SOFR means Secured Overnight Funding Rate which are obtained from the U.S. Department of the Treasury’s Office of Financial Research (OFR). To learn more about LIBOR transition to SOFR, please click here.
Rates as on DD-MM-YYYY
Terms | Interest Rate |
1 Day | 5.3100% |
1 Month | 5.3322% |
3 Months | 5.3076% |
6 Months | 5.2216% |
12 Months | 4.9929% |
Day | Mar 2024 | Feb 2024 | Jan 2024 | Dec 2023 | Nov 2023 | Oct 2023 | Sep 2023 | Aug 2023 | Jul 2023 | Jun 2023 | May 2023 | Apr 2023 | Mar 2023 |
1 | 5.3100% | 5.3200% | 5.3800% | 5.3900% | 5.3200% | 5.3100% | 5.3100% | 5.3100% | 5.0900% | 5.0800% | 4.8100% | 4.8700% | 4.5500% |
2 | 5.3100% | 5.3200% | 5.4000% | 5.3900% | 5.3300% | 5.3200% | 5.3100% | 5.3000% | 5.0900% | 5.0700% | 4.8100% | 4.8700% | 4.5500% |
3 | 5.3100% | 5.3200% | 5.3900% | 5.3900% | 5.3200% | 5.3300% | 5.3100% | 5.3000% | 5.0600% | 5.0700% | 4.8100% | 4.8400% | 4.5500% |
4 | 5.3100% | 5.3200% | 5.3200% | 5.3700% | 5.3200% | 5.3200% | 5.3100% | 5.3000% | 5.0600% | 5.0700% | 5.0600% | 4.8300% | 4.5500% |
5 | 5.3100% | 5.3100% | 5.3100% | 5.3300% | 5.3200% | 5.3200% | 5.3100% | 5.3000% | 5.0600% | 5.0600% | 5.0600% | 4.8100% | 4.5500% |
6 | 5.3100% | 5.3100% | 5.3100% | 5.3200% | 5.3200% | 5.3100% | 5.3000% | 5.3000% | 5.0600% | 5.0500% | 5.0600% | 4.8100% | 4.5500% |
7 | 5.3100% | 5.3100% | 5.3100% | 5.3200% | 5.3200% | 5.3100% | 5.3100% | 5.3000% | 5.0600% | 5.0500% | 5.0600% | 4.8100% | 4.5500% |
8 | 5.3100% | 5.3100% | 5.3100% | 5.3200% | 5.3200% | 5.3100% | 5.3000% | 5.3000% | 5.0600% | 5.0500% | 5.0600% | 4.8100% | 4.5500% |
9 | 5.3100% | 5.3100% | 5.3100% | 5.3200% | 5.3200% | 5.3100% | 5.3000% | 5.3000% | 5.0600% | 5.0500% | 5.0600% | 4.8100% | 4.5500% |
10 | 5.3100% | 5.3100% | 5.3100% | 5.3200% | 5.3200% | 5.3100% | 5.3000% | 5.3000% | 5.0600% | 5.0500% | 5.0600% | 4.8100% | 4.5500% |
11 | 5.3100% | 5.3100% | 5.3100% | 5.3200% | 5.3200% | 5.3100% | 5.3000% | 5.3000% | 5.0600% | 5.0500% | 5.0500% | 4.8000% | 4.5500% |
12 | 5.3100% | 5.3100% | 5.3100% | 5.3100% | 5.3200% | 5.3100% | 5.3000% | 5.3000% | 5.0500% | 5.0500% | 5.0500% | 4.8000% | 4.5500% |
13 | 5.3100% | 5.3100% | 5.3100% | 5.3100% | 5.3200% | 5.3100% | 5.3000% | 5.3000% | 5.0600% | 5.0500% | 5.0500% | 4.8000% | 4.5500% |
14 | 5.3100% | 5.3000% | 5.3100% | 5.3100% | 5.3200% | 5.3100% | 5.3000% | 5.3000% | 5.0500% | 5.0500% | 5.0500% | 4.8000% | 4.5500% |
15 | 5.3100% | 5.3100% | 5.3100% | 5.3200% | 5.3200% | 5.3100% | 5.3100% | 5.3000% | 5.0500% | 5.0600% | 5.0600% | 4.8000% | 4.5800% |
16 | 5.3100% | 5.3100% | 5.3200% | 5.3200% | 5.3200% | 5.3100% | 5.3100% | 5.3000% | 5.0500% | 5.0600% | 5.0500% | 4.8000% | 4.5700% |
17 | 5.3100% | 5.3000% | 5.3200% | 5.3200% | 5.3200% | 5.3100% | 5.3100% | 5.3000% | 5.0600% | 5.0500% | 5.0500% | 4.8000% | 4.5500% |
18 | 5.3100% | 5.3000% | 5.3100% | 5.3200% | 5.3200% | 5.3000% | 5.3100% | 5.3000% | 5.0600% | 5.0500% | 5.0500% | 4.8000% | 4.5500% |
19 | 5.3100% | 5.3000% | 5.3100% | 5.3100% | 5.3200% | 5.3000% | 5.3100% | 5.3000% | 5.0500% | 5.0500% | 5.0500% | 4.8000% | 4.5500% |
20 | 5.3100% | 5.3000% | 5.3100% | 5.3100% | 5.3100% | 5.3000% | 5.3000% | 5.3000% | 5.0600% | 5.0500% | 5.0500% | 4.8000% | 4.5500% |
21 | 5.3100% | 5.3000% | 5.3100% | 5.3100% | 5.3100% | 5.3000% | 5.3000% | 5.3000% | 5.0500% | 5.0500% | 5.0500% | 4.8000% | 4.5500% |
22 | 5.3100% | 5.3000% | 5.3100% | 5.3200% | 5.3100% | 5.3000% | 5.3000% | 5.3000% | 5.0500% | 5.0500% | 5.0500% | 4.8000% | 4.5500% |
23 | 5.3100% | 5.3100% | 5.3100% | 5.3200% | 5.3100% | 5.3000% | 5.3000% | 5.3000% | 5.0500% | 5.0500% | 5.0500% | 4.8000% | 4.8000% |
24 | 5.3100% | 5.3100% | 5.3100% | 5.3200% | 5.3200% | 5.3000% | 5.3000% | 5.3000% | 5.0500% | 5.0500% | 5.0500% | 4.8000% | 4.8000% |
25 | 5.3100% | 5.3100% | 5.3200% | 5.3200% | 5.3200% | 5.3000% | 5.3100% | 5.3000% | 5.0600% | 5.0500% | 5.0600% | 4.8000% | 4.8000% |
26 | 5.3100% | 5.3100% | 5.3200% | 5.3500% | 5.3200% | 5.3100% | 5.3100% | 5.3000% | 5.0600% | 5.0500% | 5.0600% | 4.8000% | 4.8000% |
27 | 5.3100% | 5.3100% | 5.3200% | 5.3900% | 5.3200% | 5.3100% | 5.3200% | 5.3000% | 5.3100% | 5.0500% | 5.0600% | 4.8100% | 4.8100% |
28 | 5.3100% | 5.3100% | 5.3200% | 5.4000% | 5.3200% | 5.3100% | 5.3100% | 5.3000% | 5.3000% | 5.0600% | 5.0600% | 4.8100% | 4.8400% |
29 | - | 5.3200% | 5.3100% | 5.3800% | 5.3100% | 5.3100% | 5.3100% | 5.3000% | 5.3000% | 5.0600% | 5.0600% | 4.8100% | 4.8300% |
30 | - | - | 5.3100% | 5.3800% | 5.3300% | 5.3100% | 5.3100% | 5.3000% | 5.3000% | 5.0900% | 5.0600% | 4.8100% | 4.8200% |
31 | - | - | 5.3200% | 5.3800% | - | 5.3500% | - | 5.3100% | 5.3100% | - | 5.0800% | - | 4.8700% |
Day | Mar 2024 | Feb 2024 | Jan 2024 | Dec 2023 | Nov 2023 | Oct 2023 | Sep 2023 | Aug 2023 | Jul 2023 | Jun 2023 | May 2023 | Apr 2023 | Mar 2023 |
1 | 5.3256% | 5.3283% | 5.3560% | 5.3428% | 5.3201% | 5.3161% | 5.3297% | 5.3181% | 5.1025% | 5.1603% | 4.9932% | 4.8070% | 4.6652% |
2 | 5.3256% | 5.3300% | 5.3527% | 5.3428% | 5.3196% | 5.3146% | 5.3297% | 5.3178% | 5.1025% | 5.1723% | 5.0187% | 4.8070% | 4.6608% |
3 | 5.3256% | 5.3300% | 5.3547% | 5.3428% | 5.3227% | 5.3190% | 5.3297% | 5.3180% | 5.1130% | 5.1723% | 5.0339% | 4.8034% | 4.6641% |
4 | 5.3224% | 5.3300% | 5.3484% | 5.3410% | 5.3227% | 5.3241% | 5.3297% | 5.3171% | 5.1130% | 5.1723% | 5.0459% | 4.8025% | 4.6641% |
5 | 5.3226% | 5.3235% | 5.3453% | 5.3459% | 5.3227% | 5.3275% | 5.3274% | 5.3171% | 5.1408% | 5.1742% | 5.0404% | 4.8104% | 4.6641% |
6 | 5.3213% | 5.3221% | 5.3453% | 5.3451% | 5.3297% | 5.3304% | 5.3289% | 5.3171% | 5.1424% | 5.1407% | 5.0404% | 4.8281% | 4.6984% |
7 | 5.3209% | 5.3225% | 5.3453% | 5.3596% | 5.3218% | 5.3304% | 5.3276% | 5.3164% | 5.1453% | 5.1500% | 5.0404% | 4.8281% | 4.7079% |
8 | 5.3198% | 5.3231% | 5.3437% | 5.3658% | 5.3234% | 5.3304% | 5.3268% | 5.3172% | 5.1453% | 5.1384% | 5.0435% | 4.8281% | 4.7243% |
9 | 5.3198% | 5.3211% | 5.3392% | 5.3658% | 5.3220% | 5.3304% | 5.3268% | 5.3158% | 5.1453% | 5.1312% | 5.0503% | 4.8281% | 4.7335% |
10 | 5.3198% | 5.3211% | 5.3377% | 5.3658% | 5.3213% | 5.3360% | 5.3268% | 5.3124% | 5.1648% | 5.1312% | 5.0550% | 4.8296% | 4.7765% |
11 | 5.3177% | 5.3211% | 5.3355% | 5.3574% | 5.3213% | 5.3411% | 5.3293% | 5.3125% | 5.1770% | 5.1312% | 5.0543% | 4.8339% | 4.7765% |
12 | 5.3187% | 5.3180% | 5.3342% | 5.3550% | 5.3213% | 5.3488% | 5.3295% | 5.3125% | 5.1939% | 5.1464% | 5.0571% | 4.8553% | 4.7765% |
13 | 5.3207% | 5.3207% | 5.3342% | 5.3598% | 5.3212% | 5.3324% | 5.3283% | 5.3125% | 5.1964% | 5.1456% | 5.0571% | 4.8762% | 4.8470% |
14 | 5.3254% | 5.3204% | 5.3342% | 5.3648% | 5.3223% | 5.3324% | 5.3336% | 5.3125% | 5.2022% | 5.1476% | 5.0571% | 4.8812% | 4.8603% |
15 | 5.3253% | 5.3176% | 5.3342% | 5.3618% | 5.3229% | 5.3324% | 5.3322% | 5.3105% | 5.2022% | 5.1470% | 5.0593% | 4.8812% | 4.8271% |
16 | 5.3253% | 5.3214% | 5.3332% | 5.3618% | 5.3295% | 5.3345% | 5.3322% | 5.3126% | 5.2022% | 5.1019% | 5.0569% | 4.8812% | 4.6595% |
17 | 5.3253% | 5.3214% | 5.3380% | 5.3618% | 5.3296% | 5.3353% | 5.3322% | 5.3138% | 5.2216% | 5.1019% | 5.0664% | 4.8895% | 4.7434% |
18 | 5.3267% | 5.3214% | 5.3318% | 5.3583% | 5.3296% | 5.3347% | 5.3306% | 5.3120% | 5.2299% | 5.1019% | 5.0677% | 4.8931% | 4.7434% |
19 | 5.3263% | 5.3214% | 5.3348% | 5.3558% | 5.3296% | 5.3335% | 5.3271% | 5.3120% | 5.2461% | 5.1019% | 5.0733% | 4.9175% | 4.7434% |
20 | 5.3288% | 5.3198% | 5.3348% | 5.3579% | 5.3311% | 5.3391% | 5.3248% | 5.3120% | 5.2546% | 5.0906% | 5.0733% | 4.9384% | 4.6911% |
21 | 5.3286% | 5.3159% | 5.3348% | 5.3576% | 5.3325% | 5.3391% | 5.3241% | 5.3140% | 5.2636% | 5.0763% | 5.0733% | 4.9460% | 4.7562% |
22 | 5.3288% | 5.3203% | 5.3367% | 5.3569% | 5.3348% | 5.3391% | 5.3235% | 5.3143% | 5.2636% | 5.0771% | 5.0821% | 4.9460% | 4.7511% |
23 | 5.3288% | 5.3210% | 5.3359% | 5.3569% | 5.3348% | 5.3387% | 5.3235% | 5.3178% | 5.2636% | 5.0825% | 5.0937% | 4.9460% | 4.7592% |
24 | 5.3288% | 5.3210% | 5.3350% | 5.3569% | 5.3408% | 5.3317% | 5.3235% | 5.3153% | 5.2913% | 5.0825% | 5.0979% | 4.9643% | 4.7756% |
25 | 5.3294% | 5.3210% | 5.3359% | 5.3569% | 5.3408% | 5.3244% | 5.3197% | 5.3150% | 5.2980% | 5.0825% | 5.1000% | 4.9705% | 4.7756% |
26 | 5.3287% | 5.3209% | 5.3366% | 5.3560% | 5.3408% | 5.3249% | 5.3175% | 5.3150% | 5.3054% | 5.0892% | 5.1108% | 4.9774% | 4.7756% |
27 | 5.3322% | 5.3241% | 5.3366% | 5.3554% | 5.3429% | 5.3261% | 5.3175% | 5.3150% | 5.3155% | 5.0837% | 5.1108% | 4.9965% | 4.7924% |
28 | 5.3322% | 5.3285% | 5.3366% | 5.3569% | 5.3472% | 5.3261% | 5.3184% | 5.3202% | 5.3174% | 5.0873% | 5.1108% | 4.9822% | 4.8056% |
29 | - | 5.3263% | 5.3366% | 5.3560% | 5.3516% | 5.3261% | 5.3161% | 5.3288% | 5.3174% | 5.1054% | 5.1108% | 4.9822% | 4.7912% |
30 | - | - | 5.3365% | 5.3560% | 5.3484% | 5.3269% | 5.3161% | 5.3337% | 5.3174% | 5.1025% | 5.1358% | 4.9822% | 4.8088% |
31 | - | - | 5.3326% | 5.3560% | - | 5.3241% | - | 5.3311% | 5.3187% | - | 5.1534% | - | 4.8070% |
Day | Mar 2024 | Feb 2024 | Jan 2024 | Dec 2023 | Nov 2023 | Oct 2023 | Sep 2023 | Aug 2023 | Jul 2023 | Jun 2023 | May 2023 | Apr 2023 | Mar 2023 |
1 | 5.3413% | 5.3064% | 5.3481% | 5.3771% | 5.3771% | 5.3901% | 5.4096% | 5.3719% | 5.2419% | 5.2767% | 5.0435% | 4.8983% | 4.9063% |
2 | 5.3413% | 5.3153% | 5.3302% | 5.3771% | 5.3828% | 5.3948% | 5.4096% | 5.3653% | 5.2419% | 5.2928% | 5.0813% | 4.8983% | 4.8939% |
3 | 5.3413% | 5.3153% | 5.3314% | 5.3771% | 5.3919% | 5.3955% | 5.4096% | 5.3664% | 5.2467% | 5.2928% | 5.0893% | 4.8901% | 4.9056% |
4 | 5.3335% | 5.3153% | 5.3273% | 5.3694% | 5.3919% | 5.3882% | 5.4096% | 5.3694% | 5.2467% | 5.2928% | 5.1114% | 4.9086% | 4.9056% |
5 | 5.3311% | 5.2726% | 5.3302% | 5.3752% | 5.3919% | 5.4143% | 5.4012% | 5.3694% | 5.2684% | 5.2764% | 5.0595% | 4.9206% | 4.9056% |
6 | 5.3238% | 5.2905% | 5.3302% | 5.3630% | 5.3927% | 5.4224% | 5.4023% | 5.3694% | 5.2687% | 5.2303% | 5.0595% | 4.9374% | 4.9293% |
7 | 5.3264% | 5.3161% | 5.3302% | 5.3762% | 5.3802% | 5.4224% | 5.3911% | 5.3699% | 5.2768% | 5.2532% | 5.0595% | 4.9374% | 4.9398% |
8 | 5.3245% | 5.3226% | 5.3293% | 5.3801% | 5.3681% | 5.4224% | 5.3977% | 5.3706% | 5.2768% | 5.2388% | 5.0727% | 4.9374% | 4.9417% |
9 | 5.3245% | 5.3143% | 5.3293% | 5.3801% | 5.3657% | 5.4224% | 5.3977% | 5.3674% | 5.2768% | 5.2381% | 5.0387% | 4.9374% | 4.9566% |
10 | 5.3245% | 5.3143% | 5.3257% | 5.3801% | 5.3691% | 5.4062% | 5.3977% | 5.3653% | 5.2809% | 5.2381% | 5.0722% | 4.9167% | 5.0402% |
11 | 5.3212% | 5.3143% | 5.3234% | 5.3718% | 5.3691% | 5.4067% | 5.4110% | 5.3668% | 5.2985% | 5.2381% | 5.0839% | 4.9044% | 5.0402% |
12 | 5.3208% | 5.3014% | 5.3265% | 5.3660% | 5.3691% | 5.4258% | 5.4105% | 5.3668% | 5.2995% | 5.2506% | 5.0981% | 4.9587% | 5.0402% |
13 | 5.3150% | 5.3091% | 5.3265% | 5.3792% | 5.3710% | 5.3938% | 5.4053% | 5.3668% | 5.3011% | 5.2415% | 5.0981% | 4.9766% | 5.1071% |
14 | 5.3252% | 5.3065% | 5.3265% | 5.3861% | 5.3776% | 5.3938% | 5.4082% | 5.3692% | 5.3111% | 5.2494% | 5.0981% | 4.9899% | 5.1199% |
15 | 5.3293% | 5.3070% | 5.3265% | 5.3846% | 5.3797% | 5.3938% | 5.4094% | 5.3646% | 5.3111% | 5.2543% | 5.0863% | 4.9899% | 5.0327% |
16 | 5.3293% | 5.3257% | 5.3140% | 5.3846% | 5.3902% | 5.3939% | 5.4094% | 5.3718% | 5.3111% | 5.2181% | 5.0668% | 4.9899% | 4.7429% |
17 | 5.3293% | 5.3257% | 5.3165% | 5.3846% | 5.3694% | 5.4028% | 5.4094% | 5.3765% | 5.3080% | 5.2181% | 5.0897% | 4.9863% | 4.8773% |
18 | 5.3295% | 5.3257% | 5.2979% | 5.3777% | 5.3694% | 5.3950% | 5.4101% | 5.3792% | 5.3099% | 5.2181% | 5.0979% | 4.9819% | 4.8773% |
19 | 5.3297% | 5.3257% | 5.3096% | 5.3640% | 5.3694% | 5.3968% | 5.4017% | 5.3792% | 5.3201% | 5.2181% | 5.1123% | 5.0279% | 4.8773% |
20 | 5.3325% | 5.3191% | 5.3096% | 5.3704% | 5.3671% | 5.4158% | 5.3979% | 5.3792% | 5.3261% | 5.2162% | 5.1123% | 5.0485% | 4.7301% |
21 | 5.3330% | 5.3140% | 5.3096% | 5.3746% | 5.3669% | 5.4158% | 5.3970% | 5.3798% | 5.3335% | 5.2068% | 5.1123% | 5.0555% | 4.8538% |
22 | 5.3285% | 5.3257% | 5.3178% | 5.3711% | 5.3715% | 5.4158% | 5.3961% | 5.3832% | 5.3335% | 5.2203% | 5.1294% | 5.0555% | 4.8169% |
23 | 5.3285% | 5.3219% | 5.3158% | 5.3711% | 5.3715% | 5.4119% | 5.3961% | 5.3773% | 5.3335% | 5.2291% | 5.1635% | 5.0555% | 4.8237% |
24 | 5.3285% | 5.3219% | 5.3186% | 5.3711% | 5.3780% | 5.3985% | 5.3961% | 5.3831% | 5.3456% | 5.2291% | 5.1509% | 5.0706% | 4.8798% |
25 | 5.3200% | 5.3219% | 5.3247% | 5.3711% | 5.3780% | 5.3782% | 5.4001% | 5.3911% | 5.3512% | 5.2291% | 5.1662% | 5.0678% | 4.8798% |
26 | 5.3125% | 5.3238% | 5.3241% | 5.3601% | 5.3780% | 5.3796% | 5.3998% | 5.3911% | 5.3506% | 5.2463% | 5.1916% | 5.0680% | 4.8798% |
27 | 5.3076% | 5.3306% | 5.3241% | 5.3511% | 5.3797% | 5.3875% | 5.3911% | 5.3911% | 5.3574% | 5.2387% | 5.1916% | 5.0788% | 4.8978% |
28 | 5.3076% | 5.3378% | 5.3241% | 5.3479% | 5.3866% | 5.3875% | 5.3856% | 5.3879% | 5.3656% | 5.2347% | 5.1916% | 5.0454% | 4.8764% |
29 | - | 5.3432% | 5.3196% | 5.3481% | 5.3932% | 5.3875% | 5.3901% | 5.4039% | 5.3656% | 5.2393% | 5.1916% | 5.0454% | 4.8069% |
30 | - | - | 5.3174% | 5.3481% | 5.3882% | 5.3900% | 5.3901% | 5.4174% | 5.3656% | 5.2419% | 5.2253% | 5.0454% | 4.8912% |
31 | - | - | 5.3127% | 5.3481% | - | 5.3832% | - | 5.4225% | 5.3691% | - | 5.2637% | - | 4.8983% |
Day | Mar 2024 | Feb 2024 | Jan 2024 | Dec 2023 | Nov 2023 | Oct 2023 | Sep 2023 | Aug 2023 | Jul 2023 | Jun 2023 | May 2023 | Apr 2023 | Mar 2023 |
1 | 5.2869% | 5.1461% | 5.1838% | 5.3711% | 5.4345% | 5.4675% | 5.4753% | 5.4480% | 5.3367% | 5.3191% | 5.0213% | 4.8646% | 5.1561% |
2 | 5.2869% | 5.1650% | 5.1554% | 5.3711% | 5.4427% | 5.4709% | 5.4753% | 5.4331% | 5.3367% | 5.3207% | 5.0796% | 4.8646% | 5.1497% |
3 | 5.2869% | 5.1650% | 5.1577% | 5.3711% | 5.4537% | 5.4673% | 5.4753% | 5.4331% | 5.3459% | 5.3207% | 5.0889% | 4.8658% | 5.1567% |
4 | 5.2749% | 5.1650% | 5.1531% | 5.3333% | 5.4537% | 5.4526% | 5.4753% | 5.4347% | 5.3459% | 5.3207% | 5.1217% | 4.8997% | 5.1567% |
5 | 5.2673% | 5.0838% | 5.1681% | 5.3409% | 5.4537% | 5.4857% | 5.4549% | 5.4347% | 5.3906% | 5.2853% | 5.0269% | 4.9201% | 5.1567% |
6 | 5.2455% | 5.0961% | 5.1681% | 5.3026% | 5.4449% | 5.4933% | 5.4532% | 5.4347% | 5.3809% | 5.2455% | 5.0269% | 4.9406% | 5.1871% |
7 | 5.2525% | 5.1865% | 5.1681% | 5.3167% | 5.4259% | 5.4933% | 5.4321% | 5.4331% | 5.3817% | 5.2877% | 5.0269% | 4.9406% | 5.2029% |
8 | 5.2458% | 5.2110% | 5.1781% | 5.3101% | 5.3982% | 5.4933% | 5.4527% | 5.4342% | 5.3817% | 5.2770% | 5.0284% | 4.9406% | 5.1988% |
9 | 5.2458% | 5.1934% | 5.1928% | 5.3101% | 5.3932% | 5.4933% | 5.4527% | 5.4276% | 5.3817% | 5.2779% | 4.9455% | 4.9406% | 5.2150% |
10 | 5.2458% | 5.1934% | 5.1843% | 5.3101% | 5.3971% | 5.4626% | 5.4527% | 5.4258% | 5.3815% | 5.2779% | 5.0104% | 4.8730% | 5.3152% |
11 | 5.2357% | 5.1934% | 5.1732% | 5.3016% | 5.3971% | 5.4545% | 5.4760% | 5.4210% | 5.4150% | 5.2779% | 5.0305% | 4.8364% | 5.3152% |
12 | 5.2298% | 5.1723% | 5.1847% | 5.2921% | 5.3971% | 5.4844% | 5.4720% | 5.4210% | 5.4034% | 5.2921% | 5.0510% | 4.9352% | 5.3152% |
13 | 5.2092% | 5.1887% | 5.1847% | 5.3294% | 5.3990% | 5.4346% | 5.4629% | 5.4210% | 5.4024% | 5.2672% | 5.0510% | 4.9714% | 5.3890% |
14 | 5.2333% | 5.1910% | 5.1847% | 5.3465% | 5.4145% | 5.4346% | 5.4712% | 5.4214% | 5.4111% | 5.2861% | 5.0510% | 4.9854% | 5.3915% |
15 | 5.2508% | 5.1962% | 5.1847% | 5.3322% | 5.4192% | 5.4346% | 5.4735% | 5.4151% | 5.4111% | 5.2946% | 5.0226% | 4.9854% | 5.2222% |
16 | 5.2508% | 5.2570% | 5.1557% | 5.3322% | 5.4348% | 5.4399% | 5.4735% | 5.4320% | 5.4111% | 5.2670% | 4.9855% | 4.9854% | 4.7011% |
17 | 5.2508% | 5.2570% | 5.1535% | 5.3322% | 5.3808% | 5.4641% | 5.4735% | 5.4447% | 5.3928% | 5.2670% | 5.0285% | 4.9606% | 4.8451% |
18 | 5.2568% | 5.2570% | 5.0890% | 5.2938% | 5.3808% | 5.4491% | 5.4777% | 5.4419% | 5.3755% | 5.2670% | 5.0422% | 4.9430% | 4.8451% |
19 | 5.2656% | 5.2570% | 5.1161% | 5.2199% | 5.3808% | 5.4548% | 5.4658% | 5.4419% | 5.3964% | 5.2670% | 5.0689% | 5.0211% | 4.8451% |
20 | 5.2751% | 5.2436% | 5.1161% | 5.2513% | 5.3750% | 5.4883% | 5.4661% | 5.4419% | 5.4004% | 5.2885% | 5.0689% | 5.0681% | 4.4846% |
21 | 5.2796% | 5.2312% | 5.1161% | 5.2538% | 5.3635% | 5.4883% | 5.4686% | 5.4411% | 5.3991% | 5.2894% | 5.0689% | 5.0784% | 4.7488% |
22 | 5.2716% | 5.2664% | 5.1636% | 5.2381% | 5.3728% | 5.4883% | 5.4691% | 5.4445% | 5.3991% | 5.3086% | 5.0938% | 5.0784% | 4.7142% |
23 | 5.2716% | 5.2435% | 5.1593% | 5.2381% | 5.3728% | 5.4895% | 5.4691% | 5.4290% | 5.3991% | 5.3117% | 5.1465% | 5.0784% | 4.6705% |
24 | 5.2716% | 5.2435% | 5.1770% | 5.2381% | 5.3802% | 5.4695% | 5.4691% | 5.4469% | 5.4126% | 5.3117% | 5.1392% | 5.0996% | 4.8498% |
25 | 5.2458% | 5.2435% | 5.1866% | 5.2381% | 5.3802% | 5.4391% | 5.4728% | 5.4577% | 5.4284% | 5.3117% | 5.1634% | 5.0883% | 4.8498% |
26 | 5.2290% | 5.2527% | 5.1880% | 5.2137% | 5.3802% | 5.4455% | 5.4795% | 5.4577% | 5.4216% | 5.3345% | 5.2002% | 5.0884% | 4.8498% |
27 | 5.2216% | 5.2735% | 5.1880% | 5.1873% | 5.3770% | 5.4558% | 5.4693% | 5.4577% | 5.4313% | 5.3291% | 5.2002% | 5.0907% | 4.8830% |
28 | 5.2216% | 5.2790% | 5.1880% | 5.1767% | 5.3915% | 5.4558% | 5.4633% | 5.4450% | 5.4453% | 5.3204% | 5.2002% | 5.0274% | 4.7946% |
29 | - | 5.2925% | 5.1723% | 5.1838% | 5.4009% | 5.4558% | 5.4675% | 5.4673% | 5.4453% | 5.3243% | 5.2002% | 5.0274% | 4.6598% |
30 | - | - | 5.1574% | 5.1838% | 5.3944% | 5.4569% | 5.4675% | 5.4928% | 5.4453% | 5.3367% | 5.2382% | 5.0274% | 4.8368% |
31 | - | - | 5.1527% | 5.1838% | - | 5.4406% | - | 5.5010% | 5.4528% | - | 5.2984% | - | 4.8646% |
Day | Mar 2024 | Feb 2024 | Jan 2024 | Dec 2023 | Nov 2023 | Oct 2023 | Sep 2023 | Aug 2023 | Jul 2023 | Jun 2023 | May 2023 | Apr 2023 | Mar 2023 |
1 | 5.0933% | 4.7894% | 4.8020% | 5.2132% | 5.3592% | 5.4691% | 5.4187% | 5.4079% | 5.2993% | 5.1620% | 4.7263% | 4.6642% | 5.3337% |
2 | 5.0933% | 4.8260% | 4.7638% | 5.2132% | 5.3674% | 5.4748% | 5.4187% | 5.3831% | 5.2993% | 5.1385% | 4.8091% | 4.6642% | 5.3346% |
3 | 5.0933% | 4.8260% | 4.7710% | 5.2132% | 5.3937% | 5.4663% | 5.4187% | 5.3739% | 5.2995% | 5.1385% | 4.8260% | 4.6948% | 5.3435% |
4 | 5.0719% | 4.8260% | 4.7701% | 5.1081% | 5.3937% | 5.4337% | 5.4187% | 5.3812% | 5.2995% | 5.1385% | 4.8860% | 4.7345% | 5.3435% |
5 | 5.0565% | 4.7025% | 4.7979% | 5.1184% | 5.3937% | 5.4777% | 5.3707% | 5.3812% | 5.3968% | 5.0627% | 4.7516% | 4.7502% | 5.3435% |
6 | 5.0154% | 4.6928% | 4.7979% | 5.0391% | 5.3634% | 5.4837% | 5.3687% | 5.3812% | 5.3715% | 5.0270% | 4.7516% | 4.7373% | 5.3845% |
7 | 5.0356% | 4.8593% | 4.7979% | 5.0510% | 5.3259% | 5.4837% | 5.3257% | 5.3649% | 5.3848% | 5.0925% | 4.7516% | 4.7373% | 5.4036% |
8 | 5.0141% | 4.9071% | 4.8193% | 5.0322% | 5.2628% | 5.4837% | 5.3890% | 5.3624% | 5.3848% | 5.0948% | 4.7182% | 4.7373% | 5.3810% |
9 | 5.0141% | 4.8733% | 4.8545% | 5.0322% | 5.2616% | 5.4837% | 5.3890% | 5.3395% | 5.3848% | 5.1038% | 4.5536% | 4.7373% | 5.3880% |
10 | 5.0141% | 4.8733% | 4.8478% | 5.0322% | 5.2749% | 5.4298% | 5.3890% | 5.3183% | 5.3781% | 5.1038% | 4.6521% | 4.6154% | 5.5078% |
11 | 4.9975% | 4.8733% | 4.8205% | 5.0293% | 5.2749% | 5.3966% | 5.4327% | 5.3083% | 5.4545% | 5.1038% | 4.6989% | 4.5383% | 5.5078% |
12 | 4.9869% | 4.8463% | 4.8431% | 5.0201% | 5.2749% | 5.4457% | 5.4239% | 5.3083% | 5.4086% | 5.1462% | 4.7336% | 4.6997% | 5.5078% |
13 | 4.9421% | 4.8803% | 4.8431% | 5.0982% | 5.2814% | 5.3560% | 5.4036% | 5.3083% | 5.3853% | 5.1027% | 4.7336% | 4.7528% | 5.5799% |
14 | 4.9824% | 4.8986% | 4.8431% | 5.1307% | 5.3165% | 5.3560% | 5.4213% | 5.3117% | 5.3833% | 5.1482% | 4.7336% | 4.7655% | 5.5589% |
15 | 5.0106% | 4.9000% | 4.8431% | 5.1052% | 5.3342% | 5.3560% | 5.4316% | 5.3058% | 5.3833% | 5.1587% | 4.6726% | 4.7655% | 5.2756% |
16 | 5.0106% | 5.0190% | 4.8030% | 5.1052% | 5.3483% | 5.3692% | 5.4316% | 5.3544% | 5.3833% | 5.1528% | 4.6011% | 4.7655% | 4.5109% |
17 | 5.0106% | 5.0190% | 4.7898% | 5.1052% | 5.2294% | 5.4171% | 5.4316% | 5.3820% | 5.3265% | 5.1528% | 4.6814% | 4.7160% | 4.7287% |
18 | 5.0337% | 5.0190% | 4.6530% | 5.0148% | 5.2294% | 5.3934% | 5.4367% | 5.3855% | 5.2540% | 5.1528% | 4.7038% | 4.6843% | 4.7287% |
19 | 5.0595% | 5.0190% | 4.6889% | 4.8580% | 5.2294% | 5.4036% | 5.4214% | 5.3855% | 5.2929% | 5.1528% | 4.7544% | 4.7983% | 4.7287% |
20 | 5.0786% | 5.0047% | 4.6889% | 4.9147% | 5.2369% | 5.4581% | 5.4429% | 5.3855% | 5.3005% | 5.2194% | 4.7544% | 4.8707% | 4.1665% |
21 | 5.0969% | 4.9779% | 4.6889% | 4.9194% | 5.2007% | 5.4581% | 5.4543% | 5.3765% | 5.2858% | 5.2303% | 4.7544% | 4.8829% | 4.5134% |
22 | 5.0796% | 5.0495% | 4.8027% | 4.9022% | 5.2263% | 5.4581% | 5.4589% | 5.3834% | 5.2858% | 5.2666% | 4.7967% | 4.8829% | 4.4791% |
23 | 5.0796% | 4.9989% | 4.7985% | 4.9022% | 5.2263% | 5.4696% | 5.4589% | 5.3557% | 5.2858% | 5.2498% | 4.8777% | 4.8829% | 4.4192% |
24 | 5.0796% | 4.9989% | 4.8372% | 4.9022% | 5.2415% | 5.4384% | 5.4589% | 5.3882% | 5.3092% | 5.2498% | 4.8874% | 4.9280% | 4.6955% |
25 | 5.0368% | 4.9989% | 4.8350% | 4.9022% | 5.2415% | 5.3801% | 5.4660% | 5.4113% | 5.3615% | 5.2498% | 4.9137% | 4.8825% | 4.6955% |
26 | 5.0038% | 5.0251% | 4.8469% | 4.8496% | 5.2415% | 5.3841% | 5.4856% | 5.4113% | 5.3530% | 5.2745% | 4.9712% | 4.8773% | 4.6955% |
27 | 4.9929% | 5.0724% | 4.8469% | 4.7987% | 5.2323% | 5.3959% | 5.4669% | 5.4113% | 5.3630% | 5.2836% | 4.9712% | 4.8630% | 4.7210% |
28 | 4.9929% | 5.0710% | 4.8469% | 4.7761% | 5.2596% | 5.3959% | 5.4597% | 5.3754% | 5.3979% | 5.2577% | 4.9712% | 4.7448% | 4.5444% |
29 | - | 5.0938% | 4.8197% | 4.8020% | 5.2735% | 5.3959% | 5.4691% | 5.4117% | 5.3979% | 5.2632% | 4.9712% | 4.7448% | 4.3339% |
30 | - | - | 4.7990% | 4.8020% | 5.2638% | 5.4035% | 5.4691% | 5.4663% | 5.3979% | 5.2993% | 5.0025% | 4.7448% | 4.6009% |
31 | - | - | 4.7990% | 4.8020% | - | 5.3730% | - | 5.4799% | 5.4025% | - | 5.1017% | - | 4.6642% |
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