deployment_files/server/circuit.mlir

module {
  func.func @main(%arg0: tensor<1x128x!FHE.esint<30>>) -> tensor<1x41x!FHE.esint<30>> {
    %cst = arith.constant 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"> : tensor<128x41xi31>
    %0 = "FHELinalg.matmul_eint_int"(%arg0, %cst) : (tensor<1x128x!FHE.esint<30>>, tensor<128x41xi31>) -> tensor<1x41x!FHE.esint<30>>
    %1 = "FHELinalg.to_unsigned"(%0) : (tensor<1x41x!FHE.esint<30>>) -> tensor<1x41x!FHE.eint<30>>
    %2 = "FHELinalg.sum"(%arg0) {axes = [1], keep_dims = true} : (tensor<1x128x!FHE.esint<30>>) -> tensor<1x1x!FHE.esint<30>>
    %c-928_i31 = arith.constant -928 : i31
    %from_elements = tensor.from_elements %c-928_i31 : tensor<1xi31>
    %3 = "FHELinalg.to_unsigned"(%2) : (tensor<1x1x!FHE.esint<30>>) -> tensor<1x1x!FHE.eint<30>>
    %4 = "FHELinalg.mul_eint_int"(%3, %from_elements) : (tensor<1x1x!FHE.eint<30>>, tensor<1xi31>) -> tensor<1x1x!FHE.eint<30>>
    %5 = "FHELinalg.to_signed"(%1) : (tensor<1x41x!FHE.eint<30>>) -> tensor<1x41x!FHE.esint<30>>
    %6 = "FHELinalg.to_signed"(%4) : (tensor<1x1x!FHE.eint<30>>) -> tensor<1x1x!FHE.esint<30>>
    %7 = "FHELinalg.sub_eint"(%5, %6) : (tensor<1x41x!FHE.esint<30>>, tensor<1x1x!FHE.esint<30>>) -> tensor<1x41x!FHE.esint<30>>
    %cst_0 = arith.constant dense<[[55007587, 64672575, -8325351, 68799429, 27183085, 25897887, 26793162, -37370359, 9691029, -77060549, -79741437, -29642252, 24866418, 19172166, 66008164, 69263236, 5805906, 99861790, -68874205, -57767716, 45355732, 118646, -95272629, 31360153, -38812838, -59540471, -51388670, 24551846, -10687010, -1873264, -20900730, 3388994, 72444835, 7999021, 13874550, -33655965, 3273574, -90201021, -58513218, 54288116, -91177]]> : tensor<1x41xi31>
    %8 = "FHELinalg.add_eint_int"(%7, %cst_0) : (tensor<1x41x!FHE.esint<30>>, tensor<1x41xi31>) -> tensor<1x41x!FHE.esint<30>>
    return %8 : tensor<1x41x!FHE.esint<30>>
  }
}