Skip to content

Instantly share code, notes, and snippets.

@AmosLewis
Created December 19, 2022 07:08
Show Gist options
  • Save AmosLewis/10f5f1d025a8ee63821859f81bac6861 to your computer and use it in GitHub Desktop.
Save AmosLewis/10f5f1d025a8ee63821859f81bac6861 to your computer and use it in GitHub Desktop.
module attributes {torch.debug_module_name = "_lambda"} {
func.func @forward(%arg0: tensor<1x128xi64>) -> tensor<1x2xf32> {
%0 = "tosa.const"() {value = dense<[[65536, 512, 1]]> : tensor<1x3xi32>} : () -> tensor<1x3xi32>
%1 = "tosa.const"() {value = dense_resource<__elided__> : tensor<2x768xf32>} : () -> tensor<2x768xf32>
%2 = "tosa.const"() {value = dense_resource<__elided__> : tensor<768x768xf32>} : () -> tensor<768x768xf32>
%3 = "tosa.const"() {value = dense_resource<__elided__> : tensor<768xf32>} : () -> tensor<768xf32>
%4 = "tosa.const"() {value = dense_resource<__elided__> : tensor<768x3072xf32>} : () -> tensor<768x3072xf32>
%5 = "tosa.const"() {value = dense_resource<__elided__> : tensor<3072xf32>} : () -> tensor<3072xf32>
%6 = "tosa.const"() {value = dense_resource<__elided__> : tensor<3072x768xf32>} : () -> tensor<3072x768xf32>
%7 = "tosa.const"() {value = dense<-3.40282347E+38> : tensor<f32>} : () -> tensor<f32>
%8 = "tosa.const"() {value = dense_resource<__elided__> : tensor<512x768xf32>} : () -> tensor<512x768xf32>
%9 = "tosa.const"() {value = dense_resource<__elided__> : tensor<128x128xsi64>} : () -> tensor<128x128xi64>
%10 = "tosa.const"() {value = dense_resource<__elided__> : tensor<128100x768xf32>} : () -> tensor<128100x768xf32>
%11 = "tosa.const"() {value = dense<7.680000e+02> : tensor<1xf32>} : () -> tensor<1xf32>
%12 = "tosa.const"() {value = dense<[1, 0]> : tensor<2xi32>} : () -> tensor<2xi32>
%13 = "tosa.const"() {value = dense<[0, 2, 1, 3]> : tensor<4xi64>} : () -> tensor<4xi64>
%14 = "tosa.const"() {value = dense<[0, 2, 1]> : tensor<3xi32>} : () -> tensor<3xi32>
%15 = "tosa.const"() {value = dense<13.8564062> : tensor<f32>} : () -> tensor<f32>
%16 = "tosa.const"() {value = dense<0> : tensor<1x128x128x1xi32>} : () -> tensor<1x128x128x1xi32>
%17 = "tosa.const"() {value = dense<"0x00000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000008000000080000000800000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000900000009000000090000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000A0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000B0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000C0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000D0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000E0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F0000000F00000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001000000010000000100000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000110000001100000011000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000012000000120000001200000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001300000013000000130000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000140000001400000014000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000015000000150000001500000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001600000016000000160000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000170000001700000017000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000018000000180000001800000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001900000019000000190000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001A0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001B0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001C0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001D0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001E0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F0000001F00000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002000000020000000200000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000210000002100000021000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000022000000220000002200000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002300000023000000230000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000240000002400000024000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000025000000250000002500000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002600000026000000260000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000270000002700000027000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000028000000280000002800000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002900000029000000290000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002A0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002B0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002C0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002D0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002E0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F0000002F00000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003000000030000000300000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000310000003100000031000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000032000000320000003200000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003300000033000000330000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000340000003400000034000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000035000000350000003500000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003600000036000000360000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000370000003700000037000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000038000000380000003800000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003900000039000000390000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003A0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003B0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003C0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003D0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003E0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F0000003F00000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004000000040000000400000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000410000004100000041000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000042000000420000004200000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004300000043000000430000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000440000004400000044000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000045000000450000004500000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004600000046000000460000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000470000004700000047000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000048000000480000004800000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004900000049000000490000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004A0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004B0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004C0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004D0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004E0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F0000004F00000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005000000050000000500000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000510000005100000051000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000052000000520000005200000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005300000053000000530000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000540000005400000054000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000055000000550000005500000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005600000056000000560000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000570000005700000057000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000058000000580000005800000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005900000059000000590000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005A0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005B0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005C0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005D0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005E0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F0000005F00000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006000000060000000600000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000610000006100000061000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000062000000620000006200000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006300000063000000630000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000640000006400000064000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000065000000650000006500000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006600000066000000660000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000670000006700000067000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000068000000680000006800000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006900000069000000690000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006A0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006B0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006C0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006D0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006E0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F0000006F00000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007000000070000000700000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000710000007100000071000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000072000000720000007200000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007300000073000000730000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000740000007400000074000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000075000000750000007500000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007600000076000000760000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000770000007700000077000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000078000000780000007800000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007900000079000000790000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007A0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007B0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007C0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007D0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007E0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F0000007F000000"> : tensor<1x128x128x1xi32>} : () -> tensor<1x128x128x1xi32>
%18 = "tosa.const"() {value = dense<0> : tensor<1x1x128x128xi8>} : () -> tensor<1x1x128x128xi8>
%19 = "tosa.const"() {value = dense<5.000000e-01> : tensor<1x1xf32>} : () -> tensor<1x1xf32>
%20 = "tosa.const"() {value = dense<7.810800e-02> : tensor<1x1xf32>} : () -> tensor<1x1xf32>
%21 = "tosa.const"() {value = dense<9.720000e-04> : tensor<1x1xf32>} : () -> tensor<1x1xf32>
%22 = "tosa.const"() {value = dense<2.303890e-01> : tensor<1x1xf32>} : () -> tensor<1x1xf32>
%23 = "tosa.const"() {value = dense<2.783930e-01> : tensor<1x1xf32>} : () -> tensor<1x1xf32>
%24 = "tosa.const"() {value = dense<0.707106769> : tensor<1x1xf32>} : () -> tensor<1x1xf32>
%25 = "tosa.const"() {value = dense<0.000000e+00> : tensor<1x1xf32>} : () -> tensor<1x1xf32>
%26 = "tosa.const"() {value = dense<5.000000e-01> : tensor<1x1x1xf32>} : () -> tensor<1x1x1xf32>
%27 = "tosa.const"() {value = dense<7.810800e-02> : tensor<1x1x1xf32>} : () -> tensor<1x1x1xf32>
%28 = "tosa.const"() {value = dense<9.720000e-04> : tensor<1x1x1xf32>} : () -> tensor<1x1x1xf32>
%29 = "tosa.const"() {value = dense<2.303890e-01> : tensor<1x1x1xf32>} : () -> tensor<1x1x1xf32>
%30 = "tosa.const"() {value = dense<2.783930e-01> : tensor<1x1x1xf32>} : () -> tensor<1x1x1xf32>
%31 = "tosa.const"() {value = dense<0.707106769> : tensor<1x1x1xf32>} : () -> tensor<1x1x1xf32>
%32 = "tosa.const"() {value = dense<1.000000e+00> : tensor<1x1x1xf32>} : () -> tensor<1x1x1xf32>
%33 = "tosa.const"() {value = dense<0.000000e+00> : tensor<f32>} : () -> tensor<f32>
%34 = "tosa.const"() {value = dense<0.000000e+00> : tensor<1x1x1xf32>} : () -> tensor<1x1x1xf32>
%35 = "tosa.const"() {value = dense<256> : tensor<1x1x1x1xi32>} : () -> tensor<1x1x1x1xi32>
%36 = "tosa.const"() {value = dense<1.000000e+00> : tensor<1x1xf32>} : () -> tensor<1x1xf32>
%37 = "tosa.const"() {value = dense<1.000000e-07> : tensor<1x1xf32>} : () -> tensor<1x1xf32>
%38 = "tosa.const"() {value = dense<1.000000e-07> : tensor<1x1x1xf32>} : () -> tensor<1x1x1xf32>
%39 = "tosa.const"() {value = dense<1.000000e+00> : tensor<1x1x1x128xf32>} : () -> tensor<1x1x1x128xf32>
%40 = "tosa.const"() {value = dense<1.000000e+00> : tensor<1x1x128x1xf32>} : () -> tensor<1x1x128x1xf32>
%41 = "tosa.reshape"(%10) {new_shape = [1, 128100, 768]} : (tensor<128100x768xf32>) -> tensor<1x128100x768xf32>
%42 = "tosa.cast"(%arg0) : (tensor<1x128xi64>) -> tensor<1x128xi32>
%43 = "tosa.gather"(%41, %42) : (tensor<1x128100x768xf32>, tensor<1x128xi32>) -> tensor<1x128x768xf32>
%44 = "tosa.reciprocal"(%11) : (tensor<1xf32>) -> tensor<1xf32>
%45 = "tosa.reduce_sum"(%43) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%46 = "tosa.reshape"(%44) {new_shape = [1, 1, 1]} : (tensor<1xf32>) -> tensor<1x1x1xf32>
%47 = "tosa.mul"(%45, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%48 = "tosa.sub"(%43, %47) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%49 = "tosa.mul"(%48, %48) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%50 = "tosa.reduce_sum"(%49) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%51 = "tosa.mul"(%50, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%52 = "tosa.reshape"(%3) {new_shape = [1, 1, 768]} : (tensor<768xf32>) -> tensor<1x1x768xf32>
%53 = "tosa.add"(%51, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%54 = "tosa.rsqrt"(%53) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%55 = "tosa.mul"(%48, %54) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%56 = "tosa.mul"(%55, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%57 = "tosa.add"(%56, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%58 = "tosa.mul"(%39, %40) {shift = 0 : i32} : (tensor<1x1x1x128xf32>, tensor<1x1x128x1xf32>) -> tensor<1x1x128x128xf32>
%59 = "tosa.cast"(%58) : (tensor<1x1x128x128xf32>) -> tensor<1x1x128x128xi8>
%60 = "tosa.reduce_sum"(%8) {axis = 1 : i64} : (tensor<512x768xf32>) -> tensor<512x1xf32>
%61 = "tosa.reshape"(%44) {new_shape = [1, 1]} : (tensor<1xf32>) -> tensor<1x1xf32>
%62 = "tosa.mul"(%60, %61) {shift = 0 : i32} : (tensor<512x1xf32>, tensor<1x1xf32>) -> tensor<512x1xf32>
%63 = "tosa.sub"(%8, %62) : (tensor<512x768xf32>, tensor<512x1xf32>) -> tensor<512x768xf32>
%64 = "tosa.mul"(%63, %63) {shift = 0 : i32} : (tensor<512x768xf32>, tensor<512x768xf32>) -> tensor<512x768xf32>
%65 = "tosa.reduce_sum"(%64) {axis = 1 : i64} : (tensor<512x768xf32>) -> tensor<512x1xf32>
%66 = "tosa.mul"(%65, %61) {shift = 0 : i32} : (tensor<512x1xf32>, tensor<1x1xf32>) -> tensor<512x1xf32>
%67 = "tosa.reshape"(%3) {new_shape = [1, 768]} : (tensor<768xf32>) -> tensor<1x768xf32>
%68 = "tosa.add"(%66, %37) : (tensor<512x1xf32>, tensor<1x1xf32>) -> tensor<512x1xf32>
%69 = "tosa.rsqrt"(%68) : (tensor<512x1xf32>) -> tensor<512x1xf32>
%70 = "tosa.mul"(%63, %69) {shift = 0 : i32} : (tensor<512x768xf32>, tensor<512x1xf32>) -> tensor<512x768xf32>
%71 = "tosa.mul"(%70, %67) {shift = 0 : i32} : (tensor<512x768xf32>, tensor<1x768xf32>) -> tensor<512x768xf32>
%72 = "tosa.add"(%71, %67) : (tensor<512x768xf32>, tensor<1x768xf32>) -> tensor<512x768xf32>
%73 = "tosa.transpose"(%2, %12) : (tensor<768x768xf32>, tensor<2xi32>) -> tensor<768x768xf32>
%74 = "tosa.reshape"(%73) {new_shape = [1, 768, 768]} : (tensor<768x768xf32>) -> tensor<1x768x768xf32>
%75 = "tosa.matmul"(%57, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%76 = "tosa.reshape"(%75) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%77 = "tosa.add"(%67, %76) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%78 = "tosa.reshape"(%77) {new_shape = [1, 128, 12, -1]} : (tensor<128x768xf32>) -> tensor<1x128x12x64xf32>
%79 = "tosa.transpose"(%78, %13) : (tensor<1x128x12x64xf32>, tensor<4xi64>) -> tensor<1x12x128x64xf32>
%80 = "tosa.reshape"(%79) {new_shape = [-1, 128, 64]} : (tensor<1x12x128x64xf32>) -> tensor<12x128x64xf32>
%81 = "tosa.transpose"(%80, %14) : (tensor<12x128x64xf32>, tensor<3xi32>) -> tensor<12x64x128xf32>
%82 = "tosa.matmul"(%80, %81) : (tensor<12x128x64xf32>, tensor<12x64x128xf32>) -> tensor<12x128x128xf32>
%83 = "tosa.reciprocal"(%15) : (tensor<f32>) -> tensor<f32>
%84 = "tosa.reshape"(%83) {new_shape = [1, 1, 1]} : (tensor<f32>) -> tensor<1x1x1xf32>
%85 = "tosa.mul"(%82, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%86 = "tosa.reshape"(%9) {new_shape = [1, 1, 128, 128]} : (tensor<128x128xi64>) -> tensor<1x1x128x128xi64>
%87 = "tosa.reshape"(%72) {new_shape = [1, 512, 768]} : (tensor<512x768xf32>) -> tensor<1x512x768xf32>
%88 = "tosa.matmul"(%87, %74) : (tensor<1x512x768xf32>, tensor<1x768x768xf32>) -> tensor<1x512x768xf32>
%89 = "tosa.reshape"(%88) {new_shape = [512, 768]} : (tensor<1x512x768xf32>) -> tensor<512x768xf32>
%90 = "tosa.add"(%67, %89) : (tensor<1x768xf32>, tensor<512x768xf32>) -> tensor<512x768xf32>
%91 = "tosa.reshape"(%90) {new_shape = [1, 512, 12, -1]} : (tensor<512x768xf32>) -> tensor<1x512x12x64xf32>
%92 = "tosa.transpose"(%91, %13) : (tensor<1x512x12x64xf32>, tensor<4xi64>) -> tensor<1x12x512x64xf32>
%93 = "tosa.reshape"(%92) {new_shape = [12, 512, 64]} : (tensor<1x12x512x64xf32>) -> tensor<12x512x64xf32>
%94 = "tosa.transpose"(%93, %14) : (tensor<12x512x64xf32>, tensor<3xi32>) -> tensor<12x64x512xf32>
%95 = "tosa.matmul"(%80, %94) : (tensor<12x128x64xf32>, tensor<12x64x512xf32>) -> tensor<12x128x512xf32>
%96 = "tosa.cast"(%86) : (tensor<1x1x128x128xi64>) -> tensor<1x1x128x128xi32>
%97 = "tosa.add"(%96, %35) : (tensor<1x1x128x128xi32>, tensor<1x1x1x1xi32>) -> tensor<1x1x128x128xi32>
%98 = "tosa.cast"(%97) : (tensor<1x1x128x128xi32>) -> tensor<1x1x128x128xi64>
%99 = "tosa.clamp"(%98) {max_fp = 5.110000e+02 : f32, max_int = 511 : i64, min_fp = 0.000000e+00 : f32, min_int = 0 : i64} : (tensor<1x1x128x128xi64>) -> tensor<1x1x128x128xi64>
%100 = "tosa.reshape"(%99) {new_shape = [1, 128, 128]} : (tensor<1x1x128x128xi64>) -> tensor<1x128x128xi64>
%101 = "tosa.cast"(%100) : (tensor<1x128x128xi64>) -> tensor<1x128x128xi32>
%102 = "tosa.reshape"(%101) {new_shape = [1, 128, 128, 1]} : (tensor<1x128x128xi32>) -> tensor<1x128x128x1xi32>
%103 = "tosa.concat"(%16, %17, %102) {axis = 3 : i64} : (tensor<1x128x128x1xi32>, tensor<1x128x128x1xi32>, tensor<1x128x128x1xi32>) -> tensor<1x128x128x3xi32>
%104 = "tosa.reshape"(%95) {new_shape = [1, 786432, 1]} : (tensor<12x128x512xf32>) -> tensor<1x786432x1xf32>
%105 = "tosa.reshape"(%103) {new_shape = [16384, 3]} : (tensor<1x128x128x3xi32>) -> tensor<16384x3xi32>
%106 = "tosa.mul"(%105, %0) {shift = 0 : i32} : (tensor<16384x3xi32>, tensor<1x3xi32>) -> tensor<16384x3xi32>
%107 = "tosa.reduce_sum"(%106) {axis = 1 : i64} : (tensor<16384x3xi32>) -> tensor<16384x1xi32>
%108 = "tosa.reshape"(%107) {new_shape = [1, 16384]} : (tensor<16384x1xi32>) -> tensor<1x16384xi32>
%109 = "tosa.gather"(%104, %108) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%110 = "tosa.reshape"(%109) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%111 = "tosa.mul"(%110, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%112 = "tosa.add"(%111, %34) : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%113 = "tosa.negate"(%86) : (tensor<1x1x128x128xi64>) -> tensor<1x1x128x128xi64>
%114 = "tosa.cast"(%113) : (tensor<1x1x128x128xi64>) -> tensor<1x1x128x128xi32>
%115 = "tosa.add"(%114, %35) : (tensor<1x1x128x128xi32>, tensor<1x1x1x1xi32>) -> tensor<1x1x128x128xi32>
%116 = "tosa.cast"(%115) : (tensor<1x1x128x128xi32>) -> tensor<1x1x128x128xi64>
%117 = "tosa.clamp"(%116) {max_fp = 5.110000e+02 : f32, max_int = 511 : i64, min_fp = 0.000000e+00 : f32, min_int = 0 : i64} : (tensor<1x1x128x128xi64>) -> tensor<1x1x128x128xi64>
%118 = "tosa.reshape"(%117) {new_shape = [1, 128, 128]} : (tensor<1x1x128x128xi64>) -> tensor<1x128x128xi64>
%119 = "tosa.cast"(%118) : (tensor<1x128x128xi64>) -> tensor<1x128x128xi32>
%120 = "tosa.reshape"(%119) {new_shape = [1, 128, 128, 1]} : (tensor<1x128x128xi32>) -> tensor<1x128x128x1xi32>
%121 = "tosa.concat"(%16, %17, %120) {axis = 3 : i64} : (tensor<1x128x128x1xi32>, tensor<1x128x128x1xi32>, tensor<1x128x128x1xi32>) -> tensor<1x128x128x3xi32>
%122 = "tosa.reshape"(%121) {new_shape = [16384, 3]} : (tensor<1x128x128x3xi32>) -> tensor<16384x3xi32>
%123 = "tosa.mul"(%122, %0) {shift = 0 : i32} : (tensor<16384x3xi32>, tensor<1x3xi32>) -> tensor<16384x3xi32>
%124 = "tosa.reduce_sum"(%123) {axis = 1 : i64} : (tensor<16384x3xi32>) -> tensor<16384x1xi32>
%125 = "tosa.reshape"(%124) {new_shape = [1, 16384]} : (tensor<16384x1xi32>) -> tensor<1x16384xi32>
%126 = "tosa.gather"(%104, %125) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%127 = "tosa.reshape"(%126) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%128 = "tosa.transpose"(%127, %14) : (tensor<12x128x128xf32>, tensor<3xi32>) -> tensor<12x128x128xf32>
%129 = "tosa.mul"(%128, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%130 = "tosa.add"(%112, %129) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%131 = "tosa.add"(%85, %130) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%132 = "tosa.reshape"(%131) {new_shape = [-1, 12, 128, 128]} : (tensor<12x128x128xf32>) -> tensor<1x12x128x128xf32>
%133 = "tosa.equal"(%59, %18) : (tensor<1x1x128x128xi8>, tensor<1x1x128x128xi8>) -> tensor<1x1x128x128xi1>
%134 = "tosa.logical_not"(%133) : (tensor<1x1x128x128xi1>) -> tensor<1x1x128x128xi1>
%135 = "tosa.bitwise_not"(%134) : (tensor<1x1x128x128xi1>) -> tensor<1x1x128x128xi1>
%136 = "tosa.select"(%135, %7, %132) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%137 = "tosa.reduce_max"(%136) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%138 = "tosa.sub"(%136, %137) : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%139 = "tosa.exp"(%138) : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%140 = "tosa.reduce_sum"(%139) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%141 = "tosa.reciprocal"(%140) : (tensor<1x12x128x1xf32>) -> tensor<1x12x128x1xf32>
%142 = "tosa.mul"(%139, %141) {shift = 0 : i32} : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%143 = "tosa.select"(%135, %33, %142) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%144 = "tosa.reshape"(%143) {new_shape = [-1, 128, 128]} : (tensor<1x12x128x128xf32>) -> tensor<12x128x128xf32>
%145 = "tosa.matmul"(%144, %80) : (tensor<12x128x128xf32>, tensor<12x128x64xf32>) -> tensor<12x128x64xf32>
%146 = "tosa.reshape"(%145) {new_shape = [-1, 12, 128, 64]} : (tensor<12x128x64xf32>) -> tensor<1x12x128x64xf32>
%147 = "tosa.transpose"(%146, %13) : (tensor<1x12x128x64xf32>, tensor<4xi64>) -> tensor<1x128x12x64xf32>
%148 = "tosa.reshape"(%147) {new_shape = [1, 128, 768]} : (tensor<1x128x12x64xf32>) -> tensor<1x128x768xf32>
%149 = "tosa.matmul"(%148, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%150 = "tosa.reshape"(%149) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%151 = "tosa.add"(%67, %150) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%152 = "tosa.reshape"(%151) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%153 = "tosa.add"(%152, %57) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%154 = "tosa.reduce_sum"(%153) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%155 = "tosa.mul"(%154, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%156 = "tosa.sub"(%153, %155) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%157 = "tosa.mul"(%156, %156) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%158 = "tosa.reduce_sum"(%157) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%159 = "tosa.mul"(%158, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%160 = "tosa.add"(%159, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%161 = "tosa.rsqrt"(%160) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%162 = "tosa.mul"(%156, %161) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%163 = "tosa.mul"(%162, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%164 = "tosa.add"(%163, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%165 = "tosa.transpose"(%6, %12) : (tensor<3072x768xf32>, tensor<2xi32>) -> tensor<768x3072xf32>
%166 = "tosa.reshape"(%165) {new_shape = [1, 768, 3072]} : (tensor<768x3072xf32>) -> tensor<1x768x3072xf32>
%167 = "tosa.matmul"(%164, %166) : (tensor<1x128x768xf32>, tensor<1x768x3072xf32>) -> tensor<1x128x3072xf32>
%168 = "tosa.reshape"(%167) {new_shape = [128, 3072]} : (tensor<1x128x3072xf32>) -> tensor<128x3072xf32>
%169 = "tosa.reshape"(%5) {new_shape = [1, 3072]} : (tensor<3072xf32>) -> tensor<1x3072xf32>
%170 = "tosa.add"(%169, %168) : (tensor<1x3072xf32>, tensor<128x3072xf32>) -> tensor<128x3072xf32>
%171 = "tosa.reshape"(%170) {new_shape = [1, 128, 3072]} : (tensor<128x3072xf32>) -> tensor<1x128x3072xf32>
%172 = "tosa.sub"(%171, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%173 = "tosa.mul"(%172, %31) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%174 = "tosa.abs"(%173) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%175 = "tosa.mul"(%174, %30) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%176 = "tosa.add"(%175, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%177 = "tosa.mul"(%174, %174) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%178 = "tosa.mul"(%177, %29) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%179 = "tosa.add"(%176, %178) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%180 = "tosa.mul"(%177, %174) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%181 = "tosa.mul"(%180, %28) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%182 = "tosa.add"(%179, %181) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%183 = "tosa.mul"(%180, %174) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%184 = "tosa.mul"(%183, %27) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%185 = "tosa.add"(%182, %184) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%186 = "tosa.reciprocal"(%185) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%187 = "tosa.mul"(%186, %186) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%188 = "tosa.mul"(%187, %187) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%189 = "tosa.sub"(%32, %188) : (tensor<1x1x1xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%190 = "tosa.greater_equal"(%173, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xi1>
%191 = "tosa.negate"(%189) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%192 = "tosa.select"(%190, %189, %191) : (tensor<1x128x3072xi1>, tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%193 = "tosa.add"(%192, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%194 = "tosa.mul"(%193, %26) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%195 = "tosa.mul"(%171, %194) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%196 = "tosa.transpose"(%4, %12) : (tensor<768x3072xf32>, tensor<2xi32>) -> tensor<3072x768xf32>
%197 = "tosa.reshape"(%196) {new_shape = [1, 3072, 768]} : (tensor<3072x768xf32>) -> tensor<1x3072x768xf32>
%198 = "tosa.matmul"(%195, %197) : (tensor<1x128x3072xf32>, tensor<1x3072x768xf32>) -> tensor<1x128x768xf32>
%199 = "tosa.reshape"(%198) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%200 = "tosa.add"(%67, %199) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%201 = "tosa.reshape"(%200) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%202 = "tosa.add"(%201, %164) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%203 = "tosa.reduce_sum"(%202) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%204 = "tosa.mul"(%203, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%205 = "tosa.sub"(%202, %204) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%206 = "tosa.mul"(%205, %205) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%207 = "tosa.reduce_sum"(%206) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%208 = "tosa.mul"(%207, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%209 = "tosa.add"(%208, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%210 = "tosa.rsqrt"(%209) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%211 = "tosa.mul"(%205, %210) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%212 = "tosa.mul"(%211, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%213 = "tosa.add"(%212, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%214 = "tosa.matmul"(%213, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%215 = "tosa.reshape"(%214) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%216 = "tosa.add"(%67, %215) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%217 = "tosa.reshape"(%216) {new_shape = [1, 128, 12, -1]} : (tensor<128x768xf32>) -> tensor<1x128x12x64xf32>
%218 = "tosa.transpose"(%217, %13) : (tensor<1x128x12x64xf32>, tensor<4xi64>) -> tensor<1x12x128x64xf32>
%219 = "tosa.reshape"(%218) {new_shape = [-1, 128, 64]} : (tensor<1x12x128x64xf32>) -> tensor<12x128x64xf32>
%220 = "tosa.transpose"(%219, %14) : (tensor<12x128x64xf32>, tensor<3xi32>) -> tensor<12x64x128xf32>
%221 = "tosa.matmul"(%219, %220) : (tensor<12x128x64xf32>, tensor<12x64x128xf32>) -> tensor<12x128x128xf32>
%222 = "tosa.mul"(%221, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%223 = "tosa.matmul"(%219, %94) : (tensor<12x128x64xf32>, tensor<12x64x512xf32>) -> tensor<12x128x512xf32>
%224 = "tosa.reshape"(%223) {new_shape = [1, 786432, 1]} : (tensor<12x128x512xf32>) -> tensor<1x786432x1xf32>
%225 = "tosa.gather"(%224, %108) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%226 = "tosa.reshape"(%225) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%227 = "tosa.mul"(%226, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%228 = "tosa.add"(%227, %34) : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%229 = "tosa.gather"(%224, %125) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%230 = "tosa.reshape"(%229) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%231 = "tosa.transpose"(%230, %14) : (tensor<12x128x128xf32>, tensor<3xi32>) -> tensor<12x128x128xf32>
%232 = "tosa.mul"(%231, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%233 = "tosa.add"(%228, %232) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%234 = "tosa.add"(%222, %233) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%235 = "tosa.reshape"(%234) {new_shape = [-1, 12, 128, 128]} : (tensor<12x128x128xf32>) -> tensor<1x12x128x128xf32>
%236 = "tosa.select"(%135, %7, %235) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%237 = "tosa.reduce_max"(%236) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%238 = "tosa.sub"(%236, %237) : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%239 = "tosa.exp"(%238) : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%240 = "tosa.reduce_sum"(%239) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%241 = "tosa.reciprocal"(%240) : (tensor<1x12x128x1xf32>) -> tensor<1x12x128x1xf32>
%242 = "tosa.mul"(%239, %241) {shift = 0 : i32} : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%243 = "tosa.select"(%135, %33, %242) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%244 = "tosa.reshape"(%243) {new_shape = [-1, 128, 128]} : (tensor<1x12x128x128xf32>) -> tensor<12x128x128xf32>
%245 = "tosa.matmul"(%244, %219) : (tensor<12x128x128xf32>, tensor<12x128x64xf32>) -> tensor<12x128x64xf32>
%246 = "tosa.reshape"(%245) {new_shape = [-1, 12, 128, 64]} : (tensor<12x128x64xf32>) -> tensor<1x12x128x64xf32>
%247 = "tosa.transpose"(%246, %13) : (tensor<1x12x128x64xf32>, tensor<4xi64>) -> tensor<1x128x12x64xf32>
%248 = "tosa.reshape"(%247) {new_shape = [1, 128, 768]} : (tensor<1x128x12x64xf32>) -> tensor<1x128x768xf32>
%249 = "tosa.matmul"(%248, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%250 = "tosa.reshape"(%249) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%251 = "tosa.add"(%67, %250) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%252 = "tosa.reshape"(%251) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%253 = "tosa.add"(%252, %213) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%254 = "tosa.reduce_sum"(%253) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%255 = "tosa.mul"(%254, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%256 = "tosa.sub"(%253, %255) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%257 = "tosa.mul"(%256, %256) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%258 = "tosa.reduce_sum"(%257) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%259 = "tosa.mul"(%258, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%260 = "tosa.add"(%259, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%261 = "tosa.rsqrt"(%260) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%262 = "tosa.mul"(%256, %261) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%263 = "tosa.mul"(%262, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%264 = "tosa.add"(%263, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%265 = "tosa.matmul"(%264, %166) : (tensor<1x128x768xf32>, tensor<1x768x3072xf32>) -> tensor<1x128x3072xf32>
%266 = "tosa.reshape"(%265) {new_shape = [128, 3072]} : (tensor<1x128x3072xf32>) -> tensor<128x3072xf32>
%267 = "tosa.add"(%169, %266) : (tensor<1x3072xf32>, tensor<128x3072xf32>) -> tensor<128x3072xf32>
%268 = "tosa.reshape"(%267) {new_shape = [1, 128, 3072]} : (tensor<128x3072xf32>) -> tensor<1x128x3072xf32>
%269 = "tosa.sub"(%268, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%270 = "tosa.mul"(%269, %31) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%271 = "tosa.abs"(%270) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%272 = "tosa.mul"(%271, %30) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%273 = "tosa.add"(%272, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%274 = "tosa.mul"(%271, %271) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%275 = "tosa.mul"(%274, %29) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%276 = "tosa.add"(%273, %275) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%277 = "tosa.mul"(%274, %271) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%278 = "tosa.mul"(%277, %28) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%279 = "tosa.add"(%276, %278) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%280 = "tosa.mul"(%277, %271) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%281 = "tosa.mul"(%280, %27) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%282 = "tosa.add"(%279, %281) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%283 = "tosa.reciprocal"(%282) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%284 = "tosa.mul"(%283, %283) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%285 = "tosa.mul"(%284, %284) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%286 = "tosa.sub"(%32, %285) : (tensor<1x1x1xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%287 = "tosa.greater_equal"(%270, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xi1>
%288 = "tosa.negate"(%286) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%289 = "tosa.select"(%287, %286, %288) : (tensor<1x128x3072xi1>, tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%290 = "tosa.add"(%289, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%291 = "tosa.mul"(%290, %26) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%292 = "tosa.mul"(%268, %291) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%293 = "tosa.matmul"(%292, %197) : (tensor<1x128x3072xf32>, tensor<1x3072x768xf32>) -> tensor<1x128x768xf32>
%294 = "tosa.reshape"(%293) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%295 = "tosa.add"(%67, %294) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%296 = "tosa.reshape"(%295) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%297 = "tosa.add"(%296, %264) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%298 = "tosa.reduce_sum"(%297) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%299 = "tosa.mul"(%298, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%300 = "tosa.sub"(%297, %299) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%301 = "tosa.mul"(%300, %300) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%302 = "tosa.reduce_sum"(%301) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%303 = "tosa.mul"(%302, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%304 = "tosa.add"(%303, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%305 = "tosa.rsqrt"(%304) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%306 = "tosa.mul"(%300, %305) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%307 = "tosa.mul"(%306, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%308 = "tosa.add"(%307, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%309 = "tosa.matmul"(%308, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%310 = "tosa.reshape"(%309) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%311 = "tosa.add"(%67, %310) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%312 = "tosa.reshape"(%311) {new_shape = [1, 128, 12, -1]} : (tensor<128x768xf32>) -> tensor<1x128x12x64xf32>
%313 = "tosa.transpose"(%312, %13) : (tensor<1x128x12x64xf32>, tensor<4xi64>) -> tensor<1x12x128x64xf32>
%314 = "tosa.reshape"(%313) {new_shape = [-1, 128, 64]} : (tensor<1x12x128x64xf32>) -> tensor<12x128x64xf32>
%315 = "tosa.transpose"(%314, %14) : (tensor<12x128x64xf32>, tensor<3xi32>) -> tensor<12x64x128xf32>
%316 = "tosa.matmul"(%314, %315) : (tensor<12x128x64xf32>, tensor<12x64x128xf32>) -> tensor<12x128x128xf32>
%317 = "tosa.mul"(%316, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%318 = "tosa.matmul"(%314, %94) : (tensor<12x128x64xf32>, tensor<12x64x512xf32>) -> tensor<12x128x512xf32>
%319 = "tosa.reshape"(%318) {new_shape = [1, 786432, 1]} : (tensor<12x128x512xf32>) -> tensor<1x786432x1xf32>
%320 = "tosa.gather"(%319, %108) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%321 = "tosa.reshape"(%320) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%322 = "tosa.mul"(%321, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%323 = "tosa.add"(%322, %34) : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%324 = "tosa.gather"(%319, %125) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%325 = "tosa.reshape"(%324) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%326 = "tosa.transpose"(%325, %14) : (tensor<12x128x128xf32>, tensor<3xi32>) -> tensor<12x128x128xf32>
%327 = "tosa.mul"(%326, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%328 = "tosa.add"(%323, %327) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%329 = "tosa.add"(%317, %328) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%330 = "tosa.reshape"(%329) {new_shape = [-1, 12, 128, 128]} : (tensor<12x128x128xf32>) -> tensor<1x12x128x128xf32>
%331 = "tosa.select"(%135, %7, %330) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%332 = "tosa.reduce_max"(%331) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%333 = "tosa.sub"(%331, %332) : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%334 = "tosa.exp"(%333) : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%335 = "tosa.reduce_sum"(%334) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%336 = "tosa.reciprocal"(%335) : (tensor<1x12x128x1xf32>) -> tensor<1x12x128x1xf32>
%337 = "tosa.mul"(%334, %336) {shift = 0 : i32} : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%338 = "tosa.select"(%135, %33, %337) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%339 = "tosa.reshape"(%338) {new_shape = [-1, 128, 128]} : (tensor<1x12x128x128xf32>) -> tensor<12x128x128xf32>
%340 = "tosa.matmul"(%339, %314) : (tensor<12x128x128xf32>, tensor<12x128x64xf32>) -> tensor<12x128x64xf32>
%341 = "tosa.reshape"(%340) {new_shape = [-1, 12, 128, 64]} : (tensor<12x128x64xf32>) -> tensor<1x12x128x64xf32>
%342 = "tosa.transpose"(%341, %13) : (tensor<1x12x128x64xf32>, tensor<4xi64>) -> tensor<1x128x12x64xf32>
%343 = "tosa.reshape"(%342) {new_shape = [1, 128, 768]} : (tensor<1x128x12x64xf32>) -> tensor<1x128x768xf32>
%344 = "tosa.matmul"(%343, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%345 = "tosa.reshape"(%344) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%346 = "tosa.add"(%67, %345) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%347 = "tosa.reshape"(%346) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%348 = "tosa.add"(%347, %308) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%349 = "tosa.reduce_sum"(%348) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%350 = "tosa.mul"(%349, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%351 = "tosa.sub"(%348, %350) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%352 = "tosa.mul"(%351, %351) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%353 = "tosa.reduce_sum"(%352) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%354 = "tosa.mul"(%353, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%355 = "tosa.add"(%354, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%356 = "tosa.rsqrt"(%355) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%357 = "tosa.mul"(%351, %356) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%358 = "tosa.mul"(%357, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%359 = "tosa.add"(%358, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%360 = "tosa.matmul"(%359, %166) : (tensor<1x128x768xf32>, tensor<1x768x3072xf32>) -> tensor<1x128x3072xf32>
%361 = "tosa.reshape"(%360) {new_shape = [128, 3072]} : (tensor<1x128x3072xf32>) -> tensor<128x3072xf32>
%362 = "tosa.add"(%169, %361) : (tensor<1x3072xf32>, tensor<128x3072xf32>) -> tensor<128x3072xf32>
%363 = "tosa.reshape"(%362) {new_shape = [1, 128, 3072]} : (tensor<128x3072xf32>) -> tensor<1x128x3072xf32>
%364 = "tosa.sub"(%363, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%365 = "tosa.mul"(%364, %31) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%366 = "tosa.abs"(%365) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%367 = "tosa.mul"(%366, %30) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%368 = "tosa.add"(%367, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%369 = "tosa.mul"(%366, %366) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%370 = "tosa.mul"(%369, %29) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%371 = "tosa.add"(%368, %370) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%372 = "tosa.mul"(%369, %366) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%373 = "tosa.mul"(%372, %28) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%374 = "tosa.add"(%371, %373) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%375 = "tosa.mul"(%372, %366) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%376 = "tosa.mul"(%375, %27) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%377 = "tosa.add"(%374, %376) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%378 = "tosa.reciprocal"(%377) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%379 = "tosa.mul"(%378, %378) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%380 = "tosa.mul"(%379, %379) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%381 = "tosa.sub"(%32, %380) : (tensor<1x1x1xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%382 = "tosa.greater_equal"(%365, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xi1>
%383 = "tosa.negate"(%381) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%384 = "tosa.select"(%382, %381, %383) : (tensor<1x128x3072xi1>, tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%385 = "tosa.add"(%384, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%386 = "tosa.mul"(%385, %26) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%387 = "tosa.mul"(%363, %386) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%388 = "tosa.matmul"(%387, %197) : (tensor<1x128x3072xf32>, tensor<1x3072x768xf32>) -> tensor<1x128x768xf32>
%389 = "tosa.reshape"(%388) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%390 = "tosa.add"(%67, %389) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%391 = "tosa.reshape"(%390) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%392 = "tosa.add"(%391, %359) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%393 = "tosa.reduce_sum"(%392) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%394 = "tosa.mul"(%393, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%395 = "tosa.sub"(%392, %394) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%396 = "tosa.mul"(%395, %395) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%397 = "tosa.reduce_sum"(%396) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%398 = "tosa.mul"(%397, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%399 = "tosa.add"(%398, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%400 = "tosa.rsqrt"(%399) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%401 = "tosa.mul"(%395, %400) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%402 = "tosa.mul"(%401, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%403 = "tosa.add"(%402, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%404 = "tosa.matmul"(%403, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%405 = "tosa.reshape"(%404) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%406 = "tosa.add"(%67, %405) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%407 = "tosa.reshape"(%406) {new_shape = [1, 128, 12, -1]} : (tensor<128x768xf32>) -> tensor<1x128x12x64xf32>
%408 = "tosa.transpose"(%407, %13) : (tensor<1x128x12x64xf32>, tensor<4xi64>) -> tensor<1x12x128x64xf32>
%409 = "tosa.reshape"(%408) {new_shape = [-1, 128, 64]} : (tensor<1x12x128x64xf32>) -> tensor<12x128x64xf32>
%410 = "tosa.transpose"(%409, %14) : (tensor<12x128x64xf32>, tensor<3xi32>) -> tensor<12x64x128xf32>
%411 = "tosa.matmul"(%409, %410) : (tensor<12x128x64xf32>, tensor<12x64x128xf32>) -> tensor<12x128x128xf32>
%412 = "tosa.mul"(%411, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%413 = "tosa.matmul"(%409, %94) : (tensor<12x128x64xf32>, tensor<12x64x512xf32>) -> tensor<12x128x512xf32>
%414 = "tosa.reshape"(%413) {new_shape = [1, 786432, 1]} : (tensor<12x128x512xf32>) -> tensor<1x786432x1xf32>
%415 = "tosa.gather"(%414, %108) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%416 = "tosa.reshape"(%415) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%417 = "tosa.mul"(%416, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%418 = "tosa.add"(%417, %34) : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%419 = "tosa.gather"(%414, %125) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%420 = "tosa.reshape"(%419) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%421 = "tosa.transpose"(%420, %14) : (tensor<12x128x128xf32>, tensor<3xi32>) -> tensor<12x128x128xf32>
%422 = "tosa.mul"(%421, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%423 = "tosa.add"(%418, %422) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%424 = "tosa.add"(%412, %423) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%425 = "tosa.reshape"(%424) {new_shape = [-1, 12, 128, 128]} : (tensor<12x128x128xf32>) -> tensor<1x12x128x128xf32>
%426 = "tosa.select"(%135, %7, %425) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%427 = "tosa.reduce_max"(%426) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%428 = "tosa.sub"(%426, %427) : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%429 = "tosa.exp"(%428) : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%430 = "tosa.reduce_sum"(%429) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%431 = "tosa.reciprocal"(%430) : (tensor<1x12x128x1xf32>) -> tensor<1x12x128x1xf32>
%432 = "tosa.mul"(%429, %431) {shift = 0 : i32} : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%433 = "tosa.select"(%135, %33, %432) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%434 = "tosa.reshape"(%433) {new_shape = [-1, 128, 128]} : (tensor<1x12x128x128xf32>) -> tensor<12x128x128xf32>
%435 = "tosa.matmul"(%434, %409) : (tensor<12x128x128xf32>, tensor<12x128x64xf32>) -> tensor<12x128x64xf32>
%436 = "tosa.reshape"(%435) {new_shape = [-1, 12, 128, 64]} : (tensor<12x128x64xf32>) -> tensor<1x12x128x64xf32>
%437 = "tosa.transpose"(%436, %13) : (tensor<1x12x128x64xf32>, tensor<4xi64>) -> tensor<1x128x12x64xf32>
%438 = "tosa.reshape"(%437) {new_shape = [1, 128, 768]} : (tensor<1x128x12x64xf32>) -> tensor<1x128x768xf32>
%439 = "tosa.matmul"(%438, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%440 = "tosa.reshape"(%439) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%441 = "tosa.add"(%67, %440) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%442 = "tosa.reshape"(%441) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%443 = "tosa.add"(%442, %403) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%444 = "tosa.reduce_sum"(%443) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%445 = "tosa.mul"(%444, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%446 = "tosa.sub"(%443, %445) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%447 = "tosa.mul"(%446, %446) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%448 = "tosa.reduce_sum"(%447) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%449 = "tosa.mul"(%448, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%450 = "tosa.add"(%449, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%451 = "tosa.rsqrt"(%450) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%452 = "tosa.mul"(%446, %451) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%453 = "tosa.mul"(%452, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%454 = "tosa.add"(%453, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%455 = "tosa.matmul"(%454, %166) : (tensor<1x128x768xf32>, tensor<1x768x3072xf32>) -> tensor<1x128x3072xf32>
%456 = "tosa.reshape"(%455) {new_shape = [128, 3072]} : (tensor<1x128x3072xf32>) -> tensor<128x3072xf32>
%457 = "tosa.add"(%169, %456) : (tensor<1x3072xf32>, tensor<128x3072xf32>) -> tensor<128x3072xf32>
%458 = "tosa.reshape"(%457) {new_shape = [1, 128, 3072]} : (tensor<128x3072xf32>) -> tensor<1x128x3072xf32>
%459 = "tosa.sub"(%458, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%460 = "tosa.mul"(%459, %31) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%461 = "tosa.abs"(%460) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%462 = "tosa.mul"(%461, %30) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%463 = "tosa.add"(%462, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%464 = "tosa.mul"(%461, %461) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%465 = "tosa.mul"(%464, %29) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%466 = "tosa.add"(%463, %465) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%467 = "tosa.mul"(%464, %461) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%468 = "tosa.mul"(%467, %28) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%469 = "tosa.add"(%466, %468) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%470 = "tosa.mul"(%467, %461) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%471 = "tosa.mul"(%470, %27) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%472 = "tosa.add"(%469, %471) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%473 = "tosa.reciprocal"(%472) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%474 = "tosa.mul"(%473, %473) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%475 = "tosa.mul"(%474, %474) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%476 = "tosa.sub"(%32, %475) : (tensor<1x1x1xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%477 = "tosa.greater_equal"(%460, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xi1>
%478 = "tosa.negate"(%476) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%479 = "tosa.select"(%477, %476, %478) : (tensor<1x128x3072xi1>, tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%480 = "tosa.add"(%479, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%481 = "tosa.mul"(%480, %26) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%482 = "tosa.mul"(%458, %481) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%483 = "tosa.matmul"(%482, %197) : (tensor<1x128x3072xf32>, tensor<1x3072x768xf32>) -> tensor<1x128x768xf32>
%484 = "tosa.reshape"(%483) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%485 = "tosa.add"(%67, %484) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%486 = "tosa.reshape"(%485) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%487 = "tosa.add"(%486, %454) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%488 = "tosa.reduce_sum"(%487) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%489 = "tosa.mul"(%488, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%490 = "tosa.sub"(%487, %489) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%491 = "tosa.mul"(%490, %490) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%492 = "tosa.reduce_sum"(%491) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%493 = "tosa.mul"(%492, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%494 = "tosa.add"(%493, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%495 = "tosa.rsqrt"(%494) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%496 = "tosa.mul"(%490, %495) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%497 = "tosa.mul"(%496, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%498 = "tosa.add"(%497, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%499 = "tosa.matmul"(%498, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%500 = "tosa.reshape"(%499) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%501 = "tosa.add"(%67, %500) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%502 = "tosa.reshape"(%501) {new_shape = [1, 128, 12, -1]} : (tensor<128x768xf32>) -> tensor<1x128x12x64xf32>
%503 = "tosa.transpose"(%502, %13) : (tensor<1x128x12x64xf32>, tensor<4xi64>) -> tensor<1x12x128x64xf32>
%504 = "tosa.reshape"(%503) {new_shape = [-1, 128, 64]} : (tensor<1x12x128x64xf32>) -> tensor<12x128x64xf32>
%505 = "tosa.transpose"(%504, %14) : (tensor<12x128x64xf32>, tensor<3xi32>) -> tensor<12x64x128xf32>
%506 = "tosa.matmul"(%504, %505) : (tensor<12x128x64xf32>, tensor<12x64x128xf32>) -> tensor<12x128x128xf32>
%507 = "tosa.mul"(%506, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%508 = "tosa.matmul"(%504, %94) : (tensor<12x128x64xf32>, tensor<12x64x512xf32>) -> tensor<12x128x512xf32>
%509 = "tosa.reshape"(%508) {new_shape = [1, 786432, 1]} : (tensor<12x128x512xf32>) -> tensor<1x786432x1xf32>
%510 = "tosa.gather"(%509, %108) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%511 = "tosa.reshape"(%510) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%512 = "tosa.mul"(%511, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%513 = "tosa.add"(%512, %34) : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%514 = "tosa.gather"(%509, %125) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%515 = "tosa.reshape"(%514) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%516 = "tosa.transpose"(%515, %14) : (tensor<12x128x128xf32>, tensor<3xi32>) -> tensor<12x128x128xf32>
%517 = "tosa.mul"(%516, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%518 = "tosa.add"(%513, %517) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%519 = "tosa.add"(%507, %518) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%520 = "tosa.reshape"(%519) {new_shape = [-1, 12, 128, 128]} : (tensor<12x128x128xf32>) -> tensor<1x12x128x128xf32>
%521 = "tosa.select"(%135, %7, %520) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%522 = "tosa.reduce_max"(%521) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%523 = "tosa.sub"(%521, %522) : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%524 = "tosa.exp"(%523) : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%525 = "tosa.reduce_sum"(%524) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%526 = "tosa.reciprocal"(%525) : (tensor<1x12x128x1xf32>) -> tensor<1x12x128x1xf32>
%527 = "tosa.mul"(%524, %526) {shift = 0 : i32} : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%528 = "tosa.select"(%135, %33, %527) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%529 = "tosa.reshape"(%528) {new_shape = [-1, 128, 128]} : (tensor<1x12x128x128xf32>) -> tensor<12x128x128xf32>
%530 = "tosa.matmul"(%529, %504) : (tensor<12x128x128xf32>, tensor<12x128x64xf32>) -> tensor<12x128x64xf32>
%531 = "tosa.reshape"(%530) {new_shape = [-1, 12, 128, 64]} : (tensor<12x128x64xf32>) -> tensor<1x12x128x64xf32>
%532 = "tosa.transpose"(%531, %13) : (tensor<1x12x128x64xf32>, tensor<4xi64>) -> tensor<1x128x12x64xf32>
%533 = "tosa.reshape"(%532) {new_shape = [1, 128, 768]} : (tensor<1x128x12x64xf32>) -> tensor<1x128x768xf32>
%534 = "tosa.matmul"(%533, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%535 = "tosa.reshape"(%534) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%536 = "tosa.add"(%67, %535) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%537 = "tosa.reshape"(%536) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%538 = "tosa.add"(%537, %498) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%539 = "tosa.reduce_sum"(%538) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%540 = "tosa.mul"(%539, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%541 = "tosa.sub"(%538, %540) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%542 = "tosa.mul"(%541, %541) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%543 = "tosa.reduce_sum"(%542) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%544 = "tosa.mul"(%543, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%545 = "tosa.add"(%544, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%546 = "tosa.rsqrt"(%545) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%547 = "tosa.mul"(%541, %546) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%548 = "tosa.mul"(%547, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%549 = "tosa.add"(%548, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%550 = "tosa.matmul"(%549, %166) : (tensor<1x128x768xf32>, tensor<1x768x3072xf32>) -> tensor<1x128x3072xf32>
%551 = "tosa.reshape"(%550) {new_shape = [128, 3072]} : (tensor<1x128x3072xf32>) -> tensor<128x3072xf32>
%552 = "tosa.add"(%169, %551) : (tensor<1x3072xf32>, tensor<128x3072xf32>) -> tensor<128x3072xf32>
%553 = "tosa.reshape"(%552) {new_shape = [1, 128, 3072]} : (tensor<128x3072xf32>) -> tensor<1x128x3072xf32>
%554 = "tosa.sub"(%553, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%555 = "tosa.mul"(%554, %31) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%556 = "tosa.abs"(%555) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%557 = "tosa.mul"(%556, %30) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%558 = "tosa.add"(%557, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%559 = "tosa.mul"(%556, %556) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%560 = "tosa.mul"(%559, %29) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%561 = "tosa.add"(%558, %560) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%562 = "tosa.mul"(%559, %556) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%563 = "tosa.mul"(%562, %28) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%564 = "tosa.add"(%561, %563) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%565 = "tosa.mul"(%562, %556) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%566 = "tosa.mul"(%565, %27) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%567 = "tosa.add"(%564, %566) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%568 = "tosa.reciprocal"(%567) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%569 = "tosa.mul"(%568, %568) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%570 = "tosa.mul"(%569, %569) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%571 = "tosa.sub"(%32, %570) : (tensor<1x1x1xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%572 = "tosa.greater_equal"(%555, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xi1>
%573 = "tosa.negate"(%571) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%574 = "tosa.select"(%572, %571, %573) : (tensor<1x128x3072xi1>, tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%575 = "tosa.add"(%574, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%576 = "tosa.mul"(%575, %26) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%577 = "tosa.mul"(%553, %576) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%578 = "tosa.matmul"(%577, %197) : (tensor<1x128x3072xf32>, tensor<1x3072x768xf32>) -> tensor<1x128x768xf32>
%579 = "tosa.reshape"(%578) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%580 = "tosa.add"(%67, %579) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%581 = "tosa.reshape"(%580) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%582 = "tosa.add"(%581, %549) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%583 = "tosa.reduce_sum"(%582) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%584 = "tosa.mul"(%583, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%585 = "tosa.sub"(%582, %584) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%586 = "tosa.mul"(%585, %585) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%587 = "tosa.reduce_sum"(%586) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%588 = "tosa.mul"(%587, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%589 = "tosa.add"(%588, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%590 = "tosa.rsqrt"(%589) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%591 = "tosa.mul"(%585, %590) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%592 = "tosa.mul"(%591, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%593 = "tosa.add"(%592, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%594 = "tosa.matmul"(%593, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%595 = "tosa.reshape"(%594) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%596 = "tosa.add"(%67, %595) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%597 = "tosa.reshape"(%596) {new_shape = [1, 128, 12, -1]} : (tensor<128x768xf32>) -> tensor<1x128x12x64xf32>
%598 = "tosa.transpose"(%597, %13) : (tensor<1x128x12x64xf32>, tensor<4xi64>) -> tensor<1x12x128x64xf32>
%599 = "tosa.reshape"(%598) {new_shape = [-1, 128, 64]} : (tensor<1x12x128x64xf32>) -> tensor<12x128x64xf32>
%600 = "tosa.transpose"(%599, %14) : (tensor<12x128x64xf32>, tensor<3xi32>) -> tensor<12x64x128xf32>
%601 = "tosa.matmul"(%599, %600) : (tensor<12x128x64xf32>, tensor<12x64x128xf32>) -> tensor<12x128x128xf32>
%602 = "tosa.mul"(%601, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%603 = "tosa.matmul"(%599, %94) : (tensor<12x128x64xf32>, tensor<12x64x512xf32>) -> tensor<12x128x512xf32>
%604 = "tosa.reshape"(%603) {new_shape = [1, 786432, 1]} : (tensor<12x128x512xf32>) -> tensor<1x786432x1xf32>
%605 = "tosa.gather"(%604, %108) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%606 = "tosa.reshape"(%605) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%607 = "tosa.mul"(%606, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%608 = "tosa.add"(%607, %34) : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%609 = "tosa.gather"(%604, %125) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%610 = "tosa.reshape"(%609) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%611 = "tosa.transpose"(%610, %14) : (tensor<12x128x128xf32>, tensor<3xi32>) -> tensor<12x128x128xf32>
%612 = "tosa.mul"(%611, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%613 = "tosa.add"(%608, %612) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%614 = "tosa.add"(%602, %613) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%615 = "tosa.reshape"(%614) {new_shape = [-1, 12, 128, 128]} : (tensor<12x128x128xf32>) -> tensor<1x12x128x128xf32>
%616 = "tosa.select"(%135, %7, %615) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%617 = "tosa.reduce_max"(%616) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%618 = "tosa.sub"(%616, %617) : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%619 = "tosa.exp"(%618) : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%620 = "tosa.reduce_sum"(%619) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%621 = "tosa.reciprocal"(%620) : (tensor<1x12x128x1xf32>) -> tensor<1x12x128x1xf32>
%622 = "tosa.mul"(%619, %621) {shift = 0 : i32} : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%623 = "tosa.select"(%135, %33, %622) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%624 = "tosa.reshape"(%623) {new_shape = [-1, 128, 128]} : (tensor<1x12x128x128xf32>) -> tensor<12x128x128xf32>
%625 = "tosa.matmul"(%624, %599) : (tensor<12x128x128xf32>, tensor<12x128x64xf32>) -> tensor<12x128x64xf32>
%626 = "tosa.reshape"(%625) {new_shape = [-1, 12, 128, 64]} : (tensor<12x128x64xf32>) -> tensor<1x12x128x64xf32>
%627 = "tosa.transpose"(%626, %13) : (tensor<1x12x128x64xf32>, tensor<4xi64>) -> tensor<1x128x12x64xf32>
%628 = "tosa.reshape"(%627) {new_shape = [1, 128, 768]} : (tensor<1x128x12x64xf32>) -> tensor<1x128x768xf32>
%629 = "tosa.matmul"(%628, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%630 = "tosa.reshape"(%629) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%631 = "tosa.add"(%67, %630) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%632 = "tosa.reshape"(%631) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%633 = "tosa.add"(%632, %593) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%634 = "tosa.reduce_sum"(%633) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%635 = "tosa.mul"(%634, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%636 = "tosa.sub"(%633, %635) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%637 = "tosa.mul"(%636, %636) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%638 = "tosa.reduce_sum"(%637) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%639 = "tosa.mul"(%638, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%640 = "tosa.add"(%639, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%641 = "tosa.rsqrt"(%640) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%642 = "tosa.mul"(%636, %641) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%643 = "tosa.mul"(%642, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%644 = "tosa.add"(%643, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%645 = "tosa.matmul"(%644, %166) : (tensor<1x128x768xf32>, tensor<1x768x3072xf32>) -> tensor<1x128x3072xf32>
%646 = "tosa.reshape"(%645) {new_shape = [128, 3072]} : (tensor<1x128x3072xf32>) -> tensor<128x3072xf32>
%647 = "tosa.add"(%169, %646) : (tensor<1x3072xf32>, tensor<128x3072xf32>) -> tensor<128x3072xf32>
%648 = "tosa.reshape"(%647) {new_shape = [1, 128, 3072]} : (tensor<128x3072xf32>) -> tensor<1x128x3072xf32>
%649 = "tosa.sub"(%648, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%650 = "tosa.mul"(%649, %31) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%651 = "tosa.abs"(%650) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%652 = "tosa.mul"(%651, %30) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%653 = "tosa.add"(%652, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%654 = "tosa.mul"(%651, %651) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%655 = "tosa.mul"(%654, %29) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%656 = "tosa.add"(%653, %655) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%657 = "tosa.mul"(%654, %651) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%658 = "tosa.mul"(%657, %28) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%659 = "tosa.add"(%656, %658) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%660 = "tosa.mul"(%657, %651) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%661 = "tosa.mul"(%660, %27) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%662 = "tosa.add"(%659, %661) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%663 = "tosa.reciprocal"(%662) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%664 = "tosa.mul"(%663, %663) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%665 = "tosa.mul"(%664, %664) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%666 = "tosa.sub"(%32, %665) : (tensor<1x1x1xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%667 = "tosa.greater_equal"(%650, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xi1>
%668 = "tosa.negate"(%666) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%669 = "tosa.select"(%667, %666, %668) : (tensor<1x128x3072xi1>, tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%670 = "tosa.add"(%669, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%671 = "tosa.mul"(%670, %26) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%672 = "tosa.mul"(%648, %671) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%673 = "tosa.matmul"(%672, %197) : (tensor<1x128x3072xf32>, tensor<1x3072x768xf32>) -> tensor<1x128x768xf32>
%674 = "tosa.reshape"(%673) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%675 = "tosa.add"(%67, %674) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%676 = "tosa.reshape"(%675) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%677 = "tosa.add"(%676, %644) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%678 = "tosa.reduce_sum"(%677) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%679 = "tosa.mul"(%678, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%680 = "tosa.sub"(%677, %679) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%681 = "tosa.mul"(%680, %680) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%682 = "tosa.reduce_sum"(%681) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%683 = "tosa.mul"(%682, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%684 = "tosa.add"(%683, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%685 = "tosa.rsqrt"(%684) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%686 = "tosa.mul"(%680, %685) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%687 = "tosa.mul"(%686, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%688 = "tosa.add"(%687, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%689 = "tosa.matmul"(%688, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%690 = "tosa.reshape"(%689) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%691 = "tosa.add"(%67, %690) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%692 = "tosa.reshape"(%691) {new_shape = [1, 128, 12, -1]} : (tensor<128x768xf32>) -> tensor<1x128x12x64xf32>
%693 = "tosa.transpose"(%692, %13) : (tensor<1x128x12x64xf32>, tensor<4xi64>) -> tensor<1x12x128x64xf32>
%694 = "tosa.reshape"(%693) {new_shape = [-1, 128, 64]} : (tensor<1x12x128x64xf32>) -> tensor<12x128x64xf32>
%695 = "tosa.transpose"(%694, %14) : (tensor<12x128x64xf32>, tensor<3xi32>) -> tensor<12x64x128xf32>
%696 = "tosa.matmul"(%694, %695) : (tensor<12x128x64xf32>, tensor<12x64x128xf32>) -> tensor<12x128x128xf32>
%697 = "tosa.mul"(%696, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%698 = "tosa.matmul"(%694, %94) : (tensor<12x128x64xf32>, tensor<12x64x512xf32>) -> tensor<12x128x512xf32>
%699 = "tosa.reshape"(%698) {new_shape = [1, 786432, 1]} : (tensor<12x128x512xf32>) -> tensor<1x786432x1xf32>
%700 = "tosa.gather"(%699, %108) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%701 = "tosa.reshape"(%700) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%702 = "tosa.mul"(%701, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%703 = "tosa.add"(%702, %34) : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%704 = "tosa.gather"(%699, %125) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%705 = "tosa.reshape"(%704) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%706 = "tosa.transpose"(%705, %14) : (tensor<12x128x128xf32>, tensor<3xi32>) -> tensor<12x128x128xf32>
%707 = "tosa.mul"(%706, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%708 = "tosa.add"(%703, %707) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%709 = "tosa.add"(%697, %708) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%710 = "tosa.reshape"(%709) {new_shape = [-1, 12, 128, 128]} : (tensor<12x128x128xf32>) -> tensor<1x12x128x128xf32>
%711 = "tosa.select"(%135, %7, %710) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%712 = "tosa.reduce_max"(%711) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%713 = "tosa.sub"(%711, %712) : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%714 = "tosa.exp"(%713) : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%715 = "tosa.reduce_sum"(%714) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%716 = "tosa.reciprocal"(%715) : (tensor<1x12x128x1xf32>) -> tensor<1x12x128x1xf32>
%717 = "tosa.mul"(%714, %716) {shift = 0 : i32} : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%718 = "tosa.select"(%135, %33, %717) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%719 = "tosa.reshape"(%718) {new_shape = [-1, 128, 128]} : (tensor<1x12x128x128xf32>) -> tensor<12x128x128xf32>
%720 = "tosa.matmul"(%719, %694) : (tensor<12x128x128xf32>, tensor<12x128x64xf32>) -> tensor<12x128x64xf32>
%721 = "tosa.reshape"(%720) {new_shape = [-1, 12, 128, 64]} : (tensor<12x128x64xf32>) -> tensor<1x12x128x64xf32>
%722 = "tosa.transpose"(%721, %13) : (tensor<1x12x128x64xf32>, tensor<4xi64>) -> tensor<1x128x12x64xf32>
%723 = "tosa.reshape"(%722) {new_shape = [1, 128, 768]} : (tensor<1x128x12x64xf32>) -> tensor<1x128x768xf32>
%724 = "tosa.matmul"(%723, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%725 = "tosa.reshape"(%724) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%726 = "tosa.add"(%67, %725) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%727 = "tosa.reshape"(%726) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%728 = "tosa.add"(%727, %688) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%729 = "tosa.reduce_sum"(%728) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%730 = "tosa.mul"(%729, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%731 = "tosa.sub"(%728, %730) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%732 = "tosa.mul"(%731, %731) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%733 = "tosa.reduce_sum"(%732) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%734 = "tosa.mul"(%733, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%735 = "tosa.add"(%734, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%736 = "tosa.rsqrt"(%735) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%737 = "tosa.mul"(%731, %736) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%738 = "tosa.mul"(%737, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%739 = "tosa.add"(%738, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%740 = "tosa.matmul"(%739, %166) : (tensor<1x128x768xf32>, tensor<1x768x3072xf32>) -> tensor<1x128x3072xf32>
%741 = "tosa.reshape"(%740) {new_shape = [128, 3072]} : (tensor<1x128x3072xf32>) -> tensor<128x3072xf32>
%742 = "tosa.add"(%169, %741) : (tensor<1x3072xf32>, tensor<128x3072xf32>) -> tensor<128x3072xf32>
%743 = "tosa.reshape"(%742) {new_shape = [1, 128, 3072]} : (tensor<128x3072xf32>) -> tensor<1x128x3072xf32>
%744 = "tosa.sub"(%743, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%745 = "tosa.mul"(%744, %31) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%746 = "tosa.abs"(%745) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%747 = "tosa.mul"(%746, %30) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%748 = "tosa.add"(%747, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%749 = "tosa.mul"(%746, %746) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%750 = "tosa.mul"(%749, %29) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%751 = "tosa.add"(%748, %750) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%752 = "tosa.mul"(%749, %746) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%753 = "tosa.mul"(%752, %28) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%754 = "tosa.add"(%751, %753) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%755 = "tosa.mul"(%752, %746) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%756 = "tosa.mul"(%755, %27) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%757 = "tosa.add"(%754, %756) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%758 = "tosa.reciprocal"(%757) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%759 = "tosa.mul"(%758, %758) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%760 = "tosa.mul"(%759, %759) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%761 = "tosa.sub"(%32, %760) : (tensor<1x1x1xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%762 = "tosa.greater_equal"(%745, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xi1>
%763 = "tosa.negate"(%761) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%764 = "tosa.select"(%762, %761, %763) : (tensor<1x128x3072xi1>, tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%765 = "tosa.add"(%764, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%766 = "tosa.mul"(%765, %26) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%767 = "tosa.mul"(%743, %766) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%768 = "tosa.matmul"(%767, %197) : (tensor<1x128x3072xf32>, tensor<1x3072x768xf32>) -> tensor<1x128x768xf32>
%769 = "tosa.reshape"(%768) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%770 = "tosa.add"(%67, %769) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%771 = "tosa.reshape"(%770) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%772 = "tosa.add"(%771, %739) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%773 = "tosa.reduce_sum"(%772) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%774 = "tosa.mul"(%773, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%775 = "tosa.sub"(%772, %774) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%776 = "tosa.mul"(%775, %775) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%777 = "tosa.reduce_sum"(%776) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%778 = "tosa.mul"(%777, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%779 = "tosa.add"(%778, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%780 = "tosa.rsqrt"(%779) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%781 = "tosa.mul"(%775, %780) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%782 = "tosa.mul"(%781, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%783 = "tosa.add"(%782, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%784 = "tosa.matmul"(%783, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%785 = "tosa.reshape"(%784) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%786 = "tosa.add"(%67, %785) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%787 = "tosa.reshape"(%786) {new_shape = [1, 128, 12, -1]} : (tensor<128x768xf32>) -> tensor<1x128x12x64xf32>
%788 = "tosa.transpose"(%787, %13) : (tensor<1x128x12x64xf32>, tensor<4xi64>) -> tensor<1x12x128x64xf32>
%789 = "tosa.reshape"(%788) {new_shape = [-1, 128, 64]} : (tensor<1x12x128x64xf32>) -> tensor<12x128x64xf32>
%790 = "tosa.transpose"(%789, %14) : (tensor<12x128x64xf32>, tensor<3xi32>) -> tensor<12x64x128xf32>
%791 = "tosa.matmul"(%789, %790) : (tensor<12x128x64xf32>, tensor<12x64x128xf32>) -> tensor<12x128x128xf32>
%792 = "tosa.mul"(%791, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%793 = "tosa.matmul"(%789, %94) : (tensor<12x128x64xf32>, tensor<12x64x512xf32>) -> tensor<12x128x512xf32>
%794 = "tosa.reshape"(%793) {new_shape = [1, 786432, 1]} : (tensor<12x128x512xf32>) -> tensor<1x786432x1xf32>
%795 = "tosa.gather"(%794, %108) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%796 = "tosa.reshape"(%795) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%797 = "tosa.mul"(%796, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%798 = "tosa.add"(%797, %34) : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%799 = "tosa.gather"(%794, %125) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%800 = "tosa.reshape"(%799) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%801 = "tosa.transpose"(%800, %14) : (tensor<12x128x128xf32>, tensor<3xi32>) -> tensor<12x128x128xf32>
%802 = "tosa.mul"(%801, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%803 = "tosa.add"(%798, %802) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%804 = "tosa.add"(%792, %803) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%805 = "tosa.reshape"(%804) {new_shape = [-1, 12, 128, 128]} : (tensor<12x128x128xf32>) -> tensor<1x12x128x128xf32>
%806 = "tosa.select"(%135, %7, %805) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%807 = "tosa.reduce_max"(%806) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%808 = "tosa.sub"(%806, %807) : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%809 = "tosa.exp"(%808) : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%810 = "tosa.reduce_sum"(%809) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%811 = "tosa.reciprocal"(%810) : (tensor<1x12x128x1xf32>) -> tensor<1x12x128x1xf32>
%812 = "tosa.mul"(%809, %811) {shift = 0 : i32} : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%813 = "tosa.select"(%135, %33, %812) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%814 = "tosa.reshape"(%813) {new_shape = [-1, 128, 128]} : (tensor<1x12x128x128xf32>) -> tensor<12x128x128xf32>
%815 = "tosa.matmul"(%814, %789) : (tensor<12x128x128xf32>, tensor<12x128x64xf32>) -> tensor<12x128x64xf32>
%816 = "tosa.reshape"(%815) {new_shape = [-1, 12, 128, 64]} : (tensor<12x128x64xf32>) -> tensor<1x12x128x64xf32>
%817 = "tosa.transpose"(%816, %13) : (tensor<1x12x128x64xf32>, tensor<4xi64>) -> tensor<1x128x12x64xf32>
%818 = "tosa.reshape"(%817) {new_shape = [1, 128, 768]} : (tensor<1x128x12x64xf32>) -> tensor<1x128x768xf32>
%819 = "tosa.matmul"(%818, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%820 = "tosa.reshape"(%819) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%821 = "tosa.add"(%67, %820) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%822 = "tosa.reshape"(%821) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%823 = "tosa.add"(%822, %783) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%824 = "tosa.reduce_sum"(%823) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%825 = "tosa.mul"(%824, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%826 = "tosa.sub"(%823, %825) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%827 = "tosa.mul"(%826, %826) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%828 = "tosa.reduce_sum"(%827) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%829 = "tosa.mul"(%828, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%830 = "tosa.add"(%829, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%831 = "tosa.rsqrt"(%830) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%832 = "tosa.mul"(%826, %831) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%833 = "tosa.mul"(%832, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%834 = "tosa.add"(%833, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%835 = "tosa.matmul"(%834, %166) : (tensor<1x128x768xf32>, tensor<1x768x3072xf32>) -> tensor<1x128x3072xf32>
%836 = "tosa.reshape"(%835) {new_shape = [128, 3072]} : (tensor<1x128x3072xf32>) -> tensor<128x3072xf32>
%837 = "tosa.add"(%169, %836) : (tensor<1x3072xf32>, tensor<128x3072xf32>) -> tensor<128x3072xf32>
%838 = "tosa.reshape"(%837) {new_shape = [1, 128, 3072]} : (tensor<128x3072xf32>) -> tensor<1x128x3072xf32>
%839 = "tosa.sub"(%838, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%840 = "tosa.mul"(%839, %31) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%841 = "tosa.abs"(%840) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%842 = "tosa.mul"(%841, %30) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%843 = "tosa.add"(%842, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%844 = "tosa.mul"(%841, %841) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%845 = "tosa.mul"(%844, %29) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%846 = "tosa.add"(%843, %845) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%847 = "tosa.mul"(%844, %841) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%848 = "tosa.mul"(%847, %28) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%849 = "tosa.add"(%846, %848) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%850 = "tosa.mul"(%847, %841) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%851 = "tosa.mul"(%850, %27) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%852 = "tosa.add"(%849, %851) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%853 = "tosa.reciprocal"(%852) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%854 = "tosa.mul"(%853, %853) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%855 = "tosa.mul"(%854, %854) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%856 = "tosa.sub"(%32, %855) : (tensor<1x1x1xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%857 = "tosa.greater_equal"(%840, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xi1>
%858 = "tosa.negate"(%856) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%859 = "tosa.select"(%857, %856, %858) : (tensor<1x128x3072xi1>, tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%860 = "tosa.add"(%859, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%861 = "tosa.mul"(%860, %26) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%862 = "tosa.mul"(%838, %861) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%863 = "tosa.matmul"(%862, %197) : (tensor<1x128x3072xf32>, tensor<1x3072x768xf32>) -> tensor<1x128x768xf32>
%864 = "tosa.reshape"(%863) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%865 = "tosa.add"(%67, %864) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%866 = "tosa.reshape"(%865) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%867 = "tosa.add"(%866, %834) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%868 = "tosa.reduce_sum"(%867) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%869 = "tosa.mul"(%868, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%870 = "tosa.sub"(%867, %869) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%871 = "tosa.mul"(%870, %870) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%872 = "tosa.reduce_sum"(%871) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%873 = "tosa.mul"(%872, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%874 = "tosa.add"(%873, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%875 = "tosa.rsqrt"(%874) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%876 = "tosa.mul"(%870, %875) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%877 = "tosa.mul"(%876, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%878 = "tosa.add"(%877, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%879 = "tosa.matmul"(%878, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%880 = "tosa.reshape"(%879) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%881 = "tosa.add"(%67, %880) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%882 = "tosa.reshape"(%881) {new_shape = [1, 128, 12, -1]} : (tensor<128x768xf32>) -> tensor<1x128x12x64xf32>
%883 = "tosa.transpose"(%882, %13) : (tensor<1x128x12x64xf32>, tensor<4xi64>) -> tensor<1x12x128x64xf32>
%884 = "tosa.reshape"(%883) {new_shape = [-1, 128, 64]} : (tensor<1x12x128x64xf32>) -> tensor<12x128x64xf32>
%885 = "tosa.transpose"(%884, %14) : (tensor<12x128x64xf32>, tensor<3xi32>) -> tensor<12x64x128xf32>
%886 = "tosa.matmul"(%884, %885) : (tensor<12x128x64xf32>, tensor<12x64x128xf32>) -> tensor<12x128x128xf32>
%887 = "tosa.mul"(%886, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%888 = "tosa.matmul"(%884, %94) : (tensor<12x128x64xf32>, tensor<12x64x512xf32>) -> tensor<12x128x512xf32>
%889 = "tosa.reshape"(%888) {new_shape = [1, 786432, 1]} : (tensor<12x128x512xf32>) -> tensor<1x786432x1xf32>
%890 = "tosa.gather"(%889, %108) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%891 = "tosa.reshape"(%890) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%892 = "tosa.mul"(%891, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%893 = "tosa.add"(%892, %34) : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%894 = "tosa.gather"(%889, %125) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%895 = "tosa.reshape"(%894) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%896 = "tosa.transpose"(%895, %14) : (tensor<12x128x128xf32>, tensor<3xi32>) -> tensor<12x128x128xf32>
%897 = "tosa.mul"(%896, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%898 = "tosa.add"(%893, %897) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%899 = "tosa.add"(%887, %898) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%900 = "tosa.reshape"(%899) {new_shape = [-1, 12, 128, 128]} : (tensor<12x128x128xf32>) -> tensor<1x12x128x128xf32>
%901 = "tosa.select"(%135, %7, %900) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%902 = "tosa.reduce_max"(%901) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%903 = "tosa.sub"(%901, %902) : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%904 = "tosa.exp"(%903) : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%905 = "tosa.reduce_sum"(%904) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%906 = "tosa.reciprocal"(%905) : (tensor<1x12x128x1xf32>) -> tensor<1x12x128x1xf32>
%907 = "tosa.mul"(%904, %906) {shift = 0 : i32} : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%908 = "tosa.select"(%135, %33, %907) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%909 = "tosa.reshape"(%908) {new_shape = [-1, 128, 128]} : (tensor<1x12x128x128xf32>) -> tensor<12x128x128xf32>
%910 = "tosa.matmul"(%909, %884) : (tensor<12x128x128xf32>, tensor<12x128x64xf32>) -> tensor<12x128x64xf32>
%911 = "tosa.reshape"(%910) {new_shape = [-1, 12, 128, 64]} : (tensor<12x128x64xf32>) -> tensor<1x12x128x64xf32>
%912 = "tosa.transpose"(%911, %13) : (tensor<1x12x128x64xf32>, tensor<4xi64>) -> tensor<1x128x12x64xf32>
%913 = "tosa.reshape"(%912) {new_shape = [1, 128, 768]} : (tensor<1x128x12x64xf32>) -> tensor<1x128x768xf32>
%914 = "tosa.matmul"(%913, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%915 = "tosa.reshape"(%914) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%916 = "tosa.add"(%67, %915) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%917 = "tosa.reshape"(%916) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%918 = "tosa.add"(%917, %878) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%919 = "tosa.reduce_sum"(%918) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%920 = "tosa.mul"(%919, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%921 = "tosa.sub"(%918, %920) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%922 = "tosa.mul"(%921, %921) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%923 = "tosa.reduce_sum"(%922) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%924 = "tosa.mul"(%923, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%925 = "tosa.add"(%924, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%926 = "tosa.rsqrt"(%925) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%927 = "tosa.mul"(%921, %926) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%928 = "tosa.mul"(%927, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%929 = "tosa.add"(%928, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%930 = "tosa.matmul"(%929, %166) : (tensor<1x128x768xf32>, tensor<1x768x3072xf32>) -> tensor<1x128x3072xf32>
%931 = "tosa.reshape"(%930) {new_shape = [128, 3072]} : (tensor<1x128x3072xf32>) -> tensor<128x3072xf32>
%932 = "tosa.add"(%169, %931) : (tensor<1x3072xf32>, tensor<128x3072xf32>) -> tensor<128x3072xf32>
%933 = "tosa.reshape"(%932) {new_shape = [1, 128, 3072]} : (tensor<128x3072xf32>) -> tensor<1x128x3072xf32>
%934 = "tosa.sub"(%933, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%935 = "tosa.mul"(%934, %31) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%936 = "tosa.abs"(%935) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%937 = "tosa.mul"(%936, %30) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%938 = "tosa.add"(%937, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%939 = "tosa.mul"(%936, %936) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%940 = "tosa.mul"(%939, %29) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%941 = "tosa.add"(%938, %940) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%942 = "tosa.mul"(%939, %936) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%943 = "tosa.mul"(%942, %28) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%944 = "tosa.add"(%941, %943) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%945 = "tosa.mul"(%942, %936) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%946 = "tosa.mul"(%945, %27) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%947 = "tosa.add"(%944, %946) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%948 = "tosa.reciprocal"(%947) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%949 = "tosa.mul"(%948, %948) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%950 = "tosa.mul"(%949, %949) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%951 = "tosa.sub"(%32, %950) : (tensor<1x1x1xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%952 = "tosa.greater_equal"(%935, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xi1>
%953 = "tosa.negate"(%951) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%954 = "tosa.select"(%952, %951, %953) : (tensor<1x128x3072xi1>, tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%955 = "tosa.add"(%954, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%956 = "tosa.mul"(%955, %26) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%957 = "tosa.mul"(%933, %956) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%958 = "tosa.matmul"(%957, %197) : (tensor<1x128x3072xf32>, tensor<1x3072x768xf32>) -> tensor<1x128x768xf32>
%959 = "tosa.reshape"(%958) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%960 = "tosa.add"(%67, %959) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%961 = "tosa.reshape"(%960) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%962 = "tosa.add"(%961, %929) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%963 = "tosa.reduce_sum"(%962) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%964 = "tosa.mul"(%963, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%965 = "tosa.sub"(%962, %964) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%966 = "tosa.mul"(%965, %965) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%967 = "tosa.reduce_sum"(%966) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%968 = "tosa.mul"(%967, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%969 = "tosa.add"(%968, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%970 = "tosa.rsqrt"(%969) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%971 = "tosa.mul"(%965, %970) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%972 = "tosa.mul"(%971, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%973 = "tosa.add"(%972, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%974 = "tosa.matmul"(%973, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%975 = "tosa.reshape"(%974) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%976 = "tosa.add"(%67, %975) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%977 = "tosa.reshape"(%976) {new_shape = [1, 128, 12, -1]} : (tensor<128x768xf32>) -> tensor<1x128x12x64xf32>
%978 = "tosa.transpose"(%977, %13) : (tensor<1x128x12x64xf32>, tensor<4xi64>) -> tensor<1x12x128x64xf32>
%979 = "tosa.reshape"(%978) {new_shape = [-1, 128, 64]} : (tensor<1x12x128x64xf32>) -> tensor<12x128x64xf32>
%980 = "tosa.transpose"(%979, %14) : (tensor<12x128x64xf32>, tensor<3xi32>) -> tensor<12x64x128xf32>
%981 = "tosa.matmul"(%979, %980) : (tensor<12x128x64xf32>, tensor<12x64x128xf32>) -> tensor<12x128x128xf32>
%982 = "tosa.mul"(%981, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%983 = "tosa.matmul"(%979, %94) : (tensor<12x128x64xf32>, tensor<12x64x512xf32>) -> tensor<12x128x512xf32>
%984 = "tosa.reshape"(%983) {new_shape = [1, 786432, 1]} : (tensor<12x128x512xf32>) -> tensor<1x786432x1xf32>
%985 = "tosa.gather"(%984, %108) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%986 = "tosa.reshape"(%985) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%987 = "tosa.mul"(%986, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%988 = "tosa.add"(%987, %34) : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%989 = "tosa.gather"(%984, %125) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%990 = "tosa.reshape"(%989) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%991 = "tosa.transpose"(%990, %14) : (tensor<12x128x128xf32>, tensor<3xi32>) -> tensor<12x128x128xf32>
%992 = "tosa.mul"(%991, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%993 = "tosa.add"(%988, %992) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%994 = "tosa.add"(%982, %993) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%995 = "tosa.reshape"(%994) {new_shape = [-1, 12, 128, 128]} : (tensor<12x128x128xf32>) -> tensor<1x12x128x128xf32>
%996 = "tosa.select"(%135, %7, %995) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%997 = "tosa.reduce_max"(%996) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%998 = "tosa.sub"(%996, %997) : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%999 = "tosa.exp"(%998) : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%1000 = "tosa.reduce_sum"(%999) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%1001 = "tosa.reciprocal"(%1000) : (tensor<1x12x128x1xf32>) -> tensor<1x12x128x1xf32>
%1002 = "tosa.mul"(%999, %1001) {shift = 0 : i32} : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%1003 = "tosa.select"(%135, %33, %1002) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%1004 = "tosa.reshape"(%1003) {new_shape = [-1, 128, 128]} : (tensor<1x12x128x128xf32>) -> tensor<12x128x128xf32>
%1005 = "tosa.matmul"(%1004, %979) : (tensor<12x128x128xf32>, tensor<12x128x64xf32>) -> tensor<12x128x64xf32>
%1006 = "tosa.reshape"(%1005) {new_shape = [-1, 12, 128, 64]} : (tensor<12x128x64xf32>) -> tensor<1x12x128x64xf32>
%1007 = "tosa.transpose"(%1006, %13) : (tensor<1x12x128x64xf32>, tensor<4xi64>) -> tensor<1x128x12x64xf32>
%1008 = "tosa.reshape"(%1007) {new_shape = [1, 128, 768]} : (tensor<1x128x12x64xf32>) -> tensor<1x128x768xf32>
%1009 = "tosa.matmul"(%1008, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%1010 = "tosa.reshape"(%1009) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%1011 = "tosa.add"(%67, %1010) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%1012 = "tosa.reshape"(%1011) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%1013 = "tosa.add"(%1012, %973) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%1014 = "tosa.reduce_sum"(%1013) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%1015 = "tosa.mul"(%1014, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1016 = "tosa.sub"(%1013, %1015) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%1017 = "tosa.mul"(%1016, %1016) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%1018 = "tosa.reduce_sum"(%1017) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%1019 = "tosa.mul"(%1018, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1020 = "tosa.add"(%1019, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1021 = "tosa.rsqrt"(%1020) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%1022 = "tosa.mul"(%1016, %1021) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%1023 = "tosa.mul"(%1022, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%1024 = "tosa.add"(%1023, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%1025 = "tosa.matmul"(%1024, %166) : (tensor<1x128x768xf32>, tensor<1x768x3072xf32>) -> tensor<1x128x3072xf32>
%1026 = "tosa.reshape"(%1025) {new_shape = [128, 3072]} : (tensor<1x128x3072xf32>) -> tensor<128x3072xf32>
%1027 = "tosa.add"(%169, %1026) : (tensor<1x3072xf32>, tensor<128x3072xf32>) -> tensor<128x3072xf32>
%1028 = "tosa.reshape"(%1027) {new_shape = [1, 128, 3072]} : (tensor<128x3072xf32>) -> tensor<1x128x3072xf32>
%1029 = "tosa.sub"(%1028, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1030 = "tosa.mul"(%1029, %31) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1031 = "tosa.abs"(%1030) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1032 = "tosa.mul"(%1031, %30) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1033 = "tosa.add"(%1032, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1034 = "tosa.mul"(%1031, %1031) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1035 = "tosa.mul"(%1034, %29) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1036 = "tosa.add"(%1033, %1035) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1037 = "tosa.mul"(%1034, %1031) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1038 = "tosa.mul"(%1037, %28) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1039 = "tosa.add"(%1036, %1038) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1040 = "tosa.mul"(%1037, %1031) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1041 = "tosa.mul"(%1040, %27) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1042 = "tosa.add"(%1039, %1041) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1043 = "tosa.reciprocal"(%1042) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1044 = "tosa.mul"(%1043, %1043) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1045 = "tosa.mul"(%1044, %1044) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1046 = "tosa.sub"(%32, %1045) : (tensor<1x1x1xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1047 = "tosa.greater_equal"(%1030, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xi1>
%1048 = "tosa.negate"(%1046) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1049 = "tosa.select"(%1047, %1046, %1048) : (tensor<1x128x3072xi1>, tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1050 = "tosa.add"(%1049, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1051 = "tosa.mul"(%1050, %26) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1052 = "tosa.mul"(%1028, %1051) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1053 = "tosa.matmul"(%1052, %197) : (tensor<1x128x3072xf32>, tensor<1x3072x768xf32>) -> tensor<1x128x768xf32>
%1054 = "tosa.reshape"(%1053) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%1055 = "tosa.add"(%67, %1054) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%1056 = "tosa.reshape"(%1055) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%1057 = "tosa.add"(%1056, %1024) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%1058 = "tosa.reduce_sum"(%1057) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%1059 = "tosa.mul"(%1058, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1060 = "tosa.sub"(%1057, %1059) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%1061 = "tosa.mul"(%1060, %1060) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%1062 = "tosa.reduce_sum"(%1061) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%1063 = "tosa.mul"(%1062, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1064 = "tosa.add"(%1063, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1065 = "tosa.rsqrt"(%1064) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%1066 = "tosa.mul"(%1060, %1065) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%1067 = "tosa.mul"(%1066, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%1068 = "tosa.add"(%1067, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%1069 = "tosa.matmul"(%1068, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%1070 = "tosa.reshape"(%1069) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%1071 = "tosa.add"(%67, %1070) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%1072 = "tosa.reshape"(%1071) {new_shape = [1, 128, 12, -1]} : (tensor<128x768xf32>) -> tensor<1x128x12x64xf32>
%1073 = "tosa.transpose"(%1072, %13) : (tensor<1x128x12x64xf32>, tensor<4xi64>) -> tensor<1x12x128x64xf32>
%1074 = "tosa.reshape"(%1073) {new_shape = [-1, 128, 64]} : (tensor<1x12x128x64xf32>) -> tensor<12x128x64xf32>
%1075 = "tosa.transpose"(%1074, %14) : (tensor<12x128x64xf32>, tensor<3xi32>) -> tensor<12x64x128xf32>
%1076 = "tosa.matmul"(%1074, %1075) : (tensor<12x128x64xf32>, tensor<12x64x128xf32>) -> tensor<12x128x128xf32>
%1077 = "tosa.mul"(%1076, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%1078 = "tosa.matmul"(%1074, %94) : (tensor<12x128x64xf32>, tensor<12x64x512xf32>) -> tensor<12x128x512xf32>
%1079 = "tosa.reshape"(%1078) {new_shape = [1, 786432, 1]} : (tensor<12x128x512xf32>) -> tensor<1x786432x1xf32>
%1080 = "tosa.gather"(%1079, %108) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%1081 = "tosa.reshape"(%1080) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%1082 = "tosa.mul"(%1081, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%1083 = "tosa.add"(%1082, %34) : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%1084 = "tosa.gather"(%1079, %125) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%1085 = "tosa.reshape"(%1084) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%1086 = "tosa.transpose"(%1085, %14) : (tensor<12x128x128xf32>, tensor<3xi32>) -> tensor<12x128x128xf32>
%1087 = "tosa.mul"(%1086, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%1088 = "tosa.add"(%1083, %1087) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%1089 = "tosa.add"(%1077, %1088) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%1090 = "tosa.reshape"(%1089) {new_shape = [-1, 12, 128, 128]} : (tensor<12x128x128xf32>) -> tensor<1x12x128x128xf32>
%1091 = "tosa.select"(%135, %7, %1090) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%1092 = "tosa.reduce_max"(%1091) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%1093 = "tosa.sub"(%1091, %1092) : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%1094 = "tosa.exp"(%1093) : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%1095 = "tosa.reduce_sum"(%1094) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%1096 = "tosa.reciprocal"(%1095) : (tensor<1x12x128x1xf32>) -> tensor<1x12x128x1xf32>
%1097 = "tosa.mul"(%1094, %1096) {shift = 0 : i32} : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%1098 = "tosa.select"(%135, %33, %1097) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%1099 = "tosa.reshape"(%1098) {new_shape = [-1, 128, 128]} : (tensor<1x12x128x128xf32>) -> tensor<12x128x128xf32>
%1100 = "tosa.matmul"(%1099, %1074) : (tensor<12x128x128xf32>, tensor<12x128x64xf32>) -> tensor<12x128x64xf32>
%1101 = "tosa.reshape"(%1100) {new_shape = [-1, 12, 128, 64]} : (tensor<12x128x64xf32>) -> tensor<1x12x128x64xf32>
%1102 = "tosa.transpose"(%1101, %13) : (tensor<1x12x128x64xf32>, tensor<4xi64>) -> tensor<1x128x12x64xf32>
%1103 = "tosa.reshape"(%1102) {new_shape = [1, 128, 768]} : (tensor<1x128x12x64xf32>) -> tensor<1x128x768xf32>
%1104 = "tosa.matmul"(%1103, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%1105 = "tosa.reshape"(%1104) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%1106 = "tosa.add"(%67, %1105) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%1107 = "tosa.reshape"(%1106) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%1108 = "tosa.add"(%1107, %1068) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%1109 = "tosa.reduce_sum"(%1108) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%1110 = "tosa.mul"(%1109, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1111 = "tosa.sub"(%1108, %1110) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%1112 = "tosa.mul"(%1111, %1111) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%1113 = "tosa.reduce_sum"(%1112) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%1114 = "tosa.mul"(%1113, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1115 = "tosa.add"(%1114, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1116 = "tosa.rsqrt"(%1115) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%1117 = "tosa.mul"(%1111, %1116) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%1118 = "tosa.mul"(%1117, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%1119 = "tosa.add"(%1118, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%1120 = "tosa.matmul"(%1119, %166) : (tensor<1x128x768xf32>, tensor<1x768x3072xf32>) -> tensor<1x128x3072xf32>
%1121 = "tosa.reshape"(%1120) {new_shape = [128, 3072]} : (tensor<1x128x3072xf32>) -> tensor<128x3072xf32>
%1122 = "tosa.add"(%169, %1121) : (tensor<1x3072xf32>, tensor<128x3072xf32>) -> tensor<128x3072xf32>
%1123 = "tosa.reshape"(%1122) {new_shape = [1, 128, 3072]} : (tensor<128x3072xf32>) -> tensor<1x128x3072xf32>
%1124 = "tosa.sub"(%1123, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1125 = "tosa.mul"(%1124, %31) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1126 = "tosa.abs"(%1125) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1127 = "tosa.mul"(%1126, %30) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1128 = "tosa.add"(%1127, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1129 = "tosa.mul"(%1126, %1126) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1130 = "tosa.mul"(%1129, %29) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1131 = "tosa.add"(%1128, %1130) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1132 = "tosa.mul"(%1129, %1126) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1133 = "tosa.mul"(%1132, %28) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1134 = "tosa.add"(%1131, %1133) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1135 = "tosa.mul"(%1132, %1126) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1136 = "tosa.mul"(%1135, %27) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1137 = "tosa.add"(%1134, %1136) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1138 = "tosa.reciprocal"(%1137) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1139 = "tosa.mul"(%1138, %1138) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1140 = "tosa.mul"(%1139, %1139) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1141 = "tosa.sub"(%32, %1140) : (tensor<1x1x1xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1142 = "tosa.greater_equal"(%1125, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xi1>
%1143 = "tosa.negate"(%1141) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1144 = "tosa.select"(%1142, %1141, %1143) : (tensor<1x128x3072xi1>, tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1145 = "tosa.add"(%1144, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1146 = "tosa.mul"(%1145, %26) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1147 = "tosa.mul"(%1123, %1146) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1148 = "tosa.matmul"(%1147, %197) : (tensor<1x128x3072xf32>, tensor<1x3072x768xf32>) -> tensor<1x128x768xf32>
%1149 = "tosa.reshape"(%1148) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%1150 = "tosa.add"(%67, %1149) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%1151 = "tosa.reshape"(%1150) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%1152 = "tosa.add"(%1151, %1119) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%1153 = "tosa.reduce_sum"(%1152) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%1154 = "tosa.mul"(%1153, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1155 = "tosa.sub"(%1152, %1154) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%1156 = "tosa.mul"(%1155, %1155) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%1157 = "tosa.reduce_sum"(%1156) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%1158 = "tosa.mul"(%1157, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1159 = "tosa.add"(%1158, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1160 = "tosa.rsqrt"(%1159) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%1161 = "tosa.mul"(%1155, %1160) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%1162 = "tosa.mul"(%1161, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%1163 = "tosa.add"(%1162, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%1164 = "tosa.matmul"(%1163, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%1165 = "tosa.reshape"(%1164) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%1166 = "tosa.add"(%67, %1165) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%1167 = "tosa.reshape"(%1166) {new_shape = [1, 128, 12, -1]} : (tensor<128x768xf32>) -> tensor<1x128x12x64xf32>
%1168 = "tosa.transpose"(%1167, %13) : (tensor<1x128x12x64xf32>, tensor<4xi64>) -> tensor<1x12x128x64xf32>
%1169 = "tosa.reshape"(%1168) {new_shape = [-1, 128, 64]} : (tensor<1x12x128x64xf32>) -> tensor<12x128x64xf32>
%1170 = "tosa.transpose"(%1169, %14) : (tensor<12x128x64xf32>, tensor<3xi32>) -> tensor<12x64x128xf32>
%1171 = "tosa.matmul"(%1169, %1170) : (tensor<12x128x64xf32>, tensor<12x64x128xf32>) -> tensor<12x128x128xf32>
%1172 = "tosa.mul"(%1171, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%1173 = "tosa.matmul"(%1169, %94) : (tensor<12x128x64xf32>, tensor<12x64x512xf32>) -> tensor<12x128x512xf32>
%1174 = "tosa.reshape"(%1173) {new_shape = [1, 786432, 1]} : (tensor<12x128x512xf32>) -> tensor<1x786432x1xf32>
%1175 = "tosa.gather"(%1174, %108) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%1176 = "tosa.reshape"(%1175) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%1177 = "tosa.mul"(%1176, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%1178 = "tosa.add"(%1177, %34) : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%1179 = "tosa.gather"(%1174, %125) : (tensor<1x786432x1xf32>, tensor<1x16384xi32>) -> tensor<1x16384x1xf32>
%1180 = "tosa.reshape"(%1179) {new_shape = [12, 128, 128]} : (tensor<1x16384x1xf32>) -> tensor<12x128x128xf32>
%1181 = "tosa.transpose"(%1180, %14) : (tensor<12x128x128xf32>, tensor<3xi32>) -> tensor<12x128x128xf32>
%1182 = "tosa.mul"(%1181, %84) {shift = 0 : i32} : (tensor<12x128x128xf32>, tensor<1x1x1xf32>) -> tensor<12x128x128xf32>
%1183 = "tosa.add"(%1178, %1182) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%1184 = "tosa.add"(%1172, %1183) : (tensor<12x128x128xf32>, tensor<12x128x128xf32>) -> tensor<12x128x128xf32>
%1185 = "tosa.reshape"(%1184) {new_shape = [-1, 12, 128, 128]} : (tensor<12x128x128xf32>) -> tensor<1x12x128x128xf32>
%1186 = "tosa.select"(%135, %7, %1185) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%1187 = "tosa.reduce_max"(%1186) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%1188 = "tosa.sub"(%1186, %1187) : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%1189 = "tosa.exp"(%1188) : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%1190 = "tosa.reduce_sum"(%1189) {axis = 3 : i64} : (tensor<1x12x128x128xf32>) -> tensor<1x12x128x1xf32>
%1191 = "tosa.reciprocal"(%1190) : (tensor<1x12x128x1xf32>) -> tensor<1x12x128x1xf32>
%1192 = "tosa.mul"(%1189, %1191) {shift = 0 : i32} : (tensor<1x12x128x128xf32>, tensor<1x12x128x1xf32>) -> tensor<1x12x128x128xf32>
%1193 = "tosa.select"(%135, %33, %1192) : (tensor<1x1x128x128xi1>, tensor<f32>, tensor<1x12x128x128xf32>) -> tensor<1x12x128x128xf32>
%1194 = "tosa.reshape"(%1193) {new_shape = [-1, 128, 128]} : (tensor<1x12x128x128xf32>) -> tensor<12x128x128xf32>
%1195 = "tosa.matmul"(%1194, %1169) : (tensor<12x128x128xf32>, tensor<12x128x64xf32>) -> tensor<12x128x64xf32>
%1196 = "tosa.reshape"(%1195) {new_shape = [-1, 12, 128, 64]} : (tensor<12x128x64xf32>) -> tensor<1x12x128x64xf32>
%1197 = "tosa.transpose"(%1196, %13) : (tensor<1x12x128x64xf32>, tensor<4xi64>) -> tensor<1x128x12x64xf32>
%1198 = "tosa.reshape"(%1197) {new_shape = [1, 128, 768]} : (tensor<1x128x12x64xf32>) -> tensor<1x128x768xf32>
%1199 = "tosa.matmul"(%1198, %74) : (tensor<1x128x768xf32>, tensor<1x768x768xf32>) -> tensor<1x128x768xf32>
%1200 = "tosa.reshape"(%1199) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%1201 = "tosa.add"(%67, %1200) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%1202 = "tosa.reshape"(%1201) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%1203 = "tosa.add"(%1202, %1163) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%1204 = "tosa.reduce_sum"(%1203) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%1205 = "tosa.mul"(%1204, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1206 = "tosa.sub"(%1203, %1205) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%1207 = "tosa.mul"(%1206, %1206) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%1208 = "tosa.reduce_sum"(%1207) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%1209 = "tosa.mul"(%1208, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1210 = "tosa.add"(%1209, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1211 = "tosa.rsqrt"(%1210) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%1212 = "tosa.mul"(%1206, %1211) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%1213 = "tosa.mul"(%1212, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%1214 = "tosa.add"(%1213, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%1215 = "tosa.matmul"(%1214, %166) : (tensor<1x128x768xf32>, tensor<1x768x3072xf32>) -> tensor<1x128x3072xf32>
%1216 = "tosa.reshape"(%1215) {new_shape = [128, 3072]} : (tensor<1x128x3072xf32>) -> tensor<128x3072xf32>
%1217 = "tosa.add"(%169, %1216) : (tensor<1x3072xf32>, tensor<128x3072xf32>) -> tensor<128x3072xf32>
%1218 = "tosa.reshape"(%1217) {new_shape = [1, 128, 3072]} : (tensor<128x3072xf32>) -> tensor<1x128x3072xf32>
%1219 = "tosa.sub"(%1218, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1220 = "tosa.mul"(%1219, %31) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1221 = "tosa.abs"(%1220) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1222 = "tosa.mul"(%1221, %30) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1223 = "tosa.add"(%1222, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1224 = "tosa.mul"(%1221, %1221) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1225 = "tosa.mul"(%1224, %29) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1226 = "tosa.add"(%1223, %1225) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1227 = "tosa.mul"(%1224, %1221) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1228 = "tosa.mul"(%1227, %28) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1229 = "tosa.add"(%1226, %1228) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1230 = "tosa.mul"(%1227, %1221) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1231 = "tosa.mul"(%1230, %27) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1232 = "tosa.add"(%1229, %1231) : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1233 = "tosa.reciprocal"(%1232) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1234 = "tosa.mul"(%1233, %1233) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1235 = "tosa.mul"(%1234, %1234) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1236 = "tosa.sub"(%32, %1235) : (tensor<1x1x1xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1237 = "tosa.greater_equal"(%1220, %34) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xi1>
%1238 = "tosa.negate"(%1236) : (tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1239 = "tosa.select"(%1237, %1236, %1238) : (tensor<1x128x3072xi1>, tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1240 = "tosa.add"(%1239, %32) : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1241 = "tosa.mul"(%1240, %26) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x1x1xf32>) -> tensor<1x128x3072xf32>
%1242 = "tosa.mul"(%1218, %1241) {shift = 0 : i32} : (tensor<1x128x3072xf32>, tensor<1x128x3072xf32>) -> tensor<1x128x3072xf32>
%1243 = "tosa.matmul"(%1242, %197) : (tensor<1x128x3072xf32>, tensor<1x3072x768xf32>) -> tensor<1x128x768xf32>
%1244 = "tosa.reshape"(%1243) {new_shape = [128, 768]} : (tensor<1x128x768xf32>) -> tensor<128x768xf32>
%1245 = "tosa.add"(%67, %1244) : (tensor<1x768xf32>, tensor<128x768xf32>) -> tensor<128x768xf32>
%1246 = "tosa.reshape"(%1245) {new_shape = [1, 128, 768]} : (tensor<128x768xf32>) -> tensor<1x128x768xf32>
%1247 = "tosa.add"(%1246, %1214) : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%1248 = "tosa.reduce_sum"(%1247) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%1249 = "tosa.mul"(%1248, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1250 = "tosa.sub"(%1247, %1249) : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%1251 = "tosa.mul"(%1250, %1250) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x768xf32>) -> tensor<1x128x768xf32>
%1252 = "tosa.reduce_sum"(%1251) {axis = 2 : i64} : (tensor<1x128x768xf32>) -> tensor<1x128x1xf32>
%1253 = "tosa.mul"(%1252, %46) {shift = 0 : i32} : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1254 = "tosa.add"(%1253, %38) : (tensor<1x128x1xf32>, tensor<1x1x1xf32>) -> tensor<1x128x1xf32>
%1255 = "tosa.rsqrt"(%1254) : (tensor<1x128x1xf32>) -> tensor<1x128x1xf32>
%1256 = "tosa.mul"(%1250, %1255) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x128x1xf32>) -> tensor<1x128x768xf32>
%1257 = "tosa.mul"(%1256, %52) {shift = 0 : i32} : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%1258 = "tosa.add"(%1257, %52) : (tensor<1x128x768xf32>, tensor<1x1x768xf32>) -> tensor<1x128x768xf32>
%1259 = "tosa.slice"(%1258) {size = [1, 1, 768], start = [0, 0, 0]} : (tensor<1x128x768xf32>) -> tensor<1x1x768xf32>
%1260 = "tosa.matmul"(%1259, %74) : (tensor<1x1x768xf32>, tensor<1x768x768xf32>) -> tensor<1x1x768xf32>
%1261 = "tosa.reshape"(%1260) {new_shape = [1, 768]} : (tensor<1x1x768xf32>) -> tensor<1x768xf32>
%1262 = "tosa.sub"(%1261, %25) : (tensor<1x768xf32>, tensor<1x1xf32>) -> tensor<1x768xf32>
%1263 = "tosa.mul"(%1262, %24) {shift = 0 : i32} : (tensor<1x768xf32>, tensor<1x1xf32>) -> tensor<1x768xf32>
%1264 = "tosa.abs"(%1263) : (tensor<1x768xf32>) -> tensor<1x768xf32>
%1265 = "tosa.mul"(%1264, %23) {shift = 0 : i32} : (tensor<1x768xf32>, tensor<1x1xf32>) -> tensor<1x768xf32>
%1266 = "tosa.add"(%1265, %36) : (tensor<1x768xf32>, tensor<1x1xf32>) -> tensor<1x768xf32>
%1267 = "tosa.mul"(%1264, %1264) {shift = 0 : i32} : (tensor<1x768xf32>, tensor<1x768xf32>) -> tensor<1x768xf32>
%1268 = "tosa.mul"(%1267, %22) {shift = 0 : i32} : (tensor<1x768xf32>, tensor<1x1xf32>) -> tensor<1x768xf32>
%1269 = "tosa.add"(%1266, %1268) : (tensor<1x768xf32>, tensor<1x768xf32>) -> tensor<1x768xf32>
%1270 = "tosa.mul"(%1267, %1264) {shift = 0 : i32} : (tensor<1x768xf32>, tensor<1x768xf32>) -> tensor<1x768xf32>
%1271 = "tosa.mul"(%1270, %21) {shift = 0 : i32} : (tensor<1x768xf32>, tensor<1x1xf32>) -> tensor<1x768xf32>
%1272 = "tosa.add"(%1269, %1271) : (tensor<1x768xf32>, tensor<1x768xf32>) -> tensor<1x768xf32>
%1273 = "tosa.mul"(%1270, %1264) {shift = 0 : i32} : (tensor<1x768xf32>, tensor<1x768xf32>) -> tensor<1x768xf32>
%1274 = "tosa.mul"(%1273, %20) {shift = 0 : i32} : (tensor<1x768xf32>, tensor<1x1xf32>) -> tensor<1x768xf32>
%1275 = "tosa.add"(%1272, %1274) : (tensor<1x768xf32>, tensor<1x768xf32>) -> tensor<1x768xf32>
%1276 = "tosa.reciprocal"(%1275) : (tensor<1x768xf32>) -> tensor<1x768xf32>
%1277 = "tosa.mul"(%1276, %1276) {shift = 0 : i32} : (tensor<1x768xf32>, tensor<1x768xf32>) -> tensor<1x768xf32>
%1278 = "tosa.mul"(%1277, %1277) {shift = 0 : i32} : (tensor<1x768xf32>, tensor<1x768xf32>) -> tensor<1x768xf32>
%1279 = "tosa.sub"(%36, %1278) : (tensor<1x1xf32>, tensor<1x768xf32>) -> tensor<1x768xf32>
%1280 = "tosa.greater_equal"(%1263, %25) : (tensor<1x768xf32>, tensor<1x1xf32>) -> tensor<1x768xi1>
%1281 = "tosa.negate"(%1279) : (tensor<1x768xf32>) -> tensor<1x768xf32>
%1282 = "tosa.select"(%1280, %1279, %1281) : (tensor<1x768xi1>, tensor<1x768xf32>, tensor<1x768xf32>) -> tensor<1x768xf32>
%1283 = "tosa.add"(%1282, %36) : (tensor<1x768xf32>, tensor<1x1xf32>) -> tensor<1x768xf32>
%1284 = "tosa.mul"(%1283, %19) {shift = 0 : i32} : (tensor<1x768xf32>, tensor<1x1xf32>) -> tensor<1x768xf32>
%1285 = "tosa.mul"(%1261, %1284) {shift = 0 : i32} : (tensor<1x768xf32>, tensor<1x768xf32>) -> tensor<1x768xf32>
%1286 = "tosa.transpose"(%1, %12) : (tensor<2x768xf32>, tensor<2xi32>) -> tensor<768x2xf32>
%1287 = "tosa.reshape"(%1285) {new_shape = [1, 1, 768]} : (tensor<1x768xf32>) -> tensor<1x1x768xf32>
%1288 = "tosa.reshape"(%1286) {new_shape = [1, 768, 2]} : (tensor<768x2xf32>) -> tensor<1x768x2xf32>
%1289 = "tosa.matmul"(%1287, %1288) : (tensor<1x1x768xf32>, tensor<1x768x2xf32>) -> tensor<1x1x2xf32>
%1290 = "tosa.reshape"(%1289) {new_shape = [1, 2]} : (tensor<1x1x2xf32>) -> tensor<1x2xf32>
return %1290 : tensor<1x2xf32>
}
}
Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment