n-D Lookup Table dimension error

Hi,

I'm trying to run a simulation test for a pump on Simulink. I am using a 3-D Lookup table for my data (pressure and flow). I have all the data on the following matlab script:

z = [400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400];
F1 = [0.7056	0.706	0.708	0.7064	0.7076	0.706	0.7056	0.7072	0.7076	0.708	0.7084	0.708	0.7076	0.7084	0.708	0.7084	0.7088	0.7096	0.706	0.708	0.7044	0.706	0.706	0.708	0.7084	0.7104	0.7104	0.7104	0.706	0.7072	0.7084	0.7056	0.7072	0.7076	0.7072	0.7072	0.7052	0.706	0.7036	0.704	0.7064	0.706	0.704	0.7036	0.7076	0.7076	0.7064	0.706	0.706	0.704	0.704	0.7036	0.7016	0.704	0.7044	0.7076	0.7056	0.7056	0.704	0.7072	0.7044	0.702	0.7044	0.7032	0.7044	0.7032	0.7032	0.7032	0.704	0.702	0.7028	0.704	0.702	0.7028	0.7044	0.7036	0.7032	0.702	0.7028	0.7028	0.7044	0.7036	0.7036	0.7044	0.704	0.7028	0.7012	0.7028	0.7016	0.7016	0.7056	0.704	0.706	0.704	0.7032	0.7032	0.702	0.7032	0.7044	0.7036	0.704	0.7052	0.7036	0.7016	0.704	0.7016	0.7036	0.7032	0.7	0.6992	0.7012	0.7012	0.7016	0.7028	0.7032	0.7016	0.702	0.7032	0.7032	0.7032	0.7032	0.7012	0.7016	0.702	0.7016	0.702	0.6992	0.7028	0.7032	0.704	0.7028	0.7028	0.7012	0.7012	0.7016	0.7016	0.7	0.6976	0.702	0.7008	0.6972	0.6992	0.6992	0.6968	0.6988	0.6992	0.7008	0.6972	0.6968	0.6996	0.6964	0.6988	0.6992	0.7012	0.7028	0.7	0.7008	0.7012	0.6976	0.6968	0.6968	0.6984	0.6972	0.6988	0.6972	0.7008	0.6984	0.6972	0.6968	0.6984	0.6988	0.6992	0.6992	0.6996	0.6984	0.6964	0.6992	0.6964	0.6984	0.6972	0.6972	0.6984	0.6972	0.6964	0.6976	0.6984	0.6964	0.6972	0.6964	0.6964	0.6948	0.6956	0.6952	0.6952	0.6944	0.6948	0.6944	0.694	0.6972	0.6932	0.6932	0.6928	0.6912	0.692	0.6924	0.6944	0.694	0.6964	0.6928	0.6944	0.6944	0.6944	0.6944	0.694	0.6944	0.694	0.6928	0.6928	0.6908	0.6932	0.6928	0.6932	0.6904	0.6904	0.692	0.692	0.6904	0.6896	0.6912	0.688	0.6908	0.6896	0.6904	0.6908	0.6888	0.6896	0.6904	0.6884	0.688	0.688	0.6884	0.6896	0.6888	0.6896	0.6856	0.6864	0.6896	0.692	0.6876	0.686	0.688	0.6896	0.6868	0.6864	0.6876	0.688	0.6876	0.6856	0.6888	0.6884	0.6868	0.688	0.6844	0.686	0.6864	0.6868	0.6868	0.6856	0.6868	0.6852	0.6852	0.6856	0.6844	0.6836	0.682	0.684	0.6836	0.6836	0.6856	0.6836	0.6844	0.6816	0.68	0.6816	0.6796	0.68	0.6808	0.6808	0.6796	0.6796	0.678	0.68	0.678	0.6776	0.6812	0.6796	0.6808	0.6788	0.6772	0.6768	0.6752	0.678	0.6788	0.6752	0.6748	0.6728	0.6744	0.6744	0.6752	0.6764	0.6756	0.6744	0.6736	0.6748	0.6736	0.6748	0.6736	0.6752	0.6748	0.6748	0.6732	0.6708	0.6712	0.6692	0.6692	0.6688	0.6704	0.6704	0.6712	0.6712	0.6704	0.6692	0.6684	0.668	0.6692	0.666	0.6668	0.6668	0.666	0.6668	0.6684	0.6676	0.6652	0.6668	0.6636	0.6632	0.6636	0.6612	0.6632	0.6624	0.6612	0.662	0.6624	0.66	0.66	0.662	0.6612	0.662	0.6612	0.662	0.6612	0.6576	0.6568	0.6568	0.6556	0.6556	0.6564	0.6564	0.6544	0.6552	0.6564	0.652	0.6524	0.6512	0.6508	0.652	0.6528	0.652	0.6544	0.6524	0.6504	0.6492	0.6468	0.6456	0.646	0.646	0.6448	0.646	0.6444	0.6436	0.6432	0.6436	0.6424	0.6436	0.6432	0.644	0.6432	0.6396	0.64	0.64	0.6376	0.6368	0.6376	0.6376	0.638	0.6356	0.6352	0.6356	0.6352	0.6332	0.6324	0.6316	0.6332	0.6324	0.6312	0.6328	0.6312	0.63	0.6272	0.6248	0.6272	0.626	0.6264	0.6264	0.624	0.6228	0.6224	0.62	0.6236	0.6228	0.6212	0.6228	0.6212	0.6192	0.6188	0.6176	0.6168	0.6168	0.6168	0.6148	0.6168	0.6144	0.6156	0.6148	0.6112	0.6128	0.6132	0.6108	0.6084	0.608	0.606	0.6064	0.6056	0.606	0.604	0.604	0.6016	0.6	0.6004	0.598	0.6	0.6012	0.6004	0.6004	0.6	0.6012	0.5984	0.5968	0.5968	0.596	0.5968	0.5932	0.5912	0.5928	0.5904	0.588	0.588	0.5848	0.5864	0.5852	0.5852	0.5848	0.5828	0.584	0.5824	0.582	0.582	0.5796	0.5772	0.578	0.576	0.5752	0.5756	0.5752	0.574	0.5728	0.5716	0.5688	0.5704	0.5692	0.5684	0.568	0.564	0.564	0.5644	0.5648	0.5628	0.5596	0.5604	0.558	0.556	0.5576	0.5572	0.5584	0.5572	0.5548	0.554	0.552	0.5528	0.552	0.5512	0.5488	0.5468	0.5468	0.5452	0.546	0.5444	0.544	0.542	0.5416	0.5396	0.5388	0.5404	0.5376	0.5364	0.5376	0.5328	0.5336	0.5316	0.5312	0.5292	0.5268	0.5288	0.5272	0.5272	0.526	0.5216	0.5204	0.522	0.5216	0.5196	0.5204	0.5156	0.5184	0.5164	0.5132	0.5112	0.51	0.5092	0.5128	0.5128	0.5052	0.5072	0.504	0.5052	0.5064	0.5024	0.5048	0.5008	0.4996	0.4984	0.498	0.4976	0.498	0.496	0.4916	0.4936	0.494	0.49	0.4872	0.4884	0.4868	0.4848	0.484	0.4828	0.4828	0.4832	0.482	0.4808	0.4812	0.476	0.4776	0.4764	0.476	0.4744	0.472	0.4716	0.4708	0.4692	0.4656	0.4656	0.4676	0.4628	0.4652	0.462	0.4588	0.4576	0.4568	0.4564	0.4568	0.4568	0.4568	0.452	0.452	0.4488	0.4496	0.448	0.45	0.446	0.4448	0.4424	0.442	0.4428	0.442	0.4388	0.436	0.4376	0.4344	0.4332	0.4356	0.4312	0.4316	0.4304	0.4288	0.4288	0.4268	0.4268	0.4244	0.4232	0.42	0.418	0.4168	0.418	0.416	0.4156	0.4136	0.412	0.4116	0.4104	0.4076	0.406	0.4068	0.4056	0.4028	0.4012	0.4012	0.4008	0.4008	0.4004	0.3964	0.3972	0.3944	0.3956	0.392	0.394	0.392	0.3896	0.3896	0.384	0.3832	0.3832	0.3824	0.3804	0.378	0.3752	0.3752	0.3752	0.3728	0.3724	0.3736	0.3728	0.3704	0.3696	0.3652	0.3664	0.3648	0.3656	0.3628	0.3612	0.3596	0.3596	0.3584	0.3572	0.3572	0.3536	0.3548	0.3536	0.3504	0.3476	0.348	0.3452	0.3452	0.3416	0.3428	0.3408	0.3408	0.3384	0.3368	0.3368	0.334	0.3324	0.3304	0.3316	0.3308	0.3296	0.328	0.3264	0.3256	0.326	0.3256	0.322	0.3216	0.3208	0.3188	0.3172	0.3168	0.3148	0.3144	0.3132	0.3104	0.3112	0.3076	0.31	0.3076	0.306	0.3064	0.3028	0.3016	0.3016	0.2996	0.2972	0.2968	0.2956	0.2952	0.292	0.2928	0.2924	0.2924	0.2888	0.2868	0.286	0.2844	0.2856	0.282	0.2824	0.2808	0.2796	0.2792	0.2756	0.2736	0.2748	0.2748	0.2736	0.2708	0.2704	0.2688	0.268	0.2676	0.2652	0.264	0.2616	0.262	0.26	0.2596	0.2576	0.2572	0.2552	0.2528	0.2532	0.2536	0.2512	0.2504	0.2492	0.2492	0.248	0.2448	0.2436	0.2412	0.2412	0.2396	0.238	0.2376	0.236	0.2352	0.236	0.2352	0.2328	0.2308	0.23	0.2292	0.2284	0.2292];
P2 = [0.913	0.918	0.912	0.918	0.92	0.914	0.918	0.912	0.919	0.91	0.919	0.915	0.914	0.918	0.914	0.918	0.909	0.919	0.914	0.918	0.918	0.914	0.918	0.912	0.915	0.916	0.916	0.921	0.914	0.92	0.913	0.915	0.915	0.919	0.919	0.916	0.918	0.912	0.918	0.913	0.918	0.912	0.915	0.921	0.916	0.916	0.914	0.92	0.909	0.914	0.913	0.916	0.919	0.915	0.919	0.914	0.919	0.912	0.918	0.915	0.918	0.916	0.916	0.923	0.914	0.916	0.914	0.921	0.912	0.918	0.92	0.919	0.921	0.914	0.919	0.912	0.914	0.91	0.92	0.916	0.916	0.919	0.916	0.918	0.909	0.92	0.913	0.92	0.916	0.916	0.923	0.915	0.915	0.915	0.923	0.912	0.919	0.916	0.92	0.921	0.915	0.918	0.918	0.914	0.919	0.914	0.916	0.913	0.926	0.912	0.918	0.918	0.919	0.92	0.916	0.919	0.914	0.921	0.912	0.92	0.915	0.915	0.92	0.916	0.919	0.916	0.916	0.914	0.921	0.914	0.918	0.923	0.915	0.919	0.914	0.92	0.914	0.92	0.914	0.921	0.92	0.918	0.92	0.916	0.921	0.913	0.923	0.914	0.921	0.914	0.918	0.924	0.918	0.92	0.915	0.921	0.915	0.916	0.915	0.921	0.92	0.913	0.919	0.915	0.921	0.914	0.921	0.915	0.921	0.918	0.921	0.923	0.915	0.918	0.914	0.923	0.914	0.92	0.916	0.92	0.926	0.918	0.923	0.918	0.92	0.913	0.921	0.915	0.923	0.92	0.918	0.925	0.914	0.92	0.918	0.921	0.918	0.924	0.92	0.92	0.92	0.914	0.921	0.916	0.92	0.915	0.92	0.918	0.92	0.924	0.923	0.925	0.916	0.92	0.914	0.921	0.914	0.918	0.924	0.921	0.925	0.916	0.92	0.916	0.923	0.914	0.923	0.916	0.918	0.92	0.919	0.924	0.914	0.921	0.918	0.921	0.916	0.918	0.926	0.919	0.923	0.918	0.923	0.915	0.919	0.915	0.923	0.923	0.918	0.923	0.918	0.921	0.913	0.925	0.916	0.923	0.919	0.921	0.926	0.915	0.92	0.919	0.926	0.915	0.923	0.919	0.924	0.926	0.919	0.925	0.923	0.923	0.918	0.926	0.916	0.924	0.924	0.923	0.926	0.916	0.923	0.916	0.921	0.916	0.923	0.925	0.921	0.925	0.92	0.923	0.916	0.925	0.916	0.925	0.923	0.92	0.929	0.919	0.923	0.918	0.926	0.923	0.924	0.919	0.925	0.925	0.921	0.925	0.919	0.925	0.916	0.926	0.92	0.923	0.926	0.925	0.93	0.921	0.926	0.918	0.927	0.92	0.924	0.926	0.927	0.927	0.919	0.926	0.921	0.924	0.919	0.929	0.925	0.923	0.929	0.921	0.93	0.919	0.925	0.921	0.93	0.921	0.925	0.927	0.927	0.931	0.923	0.929	0.921	0.927	0.921	0.93	0.93	0.925	0.927	0.925	0.93	0.925	0.926	0.929	0.923	0.927	0.92	0.932	0.921	0.925	0.92	0.927	0.93	0.926	0.93	0.924	0.931	0.919	0.927	0.926	0.93	0.929	0.929	0.936	0.925	0.929	0.923	0.932	0.926	0.931	0.924	0.932	0.935	0.925	0.934	0.925	0.931	0.925	0.935	0.926	0.931	0.935	0.93	0.936	0.926	0.935	0.929	0.934	0.926	0.932	0.934	0.932	0.936	0.927	0.936	0.926	0.931	0.927	0.936	0.934	0.934	0.941	0.934	0.935	0.925	0.94	0.929	0.934	0.929	0.936	0.938	0.93	0.934	0.931	0.937	0.927	0.938	0.93	0.936	0.93	0.931	0.942	0.934	0.936	0.929	0.94	0.929	0.937	0.934	0.94	0.946	0.937	0.941	0.935	0.941	0.931	0.941	0.935	0.941	0.935	0.941	0.947	0.936	0.942	0.931	0.946	0.931	0.942	0.938	0.943	0.945	0.935	0.946	0.932	0.943	0.931	0.942	0.937	0.942	0.943	0.943	0.948	0.934	0.943	0.937	0.946	0.935	0.945	0.942	0.942	0.945	0.94	0.948	0.938	0.947	0.936	0.948	0.94	0.942	0.946	0.945	0.952	0.937	0.949	0.938	0.946	0.937	0.951	0.943	0.948	0.952	0.94	0.957	0.938	0.947	0.94	0.951	0.94	0.948	0.946	0.949	0.956	0.945	0.953	0.942	0.953	0.941	0.951	0.946	0.952	0.953	0.948	0.959	0.94	0.952	0.941	0.956	0.943	0.954	0.952	0.956	0.959	0.947	0.958	0.947	0.958	0.942	0.959	0.947	0.953	0.952	0.953	0.962	0.945	0.958	0.947	0.954	0.945	0.96	0.951	0.957	0.963	0.953	0.962	0.947	0.959	0.948	0.965	0.949	0.959	0.959	0.958	0.964	0.951	0.967	0.951	0.965	0.951	0.962	0.953	0.964	0.954	0.958	0.971	0.956	0.965	0.949	0.968	0.951	0.965	0.957	0.967	0.957	0.958	0.969	0.957	0.965	0.949	0.969	0.956	0.968	0.957	0.965	0.965	0.958	0.973	0.956	0.97	0.954	0.969	0.96	0.963	0.969	0.958	0.97	0.96	0.968	0.973	0.96	0.978	0.959	0.973	0.956	0.97	0.959	0.97	0.963	0.969	0.973	0.96	0.975	0.962	0.979	0.959	0.973	0.96	0.976	0.964	0.97	0.969	0.969	0.982	0.962	0.98	0.963	0.98	0.963	0.974	0.97	0.975	0.965	0.97	0.979	0.969	0.984	0.963	0.982	0.967	0.975	0.968	0.976	0.97	0.976	0.973	0.969	0.986	0.965	0.982	0.969	0.98	0.969	0.979	0.971	0.975	0.973	0.973	0.986	0.968	0.985	0.969	0.985	0.968	0.976	0.978	0.968	0.99	0.97	0.985	0.968	0.982	0.97	0.982	0.973	0.98	0.976	0.979	0.979	0.976	0.986	0.974	0.993	0.973	0.989	0.97	0.989	0.975	0.981	0.975	0.985	0.98	0.979	0.992	0.973	0.992	0.975	0.985	0.982	0.98	0.99	0.971	0.997	0.974	0.99	0.976	0.991	0.976	0.982	0.981	0.98	0.99	0.973	1.002	0.976	0.993	0.98	0.992	0.98	0.984	0.981	0.986	0.985	0.98	0.995	0.978	1.002	0.976	0.998	0.984	0.993	0.981	0.99	0.986	0.982	0.984	0.981	0.997	0.979	1	0.979	1	0.979	0.996	0.984	0.992	0.985	0.986	0.991	0.981	0.998	0.982	1.009	0.982	1.001	0.984	1	0.985	0.989	0.99	0.99	0.989	0.984	0.996	0.981	1.007	0.981	1.01	0.986	1.001	0.987	0.998	0.987	0.99	0.99	0.986	0.995	0.985	0.998	0.982	1.01	0.985	1.006	0.992	1.003	0.986	0.993	0.987];
P3 = [1.396	1.39	1.396	1.392	1.389	1.392	1.393	1.391	1.393	1.402	1.387	1.395	1.393	1.395	1.391	1.396	1.401	1.39	1.396	1.392	1.389	1.4	1.392	1.402	1.395	1.402	1.391	1.4	1.398	1.392	1.404	1.398	1.401	1.391	1.396	1.397	1.397	1.403	1.396	1.401	1.396	1.404	1.397	1.39	1.396	1.4	1.402	1.397	1.401	1.4	1.403	1.395	1.396	1.401	1.4	1.398	1.403	1.404	1.396	1.404	1.402	1.402	1.397	1.397	1.403	1.402	1.406	1.401	1.407	1.401	1.406	1.401	1.401	1.404	1.398	1.406	1.406	1.411	1.397	1.407	1.406	1.4	1.401	1.408	1.411	1.403	1.406	1.402	1.413	1.401	1.403	1.408	1.407	1.406	1.404	1.412	1.409	1.411	1.408	1.409	1.409	1.407	1.411	1.408	1.406	1.406	1.409	1.411	1.408	1.414	1.407	1.419	1.407	1.401	1.414	1.409	1.408	1.413	1.42	1.408	1.414	1.412	1.413	1.409	1.414	1.419	1.415	1.415	1.411	1.422	1.412	1.409	1.415	1.418	1.419	1.411	1.417	1.417	1.422	1.414	1.42	1.42	1.415	1.415	1.418	1.423	1.423	1.423	1.418	1.426	1.418	1.418	1.417	1.424	1.426	1.418	1.43	1.423	1.428	1.415	1.422	1.424	1.423	1.422	1.419	1.43	1.428	1.429	1.423	1.435	1.428	1.419	1.428	1.429	1.429	1.425	1.431	1.428	1.439	1.422	1.429	1.43	1.433	1.431	1.43	1.441	1.431	1.434	1.431	1.436	1.431	1.431	1.436	1.439	1.435	1.433	1.442	1.434	1.441	1.431	1.434	1.441	1.43	1.439	1.437	1.446	1.435	1.444	1.44	1.439	1.437	1.439	1.442	1.441	1.445	1.442	1.448	1.441	1.45	1.439	1.445	1.447	1.45	1.445	1.44	1.456	1.446	1.452	1.452	1.448	1.448	1.448	1.453	1.453	1.455	1.45	1.465	1.452	1.455	1.45	1.462	1.458	1.452	1.462	1.459	1.467	1.451	1.463	1.467	1.458	1.462	1.464	1.468	1.465	1.467	1.461	1.475	1.464	1.461	1.468	1.47	1.47	1.464	1.473	1.473	1.475	1.469	1.473	1.472	1.478	1.478	1.478	1.486	1.475	1.484	1.478	1.481	1.478	1.48	1.487	1.483	1.487	1.483	1.497	1.481	1.489	1.486	1.487	1.491	1.489	1.498	1.494	1.497	1.484	1.501	1.496	1.492	1.495	1.5	1.503	1.498	1.508	1.503	1.513	1.498	1.505	1.509	1.512	1.506	1.509	1.522	1.506	1.522	1.511	1.516	1.512	1.512	1.523	1.519	1.523	1.519	1.531	1.518	1.529	1.519	1.524	1.529	1.528	1.529	1.531	1.541	1.529	1.538	1.531	1.54	1.531	1.539	1.541	1.538	1.547	1.542	1.556	1.547	1.547	1.538	1.544	1.55	1.553	1.555	1.557	1.563	1.549	1.564	1.561	1.566	1.568	1.556	1.577	1.568	1.567	1.564	1.573	1.575	1.569	1.581	1.574	1.591	1.573	1.584	1.586	1.585	1.585	1.588	1.599	1.591	1.6	1.589	1.603	1.592	1.594	1.599	1.602	1.611	1.603	1.614	1.605	1.619	1.607	1.613	1.617	1.618	1.618	1.624	1.635	1.619	1.636	1.629	1.634	1.63	1.638	1.643	1.641	1.647	1.636	1.661	1.646	1.655	1.646	1.658	1.656	1.656	1.668	1.666	1.676	1.652	1.684	1.673	1.669	1.677	1.679	1.688	1.679	1.694	1.685	1.704	1.68	1.695	1.696	1.706	1.701	1.702	1.718	1.707	1.723	1.707	1.734	1.713	1.719	1.722	1.727	1.737	1.733	1.748	1.732	1.754	1.732	1.748	1.751	1.759	1.756	1.757	1.768	1.761	1.782	1.757	1.789	1.771	1.774	1.777	1.789	1.793	1.782	1.809	1.793	1.816	1.791	1.806	1.806	1.81	1.813	1.824	1.837	1.812	1.843	1.821	1.839	1.833	1.845	1.85	1.843	1.857	1.848	1.875	1.851	1.881	1.856	1.873	1.873	1.879	1.882	1.887	1.904	1.886	1.915	1.897	1.917	1.893	1.907	1.915	1.922	1.929	1.92	1.951	1.925	1.956	1.929	1.958	1.948	1.955	1.961	1.967	1.977	1.959	1.989	1.966	1.998	1.97	1.983	1.991	1.995	2.002	2.006	2.03	2.009	2.039	2.01	2.036	2.02	2.036	2.048	2.05	2.066	2.034	2.076	2.049	2.092	2.056	2.076	2.078	2.082	2.086	2.091	2.111	2.087	2.12	2.099	2.139	2.1	2.12	2.126	2.125	2.146	2.13	2.17	2.136	2.168	2.15	2.166	2.16	2.17	2.192	2.191	2.198	2.177	2.221	2.185	2.227	2.194	2.221	2.224	2.226	2.232	2.237	2.262	2.237	2.271	2.247	2.29	2.251	2.253	2.27	2.286	2.293	2.288	2.314	2.297	2.329	2.287	2.346	2.31	2.325	2.324	2.337	2.348	2.339	2.364	2.358	2.393	2.347	2.396	2.362	2.389	2.389	2.398	2.418	2.395	2.43	2.402	2.426	2.435	2.422	2.469	2.413	2.468	2.44	2.459	2.467	2.479	2.491	2.472	2.497	2.467	2.528	2.475	2.533	2.498	2.529	2.523	2.524	2.545	2.539	2.566	2.529	2.581	2.538	2.592	2.552	2.566	2.581	2.594	2.596	2.597	2.613	2.59	2.638	2.599	2.658	2.608	2.644	2.629	2.66	2.651	2.667	2.673	2.668	2.706	2.66	2.712	2.668	2.743	2.68	2.691	2.715	2.728	2.722	2.723	2.763	2.737	2.781	2.726	2.8	2.754	2.765	2.782	2.778	2.785	2.788	2.842	2.778	2.837	2.809	2.833	2.829	2.831	2.851	2.833	2.87	2.851	2.906	2.835	2.911	2.851	2.936	2.883	2.909	2.887	2.923	2.912	2.937	2.933	2.925	2.962	2.926	2.973	2.92	3.005	2.94	2.955	2.987	2.975	3.032	2.976	3.047	2.962	3.054	3.019	3.026	3.031	3.05	3.056	3.023	3.089	3.038	3.098	3.042	3.11	3.085	3.078	3.108	3.116	3.119	3.113	3.143	3.102	3.171	3.097	3.186	3.146	3.177	3.139	3.199	3.179	3.174	3.198	3.191	3.224	3.174	3.251	3.193	3.275	3.197	3.241	3.232	3.259	3.254	3.259	3.284	3.257	3.292	3.258	3.337	3.255	3.346	3.282	3.337	3.318	3.313	3.337	3.367	3.343	3.348	3.38	3.348	3.408	3.326	3.437	3.356	3.448	3.374	3.417	3.407	3.415	3.413	3.436	3.461	3.414	3.475	3.415	3.527	3.412	3.524	3.462	3.524	3.473	3.498	3.5	3.534	3.511	3.523	3.557	3.505	3.584];
%P3_P2 = [0.483	0.472	0.484	0.474	0.469	0.478	0.475	0.479	0.474	0.492	0.468	0.48	0.479	0.477	0.477	0.478	0.492	0.471	0.482	0.474	0.471	0.486	0.474	0.49	0.48	0.486	0.475	0.479	0.484	0.472	0.491	0.483	0.486	0.472	0.477	0.481	0.479	0.491	0.478	0.488	0.478	0.492	0.482	0.469	0.48	0.484	0.488	0.477	0.492	0.486	0.49	0.479	0.477	0.486	0.481	0.484	0.484	0.492	0.478	0.489	0.484	0.486	0.481	0.474	0.489	0.486	0.492	0.48	0.495	0.483	0.486	0.482	0.48	0.49	0.479	0.494	0.492	0.501	0.477	0.491	0.49	0.481	0.485	0.49	0.502	0.483	0.493	0.482	0.497	0.485	0.48	0.493	0.492	0.491	0.481	0.5	0.49	0.495	0.488	0.488	0.494	0.489	0.493	0.494	0.487	0.492	0.493	0.498	0.482	0.502	0.489	0.501	0.488	0.481	0.498	0.49	0.494	0.492	0.508	0.488	0.499	0.497	0.493	0.493	0.495	0.503	0.499	0.501	0.49	0.508	0.494	0.486	0.5	0.499	0.505	0.491	0.503	0.497	0.508	0.493	0.5	0.502	0.495	0.499	0.497	0.51	0.5	0.509	0.497	0.512	0.5	0.494	0.499	0.504	0.511	0.497	0.515	0.507	0.513	0.494	0.502	0.511	0.504	0.507	0.498	0.516	0.507	0.514	0.502	0.517	0.507	0.496	0.513	0.511	0.515	0.502	0.517	0.508	0.523	0.502	0.503	0.512	0.51	0.513	0.51	0.528	0.51	0.519	0.508	0.516	0.513	0.506	0.522	0.519	0.517	0.512	0.524	0.51	0.521	0.511	0.514	0.527	0.509	0.523	0.517	0.531	0.515	0.526	0.52	0.515	0.514	0.514	0.526	0.521	0.531	0.521	0.534	0.523	0.526	0.518	0.52	0.531	0.53	0.529	0.517	0.542	0.523	0.536	0.534	0.528	0.529	0.524	0.539	0.532	0.537	0.529	0.549	0.534	0.529	0.531	0.539	0.54	0.529	0.547	0.54	0.552	0.528	0.54	0.549	0.535	0.544	0.543	0.555	0.54	0.551	0.538	0.556	0.543	0.535	0.553	0.55	0.551	0.538	0.558	0.55	0.556	0.545	0.547	0.553	0.553	0.555	0.555	0.568	0.549	0.568	0.554	0.557	0.555	0.554	0.571	0.56	0.571	0.562	0.581	0.558	0.564	0.565	0.562	0.571	0.566	0.582	0.569	0.581	0.559	0.578	0.576	0.563	0.576	0.577	0.585	0.572	0.585	0.579	0.594	0.573	0.58	0.588	0.587	0.587	0.584	0.606	0.58	0.602	0.588	0.59	0.587	0.582	0.602	0.593	0.605	0.592	0.611	0.594	0.603	0.592	0.597	0.61	0.602	0.608	0.607	0.622	0.6	0.613	0.608	0.611	0.61	0.609	0.622	0.613	0.626	0.612	0.635	0.622	0.62	0.611	0.613	0.627	0.624	0.634	0.63	0.642	0.619	0.634	0.636	0.639	0.643	0.626	0.652	0.642	0.638	0.641	0.646	0.655	0.637	0.66	0.649	0.671	0.646	0.654	0.66	0.655	0.661	0.657	0.68	0.664	0.674	0.659	0.674	0.663	0.658	0.674	0.673	0.688	0.671	0.688	0.674	0.695	0.675	0.678	0.692	0.684	0.693	0.693	0.71	0.684	0.71	0.698	0.699	0.7	0.702	0.717	0.706	0.718	0.702	0.735	0.714	0.721	0.714	0.722	0.729	0.72	0.742	0.735	0.749	0.716	0.75	0.739	0.728	0.743	0.744	0.763	0.739	0.765	0.751	0.775	0.744	0.757	0.766	0.772	0.77	0.765	0.791	0.769	0.793	0.771	0.804	0.782	0.777	0.788	0.791	0.808	0.793	0.819	0.795	0.82	0.792	0.802	0.814	0.818	0.821	0.816	0.837	0.82	0.847	0.816	0.854	0.83	0.827	0.841	0.847	0.862	0.836	0.878	0.851	0.878	0.848	0.861	0.871	0.864	0.881	0.881	0.906	0.87	0.906	0.879	0.896	0.89	0.897	0.916	0.9	0.92	0.902	0.94	0.906	0.939	0.914	0.928	0.933	0.931	0.944	0.94	0.968	0.938	0.975	0.955	0.971	0.948	0.955	0.978	0.973	0.991	0.974	1.014	0.974	1.013	0.981	1.006	1.008	0.998	1.023	1.02	1.037	1.008	1.049	1.018	1.052	1.021	1.027	1.046	1.042	1.06	1.053	1.089	1.058	1.093	1.058	1.083	1.072	1.077	1.108	1.098	1.125	1.078	1.133	1.095	1.14	1.1	1.117	1.131	1.124	1.139	1.133	1.169	1.128	1.173	1.146	1.187	1.147	1.158	1.181	1.167	1.199	1.176	1.225	1.176	1.217	1.193	1.203	1.207	1.208	1.245	1.232	1.25	1.212	1.272	1.226	1.268	1.236	1.257	1.273	1.259	1.281	1.272	1.311	1.275	1.318	1.283	1.336	1.293	1.282	1.314	1.321	1.344	1.32	1.363	1.332	1.372	1.32	1.389	1.352	1.356	1.367	1.372	1.399	1.37	1.408	1.39	1.436	1.382	1.431	1.404	1.416	1.433	1.428	1.464	1.426	1.47	1.439	1.457	1.477	1.452	1.509	1.445	1.495	1.48	1.481	1.508	1.506	1.535	1.502	1.538	1.497	1.565	1.506	1.56	1.538	1.554	1.561	1.545	1.586	1.566	1.606	1.553	1.617	1.568	1.623	1.583	1.584	1.619	1.614	1.633	1.617	1.65	1.616	1.668	1.624	1.693	1.638	1.665	1.66	1.676	1.688	1.685	1.706	1.693	1.738	1.684	1.742	1.692	1.77	1.711	1.705	1.75	1.746	1.753	1.743	1.794	1.758	1.81	1.751	1.827	1.781	1.779	1.814	1.793	1.816	1.803	1.874	1.802	1.859	1.841	1.843	1.859	1.846	1.883	1.851	1.9	1.869	1.933	1.855	1.935	1.872	1.957	1.907	1.923	1.913	1.93	1.939	1.948	1.963	1.936	1.987	1.945	1.998	1.935	2.025	1.961	1.963	2.014	1.983	2.057	1.991	2.065	1.982	2.064	2.048	2.029	2.057	2.06	2.08	2.032	2.113	2.056	2.117	2.062	2.12	2.112	2.076	2.132	2.123	2.139	2.121	2.163	2.118	2.19	2.111	2.201	2.166	2.182	2.161	2.197	2.203	2.176	2.214	2.198	2.243	2.184	2.265	2.211	2.291	2.216	2.244	2.253	2.259	2.275	2.259	2.305	2.261	2.308	2.266	2.352	2.269	2.355	2.301	2.339	2.336	2.304	2.355	2.366	2.359	2.348	2.395	2.359	2.418	2.336	2.448	2.372	2.452	2.393	2.41	2.426	2.405	2.427	2.435	2.474	2.416	2.488	2.425	2.537	2.426	2.529	2.477	2.526	2.491	2.488	2.515	2.528	2.519	2.52	2.571	2.512	2.597];
t = [0	0.2	0.4	0.6	0.8	1	1.2	1.4	1.6	1.8	2	2.2	2.4	2.6	2.8	3	3.2	3.4	3.6	3.8	4	4.2	4.4	4.6	4.8	5	5.2	5.4	5.6	5.8	6	6.2	6.4	6.6	6.8	7	7.2	7.4	7.6	7.8	8	8.2	8.4	8.6	8.8	9	9.2	9.4	9.6	9.8	10	10.2	10.4	10.6	10.8	11	11.2	11.4	11.6	11.8	12	12.2	12.4	12.6	12.8	13	13.2	13.4	13.6	13.8	14	14.2	14.4	14.6	14.8	15	15.2	15.4	15.6	15.8	16	16.2	16.4	16.6	16.8	17	17.2	17.4	17.6	17.8	18	18.2	18.4	18.6	18.8	19	19.2	19.4	19.6	19.8	20	20.2	20.4	20.6	20.8	21	21.2	21.4	21.6	21.8	22	22.2	22.4	22.6	22.8	23	23.2	23.4	23.6	23.8	24	24.2	24.4	24.6	24.8	25	25.2	25.4	25.6	25.8	26	26.2	26.4	26.6	26.8	27	27.2	27.4	27.6	27.8	28	28.2	28.4	28.6	28.8	29	29.2	29.4	29.6	29.8	30	30.2	30.4	30.6	30.8	31	31.2	31.4	31.6	31.8	32	32.2	32.4	32.6	32.8	33	33.2	33.4	33.6	33.8	34	34.2	34.4	34.6	34.8	35	35.2	35.4	35.6	35.8	36	36.2	36.4	36.6	36.8	37	37.2	37.4	37.6	37.8	38	38.2	38.4	38.6	38.8	39	39.2	39.4	39.6	39.8	40	40.2	40.4	40.6	40.8	41	41.2	41.4	41.6	41.8	42	42.2	42.4	42.6	42.8	43	43.2	43.4	43.6	43.8	44	44.2	44.4	44.6	44.8	45	45.2	45.4	45.6	45.8	46	46.2	46.4	46.6	46.8	47	47.2	47.4	47.6	47.8	48	48.2	48.4	48.6	48.8	49	49.2	49.4	49.6	49.8	50	50.2	50.4	50.6	50.8	51	51.2	51.4	51.6	51.8	52	52.2	52.4	52.6	52.8	53	53.2	53.4	53.6	53.8	54	54.2	54.4	54.6	54.8	55	55.2	55.4	55.6	55.8	56	56.2	56.4	56.6	56.8	57	57.2	57.4	57.6	57.8	58	58.2	58.4	58.6	58.8	59	59.2	59.4	59.6	59.8	60	60.2	60.4	60.6	60.8	61	61.2	61.4	61.6	61.8	62	62.2	62.4	62.6	62.8	63	63.2	63.4	63.6	63.8	64	64.2	64.4	64.6	64.8	65	65.2	65.4	65.6	65.8	66	66.2	66.4	66.6	66.8	67	67.2	67.4	67.6	67.8	68	68.2	68.4	68.6	68.8	69	69.2	69.4	69.6	69.8	70	70.2	70.4	70.6	70.8	71	71.2	71.4	71.6	71.8	72	72.2	72.4	72.6	72.8	73	73.2	73.4	73.6	73.8	74	74.2	74.4	74.6	74.8	75	75.2	75.4	75.6	75.8	76	76.2	76.4	76.6	76.8	77	77.2	77.4	77.6	77.8	78	78.2	78.4	78.6	78.8	79	79.2	79.4	79.6	79.8	80	80.2	80.4	80.6	80.8	81	81.2	81.4	81.6	81.8	82	82.2	82.4	82.6	82.8	83	83.2	83.4	83.6	83.8	84	84.2	84.4	84.6	84.8	85	85.2	85.4	85.6	85.8	86	86.2	86.4	86.6	86.8	87	87.2	87.4	87.6	87.8	88	88.2	88.4	88.6	88.8	89	89.2	89.4	89.6	89.8	90	90.2	90.4	90.6	90.8	91	91.2	91.4	91.6	91.8	92	92.2	92.4	92.6	92.8	93	93.2	93.4	93.6	93.8	94	94.2	94.4	94.6	94.8	95	95.2	95.4	95.6	95.8	96	96.2	96.4	96.6	96.8	97	97.2	97.4	97.6	97.8	98	98.2	98.4	98.6	98.8	99	99.2	99.4	99.6	99.8	100	100.2	100.4	100.6	100.8	101	101.2	101.4	101.6	101.8	102	102.2	102.4	102.6	102.8	103	103.2	103.4	103.6	103.8	104	104.2	104.4	104.6	104.8	105	105.2	105.4	105.6	105.8	106	106.2	106.4	106.6	106.8	107	107.2	107.4	107.6	107.8	108	108.2	108.4	108.6	108.8	109	109.2	109.4	109.6	109.8	110	110.2	110.4	110.6	110.8	111	111.2	111.4	111.6	111.8	112	112.2	112.4	112.6	112.8	113	113.2	113.4	113.6	113.8	114	114.2	114.4	114.6	114.8	115	115.2	115.4	115.6	115.8	116	116.2	116.4	116.6	116.8	117	117.2	117.4	117.6	117.8	118	118.2	118.4	118.6	118.8	119	119.2	119.4	119.6	119.8	120	120.2	120.4	120.6	120.8	121	121.2	121.4	121.6	121.8	122	122.2	122.4	122.6	122.8	123	123.2	123.4	123.6	123.8	124	124.2	124.4	124.6	124.8	125	125.2	125.4	125.6	125.8	126	126.2	126.4	126.6	126.8	127	127.2	127.4	127.6	127.8	128	128.2	128.4	128.6	128.8	129	129.2	129.4	129.6	129.8	130	130.2	130.4	130.6	130.8	131	131.2	131.4	131.6	131.8	132	132.2	132.4	132.6	132.8	133	133.2	133.4	133.6	133.8	134	134.2	134.4	134.6	134.8	135	135.2	135.4	135.6	135.8	136	136.2	136.4	136.6	136.8	137	137.2	137.4	137.6	137.8	138	138.2	138.4	138.6	138.8	139	139.2	139.4	139.6	139.8	140	140.2	140.4	140.6	140.8	141	141.2	141.4	141.6	141.8	142	142.2	142.4	142.6	142.8	143	143.2	143.4	143.6	143.8	144	144.2	144.4	144.6	144.8	145	145.2	145.4	145.6	145.8	146	146.2	146.4	146.6	146.8	147	147.2	147.4	147.6	147.8	148	148.2	148.4	148.6	148.8	149	149.2	149.4	149.6	149.8	150	150.2	150.4	150.6	150.8	151	151.2	151.4	151.6	151.8	152	152.2	152.4	152.6	152.8	153	153.2	153.4	153.6	153.8	154	154.2	154.4	154.6	154.8	155	155.2	155.4	155.6	155.8	156	156.2	156.4	156.6	156.8	157	157.2	157.4	157.6	157.8	158	158.2	158.4	158.6	158.8	159	159.2	159.4	159.6	159.8	160	160.2];

P3_P2 = zeros(1,802,3);
P3_P2(:,:,1) = [0.483	0.472	0.484	0.474	0.469	0.478	0.475	0.479	0.474	0.492	0.468	0.48	0.479	0.477	0.477	0.478	0.492	0.471	0.482	0.474	0.471	0.486	0.474	0.49	0.48	0.486	0.475	0.479	0.484	0.472	0.491	0.483	0.486	0.472	0.477	0.481	0.479	0.491	0.478	0.488	0.478	0.492	0.482	0.469	0.48	0.484	0.488	0.477	0.492	0.486	0.49	0.479	0.477	0.486	0.481	0.484	0.484	0.492	0.478	0.489	0.484	0.486	0.481	0.474	0.489	0.486	0.492	0.48	0.495	0.483	0.486	0.482	0.48	0.49	0.479	0.494	0.492	0.501	0.477	0.491	0.49	0.481	0.485	0.49	0.502	0.483	0.493	0.482	0.497	0.485	0.48	0.493	0.492	0.491	0.481	0.5	0.49	0.495	0.488	0.488	0.494	0.489	0.493	0.494	0.487	0.492	0.493	0.498	0.482	0.502	0.489	0.501	0.488	0.481	0.498	0.49	0.494	0.492	0.508	0.488	0.499	0.497	0.493	0.493	0.495	0.503	0.499	0.501	0.49	0.508	0.494	0.486	0.5	0.499	0.505	0.491	0.503	0.497	0.508	0.493	0.5	0.502	0.495	0.499	0.497	0.51	0.5	0.509	0.497	0.512	0.5	0.494	0.499	0.504	0.511	0.497	0.515	0.507	0.513	0.494	0.502	0.511	0.504	0.507	0.498	0.516	0.507	0.514	0.502	0.517	0.507	0.496	0.513	0.511	0.515	0.502	0.517	0.508	0.523	0.502	0.503	0.512	0.51	0.513	0.51	0.528	0.51	0.519	0.508	0.516	0.513	0.506	0.522	0.519	0.517	0.512	0.524	0.51	0.521	0.511	0.514	0.527	0.509	0.523	0.517	0.531	0.515	0.526	0.52	0.515	0.514	0.514	0.526	0.521	0.531	0.521	0.534	0.523	0.526	0.518	0.52	0.531	0.53	0.529	0.517	0.542	0.523	0.536	0.534	0.528	0.529	0.524	0.539	0.532	0.537	0.529	0.549	0.534	0.529	0.531	0.539	0.54	0.529	0.547	0.54	0.552	0.528	0.54	0.549	0.535	0.544	0.543	0.555	0.54	0.551	0.538	0.556	0.543	0.535	0.553	0.55	0.551	0.538	0.558	0.55	0.556	0.545	0.547	0.553	0.553	0.555	0.555	0.568	0.549	0.568	0.554	0.557	0.555	0.554	0.571	0.56	0.571	0.562	0.581	0.558	0.564	0.565	0.562	0.571	0.566	0.582	0.569	0.581	0.559	0.578	0.576	0.563	0.576	0.577	0.585	0.572	0.585	0.579	0.594	0.573	0.58	0.588	0.587	0.587	0.584	0.606	0.58	0.602	0.588	0.59	0.587	0.582	0.602	0.593	0.605	0.592	0.611	0.594	0.603	0.592	0.597	0.61	0.602	0.608	0.607	0.622	0.6	0.613	0.608	0.611	0.61	0.609	0.622	0.613	0.626	0.612	0.635	0.622	0.62	0.611	0.613	0.627	0.624	0.634	0.63	0.642	0.619	0.634	0.636	0.639	0.643	0.626	0.652	0.642	0.638	0.641	0.646	0.655	0.637	0.66	0.649	0.671	0.646	0.654	0.66	0.655	0.661	0.657	0.68	0.664	0.674	0.659	0.674	0.663	0.658	0.674	0.673	0.688	0.671	0.688	0.674	0.695	0.675	0.678	0.692	0.684	0.693	0.693	0.71	0.684	0.71	0.698	0.699	0.7	0.702	0.717	0.706	0.718	0.702	0.735	0.714	0.721	0.714	0.722	0.729	0.72	0.742	0.735	0.749	0.716	0.75	0.739	0.728	0.743	0.744	0.763	0.739	0.765	0.751	0.775	0.744	0.757	0.766	0.772	0.77	0.765	0.791	0.769	0.793	0.771	0.804	0.782	0.777	0.788	0.791	0.808	0.793	0.819	0.795	0.82	0.792	0.802	0.814	0.818	0.821	0.816	0.837	0.82	0.847	0.816	0.854	0.83	0.827	0.841	0.847	0.862	0.836	0.878	0.851	0.878	0.848	0.861	0.871	0.864	0.881	0.881	0.906	0.87	0.906	0.879	0.896	0.89	0.897	0.916	0.9	0.92	0.902	0.94	0.906	0.939	0.914	0.928	0.933	0.931	0.944	0.94	0.968	0.938	0.975	0.955	0.971	0.948	0.955	0.978	0.973	0.991	0.974	1.014	0.974	1.013	0.981	1.006	1.008	0.998	1.023	1.02	1.037	1.008	1.049	1.018	1.052	1.021	1.027	1.046	1.042	1.06	1.053	1.089	1.058	1.093	1.058	1.083	1.072	1.077	1.108	1.098	1.125	1.078	1.133	1.095	1.14	1.1	1.117	1.131	1.124	1.139	1.133	1.169	1.128	1.173	1.146	1.187	1.147	1.158	1.181	1.167	1.199	1.176	1.225	1.176	1.217	1.193	1.203	1.207	1.208	1.245	1.232	1.25	1.212	1.272	1.226	1.268	1.236	1.257	1.273	1.259	1.281	1.272	1.311	1.275	1.318	1.283	1.336	1.293	1.282	1.314	1.321	1.344	1.32	1.363	1.332	1.372	1.32	1.389	1.352	1.356	1.367	1.372	1.399	1.37	1.408	1.39	1.436	1.382	1.431	1.404	1.416	1.433	1.428	1.464	1.426	1.47	1.439	1.457	1.477	1.452	1.509	1.445	1.495	1.48	1.481	1.508	1.506	1.535	1.502	1.538	1.497	1.565	1.506	1.56	1.538	1.554	1.561	1.545	1.586	1.566	1.606	1.553	1.617	1.568	1.623	1.583	1.584	1.619	1.614	1.633	1.617	1.65	1.616	1.668	1.624	1.693	1.638	1.665	1.66	1.676	1.688	1.685	1.706	1.693	1.738	1.684	1.742	1.692	1.77	1.711	1.705	1.75	1.746	1.753	1.743	1.794	1.758	1.81	1.751	1.827	1.781	1.779	1.814	1.793	1.816	1.803	1.874	1.802	1.859	1.841	1.843	1.859	1.846	1.883	1.851	1.9	1.869	1.933	1.855	1.935	1.872	1.957	1.907	1.923	1.913	1.93	1.939	1.948	1.963	1.936	1.987	1.945	1.998	1.935	2.025	1.961	1.963	2.014	1.983	2.057	1.991	2.065	1.982	2.064	2.048	2.029	2.057	2.06	2.08	2.032	2.113	2.056	2.117	2.062	2.12	2.112	2.076	2.132	2.123	2.139	2.121	2.163	2.118	2.19	2.111	2.201	2.166	2.182	2.161	2.197	2.203	2.176	2.214	2.198	2.243	2.184	2.265	2.211	2.291	2.216	2.244	2.253	2.259	2.275	2.259	2.305	2.261	2.308	2.266	2.352	2.269	2.355	2.301	2.339	2.336	2.304	2.355	2.366	2.359	2.348	2.395	2.359	2.418	2.336	2.448	2.372	2.452	2.393	2.41	2.426	2.405	2.427	2.435	2.474	2.416	2.488	2.425	2.537	2.426	2.529	2.477	2.526	2.491	2.488	2.515	2.528	2.519	2.52	2.571	2.512	2.597];
P3_P2(:,:,2) = [0.483	0.472	0.484	0.474	0.469	0.478	0.475	0.479	0.474	0.492	0.468	0.48	0.479	0.477	0.477	0.478	0.492	0.471	0.482	0.474	0.471	0.486	0.474	0.49	0.48	0.486	0.475	0.479	0.484	0.472	0.491	0.483	0.486	0.472	0.477	0.481	0.479	0.491	0.478	0.488	0.478	0.492	0.482	0.469	0.48	0.484	0.488	0.477	0.492	0.486	0.49	0.479	0.477	0.486	0.481	0.484	0.484	0.492	0.478	0.489	0.484	0.486	0.481	0.474	0.489	0.486	0.492	0.48	0.495	0.483	0.486	0.482	0.48	0.49	0.479	0.494	0.492	0.501	0.477	0.491	0.49	0.481	0.485	0.49	0.502	0.483	0.493	0.482	0.497	0.485	0.48	0.493	0.492	0.491	0.481	0.5	0.49	0.495	0.488	0.488	0.494	0.489	0.493	0.494	0.487	0.492	0.493	0.498	0.482	0.502	0.489	0.501	0.488	0.481	0.498	0.49	0.494	0.492	0.508	0.488	0.499	0.497	0.493	0.493	0.495	0.503	0.499	0.501	0.49	0.508	0.494	0.486	0.5	0.499	0.505	0.491	0.503	0.497	0.508	0.493	0.5	0.502	0.495	0.499	0.497	0.51	0.5	0.509	0.497	0.512	0.5	0.494	0.499	0.504	0.511	0.497	0.515	0.507	0.513	0.494	0.502	0.511	0.504	0.507	0.498	0.516	0.507	0.514	0.502	0.517	0.507	0.496	0.513	0.511	0.515	0.502	0.517	0.508	0.523	0.502	0.503	0.512	0.51	0.513	0.51	0.528	0.51	0.519	0.508	0.516	0.513	0.506	0.522	0.519	0.517	0.512	0.524	0.51	0.521	0.511	0.514	0.527	0.509	0.523	0.517	0.531	0.515	0.526	0.52	0.515	0.514	0.514	0.526	0.521	0.531	0.521	0.534	0.523	0.526	0.518	0.52	0.531	0.53	0.529	0.517	0.542	0.523	0.536	0.534	0.528	0.529	0.524	0.539	0.532	0.537	0.529	0.549	0.534	0.529	0.531	0.539	0.54	0.529	0.547	0.54	0.552	0.528	0.54	0.549	0.535	0.544	0.543	0.555	0.54	0.551	0.538	0.556	0.543	0.535	0.553	0.55	0.551	0.538	0.558	0.55	0.556	0.545	0.547	0.553	0.553	0.555	0.555	0.568	0.549	0.568	0.554	0.557	0.555	0.554	0.571	0.56	0.571	0.562	0.581	0.558	0.564	0.565	0.562	0.571	0.566	0.582	0.569	0.581	0.559	0.578	0.576	0.563	0.576	0.577	0.585	0.572	0.585	0.579	0.594	0.573	0.58	0.588	0.587	0.587	0.584	0.606	0.58	0.602	0.588	0.59	0.587	0.582	0.602	0.593	0.605	0.592	0.611	0.594	0.603	0.592	0.597	0.61	0.602	0.608	0.607	0.622	0.6	0.613	0.608	0.611	0.61	0.609	0.622	0.613	0.626	0.612	0.635	0.622	0.62	0.611	0.613	0.627	0.624	0.634	0.63	0.642	0.619	0.634	0.636	0.639	0.643	0.626	0.652	0.642	0.638	0.641	0.646	0.655	0.637	0.66	0.649	0.671	0.646	0.654	0.66	0.655	0.661	0.657	0.68	0.664	0.674	0.659	0.674	0.663	0.658	0.674	0.673	0.688	0.671	0.688	0.674	0.695	0.675	0.678	0.692	0.684	0.693	0.693	0.71	0.684	0.71	0.698	0.699	0.7	0.702	0.717	0.706	0.718	0.702	0.735	0.714	0.721	0.714	0.722	0.729	0.72	0.742	0.735	0.749	0.716	0.75	0.739	0.728	0.743	0.744	0.763	0.739	0.765	0.751	0.775	0.744	0.757	0.766	0.772	0.77	0.765	0.791	0.769	0.793	0.771	0.804	0.782	0.777	0.788	0.791	0.808	0.793	0.819	0.795	0.82	0.792	0.802	0.814	0.818	0.821	0.816	0.837	0.82	0.847	0.816	0.854	0.83	0.827	0.841	0.847	0.862	0.836	0.878	0.851	0.878	0.848	0.861	0.871	0.864	0.881	0.881	0.906	0.87	0.906	0.879	0.896	0.89	0.897	0.916	0.9	0.92	0.902	0.94	0.906	0.939	0.914	0.928	0.933	0.931	0.944	0.94	0.968	0.938	0.975	0.955	0.971	0.948	0.955	0.978	0.973	0.991	0.974	1.014	0.974	1.013	0.981	1.006	1.008	0.998	1.023	1.02	1.037	1.008	1.049	1.018	1.052	1.021	1.027	1.046	1.042	1.06	1.053	1.089	1.058	1.093	1.058	1.083	1.072	1.077	1.108	1.098	1.125	1.078	1.133	1.095	1.14	1.1	1.117	1.131	1.124	1.139	1.133	1.169	1.128	1.173	1.146	1.187	1.147	1.158	1.181	1.167	1.199	1.176	1.225	1.176	1.217	1.193	1.203	1.207	1.208	1.245	1.232	1.25	1.212	1.272	1.226	1.268	1.236	1.257	1.273	1.259	1.281	1.272	1.311	1.275	1.318	1.283	1.336	1.293	1.282	1.314	1.321	1.344	1.32	1.363	1.332	1.372	1.32	1.389	1.352	1.356	1.367	1.372	1.399	1.37	1.408	1.39	1.436	1.382	1.431	1.404	1.416	1.433	1.428	1.464	1.426	1.47	1.439	1.457	1.477	1.452	1.509	1.445	1.495	1.48	1.481	1.508	1.506	1.535	1.502	1.538	1.497	1.565	1.506	1.56	1.538	1.554	1.561	1.545	1.586	1.566	1.606	1.553	1.617	1.568	1.623	1.583	1.584	1.619	1.614	1.633	1.617	1.65	1.616	1.668	1.624	1.693	1.638	1.665	1.66	1.676	1.688	1.685	1.706	1.693	1.738	1.684	1.742	1.692	1.77	1.711	1.705	1.75	1.746	1.753	1.743	1.794	1.758	1.81	1.751	1.827	1.781	1.779	1.814	1.793	1.816	1.803	1.874	1.802	1.859	1.841	1.843	1.859	1.846	1.883	1.851	1.9	1.869	1.933	1.855	1.935	1.872	1.957	1.907	1.923	1.913	1.93	1.939	1.948	1.963	1.936	1.987	1.945	1.998	1.935	2.025	1.961	1.963	2.014	1.983	2.057	1.991	2.065	1.982	2.064	2.048	2.029	2.057	2.06	2.08	2.032	2.113	2.056	2.117	2.062	2.12	2.112	2.076	2.132	2.123	2.139	2.121	2.163	2.118	2.19	2.111	2.201	2.166	2.182	2.161	2.197	2.203	2.176	2.214	2.198	2.243	2.184	2.265	2.211	2.291	2.216	2.244	2.253	2.259	2.275	2.259	2.305	2.261	2.308	2.266	2.352	2.269	2.355	2.301	2.339	2.336	2.304	2.355	2.366	2.359	2.348	2.395	2.359	2.418	2.336	2.448	2.372	2.452	2.393	2.41	2.426	2.405	2.427	2.435	2.474	2.416	2.488	2.425	2.537	2.426	2.529	2.477	2.526	2.491	2.488	2.515	2.528	2.519	2.52	2.571	2.512	2.597];
P3_P2(:,:,3) = [0.483	0.472	0.484	0.474	0.469	0.478	0.475	0.479	0.474	0.492	0.468	0.48	0.479	0.477	0.477	0.478	0.492	0.471	0.482	0.474	0.471	0.486	0.474	0.49	0.48	0.486	0.475	0.479	0.484	0.472	0.491	0.483	0.486	0.472	0.477	0.481	0.479	0.491	0.478	0.488	0.478	0.492	0.482	0.469	0.48	0.484	0.488	0.477	0.492	0.486	0.49	0.479	0.477	0.486	0.481	0.484	0.484	0.492	0.478	0.489	0.484	0.486	0.481	0.474	0.489	0.486	0.492	0.48	0.495	0.483	0.486	0.482	0.48	0.49	0.479	0.494	0.492	0.501	0.477	0.491	0.49	0.481	0.485	0.49	0.502	0.483	0.493	0.482	0.497	0.485	0.48	0.493	0.492	0.491	0.481	0.5	0.49	0.495	0.488	0.488	0.494	0.489	0.493	0.494	0.487	0.492	0.493	0.498	0.482	0.502	0.489	0.501	0.488	0.481	0.498	0.49	0.494	0.492	0.508	0.488	0.499	0.497	0.493	0.493	0.495	0.503	0.499	0.501	0.49	0.508	0.494	0.486	0.5	0.499	0.505	0.491	0.503	0.497	0.508	0.493	0.5	0.502	0.495	0.499	0.497	0.51	0.5	0.509	0.497	0.512	0.5	0.494	0.499	0.504	0.511	0.497	0.515	0.507	0.513	0.494	0.502	0.511	0.504	0.507	0.498	0.516	0.507	0.514	0.502	0.517	0.507	0.496	0.513	0.511	0.515	0.502	0.517	0.508	0.523	0.502	0.503	0.512	0.51	0.513	0.51	0.528	0.51	0.519	0.508	0.516	0.513	0.506	0.522	0.519	0.517	0.512	0.524	0.51	0.521	0.511	0.514	0.527	0.509	0.523	0.517	0.531	0.515	0.526	0.52	0.515	0.514	0.514	0.526	0.521	0.531	0.521	0.534	0.523	0.526	0.518	0.52	0.531	0.53	0.529	0.517	0.542	0.523	0.536	0.534	0.528	0.529	0.524	0.539	0.532	0.537	0.529	0.549	0.534	0.529	0.531	0.539	0.54	0.529	0.547	0.54	0.552	0.528	0.54	0.549	0.535	0.544	0.543	0.555	0.54	0.551	0.538	0.556	0.543	0.535	0.553	0.55	0.551	0.538	0.558	0.55	0.556	0.545	0.547	0.553	0.553	0.555	0.555	0.568	0.549	0.568	0.554	0.557	0.555	0.554	0.571	0.56	0.571	0.562	0.581	0.558	0.564	0.565	0.562	0.571	0.566	0.582	0.569	0.581	0.559	0.578	0.576	0.563	0.576	0.577	0.585	0.572	0.585	0.579	0.594	0.573	0.58	0.588	0.587	0.587	0.584	0.606	0.58	0.602	0.588	0.59	0.587	0.582	0.602	0.593	0.605	0.592	0.611	0.594	0.603	0.592	0.597	0.61	0.602	0.608	0.607	0.622	0.6	0.613	0.608	0.611	0.61	0.609	0.622	0.613	0.626	0.612	0.635	0.622	0.62	0.611	0.613	0.627	0.624	0.634	0.63	0.642	0.619	0.634	0.636	0.639	0.643	0.626	0.652	0.642	0.638	0.641	0.646	0.655	0.637	0.66	0.649	0.671	0.646	0.654	0.66	0.655	0.661	0.657	0.68	0.664	0.674	0.659	0.674	0.663	0.658	0.674	0.673	0.688	0.671	0.688	0.674	0.695	0.675	0.678	0.692	0.684	0.693	0.693	0.71	0.684	0.71	0.698	0.699	0.7	0.702	0.717	0.706	0.718	0.702	0.735	0.714	0.721	0.714	0.722	0.729	0.72	0.742	0.735	0.749	0.716	0.75	0.739	0.728	0.743	0.744	0.763	0.739	0.765	0.751	0.775	0.744	0.757	0.766	0.772	0.77	0.765	0.791	0.769	0.793	0.771	0.804	0.782	0.777	0.788	0.791	0.808	0.793	0.819	0.795	0.82	0.792	0.802	0.814	0.818	0.821	0.816	0.837	0.82	0.847	0.816	0.854	0.83	0.827	0.841	0.847	0.862	0.836	0.878	0.851	0.878	0.848	0.861	0.871	0.864	0.881	0.881	0.906	0.87	0.906	0.879	0.896	0.89	0.897	0.916	0.9	0.92	0.902	0.94	0.906	0.939	0.914	0.928	0.933	0.931	0.944	0.94	0.968	0.938	0.975	0.955	0.971	0.948	0.955	0.978	0.973	0.991	0.974	1.014	0.974	1.013	0.981	1.006	1.008	0.998	1.023	1.02	1.037	1.008	1.049	1.018	1.052	1.021	1.027	1.046	1.042	1.06	1.053	1.089	1.058	1.093	1.058	1.083	1.072	1.077	1.108	1.098	1.125	1.078	1.133	1.095	1.14	1.1	1.117	1.131	1.124	1.139	1.133	1.169	1.128	1.173	1.146	1.187	1.147	1.158	1.181	1.167	1.199	1.176	1.225	1.176	1.217	1.193	1.203	1.207	1.208	1.245	1.232	1.25	1.212	1.272	1.226	1.268	1.236	1.257	1.273	1.259	1.281	1.272	1.311	1.275	1.318	1.283	1.336	1.293	1.282	1.314	1.321	1.344	1.32	1.363	1.332	1.372	1.32	1.389	1.352	1.356	1.367	1.372	1.399	1.37	1.408	1.39	1.436	1.382	1.431	1.404	1.416	1.433	1.428	1.464	1.426	1.47	1.439	1.457	1.477	1.452	1.509	1.445	1.495	1.48	1.481	1.508	1.506	1.535	1.502	1.538	1.497	1.565	1.506	1.56	1.538	1.554	1.561	1.545	1.586	1.566	1.606	1.553	1.617	1.568	1.623	1.583	1.584	1.619	1.614	1.633	1.617	1.65	1.616	1.668	1.624	1.693	1.638	1.665	1.66	1.676	1.688	1.685	1.706	1.693	1.738	1.684	1.742	1.692	1.77	1.711	1.705	1.75	1.746	1.753	1.743	1.794	1.758	1.81	1.751	1.827	1.781	1.779	1.814	1.793	1.816	1.803	1.874	1.802	1.859	1.841	1.843	1.859	1.846	1.883	1.851	1.9	1.869	1.933	1.855	1.935	1.872	1.957	1.907	1.923	1.913	1.93	1.939	1.948	1.963	1.936	1.987	1.945	1.998	1.935	2.025	1.961	1.963	2.014	1.983	2.057	1.991	2.065	1.982	2.064	2.048	2.029	2.057	2.06	2.08	2.032	2.113	2.056	2.117	2.062	2.12	2.112	2.076	2.132	2.123	2.139	2.121	2.163	2.118	2.19	2.111	2.201	2.166	2.182	2.161	2.197	2.203	2.176	2.214	2.198	2.243	2.184	2.265	2.211	2.291	2.216	2.244	2.253	2.259	2.275	2.259	2.305	2.261	2.308	2.266	2.352	2.269	2.355	2.301	2.339	2.336	2.304	2.355	2.366	2.359	2.348	2.395	2.359	2.418	2.336	2.448	2.372	2.452	2.393	2.41	2.426	2.405	2.427	2.435	2.474	2.416	2.488	2.425	2.537	2.426	2.529	2.477	2.526	2.491	2.488	2.515	2.528	2.519	2.52	2.571	2.512	2.597];

The problem is that when I try to run my simulation on Simulink I get this error message: Dimension 1 of the table in block 'untitled/n-D Lookup Table' has a size of 1. Each table dimension must have at least 2 elements.

Here is how I created the Lookup table.

Can someone please help me understand what I am doing wrong? Thank you

[Fangjun Jiang]

"Lookup table for my data (pressure and flow)". It sounds like just 2-D.

Using smaller example data set for Q&A might be more effective.

[ilaria scanu]

I have two different pressure values, P2 and P3, that's why I thought about using a 3-D lookup table.

ok so let's assume that my values are the following:

F1 = 1 (breakpoints 1)

P2 = 2 (breakpoints 2)

P3 = 3 (breakpoints 3)

P3_P2 = 1 (table data)

But if I would insert my data as it is I would get an error saying this: the number of dimensions of 'Table Data' is 1, but the block parameter 'Number of table dimensions' is 3.

Can you please help me to understand in which form I should write my table data to not get an error?

Answer 1

[Andy Bartlett]

There are two issues.

For simplicity, I'll assume the block is configured to do linear interpolation and extrapolation.

First, as the error message says, the table data must have a size of at least 2 for each dimension. This is because for each input, the look up table must find the TWO nearest elements in the breakpoint vector. Those two nearest values together with the input value will drive the computation of an interpolation/extrapolation factor for that input. If a dimension has size 1, then there is only one value, not the required two values, and the whole interpolation/extrapolation cannot take place.

Second, the dimensions of the table data must agree with the size of each corresponding breakpoint vector, bp1, bp2, ...

isequal( [ numel(bp1), numel(bp2), ... ], size( tableData ) ] )

This is required because the interpolation/extrapolation operation uses the table values corresponding to the neareast pairs of breakpoints. For n inputs, 2^n table data values will be used.

As an example, suppose a 3D LookUp is being done, so there are three inputs.

Suppose the search phase of the lookup table operation determines this relationship of the current inputs to their breakpoint vectors

bp1( index1_lo ) < u1 < bp1( index1_lo + 1 )

bp2( index2_lo ) < u2 < bp2( index2_lo + 1 )

bp3( index3_lo ) < u3 < bp3( index3_lo + 1 )

The interpolation operation will use the following 2^3 = 8 table values.

table( index1_lo, index2_lo, index3_lo )

table( index1_lo, index2_lo, index3_lo + 1 )

table( index1_lo, index2_lo + 1, index3_lo )

table( index1_lo, index2_lo + 1, index3_lo + 1 )

table( index1_lo + 1, index2_lo, index3_lo )

table( index1_lo + 1, index2_lo, index3_lo + 1 )

table( index1_lo + 1, index2_lo + 1, index3_lo )

table( index1_lo + 1, index2_lo + 1, index3_lo + 1 )

The interpolation factor for the first input will reduce these 8 values down to 4. The interpolation factor for the second input will reduce those 4 values down to 2 values. Finally, the interpolation factor for the third input will reduced those 2 values down to just 1 value, the output of the block.

As the underlying steps show, for every possible breakpoint index value, there needs to be a valid index value in the nD Table data. This is why the dimensions of the table data must agree with the size of each corresponding breakpoint vector.

For your case the following must be true.

isequal( [numel(F1), numel(P2), numel(P3)], size(P3_P2)] )

which is not the case for both the first dimenion and the third dimension.

%z = [400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400	400];
F1 = [0.7056	0.706	0.708	0.7064	0.7076	0.706	0.7056	0.7072	0.7076	0.708	0.7084	0.708	0.7076	0.7084	0.708	0.7084	0.7088	0.7096	0.706	0.708	0.7044	0.706	0.706	0.708	0.7084	0.7104	0.7104	0.7104	0.706	0.7072	0.7084	0.7056	0.7072	0.7076	0.7072	0.7072	0.7052	0.706	0.7036	0.704	0.7064	0.706	0.704	0.7036	0.7076	0.7076	0.7064	0.706	0.706	0.704	0.704	0.7036	0.7016	0.704	0.7044	0.7076	0.7056	0.7056	0.704	0.7072	0.7044	0.702	0.7044	0.7032	0.7044	0.7032	0.7032	0.7032	0.704	0.702	0.7028	0.704	0.702	0.7028	0.7044	0.7036	0.7032	0.702	0.7028	0.7028	0.7044	0.7036	0.7036	0.7044	0.704	0.7028	0.7012	0.7028	0.7016	0.7016	0.7056	0.704	0.706	0.704	0.7032	0.7032	0.702	0.7032	0.7044	0.7036	0.704	0.7052	0.7036	0.7016	0.704	0.7016	0.7036	0.7032	0.7	0.6992	0.7012	0.7012	0.7016	0.7028	0.7032	0.7016	0.702	0.7032	0.7032	0.7032	0.7032	0.7012	0.7016	0.702	0.7016	0.702	0.6992	0.7028	0.7032	0.704	0.7028	0.7028	0.7012	0.7012	0.7016	0.7016	0.7	0.6976	0.702	0.7008	0.6972	0.6992	0.6992	0.6968	0.6988	0.6992	0.7008	0.6972	0.6968	0.6996	0.6964	0.6988	0.6992	0.7012	0.7028	0.7	0.7008	0.7012	0.6976	0.6968	0.6968	0.6984	0.6972	0.6988	0.6972	0.7008	0.6984	0.6972	0.6968	0.6984	0.6988	0.6992	0.6992	0.6996	0.6984	0.6964	0.6992	0.6964	0.6984	0.6972	0.6972	0.6984	0.6972	0.6964	0.6976	0.6984	0.6964	0.6972	0.6964	0.6964	0.6948	0.6956	0.6952	0.6952	0.6944	0.6948	0.6944	0.694	0.6972	0.6932	0.6932	0.6928	0.6912	0.692	0.6924	0.6944	0.694	0.6964	0.6928	0.6944	0.6944	0.6944	0.6944	0.694	0.6944	0.694	0.6928	0.6928	0.6908	0.6932	0.6928	0.6932	0.6904	0.6904	0.692	0.692	0.6904	0.6896	0.6912	0.688	0.6908	0.6896	0.6904	0.6908	0.6888	0.6896	0.6904	0.6884	0.688	0.688	0.6884	0.6896	0.6888	0.6896	0.6856	0.6864	0.6896	0.692	0.6876	0.686	0.688	0.6896	0.6868	0.6864	0.6876	0.688	0.6876	0.6856	0.6888	0.6884	0.6868	0.688	0.6844	0.686	0.6864	0.6868	0.6868	0.6856	0.6868	0.6852	0.6852	0.6856	0.6844	0.6836	0.682	0.684	0.6836	0.6836	0.6856	0.6836	0.6844	0.6816	0.68	0.6816	0.6796	0.68	0.6808	0.6808	0.6796	0.6796	0.678	0.68	0.678	0.6776	0.6812	0.6796	0.6808	0.6788	0.6772	0.6768	0.6752	0.678	0.6788	0.6752	0.6748	0.6728	0.6744	0.6744	0.6752	0.6764	0.6756	0.6744	0.6736	0.6748	0.6736	0.6748	0.6736	0.6752	0.6748	0.6748	0.6732	0.6708	0.6712	0.6692	0.6692	0.6688	0.6704	0.6704	0.6712	0.6712	0.6704	0.6692	0.6684	0.668	0.6692	0.666	0.6668	0.6668	0.666	0.6668	0.6684	0.6676	0.6652	0.6668	0.6636	0.6632	0.6636	0.6612	0.6632	0.6624	0.6612	0.662	0.6624	0.66	0.66	0.662	0.6612	0.662	0.6612	0.662	0.6612	0.6576	0.6568	0.6568	0.6556	0.6556	0.6564	0.6564	0.6544	0.6552	0.6564	0.652	0.6524	0.6512	0.6508	0.652	0.6528	0.652	0.6544	0.6524	0.6504	0.6492	0.6468	0.6456	0.646	0.646	0.6448	0.646	0.6444	0.6436	0.6432	0.6436	0.6424	0.6436	0.6432	0.644	0.6432	0.6396	0.64	0.64	0.6376	0.6368	0.6376	0.6376	0.638	0.6356	0.6352	0.6356	0.6352	0.6332	0.6324	0.6316	0.6332	0.6324	0.6312	0.6328	0.6312	0.63	0.6272	0.6248	0.6272	0.626	0.6264	0.6264	0.624	0.6228	0.6224	0.62	0.6236	0.6228	0.6212	0.6228	0.6212	0.6192	0.6188	0.6176	0.6168	0.6168	0.6168	0.6148	0.6168	0.6144	0.6156	0.6148	0.6112	0.6128	0.6132	0.6108	0.6084	0.608	0.606	0.6064	0.6056	0.606	0.604	0.604	0.6016	0.6	0.6004	0.598	0.6	0.6012	0.6004	0.6004	0.6	0.6012	0.5984	0.5968	0.5968	0.596	0.5968	0.5932	0.5912	0.5928	0.5904	0.588	0.588	0.5848	0.5864	0.5852	0.5852	0.5848	0.5828	0.584	0.5824	0.582	0.582	0.5796	0.5772	0.578	0.576	0.5752	0.5756	0.5752	0.574	0.5728	0.5716	0.5688	0.5704	0.5692	0.5684	0.568	0.564	0.564	0.5644	0.5648	0.5628	0.5596	0.5604	0.558	0.556	0.5576	0.5572	0.5584	0.5572	0.5548	0.554	0.552	0.5528	0.552	0.5512	0.5488	0.5468	0.5468	0.5452	0.546	0.5444	0.544	0.542	0.5416	0.5396	0.5388	0.5404	0.5376	0.5364	0.5376	0.5328	0.5336	0.5316	0.5312	0.5292	0.5268	0.5288	0.5272	0.5272	0.526	0.5216	0.5204	0.522	0.5216	0.5196	0.5204	0.5156	0.5184	0.5164	0.5132	0.5112	0.51	0.5092	0.5128	0.5128	0.5052	0.5072	0.504	0.5052	0.5064	0.5024	0.5048	0.5008	0.4996	0.4984	0.498	0.4976	0.498	0.496	0.4916	0.4936	0.494	0.49	0.4872	0.4884	0.4868	0.4848	0.484	0.4828	0.4828	0.4832	0.482	0.4808	0.4812	0.476	0.4776	0.4764	0.476	0.4744	0.472	0.4716	0.4708	0.4692	0.4656	0.4656	0.4676	0.4628	0.4652	0.462	0.4588	0.4576	0.4568	0.4564	0.4568	0.4568	0.4568	0.452	0.452	0.4488	0.4496	0.448	0.45	0.446	0.4448	0.4424	0.442	0.4428	0.442	0.4388	0.436	0.4376	0.4344	0.4332	0.4356	0.4312	0.4316	0.4304	0.4288	0.4288	0.4268	0.4268	0.4244	0.4232	0.42	0.418	0.4168	0.418	0.416	0.4156	0.4136	0.412	0.4116	0.4104	0.4076	0.406	0.4068	0.4056	0.4028	0.4012	0.4012	0.4008	0.4008	0.4004	0.3964	0.3972	0.3944	0.3956	0.392	0.394	0.392	0.3896	0.3896	0.384	0.3832	0.3832	0.3824	0.3804	0.378	0.3752	0.3752	0.3752	0.3728	0.3724	0.3736	0.3728	0.3704	0.3696	0.3652	0.3664	0.3648	0.3656	0.3628	0.3612	0.3596	0.3596	0.3584	0.3572	0.3572	0.3536	0.3548	0.3536	0.3504	0.3476	0.348	0.3452	0.3452	0.3416	0.3428	0.3408	0.3408	0.3384	0.3368	0.3368	0.334	0.3324	0.3304	0.3316	0.3308	0.3296	0.328	0.3264	0.3256	0.326	0.3256	0.322	0.3216	0.3208	0.3188	0.3172	0.3168	0.3148	0.3144	0.3132	0.3104	0.3112	0.3076	0.31	0.3076	0.306	0.3064	0.3028	0.3016	0.3016	0.2996	0.2972	0.2968	0.2956	0.2952	0.292	0.2928	0.2924	0.2924	0.2888	0.2868	0.286	0.2844	0.2856	0.282	0.2824	0.2808	0.2796	0.2792	0.2756	0.2736	0.2748	0.2748	0.2736	0.2708	0.2704	0.2688	0.268	0.2676	0.2652	0.264	0.2616	0.262	0.26	0.2596	0.2576	0.2572	0.2552	0.2528	0.2532	0.2536	0.2512	0.2504	0.2492	0.2492	0.248	0.2448	0.2436	0.2412	0.2412	0.2396	0.238	0.2376	0.236	0.2352	0.236	0.2352	0.2328	0.2308	0.23	0.2292	0.2284	0.2292];
P2 = [0.913	0.918	0.912	0.918	0.92	0.914	0.918	0.912	0.919	0.91	0.919	0.915	0.914	0.918	0.914	0.918	0.909	0.919	0.914	0.918	0.918	0.914	0.918	0.912	0.915	0.916	0.916	0.921	0.914	0.92	0.913	0.915	0.915	0.919	0.919	0.916	0.918	0.912	0.918	0.913	0.918	0.912	0.915	0.921	0.916	0.916	0.914	0.92	0.909	0.914	0.913	0.916	0.919	0.915	0.919	0.914	0.919	0.912	0.918	0.915	0.918	0.916	0.916	0.923	0.914	0.916	0.914	0.921	0.912	0.918	0.92	0.919	0.921	0.914	0.919	0.912	0.914	0.91	0.92	0.916	0.916	0.919	0.916	0.918	0.909	0.92	0.913	0.92	0.916	0.916	0.923	0.915	0.915	0.915	0.923	0.912	0.919	0.916	0.92	0.921	0.915	0.918	0.918	0.914	0.919	0.914	0.916	0.913	0.926	0.912	0.918	0.918	0.919	0.92	0.916	0.919	0.914	0.921	0.912	0.92	0.915	0.915	0.92	0.916	0.919	0.916	0.916	0.914	0.921	0.914	0.918	0.923	0.915	0.919	0.914	0.92	0.914	0.92	0.914	0.921	0.92	0.918	0.92	0.916	0.921	0.913	0.923	0.914	0.921	0.914	0.918	0.924	0.918	0.92	0.915	0.921	0.915	0.916	0.915	0.921	0.92	0.913	0.919	0.915	0.921	0.914	0.921	0.915	0.921	0.918	0.921	0.923	0.915	0.918	0.914	0.923	0.914	0.92	0.916	0.92	0.926	0.918	0.923	0.918	0.92	0.913	0.921	0.915	0.923	0.92	0.918	0.925	0.914	0.92	0.918	0.921	0.918	0.924	0.92	0.92	0.92	0.914	0.921	0.916	0.92	0.915	0.92	0.918	0.92	0.924	0.923	0.925	0.916	0.92	0.914	0.921	0.914	0.918	0.924	0.921	0.925	0.916	0.92	0.916	0.923	0.914	0.923	0.916	0.918	0.92	0.919	0.924	0.914	0.921	0.918	0.921	0.916	0.918	0.926	0.919	0.923	0.918	0.923	0.915	0.919	0.915	0.923	0.923	0.918	0.923	0.918	0.921	0.913	0.925	0.916	0.923	0.919	0.921	0.926	0.915	0.92	0.919	0.926	0.915	0.923	0.919	0.924	0.926	0.919	0.925	0.923	0.923	0.918	0.926	0.916	0.924	0.924	0.923	0.926	0.916	0.923	0.916	0.921	0.916	0.923	0.925	0.921	0.925	0.92	0.923	0.916	0.925	0.916	0.925	0.923	0.92	0.929	0.919	0.923	0.918	0.926	0.923	0.924	0.919	0.925	0.925	0.921	0.925	0.919	0.925	0.916	0.926	0.92	0.923	0.926	0.925	0.93	0.921	0.926	0.918	0.927	0.92	0.924	0.926	0.927	0.927	0.919	0.926	0.921	0.924	0.919	0.929	0.925	0.923	0.929	0.921	0.93	0.919	0.925	0.921	0.93	0.921	0.925	0.927	0.927	0.931	0.923	0.929	0.921	0.927	0.921	0.93	0.93	0.925	0.927	0.925	0.93	0.925	0.926	0.929	0.923	0.927	0.92	0.932	0.921	0.925	0.92	0.927	0.93	0.926	0.93	0.924	0.931	0.919	0.927	0.926	0.93	0.929	0.929	0.936	0.925	0.929	0.923	0.932	0.926	0.931	0.924	0.932	0.935	0.925	0.934	0.925	0.931	0.925	0.935	0.926	0.931	0.935	0.93	0.936	0.926	0.935	0.929	0.934	0.926	0.932	0.934	0.932	0.936	0.927	0.936	0.926	0.931	0.927	0.936	0.934	0.934	0.941	0.934	0.935	0.925	0.94	0.929	0.934	0.929	0.936	0.938	0.93	0.934	0.931	0.937	0.927	0.938	0.93	0.936	0.93	0.931	0.942	0.934	0.936	0.929	0.94	0.929	0.937	0.934	0.94	0.946	0.937	0.941	0.935	0.941	0.931	0.941	0.935	0.941	0.935	0.941	0.947	0.936	0.942	0.931	0.946	0.931	0.942	0.938	0.943	0.945	0.935	0.946	0.932	0.943	0.931	0.942	0.937	0.942	0.943	0.943	0.948	0.934	0.943	0.937	0.946	0.935	0.945	0.942	0.942	0.945	0.94	0.948	0.938	0.947	0.936	0.948	0.94	0.942	0.946	0.945	0.952	0.937	0.949	0.938	0.946	0.937	0.951	0.943	0.948	0.952	0.94	0.957	0.938	0.947	0.94	0.951	0.94	0.948	0.946	0.949	0.956	0.945	0.953	0.942	0.953	0.941	0.951	0.946	0.952	0.953	0.948	0.959	0.94	0.952	0.941	0.956	0.943	0.954	0.952	0.956	0.959	0.947	0.958	0.947	0.958	0.942	0.959	0.947	0.953	0.952	0.953	0.962	0.945	0.958	0.947	0.954	0.945	0.96	0.951	0.957	0.963	0.953	0.962	0.947	0.959	0.948	0.965	0.949	0.959	0.959	0.958	0.964	0.951	0.967	0.951	0.965	0.951	0.962	0.953	0.964	0.954	0.958	0.971	0.956	0.965	0.949	0.968	0.951	0.965	0.957	0.967	0.957	0.958	0.969	0.957	0.965	0.949	0.969	0.956	0.968	0.957	0.965	0.965	0.958	0.973	0.956	0.97	0.954	0.969	0.96	0.963	0.969	0.958	0.97	0.96	0.968	0.973	0.96	0.978	0.959	0.973	0.956	0.97	0.959	0.97	0.963	0.969	0.973	0.96	0.975	0.962	0.979	0.959	0.973	0.96	0.976	0.964	0.97	0.969	0.969	0.982	0.962	0.98	0.963	0.98	0.963	0.974	0.97	0.975	0.965	0.97	0.979	0.969	0.984	0.963	0.982	0.967	0.975	0.968	0.976	0.97	0.976	0.973	0.969	0.986	0.965	0.982	0.969	0.98	0.969	0.979	0.971	0.975	0.973	0.973	0.986	0.968	0.985	0.969	0.985	0.968	0.976	0.978	0.968	0.99	0.97	0.985	0.968	0.982	0.97	0.982	0.973	0.98	0.976	0.979	0.979	0.976	0.986	0.974	0.993	0.973	0.989	0.97	0.989	0.975	0.981	0.975	0.985	0.98	0.979	0.992	0.973	0.992	0.975	0.985	0.982	0.98	0.99	0.971	0.997	0.974	0.99	0.976	0.991	0.976	0.982	0.981	0.98	0.99	0.973	1.002	0.976	0.993	0.98	0.992	0.98	0.984	0.981	0.986	0.985	0.98	0.995	0.978	1.002	0.976	0.998	0.984	0.993	0.981	0.99	0.986	0.982	0.984	0.981	0.997	0.979	1	0.979	1	0.979	0.996	0.984	0.992	0.985	0.986	0.991	0.981	0.998	0.982	1.009	0.982	1.001	0.984	1	0.985	0.989	0.99	0.99	0.989	0.984	0.996	0.981	1.007	0.981	1.01	0.986	1.001	0.987	0.998	0.987	0.99	0.99	0.986	0.995	0.985	0.998	0.982	1.01	0.985	1.006	0.992	1.003	0.986	0.993	0.987];
P3 = [1.396	1.39	1.396	1.392	1.389	1.392	1.393	1.391	1.393	1.402	1.387	1.395	1.393	1.395	1.391	1.396	1.401	1.39	1.396	1.392	1.389	1.4	1.392	1.402	1.395	1.402	1.391	1.4	1.398	1.392	1.404	1.398	1.401	1.391	1.396	1.397	1.397	1.403	1.396	1.401	1.396	1.404	1.397	1.39	1.396	1.4	1.402	1.397	1.401	1.4	1.403	1.395	1.396	1.401	1.4	1.398	1.403	1.404	1.396	1.404	1.402	1.402	1.397	1.397	1.403	1.402	1.406	1.401	1.407	1.401	1.406	1.401	1.401	1.404	1.398	1.406	1.406	1.411	1.397	1.407	1.406	1.4	1.401	1.408	1.411	1.403	1.406	1.402	1.413	1.401	1.403	1.408	1.407	1.406	1.404	1.412	1.409	1.411	1.408	1.409	1.409	1.407	1.411	1.408	1.406	1.406	1.409	1.411	1.408	1.414	1.407	1.419	1.407	1.401	1.414	1.409	1.408	1.413	1.42	1.408	1.414	1.412	1.413	1.409	1.414	1.419	1.415	1.415	1.411	1.422	1.412	1.409	1.415	1.418	1.419	1.411	1.417	1.417	1.422	1.414	1.42	1.42	1.415	1.415	1.418	1.423	1.423	1.423	1.418	1.426	1.418	1.418	1.417	1.424	1.426	1.418	1.43	1.423	1.428	1.415	1.422	1.424	1.423	1.422	1.419	1.43	1.428	1.429	1.423	1.435	1.428	1.419	1.428	1.429	1.429	1.425	1.431	1.428	1.439	1.422	1.429	1.43	1.433	1.431	1.43	1.441	1.431	1.434	1.431	1.436	1.431	1.431	1.436	1.439	1.435	1.433	1.442	1.434	1.441	1.431	1.434	1.441	1.43	1.439	1.437	1.446	1.435	1.444	1.44	1.439	1.437	1.439	1.442	1.441	1.445	1.442	1.448	1.441	1.45	1.439	1.445	1.447	1.45	1.445	1.44	1.456	1.446	1.452	1.452	1.448	1.448	1.448	1.453	1.453	1.455	1.45	1.465	1.452	1.455	1.45	1.462	1.458	1.452	1.462	1.459	1.467	1.451	1.463	1.467	1.458	1.462	1.464	1.468	1.465	1.467	1.461	1.475	1.464	1.461	1.468	1.47	1.47	1.464	1.473	1.473	1.475	1.469	1.473	1.472	1.478	1.478	1.478	1.486	1.475	1.484	1.478	1.481	1.478	1.48	1.487	1.483	1.487	1.483	1.497	1.481	1.489	1.486	1.487	1.491	1.489	1.498	1.494	1.497	1.484	1.501	1.496	1.492	1.495	1.5	1.503	1.498	1.508	1.503	1.513	1.498	1.505	1.509	1.512	1.506	1.509	1.522	1.506	1.522	1.511	1.516	1.512	1.512	1.523	1.519	1.523	1.519	1.531	1.518	1.529	1.519	1.524	1.529	1.528	1.529	1.531	1.541	1.529	1.538	1.531	1.54	1.531	1.539	1.541	1.538	1.547	1.542	1.556	1.547	1.547	1.538	1.544	1.55	1.553	1.555	1.557	1.563	1.549	1.564	1.561	1.566	1.568	1.556	1.577	1.568	1.567	1.564	1.573	1.575	1.569	1.581	1.574	1.591	1.573	1.584	1.586	1.585	1.585	1.588	1.599	1.591	1.6	1.589	1.603	1.592	1.594	1.599	1.602	1.611	1.603	1.614	1.605	1.619	1.607	1.613	1.617	1.618	1.618	1.624	1.635	1.619	1.636	1.629	1.634	1.63	1.638	1.643	1.641	1.647	1.636	1.661	1.646	1.655	1.646	1.658	1.656	1.656	1.668	1.666	1.676	1.652	1.684	1.673	1.669	1.677	1.679	1.688	1.679	1.694	1.685	1.704	1.68	1.695	1.696	1.706	1.701	1.702	1.718	1.707	1.723	1.707	1.734	1.713	1.719	1.722	1.727	1.737	1.733	1.748	1.732	1.754	1.732	1.748	1.751	1.759	1.756	1.757	1.768	1.761	1.782	1.757	1.789	1.771	1.774	1.777	1.789	1.793	1.782	1.809	1.793	1.816	1.791	1.806	1.806	1.81	1.813	1.824	1.837	1.812	1.843	1.821	1.839	1.833	1.845	1.85	1.843	1.857	1.848	1.875	1.851	1.881	1.856	1.873	1.873	1.879	1.882	1.887	1.904	1.886	1.915	1.897	1.917	1.893	1.907	1.915	1.922	1.929	1.92	1.951	1.925	1.956	1.929	1.958	1.948	1.955	1.961	1.967	1.977	1.959	1.989	1.966	1.998	1.97	1.983	1.991	1.995	2.002	2.006	2.03	2.009	2.039	2.01	2.036	2.02	2.036	2.048	2.05	2.066	2.034	2.076	2.049	2.092	2.056	2.076	2.078	2.082	2.086	2.091	2.111	2.087	2.12	2.099	2.139	2.1	2.12	2.126	2.125	2.146	2.13	2.17	2.136	2.168	2.15	2.166	2.16	2.17	2.192	2.191	2.198	2.177	2.221	2.185	2.227	2.194	2.221	2.224	2.226	2.232	2.237	2.262	2.237	2.271	2.247	2.29	2.251	2.253	2.27	2.286	2.293	2.288	2.314	2.297	2.329	2.287	2.346	2.31	2.325	2.324	2.337	2.348	2.339	2.364	2.358	2.393	2.347	2.396	2.362	2.389	2.389	2.398	2.418	2.395	2.43	2.402	2.426	2.435	2.422	2.469	2.413	2.468	2.44	2.459	2.467	2.479	2.491	2.472	2.497	2.467	2.528	2.475	2.533	2.498	2.529	2.523	2.524	2.545	2.539	2.566	2.529	2.581	2.538	2.592	2.552	2.566	2.581	2.594	2.596	2.597	2.613	2.59	2.638	2.599	2.658	2.608	2.644	2.629	2.66	2.651	2.667	2.673	2.668	2.706	2.66	2.712	2.668	2.743	2.68	2.691	2.715	2.728	2.722	2.723	2.763	2.737	2.781	2.726	2.8	2.754	2.765	2.782	2.778	2.785	2.788	2.842	2.778	2.837	2.809	2.833	2.829	2.831	2.851	2.833	2.87	2.851	2.906	2.835	2.911	2.851	2.936	2.883	2.909	2.887	2.923	2.912	2.937	2.933	2.925	2.962	2.926	2.973	2.92	3.005	2.94	2.955	2.987	2.975	3.032	2.976	3.047	2.962	3.054	3.019	3.026	3.031	3.05	3.056	3.023	3.089	3.038	3.098	3.042	3.11	3.085	3.078	3.108	3.116	3.119	3.113	3.143	3.102	3.171	3.097	3.186	3.146	3.177	3.139	3.199	3.179	3.174	3.198	3.191	3.224	3.174	3.251	3.193	3.275	3.197	3.241	3.232	3.259	3.254	3.259	3.284	3.257	3.292	3.258	3.337	3.255	3.346	3.282	3.337	3.318	3.313	3.337	3.367	3.343	3.348	3.38	3.348	3.408	3.326	3.437	3.356	3.448	3.374	3.417	3.407	3.415	3.413	3.436	3.461	3.414	3.475	3.415	3.527	3.412	3.524	3.462	3.524	3.473	3.498	3.5	3.534	3.511	3.523	3.557	3.505	3.584];
%P3_P2 = [0.483	0.472	0.484	0.474	0.469	0.478	0.475	0.479	0.474	0.492	0.468	0.48	0.479	0.477	0.477	0.478	0.492	0.471	0.482	0.474	0.471	0.486	0.474	0.49	0.48	0.486	0.475	0.479	0.484	0.472	0.491	0.483	0.486	0.472	0.477	0.481	0.479	0.491	0.478	0.488	0.478	0.492	0.482	0.469	0.48	0.484	0.488	0.477	0.492	0.486	0.49	0.479	0.477	0.486	0.481	0.484	0.484	0.492	0.478	0.489	0.484	0.486	0.481	0.474	0.489	0.486	0.492	0.48	0.495	0.483	0.486	0.482	0.48	0.49	0.479	0.494	0.492	0.501	0.477	0.491	0.49	0.481	0.485	0.49	0.502	0.483	0.493	0.482	0.497	0.485	0.48	0.493	0.492	0.491	0.481	0.5	0.49	0.495	0.488	0.488	0.494	0.489	0.493	0.494	0.487	0.492	0.493	0.498	0.482	0.502	0.489	0.501	0.488	0.481	0.498	0.49	0.494	0.492	0.508	0.488	0.499	0.497	0.493	0.493	0.495	0.503	0.499	0.501	0.49	0.508	0.494	0.486	0.5	0.499	0.505	0.491	0.503	0.497	0.508	0.493	0.5	0.502	0.495	0.499	0.497	0.51	0.5	0.509	0.497	0.512	0.5	0.494	0.499	0.504	0.511	0.497	0.515	0.507	0.513	0.494	0.502	0.511	0.504	0.507	0.498	0.516	0.507	0.514	0.502	0.517	0.507	0.496	0.513	0.511	0.515	0.502	0.517	0.508	0.523	0.502	0.503	0.512	0.51	0.513	0.51	0.528	0.51	0.519	0.508	0.516	0.513	0.506	0.522	0.519	0.517	0.512	0.524	0.51	0.521	0.511	0.514	0.527	0.509	0.523	0.517	0.531	0.515	0.526	0.52	0.515	0.514	0.514	0.526	0.521	0.531	0.521	0.534	0.523	0.526	0.518	0.52	0.531	0.53	0.529	0.517	0.542	0.523	0.536	0.534	0.528	0.529	0.524	0.539	0.532	0.537	0.529	0.549	0.534	0.529	0.531	0.539	0.54	0.529	0.547	0.54	0.552	0.528	0.54	0.549	0.535	0.544	0.543	0.555	0.54	0.551	0.538	0.556	0.543	0.535	0.553	0.55	0.551	0.538	0.558	0.55	0.556	0.545	0.547	0.553	0.553	0.555	0.555	0.568	0.549	0.568	0.554	0.557	0.555	0.554	0.571	0.56	0.571	0.562	0.581	0.558	0.564	0.565	0.562	0.571	0.566	0.582	0.569	0.581	0.559	0.578	0.576	0.563	0.576	0.577	0.585	0.572	0.585	0.579	0.594	0.573	0.58	0.588	0.587	0.587	0.584	0.606	0.58	0.602	0.588	0.59	0.587	0.582	0.602	0.593	0.605	0.592	0.611	0.594	0.603	0.592	0.597	0.61	0.602	0.608	0.607	0.622	0.6	0.613	0.608	0.611	0.61	0.609	0.622	0.613	0.626	0.612	0.635	0.622	0.62	0.611	0.613	0.627	0.624	0.634	0.63	0.642	0.619	0.634	0.636	0.639	0.643	0.626	0.652	0.642	0.638	0.641	0.646	0.655	0.637	0.66	0.649	0.671	0.646	0.654	0.66	0.655	0.661	0.657	0.68	0.664	0.674	0.659	0.674	0.663	0.658	0.674	0.673	0.688	0.671	0.688	0.674	0.695	0.675	0.678	0.692	0.684	0.693	0.693	0.71	0.684	0.71	0.698	0.699	0.7	0.702	0.717	0.706	0.718	0.702	0.735	0.714	0.721	0.714	0.722	0.729	0.72	0.742	0.735	0.749	0.716	0.75	0.739	0.728	0.743	0.744	0.763	0.739	0.765	0.751	0.775	0.744	0.757	0.766	0.772	0.77	0.765	0.791	0.769	0.793	0.771	0.804	0.782	0.777	0.788	0.791	0.808	0.793	0.819	0.795	0.82	0.792	0.802	0.814	0.818	0.821	0.816	0.837	0.82	0.847	0.816	0.854	0.83	0.827	0.841	0.847	0.862	0.836	0.878	0.851	0.878	0.848	0.861	0.871	0.864	0.881	0.881	0.906	0.87	0.906	0.879	0.896	0.89	0.897	0.916	0.9	0.92	0.902	0.94	0.906	0.939	0.914	0.928	0.933	0.931	0.944	0.94	0.968	0.938	0.975	0.955	0.971	0.948	0.955	0.978	0.973	0.991	0.974	1.014	0.974	1.013	0.981	1.006	1.008	0.998	1.023	1.02	1.037	1.008	1.049	1.018	1.052	1.021	1.027	1.046	1.042	1.06	1.053	1.089	1.058	1.093	1.058	1.083	1.072	1.077	1.108	1.098	1.125	1.078	1.133	1.095	1.14	1.1	1.117	1.131	1.124	1.139	1.133	1.169	1.128	1.173	1.146	1.187	1.147	1.158	1.181	1.167	1.199	1.176	1.225	1.176	1.217	1.193	1.203	1.207	1.208	1.245	1.232	1.25	1.212	1.272	1.226	1.268	1.236	1.257	1.273	1.259	1.281	1.272	1.311	1.275	1.318	1.283	1.336	1.293	1.282	1.314	1.321	1.344	1.32	1.363	1.332	1.372	1.32	1.389	1.352	1.356	1.367	1.372	1.399	1.37	1.408	1.39	1.436	1.382	1.431	1.404	1.416	1.433	1.428	1.464	1.426	1.47	1.439	1.457	1.477	1.452	1.509	1.445	1.495	1.48	1.481	1.508	1.506	1.535	1.502	1.538	1.497	1.565	1.506	1.56	1.538	1.554	1.561	1.545	1.586	1.566	1.606	1.553	1.617	1.568	1.623	1.583	1.584	1.619	1.614	1.633	1.617	1.65	1.616	1.668	1.624	1.693	1.638	1.665	1.66	1.676	1.688	1.685	1.706	1.693	1.738	1.684	1.742	1.692	1.77	1.711	1.705	1.75	1.746	1.753	1.743	1.794	1.758	1.81	1.751	1.827	1.781	1.779	1.814	1.793	1.816	1.803	1.874	1.802	1.859	1.841	1.843	1.859	1.846	1.883	1.851	1.9	1.869	1.933	1.855	1.935	1.872	1.957	1.907	1.923	1.913	1.93	1.939	1.948	1.963	1.936	1.987	1.945	1.998	1.935	2.025	1.961	1.963	2.014	1.983	2.057	1.991	2.065	1.982	2.064	2.048	2.029	2.057	2.06	2.08	2.032	2.113	2.056	2.117	2.062	2.12	2.112	2.076	2.132	2.123	2.139	2.121	2.163	2.118	2.19	2.111	2.201	2.166	2.182	2.161	2.197	2.203	2.176	2.214	2.198	2.243	2.184	2.265	2.211	2.291	2.216	2.244	2.253	2.259	2.275	2.259	2.305	2.261	2.308	2.266	2.352	2.269	2.355	2.301	2.339	2.336	2.304	2.355	2.366	2.359	2.348	2.395	2.359	2.418	2.336	2.448	2.372	2.452	2.393	2.41	2.426	2.405	2.427	2.435	2.474	2.416	2.488	2.425	2.537	2.426	2.529	2.477	2.526	2.491	2.488	2.515	2.528	2.519	2.52	2.571	2.512	2.597];
%t = [0	0.2	0.4	0.6	0.8	1	1.2	1.4	1.6	1.8	2	2.2	2.4	2.6	2.8	3	3.2	3.4	3.6	3.8	4	4.2	4.4	4.6	4.8	5	5.2	5.4	5.6	5.8	6	6.2	6.4	6.6	6.8	7	7.2	7.4	7.6	7.8	8	8.2	8.4	8.6	8.8	9	9.2	9.4	9.6	9.8	10	10.2	10.4	10.6	10.8	11	11.2	11.4	11.6	11.8	12	12.2	12.4	12.6	12.8	13	13.2	13.4	13.6	13.8	14	14.2	14.4	14.6	14.8	15	15.2	15.4	15.6	15.8	16	16.2	16.4	16.6	16.8	17	17.2	17.4	17.6	17.8	18	18.2	18.4	18.6	18.8	19	19.2	19.4	19.6	19.8	20	20.2	20.4	20.6	20.8	21	21.2	21.4	21.6	21.8	22	22.2	22.4	22.6	22.8	23	23.2	23.4	23.6	23.8	24	24.2	24.4	24.6	24.8	25	25.2	25.4	25.6	25.8	26	26.2	26.4	26.6	26.8	27	27.2	27.4	27.6	27.8	28	28.2	28.4	28.6	28.8	29	29.2	29.4	29.6	29.8	30	30.2	30.4	30.6	30.8	31	31.2	31.4	31.6	31.8	32	32.2	32.4	32.6	32.8	33	33.2	33.4	33.6	33.8	34	34.2	34.4	34.6	34.8	35	35.2	35.4	35.6	35.8	36	36.2	36.4	36.6	36.8	37	37.2	37.4	37.6	37.8	38	38.2	38.4	38.6	38.8	39	39.2	39.4	39.6	39.8	40	40.2	40.4	40.6	40.8	41	41.2	41.4	41.6	41.8	42	42.2	42.4	42.6	42.8	43	43.2	43.4	43.6	43.8	44	44.2	44.4	44.6	44.8	45	45.2	45.4	45.6	45.8	46	46.2	46.4	46.6	46.8	47	47.2	47.4	47.6	47.8	48	48.2	48.4	48.6	48.8	49	49.2	49.4	49.6	49.8	50	50.2	50.4	50.6	50.8	51	51.2	51.4	51.6	51.8	52	52.2	52.4	52.6	52.8	53	53.2	53.4	53.6	53.8	54	54.2	54.4	54.6	54.8	55	55.2	55.4	55.6	55.8	56	56.2	56.4	56.6	56.8	57	57.2	57.4	57.6	57.8	58	58.2	58.4	58.6	58.8	59	59.2	59.4	59.6	59.8	60	60.2	60.4	60.6	60.8	61	61.2	61.4	61.6	61.8	62	62.2	62.4	62.6	62.8	63	63.2	63.4	63.6	63.8	64	64.2	64.4	64.6	64.8	65	65.2	65.4	65.6	65.8	66	66.2	66.4	66.6	66.8	67	67.2	67.4	67.6	67.8	68	68.2	68.4	68.6	68.8	69	69.2	69.4	69.6	69.8	70	70.2	70.4	70.6	70.8	71	71.2	71.4	71.6	71.8	72	72.2	72.4	72.6	72.8	73	73.2	73.4	73.6	73.8	74	74.2	74.4	74.6	74.8	75	75.2	75.4	75.6	75.8	76	76.2	76.4	76.6	76.8	77	77.2	77.4	77.6	77.8	78	78.2	78.4	78.6	78.8	79	79.2	79.4	79.6	79.8	80	80.2	80.4	80.6	80.8	81	81.2	81.4	81.6	81.8	82	82.2	82.4	82.6	82.8	83	83.2	83.4	83.6	83.8	84	84.2	84.4	84.6	84.8	85	85.2	85.4	85.6	85.8	86	86.2	86.4	86.6	86.8	87	87.2	87.4	87.6	87.8	88	88.2	88.4	88.6	88.8	89	89.2	89.4	89.6	89.8	90	90.2	90.4	90.6	90.8	91	91.2	91.4	91.6	91.8	92	92.2	92.4	92.6	92.8	93	93.2	93.4	93.6	93.8	94	94.2	94.4	94.6	94.8	95	95.2	95.4	95.6	95.8	96	96.2	96.4	96.6	96.8	97	97.2	97.4	97.6	97.8	98	98.2	98.4	98.6	98.8	99	99.2	99.4	99.6	99.8	100	100.2	100.4	100.6	100.8	101	101.2	101.4	101.6	101.8	102	102.2	102.4	102.6	102.8	103	103.2	103.4	103.6	103.8	104	104.2	104.4	104.6	104.8	105	105.2	105.4	105.6	105.8	106	106.2	106.4	106.6	106.8	107	107.2	107.4	107.6	107.8	108	108.2	108.4	108.6	108.8	109	109.2	109.4	109.6	109.8	110	110.2	110.4	110.6	110.8	111	111.2	111.4	111.6	111.8	112	112.2	112.4	112.6	112.8	113	113.2	113.4	113.6	113.8	114	114.2	114.4	114.6	114.8	115	115.2	115.4	115.6	115.8	116	116.2	116.4	116.6	116.8	117	117.2	117.4	117.6	117.8	118	118.2	118.4	118.6	118.8	119	119.2	119.4	119.6	119.8	120	120.2	120.4	120.6	120.8	121	121.2	121.4	121.6	121.8	122	122.2	122.4	122.6	122.8	123	123.2	123.4	123.6	123.8	124	124.2	124.4	124.6	124.8	125	125.2	125.4	125.6	125.8	126	126.2	126.4	126.6	126.8	127	127.2	127.4	127.6	127.8	128	128.2	128.4	128.6	128.8	129	129.2	129.4	129.6	129.8	130	130.2	130.4	130.6	130.8	131	131.2	131.4	131.6	131.8	132	132.2	132.4	132.6	132.8	133	133.2	133.4	133.6	133.8	134	134.2	134.4	134.6	134.8	135	135.2	135.4	135.6	135.8	136	136.2	136.4	136.6	136.8	137	137.2	137.4	137.6	137.8	138	138.2	138.4	138.6	138.8	139	139.2	139.4	139.6	139.8	140	140.2	140.4	140.6	140.8	141	141.2	141.4	141.6	141.8	142	142.2	142.4	142.6	142.8	143	143.2	143.4	143.6	143.8	144	144.2	144.4	144.6	144.8	145	145.2	145.4	145.6	145.8	146	146.2	146.4	146.6	146.8	147	147.2	147.4	147.6	147.8	148	148.2	148.4	148.6	148.8	149	149.2	149.4	149.6	149.8	150	150.2	150.4	150.6	150.8	151	151.2	151.4	151.6	151.8	152	152.2	152.4	152.6	152.8	153	153.2	153.4	153.6	153.8	154	154.2	154.4	154.6	154.8	155	155.2	155.4	155.6	155.8	156	156.2	156.4	156.6	156.8	157	157.2	157.4	157.6	157.8	158	158.2	158.4	158.6	158.8	159	159.2	159.4	159.6	159.8	160	160.2];

P3_P2 = zeros(1,802,3);
P3_P2(:,:,1) = [0.483	0.472	0.484	0.474	0.469	0.478	0.475	0.479	0.474	0.492	0.468	0.48	0.479	0.477	0.477	0.478	0.492	0.471	0.482	0.474	0.471	0.486	0.474	0.49	0.48	0.486	0.475	0.479	0.484	0.472	0.491	0.483	0.486	0.472	0.477	0.481	0.479	0.491	0.478	0.488	0.478	0.492	0.482	0.469	0.48	0.484	0.488	0.477	0.492	0.486	0.49	0.479	0.477	0.486	0.481	0.484	0.484	0.492	0.478	0.489	0.484	0.486	0.481	0.474	0.489	0.486	0.492	0.48	0.495	0.483	0.486	0.482	0.48	0.49	0.479	0.494	0.492	0.501	0.477	0.491	0.49	0.481	0.485	0.49	0.502	0.483	0.493	0.482	0.497	0.485	0.48	0.493	0.492	0.491	0.481	0.5	0.49	0.495	0.488	0.488	0.494	0.489	0.493	0.494	0.487	0.492	0.493	0.498	0.482	0.502	0.489	0.501	0.488	0.481	0.498	0.49	0.494	0.492	0.508	0.488	0.499	0.497	0.493	0.493	0.495	0.503	0.499	0.501	0.49	0.508	0.494	0.486	0.5	0.499	0.505	0.491	0.503	0.497	0.508	0.493	0.5	0.502	0.495	0.499	0.497	0.51	0.5	0.509	0.497	0.512	0.5	0.494	0.499	0.504	0.511	0.497	0.515	0.507	0.513	0.494	0.502	0.511	0.504	0.507	0.498	0.516	0.507	0.514	0.502	0.517	0.507	0.496	0.513	0.511	0.515	0.502	0.517	0.508	0.523	0.502	0.503	0.512	0.51	0.513	0.51	0.528	0.51	0.519	0.508	0.516	0.513	0.506	0.522	0.519	0.517	0.512	0.524	0.51	0.521	0.511	0.514	0.527	0.509	0.523	0.517	0.531	0.515	0.526	0.52	0.515	0.514	0.514	0.526	0.521	0.531	0.521	0.534	0.523	0.526	0.518	0.52	0.531	0.53	0.529	0.517	0.542	0.523	0.536	0.534	0.528	0.529	0.524	0.539	0.532	0.537	0.529	0.549	0.534	0.529	0.531	0.539	0.54	0.529	0.547	0.54	0.552	0.528	0.54	0.549	0.535	0.544	0.543	0.555	0.54	0.551	0.538	0.556	0.543	0.535	0.553	0.55	0.551	0.538	0.558	0.55	0.556	0.545	0.547	0.553	0.553	0.555	0.555	0.568	0.549	0.568	0.554	0.557	0.555	0.554	0.571	0.56	0.571	0.562	0.581	0.558	0.564	0.565	0.562	0.571	0.566	0.582	0.569	0.581	0.559	0.578	0.576	0.563	0.576	0.577	0.585	0.572	0.585	0.579	0.594	0.573	0.58	0.588	0.587	0.587	0.584	0.606	0.58	0.602	0.588	0.59	0.587	0.582	0.602	0.593	0.605	0.592	0.611	0.594	0.603	0.592	0.597	0.61	0.602	0.608	0.607	0.622	0.6	0.613	0.608	0.611	0.61	0.609	0.622	0.613	0.626	0.612	0.635	0.622	0.62	0.611	0.613	0.627	0.624	0.634	0.63	0.642	0.619	0.634	0.636	0.639	0.643	0.626	0.652	0.642	0.638	0.641	0.646	0.655	0.637	0.66	0.649	0.671	0.646	0.654	0.66	0.655	0.661	0.657	0.68	0.664	0.674	0.659	0.674	0.663	0.658	0.674	0.673	0.688	0.671	0.688	0.674	0.695	0.675	0.678	0.692	0.684	0.693	0.693	0.71	0.684	0.71	0.698	0.699	0.7	0.702	0.717	0.706	0.718	0.702	0.735	0.714	0.721	0.714	0.722	0.729	0.72	0.742	0.735	0.749	0.716	0.75	0.739	0.728	0.743	0.744	0.763	0.739	0.765	0.751	0.775	0.744	0.757	0.766	0.772	0.77	0.765	0.791	0.769	0.793	0.771	0.804	0.782	0.777	0.788	0.791	0.808	0.793	0.819	0.795	0.82	0.792	0.802	0.814	0.818	0.821	0.816	0.837	0.82	0.847	0.816	0.854	0.83	0.827	0.841	0.847	0.862	0.836	0.878	0.851	0.878	0.848	0.861	0.871	0.864	0.881	0.881	0.906	0.87	0.906	0.879	0.896	0.89	0.897	0.916	0.9	0.92	0.902	0.94	0.906	0.939	0.914	0.928	0.933	0.931	0.944	0.94	0.968	0.938	0.975	0.955	0.971	0.948	0.955	0.978	0.973	0.991	0.974	1.014	0.974	1.013	0.981	1.006	1.008	0.998	1.023	1.02	1.037	1.008	1.049	1.018	1.052	1.021	1.027	1.046	1.042	1.06	1.053	1.089	1.058	1.093	1.058	1.083	1.072	1.077	1.108	1.098	1.125	1.078	1.133	1.095	1.14	1.1	1.117	1.131	1.124	1.139	1.133	1.169	1.128	1.173	1.146	1.187	1.147	1.158	1.181	1.167	1.199	1.176	1.225	1.176	1.217	1.193	1.203	1.207	1.208	1.245	1.232	1.25	1.212	1.272	1.226	1.268	1.236	1.257	1.273	1.259	1.281	1.272	1.311	1.275	1.318	1.283	1.336	1.293	1.282	1.314	1.321	1.344	1.32	1.363	1.332	1.372	1.32	1.389	1.352	1.356	1.367	1.372	1.399	1.37	1.408	1.39	1.436	1.382	1.431	1.404	1.416	1.433	1.428	1.464	1.426	1.47	1.439	1.457	1.477	1.452	1.509	1.445	1.495	1.48	1.481	1.508	1.506	1.535	1.502	1.538	1.497	1.565	1.506	1.56	1.538	1.554	1.561	1.545	1.586	1.566	1.606	1.553	1.617	1.568	1.623	1.583	1.584	1.619	1.614	1.633	1.617	1.65	1.616	1.668	1.624	1.693	1.638	1.665	1.66	1.676	1.688	1.685	1.706	1.693	1.738	1.684	1.742	1.692	1.77	1.711	1.705	1.75	1.746	1.753	1.743	1.794	1.758	1.81	1.751	1.827	1.781	1.779	1.814	1.793	1.816	1.803	1.874	1.802	1.859	1.841	1.843	1.859	1.846	1.883	1.851	1.9	1.869	1.933	1.855	1.935	1.872	1.957	1.907	1.923	1.913	1.93	1.939	1.948	1.963	1.936	1.987	1.945	1.998	1.935	2.025	1.961	1.963	2.014	1.983	2.057	1.991	2.065	1.982	2.064	2.048	2.029	2.057	2.06	2.08	2.032	2.113	2.056	2.117	2.062	2.12	2.112	2.076	2.132	2.123	2.139	2.121	2.163	2.118	2.19	2.111	2.201	2.166	2.182	2.161	2.197	2.203	2.176	2.214	2.198	2.243	2.184	2.265	2.211	2.291	2.216	2.244	2.253	2.259	2.275	2.259	2.305	2.261	2.308	2.266	2.352	2.269	2.355	2.301	2.339	2.336	2.304	2.355	2.366	2.359	2.348	2.395	2.359	2.418	2.336	2.448	2.372	2.452	2.393	2.41	2.426	2.405	2.427	2.435	2.474	2.416	2.488	2.425	2.537	2.426	2.529	2.477	2.526	2.491	2.488	2.515	2.528	2.519	2.52	2.571	2.512	2.597];
P3_P2(:,:,2) = [0.483	0.472	0.484	0.474	0.469	0.478	0.475	0.479	0.474	0.492	0.468	0.48	0.479	0.477	0.477	0.478	0.492	0.471	0.482	0.474	0.471	0.486	0.474	0.49	0.48	0.486	0.475	0.479	0.484	0.472	0.491	0.483	0.486	0.472	0.477	0.481	0.479	0.491	0.478	0.488	0.478	0.492	0.482	0.469	0.48	0.484	0.488	0.477	0.492	0.486	0.49	0.479	0.477	0.486	0.481	0.484	0.484	0.492	0.478	0.489	0.484	0.486	0.481	0.474	0.489	0.486	0.492	0.48	0.495	0.483	0.486	0.482	0.48	0.49	0.479	0.494	0.492	0.501	0.477	0.491	0.49	0.481	0.485	0.49	0.502	0.483	0.493	0.482	0.497	0.485	0.48	0.493	0.492	0.491	0.481	0.5	0.49	0.495	0.488	0.488	0.494	0.489	0.493	0.494	0.487	0.492	0.493	0.498	0.482	0.502	0.489	0.501	0.488	0.481	0.498	0.49	0.494	0.492	0.508	0.488	0.499	0.497	0.493	0.493	0.495	0.503	0.499	0.501	0.49	0.508	0.494	0.486	0.5	0.499	0.505	0.491	0.503	0.497	0.508	0.493	0.5	0.502	0.495	0.499	0.497	0.51	0.5	0.509	0.497	0.512	0.5	0.494	0.499	0.504	0.511	0.497	0.515	0.507	0.513	0.494	0.502	0.511	0.504	0.507	0.498	0.516	0.507	0.514	0.502	0.517	0.507	0.496	0.513	0.511	0.515	0.502	0.517	0.508	0.523	0.502	0.503	0.512	0.51	0.513	0.51	0.528	0.51	0.519	0.508	0.516	0.513	0.506	0.522	0.519	0.517	0.512	0.524	0.51	0.521	0.511	0.514	0.527	0.509	0.523	0.517	0.531	0.515	0.526	0.52	0.515	0.514	0.514	0.526	0.521	0.531	0.521	0.534	0.523	0.526	0.518	0.52	0.531	0.53	0.529	0.517	0.542	0.523	0.536	0.534	0.528	0.529	0.524	0.539	0.532	0.537	0.529	0.549	0.534	0.529	0.531	0.539	0.54	0.529	0.547	0.54	0.552	0.528	0.54	0.549	0.535	0.544	0.543	0.555	0.54	0.551	0.538	0.556	0.543	0.535	0.553	0.55	0.551	0.538	0.558	0.55	0.556	0.545	0.547	0.553	0.553	0.555	0.555	0.568	0.549	0.568	0.554	0.557	0.555	0.554	0.571	0.56	0.571	0.562	0.581	0.558	0.564	0.565	0.562	0.571	0.566	0.582	0.569	0.581	0.559	0.578	0.576	0.563	0.576	0.577	0.585	0.572	0.585	0.579	0.594	0.573	0.58	0.588	0.587	0.587	0.584	0.606	0.58	0.602	0.588	0.59	0.587	0.582	0.602	0.593	0.605	0.592	0.611	0.594	0.603	0.592	0.597	0.61	0.602	0.608	0.607	0.622	0.6	0.613	0.608	0.611	0.61	0.609	0.622	0.613	0.626	0.612	0.635	0.622	0.62	0.611	0.613	0.627	0.624	0.634	0.63	0.642	0.619	0.634	0.636	0.639	0.643	0.626	0.652	0.642	0.638	0.641	0.646	0.655	0.637	0.66	0.649	0.671	0.646	0.654	0.66	0.655	0.661	0.657	0.68	0.664	0.674	0.659	0.674	0.663	0.658	0.674	0.673	0.688	0.671	0.688	0.674	0.695	0.675	0.678	0.692	0.684	0.693	0.693	0.71	0.684	0.71	0.698	0.699	0.7	0.702	0.717	0.706	0.718	0.702	0.735	0.714	0.721	0.714	0.722	0.729	0.72	0.742	0.735	0.749	0.716	0.75	0.739	0.728	0.743	0.744	0.763	0.739	0.765	0.751	0.775	0.744	0.757	0.766	0.772	0.77	0.765	0.791	0.769	0.793	0.771	0.804	0.782	0.777	0.788	0.791	0.808	0.793	0.819	0.795	0.82	0.792	0.802	0.814	0.818	0.821	0.816	0.837	0.82	0.847	0.816	0.854	0.83	0.827	0.841	0.847	0.862	0.836	0.878	0.851	0.878	0.848	0.861	0.871	0.864	0.881	0.881	0.906	0.87	0.906	0.879	0.896	0.89	0.897	0.916	0.9	0.92	0.902	0.94	0.906	0.939	0.914	0.928	0.933	0.931	0.944	0.94	0.968	0.938	0.975	0.955	0.971	0.948	0.955	0.978	0.973	0.991	0.974	1.014	0.974	1.013	0.981	1.006	1.008	0.998	1.023	1.02	1.037	1.008	1.049	1.018	1.052	1.021	1.027	1.046	1.042	1.06	1.053	1.089	1.058	1.093	1.058	1.083	1.072	1.077	1.108	1.098	1.125	1.078	1.133	1.095	1.14	1.1	1.117	1.131	1.124	1.139	1.133	1.169	1.128	1.173	1.146	1.187	1.147	1.158	1.181	1.167	1.199	1.176	1.225	1.176	1.217	1.193	1.203	1.207	1.208	1.245	1.232	1.25	1.212	1.272	1.226	1.268	1.236	1.257	1.273	1.259	1.281	1.272	1.311	1.275	1.318	1.283	1.336	1.293	1.282	1.314	1.321	1.344	1.32	1.363	1.332	1.372	1.32	1.389	1.352	1.356	1.367	1.372	1.399	1.37	1.408	1.39	1.436	1.382	1.431	1.404	1.416	1.433	1.428	1.464	1.426	1.47	1.439	1.457	1.477	1.452	1.509	1.445	1.495	1.48	1.481	1.508	1.506	1.535	1.502	1.538	1.497	1.565	1.506	1.56	1.538	1.554	1.561	1.545	1.586	1.566	1.606	1.553	1.617	1.568	1.623	1.583	1.584	1.619	1.614	1.633	1.617	1.65	1.616	1.668	1.624	1.693	1.638	1.665	1.66	1.676	1.688	1.685	1.706	1.693	1.738	1.684	1.742	1.692	1.77	1.711	1.705	1.75	1.746	1.753	1.743	1.794	1.758	1.81	1.751	1.827	1.781	1.779	1.814	1.793	1.816	1.803	1.874	1.802	1.859	1.841	1.843	1.859	1.846	1.883	1.851	1.9	1.869	1.933	1.855	1.935	1.872	1.957	1.907	1.923	1.913	1.93	1.939	1.948	1.963	1.936	1.987	1.945	1.998	1.935	2.025	1.961	1.963	2.014	1.983	2.057	1.991	2.065	1.982	2.064	2.048	2.029	2.057	2.06	2.08	2.032	2.113	2.056	2.117	2.062	2.12	2.112	2.076	2.132	2.123	2.139	2.121	2.163	2.118	2.19	2.111	2.201	2.166	2.182	2.161	2.197	2.203	2.176	2.214	2.198	2.243	2.184	2.265	2.211	2.291	2.216	2.244	2.253	2.259	2.275	2.259	2.305	2.261	2.308	2.266	2.352	2.269	2.355	2.301	2.339	2.336	2.304	2.355	2.366	2.359	2.348	2.395	2.359	2.418	2.336	2.448	2.372	2.452	2.393	2.41	2.426	2.405	2.427	2.435	2.474	2.416	2.488	2.425	2.537	2.426	2.529	2.477	2.526	2.491	2.488	2.515	2.528	2.519	2.52	2.571	2.512	2.597];
P3_P2(:,:,3) = [0.483	0.472	0.484	0.474	0.469	0.478	0.475	0.479	0.474	0.492	0.468	0.48	0.479	0.477	0.477	0.478	0.492	0.471	0.482	0.474	0.471	0.486	0.474	0.49	0.48	0.486	0.475	0.479	0.484	0.472	0.491	0.483	0.486	0.472	0.477	0.481	0.479	0.491	0.478	0.488	0.478	0.492	0.482	0.469	0.48	0.484	0.488	0.477	0.492	0.486	0.49	0.479	0.477	0.486	0.481	0.484	0.484	0.492	0.478	0.489	0.484	0.486	0.481	0.474	0.489	0.486	0.492	0.48	0.495	0.483	0.486	0.482	0.48	0.49	0.479	0.494	0.492	0.501	0.477	0.491	0.49	0.481	0.485	0.49	0.502	0.483	0.493	0.482	0.497	0.485	0.48	0.493	0.492	0.491	0.481	0.5	0.49	0.495	0.488	0.488	0.494	0.489	0.493	0.494	0.487	0.492	0.493	0.498	0.482	0.502	0.489	0.501	0.488	0.481	0.498	0.49	0.494	0.492	0.508	0.488	0.499	0.497	0.493	0.493	0.495	0.503	0.499	0.501	0.49	0.508	0.494	0.486	0.5	0.499	0.505	0.491	0.503	0.497	0.508	0.493	0.5	0.502	0.495	0.499	0.497	0.51	0.5	0.509	0.497	0.512	0.5	0.494	0.499	0.504	0.511	0.497	0.515	0.507	0.513	0.494	0.502	0.511	0.504	0.507	0.498	0.516	0.507	0.514	0.502	0.517	0.507	0.496	0.513	0.511	0.515	0.502	0.517	0.508	0.523	0.502	0.503	0.512	0.51	0.513	0.51	0.528	0.51	0.519	0.508	0.516	0.513	0.506	0.522	0.519	0.517	0.512	0.524	0.51	0.521	0.511	0.514	0.527	0.509	0.523	0.517	0.531	0.515	0.526	0.52	0.515	0.514	0.514	0.526	0.521	0.531	0.521	0.534	0.523	0.526	0.518	0.52	0.531	0.53	0.529	0.517	0.542	0.523	0.536	0.534	0.528	0.529	0.524	0.539	0.532	0.537	0.529	0.549	0.534	0.529	0.531	0.539	0.54	0.529	0.547	0.54	0.552	0.528	0.54	0.549	0.535	0.544	0.543	0.555	0.54	0.551	0.538	0.556	0.543	0.535	0.553	0.55	0.551	0.538	0.558	0.55	0.556	0.545	0.547	0.553	0.553	0.555	0.555	0.568	0.549	0.568	0.554	0.557	0.555	0.554	0.571	0.56	0.571	0.562	0.581	0.558	0.564	0.565	0.562	0.571	0.566	0.582	0.569	0.581	0.559	0.578	0.576	0.563	0.576	0.577	0.585	0.572	0.585	0.579	0.594	0.573	0.58	0.588	0.587	0.587	0.584	0.606	0.58	0.602	0.588	0.59	0.587	0.582	0.602	0.593	0.605	0.592	0.611	0.594	0.603	0.592	0.597	0.61	0.602	0.608	0.607	0.622	0.6	0.613	0.608	0.611	0.61	0.609	0.622	0.613	0.626	0.612	0.635	0.622	0.62	0.611	0.613	0.627	0.624	0.634	0.63	0.642	0.619	0.634	0.636	0.639	0.643	0.626	0.652	0.642	0.638	0.641	0.646	0.655	0.637	0.66	0.649	0.671	0.646	0.654	0.66	0.655	0.661	0.657	0.68	0.664	0.674	0.659	0.674	0.663	0.658	0.674	0.673	0.688	0.671	0.688	0.674	0.695	0.675	0.678	0.692	0.684	0.693	0.693	0.71	0.684	0.71	0.698	0.699	0.7	0.702	0.717	0.706	0.718	0.702	0.735	0.714	0.721	0.714	0.722	0.729	0.72	0.742	0.735	0.749	0.716	0.75	0.739	0.728	0.743	0.744	0.763	0.739	0.765	0.751	0.775	0.744	0.757	0.766	0.772	0.77	0.765	0.791	0.769	0.793	0.771	0.804	0.782	0.777	0.788	0.791	0.808	0.793	0.819	0.795	0.82	0.792	0.802	0.814	0.818	0.821	0.816	0.837	0.82	0.847	0.816	0.854	0.83	0.827	0.841	0.847	0.862	0.836	0.878	0.851	0.878	0.848	0.861	0.871	0.864	0.881	0.881	0.906	0.87	0.906	0.879	0.896	0.89	0.897	0.916	0.9	0.92	0.902	0.94	0.906	0.939	0.914	0.928	0.933	0.931	0.944	0.94	0.968	0.938	0.975	0.955	0.971	0.948	0.955	0.978	0.973	0.991	0.974	1.014	0.974	1.013	0.981	1.006	1.008	0.998	1.023	1.02	1.037	1.008	1.049	1.018	1.052	1.021	1.027	1.046	1.042	1.06	1.053	1.089	1.058	1.093	1.058	1.083	1.072	1.077	1.108	1.098	1.125	1.078	1.133	1.095	1.14	1.1	1.117	1.131	1.124	1.139	1.133	1.169	1.128	1.173	1.146	1.187	1.147	1.158	1.181	1.167	1.199	1.176	1.225	1.176	1.217	1.193	1.203	1.207	1.208	1.245	1.232	1.25	1.212	1.272	1.226	1.268	1.236	1.257	1.273	1.259	1.281	1.272	1.311	1.275	1.318	1.283	1.336	1.293	1.282	1.314	1.321	1.344	1.32	1.363	1.332	1.372	1.32	1.389	1.352	1.356	1.367	1.372	1.399	1.37	1.408	1.39	1.436	1.382	1.431	1.404	1.416	1.433	1.428	1.464	1.426	1.47	1.439	1.457	1.477	1.452	1.509	1.445	1.495	1.48	1.481	1.508	1.506	1.535	1.502	1.538	1.497	1.565	1.506	1.56	1.538	1.554	1.561	1.545	1.586	1.566	1.606	1.553	1.617	1.568	1.623	1.583	1.584	1.619	1.614	1.633	1.617	1.65	1.616	1.668	1.624	1.693	1.638	1.665	1.66	1.676	1.688	1.685	1.706	1.693	1.738	1.684	1.742	1.692	1.77	1.711	1.705	1.75	1.746	1.753	1.743	1.794	1.758	1.81	1.751	1.827	1.781	1.779	1.814	1.793	1.816	1.803	1.874	1.802	1.859	1.841	1.843	1.859	1.846	1.883	1.851	1.9	1.869	1.933	1.855	1.935	1.872	1.957	1.907	1.923	1.913	1.93	1.939	1.948	1.963	1.936	1.987	1.945	1.998	1.935	2.025	1.961	1.963	2.014	1.983	2.057	1.991	2.065	1.982	2.064	2.048	2.029	2.057	2.06	2.08	2.032	2.113	2.056	2.117	2.062	2.12	2.112	2.076	2.132	2.123	2.139	2.121	2.163	2.118	2.19	2.111	2.201	2.166	2.182	2.161	2.197	2.203	2.176	2.214	2.198	2.243	2.184	2.265	2.211	2.291	2.216	2.244	2.253	2.259	2.275	2.259	2.305	2.261	2.308	2.266	2.352	2.269	2.355	2.301	2.339	2.336	2.304	2.355	2.366	2.359	2.348	2.395	2.359	2.418	2.336	2.448	2.372	2.452	2.393	2.41	2.426	2.405	2.427	2.435	2.474	2.416	2.488	2.425	2.537	2.426	2.529	2.477	2.526	2.491	2.488	2.515	2.528	2.519	2.52	2.571	2.512	2.597];

dimSetBreakPoints = [numel(F1), numel(P2), numel(P3)]

dimSetBreakPoints = 1×3

802 802 802

dimTableData = size(P3_P2)

dimTableData = 1×3

1 802 3

isequal( dimSetBreakPoints, dimTableData)

ans = logical
   0

[ilaria scanu]

Thank you very much for the detailed explanation!!