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Main.pcf
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Main.pcf
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//! **************************************************************************
// Written by: Map P.49d on Thu Apr 25 20:33:14 2013
//! **************************************************************************
SCHEMATIC START;
PIN
calc_exp_mu/exp/PolynomialEvaluator/Product_2/Mmult_DSP_bh100_ch0_0_pins<110>
= BEL
"calc_exp_mu/exp/PolynomialEvaluator/Product_2/Mmult_DSP_bh100_ch0_0"
PINNAME CLK;
PIN
calc_exp_mu/exp/PolynomialEvaluator/Product_1/Mmult_DSP_bh72_ch0_0_pins<110>
= BEL
"calc_exp_mu/exp/PolynomialEvaluator/Product_1/Mmult_DSP_bh72_ch0_0"
PINNAME CLK;
PIN
calc_exp_sigma/exp_f/PolynomialEvaluator/Product_1/Mmult_DSP_bh72_ch0_0_pins<110>
= BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_1/Mmult_DSP_bh72_ch0_0"
PINNAME CLK;
PIN
calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/Mmult_DSP_bh100_ch0_0_pins<110>
= BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/Mmult_DSP_bh100_ch0_0"
PINNAME CLK;
PIN calc_exp_mu_exp/GeneratedTable/Mram_rom_pins<18> = BEL
"calc_exp_mu_exp/GeneratedTable/Mram_rom" PINNAME CLKA;
PIN calc_exp_mu_exp/GeneratedTable/Mram_rom_pins<19> = BEL
"calc_exp_mu_exp/GeneratedTable/Mram_rom" PINNAME CLKB;
PIN calc_exp_sigma_exp_f/GeneratedTable/Mram_rom_pins<18> = BEL
"calc_exp_sigma_exp_f/GeneratedTable/Mram_rom" PINNAME CLKA;
PIN calc_exp_sigma_exp_f/GeneratedTable/Mram_rom_pins<19> = BEL
"calc_exp_sigma_exp_f/GeneratedTable/Mram_rom" PINNAME CLKB;
PIN calc_exp_mu/mult1/blk00000001/blk00000004_pins<92> = BEL
"calc_exp_mu/mult1/blk00000001/blk00000004" PINNAME CLK;
PIN calc_exp_mu/mult2/blk00000001/blk00000004_pins<92> = BEL
"calc_exp_mu/mult2/blk00000001/blk00000004" PINNAME CLK;
PIN calc_exp_sigma/mult1/blk00000001/blk00000004_pins<92> = BEL
"calc_exp_sigma/mult1/blk00000001/blk00000004" PINNAME CLK;
PIN calc_exp_sigma/mult2/blk00000001/blk00000004_pins<92> = BEL
"calc_exp_sigma/mult2/blk00000001/blk00000004" PINNAME CLK;
PIN core1/mult/blk00000001/blk00000004_pins<92> = BEL
"core1/mult/blk00000001/blk00000004" PINNAME CLK;
PIN core0/mult/blk00000001/blk00000004_pins<92> = BEL
"core0/mult/blk00000001/blk00000004" PINNAME CLK;
PIN
calc_exp_mu/exp/PolynomialEvaluator/Product_1/Mmult_DSP_bh72_ch0_01_pins<110>
= BEL
"calc_exp_mu/exp/PolynomialEvaluator/Product_1/Mmult_DSP_bh72_ch0_01"
PINNAME CLK;
PIN
calc_exp_mu/exp/PolynomialEvaluator/Product_2/Mmult_DSP_bh100_ch0_01_pins<110>
= BEL
"calc_exp_mu/exp/PolynomialEvaluator/Product_2/Mmult_DSP_bh100_ch0_01"
PINNAME CLK;
PIN
calc_exp_sigma/exp_f/PolynomialEvaluator/Product_1/Mmult_DSP_bh72_ch0_01_pins<110>
= BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_1/Mmult_DSP_bh72_ch0_01"
PINNAME CLK;
PIN
calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/Mmult_DSP_bh100_ch0_01_pins<110>
= BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/Mmult_DSP_bh100_ch0_01"
PINNAME CLK;
TIMEGRP CLK = BEL "Switch" BEL "readyMuExp_control/Q" BEL
"readySigmaExp_control/Q" BEL "busyCores_control/Q" BEL
"readyOption_control/Q" BEL "busyExpSigma_control/Q" BEL
"busyExpMu_control/Q" BEL "core0/done_control/Q" BEL
"core0/validProduct_control/Q" BEL "core0/t_d7_5" BEL "core0/t_d7_4"
BEL "core0/t_d7_3" BEL "core0/t_d7_2" BEL "core0/t_d7_1" BEL
"core0/t_d7_0" BEL "core0/t_d6_5" BEL "core0/t_d6_4" BEL
"core0/t_d6_3" BEL "core0/t_d6_2" BEL "core0/t_d6_1" BEL
"core0/t_d6_0" BEL "core0/t_d5_5" BEL "core0/t_d5_4" BEL
"core0/t_d5_3" BEL "core0/t_d5_2" BEL "core0/t_d5_1" BEL
"core0/t_d5_0" BEL "core0/t_d4_5" BEL "core0/t_d4_4" BEL
"core0/t_d4_3" BEL "core0/t_d4_2" BEL "core0/t_d4_1" BEL
"core0/t_d4_0" BEL "core0/price_22" BEL "core0/price_21" BEL
"core0/price_20" BEL "core0/price_19" BEL "core0/price_18" BEL
"core0/price_17" BEL "core0/price_16" BEL "core0/price_15" BEL
"core0/price_14" BEL "core0/price_13" BEL "core0/price_12" BEL
"core0/price_11" BEL "core0/price_10" BEL "core0/price_9" BEL
"core0/price_8" BEL "core0/price_7" BEL "core0/price_6" BEL
"core0/price_5" BEL "core0/price_4" BEL "core0/price_3" BEL
"core0/price_2" BEL "core0/price_1" BEL "core0/price_0" BEL
"core0/t_d3_5" BEL "core0/t_d3_4" BEL "core0/t_d3_3" BEL
"core0/t_d3_2" BEL "core0/t_d3_1" BEL "core0/t_d3_0" BEL
"core0/SigmaReadData_d1_16" BEL "core0/SigmaReadData_d1_15" BEL
"core0/SigmaReadData_d1_14" BEL "core0/SigmaReadData_d1_13" BEL
"core0/SigmaReadData_d1_12" BEL "core0/SigmaReadData_d1_11" BEL
"core0/SigmaReadData_d1_10" BEL "core0/SigmaReadData_d1_9" BEL
"core0/SigmaReadData_d1_8" BEL "core0/SigmaReadData_d1_7" BEL
"core0/SigmaReadData_d1_6" BEL "core0/SigmaReadData_d1_5" BEL
"core0/SigmaReadData_d1_4" BEL "core0/SigmaReadData_d1_3" BEL
"core0/SigmaReadData_d1_2" BEL "core0/SigmaReadData_d1_1" BEL
"core0/SigmaReadData_d1_0" BEL "core0/t_d2_5" BEL "core0/t_d2_4" BEL
"core0/t_d2_3" BEL "core0/t_d2_2" BEL "core0/t_d2_1" BEL
"core0/t_d2_0" BEL "core0/t_d1_5" BEL "core0/t_d1_4" BEL
"core0/t_d1_3" BEL "core0/t_d1_2" BEL "core0/t_d1_1" BEL
"core0/t_d1_0" BEL "core1/price_22" BEL "core1/price_21" BEL
"core1/price_20" BEL "core1/price_19" BEL "core1/price_18" BEL
"core1/price_17" BEL "core1/price_16" BEL "core1/price_15" BEL
"core1/price_14" BEL "core1/price_13" BEL "core1/price_12" BEL
"core1/price_11" BEL "core1/price_10" BEL "core1/price_9" BEL
"core1/price_8" BEL "core1/price_7" BEL "core1/price_6" BEL
"core1/price_5" BEL "core1/price_4" BEL "core1/price_3" BEL
"core1/price_2" BEL "core1/price_1" BEL "core1/price_0" BEL
"core1/SigmaReadData_d1_16" BEL "core1/SigmaReadData_d1_15" BEL
"core1/SigmaReadData_d1_14" BEL "core1/SigmaReadData_d1_13" BEL
"core1/SigmaReadData_d1_12" BEL "core1/SigmaReadData_d1_11" BEL
"core1/SigmaReadData_d1_10" BEL "core1/SigmaReadData_d1_9" BEL
"core1/SigmaReadData_d1_8" BEL "core1/SigmaReadData_d1_7" BEL
"core1/SigmaReadData_d1_6" BEL "core1/SigmaReadData_d1_5" BEL
"core1/SigmaReadData_d1_4" BEL "core1/SigmaReadData_d1_3" BEL
"core1/SigmaReadData_d1_2" BEL "core1/SigmaReadData_d1_1" BEL
"core1/SigmaReadData_d1_0" BEL "core1/SigmaReadAddress_5" BEL
"core1/SigmaReadAddress_4" BEL "core1/SigmaReadAddress_3" BEL
"core1/SigmaReadAddress_2" BEL "core1/SigmaReadAddress_1" BEL
"core1/SigmaReadAddress_0" BEL "core1/path/oDATA_5" BEL
"core1/path/oDATA_4" BEL "core1/path/oDATA_3" BEL "core1/path/oDATA_2"
BEL "core1/path/oDATA_1" BEL "core1/path/oDATA_0" BEL "core1/acc_0"
BEL "core1/acc_1" BEL "core1/acc_2" BEL "core1/acc_3" BEL
"core1/acc_4" BEL "core1/acc_5" BEL "core1/acc_6" BEL "core1/acc_7"
BEL "core1/acc_8" BEL "core1/acc_9" BEL "core1/acc_10" BEL
"core1/acc_11" BEL "core1/acc_12" BEL "core1/acc_13" BEL
"core1/acc_14" BEL "core1/acc_15" BEL "core1/acc_16" BEL
"core1/acc_17" BEL "core1/acc_18" BEL "core1/acc_19" BEL
"core1/acc_20" BEL "core1/acc_21" BEL "core1/acc_22" BEL "core0/acc_0"
BEL "core0/acc_1" BEL "core0/acc_2" BEL "core0/acc_3" BEL
"core0/acc_4" BEL "core0/acc_5" BEL "core0/acc_6" BEL "core0/acc_7"
BEL "core0/acc_8" BEL "core0/acc_9" BEL "core0/acc_10" BEL
"core0/acc_11" BEL "core0/acc_12" BEL "core0/acc_13" BEL
"core0/acc_14" BEL "core0/acc_15" BEL "core0/acc_16" BEL
"core0/acc_17" BEL "core0/acc_18" BEL "core0/acc_19" BEL
"core0/acc_20" BEL "core0/acc_21" BEL "core0/acc_22" BEL "core0/t_0"
BEL "core0/t_1" BEL "core0/t_2" BEL "core0/t_3" BEL "core0/t_4" BEL
"core0/t_5" BEL "calc_exp_mu/done_control/Q" BEL
"calc_exp_mu/valid_control/Q" BEL "calc_exp_mu/t_d13_5" BEL
"calc_exp_mu/t_d13_4" BEL "calc_exp_mu/t_d13_3" BEL
"calc_exp_mu/t_d13_2" BEL "calc_exp_mu/t_d13_1" BEL
"calc_exp_mu/t_d13_0" BEL "calc_exp_mu/t_d12_5" BEL
"calc_exp_mu/t_d12_4" BEL "calc_exp_mu/t_d12_3" BEL
"calc_exp_mu/t_d12_2" BEL "calc_exp_mu/t_d12_1" BEL
"calc_exp_mu/t_d12_0" BEL "calc_exp_mu/t_d11_5" BEL
"calc_exp_mu/t_d11_4" BEL "calc_exp_mu/t_d11_3" BEL
"calc_exp_mu/t_d11_2" BEL "calc_exp_mu/t_d11_1" BEL
"calc_exp_mu/t_d11_0" BEL "calc_exp_mu/t_d10_5" BEL
"calc_exp_mu/t_d10_4" BEL "calc_exp_mu/t_d10_3" BEL
"calc_exp_mu/t_d10_2" BEL "calc_exp_mu/t_d10_1" BEL
"calc_exp_mu/t_d10_0" BEL "calc_exp_mu/t_d9_5" BEL
"calc_exp_mu/t_d9_4" BEL "calc_exp_mu/t_d9_3" BEL "calc_exp_mu/t_d9_2"
BEL "calc_exp_mu/t_d9_1" BEL "calc_exp_mu/t_d9_0" BEL
"calc_exp_mu/t_d8_5" BEL "calc_exp_mu/t_d8_4" BEL "calc_exp_mu/t_d8_3"
BEL "calc_exp_mu/t_d8_2" BEL "calc_exp_mu/t_d8_1" BEL
"calc_exp_mu/t_d8_0" BEL "calc_exp_mu/t_d7_5" BEL "calc_exp_mu/t_d7_4"
BEL "calc_exp_mu/t_d7_3" BEL "calc_exp_mu/t_d7_2" BEL
"calc_exp_mu/t_d7_1" BEL "calc_exp_mu/t_d7_0" BEL "calc_exp_mu/t_d6_5"
BEL "calc_exp_mu/t_d6_4" BEL "calc_exp_mu/t_d6_3" BEL
"calc_exp_mu/t_d6_2" BEL "calc_exp_mu/t_d6_1" BEL "calc_exp_mu/t_d6_0"
BEL "calc_exp_mu/t_d5_5" BEL "calc_exp_mu/t_d5_4" BEL
"calc_exp_mu/t_d5_3" BEL "calc_exp_mu/t_d5_2" BEL "calc_exp_mu/t_d5_1"
BEL "calc_exp_mu/t_d5_0" BEL "calc_exp_mu/exp_tmu_d1_17" BEL
"calc_exp_mu/exp_tmu_d1_16" BEL "calc_exp_mu/exp_tmu_d1_15" BEL
"calc_exp_mu/exp_tmu_d1_14" BEL "calc_exp_mu/exp_tmu_d1_13" BEL
"calc_exp_mu/exp_tmu_d1_12" BEL "calc_exp_mu/exp_tmu_d1_11" BEL
"calc_exp_mu/exp_tmu_d1_10" BEL "calc_exp_mu/exp_tmu_d1_9" BEL
"calc_exp_mu/exp_tmu_d1_8" BEL "calc_exp_mu/exp_tmu_d1_7" BEL
"calc_exp_mu/exp_tmu_d1_6" BEL "calc_exp_mu/exp_tmu_d1_5" BEL
"calc_exp_mu/exp_tmu_d1_4" BEL "calc_exp_mu/exp_tmu_d1_3" BEL
"calc_exp_mu/exp_tmu_d1_2" BEL "calc_exp_mu/exp_tmu_d1_1" BEL
"calc_exp_mu/exp_tmu_d1_0" BEL "calc_exp_mu/t_d4_5" BEL
"calc_exp_mu/t_d4_4" BEL "calc_exp_mu/t_d4_3" BEL "calc_exp_mu/t_d4_2"
BEL "calc_exp_mu/t_d4_1" BEL "calc_exp_mu/t_d4_0" BEL
"calc_exp_mu/exp/X_d2_9" BEL "calc_exp_mu/exp/X_d2_8" BEL
"calc_exp_mu/exp/X_d2_7" BEL "calc_exp_mu/exp/X_d2_6" BEL
"calc_exp_mu/exp/X_d2_5" BEL "calc_exp_mu/exp/X_d2_4" BEL
"calc_exp_mu/exp/X_d2_3" BEL "calc_exp_mu/exp/X_d2_2" BEL
"calc_exp_mu/exp/X_d2_1" BEL "calc_exp_mu/exp/X_d2_0" BEL
"calc_exp_mu/exp/X_d1_9" BEL "calc_exp_mu/exp/X_d1_8" BEL
"calc_exp_mu/exp/X_d1_7" BEL "calc_exp_mu/exp/X_d1_6" BEL
"calc_exp_mu/exp/X_d1_5" BEL "calc_exp_mu/exp/X_d1_4" BEL
"calc_exp_mu/exp/X_d1_3" BEL "calc_exp_mu/exp/X_d1_2" BEL
"calc_exp_mu/exp/X_d1_1" BEL "calc_exp_mu/exp/X_d1_0" BEL
"calc_exp_mu/t_d3_5" BEL "calc_exp_mu/t_d3_4" BEL "calc_exp_mu/t_d3_3"
BEL "calc_exp_mu/t_d3_2" BEL "calc_exp_mu/t_d3_1" BEL
"calc_exp_mu/t_d3_0" BEL "calc_exp_mu/tmu_d1_17" BEL
"calc_exp_mu/tmu_d1_16" BEL "calc_exp_mu/tmu_d1_15" BEL
"calc_exp_mu/tmu_d1_14" BEL "calc_exp_mu/tmu_d1_13" BEL
"calc_exp_mu/tmu_d1_12" BEL "calc_exp_mu/tmu_d1_11" BEL
"calc_exp_mu/tmu_d1_10" BEL "calc_exp_mu/tmu_d1_9" BEL
"calc_exp_mu/tmu_d1_8" BEL "calc_exp_mu/tmu_d1_7" BEL
"calc_exp_mu/tmu_d1_6" BEL "calc_exp_mu/tmu_d1_5" BEL
"calc_exp_mu/tmu_d1_4" BEL "calc_exp_mu/tmu_d1_3" BEL
"calc_exp_mu/tmu_d1_2" BEL "calc_exp_mu/tmu_d1_1" BEL
"calc_exp_mu/tmu_d1_0" BEL "calc_exp_mu/t_d2_5" BEL
"calc_exp_mu/t_d2_4" BEL "calc_exp_mu/t_d2_3" BEL "calc_exp_mu/t_d2_2"
BEL "calc_exp_mu/t_d2_1" BEL "calc_exp_mu/t_d2_0" BEL
"calc_exp_mu/t_add1_6" BEL "calc_exp_mu/t_add1_5" BEL
"calc_exp_mu/t_add1_4" BEL "calc_exp_mu/t_add1_3" BEL
"calc_exp_mu/t_add1_2" BEL "calc_exp_mu/t_add1_1" BEL
"calc_exp_mu/t_add1_0" BEL "calc_exp_mu/t_d1_5" BEL
"calc_exp_mu/t_d1_4" BEL "calc_exp_mu/t_d1_3" BEL "calc_exp_mu/t_d1_2"
BEL "calc_exp_mu/t_d1_1" BEL "calc_exp_mu/t_0" PIN
"calc_exp_mu/exp/PolynomialEvaluator/Product_2/Mmult_DSP_bh100_ch0_0_pins<110>"
PIN
"calc_exp_mu/exp/PolynomialEvaluator/Product_1/Mmult_DSP_bh72_ch0_0_pins<110>"
BEL
"calc_exp_mu/exp/PolynomialEvaluator/Product_2/heap_bh100_w17_0_d1"
BEL
"calc_exp_mu/exp/PolynomialEvaluator/Product_2/heap_bh100_w16_0_d1"
BEL
"calc_exp_mu/exp/PolynomialEvaluator/Product_2/heap_bh100_w15_0_d1"
BEL
"calc_exp_mu/exp/PolynomialEvaluator/Product_2/heap_bh100_w14_0_d1"
BEL
"calc_exp_mu/exp/PolynomialEvaluator/Product_2/heap_bh100_w13_0_d1"
BEL
"calc_exp_mu/exp/PolynomialEvaluator/Product_2/heap_bh100_w12_0_d1"
BEL
"calc_exp_mu/exp/PolynomialEvaluator/Product_2/heap_bh100_w11_0_d1"
BEL
"calc_exp_mu/exp/PolynomialEvaluator/Product_2/heap_bh100_w10_0_d1"
BEL "calc_exp_mu/exp/PolynomialEvaluator/Product_2/heap_bh100_w9_0_d1"
BEL "calc_exp_mu/exp/PolynomialEvaluator/Product_2/heap_bh100_w8_0_d1"
BEL "calc_exp_mu/exp/PolynomialEvaluator/Product_2/heap_bh100_w7_0_d1"
BEL "calc_exp_mu/exp/PolynomialEvaluator/Product_2/heap_bh100_w6_0_d1"
BEL "calc_exp_mu/exp/PolynomialEvaluator/Product_2/heap_bh100_w5_0_d1"
BEL "calc_exp_mu/exp/PolynomialEvaluator/Product_2/heap_bh100_w4_0_d1"
BEL "calc_exp_mu/exp/PolynomialEvaluator/Product_2/heap_bh100_w3_0_d1"
BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/heap_bh100_w3_0_d1"
BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/heap_bh100_w4_0_d1"
BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/heap_bh100_w5_0_d1"
BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/heap_bh100_w6_0_d1"
BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/heap_bh100_w7_0_d1"
BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/heap_bh100_w8_0_d1"
BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/heap_bh100_w9_0_d1"
BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/heap_bh100_w10_0_d1"
BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/heap_bh100_w11_0_d1"
BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/heap_bh100_w12_0_d1"
BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/heap_bh100_w13_0_d1"
BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/heap_bh100_w14_0_d1"
BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/heap_bh100_w15_0_d1"
BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/heap_bh100_w16_0_d1"
BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/heap_bh100_w17_0_d1"
PIN
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_1/Mmult_DSP_bh72_ch0_0_pins<110>"
PIN
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/Mmult_DSP_bh100_ch0_0_pins<110>"
BEL "calc_exp_sigma/x_5" BEL "calc_exp_sigma/x_4" BEL
"calc_exp_sigma/x_3" BEL "calc_exp_sigma/x_2" BEL "calc_exp_sigma/x_1"
BEL "calc_exp_sigma/x_0" BEL "calc_exp_sigma/done_control/Q" BEL
"calc_exp_sigma/valid_control/Q" BEL "calc_exp_sigma/x_d12_5" BEL
"calc_exp_sigma/x_d12_4" BEL "calc_exp_sigma/x_d12_3" BEL
"calc_exp_sigma/x_d12_2" BEL "calc_exp_sigma/x_d12_1" BEL
"calc_exp_sigma/x_d12_0" BEL "calc_exp_sigma/x_d11_5" BEL
"calc_exp_sigma/x_d11_4" BEL "calc_exp_sigma/x_d11_3" BEL
"calc_exp_sigma/x_d11_2" BEL "calc_exp_sigma/x_d11_1" BEL
"calc_exp_sigma/x_d11_0" BEL "calc_exp_sigma/x_d10_5" BEL
"calc_exp_sigma/x_d10_4" BEL "calc_exp_sigma/x_d10_3" BEL
"calc_exp_sigma/x_d10_2" BEL "calc_exp_sigma/x_d10_1" BEL
"calc_exp_sigma/x_d10_0" BEL "calc_exp_sigma/x_d9_5" BEL
"calc_exp_sigma/x_d9_4" BEL "calc_exp_sigma/x_d9_3" BEL
"calc_exp_sigma/x_d9_2" BEL "calc_exp_sigma/x_d9_1" BEL
"calc_exp_sigma/x_d9_0" BEL "calc_exp_sigma/x_d8_5" BEL
"calc_exp_sigma/x_d8_4" BEL "calc_exp_sigma/x_d8_3" BEL
"calc_exp_sigma/x_d8_2" BEL "calc_exp_sigma/x_d8_1" BEL
"calc_exp_sigma/x_d8_0" BEL "calc_exp_sigma/x_d7_5" BEL
"calc_exp_sigma/x_d7_4" BEL "calc_exp_sigma/x_d7_3" BEL
"calc_exp_sigma/x_d7_2" BEL "calc_exp_sigma/x_d7_1" BEL
"calc_exp_sigma/x_d7_0" BEL "calc_exp_sigma/x_d6_5" BEL
"calc_exp_sigma/x_d6_4" BEL "calc_exp_sigma/x_d6_3" BEL
"calc_exp_sigma/x_d6_2" BEL "calc_exp_sigma/x_d6_1" BEL
"calc_exp_sigma/x_d6_0" BEL "calc_exp_sigma/x_d5_5" BEL
"calc_exp_sigma/x_d5_4" BEL "calc_exp_sigma/x_d5_3" BEL
"calc_exp_sigma/x_d5_2" BEL "calc_exp_sigma/x_d5_1" BEL
"calc_exp_sigma/x_d5_0" BEL "calc_exp_sigma/x_d4_5" BEL
"calc_exp_sigma/x_d4_4" BEL "calc_exp_sigma/x_d4_3" BEL
"calc_exp_sigma/x_d4_2" BEL "calc_exp_sigma/x_d4_1" BEL
"calc_exp_sigma/x_d4_0" BEL "calc_exp_sigma/exp_frac_d1_17" BEL
"calc_exp_sigma/exp_frac_d1_16" BEL "calc_exp_sigma/exp_frac_d1_15"
BEL "calc_exp_sigma/exp_frac_d1_14" BEL
"calc_exp_sigma/exp_frac_d1_13" BEL "calc_exp_sigma/exp_frac_d1_12"
BEL "calc_exp_sigma/exp_frac_d1_11" BEL
"calc_exp_sigma/exp_frac_d1_10" BEL "calc_exp_sigma/exp_frac_d1_9" BEL
"calc_exp_sigma/exp_frac_d1_8" BEL "calc_exp_sigma/exp_frac_d1_7" BEL
"calc_exp_sigma/exp_frac_d1_6" BEL "calc_exp_sigma/exp_frac_d1_5" BEL
"calc_exp_sigma/exp_frac_d1_4" BEL "calc_exp_sigma/exp_frac_d1_3" BEL
"calc_exp_sigma/exp_frac_d1_2" BEL "calc_exp_sigma/exp_frac_d1_1" BEL
"calc_exp_sigma/exp_frac_d1_0" BEL "calc_exp_sigma/x_d3_5" BEL
"calc_exp_sigma/x_d3_4" BEL "calc_exp_sigma/x_d3_3" BEL
"calc_exp_sigma/x_d3_2" BEL "calc_exp_sigma/x_d3_1" BEL
"calc_exp_sigma/x_d3_0" BEL "calc_exp_sigma/exp_f/X_d2_9" BEL
"calc_exp_sigma/exp_f/X_d2_8" BEL "calc_exp_sigma/exp_f/X_d2_7" BEL
"calc_exp_sigma/exp_f/X_d2_6" BEL "calc_exp_sigma/exp_f/X_d2_5" BEL
"calc_exp_sigma/exp_f/X_d2_4" BEL "calc_exp_sigma/exp_f/X_d2_3" BEL
"calc_exp_sigma/exp_f/X_d2_2" BEL "calc_exp_sigma/exp_f/X_d2_1" BEL
"calc_exp_sigma/exp_f/X_d2_0" BEL "calc_exp_sigma/x_d2_5" BEL
"calc_exp_sigma/x_d2_4" BEL "calc_exp_sigma/x_d2_3" BEL
"calc_exp_sigma/x_d2_2" BEL "calc_exp_sigma/x_d2_1" BEL
"calc_exp_sigma/x_d2_0" BEL "calc_exp_sigma/exp_f/X_d1_9" BEL
"calc_exp_sigma/exp_f/X_d1_8" BEL "calc_exp_sigma/exp_f/X_d1_7" BEL
"calc_exp_sigma/exp_f/X_d1_6" BEL "calc_exp_sigma/exp_f/X_d1_5" BEL
"calc_exp_sigma/exp_f/X_d1_4" BEL "calc_exp_sigma/exp_f/X_d1_3" BEL
"calc_exp_sigma/exp_f/X_d1_2" BEL "calc_exp_sigma/exp_f/X_d1_1" BEL
"calc_exp_sigma/exp_f/X_d1_0" BEL "calc_exp_sigma/xsigma_f_17" BEL
"calc_exp_sigma/xsigma_f_16" BEL "calc_exp_sigma/xsigma_f_15" BEL
"calc_exp_sigma/xsigma_f_14" BEL "calc_exp_sigma/xsigma_f_13" BEL
"calc_exp_sigma/xsigma_f_12" BEL "calc_exp_sigma/xsigma_f_11" BEL
"calc_exp_sigma/xsigma_f_10" BEL "calc_exp_sigma/xsigma_f_9" BEL
"calc_exp_sigma/xsigma_f_8" BEL "calc_exp_sigma/xsigma_f_7" BEL
"calc_exp_sigma/xsigma_f_6" BEL "calc_exp_sigma/xsigma_f_5" BEL
"calc_exp_sigma/xsigma_f_4" BEL "calc_exp_sigma/xsigma_f_3" BEL
"calc_exp_sigma/xsigma_f_2" BEL "calc_exp_sigma/xsigma_f_1" BEL
"calc_exp_sigma/xsigma_f_0" BEL "calc_exp_sigma/xsigma_i_2" BEL
"calc_exp_sigma/xsigma_i_1" BEL "calc_exp_sigma/xsigma_i_0" BEL
"calc_exp_sigma/x_d1_5" BEL "calc_exp_sigma/x_d1_4" BEL
"calc_exp_sigma/x_d1_3" BEL "calc_exp_sigma/x_d1_2" BEL
"calc_exp_sigma/x_d1_1" BEL "calc_exp_sigma/x_d1_0" BEL
"calc_exp_sigma/exp_i/oData_14" BEL "calc_exp_sigma/exp_i/oData_13"
BEL "calc_exp_sigma/exp_i/oData_11" BEL
"calc_exp_sigma/exp_i/oData_10" BEL "calc_exp_sigma/exp_i/oData_9" BEL
"calc_exp_sigma/exp_i/oData_8" BEL "calc_exp_sigma/exp_i/oData_7" BEL
"calc_exp_sigma/exp_i/oData_6" BEL "calc_exp_sigma/exp_i/oData_5" BEL
"calc_exp_sigma/exp_i/oData_4" BEL "calc_exp_sigma/exp_i/oData_3" BEL
"calc_exp_sigma/exp_i/oData_2" BEL "calc_exp_sigma/exp_i/oData_1" BEL
"calc_exp_sigma/exp_i/oData_0" BEL "core1/exp_sigma/readData_16" BEL
"core1/exp_sigma/readData_15" BEL "core1/exp_sigma/readData_14" BEL
"core1/exp_sigma/readData_13" BEL "core1/exp_sigma/readData_12" BEL
"core1/exp_sigma/readData_11" BEL "core1/exp_sigma/readData_10" BEL
"core1/exp_sigma/readData_9" BEL "core1/exp_sigma/readData_8" BEL
"core1/exp_sigma/readData_7" BEL "core1/exp_sigma/readData_6" BEL
"core1/exp_sigma/readData_5" BEL "core1/exp_sigma/readData_4" BEL
"core1/exp_sigma/readData_3" BEL "core1/exp_sigma/readData_2" BEL
"core1/exp_sigma/readData_1" BEL "core1/exp_sigma/readData_0" BEL
"core1/exp_mu/readData_16" BEL "core1/exp_mu/readData_15" BEL
"core1/exp_mu/readData_14" BEL "core1/exp_mu/readData_13" BEL
"core1/exp_mu/readData_12" BEL "core1/exp_mu/readData_11" BEL
"core1/exp_mu/readData_10" BEL "core1/exp_mu/readData_9" BEL
"core1/exp_mu/readData_8" BEL "core1/exp_mu/readData_7" BEL
"core1/exp_mu/readData_6" BEL "core1/exp_mu/readData_5" BEL
"core1/exp_mu/readData_4" BEL "core1/exp_mu/readData_3" BEL
"core1/exp_mu/readData_2" BEL "core1/exp_mu/readData_1" BEL
"core1/exp_mu/readData_0" BEL "core0/exp_sigma/readData_16" BEL
"core0/exp_sigma/readData_15" BEL "core0/exp_sigma/readData_14" BEL
"core0/exp_sigma/readData_13" BEL "core0/exp_sigma/readData_12" BEL
"core0/exp_sigma/readData_11" BEL "core0/exp_sigma/readData_10" BEL
"core0/exp_sigma/readData_9" BEL "core0/exp_sigma/readData_8" BEL
"core0/exp_sigma/readData_7" BEL "core0/exp_sigma/readData_6" BEL
"core0/exp_sigma/readData_5" BEL "core0/exp_sigma/readData_4" BEL
"core0/exp_sigma/readData_3" BEL "core0/exp_sigma/readData_2" BEL
"core0/exp_sigma/readData_1" BEL "core0/exp_sigma/readData_0" BEL
"clk_BUFGP/BUFG" PIN
"calc_exp_mu_exp/GeneratedTable/Mram_rom_pins<18>" PIN
"calc_exp_mu_exp/GeneratedTable/Mram_rom_pins<19>" PIN
"calc_exp_sigma_exp_f/GeneratedTable/Mram_rom_pins<18>" PIN
"calc_exp_sigma_exp_f/GeneratedTable/Mram_rom_pins<19>" BEL
"core0/Mshreg_MuReadData_d3_16" BEL "core0/MuReadData_d3_16" BEL
"core0/Mshreg_MuReadData_d3_15" BEL "core0/MuReadData_d3_15" BEL
"core0/Mshreg_MuReadData_d3_14" BEL "core0/MuReadData_d3_14" BEL
"core0/Mshreg_MuReadData_d3_13" BEL "core0/MuReadData_d3_13" BEL
"core0/Mshreg_MuReadData_d3_10" BEL "core0/MuReadData_d3_10" BEL
"core0/Mshreg_MuReadData_d3_12" BEL "core0/MuReadData_d3_12" BEL
"core0/Mshreg_MuReadData_d3_11" BEL "core0/MuReadData_d3_11" BEL
"core0/Mshreg_MuReadData_d3_7" BEL "core0/MuReadData_d3_7" BEL
"core0/Mshreg_MuReadData_d3_9" BEL "core0/MuReadData_d3_9" BEL
"core0/Mshreg_MuReadData_d3_8" BEL "core0/MuReadData_d3_8" BEL
"core0/Mshreg_MuReadData_d3_4" BEL "core0/MuReadData_d3_4" BEL
"core0/Mshreg_MuReadData_d3_6" BEL "core0/MuReadData_d3_6" BEL
"core0/Mshreg_MuReadData_d3_5" BEL "core0/MuReadData_d3_5" BEL
"core0/Mshreg_MuReadData_d3_1" BEL "core0/MuReadData_d3_1" BEL
"core0/Mshreg_MuReadData_d3_3" BEL "core0/MuReadData_d3_3" BEL
"core0/Mshreg_MuReadData_d3_2" BEL "core0/MuReadData_d3_2" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_18" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_18" BEL
"core0/Mshreg_MuReadData_d3_0" BEL "core0/MuReadData_d3_0" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_19" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_19" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_15" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_15" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_17" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_17" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_16" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_16" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_12" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_12" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_14" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_14" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_13" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_13" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_9" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_9" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_11" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_11" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_10" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_10" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_6" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_6" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_8" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_8" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_7" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_7" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_3" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_3" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_5" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_5" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_4" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_4" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_0" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_0" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_2" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_2" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a0_d4_1" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a0_d4_1" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a1_d2_10" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a1_d2_10" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a1_d2_12" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a1_d2_12" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a1_d2_11" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a1_d2_11" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a1_d2_7" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a1_d2_7" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a1_d2_9" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a1_d2_9" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a1_d2_8" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a1_d2_8" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a1_d2_4" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a1_d2_4" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a1_d2_6" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a1_d2_6" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a1_d2_5" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a1_d2_5" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a1_d2_1" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a1_d2_1" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a1_d2_3" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a1_d2_3" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a1_d2_2" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a1_d2_2" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a1_d2_1" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a1_d2_1" BEL
"calc_exp_mu/exp/PolynomialEvaluator/Mshreg_a1_d2_0" BEL
"calc_exp_mu/exp/PolynomialEvaluator/a1_d2_0" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a1_d2_0" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a1_d2_0" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a1_d2_4" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a1_d2_4" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a1_d2_2" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a1_d2_2" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a1_d2_3" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a1_d2_3" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a1_d2_7" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a1_d2_7" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a1_d2_5" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a1_d2_5" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a1_d2_6" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a1_d2_6" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a1_d2_10" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a1_d2_10" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a1_d2_8" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a1_d2_8" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a1_d2_9" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a1_d2_9" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_0" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_0" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a1_d2_11" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a1_d2_11" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a1_d2_12" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a1_d2_12" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_3" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_3" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_1" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_1" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_2" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_2" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_6" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_6" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_4" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_4" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_5" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_5" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_9" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_9" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_7" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_7" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_8" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_8" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_12" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_12" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_10" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_10" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_11" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_11" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_15" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_15" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_13" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_13" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_14" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_14" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_18" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_18" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_16" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_16" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_17" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_17" BEL
"calc_exp_sigma/Mshreg_exp_int_d6_15" BEL
"calc_exp_sigma/exp_int_d6_151" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/Mshreg_a0_d4_19" BEL
"calc_exp_sigma/exp_f/PolynomialEvaluator/a0_d4_19" BEL
"calc_exp_sigma/Mshreg_exp_int_d6_16" BEL
"calc_exp_sigma/exp_int_d6_161" BEL
"calc_exp_sigma/Mshreg_exp_int_d6_12" BEL
"calc_exp_sigma/exp_int_d6_121" BEL
"calc_exp_sigma/Mshreg_exp_int_d6_14" BEL
"calc_exp_sigma/exp_int_d6_141" BEL
"calc_exp_sigma/Mshreg_exp_int_d6_13" BEL
"calc_exp_sigma/exp_int_d6_131" BEL
"calc_exp_sigma/Mshreg_exp_int_d6_9" BEL
"calc_exp_sigma/exp_int_d6_91" BEL
"calc_exp_sigma/Mshreg_exp_int_d6_11" BEL
"calc_exp_sigma/exp_int_d6_111" BEL
"calc_exp_sigma/Mshreg_exp_int_d6_10" BEL
"calc_exp_sigma/exp_int_d6_101" BEL
"calc_exp_sigma/Mshreg_exp_int_d6_5" BEL
"calc_exp_sigma/exp_int_d6_51" BEL
"calc_exp_sigma/Mshreg_exp_int_d6_8" BEL
"calc_exp_sigma/exp_int_d6_81" BEL
"calc_exp_sigma/Mshreg_exp_int_d6_7" BEL
"calc_exp_sigma/exp_int_d6_71" BEL
"calc_exp_sigma/Mshreg_exp_int_d6_0" BEL
"calc_exp_sigma/exp_int_d6_01" BEL
"calc_exp_sigma/Mshreg_exp_int_d6_4" BEL
"calc_exp_sigma/exp_int_d6_41" BEL
"calc_exp_sigma/Mshreg_exp_int_d6_3" BEL
"calc_exp_sigma/exp_int_d6_31" BEL "calc_exp_sigma/enable_inv_shift1"
BEL "calc_exp_sigma/enable_inv_shift2" BEL
"calc_exp_sigma/enable_inv_shift3" BEL
"calc_exp_sigma/enable_inv_shift4" BEL
"calc_exp_sigma/enable_inv_shift5" BEL "calc_exp_sigma/exp_int_d6_0"
BEL "calc_exp_sigma/exp_int_d6_10" BEL "calc_exp_sigma/exp_int_d6_11"
BEL "calc_exp_sigma/exp_int_d6_12" BEL "calc_exp_sigma/exp_int_d6_13"
BEL "calc_exp_sigma/exp_int_d6_14" BEL "calc_exp_sigma/exp_int_d6_15"
BEL "calc_exp_sigma/exp_int_d6_16" BEL "calc_exp_sigma/exp_int_d6_3"
BEL "calc_exp_sigma/exp_int_d6_4" BEL "calc_exp_sigma/exp_int_d6_5"
BEL "calc_exp_sigma/exp_int_d6_7" BEL "calc_exp_sigma/exp_int_d6_8"
BEL "calc_exp_sigma/exp_int_d6_9" PIN
"calc_exp_mu/mult1/blk00000001/blk00000004_pins<92>" PIN
"calc_exp_mu/mult2/blk00000001/blk00000004_pins<92>" PIN
"calc_exp_sigma/mult1/blk00000001/blk00000004_pins<92>" PIN
"calc_exp_sigma/mult2/blk00000001/blk00000004_pins<92>" PIN
"core1/mult/blk00000001/blk00000004_pins<92>" PIN
"core0/mult/blk00000001/blk00000004_pins<92>" BEL
"core1/exp_sigma/Mram_RAM161/SP" BEL "core1/exp_sigma/Mram_RAM161/DP"
BEL "core1/exp_sigma/Mram_RAM162/SP" BEL
"core1/exp_sigma/Mram_RAM162/DP" BEL "core1/exp_sigma/Mram_RAM062/SP"
BEL "core1/exp_sigma/Mram_RAM062/DP" BEL
"core1/exp_sigma/Mram_RAM061/SP" BEL "core1/exp_sigma/Mram_RAM061/DP"
BEL "core1/exp_mu/Mram_RAM161/SP" BEL "core1/exp_mu/Mram_RAM161/DP"
BEL "core1/exp_mu/Mram_RAM162/SP" BEL "core1/exp_mu/Mram_RAM162/DP"
BEL "core1/exp_mu/Mram_RAM062/SP" BEL "core1/exp_mu/Mram_RAM062/DP"
BEL "core1/exp_mu/Mram_RAM061/SP" BEL "core1/exp_mu/Mram_RAM061/DP"
BEL "core0/exp_sigma/Mram_RAM161/SP" BEL
"core0/exp_sigma/Mram_RAM161/DP" BEL "core0/exp_sigma/Mram_RAM162/SP"
BEL "core0/exp_sigma/Mram_RAM162/DP" BEL
"core0/exp_sigma/Mram_RAM062/SP" BEL "core0/exp_sigma/Mram_RAM062/DP"
BEL "core0/exp_sigma/Mram_RAM061/SP" BEL
"core0/exp_sigma/Mram_RAM061/DP" BEL "core0/exp_sigma/Mram_RAM01_RAMA"
BEL "core0/exp_sigma/Mram_RAM01_RAMB" BEL
"core0/exp_sigma/Mram_RAM01_RAMC" BEL
"core0/exp_sigma/Mram_RAM01_RAMD" BEL
"core0/exp_sigma/Mram_RAM02_RAMA" BEL
"core0/exp_sigma/Mram_RAM02_RAMB" BEL
"core0/exp_sigma/Mram_RAM02_RAMC" BEL
"core0/exp_sigma/Mram_RAM02_RAMD" BEL
"core0/exp_sigma/Mram_RAM03_RAMA" BEL
"core0/exp_sigma/Mram_RAM03_RAMB" BEL
"core0/exp_sigma/Mram_RAM03_RAMC" BEL
"core0/exp_sigma/Mram_RAM03_RAMD" BEL
"core0/exp_sigma/Mram_RAM04_RAMA" BEL
"core0/exp_sigma/Mram_RAM04_RAMB" BEL
"core0/exp_sigma/Mram_RAM04_RAMC" BEL
"core0/exp_sigma/Mram_RAM04_RAMD" BEL
"core0/exp_sigma/Mram_RAM05_RAMA" BEL
"core0/exp_sigma/Mram_RAM05_RAMB" BEL
"core0/exp_sigma/Mram_RAM05_RAMC" BEL
"core0/exp_sigma/Mram_RAM05_RAMD" BEL
"core0/exp_sigma/Mram_RAM11_RAMA" BEL
"core0/exp_sigma/Mram_RAM11_RAMB" BEL
"core0/exp_sigma/Mram_RAM11_RAMC" BEL
"core0/exp_sigma/Mram_RAM11_RAMD" BEL
"core0/exp_sigma/Mram_RAM12_RAMA" BEL
"core0/exp_sigma/Mram_RAM12_RAMB" BEL
"core0/exp_sigma/Mram_RAM12_RAMC" BEL
"core0/exp_sigma/Mram_RAM12_RAMD" BEL
"core0/exp_sigma/Mram_RAM13_RAMA" BEL
"core0/exp_sigma/Mram_RAM13_RAMB" BEL
"core0/exp_sigma/Mram_RAM13_RAMC" BEL
"core0/exp_sigma/Mram_RAM13_RAMD" BEL
"core0/exp_sigma/Mram_RAM14_RAMA" BEL
"core0/exp_sigma/Mram_RAM14_RAMB" BEL
"core0/exp_sigma/Mram_RAM14_RAMC" BEL
"core0/exp_sigma/Mram_RAM14_RAMD" BEL
"core0/exp_sigma/Mram_RAM15_RAMA" BEL
"core0/exp_sigma/Mram_RAM15_RAMB" BEL
"core0/exp_sigma/Mram_RAM15_RAMC" BEL
"core0/exp_sigma/Mram_RAM15_RAMD" BEL "core1/exp_mu/Mram_RAM01_RAMA"
BEL "core1/exp_mu/Mram_RAM01_RAMB" BEL "core1/exp_mu/Mram_RAM01_RAMC"
BEL "core1/exp_mu/Mram_RAM01_RAMD" BEL "core1/exp_mu/Mram_RAM02_RAMA"
BEL "core1/exp_mu/Mram_RAM02_RAMB" BEL "core1/exp_mu/Mram_RAM02_RAMC"
BEL "core1/exp_mu/Mram_RAM02_RAMD" BEL "core1/exp_mu/Mram_RAM03_RAMA"
BEL "core1/exp_mu/Mram_RAM03_RAMB" BEL "core1/exp_mu/Mram_RAM03_RAMC"
BEL "core1/exp_mu/Mram_RAM03_RAMD" BEL "core1/exp_mu/Mram_RAM04_RAMA"
BEL "core1/exp_mu/Mram_RAM04_RAMB" BEL "core1/exp_mu/Mram_RAM04_RAMC"
BEL "core1/exp_mu/Mram_RAM04_RAMD" BEL "core1/exp_mu/Mram_RAM05_RAMA"
BEL "core1/exp_mu/Mram_RAM05_RAMB" BEL "core1/exp_mu/Mram_RAM05_RAMC"
BEL "core1/exp_mu/Mram_RAM05_RAMD" BEL "core1/exp_mu/Mram_RAM11_RAMA"
BEL "core1/exp_mu/Mram_RAM11_RAMB" BEL "core1/exp_mu/Mram_RAM11_RAMC"
BEL "core1/exp_mu/Mram_RAM11_RAMD" BEL "core1/exp_mu/Mram_RAM12_RAMA"
BEL "core1/exp_mu/Mram_RAM12_RAMB" BEL "core1/exp_mu/Mram_RAM12_RAMC"
BEL "core1/exp_mu/Mram_RAM12_RAMD" BEL "core1/exp_mu/Mram_RAM13_RAMA"
BEL "core1/exp_mu/Mram_RAM13_RAMB" BEL "core1/exp_mu/Mram_RAM13_RAMC"
BEL "core1/exp_mu/Mram_RAM13_RAMD" BEL "core1/exp_mu/Mram_RAM14_RAMA"
BEL "core1/exp_mu/Mram_RAM14_RAMB" BEL "core1/exp_mu/Mram_RAM14_RAMC"
BEL "core1/exp_mu/Mram_RAM14_RAMD" BEL "core1/exp_mu/Mram_RAM15_RAMA"
BEL "core1/exp_mu/Mram_RAM15_RAMB" BEL "core1/exp_mu/Mram_RAM15_RAMC"
BEL "core1/exp_mu/Mram_RAM15_RAMD" BEL
"core1/exp_sigma/Mram_RAM01_RAMA" BEL
"core1/exp_sigma/Mram_RAM01_RAMB" BEL
"core1/exp_sigma/Mram_RAM01_RAMC" BEL
"core1/exp_sigma/Mram_RAM01_RAMD" BEL
"core1/exp_sigma/Mram_RAM02_RAMA" BEL
"core1/exp_sigma/Mram_RAM02_RAMB" BEL
"core1/exp_sigma/Mram_RAM02_RAMC" BEL
"core1/exp_sigma/Mram_RAM02_RAMD" BEL
"core1/exp_sigma/Mram_RAM03_RAMA" BEL
"core1/exp_sigma/Mram_RAM03_RAMB" BEL
"core1/exp_sigma/Mram_RAM03_RAMC" BEL
"core1/exp_sigma/Mram_RAM03_RAMD" BEL
"core1/exp_sigma/Mram_RAM04_RAMA" BEL
"core1/exp_sigma/Mram_RAM04_RAMB" BEL
"core1/exp_sigma/Mram_RAM04_RAMC" BEL
"core1/exp_sigma/Mram_RAM04_RAMD" BEL
"core1/exp_sigma/Mram_RAM05_RAMA" BEL
"core1/exp_sigma/Mram_RAM05_RAMB" BEL
"core1/exp_sigma/Mram_RAM05_RAMC" BEL
"core1/exp_sigma/Mram_RAM05_RAMD" BEL
"core1/exp_sigma/Mram_RAM11_RAMA" BEL
"core1/exp_sigma/Mram_RAM11_RAMB" BEL
"core1/exp_sigma/Mram_RAM11_RAMC" BEL
"core1/exp_sigma/Mram_RAM11_RAMD" BEL
"core1/exp_sigma/Mram_RAM12_RAMA" BEL
"core1/exp_sigma/Mram_RAM12_RAMB" BEL
"core1/exp_sigma/Mram_RAM12_RAMC" BEL
"core1/exp_sigma/Mram_RAM12_RAMD" BEL
"core1/exp_sigma/Mram_RAM13_RAMA" BEL
"core1/exp_sigma/Mram_RAM13_RAMB" BEL
"core1/exp_sigma/Mram_RAM13_RAMC" BEL
"core1/exp_sigma/Mram_RAM13_RAMD" BEL
"core1/exp_sigma/Mram_RAM14_RAMA" BEL
"core1/exp_sigma/Mram_RAM14_RAMB" BEL
"core1/exp_sigma/Mram_RAM14_RAMC" BEL
"core1/exp_sigma/Mram_RAM14_RAMD" BEL
"core1/exp_sigma/Mram_RAM15_RAMA" BEL
"core1/exp_sigma/Mram_RAM15_RAMB" BEL
"core1/exp_sigma/Mram_RAM15_RAMC" BEL
"core1/exp_sigma/Mram_RAM15_RAMD" PIN
"calc_exp_mu/exp/PolynomialEvaluator/Product_1/Mmult_DSP_bh72_ch0_01_pins<110>"
PIN
"calc_exp_mu/exp/PolynomialEvaluator/Product_2/Mmult_DSP_bh100_ch0_01_pins<110>"
PIN
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_1/Mmult_DSP_bh72_ch0_01_pins<110>"
PIN
"calc_exp_sigma/exp_f/PolynomialEvaluator/Product_2/Mmult_DSP_bh100_ch0_01_pins<110>";
TS_CLK = PERIOD TIMEGRP "CLK" 20 ns HIGH 50%;
SCHEMATIC END;