{
  "Screenshot": "iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAW5SURBVHhe7Z1fiBtFHMfzYO\u002Baiwkx92D60LtTrHeX1HriH/xT9EDrU0PgfCgIQh/EB/GlEEihB4pW9K4PIvggjXBgidW2KioIIloO9ESFtkjBikraU7Eo9DzQVmjtODM7u7e7mctlJ8l1kt/3A182m\u002BwVduazs8n8drcxAAAAAAAAAAAAAAAAAAAAAK4JyWTy5Xg8vsxfsm5MX3//xXQ6fZC/3sgDIrL7ge0PXfzuzFl2/sKlrswPtfPsyaeevqwkAFG4YXDwq7eOfqBt2G7KF1\u002BfYqlU6je1W6BZMpnBk\u002B99\u002BIm2URunygpyCJ5iFe3njXKClcb4345Ns3nt59Hz7akzLJFI/ql2CzSLsQBzU6wwp3lfxpXDJwjfPhYbZ6UFdxsuQdEvgPM3o\u002BUTaj1aIIAhRgLIzlQdrD2KeWcWq85Sfu6uiyPfHTGCAsyXp/n7VVaCAOtLZ0cA1dkL06ygOrZS1AjAPx91heJZ/d9dPRDAkI4JII94d12d80UHeyOBWg\u002BMIBgB1h3zL4ErqRRVZ8r4z/PrFwhgSDsEsCEQwBAIQBwIQJx0On36\u002BRcPMCFBJ/LOsY/YocPvekvdNu3I62\u002B8yeLxgQtqt0CzJBKJs1tv28bu3/5gRzI8chPbPDTMbtkyyrLZTdpt2pE777qH9fX1/612CzRLp08BpfI\u002BmVdfO8h2Pf6Edpt2BKcAQyAAcbpWgFBtAQIY4hdgvjwuZ\u002BrcZaDBDdMZAeprCxDAkPAIIDrftCKnS0cE8E1Dz5en5CgAAdZgNr9Y42HhvDD\u002B/ZVjRz5VjesUaEpewab1dF4AUUV0BNg3\u002Bs0V3T7O5BaXXrm9llZNAfz4RwAxpy8bVlTn2nSxRkcEkEM/P//zo989VWEEMKR7fwW4FUXniyAEMKR7BQgGAhgCAYgDAYgDAYgDAYgDAYgDAYgTFkDWARpNAokiTIRJIghgOQEBeOfKOoB7Hb/q7FJR3bEj1sXMm\u002B86/7UCASyB7YhNsIdjk\u002BHsGrn\u002BR1cAUVgpFIMjQKAy6M3Bh6/7Xz0QwBKuPhKbu7ojdjycL\u002B\u002B7bvnjw287Dem7Q0cc8V5l0D3yxTLitf8QwHIifQn0RoDmAwEsB78CiAMBiAMBiAMBiAMBiAMBiAMBiLOWAPLhDy1cIAoBLMcvgJz29c0EehM/Eeb\u002Bw4EAlhMUwLnJwr0/oCKuuZeXiHMRys3N/YcDASxhJr84N5tbPB7OM1veXz5a/Uw24ooATrFnpTTcfPEnHAhgCbO52sSB/C\u002BT4dy9qeirBrqnAFXs8YpDzRd/woEAloNfAcSBAMSBAMSBAMSBAMSBAMSBAMSBAMSBAMTxC6ArBnmvQw3ebCCA5QQFCBaDZAm4hUqgCASwhNkmnhIWLgbJxoUAvY3\u002BFBAuBpmfBiCA5eBLIHEgAHEgAHEgAHEgAHEgAHEgAHEaC6AeyGx4RbAIBLAcvwB1tYCFKquICSGDJ4O4gQCWExRAUwsIvB89EMASZnPnds/kzz0Xzs6h8q/1AvhqAfzoRzWwy3l2uLaRC7BXJ8BjI/t/XykGhWoBqhwsgzuDehP8CiAOBCAOBCAOBCAOBCAOBCAOBCAOBCBOYwGqrNDCJJAIBLAcvwB1xSC3gVEM6l2CAtQXg/CcwB7B5ClhXgO3cHMIBLAEo6eEecUgPCWsZ8GvAOJAAOJAAOJAAOJAAOJAAOJAAOJAAOJAAOL4BdAVg5z3pljF19hRAgEsJyhAuBhU5Z0n/hfxaQjQ7czkF0/qnhL2Uu6n/1YrBslKoBoRTCuCEMBy9KeAYPEHI0APgy\u002BBxIEAxIEAxNmwoX//ntLey7pGbUfWS4C5Q0dYJpP5XO0WiEA2mUr9PDxy81/bJu5YanduzGYviWweGv6Hjzb/6rZpNbeOjS8NDCT\u002B4Psy5uwSMGGCZ7IDeVRFvN6plu3OvTwAAAAAAAAAAAAAAAAAAADXiFjsf187oeNPoEMSAAAAAElFTkSuQmCC",
  "MetaData": {
    "FunctionUniqueId": "1cea5943-be70-4f2f-8601-526fdbe268ea",
    "Description": "Функция вычисления полинома четвертой степени",
    "Author": "ОВЕН",
    "GroupName": "Аналоговые преобразования",
    "OutputDescription": "Результат вычисления",
    "VariableNames": [
      "X",
      "exp",
      "D0",
      "D1",
      "D2",
      "D3",
      "D4",
      "f_Pol4"
    ],
    "VariableDescriptions": [
      "Заданный корень",
      "Степень",
      "Коэффициент D0",
      "Коэффициент D1",
      "Коэффициент D2",
      "Коэффициент D3",
      "Коэффициент D4",
      ""
    ],
    "Discriminator": 1
  },
  "ModificationLabel": "31273395-8dc0-4553-b79d-8758f72377ca",
  "Name": "f_Pol4",
  "Tags": [],
  "CreationDateTime": "2023-12-22T15:34:27.9089926+03:00",
  "ModificationDateTime": "2024-01-15T10:38:09.2980939+03:00",
  "HasPassword": false,
  "InputVariableNames": [
    "X",
    "exp",
    "D0",
    "D1",
    "D2",
    "D3",
    "D4"
  ],
  "InputVariableDisplayNames": [
    "X",
    "exp",
    "D0",
    "D1",
    "D2",
    "D3",
    "D4"
  ],
  "InputVariableTypes": [
    4,
    3,
    4,
    4,
    4,
    4,
    4
  ],
  "OutputName": "f_Pol4",
  "OutputDisplayName": "Q",
  "OutputType": 4
}