Non-compliant values between sliderpack (range -/+ 12) and cable_pack node
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I connected a sliderpack (range -/+ 12) to a
cable_pack
node, but the values sent by the cable_pack -> [paramiter] don't match the range. What am I doing wrong?HiseSnippet 4086.3ocuZ07caiccGTxP1D1SalLS5xddwq.knn.32jJdD0mSbrrLGQEerGebX.AdPDVf.r.PTjyDOKxprKcaV04OgtsqpW10smS6htH651NK5h1Mc589d.D.jTVzJSirEIeebe2eu62WBQGGPcLnFc8crFNjFHHjY01dt5TeeWOgLRmMYHUHyCD6LwIn+980rbDd7ABYtmXaOpOr88lLTy2mZHjIypeNtZlr2Qf8y2sydZ1ZN5z3oDDdtqkN8XqAVAwy1t0SrrsORyfdl0fD6tbqGq65ruqs6k.RVUTQXnl9EZmSOQC21JhB+bM+9BYVWrQkJpZFl0LUKo1nmgoNsTMkpkqUTqRcSyZJpkKYTyrL.x0NzvJv0qSfV.0WHyc1y0XRm9tW4vYvys7s5YSwApBc.Nym9HWaC7JhyJreeKaiohHePfcmDBrU4BrOU7oVFVSmOVv8iXKPhoHo.LyJog2pofmZR3oj.dK.RYR.o6vgzGK1Q2yZXP7JHdtu3icBndlZfdJIT36UXk2rp39tvNbBJLP6B5QdvfoTHWUQIOAdI21RRftxOfLRyizo8w6dD4QjHB08nv84XWcM6iccuXWGiinTaYfnDzXaYP8ZCJX0DTdNMXe2ACccfAxOLwddHxQFeJ3QO2xG.zQW5nGX45H+PCOsqN1xgp4wo3g4IlQKdddhau2jS5qkjxh7UC3FLQAM.iaymZT3Tizrujdhq2.MaquhZ.LL64E7QDgVjxJiqURo3tk1sDfEXEjq+bWOquBvNbQA9Kq8pRulrEoXdh1qTdM9ZwWi.OK7eKSh7Hxm8HhZNoresT1rZuR80.mYusAIhTx5DY0BJjMIiP1jkM+ihWdSFAvJuMaVorTae5LmFeeWGowLoHvj04L4sgWzO2SyvBj7GAtmxuRY7g6yuu4IpfZG++KpczgMTJcPC9TpJJulKLLARNkpGHqgimQv8hnCJVvcp6kXTHjDMmysoxQ5DFeTwMt0VgaEO13kw0jdKybH17.41b1aLykbaGYJPbcNwMf9LGYzZHqzakHytjo4BWCsN8bssodKbYLJl26iPYmKGzi5kmvrvltQvSMs6u3069mL5jN2YIwFccdriUvyFRcttXVBgdXPnhUBQEv9.VfhebXfhX4ofEDS3iDSHfEXPGfXluG9wPKPSHyqDqVtPcig+hcok+hNGTqzIzmM54UZOtP02z4K2ya2d8Nbjo1jZab5HEypO4kO4Ikd1SdYvmWnr+Kqs6aBlL4Wzd+1UUKn2+jCO3fNe43un8Utab7t6xwKCjqxA4OJDjP3gdt64NlAQIQ8A8NiBALhvWbxHge4iO.gIDbK7tCxigTu.KTTm4.5HHyDORYVwCn9WD3ND31zvOvo+AHdFmLM1j3ANsFjLGo76FnkXqxstxxHnOJVUVQPnO0579A3neKr3vH02iMXIjYffbzKTELnlZWZG7b9UlmQXNX+QgTbrVOpMCw2Sj84qErsdSKJXOpwL4xrJDE7bmAribMQapYfP.cb.JOZaEn2m7TWiKs0PKcgo2huUH4s3uFFYBx9NP3zXVVrURzd+kS8FCYxuIo78fVLApXlOAFDBin09UshfRzLeVKq.5.P8aHpR1SySRcqhGfuf+dF7RYbTY7WbTcbTc7WbjZ0CXuxdAmnDi1REYufSTkQd0xrWNSvxus8kma4zVyCJfAxXwcNGldRdwM2UjeOCbcsCrFFOgv7I1gRJ3h9z0YfUikPmjL4Nl.2w2JXRRGjYK93NKWwGw0FsnBQVV39wbinEi2UV.dw.W+.Urjv7ku8QhGZZB4YhA3cDO5E+YnVMQN+kBM+AdhLOk2dRPbxkChi5fYLxjAtOg0tk42IFm7YnGcHjv7L211ZSj80FLzldJf77jd1t5WftjymwJLjyd3Nj06q43.EXbaRrs1RKqTe+pJnNg.KmyepVfmE5miB.nlBc59gnCkAqf423iUvwn0RGnKGkn7UgKpNUfAKpFsXbpQgSnAW45cASIE9YvSj6d0ou0.HOezzOm54ilsfipRA3eB6Za6dEFXyJzfFTWr4Z6ZOYXeWGKcbJ9Nhf+tCf5fBhtCP6MmoYYid.ctzGxla7LmNvlY8TgVfm3ZfwJNRSGDtSZqgQ69XQrd.vrk5A4QiCGLCdishPIMOnybaBO+n9u3hQ.t7T.P2WnBbZXKLG5JfAIPAJtVkCs0PdKINv0fCkTH8SSfzo6XQ3JwA79Qzh4+CDCvPmc8m3nuHD.FtERriEgfTGwMgg3fXmo4Acv3GVygCUmaHvzaXV70DAo2PgoBQdl81TOKWCVuvBIjuXelwYNV6oVNgI7EQKNgmpMNb7ZhEqASzIfNjmoUTD5ffYFDkE44oqNRPX2KCbG.NmrvsBI3iXR9nNCeTqdM74AhO8RLuksEbFoHWX4tC7MuniNq3gNXIIFe.Wh2CitmHzzhRJd8ovVvIweTK2PQUspJi0+Eh+RGzBfxUN2D+iKuTPHg4XnROkg38ACQOZA1BKx9Kjlavx6NKuk2CD0QgXW7aTIs82cE42KVQY1zwQEMefk+PH0wdWBIF4osRMCL9wPGbiwLkapNig6pK1fZgB5ampIkWSB8.q6mDb+N2jIG+6DAZabHjrxKPH0l+fOo0fpvBny5AbMFFozIWSbpD6XwwoRrge3rVtqHzfgevrFJ98sft.l0PIYAIoFJfExwLQP.eHTofAT43Aw8NdXfwYaTyYjRMq5Nit5Y8p6TXiu53IGW0x9k1t331MFYbVI0Newat5KeVkAWdViWbRoAUr9pCdYvyL9hKNXiiu37qps+ok1S4Y0cZnsQgYrEy7gpCibHlypJoZLIKRsBq5NbzD75yzxO1+43p5Z1QFFPzhD1AQR6Tl.OfGgfuxhT8QTcSYmRAtUlAbYE22FN4GGGbMpjfo2pns9Wh0dk3Zmr6yTB76dqb9+DX4pMX+TutRsFJ0TSDG3uB0VJ7kaTqV0x0KVodwPmWCKSyKYEikLB8u1z7+XmkLo.if+qu+6+O2YoXYVQCuIacEMPXF5+i6jLkvpWad0zbGkLkJyYTYkRMpTpRkk6tKIZRoF8PesjH4WYZ9uty0vb9oUNRRWuXY0hMTmAMMZTgomJWqZ8R0TqNGZhTjkqUtQsxUhhI22jX.4sfB1Ed+r6CPxL2EeojLO.KgLp0x4zxWiYwcgLYEmsjmhKWBonniopIXlJFje2RVoknXoTb8mfWzJgrEj2JUpqTMLgiOtiYXz8ZIz4Jr+5oA5SFuIqnM9.Y.LjJhyOVzXhi1.Kc+BQqmp0SVTmXZuorMoBWtfTOev0aDkLg20V5zIgcxkJNj3hUxQxnW9tY7+Y+DKyYy8s+g+v+vNctfdEWREN66N+u+mzhakcVeOpe+9t1oKO8e5+46+i+iBue.HHLG.Z41Zo.vut7e6+9N7GK2tAAy59G9T19+clmU7TpMUyOk426pUpzdstAt+c6Luru0xw8u8e4+8edGtC2onAUpaNzD8+8Ne32bf4yvaFFmi2rY44b5.E4v6P88H4msT30R1R1xgrs+.P1bGWxp6desFjnW2Yp3K56fbl6v84KzAoX4tGe2N256w2syep2i3VHm6lrlHqChkyA42mRY.Ab96VnIZ5KArMXxOs0epWhYZF8VUz4dttWLPi8Ebcqd7H+Y4qiafltma2vFfvK28Xy.tRNgofdJNlnN6y7QPXfkgUWc8zG0bDV71RXoaKgkusDV41RX0aKg0tsDV+lID+KgHr9HzpGbwZeHO+clHGTrpYZXpc9WqMZqNcFG53irr4l7lV32f7J3abj7I7Nh1JrClBF9CidVoBq7uceQKvwxKP9gCflEzgZb5g+QEDMIbLfi1ryRYOUfnYk1Zqvu3ae3is6PhLRIaR7ARrsLsnFj.WXD9PsIw0fRFF4KKkXxGQ56yZWF.0zYeXdhRgJ7mCN9QE7Idu0VjCndVifie5I4SL8bGjfIRTmQTavKFNXnLUxFIAv5jhEZrMg.mz.sg9DkMUQjB6ayRR9Cg9HVLUMXTQVHgpJRFzgA8AJiogu6j+LKkapJoG3Y2kcSXbsx7DwHyzZLfKs.hNE+aPgX55Q5w+qLxfLvZrDqn6jxQ1DOjI8fh4yS1.eAvZtswy6.KOPeR7oPMrtNzHEHtUDYvlAI8ozQTudSUtRXE1oXAL9gLkC7+RLUTEPEMsMTXuwad5rSUqEXZ0ZSUsQsvkhrnI42D7+EJUYJI8M6F1mURbE28EiWJJUR7FzRGeD2Z5yscA4HQBZjsKzHaxiIr21EZFhd.ZNjdThlAyPGcMj.EAPH7ZN3b5ttrJ3Ofix2cc3sleVWFggYy7rziDs13iNR2cPOKGniIvo4bGM6Pq5olxlt3CQAz8ZNFDWecKa1iRDHbJPnwPQuKreb6PBDXrWjeV0skFNk+ci4Oh57SYV2f7.2o+M4ILyZ75HCRztQXPNdi4Z1c8ExLXdFw4ArJiGVt0A4Xyt4CmOWyXwUytaf19IDqCbGEeaf2ckdABBf5b+rlx+z7vGx+SAEg6PSYMF95tAJw2TK22zRVM25ZfgNddjNrG4GwCkrVPmS3iSBbhfaFzS0zmkmuz.+tAP8Frc6KOvGOTKm.3SfyOyfAduyo.O0rsw1A6BcV1uqI6bjMBT6NvOutK0LuQPQ7yvaCc86xOID4jeVSh75x3d.ShlazrkbZlxOjb4ZFdnytJdr4xO2rgbIWNvUOG4aHcI.e.QTLTgcgHxr2LPAl3Z.x0cfQNJc4JO87iUxOQI+X07STwC2mZGMIPc3H1hRYQ4E4qIRYylMbg7SX.RcS8bqOFB3pu9jsw0IuE3ztsOZuH4pYOUPdNhKVGwuvQxYydEY9aMeO5kEQetlwRmoGD2CkkQyOPyIvep+E9XfOmaSBs73g86Q3oECMk.etP4GflhJkquMLyXSMCJDC+QDUkhk2le3XJRJ9UDvbTPW+gS1DPR.b7LmdV9ahGE.J93imfRRJovVzwbFr0P7K0nKKFOOAuTfmliOreJQ9p7DvWFPNDHIGvZorbggJbSyiyst4.KGYisFmGzYaPhWciq3qCZjDaATcvMHT8gZOK75.w1F5dkLjUweK0hr+F8xhoNsPikMfW1P9pbvalPFQvj6pbLKosYmE6GTGG9f1kCsDf2ZhlmMkxBu8B3Cx3mVOJK.3hCw+a9YLSC0REptNlCJOjEY8o4WxqBIVfeWWFC7nlaC0baULOr4FS2bk3cmqIFAINOBXyKgf65XZ4pEJsnyYFtVnRHeKWaw6ed9JkMWyWj6aRegaZny9yTfBgujqq.aZNe0F0gj54.IFCeUJUP4FEJvRgvqRBwR4jnaVtTEtG.WlZkIO0XOenQd9rDtjabyEmgItTm3DMfwCVwUTdFHmAylFC87gJGTUpWPIVPTr7xXc.WJtfnXkBEWJAQMHQ0MJHxhF4vEXxOHhBvyAtuoC7FNBBg1M+DLxrfv+W7GFe7
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HiseSnippet 4152.3oc0Z0DbiibcFTiflgXl01q85qoZqpRUfTPT.j5mQTd1g52YkizrLC0pZRs0Xtf.MDgEH.L.jD4rd1Ct7Aey45V4P1pxobKW8IuGiu5TU1C4PrujqYOFewNuW23WRpe20aUlyHPz+752qeuu2OMAnCintlTytgt199zHAgR2qcfmAMLzKPnjzQi7oBkdjXmQtQ82tutsqv96HT5AhsCngvz2ZjudXH0TnTo68LbzRkmUf84Ke5V5N5tFzrtDDN1y1fdf8.6nrda25uy1wYOcS5Q1CxM6kasugm61dNdmARx8DUE70MNU+D5y0woMinv6oG1WnTUw0WYEMcSq0rzZnsdOSKCZi0TWc40pquxisrVSUa4FlqYsLHjysqocjWPmH8HZnPoY2xybTm9dW3xYvw1g18bnXCMgN.m4cummiItEwdE1tusiYpJJDTXylSgcOtB6cDOz1zNs+LE22gM.Iih7JvRyTT7tWAwSKu3olS7lhHUJmHMKWjdawNFA19QYifxyCE22MhFXoC1o7hBetBy72Oq31dvLbipMP+T5dAPiTJjWUUUg.WprgjDXqBiHmqGP5z9fM2i7DRBgFATX+bfmgtyAddmtoq4dTpiLPTNZbrMoAsACrVNJOgFss2.eOWng774ly7HGY7oV.8D6PPf16LWiHaOW44MCzu3.aWpd.mh4UHVICdhBwq2OohzGKIUF4qNvMniZ5fLtAuqyi65bcmynO2KXfti8qol.CKeRsPThPDor5v0ZnVeyFa1.jEXDjqumWf8qAYG1n.+k0+vFuhrDotBQ+CUeEds9qPAuL7eaKh74j28IDsJRk+Xoxk0+PsWAbl80BjDRIUIxZ0TIKRNGYSYV+OIa3EYD.i7lxkkJScBoisZ74cYjlwj5.SpxYxah2nOKP2zFz76Atmxen5vc2lueUHZfYG++KWaucWWswNqy6RSU8UbkgEPxKnFQx5X6wTbuLYgxTbuv6LLJDRht6INT4DaBiOZ3DWZo3ohKa1v3XRuAtjCcfLaB3FCsTDndjN3Mc43M9vLnF+VbcY201y+L+T.WJ3ZnBYDBsH3mDnj7HPSqVgYHQk9hZ0q.JcYMd2KfcrAiBNcAznyBbIxGpG0uV.pWjGVEzr3Tmm72NO6qeFA+N2TNmObXz7w5iDgh349buH566JiRVYo2HQFeHKqoNFpTB7bbnAScXLXcvUQnr6YC5QCTHLGozIBAjJFkS7xixkOHrA2Fkahdt66ZG899T2KKzrPrgEypEKU.6iXwC+twwCyvMB1Pnu2RLGPRfI54SfYpGoKTRUrQ8Zvm1a9SO6Gs61Gril4tmeb+c2cgg58Or1Nu9nZ+n1a2430qEd5wd6rCWPXb+dbt+ch4N.254sk2PFukDMFz6HJ..Gmwe4SEFW9eq3UfAHYj+.QNL8xj5OPbU0ZE+b966usu85qsM9OV6id1QKrdtwe1QOq8B3sqyGGtXsPtwED9f82AWdHqQr1Fr.9zfHaz3VZG54PJedJnxh6PCOMxyG1Do9YPNnagAYX95CFk0vs0f7EeH+4CzyMU4VWXaFA0JHVRcFAg9T6S5Ggs94vf9I.l8MYU5vDBxduTSvjZoelSzwb0IBBCYhxlC.etbUvPZIja6HUz9bfdOpSr8gc+ktIZ8SZQAOCl8DRACocNwc.aImSzgZEIDQGFg5o11QF8IG5YdliN5yIjt69Lg76t+FnkEXS5.4uxXY8BR6CuY3wLQl7yxq22oESQKV56AMhEijw9wsRDkjdd2V1QzA.rvTTirkdfj1R02Auf+cDbYYr0x3eXqGisdL9G1Ra0cXWYWvNZvnsQc1EriUYju5xrKGIXG114rSrcaqG.ULBkHvCS3WrSd0j2WjuOi77bhr8y5Hut59Wqm2kXY+ng2M.nvjkwAEPxs6EqpDq8NGfHeobX4Ztg1QixGNY7RMm8lUpYVkvSqryap391bD7zk2Ylh7BAW95pzXgIKV+sD20xBppHS.mUbuW9MPk4yw4uTrIG3Ix7BHf7BwyOa.Clg4LKUB1JPGYwFS6Mtz8R+Rwrjx9ATendoi7Z6nORNTefuC8EvVQgzywy3TL.wjYxiwkagyP1nutqKTe4cIg+b2Xkm1Ua6fxDircOAp6IvFi5fJ.njRC51wRGpClAy6yaqhsQ3SG3PtrF+Y3S7fZoJLXPsjAyJYP34znK7BNkY0huGhAv825z2d.T+SR2GSCBQbLD1PsF7OgMcb7t.CcXGivA6Gqu1dNi7664ZafcwmQh3mjWguGfS2djtsC5Rz4rPnJGy22sCLY1QpQH4y8LwHW6oa.J2Qs0w3KusHVmDfioA0LxEeXL4MCVgZZdHvIlDt9IG+lqFAwkmPBN7MZ.SChhY5mAPn.En55dbQaNj2RhC7L4hRAI8cxIooyXZxUtE3pknL9Kli+kECsOoNrDEY+2Rb.V8bxXE7yXrMitqgqyjqdGH7RlJAc1yR8L2g1tGOdgYGpO73wqzqSD0uXFa.hdJ8Bt3mel3169h7EXhkVHmN3QhQXxrtgibMllU.bdqkaFSyJTXItN6PVj8izCfCUEFWcnK0f6LvvtX5t4DAEjelVimBrMMv1yj8yAUTgN6zUnhnWWNk4bh0WC5HSSJJBGhVfqu340mPes4YQd.jfmCRHGeDyyGsw3i1pWBedj3gmgUR3XCqQAxEtY6A9jm1RWVbWWLOf4sXSbEL5AhvoKUKvq2AlB1I9Qa40U0zVUiw5uk3G3hH.J23bc7OuiQN3XrQu.P7g.PLfViMvzvewzbMHuYu4Hu2Rz.Uhc40aW..l3Swp8ygNL47M6XG5C4O25LnbAt+cgdf166ZRGh0Orn1XH26McD0T0z2MaSA2lbFB1Qiyw8YuNLG+2E7.OOeHicPzTBsbaWs4f5Sini6FbInihFlBfjueZzp7SYxX2EWhqCyTPPt4.nGHBmNLLRabrSXea3rZiichqbK4NArNWFVgKQ6BUNYBkVyldoUDarZ1gzSO486UagW97Cd1ZicR73wuhbO2+a3bOECCTHYLjPsNjXcpIiSFaZIiSF6uRSFmWRJf7YGH.aMBgDL238COFG0P2IYgJpDSAdEzgOhG.kMzTzfoDcc4tKHbyLlvUVbaGXg2OK0SRQio6pjo9swpyyssSb9KMg9nz8uBKym8oe5u9oiYY9HKq+mwsLs9Cu9W7zK2x7PQSaKqyXEoOl042+TguFPFWC+KKZFLZoKnEilN6W7ub64Nr6+OukbWRzhRM6g+jZ4WoeLtRWE6gkMZbkeKou3+cb1+6OrW6qf8ORruEwDReCmcSXh0+a.s+ivvGI+VCWo4eJQJk+7IE.4ViI.LX5UEXfmUH+xP9m9ze6SuIErksTSJHOXJBx+5UHHyAmp40SDf5AsD5bA9SxjlyqXPaG7I1BRUg.NeWQyQt5CrMBqkL9zBbmL1W0rv25hwxRvhmquXB13y5WHJj3Uq8+GlBLPP3FAC97S9299s33vi5GPC622yoXw6+6+w+7+8u416Hzx6lgC+nk+G+udJO0wlQQiGFXhZ59KDyKK9BpCUOr.76yWqQisZcGP9stYb+y9O9S+tXWvWf.pB67YDD9+tKweDZMYcAe4Ul8oisIk+aXb00FT3bByk+.q2LIaiagjMwlJegtWdcuE9k.Fq123ey7w2COjOPGjh6dkW2v8wW9zup6irCXOwNYNQ1wqtYNH+pBFCHfy+7kmkHkTXZPmuyWYiwXGU+NUz4VddmNPm8SfdmdLeei7C1NP2Hvqa7ACwM2CX8.tRtwofNDaSlxyEcfsocWCihK0DDV+tRXi6JgKeWIbk6JgqdWIbs6JgO95IDeUohKPBQ8fKV6c44uKk3fBEZHPiSsyevGHVMsGW5v8riO2skM6X23WbI46wORzRwmfolYnexaYfvLewCEsAGqfH44G.Gav.pwoG9tUjzIrLfi138RYOHojdkVZo3GMRHba6NjDPJYQRHPhiskM0jD4Asv25ERVUpD+DeYobc9DRe9SfFDpzdmWgnVaE9KJCdqJ9JwrzRjcnA1mCKe5JERrB7FjiIRT2yoNfWLrvp0zHKjW.pRpWa8MHDXkFn6GRTWTCkTXdK1PJzGNOwzoZcFUjoRnlpjI0OpOPYFM7Ym+y3TtnljQTfSW1Ngw0UljHFYV1CA4ROhXPwWRMhkW.oG+0PzjLvdnDqL775QVGyyzdKpUWgr.dAj0Jafq2N1Af8jDRgZX8boIFPbpnjASFzzufdNMnWpwUBqvt.Kf1yyLNv+avLQq.lnzCjByMaxo8lZVqwrpqkZZSNJWAxR5juSv+WqwJojz2pa7wuxKWYGJiwKU0Ux805qG2hildliGnGIRvoX6BmhM+xDev1oBCQO.cWROJQ2jAzQWCIvP.DBWq.qS2prWEJrkR2pvWMe2tLBiylEXajnZcvGtng2fd1tvQl.mlSb0chQ0oPYKO7wrA1dcWShWngsC6oOCDlJHzLQwnKLeb5PBDncPhe1paH4mx+tY7GkZkTl0MRA3N8mpPXvZb6HCZztIxfb1Dqzra0oxLneFwJfrJiKVkpfdrYWk39qzLSc0r6BH1OmZcf24Y6F3aOoWhBAPckeXS4efBbixO.LDd9Vx5L4q6BnFeQ8JeRKYsJU0AfNtdjNrGJLI.0r1vImvG3H3DA6L3LUoOs2PoAgcif5MXyNTdPHtn1tQvcfyOCv.e24E.O0cbviC1ENYY+tVr0Q1LRq6fPECOpkhYTc7d3Keuvt7UBkbxOrIQtpLNG.RzbglsjKxT9hToRy3Ec7QwkshxD8FykJU.W8JjOgzk.7ATQYhJLKThr5Mln.cbIBxksfINJc4FOCkgpJiTUFpoLRCW7PpSRm.0wsXCJUF0WjOlHUtb43ATFwDHsEMpTcHDv0n5nMvwIuA3zls2aqD8pUOMPedNWsdNeCmnms5Um4u07JrKSi9JMyzNoKD2CkkQKLR2MJL0+BeQANgiIgi7Dfm2ivSKFCk.etX8GHM0UW9wa.8LzR2jBwveBQSs9xavWbLEIE+IBXNJnqu+nEAIIBVdlSOK+MIfBBJ9BFLB0jTRsknC4LXIe7G0nKKFOOAuTTftaHLeJQ9BEB3KCRNDHoBvZoxbkgFrSUv9pZMv1U1bogJZ3qWY1nKbAebvhjaJfoC1AwlOz5YiaGH1lu2ExPVkvkzpydIdKioNsQvxBvkEjunB7kEjQDfbWTggj1fsVrOnMN9UwPNFI.e0DgmMkJCe8R3FY7tpIYA.WbH9ey2kAMzZTa0pXNHEHKR0z7KJZPhE3upxXfGsJKnUYo5JvjWOcxqjM6JMwHHY4Q.LO60U8xX5xqVqwzVmw3ZsUh46xqM84OIekJWo4Kq7IE2vMMMXuHKTH7k7iUgIMgu55OFRpWAzXL4akF0TuVkBLTr3sRN0xx4ktw4xpv9.3RJJSNErqDCxUJyeQekG1b5YXxJ0IKQC.dvJtRxy.4LXXZLzysUOno93ZpYJh5KeSPGvlhqHpuRs52HEwZPhpqUQTFA4vFXzWKpBvyA1uEC7F2BBg1UYDFYVP3+WikqcE
This snippet shows how the modulation is correct if I replace a sliderpack with a table.