dynamic eq help



  • hello, I started some time ago on the realization of a dynamic EQ. it is based on several compressors which when reducing gain, the frequency chosen from a simple parametriq eq, decreases in volume. it works very very well on this point. except that I would like to be able to choose between lowering the gain of the frequency or raising it. and I block it. I put the snippet below, it's a bit of a mess in the code but I tried to detail everything. for those who also want to take this example of course you can 🙂
    so in short, I want to be able to create a button which once activated gives me the possibility of inverting the gain reduction. either + or -.

    HiseSnippet 6758.3oc6c8EabajdmqkYtH4+bJ4bKtfFbfmtCsJWSbV9mkbURCzZYIknFKasVJtwWBfM8tbk3EJxMb4JG4ffSnHoMIW.t7VatGJLvATTfBz6PQQAJ5CQM4k1h6gCH8ZKZuGbeoWJxKtOzh19x0YH4tb3PNjC4RY8OZ6G7NCmO98866a9Meb3LCWw1pkVudV1LUFess6pwT4zrqtsoyFWbCUcSlklmoxiwN+0u7EVdolbK.92Et7UtFG+4Etk5sXla6tp85o0loRkwdd3kWY7Sx39m6O6bpFplszBJhg4ZV5sztj9l5NAktRiWT2vXQ01ZqouIxUK0XoVVlWzxvpOP0FisJSW0Vul55ZWVEdYmfkoxCsPacGK6UcTcz5wT4jyY0d6U2v51ldW+0z6oeKCM3O3YVEHHuhWzxnMTigkxbwMzMZux.HnGCSkuzJA.xXd.x4XWVus9vxC.lIcqfKnEn3QkSjj5wipdUoW8pfndmzS8dD1UaYq20InFntcJ1kLczr6nBbAnpk20xbh+kEYunE3JLcN+lpul1h1feLrESyWsZ0mjqV0pOwydlIF72m9o45AzettplZFbs21TcS8VbO8SCqC3q54vskpM2b8cbrL44dNtAxecMmKZsYWKSvOldJ+5mBJ4fVsBTljajW0SMPazMMzM035z2rkitkImkouTgs11xX5VCZ5SBjtQesm3LS7lmYhw8Dy4gVwfqzqZfbeKWYmhNe9dvxca4EUMLtEHjbZ7atmRB.KWQycK2J4LTuEz.wQqK4ULI61q5oB7BQsbuKIECewqtPypO+EV5xPC3Zt50zcUs6oAb4b9X.7lfbgs1P0bcs1S6cuGOY.ZfdFO9DREQinbgo.vnsdmNQPHH2C.eb4jf20E5zQqE3VBKORPjMfbvwV+0Wn4Md43ZT3q.q4PIdiKtfoJnaoMQWRnqJVIbAGGfcmh.7tnXa+Z1Z81Hkl6dMw1ZvUZ6RCbiqp0tuaTxMVVyIUKhX6h8tbUMCM0dZoHS+qJVIrLf04k5lh.7tn30.UfJl18GdM98dB2ddRgT7IETvSWTAeBgE7TEWvSNvfmlHC9rEZvm2XC9jBN3oK5fOgvCdphO3IGfvSSDBd6mS0rM+MZRdHLu5isUKZq85ozP3kPj4JYVKjQB.LmZtgab2BHUNdbdSXodW.YL.4Z7kbzwWPtljGjgC7GCqVpFb5fV7FfaZfdedudFs49M4p9sPKGhHWoSGvvFOq63yCq.TBnqfsNX3SsocE3faF7BIcefr5n2KtuEdkjtgtUl3MM0AACglwORXTvDKAKTWp.YWp.EtTAJboBEhKkm6AnOkeexmJjtOUHcepHYepHE9TQJ7ohEhOU3AoOUnH8oT6QES2iJltGUhrGUhBOpDEdToBwiJ9fziJtu3QkR2iJktGsFYOZMJ7n0nviVqP7nROH8nR6KdzZo6QqktGUlrGUlBOpLEdT4BwiV6AoGs19hGUNcOpb5dTExdTEJ7nJT3QUJDOp7CROp79hGUIcOpRDOJl+rNY+YcJ7m0oveVuP7mJOH8mJ6K9y5o6OqG6j4g3a6.dF29Zls1FN8dvqL57DCDlP5OtrPbOtLrBwzaqHo1JkdakH01Zo21ZjZqb5sUlTaURusJjZa8zaa8f1h+2Xls8gyiQpS3N43Sr5fRCMZkTeIjxwah27LCu7omxQ6Mbl5IQlTFnM6Ny2S+DoNc+HSSCgY7GG.RZF5CBiKVzBNDdNPL7lQ.0DhC0FOcfSHUfSHNfKdXSbuA13qlObKb6H.bh4D3DSE3DyRDmzdDzkyPNdZh4jxIzIkJzIQeLWs8FfSHmwbBzDyUKOTb0RE0pEe.GIjSdOB4xYHm.Mgbx4A4jSE4jyRWUk8FbSLmQbhzDwojGbSIUbSgTDGIrq9dD1kyXNQZh4pmGrqdpXWcxX2v7xaFJeb7rwalRp3MiMO7lojDdyXy.uYJoe2L1bualRh2MiMq6lojxcyXy2tYJIa2L1LsalRZ1MmJ9GZJoLsaVbw2MyXbcSpRvtYlyttYxoV2j57pKRrIGYT2j5zoyJFIjLFIDAiHkBcAiPYN44lzm4bVwHwjwHQJwHoBGixSXDkoHmULRJYLRJl9ZIkbbAiTB4IZhxbhal4Dhalb1vzxJIW3nTdhmnL+2lYN42lIm4aSpefAkhFmDySzDk461LyI61L4LcoMZpdgiR4IZhxLaal4zZalbNsMi6UGrtpto6bLOLc1tAqfJKSis4Lsbz7Wixut+bOO3uAYrMb0tRLmsgWAVtdvx4Ssk7DZoPpsTfPKESskhDZoTpsThPKqkZKqQnkxo1RYBsTI0VpLrkj56Lz2QcuGhc.fatA35IKkt.AqdZ56DfDgEe2.byfbpLCC4JLCtFEFLeNLX9zLXdpMXgB0f4owEKjCKVHMKVHFKljMKVr1LMdYwbXyhoYyhYvlkJTaVfF+rTNrYozrYIpirqUrVLMd4Z4vhqklEWKVuLIqVtPsZQZ7yx4vpkSypko1OqTrVLM9YkbXwJoYwJD7yI+WP1btq.jpC1QY8FltFE6eAPJBKXtN.TOeKaMUG2MQn8Ut02Att4g5.wFBMC2KdnQLvqLMDx4337VRHX69ha3s4odNzxPvwm0qQ.fO4ccwV9R.1z.moaIAW+vK2+sfMdxxyGG.RbdsV5.2duEsrgAEKp1xwxd5DZc52.2c6wvMOFsxJbrJl4s1FPvyxn8SFEfehmMaOUiareZK3+mjKc09s7BbSHrwQ01KvYZop3Q4Chk4w1cjwENym63Y9hLflOtHZ9DCo4SNllOZPMeZQ07iVXM+nEWyGNvlFowGMzlO0Xa9QK3lO8fadpit4yX38fPaAha7WnTEHss5DRZa0IP21pSHgsUm.UaqNAxaqNAZ1VcBYaa0Ij2sUmPRaqNA51VcBIrs5DnZa0IPda0IPy1pS.4oywBSxM2mPQx8IDG2mPhbeBIy8IDk6SHMtOgQi6SXz39DBy8QizDhx8IjJ2mvnw8IjN2m.0beBYf6a.umXh7dhj38DSh2SjNdOwD38Doh2SjLumHM7dhYi2SLu7dhIw6IRGumXB7dhTw6IRl2SjFdOQh7dh4l2SrH48Dii2SLQdOwj48Dix6IlFum3nw6INZ7dhg48nQZhQ48DSk2Sbz38DSm2SjZdOwbv6IMj2CnPcssVG1bWNPjYw3xVNZWADyMwaNw3S7VSvgWUmNwVm+bE.n3hsZOUJgFNsY+Mukl8f46XvExT4jgO5cXIez6fdx.0xqiMxEZYtjotyU5pYR5.4gwmMfgox080Jvk53dv7bV+ClmUMzaqYyn2loxWmMkvRFWSAdLH8a8C9Yu1mc6K8wLTH1oRSr74StmlMXgtGHAuCnoYZPuDDhSB6rTFjfXrR3UxfDjh0JLyfDpEmDV4syfDjiSBe3OHCRPINIz3GkAITONI7teJURXbeIzDGFmLCMWYzZt7n07ZQaNWFZtznc2EGslKLZMmGq467EMeLpZ9oXG9RHwu+9TfTI.9QU.Bip.DGUAHMpBn1nJ.4QU.JYT.dmtYtB3LrHGfI3h39ylUQHL5hPbzEgznKhZitHjGcQnL5hndFDARf0YXQx3MjH3dmuXgcoQDmkE8AVCSS8bS7KnRM9xrgdRPba4yyjs39nbgDwM+9exWuQVrEuI8MjLta2matcyhs3edfERHMDE+TprkICCHgkxNm6O6eZ1rXNdmUVgjw89gcoCRvzDg7EmEBXEvGKa9b.rB4CXCAIBEBjDlIa2exO4mmcHQDGRdgb.IXB4S9utW1gjvx3dMq+MxCjHU.QIR3NmkxAjHU.QIRERTRsB.RBKic+ZuyKlCHoVA.I0xGjDVQjGMEwEQjyGhf4ajGMeiKjHWDPhRA.IJEBjnT.PhRFfDjzZF.I9Shd9xMZfP7OmIymPNaHgjuLumLr0jSMASJBEAnHTHphXQnJhEhpHUDphTgnJ0JBUoVgnJxEgpHWHphRQnJ4THiy5eXemum.O0IpUXOZBfE2ijKVVM24b+eEibCGzdy+ghRekwSt8etXjqRLwCuzRyq5nBOz98eIAqXa0Uy1QG9NIpLu1V5sz7NB+GmcdsduliUWlJhCemhLUNsi+2e.O8YQCKv3glqultgleDMZQhLuwva+tWsw1ASO72tguB3c29xrWneacqKXpZrcOfAdq0G7YVXBVdYEEEA9ZL5NZaNn3SyxWsdUkZhyHTEoBA+FvyKWuJiqsVQj08nzZpguijkZO0yvM0f6E+TOoa0KAOap.UHblIdKlaq21YigZ6a71M1PSe8MB9FQT0tQvMUDpNRByHMirhvL0f85FhWmIS3EOI7hIBdsntAvGOudutFpaifWiyJJVqljjHFbIInTWPbFkPUHfUiGfMS7.F1AUeXT6o3iBauapvFvWUCntRBRLvUBbL977ikB6wXojPUIkXB87zaOjrVZHYgfhtAehx0jqoHSCN9k7vwy3iiKso55d.3Cy59+QiBA+YazeDV2Z78w0sFe2Fc.fu2WDkGm8MW4pW42dgKt1MV7JWZ9Et5aAWP.Okz46ZtdHM5TivamLPWu46h3k28UZroZH6vr+lqBv7t8BJ7lMBaOL+531CiciM0a21PaEqd5v6ZPMO9t.KcydPQ5Ag.kE2d4EpyYCUXNQWidSzOHMWeWlnLq46UohXnuW3P8tAgd.Ouqj3CqFqsKFPkcyhFn873P6NIAsnHyiP2KCNvFZfFHL41M1zpsl6qZXvI.XX.PJTjx69YM54n0cU86DJSrd86zQGbUrrbuvcXHn3c+CZPCTTKRTlTidsTMz7VKIAOj7mMKtu3WKhunyqC7Ftdg1ZcT6a3sBRPeo3vusLtEthU29cgQAyoYXc6P8.eT5dc4Avz8xFFuTHLdmWI+XLyZ6mXLjd08S8T7f8RTA1OBcqrf.75Ceur.16fQ8Ylev9dZG3BngwNE.FKgiw0e+LEPaFBiW4syOF+SeyCdjFlEBFWKBoQlvX.nhhwe3O3HEwLLjo.vX4HbEeurfw.PEEia7ixOFO+e7ANLFFxT.XrRDthOHKXL.TCkfwmleL9k+qOvgwvPlB.iqGgq3CJShCMjgBL9rTrJ4BvnOGEf+v6zH.Nu6G8Q+UyFJEBtFT.c.acRpfNkHPmxd2PYtqFMpgHkPPTiRHJ9U6Xfc+G98JgnXWQmHczd+RHJ1UsJRGsRHJ9UlKRGs2qDhhc0GizQ6cKgnXWg0A18KbbDhNMUqhbBye3NuLtkHiaIS1KdDHp4syWz79yRZhstWDCe5nSftUeGKystE7c1skpw.THTpv0COgt0yDVvigEe9wXrP.CKBQAeLCKDw6i79GewBI79HGiwhZXXQnoe5XFVHi2G4CN9hEJ38QNBiEObJuPczkhvNnKEgcuNFNzMxK6uqMxKT+qEQ2ao1ZCsmR60c03sB1DwUCMwPiS41mB4EZDZX+WB2cUMRxbUan26ZPDD3e7TfXRt6e6N+EQ7GSEyhDvr8S4oRsirTAFmxswUfo7+jcSgfpiagOPLEz0P0ex6cn1TjPCvd+C0lRMzkbw26PsoHiXJ28vsonfFf8AGpMk5nLXGTMkIBOvm6I6o+.edmxmHFwjaitvjNGlQbO0HKOnlM7VrEAKjkNVlNgdkN6rfaYdCNdZ1KsvxW4xbKuzkdQF2K0Ya3fgOD6bVFsSRuWQ0bnd69+SXEvgo2+zeOb89dlMBVAgdqUP9YpVsd0XVDgQpP.qlginWYrJUoZReBuuWIYFWFewwEZYh8Ptxfw+7qWysreE1XNVYhrPxHjE176BjEPwQyYZ.RmkI6gxLBu6G8Q+Gyh0I4RMnaAGhsoeIAfS1HUD6QQPLeocnAEv21xDfgcdkzgguBK5gtjm3NfgCmgxcdMAT3dsB2a57oCJOBJn3J6PSD6+4rGvPnyR6FKGAFtdCpIbFrtTOVx3fus5IAgS2HcL6vLmSjSF.B.ANoSr.wgZVGrS2.B3PJzNwBKG13cNE8mdCHHg9QvnkyR6IPAAbnjA9TTe9aPBBOZv.eFZOBQH.Ck7NgNhTP1kYcO9x6PDGJ4cNE0GxMjfviU7NDggRdmPmCQAHwOtOZvxwKdGx3vxk7NzdRRQBB+lGm3cHBC2sj2A8v9BAktCEa03in7NjwgWrj2g1iqMRP3W83DuCQXf6XMuC9IpW.Pv8cQiUd7iDwJmk1CEPBvvNkrNzejHR.Ca7sOVMuxjwgRdGjisRjEvvuKJuy253DuCQXXmxY2g9ycTBX3tGudeVj6R09nOuyDTe1vRXsFb2WqA8lDEqlqzWzt.i5uC2nVJxJNagjVb3Ib50R3ca9i6ls0WCTb86xbnFZvNSdID.bzEYlf9SZXRqLfCEcNlf9yBYRuS6iTj.DMyxPcaxudwiTg.DMyxP.ahyKciiTg.DMyxP.azoHbx2D8QG9NGkBAHZlkg.1nyVyNnyVy8NREBPzLKCArQev4FnO37QqmIjnYdzMD3gn3a6.R+hUQGAXarMjTi0hbylIoMqbj8rEZ53uvuOJSya3ugrNI6hMYTMzW2bSO0m0PqiC1QCN3thqGOSlzCzbBeYT83l2wWOFis.TiuTJpgDwyElU7UiyvtvkuvbWZAt4tvkmG61yoEyodSAcpei5nt6QuS86SOJeYQBrrMd+RjA8aiRfk8UQ2quMt9wbjAM4y+1RjIz2mFDh3OnDYP+B6P33p8PLxL7SUBXbduuOJSxtrU69Fpfbbt3Fp.KXo4gE97f+qeEPYL21cU60SqMbqJuD7qqBP1aid16V4DKzVGHiUcTcfesgN4bVs2d0MrtsIbjbdlqgd3krpkgk2+aQKi1PoBuDlKtgtQ6gZXO3t7mN08QXWQ2o0FwqumHF8kgYOWeGaM+LOVnSGsVNAJKH+pWNDdlAUgmZUoxjH5x3d5xixthkw1c2vxTuk2GEGWEZb+uPN7gzJX..JfEbvLibJL2bvmKqNc9GmcY2iv4fU4Uy9fz2Fh5M9S+K+6+alSuqkgp8n5Qx.LbRJCg9UCN4o4NDE2C8RGdz2Gi0O.fCB1Gdz6yx17fkxN1fuhaW0puiFfOwKZ.9Kcy04VVELrwaDt+bkw1C5dw3eG8tgfwztLXHKq91sz.fmI3wvA2H1JSB+TE586pveCAoU0La69iSDTIO72U7qz8GiETo.72+RvefUN7G9UJhVoHVkRnUJgUYMzJqgUoLZkxXUpfVoBVk0QqrNVkyfV4LXUxWEs1feMnZ9PUyiWcHXhGGm3CAT73HEeHnhGGq3CAVA+BMx7oFDYdw91aosvq6FYdZ1fuIZgBJAgKdi83Fm7v.uM7LssJ5vBtGxsnOvu6ACbvgC2i4VfHZ2O2CfZzCyC2CsabgJGjxzRtWgBdSpiKzYvuB9npJO5dDzsDgHsJh1xGQc4inu7xne.WbKIhFyGQk4inyBQzYAdzOaItkHfdNA6VRDcVHhNKDQmEjQ+Xc3VRDcVHhNKDQmEinyh7nehJbKIBNKFQmEinyhQzYQYzOLCtkDQmEinyhgz4EWbMuo00MAzCpTuncsiP8hTYI06gBpWpRJP7fZRACrsggonQlCM7AgonQlmvOrM1Hyw7qrLxbeLx7Q8hLmfc9sMU2TuUO2PS+2vS3G5zQaHwY.sLr3f0RLVE9K8ZD9XXoCVEsHqjrfY5Ixs39yF2hV1qZt24KVXW70gp+i898+judiHKBb+TSdtI9EyFcU8N7V94ydI8M0Ao9Di85WSrlrecQsZ+Jhbi9lMh7Ryh1J7J.O47ATpA7AsBQMfOnUI0vQhAsDNT7jrmLomjks7IYORLn0f45+f9nV2s6yMGgQst2OrKwQsZHJ9oIMp08OpOpU0C.iZketgS5S4DK2.qekkbCOXF0R5PwnVkSBvwlQsDNvOp0NeQy4ILp0c+nO5+cVBiZw7Du54ZjvnVWuwAfQsFJtxm0pja3fy6lYRj2MyBMuwKmg2OyNe1suzGWzuelgBsPe+LApZQ+9YBjbQ+9Yt6O5o+Yytm79YBj7gm2OC2e9S+y93x2OSYpYGZoeYGjZ1ELUM1tm+pu5TC+Y3IUXt9c5nYG9Sb+8Zrhs1V5Z21mHeX7bYDbYD797CWHdX3gKdARuHmNc9uI9vEgSqu7gKJe3hRtgrwMDZlvNw9E2f22Hr34FvpFka.iUojanLugRtghianVI2PI2PI2PI2PLbCxkbCkbCkbCkbCwvMnTxMTxMTxMbrka3qLX+Ueg9s0stjkUW+IT+bdkvAKhaEC0swlY8Sfryl4Nwez+5ryoZnZ1RCMF9ZV5szbivCJsaiWT2vXQ01ZqouIxUK0XoVVlC9xe6tiN21rU3MC88m0cCpulMnqGHJNT+HfZFyzXdUKKmKa4fHiUZrp5lcMz.8qrc.hGUHWUaKM6dg4BVT2Py6Sm9uA6EelW8k5AthW0P6158d04058ZNVce01182rGGnWpy4us5VdmeAd8ZbO6BXqrR+yvX.TP264f5Lb031CpeOo+dn8ss+ps5brKq2VeX4nmVAvJ3BZQN2c8E+FGdzOGEFiN0MFDrRzC.fIYWUGFBsf4VZFfNLt53ixNuVG09FNCJM76gZYKSKuiLfvAb.d30WWyFU2i0fvGuA1VrAZfClXpoZi2mICXAO8XQR9quJqm5xA6hycz37uXriPm+EUycBCrwlvvIFoDFPM2y5YtmBzCyTCL.fyF9GqDvey86ntkF2yqYpYCcbDOnMtYsu3mW7CGckVNfaOXrGydcsB0ua2U01TeMKSsdn2MvHEvimAr7UgoxpZGaU2e1EAFYrsYUUm91tgjWXSq9lNAuus+8Y2SVq1kCbr+Mvgvd5.GmqQ4.GkCbbrdfCAROGyMWt2u3A4.GL6WCbr2MCCkCbr+Mvg3C5AN9lMJG3nbfiCgCbTNMnkSC5ujYS0V1V2.LZsiskAjs4gcKADYZ5NgeiytL72b7LaoZzGT.Ka0yWkYSvXV2nUKXGhmhmgI91HLnMODK+Lz1HwbbijxQapki1Hmi1nji1TOw1.yW3B8cr1zisDTvJKLupiJfNJXmHLFy+OLCqKIJ
    


  • use 1-value to get the inverse

    HiseSnippet 6825.3oc6c8Eajabdm6oi1V59SjctVDiFDvnFTHm567xgbWtJoGDkNIYq3S2o8j7U63BbGuc4Jw3Ujq2kqNqyvHBEIs1NFv9sTmGJNf.TzmhCJ5KE8gHD+RKPdv.tos.MObEnnwE9kqOzh19R5LjbWNbHGxgbozo+v6LLtcFNe7662227a93vYFtZWqF585Y0kqz3quSGctRmkescLs27JapYXxs7BbkdZ9EdkqM2JKWWXQ3+M20t9MEDuD3NZ2ga9c5n0qmdStRkF64QWdowOMmyed3ryq0VyrgteQbb2zxng9UM1xv1uzUUeQi1sWRqo95Fagc0xpK2vx7JVss5CUsw3Ky0Qqwqosg90zPW1o34J8XK1zv1p6Z1Z1583Jc54sZtyZaZcWS2q+lF8LtSaczOD4VCJH2hWxpcSjFiJk6JaZzt4pCffdbbkd7U8AjwbAjKvuhQSigk6CLS5TgfeKvwiRmJN0SDW8Jyt5UBS8Nsq58j7q0nqQGa+ZP51Y3W1zVuaKMnK.WsbuVtS8S9V7WwBdEl1WZKsWSeotveLrESKVtb4mUnR4xOy27bSL3uO2yIzCp+BczL0aKzbGSssLZH7bOGpNnupmsv1ZcEluusskonvkEFH+Mzsuh0VcrLg+X5o7peJjj8a0pHYRuQtUO0.swvrsgotPq9lMrMrLErL8jJp0csZOciAM8YgRuce8m4bS7lmahwcEykPVwfqzsZnbeKGYmfNeodnxcZ4UzZ29NvPxoIu4tJIDrbDsvcbpTns1cPFHIZcU2hoY2tUOkuWHrk6dIIX3KciEqW94ma4qgLfa5nWS2QqaOcnKWvCCP2DrKrwlZlan2bZ2683wCPCzynwm.pHdDkCL4CFMMZ0JDBg3df3iCmD5ttXqV5Mf2RT4gBh5BIGr6Z75KV+VubTMJ3UPzbjDu0UVzTC1srKUWRfqJRILmsMztSP.tWTjse8t581Lgl6bMQ1Z3U10gF3V2PuYemnjashtchVD01E4c4F5s005omfL8tpHkvJPVmWpSBBv8hhVCzfpXR2ez0306IX6EoERIFWPgHaQEhwDVHxTbgH8.CQVhLDSWngXViMDiK3PjsnCwXBODYJ9Pjd.hHKQHjsedMylh2pN8gvbqOxVsTW8WOgFhtDpLWwyZgMR.j4T2IbS3NPoJHRxahJ08BniAXWimjCO9B10D+fLBv+z1pgVaACXKdC3M0WuujaOilB+9Bk+53kiPjq2pEbXiuoy3yCq.VBrqPWC3vm5S6HvA2LzER69fX0wuWBecxJocCcpL1aZhCBF.MidjvvfIQBV3tT.cWJfAWJfAWJHWbohBGf9TwGQ9TPx9TPx9TI59TIF7oRL3SkxEeJ3fzmBxSeJydToj8nRI6Qko6QkYviJyfGUNW7nRGjdToGIdT4j8nxI6QqP2iVgAOZEF7nUxEOp7AoGU9QhGsRxdzJI6QqR2iVkAOZUF7nUyEOZkCROZkGIdzpI6QqlrGUgtGUgAOpBCdTkbwiV8fziV8QhGUIYOpRHOJg+rFc+YMF7m0XveVKW7mJGj9SkGI9yZI6OqE4j4g4aaAeF295lM1AM8dnqL77DCEFH4GWFD0iKipPJ41JQqsxI2VYZssRxssBs1VM41VkVaURtsJzZasjaaM+1R92Hls8gyiQhS3N83Sh5PRCOZkVeIrxIah67Lit7omxV+Mrm5YwlTFjM6Ly2S+LINc+XSSCkY7mD.haF58CiyWzBMDdFPLxlQA0.QgZimLvARD3.QAbQCaR6OvlX4rgaAaGEfSJi.mTh.mTZh3j2mftLFxIxRLmbFgN4DgNY1i4pr+.bfLFyAXIlqRVn3pjHpUI5.NZHW08IjKigb.VB4plEjqZhHW0zzUUY+A2jxXDmDKQbJYA2TRD2TnEwQC6psOgcYLlShkXtZYA6pkH1UiN1MLu75AxGmLa75IjJd8HyCudBIgWOxLvqmP520iL265Ij3c8Hy5tdBobWOx7sqmPx10iLS65Ijlc8oh9glhKS654W7c8TFWWmoDrqm5rqqGep00YNu57DaxPF00YNc5zhQf3wHPHLhVJz4LBk5jmqydlyoEijhGijXDijycLJKgQLlhbZwH43wH4H5qEWxw4LRAxRzDi4DWO0IDWO9rgYkUpZtiRYIdhw7eqm5jeqGelu0Y9AFTxabRJKQSLlua8Tmra83yzk0noZ4NJkknIFyrsdpSqsd74zVOpWcvFZFlNyw7vzY63uBprLauifokst2ZT908l64A+0Oisgq1Up4rM7JHx0CUtXhsTjRKAI1R.kVJkXKknzR4DaoLkVVIwVVgRKqlXKqRokJI1RkgsjVemg9Nl68PsC.ZyMfVOYIzEve0Sydm.rHrn6FPZFzSkYXHWtYvUXvfEyfAKljAKxrACxUCVjEWLHCVLHIKFDgESylkxWalEurTFrYojrYoTXyx4pMCXwOKmAaVNIaVl4H6J4qEyhWtRFr3JIYwUhzKSypqlqVsDK94pYvpqljUWkY+rR9Zwr3mUxfEqjjEqPwOS6u9i3ur415csoNbua0vw5EfYxIn0rofgaCb2aUCyJzYkjTdvNSq2vz9XXeP.u2KZtAz4boFc00rc1Lhcu9c9Nn0eOxVn1PDb3bwCAiAd2oQtNAAA2kVBwt33VtaBqKiWFl+3a51HnCL9cuw1dR.0T+fBmR7u9gWt2aSa73kmGN.k3B5MLfgO8VxpKJ3ZIsF1VcmNlVm7MvYWiLbSnwprBFySXdquIB7rZ27YCCvCDhQqocChvvXgKeYgxOiKP6s9eP+IEOKkSOtj1lAOqPrFoy88sF3tQ+eZ5p3AgtJdQlz1wcesrt8xiougsVW2dGSKWljRXPGVQhsRZTDDN6LqL2wULO64JFUWWwX66JFemWwv8dESp6q3n0+Ubz5.KFrGLKRSLbeXwD6DKdP1KVL4dwhL0wX+sCrHKcfYRQw59Jlx9uC56BntMvQREPaSVBhaSVBXaSVBhYSVBXZSVBnuIKArrIKAoaSVBx5lrDD2lrDv1lrDDylrDvzlrDPeSVBXYSVBvlqFhvjLSrCxShcPTD6fXI1AwSrCBSrCRhXGLZD6fQiXGDjXmEoABSrCRjXGbPRrCRlXGvBe49exY.V31AojaGjBt8A75RwxqKQiWWJNdcI130khgWWhIdcI575RrvqKkNdcorxqKEGutDa75RwvqKwDutDcdcIV30knxqKkYdco7jWWJJdcoX40khmWWJLutTR75RiFutznwqKEjWmEoIElWWJQdcoCRdcoj40kNz7b2RrPsKk9G7VJCr6xCY2g5VmtVafZtCSO1LSdMKa8qC6YMwaNw3S7VSHPVUqVQVm27+AIxirZWUJlFNsY+stid2Ayg4fKjqzoCdbZwS+3zB+z9pgK8E1EZYtrog806naR6P1hyiyiiqz21SqfWpsygs048NrsVqsQS8tbFM4J8U4SnyGmiofNZy9C9Q+xW6Su6U+YbLH1oRRrh9xcvArFKx8r79adERILiJ6R.DkD1c4THAoHkvqlBIHGoUXlBITIJIr52KERnZTR3C9QoPBJQIA0OJERnVTR3s+Xljv3dRnNILNYJZtxn07piVyqDt4Bon4xi1cWZzZNXzZtHQy28yq+zL07yvObgEjMhDWAHNpB.LpBPZTEf7nJfJip.pNpBPIkBv8DKzQ.miG6PIhTDOb1zJBvnKBoQWDxitHpL5hn5nKBkQWD0RgHvBrNGOVd8ADgv2+yWbOVDw44wer7fzTWdheMSpwWfOvy6RZKeVprEmGXMfHt86+y+ppowVbeuDAjw86b442KM1h2Y7W.gnJI8wLYKSFDPBJkcuvO4eZ1zXNtm+cAjwC9wcXCRHzDP1hyB.r.xwxVHC.KHa.a.HAjKPRPlr89E+heU5gDIRH4Ex.jPHje9+0CROjDTFOndse2r.Ix4PThLoyY4L.Ix4PThbtDkTIGfjfxXuux2+Ey.jTIGfjJYCRBpHUGMEwAQplMDgv2Tcz7MNPR07.RTxAHQIWfDkb.RTRAjfkVy.Hw6UEjsbiFHDuyN1rIjyGPHYKy6ICZMYTSHjBHO.EPtnJR4gpHkKphbdnJx4hpTIOTkJ4hpTMOTkp4hpnjGpRFEx37dGf+Y6IvSbhZA6SxUZeRtDY0buK7+kOSXcvf1a+OjWSDdUxja+myG4pjMZ8mf280HEQqeokWPyVC8Y7v6ULrZWqNvK0.8FMJsf91FMzc+ndLN+B58dMaqNbkjG9dW4JcVauuHIt20kZaAGM0bi0MZq60e.uHIt2X3seuanti+jK+sU8T.261Wfet9MMrlyTq8N8fvyc1XvGdkI3Eqpnn.DqvYXqu0fhOKuX4ZkUpHMCnLVE.uFHJVsVYNGasjDuyKNapgugkkaN02PXpA2KwodVmpWFcZ0Aq.btIdKt6ZzzdygZ6a78T2T2XiM8+pwTtqp+MUBoNxfYjmopBXlJHezP75boBuDogWbgvqkLZCiPVvnWm1Z6fgWiyKIUohrrDAbICTpAjlQIPE.hZbArYhFvH9zUDD0tnXXX6sSD1f9pJP0UFHyg1a.Q3yyNVB1mwRYPYYkHB8b0aWjrRRHYtfhNAeRUqTshRUVvwG2EGOmGNt7VZanOf3.8uwiBg+YG7eDT2TeeRcS86p1BB9teij9x7u4p235eqEux52Zoqe0EV7FuEZQSbQ4K0wbi.ZzYFg2soutd62FyKu2qptkV.6vr+VqAw7N87K71pAsGteOR6gqq5VFMa1VeUqdFn6peMe48fV5V8PhzEBgJKo8JBpIzEovBRNF8V3ehpdk83ByrlsWDKlg9NAC063G5A87NRRLnZr9dD.U5MKVf1KQBs6FGzhiLOIauJYeaPEOPXxcT2xpotyKpXvYBZP.PNPjxa+op8r06rlw8BjGWu9sZY.uJddgW3dbTT7N+PUVfhJghxjU60Pqst65sw+Qr+zYI8E+Ng7Esdcn2vwKzTukV+1tqbD7WoN5qMkSgqZ0oeGTTv75sstafdfOEaurceX5AoCiWN.Fu6qlcLla8GkXLhd04i+Vzf8xLA1OIaqKAe75Cdmz.16RP8Ylcv9A5G5BnQwN4.FKShw0d2TEPaF.iW86kcL9SdyCejFl4BFWIDoQpvXHnhiwevO5XEwLJjIGv3pg3J9AoAigfJNFq9QYGiW3u3PGFiBYxALVIDWw6kFLFBpARv3iyNF+x+sG5vXTHSNfw0BwU7dEIwgGxv.FedFVic9XzmgCvev8T8gy6+ge3eyrARgPPkAnCZqSxDzoDB5T1+FJyYsrwLDoD.hTKfnnWqj918e1On.hhb8fh0Q6cKfnHWyqXczJfnnWWuXczdmBHJx0tLVGs2t.hhb8Y6a2uvIQH5rLsFzoL+g69xjVRURKYxdQi.gMuc+75ObVZSr0CBY3SGdBzs5aaYt8cPuyts0ZO.EBjJbsfSnasTgEhDXwmcBFK.DXQ.J3SXXgDYej28jKVHS1G4DLVTg.KBL8Smvvhpj8QduStXgBYejiwXwSjvKTGeoHrK9RQXuWg.G5D5k82oK1KT+qDR2an0XS8Kp+5NZ719aA4xAlXnwYbyWg8BMBLr+KQ5tJGJYtxpF8tIBAg9GWEHhj69Wu2ecH+wTQrHALadQWUpYnkJv3LtIv7Mk+mzaJTTcRK7.wTvWCU+kuyQZSQFO.6cORaJUvWxE+fizlRULS49GsMEE7.r26HsoTCmA6vpoLQvA9bNqe8F3y8b+EyHlbG7ElzEHLhGnEZ4AUW0cwVfsvjrLsC7Jc1cQUTYtCNdV9qt3JW+ZBqr7UeQ2K0dGzfgOF+7VsaFmdupl4P814eGyJfiPu+j+DR89Alp9qfP20Jn3LkKWqbDKhvPU.HpY3H5kFqTYllzmf6ZVZlw0HWbbAVlXOliL379hVn6T1uEeDG8NgVHYTxBag8fxBp334LM.oSyj8vXFg2+C+v+iYI5jbUU1VvgDaYXZ.3jpIhXOEFh4IsiLn.4ldlBLr6qlLL7E4wOXpbE2gLb3bLtusofBOnQvdSWJYP4IwAEGYGXhX+Om8PFBcdV2V5XvvqnxLgyf0k5IRFGxMkOMHbZ0jwrixbNgNWAn.DjjNQBDGoYcHNaDnfCIP6DIrbTi24Lre1OfgDFGCiVNOqmeETvgBF3yv7o2AMH73AC74X8.HgBLTv6D3.VAaWl04jKuCUbnf24LLeD4PCBOQw6PEFJ3cBbJF4iD+z93AKmr3cniCqTv6v54PEMH7qcRh2gJLb+BdG7iJLLT5dLrUiOlx6PGGdwBdGVOr2nAgeoSR7NTgAgSz7NjmGe9.gv2EOV4KerHV47rdjBRAF1sf0g8CTQJXn529D07JSGGJ3cvNzKwV.C+w37Ne8SR7NTggcKlcG1O0Rofg6cx58YQuKUyi+7NSv7IKKk0Zv8eMU1MIFVMWIuncgF0eOoQsbnUb1hws3vi4rukx617m1IcquFj352g6HMzPbh9RI.33KxLA6mSwzVY.GI5bLA6mjxzdm1GqHAnZlEg5co+5EOVEBP0LKBA5RcdoUOVEBP0LKBA5hOEgS9l3O5v243TH.UyrHDnK9r0rK9r07fiUg.TMyhPft3O3rJ9CNe75YBoZlGeCAdLF9xPf0uXM7Q.1gXCIotdna1LwsYkCsmsvSG+E9SwYZdCuMj0o4WpNmVaiML2xU84aq2xl3nAGdWI0iuQpzC7bBeYb8312ySOFiOGTiGOA0Pl54Bypdpw43W7ZyM+UWTX94t1BD2dA8HN0axoS8abG08O9cpee1Q46Rhuks46VfL3eYU7sruD9d8U8UNgiL3Ie92UfLA951fQD+dEHC92mGJGWsGOPlSm7WXHe8+Svm1lUumJ2vu4IPA49gVYR9UrZ1usFLYoqroFDJVdATgOO7e5UARYlemNZ85o2DsmmWF8YZApj6feH9V5TK1z.Ji0r0rQe1hN87VM2YsMstqIJk.QtaheJnrlUaK2+0RVsahjJ5R3txlFsaNTC6gTY1T2mjeUC6FaFs9dpHzWNt8c8cr08RgYwVszaX6qrvD0d4.3YJTEwHUkxQnJklDSWF2UWdJ9UsZuSmMsLMZ3900wQgF26SsiX.sBE.fCX9mvyXGmy0G7U6pUq+wYWw4rf1e4hUuOLOvgn9df+sOYt4M5X0VqKSdjwXCFhvzOMigM+19Ga0BGgh0QdliN56Sy64zEPf8QG89770OboriM3S.2Mr5aqC4PbiFP+xvbCgUzfi47FA6CWZrbpKEm2cw8l.GD7Zvw3r52sgNDvLgO2NT37klD8kvy82kQ+FALqoa1z4GmxuRQzuK4UoyOFyuR.52+F3ePUN7GdUJgWoDQkx3UJSTYE7JqPTYU7JqRToBdkJDUVCuxZDUNCdkyPToXY7Z8+0fpECTsHY0AfIQRbRL.PIRhThAfJQRrRL.X4+K7nwKNHZ7J86ts9hutSz3Y48+HpEHPDFt3NFiSbxS.81nCA2x3z+NmJt3yPfyIIr+oI2S6TfDdWNmSrZ7S+CmS4aRgV0OGqkctBExlTiTnyPdEhgUUQ7MUnSIfPsJj1JFRcECouhUw+hu3TRHMVLjJKFRmAgzYfH924DmR.3GrvNkDRmAgzYPHcFTE+q6gSIgzYPHcFDRmkBoyRh3eSKbJIDNKERmkBoyRgzYop3eIGbJIjNKERmkBnyKsz5tyCrShlGlnaw6NGhtEqxB51iDzsLM3uzgoA+GXOCCMwiFGZrCBMwiFOkWnZjQii4UYQz3ivnwmxMZbB9E1wTaKiF8bBG8d0OAeHRa8gDj9zunh8WjwDU3slrw3cQkNX40hsDy7mBnP2hGNaTqlY2pE99e9h6Qt.U8dL12+m+UUCs5v8RA4xS7qmM7x8c3s7yl8pFaY.SwIB60qlHMYu5Ba0dUD5F80TC81zB2JxJfOU7gH5.xAmBPGPN3TAcvwhAm.GZexzSG2SlxW7joGKFbZvj8eXezo624xySYzoG7i6PczIUIoONtQmdXwnS6OiNkc9fS6QyDIe.uWkE7AGLiNIenczohGj+DynSfC8iNs6mWeAJiNc+O7C+emkxnSbOyezETiYzoWQ8PvnSCEWwyNUvG7n88nLI16QYw525kSw6RY2O8tW8mU7tT1udWJ2+idte4r6KuKEeIez4coH7W8b+xeVw6RoHEriTTt7CRAaNSs16zyaUPclg+L3jDLe+Vsz6F7aV+CTWsq91F520i7dXLbQTaQT6ifGbP5nvCN7BzdoKsZ8eS8AGBlxdwCNT7fCE7AIyGDX1rN0iJ9.2OtWQyGPTMNe.ASRAePQ9AE7AiFePkB9fB9fB9fB9.O9fpE7AE7AE7AE7Ad7AJE7AE7AE7Amn3C9hC1exy0uog0Usr53MQ3WvsDATQBq1VaGhYD+TX6LXgS8m+uL67Zs0LaniG2dSKiF5NQ09k1Q8EMZ2dIsl5qarE1UKqtbCKyAeBtc1cj6X1H3lI9gy5rAuWuKr6FLJNPeGnZFwTQdCKK6qYYiIiUUWSaqNs0g8k5ZCEOtPtg915c6Er++RFs0c+FleJd2yH.2NDNmO.t+y1v6si3vKXQylC9IY22TuytESZ6M6s3lt.+JFMMFVN9F4GUgfeKx3FOO+2esi9QLvXrotQffkBu23mjeMCTzwhlaq2F1WvQGeJ9Ezao0us8fRC9pgVwxzxc2zGLVBRwtwF5cw08HMHxgOPskXbCzXCl5ZcI6NjeaV9RL5u9R7tpq.p2qvwiiFhwNFczPjBUgHW.9HyE3TiTt.3l64cM2y.6gYpC41s2z6zW.8ag+Pss0EddcS8tHGG0yfhaW4y+U4+HMWugM71CGVwrWGq.861aM8sLV2xTuG9c6k5oiNECHR+DkYpV2Hq5gytDzHirMqoY2uqSH4baY02z1+0g8uOaw.GGyF3.ruNvwETKF3nXfiSzCb.n8HJ2dkd+5CxAN3dTMvAWwSbbLbfCoC5AN9ZpECbTLvwQvANJlgyhY372vskVitV2BNZscWq1H1lmvoDXjooyb4MN+JneKHxssV69vB34KeoxbaAGy5VMZf5PbQQNtnaCXPadLdwYXsQRY3FImg1TICsoZFZiRFZSsXaCJeg45aaskKaIrfUWbAMaMHcj+FBXLt+evZlYSX
    


  • @dustbro wow! genious. thank u very much


Log in to reply
 

14
Online

1.2k
Users

3.8k
Topics

33.5k
Posts