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    Upward - Downward compressor graph

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    • resonantR
      resonant
      last edited by

      How can we transfer the Upward - Downward compressor graph to the UI? I know it's done with a panel, but has anyone done this before?

      UDComp.gif

      Oli UllmannO JulesVJ ChazroxC 3 Replies Last reply Reply Quote 0
      • Oli UllmannO
        Oli Ullmann @resonant
        last edited by

        @resonant
        You could take a look at the “Scriptnode Visualization 101” snippet. Maybe that's a good place to start. :-)

        1 Reply Last reply Reply Quote 1
        • JulesVJ
          JulesV @resonant
          last edited by

          @resonant I believe this graph is included in the Dynamics FX example in the Hise Tutorial Projects.

          1 Reply Last reply Reply Quote 1
          • ChazroxC
            Chazrox @resonant
            last edited by Chazrox

            @resonant I havent seen this anywhere. I've been needing this myself. I took some time and tried to get something going with chat gpt.
            Screenshot 2025-12-14 at 4.13.16 AM.png
            This one is almost there with some funky behavior. Its pretty close if anybody wants to take it and try to fix it up. Im sure a handful of people could use this asap!

            Here it is if you guys want to give it a hack....

            HiseSnippet 3494.3ocuaszbaibDFz1vxVq89H6VatNkqbfxVhK.36Rq1UunrTsxRJjxdsJWa4.BLTDk.AP..sH2MtxdIox47qHmxuAmeE6073PNrWxkbNo6YviA7gHsrjosLEloe7Mc2S28vg9HeWCZPfquTtEOdnGUJ28jaMzIr6Vc0sbj1aaob+B4cb862izxwxyiFFPJJs4PO8f.poTtb27wHc4t6sjXu9Oe8l515NFzzgjjdlqkAceqdVgoidz5eiks8N5lzis5IPco02yv0YKWa29.ltorhjmtwY5mROPGI6FxR6pGzUJ2Ck0z5XTSQoVwhkUz0KZpqWRkVrNsSkNFkUpqX1trB7mJR4tcCSqPW+Vg5gz.ob2ZSWygs55dtCWAOyJvpsMEePUpEnY9v63ZahKQbTos5ZYadTrwJPBjxQoltaxMcel7SrLsRFO0D9wrIHobHZ.ycirv6lYfmpH7TDf2DfTNAHcKNj9D4VF9Vdgoyf34Cj2yIj52QG7ShPgSqzM9q+R4sbAJbBKzS+L5N9vCIbjuhhxxD3eVZ0EWD7UAgjWo6S7br2xsm2i8085RHqQhEvozPbbWG3g7OPjpGjU.m4zde2yOtqOM3BDfHUn.Fk+l5gVtjYwOipwXeWqS6Fo+Kf8Tpln.h.vLDvjAv23PoD9qKfejpwXcivPXexrXkS0XL2jZS0Cnyf4HpXtsu3KHq8N7B4e2F6eTilsdmE0hVN1VNTRm9NFfQ0g..m6e1tc9Wszh+vh35x10P2lDBquWsJa.qNj7gjuhnTPYoEiL5v7qrFQUAFCVioT8kjUXCtDS.qDQvnRgKf0Hob6SC666PBWcwWOQXxhBFEi9YwnO4KAHIBRexCQPlAi.ULhHL1UEgmO.OUF9XSMF57mH5Laer6yya1dYROKmsw2zGfuM.16OPcbqJPJYENsKQ9BRdF4IirZFiYhkbLynZ7LIqfHPNPg7HXhGRxOPEj5.L4yTP8IS.0CATO78OpGhXkgZ1uMbJn921W2rAryJeXLBiCb.Vmbvid6f7ChoFwwfXDFw5JCxZ+lnTro9d40Wl.VnQUsNXuyilB8klJHZS+dKpuVdOv55oB+nIHGtQVGrJLs3oP3DEFYV4y2NY9D9yf6LHjAhqfLOM19wMHO4vsarOI+SOXqc23fG2X6kt5SDYS6D1v7T5g8CgTQVNOwxYYXce9wr+s4HVbbBznynCL73yXPIR5DM+9PcjrxWevxjtX4I9aipA1TQpPe.nB1.nNXTeUYdOZi8N332cqYZEpPecmfNT+izCEqLa3SgNlvAyikjDasnP.M7Hn6qvlt8CAiV9XiV9SisInfOGjVXWq.rV22ZYxET7jcElbWJZqYpIdZOcSLWPJ8PJp0vQEFQEF4bvNmYzgiQ2PjttwzkLLOPXjBNQS.tOwLQ3nvJEoebxwI.5EKLgCyh2fQEKWJ1cEtteltceZ9kDsJrXnw3JsonrrIpslQZiW0SnQroqolivQRqSSQKmgMPsVbqTBDsJAhGUJTPoPwzhl70xWx2owF8GRJxxh654gNFjpUSlH1.fLkNJyXtFxQDZXMCjveyr72jyeyL72Lle74WKX4frHrc3DVtxKNkRp4ikcfy2ZySphHbeZgNv4x1v1Nebre9Gz9T94wdPr64Tb+EeLAxBoCBGiPSe8yaRMBy+BryggrtGXEvWlDUS76VlU.MQ+SRzVgzdSTz6iat4BCkLWCZohKJz64nsi2RC2XQhLcQVhntZVUjmSh44jXd36vVNZCURWEBpBMkOOQUQ12YnJjpSRTUDOyVUwQBrk1.kQb77YfITm.Khqr3fqKZ4MljSgaZT1rv7LpGDSyVOs4yZrM43labPqcZzDJlb7tyE+LhDqTTv.NthebF8LyDDp6Gd.87V8ayJejXKWN0FIZqCBodAX+ckDyBORdmVg9TmSYUnvGWkDgZHqiZFBap6bZzYsJB8VIxKKM0qrB5CsFYtIzfki4hK1w0GJYyJ1PrvSCvfC76O5QhEyvFPsfZ47YSKBwR.vqkD0Bcb4e1fB9m1POnrVLPU3qitVB647Ft99vlXhtiQW.MmRc6QC8GtTZILlV.cMhQYidgQ1ijk3rCGhIX+F6bLOffjuIDT7O+i+YxIM1e+C+1klOYvZLFP1zSwCKuShRliMFw69OamWIziRKdMMx4FSEZrf6imtfKNtYFOdASMICrZlnCQlwXs9fmB+IOjbD3o+RBHgUw.Q9i.OUTHDhJfZ1vQKgzxKuNkWtmBIKSkl4wezbuGuahC4wMaz3.lKYy8eZi4zgPsCnIdkuJp+yo3Vzhq8l5XFse0KoqQK02vU.y4jooXxRWf2gwejaQaIAeD6g9ZSvSowbUZi6qzRVVyvaoMViAdCRpzvNj6Lpy3MLIq8vYmtNS9RLIvwt48.p7FxOF1hyW4ZsQpWyR2JJ6kIrB1keKKSrAbrsCaR19viaM+UGX0v.iP8IzqA+sfB9TyD.icB0v11xCNZ9KRq2tBw+gJEJKTqHcHe3ue2RWf7GRsg8lSQEXiJoRGaAY9E7o9TpyjkKuqjDQwa3X9kbanC5IKXgVMREWZSByVEJC1ZqcXuD6rbGW7SbbCeKc6G.MGxami6k4QQGCcZl+A6c.Iu4lKAjPdQT+jOhnsLoF76pU9tIxygO83XldQILlG.YFVdM7SxIrccNvMjdnSdrN6cgvdxnS0oyDmCOhpuqsM0ehSiW4g+EwXdm98ZSAy1qviuvHLywa8od3oayy1KRjxcqrWgf7zuBAwa3vfePZABcc1ywJ7POpyzt2ConSeKIkagHvBjFxtrgOL5xFZYaYR8krLwgDORoDa4DeYO+z+5f2HMGx39xBmULiH9we9Weu0mGQ7QxYNiZFg7l+6eozbgi6JGctxrXXsE+2e87v9GHm7AvOp.9o4R.2SN8CgOiDH+ge9uMWR3CkEOCcFYr9+36AS4S2aa8Pc7pjhbyfq2i5GZgQU41l9JKCJ+hktq71zfyBc8jxcmjqIPJ2hbce+3qcR2gZGoZw.XoAI232aZu9vzq+6j0OG+bXRm0e8trO6EwQDJufVkh0pWuVwxkTqKkNCNgpVEkJJ0UpTUJ9Hr3vkzpVuthRk50jROxJ5eJWqd05UKqUBixSVR2YdCtSWSRaKrl9weX8d5CDuOzdtlQVPCq1f8omkooM8H2.KLKPJkZuom3cqdxaDg0By49kTM+icFAUSQseVV79qVuW1a3c9LNitkKUh+lfqeqyslicwSwes9ue84SRhanmhU9uOuxJyd6oXpFQXKLuaySEG42MeQ.e9rh.F+hl+X4m3Z12VOL68die6.hl.0f3kMiWnrCn4ghR9J6xvmWH9IxGYEZzcxX7FS.iPxwqCLF8UH39xM5zANocJ.uk7NO+822WfEihl.chJ+dQOR144pS5aJPt+jbZ2KdXWI9vAENxVeX9.8dd1THBjtLossqwYsr9d53s73wgvlHE4M5p6.ELBd65Lh2Bzsmaqh5E6T3WYvoOQOz2B1DHeP+dsfBDFzshPGLVtafcBweVAeFiKZQcLYO7+fWQSphOmKZR03ISahR5.Z34t9mwbGQ+Nr0la6CXF4W1Y..epe.aK5BxvoaKnHsAdLBLafUTXK3TXicjq8PuttNVF3PbJhg9F8b6ioN33eW8fi0srw37V8Cfd9LOzoEPL6auCDmk6.Vl3E1Q2.LrCwSqg6WvtFgfSpeAijfzLXMMNAsv7u2NYH.cKGo6CSDBKKtKA0UbkXt4DfdOVhtaHCjfyyMRLPcaTq2WtumI3geoArJkx.yOW1bnidOKifBhzLInkUJy.G2BMn1zAwsIssUfGDsuYeXWKeOUlQfm2ywjN.2FuBzNsvpFpcl7Drdfih+Ld6X2QleANRvoxiFRFc5RsNidNeQJk6SkKVnTcsp0pUtbQshUqqVl4H9P4j9QbsMk1l1Quuc3nRdi9gt8f8Iwe6llLP9LPqZJ7WZ0qonUTSS.TKHyElHrPVTKUrhZsRJkpUorVkR0Y3ZQ4jFRxhIYY0KFPxu0VFUU.1ZEUJWsdwpUzzTYH3ijSaFAMMu+sAefbZM42Rif.h3q3rVfhiAf57WkTJVubwxk0X.31xr9dxpaFbKyWgkqWQoTkRkujP4Nn0XRlCshpEqVSSUqbUU0Rk3Nj6HG06TV7ba4xJycDw6FBtqbbGWY08bpLtWqUH0CKsE+LJXY4lOokTFxjDNIkjTZ6FGq6eJMj0LfXtgEDs3beG9Q5JcEjlHwuuhpVgZJEqTsTE0R0fvUsIFVxNKnCkUGNPJyiPNQLe4dlilEMA86YNVNIowWZXtAoq9McQz+oxZpEfwqoUonVs5UppT45YgJjjarE4B7zORWAYyDbfEpTWojZ0h0qUoVwh0qd8rtFM04TVbWitvaKieu0tdVchokmPrIKk4zSB7oX5W95TUstlRcs5yNY7Ev60xRLZUL1pKIE7UQFUAOekhrEbsxUpWBR8T75YUkf9L4qylXeVYuE.copbPCoKUUgUv7.5LY0YmmBeBNs3M3cEuWvyvYMzsi0Dz48k4CY68xoR5oa369RC9AsXcnxFAp.6v5T9txOAelnl8ywk8g1XYZ8RCirhZLF0trLV7xxXoKKikurLV4xxX0KKi0lMi3+8Ch5nB2dAMfbTCVPXtbMbzgyEyNTuz+G.DOw4D
            

            The 'hard part' is trying to get the knee curve....

            Also, some weird clamping I cant figure out how to fix. Im totally vibe coding this because its out of my wheelhouse so it may be easy for somebody else to fix.

            resonantR 1 Reply Last reply Reply Quote 1
            • resonantR
              resonant @Chazrox
              last edited by

              @Chazrox Thanks for sharing. Yes there is a funky behavior but it looks good.

              ChazroxC 1 Reply Last reply Reply Quote 1
              • ChazroxC
                Chazrox @resonant
                last edited by

                @resonant changing the ratio ranges to 0-1 (norm percentage) will fix that weird jumping. We just need the knee curve I think.

                1 Reply Last reply Reply Quote 0
                • ChazroxC
                  Chazrox
                  last edited by Chazrox

                  getting closer....

                  HiseSnippet 4489.3oc6a07aibjcu4LpmOjW60arQPxsJC1CTdjzzM+PRzxZG8AoFIX80RxY7H3XnzjcQwFpY281cSIR6X38R.x+BNHHH.4uhrIGlSAYAxgDrGxkbvavBrWBPx0bJ48pp+nJ9k5QVyfjfP6QhcUu2q9UuW89nptzI9tsoAAt9J4lu4POpRtefZigNgc2oqgkix9UUx86ntqqe+djFNVddzv.RQksG5YDDPMUxk6tOCoK2CmSg84+3oaaXa3zll1jhxKbsZSOvpmUXZqmr4mZYauqgIsoUOApKs49scc1w01sOfo6ppo3Yz9BiyoGYfjcGUk8LB5pj6iTKTnS60zzVqXwxZFFEMMLJoSKVg1YkNsKqUQyrUYM3+VQI28pYZE552HzHjFnjatscMG1nq6UN7A3EVAVsro3C5JMfQl27tt1l3TDaUYmtV1lmDqrBTTxodRpp6tbU2GpdnkoUR6opv2m0AIkCQEXt6HCu6JAOcQ3oI.uI.obBPZNNj9QpMZ6a4El1Chm2QcemPpeGCvNIBENsJ24+7OPcGWfBmvk6YbAcWe3gDNxuhl1hD3GKr97yC1pfPxkF9DOG6cb648LeCutDxFjXAbNMDa20AdH+iDo5QxB3BmVG3dUyt9zfYH.QpPALJ+0MBsbIWG+LpFi88rNuaz3OC1SoZhBHB.Wi.lL.9TGJkv+LC9QpFi0sBCA+jqiUNUiwbcpM0HfdMLGQEyr8jmP136wGj+8pcvI0p236snl2xw1xgR5z2oMnTcH.v41mpsxe4By+UyiyKa21F1jPX9c45rFr5PxGR9IDsk0VX9HkNz+RaPz0f1f4XJUeBYIViKvDvRQDLpT3BXCRJ29zv99Njv0m+qmHLYqBFEi9xXzm7I.jDAoO4iPPJgQfJFQDF65hvyGfmNCertFCc9SDclsZ59x7lsVjzyxoJ9KiA3uF.99CzGWqBjRVhS6BjmPxyHOok0kTlIZxwTi5w8jLCh.4.MxigN9HR9A5fTGfAelBpOcBndHf5gu8Q8PDqLTy91vof5eVeCyZfmU9vXDFuvAXcxKdLZEjePL0HNFDivHVWZfr9ahRwl56k2XQBngFcnM.8cdTUXrvTAQK5WZQ8Kj2Cztd5v+JHHGtR1.zJrQwSivIJLRsx6uUR+I7KgaIDx.wsPjmZUeVMxgGWs1Aj7O+nc1aqidVspKb6GHxl1Irl44zi6GBghrbNzxYQXdeUS1OqOhFG6.U5L5.EO9LtnDIchpeeHOhr7MFrHoKldh+qQGAVWQCgw.XHXMfiAi5aK06Ias+QM+9qMSyPE5a3Dzg5ehQnXl419TnhIrw7XJIwRKVNfFdBT8UXc29gfRKerRK+4w5DTvWARKrqU.lq6yrL4BJtytBctGE00rgItaOCSLVPJ8PHpMvVEZQGZ4JPOK05vwnaHRW2X5RZluPXjDNQc.lOwHQXqvLEoebxwN.5ESLgMyVuAsJltTr5Jbd+BC69z7KHpUXqgFiqzhhjYSbzpGMZ7rdBEhM8Qp9HbjT5zTFkKvBn1HtTJAhVm.qG0VdYskKllzjOW9DtmFq0uJIIKacWOOzvfTsdRGwJ.jozVYJyMPNhPCqXfD9qKyecN+0k3udL+3yesflChhv7vIrXkyNjRp5iEcfy2FYITQDtOe4Nv9x1x1Ne7Z+7Op0478i8nXyy4n+EuMAxBoCBGiPSeiqpSaGl+ywJGFxpdfk.eQRTNwuXQVBzjweRh1Jj1ahh9.z4lKLTx7QnPp3vvQtAV7blNs655SLcg8v5SsgkQWRIgtj188guzBhlbAwyEBZDHtp8knZmWMDWOShz5QJwnBhVWjmSi44zXd3NmKF4KlTPBaY4wNj9NVgCImCQrHXL94kbBdYB.hLXWC.PpNMA.Q7bS..zEe2LPn3PeW6.jaJSCBJJtVMf6FAs5yHcCt9sm6kXlJ+PrmN9t8hFAT3KHET.4ppa3wc5.FdrFpxPFJcMrnIlSwR7xqdBoBD8Bgjd4kJT1a.LdNmSkiVLCYwc6tFgI4ygtKLi+.gXowcvrvLK8iGeVvjbcpISQgZh.3aW4PtxBxeATyUUyK6pxGNXzzWe7NNMJNxoQIsmv3sMDmSX.66wGNjZww6ZRKGSyNOu9KpUkzr9VG0X2Z0gb5M2KS7yHRLg8xsgcM5GmXUpmfPC+vinW0neKVV7Ds9ho5Ywn6AgTu.zrVRLYXpmdCqdd1znxRWpETQsIwvyy20ncWRGv0GWGa4z2se.2oOHY555bI0OjXtMFPvyZ.0FH102zxAOTFFybwF6KLoHEm4MXjXEYHTQJSwAKllq5HQEDGsWi.Chi20DaHQwxNWhjf.wJBVXyftFdTRdrll.v3hKXYN47zJTbKm8b8obpWPJQchaZgxnGJK2MljtXzAL7u9m+mP1c+WVq5GSfJEfZwvxKbsMI85CEF1h5XRpd7mcDrqMb.LBghB6iKzcVX9Hk6NbH+RtuJpwVejtNMxMF0JOV.Uig.rxiIBgmeBDnhFDvCdZ4fUkFP4P.UABXH1rs9ncl3divXIYXfK8xawJ0jXgmE.yK.99ierXorndzBTe7dSKAkk9mWIYzFniK9m0nTEsoqmXaZdJqlRKasZKgSffW50FommRZsTwqffN+XBl0VdoBjBwIJKbP5obfxDPzmjX5R6JUxwN9hhimtwVZEC3TiQTHTynTFhk4wBCIrPX8wn.rymJT70oiSA6vDXFuXzhGm.rkfzFFmIugLuF1nGYbXizRQMNBKCY1xnp4WBFtg7yT.Go3yW.kQBEb+ZAo70IeiZGPETwwqLmgN9PKSSa5GmZ5Fsjgwg5.bAxjG6WKaYWYeOvXxRLdMVyXGpoZNSytNK6YhpgYP0Ea4+wXQ4+LQuNtm2OA875GPkhcGbi70N.8iBrLgkBRIBXVpCN9yHM2qdsF6c7AUQC0A01sI67VFSUwN+mlYwsYTD7S6aXhUzzNF.WiCOuPHo71ia3zFjljXQ3wgBwCXSaIwmOcw+BiKK8HYEG5GO3qgRMc55QUcLKHUX.q3S7bwFJE8IwLvlc4MBE27xByOljZgBJ8v5v4mN9iBCVLxLLgkxsFJwzP1jfgEAlF0zDWGUK7cQvLK7Zo.yg41yboeq+OYvr5LgOMuk81+Y6I6tTGZIa9KyLrT17XlUX0r6yDOrwNMIgcwAdjplxfaiXISw9MhUJkcGG8XGGg37o1j+eWGwyXJik9IkliuEhgH4ydCDR64C8tZ5lmsdYH+D8mOam7SgQN5G1VFEk8hD1Y+TVXiKYYqtaczN6cbcXqDMaj8c3x1cNnDpLgish+qfk8olI.FOTsZ11VdAz7ed5oKrDw+izVtrv9cSaxG9+uXgYH+gTaHixTFB7fqRkNdPEYWvm6SoNSVt7yiJQTwmIQVkbK69zIKXgy.IUboG+w0ODZC1YmcYeDOjxccwWd8V9VF1OZQhN+jA4VY9pnlzA.A6C6hzb6E.RHedzQS9XRgEIqAeWekuXh7b7yaFyzmWBWyCfThkuF9WxKqw04H2P5wN4wMs8PXYOYzt5zYh8EEqyl5OwtwaOi+rXLuS+dsnfZ6R7jvYDJ8lR7od3KJIOyWjnjaN4aih5zuMJhWVl172Ii.gtN6CA6O1i5LsqPiRzKxQQI2Ch.KPZH6dq7dQ2akF1PtSeEKSrIw2NgBa5Dcug9te5dm7JkLHi2UU30NHIB3yOdyrHhenpzq6XDbr1ZYBGOTM5UTHw9e429s+xmlE1eG0j6xgj.1rXweUlDvOPM89bHKge8W9axjDdOUwWGirpbg+v+8oKis6GF55DoE3OnOpk.9778qZDZfWponUIvJGOH+nEtnLWU5kVso7q3zCUqRCtHz0C9ZxEVQI277g8ciu.TFNT6HjKt9WYPxv9pVaNLECmt4U3aDLsW+M6xdKfhsHjcBUpEWqRk0JVtjdEkzdvNzKrh1JZUzVYUk3WlB1boBqVohl1JUVSI8kmfl2xqUY0JqVtPIzIIYJ8fr5ajNmTpJLm94e0l8LD5a+W0y0LRC11pEne5wpKN9MljRYgW0S3V98pW9JQXcuL5tkNx+7NifpoLre2SkvKyAMCZiQcQSEweTvLTGJJ2L0gxoYTcj50OECzleSLhJx97qdZz37m8s3m+5mJNNykovCSQo+ceylYSVRQJlhhbDgcurFzHUbj+3agED2KCAZ.lUyAYbTFhe42G9hWbFo8YyVNujceothmguQOZHk0yCUq4X.I9LUTF+VV99pG5Z121HT9RehWM1nNvYg3MsDuMkNvran3Um8V6lflUH9iTOwJrc2Iiw6LALBwieSfwn6O66pVqSGZ6vT.Nm5tu7s2kkc9HqOLl3fKsXPTwDcMYy8mplVukGVGkOr0lSrMFlOv.eSTvpb5hjVvV9tng0WRGuHsn0daiTjucWCGHGUvqWsb7h1tWl0J5y1nvuuLmenQnuE5qbT+dMfbRso6DgNzs4NXsa7m0vmw0EMnNlrG9ufOQcpiOmKpS83NSK6S4HZ3Ut9WvLGQeWI28459.lR9rNC.3S8CXgAtup1xv+orkM6nz54YEsrEVYvZ6DW6gdcccrZiMwoHF5a0ysOFlfi+8LBZZXYyLm8CfpTMO1oAPL6pqiqyNhkK396ZzFTrCw8Wh9KXctvhSp+xsSVjJg0z0InFleo0kH.MKmDGYIfaRvwJN4OWcBPuGKn1cTARv94JIFntGNpuqZeO7sJeVaXVpHAyeWUygNF8rZGrrHMSBZxR4ZvwbnB0lNHtxrpVAdvp8s6CdsbeJoVfm22wjN.ciWB1.fvrFxdm7DLeNzx4E7J.efJ+1KobnwfnlTQitRiKnWwmjJ49.0hKWpRgUWasxkKVn3pUzKyLDumZRIPt1lJUocL5aGNpj2penaOvOI9p8OYf7gvnVPi+oPk0zJTrPAAPceUtvDgExhdohqnuVIsRqsR4BqTpBCWyqlTCjLlTU0yLfxnlQWGfcghZkWsRwUWoPAcFB9gpokCgplQFRIT81Pi7NpoUAbyUI74ur9n3X.nB+SIshUJWrb4BL.bOUVcXxiMCtk4yvxUVQqzJkJeCgxCPswjTGEJpWb00JnWn7p55kJwMOOPMpZMY7bO0xZ2XkwqGBdnZbMdxi8DATlMGnorQH0Cy9E+LNZpp0OrghDYSZUfhvd9TTRqRoog+4zv.kQBobeQXwMx3EpP4VH5xKj2e5ouZRvksUUGJKmcfhziJ77I6aNZD2SDqwbj3WJiOev3HJ29tjiN817MxzSHL3XSs6yCPobKDuKYx729M+3+l2+wu+aFa0nQTmxL5Mp05u+W7W7u8u7OU4Mi0RLD8DVIxBeNce+O.CEymp55UJnUoPkqOvbxDKWzQY8FYhEg8wlSIAguMholLU969s+rOcUmf2L1nDHKNYTkimecwmSP5C9m+qz90+h+grnzkBLy1IE9DrOw6vqGd+fWf811vNV7PM2a65dQOCV092nS2SbCieP7FF2puok6AtHyrLKeHuEB1DA2JF0WeF+4p9Ol0+bU8x7etpMF5z9P94Hkrwd1tra5CVJXuUhCEBy3yUPf95ttg36DP7OW1FrsT1.uFIf3EERc5kPBPpTa6BakgWg+mp9jmG.8+j9vOeRjx7IGev9unV8yVo3Yl986clMfiy5ZAacx6LemVm0yZfO0vb3YnnYuNnkux3RE1oQw2X.6bXfut07JHyLbE2mMaVYF2et6Nq+9am5tSkO8DA5mvl4m6M0eLtyksyWX1+sB++BNwHoiC4gwXjegZq4bI0F7vh9qAOJ9PbqxtWG553FuAbwUng9VmeNFcJE6SbBEEOKokOby33XBG5Gdo+M7G0I60PWn+ZezPSzd86EE9kfwDHeerauUWlMyS86tY5T+t0w6M+D.ucfxaiy85swXzynsu6YwWUa7bVXs.yaGV1fGpdH9LYBuxsdPTwyZ2VVTiwXgaJiEuoLV5lxX4aJiqbSYb0aJiqc8LhIshNI.zkE1O7I0XEQkKWRED4tqx+Me6PlZB
 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