@Lindon Yes, I just tried to do it this way and it worked. Thank you.)
Posts
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RE: Faust
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Faust
hi. I work with faust in hise. I export the plugin to vst3. I launch the plugin in daw. The plugin launches, but the effect does not work. That is, the buttons work, but the effect itself does not work.
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RE: Faust lib
@Lindon This will work. It works online, I marked in the picture that additional libs are loaded in IDE online. I can't figure out how to load them in HISE)
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Faust lib
Hello everyone. For my plugin, I use Faust. For it, I use additional libraries. I use Faust IDE online. I downloaded these libraries and they work. But how to load them in Hise so that I can continue the project?
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Faust
Hi. I have a sample plugin made in faust. I load it in hise, but I lose half of the buttons and features. How to fix this?
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RE: Crusher Laf
@HISEnberg Wow, that's great. Is it possible to make straight lines?
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RE: Round Corners for Floating Tiles? (FilterDisplay)
Tell me, how did you start collaborating with refx? How do you find an acquaintance or did you already have contacts with refx?
What tools do you use in your work? (Editors, scripts) Examples (refx)
Do you use GPT?
Plugins (development and design) - is it your job or a hobby? If it is a job, can you provide for yourself by creating a design for vst?
A direct question: how much will it cost to develop an interface (gui) for a project like Nexus 5 (You don't have to name the exact amount, but specify the currency and the number of zeros)
What can you wish for a beginner.
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RE: Round Corners for Floating Tiles? (FilterDisplay)
@Straticah Oh, you're cool! I'm studying and writing a short report on the vst industry. Can I ask you a few questions? It would help me learn more information.
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RE: Round Corners for Floating Tiles? (FilterDisplay)
@Straticah Hi, Is it true that you made an interface for nexus 5?
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RE: Gain
@d-healey ```
HiseSnippet 9134.3oc68ssbaijkfP1F1Eobc2cMcD6FSjihZqkxEsL.381aYSIKIatV2ZQY6xiGutgHgnPKP.1.fVlcGUL07171LuNu0Ore.y9X+z5OgMh8CXqX+B5+fcOmLwkDD.jfRxxWBIG1VYh7x4bxy8LQhcrs5n43XYKLWt8FMPSXtqK1djo6g2+PUcSgVqB0K19gs1s0i1VXkQCTcbz5JL2bW9A3imK2UDn+7Wu2JpFplczBqRP3IV5cz1PuutaXsCZ9HcCi0U6psmdetVWtYqNVl22xvZH.JWVTRXfZmiT6oskJ1rKIJL2UWqqtqkcaWUWMGg4txJVcG09PqiMYs+I5N56angEjEZCCDq50sL5hPLVqv8OT2n6N9nri.Ln6DR.tLi.bCwM06pGTeHg3KnOfD1Cd5wbWJJ3c4HfmLO3IwAdI.RWhCjtBCj9Rw1cr0G3F9DDdlWrkoql8Ap.YmGTXsU3R+Seu38sfVX5tTe0izV2FJDziBkjjJRJKIs3cxmGH8NtDC0CH+.YMyd5lZK0wVCPjGXXsupAa.2vx5nkM6ttllQArSPyWxVqmtCLhqOzriqtkYgE5Zqd7tVtp1iZan2UydghjC7eXuhDq8+8Kl+OkO2qTsIpvrAkWhnBy0cxmKetdK4n4xXBJfOY+drBvzAO6.fyYMCC8ANZETWLwNn6p0mUTNdedtLfw3eUetxKH2hnP+0Rre8ErADgKG.5cAXSYoJ2gUilYWnLq9aRTf+hS1qTMFpskkceUC8+nVWXXnsvCvrsPNgBPWKRdNcFuMQwaBge6ESCATBQfcsFZBLw6p0wU0rmAfI9iGLmUYiaohjpH18hhDE1P68meBJc6auxi2aus2xekFwIX4SdFVtSe0dOqd.LsxPWWKyjWsyS79YBqu9MIfvRtGYRqtjeSVFsfeQ+.ZSrdklM469NtY4G9AhzhgsC+4OwOvRud80Kof+Yw67SYZ3jmzvgszU60t9P5OkOWNuAqKnqXwIfT.1jKMFBrknTDvAfK94nsLJRTtN9G5SoOZcPaPgEVU6.0gFtv5l7RR3bvHa43Vxv03kMz6Yp0cO.xCPA5xq2rtPGPKisV2EfgfxwArbjG2hztipgV975lF.SV.qAA0z2eeqUrdsLpgx1xnPGq9CrLgQoHgRIoZILrf9SLzdklgCvq9b.FQ.sB8eqUo3KfIBHejBLh+cgkR.8Zq45pa1yAwx+dKq9af8u.aTdNqk2hHiBf+DzeeUj8PpkGLTXg.3agEYzQJTdeUCi8A6REhi.HNyIcE7X.rm5LvqAVgqCLgxMPhPlkF2wZvvAapYNrEHrjhxWxsuMLENVFZKMvVG.FWazh.9Xj+HBOH6+bV5Xc2CW1XvgpA0zyVaDiGP24g58NDXQNzETCdOhzRkAwSokp5OboyBQ0IKExJA503JT5EPoELzNvEIRT9p7AzMDHiQa.BCi6Cmmf0VnkOAW2oDmUUcUK3oTZg8srAiTsA82K7afx.LWz6I8UsAMizZIzmHUj8fPwW5CCHPGBpmb5acjlW6N.l7fAl.plCFA7IneMdOIPHzCCu8sM.x3.KXkAKb6adyaRn0nodDqZBTEO21NplZF0RkUi83E7FbxiczHtGp6fcUWEbJg3ZQFNnKvqA0qQ5bHnTQiXikw1WPZoZfDizRMZTjbHrJCJ8.qgFVGC+RWsNpiVjCVVcs6u7yd4tKu2ZPif9vzELDlSUyQjNLpEYj0PhgNPqXPROKMGxA1V8I.WklIBPf1DtQ0ue+.I+yIn5rpKKA+fDTrz5qKKyWRQguToR7kJWluTkJ7kpVkuTsZ7kpWmuTiF7kVdY9RqrBeo6ee9RqtJeo0Viuz5qGVZs03Ks5p7kt+84KsxJ7kVdY9RMZvWpdc9R0pwWpZU9RUpvWpbY9RkJwWRd4pb3tbI7OQKAEt8sCaZPQII7u4eAk+3A1p6SY95a0cHvQh7GGqBb5.mPeMPKGGuPa89CLzv.PPsqznUPF90N3.vdXgEXOlfOWgwyy3+WBXvUWpyPaaPnfZSfxfJcmfF.pI1A5kKXdELfnUHT2Ip1DEUAHskIXz2kBqTAxBTQFJ6I3Hqs5HBvOq1wcHXqXDsYVtnDywvSTsQC2K5OTpfakFX7QzlwrLcfEvrC9qN.rfQaGhw5luZGbt9Axlp.xZixmE.igfTIJ9DGyJR0WwromOvQHXJWGBD.b71vpGH66dXe8NDGzFMY+Qj9fNH8Afk5dbvCp2mn65nYb.cLBAE+e6l9+VzYBF0NCM70onC9q7Z3eIiSs3vQrE+.YfpsiFDlRgvwufmz+RFZl8bO7VxK5iUQ7xwqUOmNRd9WC.B5vDaZ0s6.diLdTA0KRpyTCgbQOUuq6gEV7VxUCq6gZnoMZkgCaO8WAnkKwwpO0yliFQnV.QxmFkUDmI0tcW01ZP6CUA26fHv5yrgFETgUK5vRU+GxKhQHaG3xQ.yHGuXOeoF5ZU.oD4KQlaNAEpEANFjBGnZ3n4QF86i8LzGePnqk4+YWXw1FXUNTuygTqGlHGH3WFJE20pnWi5ZwnnQlSed59put.EtKx.kwlFpUBfqE3WwXYcHNCsQNKUXAXX2tfIC5foah9L4.OG.H+9ZqcfArb.VP0AUHfREPtzhwI93VEI6OjI+QsjA76.2Bf39cFrnixucIEXnG.FPP8fnqJ.Mjm7Xl1IGxwV1GwDrA24ovxcSQ1j0p+TfG1I2JTRHPlhE3A39pV156M+ANyv7CgOVsq1.TQGSKFxvkOGcnrY0WHvaKetQLvVJ+XgRRLGr12.DgQsUHoXjCnglSE8JvCY5iS0ojvlfJoCKMYsvLLn2R6CN+Ztg5H.fbsG5yT1aodpCcbzUMwwqPEIVLMfOTjcLfE2mhJy1CYkjH6YAtjI40MHJc1fwy1wElzxfiRFf2z0jBznljSxfOKAOcbedWX20VdiMdFYqs2irxFOd2cWaUX.etTwRX3LnuED4JX36bwR4sHDktZOZEPePOpojIRc4anOMlutyPJsbkSBkdZXmRlQOkjvOk24rR99yG9CG1NvzHU7CdFWXgXqOxbeZHvI29GYZsekEVrXjDOv9I8NTaV6P8EV7EQ.pAwBVcGUz5Ih04yCHwTboBrixLFurgQfPz9FvJHK4WSI4dQSvQsZUVQ499oUiFKLBLC.CJHtrBxR3TXL67KVjnPEo+IOfNdpJnz1IjlBhedJ5p1GIH3J0ykdANIzfNQxgWKNFmT+lHmXSbfHF8agxXsHetAKAdvnR4sfempUdKsiaObeJpR84iogJgmBgDgOm9erQC0dWPG8B9NDcx+ERc3+99uew74fUFOvwDerN41j5nix4xQKSMXOv53Bl5TeLIeOE28y7jGtBMjgu2DFk6DTOh+TjDqFycY3iP2+P2Zu0wKdaE17wdvH+GbH8AzfQUp3McCPmr3xM5qKRFUjbLDpJ0YsehR2.VQdaa4ySwczgAJodQxQImlG9EetfyA+6oIY.sHF9KgBFtimYUZC1d+eOFgRTA6cLMV1TuuJkaK0H34ZDpXHr6nmZaph4AJoXgXOAaCm5jPWCj8BQGcIXUp6O6BvpWyZu41au2Cas0Cd45Ke+81dWnsxTJesJzNrt9qAJAy+HzoWlOnr99vm0du01cs1sZ+x8dH7+Ob6MV0KZqvtd3HD3zbnYhHrus2Ys0vFi1TXIOvyITBURvIusVOB3tC0UmM7igiuxc4qz2At3MOxSB5CNga.jMxCdbKFb4PcyIDZyyReti6CFpSAofQc7GDYPWU6.Tyh6wVz.frYCqNtgLCrLnKs9oAz5XTuFthxuviKrEVHTKXHi.lTlrzCV7viqhKDDznCRAX9YI5oH4.fS2xdQOWNYRir5hFLJqtXgcZq4Nz1LHGY80ecBCNUdjtLuO3deDBR.PFCn6fMtEeaKPU3UjP2wkyF3lsiOeOA2EG+s2YQLfTug5ljfeoPIbajBpYw.rh5AMITDufWfmrHq6NxTECBmxQDE2WLejkxIXI0CK82SMeSbzji5Y1ShKTOyfsrBULDkdDUlHFcglJNlznO+VRbOzeoXHaYwwlSjKzKRjM.Ycl1peCY6gnZLHn1t5n3tCMnYpTB1pdv.6GYcfC3OvqwqCNQT34omrZZ1YYFG81+uH6FWR9A44LTZiH0MkvQT5E.eBcfuITWoZUvJkYUVhqRzEyWD3iYjDQL9fHkvXvpyqAMJF9fFufin1Bh.OjnkcpE+RKaYOJwR9Ey.gJ5fIsT4XT9LRGjURfP3UoWSXj6R9E3oE2WCYPo7hz7ybFx6LSjiLvI9hHAOdVROh3kq6jRtDmtDTRcCsCPeYB8xHVRgjo6LIee1EIyStSR9KP9oAJv5r+jxOnAMXWuFPmAuQ.29OtQ3tgtFrHWhR38WHr0doFglYkDa7jSjRjodWtod2jl5c4m5cmxTuaxSsOS8xCFXLhYCbLClA9iQaZLmeRxrYj1TLD6KFyEPO9yXNNMsQc2vQc2DGU5vFwbWn25ganbaMVFqboda6xmUJpSidIlZ3AQSF0.aqAXryHUdgUFBVP.PASj7B+FRYoFUQg3EdptIXrAOtMPsKrBpbuupI4gp115NKPaB3gr99.FfFJgF8bJPeKYofM1C9E3+oJEV3wNZX1qodUCMFU66Wu23P2ab9G8rGn1uuJTSvPtfe2kVpZC5O0qKUqgTMY+wZivD4uts1eX4WC.KaHoatMGUn6.I9HDVU2Yfg5HF4nMnYpiVgEV1KUdxQiwnKFVKz+X8iJG2c.pOYWfkiU4N.4Vy1UWyo.kxyBrlO6GGZYq+Gg3bTMXmQnLsk24GuWorA3a.NGoZOoCeDuuR9a0bn6M5Nqn2U2Vi1KULEM2BCwkcje5i9Kw5Ue0WOdtBS+rnjxw1PsHo9hoLJwsfLVNPX6StlItCt3ttiPIxoTYwIOoOWlywGvo0R9FfXGJpxEIk71QhSDboLQ3JzKRpY4eDHu91.CWBPvllelvpnh5XqkU3z6O1Z03YVGaRRGTq6Rglfl8mhXDOXl7fv6D4oAfFlQhBdzLYkES9HgsH7vXCS3oHJHg9wgB94wmTcSh2d9kDNcS5w9ZRHBzQNBapyFa2XzMKDTYQtQPN0YIXWbX0TLZS+ItCTTxbk9cKNmIGfvyYl5lhDYMJfsNkkn6LU.KYwkTAp.V1i84sQev33tecX8IeJBKbL3XWZvK7HeIfwS.ZEIk6Wq1TD9eML.xQPnBdmARXFoX1wH4J3jQV16.E5mezPqBXpwjS+7MwdLZHg8aIdbcFWmdfsh7yxObIqcKKWssY6QZNH.bx3O5fCR7YdY3y.SaeBOl4iwD5XAyg82Wyl+rqgMTXtqD8TAKl9oBl+PK2gQQ4ZnkYKSc2sGnYl1QYVvaYPPXtOyCpfl5RO+vel24GlcHMEz6hmpaVAYAJHyeTtERq6r0HZ2ulHcUc7NeilYuyJi24+xci04uvqy9G5KZ2mWL3LfM9PHj97m.tqbZv8Ri24eYF5b4Lf6o14pi24mMCT8JQ5L4e3e4+6L.10NMDr5wVrDxdmabxl4OgwlJcp5cLtrxMEdbK7XDBxZy4I1E50KT2pZuRuiF6r6mSbUMmibsFHL2SCTOJLWd1r9o9mreLKgdSJ82kEdMOkZDeA51pDTwaradH8.pD1jQMC8GCeiNJqTqQ4xRxkqIv4n1XOI7nPxOWrZ2Usq9PmwneYFWT3wkVM4vk61LJtHnGCWzO6vEOeR8eyKBQfOMMDHmGBHwgA+hEOFzsYxTnmMNlsZLLa0XXVcIEkFUqVJILSpbkR0aH3GXAP0EkqVqVME4JBgGI0HUGAeShjrTSdpv7oQEttX3wy3TrT9ldMmEdLgjwUdZFhWQHUorvdCOTZcCKU7.ZsmNXyEwrOWjupHxbawibsFC494ChsZ1soml.lX+mKt7vt5V9QTygKQAZuE9RkKWtT4wV3mWrrTk5xxJkqGYIl1C4ZJ0qUst.UOzbaHRytQfCAs5howHLddZ9BZgm1LLaBzRqC96Xc7SsrOxYfZGLSDzy2U9ehCHJM1jwSauZZrKesXrShwoiqgeVudF7nIbx9YU9Iyb7IqbrUwus4fPRHhbat8VaeK5lYtsv.UaU5w8pEU2F6ctJ9JiTix0AxE8AzWcsv0d5yKqTtjTopoyDLAUSanteftU5uGgm8+FO1pON1tULrcql9GEclcJ5wP2CtAJLYOxZjcg+tMQv+zrG1YBsyscGYP68tZ8FZnZGmb3iUZfmvpAuBbmXcwx7LSu4efCi+cNYTW7O+aGmR.0D2JC.4Mjpjft35Mp0nRipms5huYyYhJTimK+QmDp.HHNN+PqDrHA3K723pYOSQ9uKBx+Iog7eULMKo4kD43ww18hgs2s4L5lvuZpgCkNmYe8tcMz1wxQGibjOho9pulW+iyvCNPGpQTjz2QHCLtQTXcMPJ1PcTTUUeNqRLJVbqUD5a0EPiqJReEbSbczAh7L7MlAG1k225UZwkEpicQVpQLkY0pK2PRpNXpyYGig8zM2wGhXAvNHZkLcPdfTeqgNZs0LQZ0qzc488sYbsska.5XpHzko85IIDPZlUlFwN0y3V.+4WMN6zyRvctzUllSbORKxlj0NE5QqoTsQE4xQYOipT8j65COl+uNX1LZBFYi35yWJtopqs9qw8+XS5J9Tb9QtR4JUTFy4mbhJJkp1npByCmK82NWht3D4s8HhWN2RdRt4PeVasd8o6IYWuWTK+8c4wCn67BxMxU6pVGalT8OF3Vo6fx8Ym8cmnSxQZGuN8PgfasiWW1QsaWfz6MsU8pES3ylpTBGWa8FUJdo4DrySda5jLtkSfSaQXKFm4oQ4FUJUtlxL4ZQIdoA8lSHDzYTZ3WAtVPdHAjH.uK.mKHOB9WgyLof3hXe6LoEnLGd2jOXu2b7zMg9sS.u+DwsIOFbpJAH7W+1QIv2L0bvktXuCCXxK9DLuFcTMDRyF1puwwUa.GB8m+2929K2qO+EDwydSDybk4My0cEOKRH8ht0nBYPkyTBNjpAohjjjBD1BZNCOD9XFDoznwsucUQpgQdMSyKVoR8Z0ZzntxLZCid0XDwpLP+4TSE03rW6SHFmTYPqv662QbqZ.25TYPu6DXPupnDtZbxsQIUSppDDsZ5bjSC2plFtAENU31mHpPNkXW4ZkKUsdFL5N0zVGwiuHJVohIhyc435Xim.oxMCBwLEGuQFZGD2amey7ajOtW77b74DKUpREHXsj8IbVTgVKyYuLgUwxSzQp1fYi+92ANRMw8QHMrsbyLfsokm.4JkJ0nR7T+TqQMoRkjaDUGy7hAY6IpBlbhq4gnQWrUpqzPpQij7oGdToJxYKrbub7VMUZvpMy.ibZo.LZjiyPHm9dZ7.v+hs.VlsQuuYIz3DkBwTY0ab5V7SmU+SEWml7k0BY2Gm0dBbvox0mjbSlv2bdIbRNMMzuwX5H7jbK7yEeLYGxsIqBKVOkrUBP5Md6Hge0ovaWKMujHFSOihkmMpa0zb9r4u+zY+Km3N.qzxjGc9484TQ1ZYO8MqNSH67hqPk6Wiz9jZnPtNDvDftRRmYnacdz8tMmD5VdlP2KK9cIflkdGglQzHdmIhlaMirvOjxBu542Z5mOEUC0m.G7rsYWSKSeX5JOQ6GVJFHG3eQAQeIkYAznhoJw+Pg6P2DKCCRXEC3ubgbv7wt2gplGgum++crihSDh2WO0iPQ54vNC4pd5Q.RUZUEBBTtlR5Ynb5IPUTbSHV0DC2CdTqeDBPbSMW0wBOjET62HFd3s1QyFOJcp8zD7i+8xh+mRMt5e4dSMvU+DyNoTlNA94XBuQ1o6HqI+xvSm8mqItI3F1O910u8YcIhmzbiodlcR+L.j1JHDO2DxBxyZFxErgPFNu.IxwmdlFhEHf+kzIiyTDUgkJGULVuIwhEOktR0K2nlRRAWHKUVtdcgjRYzLwoJmpmRZSmScqIxotCXjYq2e4Tm5lCJklCq.oIiaNXRNxFeU1asL8U4yzcITPXlXPTRK+0wUkMqdW9TPU1pPzjO7CFlj3jmRmlzbOo.WyKRd.H.0JQQn2UgZnj14jHdTqy14jHGXWCC0X6yBVgrcDIlJme0rqZrbBNVMo.M13s6Z5ogiepjkHmYh+vYJYY22eIKyOkPXhnGXPzLtGAjFiDc2XaJyAMG+3qI2nbIoxRRByVrPQ2GlvQYlNyl7R7+tC+35DxbiodDwSG2moHqhEQoWHUxJJRkyXHUSxmzqIReIZl8XqRwgavk5yhPlh3ltdyjOaIvbMEeXmpiZopn9OOJq7neaBaA8TyIvTYM8Nz.J0TjJMcly+5rg0Q1f8e2DsEmjiY7X2mHVuRkRRMR5T54wKdlJFl9NULST.9TjAH8jn.2cJqu4DqBTfpRmZDcbT5KRLAV+x8FiRqTpDviTRRo7r4PVozxbVryZUh4BKciw+shcIZjWA+0fXQF.+uM8pRjfW7o842HkqJthkQ2DNZ0MJKA+6rcFS90QTPmapuFNof8uo2zY.tayyp8wM2TegeRIi0YgO87CLqm14KO9gF3sIXNMGPKwGW9a1ehmuvVy3F.78IvRV3CC+xKIm8ic4rRVt0GvjEdGXa964CWY3zCYc0OZ4VhDuh1YJY4CYtEdmp.KlWvsvHKURyB1G0bKSM33Ro8pt0bvY6Kz36gAG2XB3dFvwHw1dcuIgr9OpDaOCas5LcxQY8Hi6po+aUUxgl9WuW56oXl2VxLuyPolFfXmbM+GLSAKU+7hWM0W912JgRJOSuvWJxmSTgDeSTi7jyTpfzrQE3CHo4NbTg+0LSEt6TRo.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.JEYyc5dFhryKVAP1yYzc9o40woTFJCuxEQ0jIWtVsx36PY0XJokqVojboJfR5zNOYyThekR6PgDeg7YyzBI9d02hrg2cAva22PgfKqJn7ddH7x1Cz50SW0Eps0pnBRtZjEX2pj33M2km6xQu9vub1t9vm3kC9WmgKH6Oy6tszqpreuMyMFeJP4bzbm4gfyNwmKt0v9sQ8rr5FaP9hLcsWOuHNBTX4jAEeAc.ZejdJfwDtKo4HGvnXY69HsQNmFJBfLCzz5hlOGe.9tlY61S+qDayLNoET8I5xw9SE2tiq5qzneNbNYXSNw1GN7fCLzNYbXy6cwlrmt1jPgqvFfuJx7uiZminCxM.xQe88.sRbOX7Q6+YW5kr6+AvOikR9GgrOeOQyvpit6nLOeG78qr7RK03QqtzRkFtCqblmuuRj8sNJ6y1Q3r8j+qvr8iV6vJKjMVquTz6ppqsF9AW2JKhJINP+MhaOzcvP2yng6KE2bm0ZieeQ7FvL7YCHwA5ywAZMytoLLRY5qOvUAG4L5l.tvYr3J64ADaZ0Er9.3NLkf6nn8hufdgg48.zoRdKF3GgK7MZXD+HO2kxrYDoIaFIif3WJtitamCSFFuTBvHXW5sALFXykc2kGBfWQb8eLpk1ypoet7by+7r42+NE.mY+emexid6rxca2D7fci5difv5fU.7NYHZOBqOVG1v53cfIDiLIn5+4+2MendrZEVsIdaGvsuc6oAts0djYmHKXmY9lv9hl1icogBwjhF8ibcZhWHZWBsIvJKgkQPnslYWZg+evOdOTFKOm2Ck8eXBLt48uXT+Q55RjHB4WbXUKL2+rX328kA3WmNas8rvOE7EbTw2tI7KmbQx9ft8iP+Ii+whwK.zUvVTniGpcR9lxb0OjH7ANdJrkl6w3svJ9Qyv62AwAj1mCO3azsf9IZ1Nz3julnzRveDVldij.gMn6oHAVQn0sikwnAGZYp2Aqh0Be3d49VCwXLX.+CUc1SU2.07zdny..511rMzX7hP.k7maKZT6WicGsNB+VoiZvvuAOf5BM6k5Dn1HDPC4PPZqefF9OEWMB12cG1JANK9wOvnh.P2mFKzkDglfOmQaX2Ny37MuXe8tuzArbKKLEvKI.JeP2y7reYtYOmXWsNVnyZQl6uVzlw2rTemWxZQJjC+tOkI+RbjJp5a+OjJBBbPymJBSmy.CcW2wgHdpQeHPO8DgmnCPVIHWJ1xAideBVN369Igafsb1K1rC0S+1qMzXBbA8xvrFYgXt43NNIWYScSuC5gHJYJro5qCJKCkYl1XUs7PWK.hXPg7XqnotVCyGqD3VvkXZja4Db0y5MYf.MGA45hHu8IeAIR+OILDehnyqN3kfsyHS9WHdftAhgK48zjl6ftNs4EUsYn8Z+O2PqyF5veE9E5MCM5TysjiRfm6pbqghgqgWUTI5h30vqJWnlv6pZLREokTTZfe3YppnTpb8Z0qHvDCByuYr05DmuuFFpRRzejkanH0PoA2j+0hMVpN8qaZU45UJIoTqTb.oZ4Zx0pKWqjT0Jx0qRAjKK9aE3lgZPGKoznhbk50UTpGAX3XfuFPlpGA6upHsBbH8tMdGqoofVIKJLNnWRRVBQ9FMvqDGIYOZXa+OTu9S12filD6y7ZiZ0pVttRk5JYetKiycPRoCEKuJ5gtlPDXb1PnDFzvKUzwF2TzdOOSTalUdw2uOFzdkISc4DAYqoX3k0hTL7528Stg2yTDctKyuXfch8pNLskkHEneo0LYepWcDhTzSoLa6aBL1sSz6Y.1fILNj3c1GeK.J7rtYCV316oLnq1q30Eq0Po9RkJUpVkLBYA1dh.V7p0OQK4mjuId7Al8IrGdcuqKhG360czOBS7YRf1DtXRYgVyUwSitQABB92.ZbU0x7U.PBwSfeHsG8VID24tRlSbBhRj2qStyWwxfw66.I6K.760.4Wfah26HP7bNoKoIaG4tgoTDBvLIb+y23a517Bg6KDtuP398Tga4zDta9+4O9e+dSyx8yhKb+Wt6EB2WHbegv86Hg6qKtopCD5vChlcsYztcxh1WX29BQ6KDseqKZK5uSnAekpYopyuXjMB8RqL7fChcav0bGaHtdsi8hqO37T7A6tCOMZRT2XRhl7u+QGMIS92ojlQfeo3K+eb2KLBbgQfKLB7AavakuvCuKDtuP39CNg6OiQFlGjkM0ZOxDjJQJv2PKSdp5q.waMSM63u5AQkw+ecuDjfehkdGsMz6qycPCGz7Q5FFqq1Ui9kbm60mpUG7jsEdmTyN836YqZ5LvxIx.6ehrib+J+XGMb+o1EWx3q+9Vp1I9n+58VGPxD6SaU2g1z0d+iJV5ZetR1z9rtkQ2f8LdxZh7NUp2PbS8t5A0yyehOfD1i2JGT0O.NtwzMdzGFy4CiLyRqAlOLrfZ70MReEe7qMJu7lVlV9mUvvE5c0.Yvd8vceMD1SDgV10EO27bGL2c0LzTch7EFeCfYS0dS1Gx5SBsPN6zhIsd8qEYfKAE.Ie3dLwu7G0GS7yaCA+JeCAnN+PCA+JZ4Crr6mhcfKcdaGPlejG6YJQc5zcnIeyeVSVUJAuQtidPSD8VGPOY9WaL+JU3qD7IHxbCkiLeQNS7BBri+TaM.a5tsSG.YouPebhS6LzvQi5NjL+goOrZE9penpc2ocD6OaLEc0KLEcdZJR4BSQWXJ58ZSQYV5CTA998p3eiHnJVgPWJIuaVKOOrqedLG8U6Xa8xNrWEITn+Sn0.3so+K6BVlHG+c2sOXx3kc5Dcnh0QkSZGKcR6X4SZGqbR6X0SZGqcR6X8o2Qzht2gbFkM.Oa1YM5A2bt47OS2fXhv+eTeEMcM 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RE: Gain
@Mighty23 Hello. I wrote a message through the translator. I made a mono to stereo converter from the delay. For amplification I used the expander in "Gain", for side and mid control and Mid filtering (low freq) I used ScriptFX
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Gain
Hello everyone. I made a mono to stereo expander. But I can't get stability between left and right channels. How can I fix this?