3hKvtnFzAuQ4G96L6GE4oM85tZS60ybn9pftzq.5RftzLXTLzDKdQiV0YHbudCqMUOQ6PDnPDnPDnrh.82jYDn2Bh.cAOBzRoA7DAfm.3I.dNm.Oy9We607+BHYAddcuLAvyYK3oL.dBfm.34RG3Y1877FdHqLAOK6kI.dJB3oB.dBfm.34ZD3Y1877ldHqLAOeEuLWm.OUAvS.7D.OAvyYZX6upGxJSvyJdYt7AdVG.OAvS.7D.OWTWyyp9aaFavyWyO64A3YC.7D.OAvS.7DdV0m.77a6NU6cJehsktVe7n6IZDTTKOHTuegJ1y92wV58L05dhwOkpXe0N6N5hKzsBm5ewNNM085aNZPn1xqm+X8qz0rw5KTz7p673G+QVlitJJUatiyAX6TKsNeAVTPyPGMPGqyXSmzdVlCGdAlcbpqgzYc7HqmRjUAo7XcrEiggSCq+Pq4PVUne3PchdpQGekrfR+Ile4w3gfGfM8zy7J8ir5hGknx2oWT6TMGc4qU182nH+VNxuUh7a0H+tdje2HxuaF7aWA9gZWQl47aVtFR6IG9ji6oMz9ImXzEKNOZvSdjoUesdXDtvPR2TLij35FC9o2ipj6Z7zwsqaJIb.PuIb.PyvoabCp9XE+9nq+V9yGGam+BsQ8r8SMLvwglCLu5RyAFcBqZfmp+zmROal7d2wfgtmsMVyLHk2cmGq2SWaXft8+x+G67IFCz0rBqwmJYARbYQbiWeqxtcWIBZmzx6A285y1Ct6FWmpSV1sSVs7dlCFZqgwlc+jNb5dG0wV6Y5JI22103Jhm4jCcbtMrWJwd4q61KOQuuwhdebO8A1K.8w4727PbZD2xyyGIbKZYu.px95kcr+JQbmZE9D2l8CMV1O2CYeq6lhUed5V.kzGCPG+gqRa7Jd+66qYqgG20GPboy4S1nG1o0dzHBCwdfSF1KWl7J3TJ8DVsLwG.Iz6IOETq7dpSA00euFSA0MeuVYg5Wyk51uGd7MCjeixGcYoLD2lbdD2VoBLtsRPbay031dSbbamiiaaeimdol8PHRs0lH0jgH0fH0x0H0TWBhTScIHRMUHRMHRsBJRsWOtH0di3hTqTbQpsQbQpcs3hT65wEo1MhKRsxwEo1MiKRsWI1H0d03iTqR7QpUM9H0dMHRs0yH0TfcXChTKsQp0AGo1dun+4Z8fH0VehTSAhTChTKWiTq9RPjZ0WBhTqNDoFDoFDoFDoFDo1xRjZv9YuZre14+330hab7FwMNdy3FGe03FGqF233qG233shab7shab7chcb7cieb7qG+332H9wwuYrmMYd2IouYna3WDbE+BWKov0RZ1uhe8TmtW+yMzIpJq.pSuAnNApSyha42aJ72cHVcBtkegu6P36NL+WejeMl91+5vs76L+6NrTZf+f6oW.9Cf+lWvev8z6bF9CtocA3O.9a4C9CtocyE3O3txEf+.3u0I3uU86J2TA+A21s.7G.+AveqN21soB9CtuZA3O.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.ek7vVZj1yMVGVmar8dQ+y05Adbu93wsB3wM3wct5ws7RfG2xKAdbKCdbCdbCapAbtwfyM1hv4FSFBxBBxJsmarNSdtwfPrV2BwpEDhEDh0zFh0aF5SyYg8lT9Mn91bVz6jNebNv88LDkEDkEbzwfiN1BwQGSAhxBN5Xo8ni0YxiNFDk05VTVsgnrfnrx2nrPKCQYgVFhxBtCDfnrfSOVQb5wf.SWTBLMSiDeq3FI90haj3WOtQh+VwMR7aD2HwuYbiDe63FI9aG2HgTbiD+chcjXy3GI96l3HwALGI9sRiNQru4taD2HQru4tWKtQhXeycudbiDw9l6di3FIh+M2sb7iDS9ji6msLsZLJpbBERPghJoPpz54nnxJTHgEJpzB0fFH.EUdgBIvPQkXnVzHEnnxLTHgFJpTSNDRhbTolbHjD4IlaI6CX3jcTolrib5M7yNpTS1QNcK+riJ0jcjSuoe1QkZxNxo2xO6nRMYG4za6mcTolrib5c7yNpTS1QN807yNpTSwQN8t9HXQkZJNxoute1QkZJNxouge1SnS5Hm9l9YGUponRCJqDUpoTmFVVoNODm5LQb90AqvybqvgPbd83Qb70c3f3bq3Qb70c3f37Vwi33q6vAw4chGwwW2gChy6FOhyWOdDmuQ7HNey3Qb9Vwi37qMAhSo9ZcrLeRGyA1VlNNW+pNofcIdflyp4V9PxukPkdlVuQgVL39FcMdRmNgqpIHTNqDpjUBUyJg0yJgMxJgMyJgsRlPxZbduQ1l8cW4mRkN73G3FsyFOH3ANoz+eXL1XbL
                      

                      If I understand correctly then I would also be able to just have my master gain modules set to 100% width and C, right?
                      Any idea why all my gain modules are broken for me?

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                      • David HealeyD
                        David Healey @Alexandar.mller
                        last edited by

                        @Alexandar-mller That's solved the problem I mentioned but I think there are other strange things in your setup

                        c7c884f7-150f-4eff-8aca-9a89d36a3e8f-image.png

                        I think you might be over complicating it, you have simple gain modules everywhere :p

                        Are you wanting to route each microphone to a separate output? (you only mentioned close mics before).

                        Does each sampler represent a different articulation?

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                        • A
                          Alexandar.mller @David Healey
                          last edited by

                          @David-Healey Great, yes I think you might be right.

                          Sampler 1 is my close mics with polyphony group 1 (Kicks, snares and toms)
                          Sampler 2 is my close mics with polyphony group 2 (hihats)
                          Sampler 3 is my close mics with polyphony group 3 (cymbals)
                          Sampler 4 is near ambience mics, poly 1
                          Sampler 8 is mid ambience mics, poly 1
                          Sampler 9 is far ambience mics, poly 1
                          Sampler 5 is near ambience mics, poly 2
                          Sampler 10 is mid ambience mics, poly 2
                          Sampler 11 is far ambience mics, poly 2
                          Sampler 6 is near ambience mics, poly 3
                          Sampler 12 is mid ambience mics, poly 3
                          Sampler 13 is far ambience mics, poly 3.

                          I want the 14 close mics and 12 ambience mics to go to individual outputs, so 26 total.
                          I think the GainCls and Master Gain12-16 modules are redundant, leftover from earlier work.

                          I've set the channel amount to 36 on the container, so its different from your picture, but the routing seems to be working for me.

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                          • David HealeyD
                            David Healey @Alexandar.mller
                            last edited by

                            @Alexandar-mller Is there a reason you're not using the built in multi mic handling?

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                              Alexandar.mller @David Healey
                              last edited by

                              @David-Healey All my samples are dual mono so I have two mics in one sample.
                              Im using the multi mic setup in the samplers such that, for example,
                              multi mic 1 is mono1+2 = kick in and out,
                              multi mic 2 is mono3+4 = kick sub and snare top
                              and so on..
                              Which gives me 7 multi channels for close mics and 6 multi channels for ambience mics.
                              I have the different polyphony groups for different voice amount settings.

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                              • David HealeyD
                                David Healey @Alexandar.mller
                                last edited by

                                @Alexandar-mller said in Pan and width Issue:

                                All my samples are dual mono so I have two mics in one sample.

                                You might be able to simplify the setup in HISE if you split these to separate files.

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                                  Alexandar.mller @David Healey
                                  last edited by

                                  @David-Healey Yes, but I have way too many samples and too little time for the extra work.
                                  Thank you for all your help here, on your bootcamp and youtube - I've leant a lot :)
                                  It's my first time coding and working with HISE, and it's such a big project, so you've been a great help.

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                                  • David HealeyD
                                    David Healey @Alexandar.mller
                                    last edited by

                                    @Alexandar-mller said in Pan and width Issue:

                                    Yes, but I have way too many samples and too little time for the extra work.

                                    ChatGPT can give you an ffmpeg or sox script that will split all the samples in seconds. A little extra work now could save you a ton of time.

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