Introduction

Execution Chart

We display below the execution chart for this examination (boot time has been removed).

Sequence of Actions to be Executed by the VM

This is useful if one wants to reexecute the tool in the VM from the submitted image disk.

export BK_INPUT=Philosophers-PT-000050
export BK_EXAMINATION=CTLCardinalityComparison
export BK_TOOL=marcie
export BK_RESULT_DIR=/tmp
export BK_LOG_FILE=/tmp/BenchKit_head_log_file.1664
export BIN_DIR=/home/mcc/BenchKit/bin
cd /home/mcc/BenchKit/INPUTS/Philosophers-PT-000050
echo =====================================================================
echo ' Generated by BenchKit 1.0'
echo ' Executing tool marcie:'
echo ' Test is Philosophers-PT-000050, examination is CTLCardinalityComparison'
echo =====================================================================
echo
echo --------------------
echo 'content from stdout:'
echo
bash /home/mcc/BenchKit/BenchKit_head.sh

Execution Outputs of marcie for Philosophers/000050 (P/T)

This is useful if one wants to reexecute the tool in the VM from the submitted image disk.

execution on node 1: quadhexa-2.u-paris10.fr (runId=136968525600233_n_1)
=====================================================================
runnning marcie on Philosophers-PT-000050 (CTLCardinalityComparison)
We got on stdout:
Probing ssh
Waiting ssh to respond
Ssh up and responding
=====================================================================
Generated by BenchKit 1.0
Executing tool marcie:
Test is Philosophers-PT-000050, examination is CTLCardinalityComparison
=====================================================================

--------------------
content from stdout:

START 1369705871

Marcie rev. 1103M (build: rohrch on 2013-02-17)
A model checker for Generalized Stochastic Petri nets

authors: Alex Tovchigrechko (IDD package and CTL model checking)

Martin Schwarick (Symbolic numerical analysis and CSL model checking)

Christian Rohr (Simulative and approximative numerical model checking)

marcie@informatik.tu-cottbus.de

called as: marcie --net-file=model.pnml --mem=4 --mcc-file=CTLCardinalityComparison.txt

constant oo registered with value < INFINITY >
parse successfull!


(NrP: 250 NrTr: 250)

net check time: 0m0sec

parse mcc successfull!

place and transition orderings generation:0m0sec

init dd package: 0m5sec


RS generation: 0m0sec


-> reachability set: #nodes 1280 (1.3e+03) #states 717,897,987,691,852,588,770,249 (23)



starting CTL model checker
--------------------------

checking: AF [[ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Eat_28 + Eat_14 ) + Eat_24 ) + Eat_22 ) + Eat_2 ) + Eat_13 ) + Eat_17 ) + Eat_15 ) + Eat_4 ) + Eat_49 ) + Eat_43 ) + Eat_31 ) + Eat_37 ) + Eat_46 ) + Eat_35 ) + Eat_5 ) + Eat_25 ) + Eat_8 ) + Eat_29 ) + Eat_30 ) + Eat_33 ) + Eat_21 ) + Eat_20 ) + Eat_1 ) + Eat_32 ) + Eat_38 ) + Eat_47 ) + Eat_34 ) + Eat_48 ) + Eat_11 ) + Eat_19 ) + Eat_12 ) + Eat_40 ) + Eat_6 ) + Eat_18 ) + Eat_26 ) + Eat_41 ) + Eat_39 ) + Eat_42 ) + Eat_7 ) + Eat_27 ) + Eat_45 ) + Eat_36 ) + Eat_9 ) + Eat_44 ) + Eat_3 ) + Eat_10 ) + Eat_23 ) + Eat_50 ) + Eat_16 ) & ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) = ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) ]]
normalized: ~ [EG [~ [[ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Eat_28 + Eat_14 ) + Eat_24 ) + Eat_22 ) + Eat_2 ) + Eat_13 ) + Eat_17 ) + Eat_15 ) + Eat_4 ) + Eat_49 ) + Eat_43 ) + Eat_31 ) + Eat_37 ) + Eat_46 ) + Eat_35 ) + Eat_5 ) + Eat_25 ) + Eat_8 ) + Eat_29 ) + Eat_30 ) + Eat_33 ) + Eat_21 ) + Eat_20 ) + Eat_1 ) + Eat_32 ) + Eat_38 ) + Eat_47 ) + Eat_34 ) + Eat_48 ) + Eat_11 ) + Eat_19 ) + Eat_12 ) + Eat_40 ) + Eat_6 ) + Eat_18 ) + Eat_26 ) + Eat_41 ) + Eat_39 ) + Eat_42 ) + Eat_7 ) + Eat_27 ) + Eat_45 ) + Eat_36 ) + Eat_9 ) + Eat_44 ) + Eat_3 ) + Eat_10 ) + Eat_23 ) + Eat_50 ) + Eat_16 ) & ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) = ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) ]]]]


EG iterations: 0
-> the formula is FALSE

FORMULA p_1856_cardinalitycomparison_eq_and FALSE TECHNIQUES DECISION_DIAGRAMS

mc time: 0m0sec

checking: EG [[ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Eat_28 + Eat_14 ) + Eat_24 ) + Eat_22 ) + Eat_2 ) + Eat_13 ) + Eat_17 ) + Eat_15 ) + Eat_4 ) + Eat_49 ) + Eat_43 ) + Eat_31 ) + Eat_37 ) + Eat_46 ) + Eat_35 ) + Eat_5 ) + Eat_25 ) + Eat_8 ) + Eat_29 ) + Eat_30 ) + Eat_33 ) + Eat_21 ) + Eat_20 ) + Eat_1 ) + Eat_32 ) + Eat_38 ) + Eat_47 ) + Eat_34 ) + Eat_48 ) + Eat_11 ) + Eat_19 ) + Eat_12 ) + Eat_40 ) + Eat_6 ) + Eat_18 ) + Eat_26 ) + Eat_41 ) + Eat_39 ) + Eat_42 ) + Eat_7 ) + Eat_27 ) + Eat_45 ) + Eat_36 ) + Eat_9 ) + Eat_44 ) + Eat_3 ) + Eat_10 ) + Eat_23 ) + Eat_50 ) + Eat_16 ) | ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) = ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) ]]
normalized: EG [[ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Eat_28 + Eat_14 ) + Eat_24 ) + Eat_22 ) + Eat_2 ) + Eat_13 ) + Eat_17 ) + Eat_15 ) + Eat_4 ) + Eat_49 ) + Eat_43 ) + Eat_31 ) + Eat_37 ) + Eat_46 ) + Eat_35 ) + Eat_5 ) + Eat_25 ) + Eat_8 ) + Eat_29 ) + Eat_30 ) + Eat_33 ) + Eat_21 ) + Eat_20 ) + Eat_1 ) + Eat_32 ) + Eat_38 ) + Eat_47 ) + Eat_34 ) + Eat_48 ) + Eat_11 ) + Eat_19 ) + Eat_12 ) + Eat_40 ) + Eat_6 ) + Eat_18 ) + Eat_26 ) + Eat_41 ) + Eat_39 ) + Eat_42 ) + Eat_7 ) + Eat_27 ) + Eat_45 ) + Eat_36 ) + Eat_9 ) + Eat_44 ) + Eat_3 ) + Eat_10 ) + Eat_23 ) + Eat_50 ) + Eat_16 ) | ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) = ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) ]]

.
EG iterations: 1
-> the formula is FALSE

FORMULA p_1857_cardinalitycomparison_eq_or FALSE TECHNIQUES DECISION_DIAGRAMS

mc time: 0m0sec

checking: EG [[~ [ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Eat_28 + Eat_14 ) + Eat_24 ) + Eat_22 ) + Eat_2 ) + Eat_13 ) + Eat_17 ) + Eat_15 ) + Eat_4 ) + Eat_49 ) + Eat_43 ) + Eat_31 ) + Eat_37 ) + Eat_46 ) + Eat_35 ) + Eat_5 ) + Eat_25 ) + Eat_8 ) + Eat_29 ) + Eat_30 ) + Eat_33 ) + Eat_21 ) + Eat_20 ) + Eat_1 ) + Eat_32 ) + Eat_38 ) + Eat_47 ) + Eat_34 ) + Eat_48 ) + Eat_11 ) + Eat_19 ) + Eat_12 ) + Eat_40 ) + Eat_6 ) + Eat_18 ) + Eat_26 ) + Eat_41 ) + Eat_39 ) + Eat_42 ) + Eat_7 ) + Eat_27 ) + Eat_45 ) + Eat_36 ) + Eat_9 ) + Eat_44 ) + Eat_3 ) + Eat_10 ) + Eat_23 ) + Eat_50 ) + Eat_16 ) ] & ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) = ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) ]]
normalized: EG [[ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) = ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) & ~ [ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Eat_28 + Eat_14 ) + Eat_24 ) + Eat_22 ) + Eat_2 ) + Eat_13 ) + Eat_17 ) + Eat_15 ) + Eat_4 ) + Eat_49 ) + Eat_43 ) + Eat_31 ) + Eat_37 ) + Eat_46 ) + Eat_35 ) + Eat_5 ) + Eat_25 ) + Eat_8 ) + Eat_29 ) + Eat_30 ) + Eat_33 ) + Eat_21 ) + Eat_20 ) + Eat_1 ) + Eat_32 ) + Eat_38 ) + Eat_47 ) + Eat_34 ) + Eat_48 ) + Eat_11 ) + Eat_19 ) + Eat_12 ) + Eat_40 ) + Eat_6 ) + Eat_18 ) + Eat_26 ) + Eat_41 ) + Eat_39 ) + Eat_42 ) + Eat_7 ) + Eat_27 ) + Eat_45 ) + Eat_36 ) + Eat_9 ) + Eat_44 ) + Eat_3 ) + Eat_10 ) + Eat_23 ) + Eat_50 ) + Eat_16 ) ]]]

.
EG iterations: 1
-> the formula is FALSE

FORMULA p_1858_cardinalitycomparison_eq_and_notx FALSE TECHNIQUES DECISION_DIAGRAMS

mc time: 0m0sec

checking: AG [[~ [ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Eat_28 + Eat_14 ) + Eat_24 ) + Eat_22 ) + Eat_2 ) + Eat_13 ) + Eat_17 ) + Eat_15 ) + Eat_4 ) + Eat_49 ) + Eat_43 ) + Eat_31 ) + Eat_37 ) + Eat_46 ) + Eat_35 ) + Eat_5 ) + Eat_25 ) + Eat_8 ) + Eat_29 ) + Eat_30 ) + Eat_33 ) + Eat_21 ) + Eat_20 ) + Eat_1 ) + Eat_32 ) + Eat_38 ) + Eat_47 ) + Eat_34 ) + Eat_48 ) + Eat_11 ) + Eat_19 ) + Eat_12 ) + Eat_40 ) + Eat_6 ) + Eat_18 ) + Eat_26 ) + Eat_41 ) + Eat_39 ) + Eat_42 ) + Eat_7 ) + Eat_27 ) + Eat_45 ) + Eat_36 ) + Eat_9 ) + Eat_44 ) + Eat_3 ) + Eat_10 ) + Eat_23 ) + Eat_50 ) + Eat_16 ) ] | ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) = ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) ]]
normalized: ~ [E [true U ~ [[ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) = ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) | ~ [ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Eat_28 + Eat_14 ) + Eat_24 ) + Eat_22 ) + Eat_2 ) + Eat_13 ) + Eat_17 ) + Eat_15 ) + Eat_4 ) + Eat_49 ) + Eat_43 ) + Eat_31 ) + Eat_37 ) + Eat_46 ) + Eat_35 ) + Eat_5 ) + Eat_25 ) + Eat_8 ) + Eat_29 ) + Eat_30 ) + Eat_33 ) + Eat_21 ) + Eat_20 ) + Eat_1 ) + Eat_32 ) + Eat_38 ) + Eat_47 ) + Eat_34 ) + Eat_48 ) + Eat_11 ) + Eat_19 ) + Eat_12 ) + Eat_40 ) + Eat_6 ) + Eat_18 ) + Eat_26 ) + Eat_41 ) + Eat_39 ) + Eat_42 ) + Eat_7 ) + Eat_27 ) + Eat_45 ) + Eat_36 ) + Eat_9 ) + Eat_44 ) + Eat_3 ) + Eat_10 ) + Eat_23 ) + Eat_50 ) + Eat_16 ) ]]]]]

-> the formula is TRUE

FORMULA p_1859_cardinalitycomparison_eq_or_notx TRUE TECHNIQUES DECISION_DIAGRAMS

mc time: 0m0sec

checking: EF [A [AG [ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) = ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) ] U AG [ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Eat_28 + Eat_14 ) + Eat_24 ) + Eat_22 ) + Eat_2 ) + Eat_13 ) + Eat_17 ) + Eat_15 ) + Eat_4 ) + Eat_49 ) + Eat_43 ) + Eat_31 ) + Eat_37 ) + Eat_46 ) + Eat_35 ) + Eat_5 ) + Eat_25 ) + Eat_8 ) + Eat_29 ) + Eat_30 ) + Eat_33 ) + Eat_21 ) + Eat_20 ) + Eat_1 ) + Eat_32 ) + Eat_38 ) + Eat_47 ) + Eat_34 ) + Eat_48 ) + Eat_11 ) + Eat_19 ) + Eat_12 ) + Eat_40 ) + Eat_6 ) + Eat_18 ) + Eat_26 ) + Eat_41 ) + Eat_39 ) + Eat_42 ) + Eat_7 ) + Eat_27 ) + Eat_45 ) + Eat_36 ) + Eat_9 ) + Eat_44 ) + Eat_3 ) + Eat_10 ) + Eat_23 ) + Eat_50 ) + Eat_16 ) ]]]
normalized: E [true U [~ [E [E [true U ~ [ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) = ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) ]] U [E [true U ~ [ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Eat_28 + Eat_14 ) + Eat_24 ) + Eat_22 ) + Eat_2 ) + Eat_13 ) + Eat_17 ) + Eat_15 ) + Eat_4 ) + Eat_49 ) + Eat_43 ) + Eat_31 ) + Eat_37 ) + Eat_46 ) + Eat_35 ) + Eat_5 ) + Eat_25 ) + Eat_8 ) + Eat_29 ) + Eat_30 ) + Eat_33 ) + Eat_21 ) + Eat_20 ) + Eat_1 ) + Eat_32 ) + Eat_38 ) + Eat_47 ) + Eat_34 ) + Eat_48 ) + Eat_11 ) + Eat_19 ) + Eat_12 ) + Eat_40 ) + Eat_6 ) + Eat_18 ) + Eat_26 ) + Eat_41 ) + Eat_39 ) + Eat_42 ) + Eat_7 ) + Eat_27 ) + Eat_45 ) + Eat_36 ) + Eat_9 ) + Eat_44 ) + Eat_3 ) + Eat_10 ) + Eat_23 ) + Eat_50 ) + Eat_16 ) ]] & E [true U ~ [ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) = ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) ]]]]] & ~ [EG [E [true U ~ [ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Eat_28 + Eat_14 ) + Eat_24 ) + Eat_22 ) + Eat_2 ) + Eat_13 ) + Eat_17 ) + Eat_15 ) + Eat_4 ) + Eat_49 ) + Eat_43 ) + Eat_31 ) + Eat_37 ) + Eat_46 ) + Eat_35 ) + Eat_5 ) + Eat_25 ) + Eat_8 ) + Eat_29 ) + Eat_30 ) + Eat_33 ) + Eat_21 ) + Eat_20 ) + Eat_1 ) + Eat_32 ) + Eat_38 ) + Eat_47 ) + Eat_34 ) + Eat_48 ) + Eat_11 ) + Eat_19 ) + Eat_12 ) + Eat_40 ) + Eat_6 ) + Eat_18 ) + Eat_26 ) + Eat_41 ) + Eat_39 ) + Eat_42 ) + Eat_7 ) + Eat_27 ) + Eat_45 ) + Eat_36 ) + Eat_9 ) + Eat_44 ) + Eat_3 ) + Eat_10 ) + Eat_23 ) + Eat_50 ) + Eat_16 ) ]]]]]]


EG iterations: 0
-> the formula is FALSE

FORMULA p_1860_cardinalitycomparison_eq_x FALSE TECHNIQUES DECISION_DIAGRAMS

mc time: 0m0sec

checking: AG [[ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) > ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) & ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) ]]
normalized: ~ [E [true U ~ [[ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) > ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) & ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) ]]]]

-> the formula is FALSE

FORMULA p_1861_cardinalitycomparison_full_and FALSE TECHNIQUES DECISION_DIAGRAMS

mc time: 0m0sec

checking: AF [[ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) > ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) | ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) ]]
normalized: ~ [EG [~ [[ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) > ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) | ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) ]]]]


EG iterations: 0
-> the formula is FALSE

FORMULA p_1862_cardinalitycomparison_full_or FALSE TECHNIQUES DECISION_DIAGRAMS

mc time: 0m0sec

checking: EF [[ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) > ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) & ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) ]]
normalized: E [true U [ ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) > ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Think_37 + Think_20 ) + Think_44 ) + Think_16 ) + Think_49 ) + Think_27 ) + Think_32 ) + Think_15 ) + Think_12 ) + Think_3 ) + Think_38 ) + Think_30 ) + Think_31 ) + Think_43 ) + Think_1 ) + Think_2 ) + Think_35 ) + Think_9 ) + Think_17 ) + Think_8 ) + Think_34 ) + Think_24 ) + Think_28 ) + Think_29 ) + Think_5 ) + Think_48 ) + Think_45 ) + Think_40 ) + Think_47 ) + Think_19 ) + Think_42 ) + Think_33 ) + Think_26 ) + Think_18 ) + Think_41 ) + Think_36 ) + Think_39 ) + Think_4 ) + Think_46 ) + Think_25 ) + Think_50 ) + Think_7 ) + Think_10 ) + Think_23 ) + Think_13 ) + Think_11 ) + Think_21 ) + Think_14 ) + Think_22 ) + Think_6 ) & ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Catch2_21 + Catch2_26 ) + Catch2_43 ) + Catch2_35 ) + Catch2_44 ) + Catch2_47 ) + Catch2_18 ) + Catch2_12 ) + Catch2_1 ) + Catch2_16 ) + Catch2_37 ) + Catch2_34 ) + Catch2_25 ) + Catch2_17 ) + Catch2_36 ) + Catch2_2 ) + Catch2_4 ) + Catch2_10 ) + Catch2_38 ) + Catch2_30 ) + Catch2_14 ) + Catch2_15 ) + Catch2_29 ) + Catch2_39 ) + Catch2_48 ) + Catch2_20 ) + Catch2_50 ) + Catch2_28 ) + Catch2_33 ) + Catch2_23 ) + Catch2_3 ) + Catch2_32 ) + Catch2_27 ) + Catch2_19 ) + Catch2_49 ) + Catch2_40 ) + Catch2_46 ) + Catch2_9 ) + Catch2_42 ) + Catch2_8 ) + Catch2_5 ) + Catch2_41 ) + Catch2_31 ) + Catch2_7 ) + Catch2_45 ) + Catch2_13 ) + Catch2_22 ) + Catch2_24 ) + Catch2_11 ) + Catch2_6 ) != ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( ( Fork_18 + Fork_7 ) + Fork_4 ) + Fork_26 ) + Fork_48 ) + Fork_46 ) + Fork_39 ) + Fork_43 ) + Fork_28 ) + Fork_33 ) + Fork_6 ) + Fork_11 ) + Fork_35 ) + Fork_50 ) + Fork_34 ) + Fork_20 ) + Fork_24 ) + Fork_10 ) + Fork_49 ) + Fork_12 ) + Fork_22 ) + Fork_37 ) + Fork_45 ) + Fork_8 ) + Fork_19 ) + Fork_1 ) + Fork_25 ) + Fork_9 ) + Fork_36 ) + Fork_29 ) + Fork_27 ) + Fork_30 ) + Fork_17 ) + Fork_3 ) + Fork_41 ) + Fork_38 ) + Fork_44 ) + Fork_42 ) + Fork_32 ) + Fork_21 ) + Fork_31 ) + Fork_2 ) + Fork_14 ) + Fork_15 ) + Fork_40 ) + Fork_13 ) + Fork_16 ) + Fork_47 ) + Fork_5 ) + Fork_23 ) ]]

-> the formula is FALSE

FORMULA p_1863_cardinalitycomparison_full_and_notx FALSE TECHNIQUES DECISION_DIAGRAMS

mc time: 0m0sec


total processing time: 0m7sec

STOP 1369705879

--------------------
content from stderr:

check if there are places and transitions
ok
check if there are transitions without pre-places
ok
check if at least one transition is enabled in m0
ok
check if there are transitions that can never fire
ok


initing FirstDep: 0m0sec

1274
iterations count:1143 (4), effective:150 (0)

initing FirstDep: 0m0sec


iterations count:250 (1), effective:0 (0)

iterations count:250 (1), effective:0 (0)

iterations count:250 (1), effective:0 (0)

iterations count:250 (1), effective:0 (0)

iterations count:250 (1), effective:0 (0)

iterations count:250 (1), effective:0 (0)

--------------------
content from /tmp/BenchKit_head_log_file.1664: