The Emirates Interbank Offered Rate (EIBOR) is the benchmark rate, stated in UAE Dirhams, for financing between banks within the United Arab Emirates market. The EIBOR is calculated as an average where a panel of 9 banks submit their daily rates, with the two highest and lowest rates removed, and taking an average mean of the remaining rates
Rates as on DD-MM-YYYY
Terms | Profit Rate |
1 Month | 5.3938% |
3 Months | 5.1175% |
6 Months | 5.4732% |
12 Months | 5.6173% |
Short Week | 5.2093% |
Day | Sep 2023 | Aug 2023 | Jul 2023 | Jun 2023 | May 2023 | Apr 2023 | Mar 2023 | Feb 2023 | Jan 2023 | Dec 2022 | Nov 2022 | Oct 2022 | Sep 2022 |
1 | 5.2562% | 5.3500% | 5.1584% | 5.2632% | 5.0553% | 4.9685% | 4.7753% | 4.6737% | 4.5400% | 4.1240% | 3.6358% | 3.2250% | 2.5488% |
2 | 5.2562% | 5.3532% | 5.1584% | 5.2673% | 5.1264% | 4.9685% | 4.7747% | 4.6871% | 4.5366% | 4.1240% | 3.7065% | 3.2250% | 2.5365% |
3 | 5.2562% | 5.3498% | 5.1549% | 5.2673% | 5.1740% | 4.9771% | 4.7766% | 4.6789% | 4.5498% | 4.1240% | 3.7777% | 3.1674% | 2.5365% |
4 | 5.2510% | 5.3735% | 5.1581% | 5.2673% | 5.2154% | 4.9734% | 4.7766% | 4.6789% | 4.5701% | 4.1240% | 3.8091% | 3.2425% | 2.5365% |
5 | 5.2501% | 5.3735% | 5.1900% | 5.2684% | 5.2287% | 5.0139% | 4.7766% | 4.6789% | 4.5687% | 4.1299% | 3.8091% | 3.2725% | 2.5894% |
6 | 5.2516% | 5.3735% | 5.1991% | 5.2671% | 5.2287% | 5.0487% | 4.7778% | 4.7095% | 4.5633% | 4.1596% | 3.8091% | 3.2455% | 2.6245% |
7 | 5.2524% | 5.3721% | 5.2095% | 5.2475% | 5.2287% | 5.0701% | 4.7825% | 4.7085% | 4.5633% | 4.1951% | 3.8815% | 3.2510% | 2.6420% |
8 | 5.2591% | 5.3727% | 5.2095% | 5.2485% | 5.2362% | 5.0701% | 4.7888% | 4.7077% | 4.5633% | 4.2192% | 3.8822% | 3.2510% | 2.6833% |
9 | 5.2591% | 5.3734% | 5.2095% | 5.2374% | 5.2425% | 5.0701% | 4.7885% | 4.7115% | 4.5560% | 4.2492% | 3.9648% | 3.2510% | 2.6911% |
10 | 5.2591% | 5.3729% | 5.2108% | 5.2374% | 5.2453% | 5.0747% | 4.7921% | 4.7143% | 4.5555% | 4.2492% | 3.9705% | 3.2753% | 2.6911% |
11 | 5.2401% | 5.3537% | 5.2145% | 5.2374% | 5.2514% | 5.0741% | 4.7921% | 4.7143% | 4.5404% | 4.2492% | 3.9661% | 3.3195% | 2.6911% |
12 | 5.2359% | 5.3537% | 5.2230% | 5.2330% | 5.2435% | 5.0881% | 4.7921% | 4.7143% | 4.5750% | 4.2570% | 3.9661% | 3.3387% | 2.7028% |
13 | 5.2394% | 5.3537% | 5.2324% | 5.2389% | 5.2435% | 5.0910% | 4.8904% | 4.7282% | 4.5857% | 4.2828% | 3.9661% | 3.3406% | 2.7391% |
14 | 5.2387% | 5.3527% | 5.2319% | 5.2371% | 5.2435% | 5.1162% | 4.9138% | 4.7296% | 4.5857% | 4.2692% | 3.9702% | 3.3495% | 2.7910% |
15 | 5.2508% | 5.3247% | 5.2319% | 5.2510% | 5.2457% | 5.1162% | 4.7800% | 4.7342% | 4.5857% | 4.3149% | 3.9519% | 3.3495% | 2.7911% |
16 | 5.2508% | 5.3337% | 5.2319% | 5.2331% | 5.1595% | 5.1162% | 4.8526% | 4.7150% | 4.6046% | 4.3371% | 3.9747% | 3.3495% | 2.7841% |
17 | 5.2508% | 5.3300% | 5.2430% | 5.2331% | 5.2458% | 5.1111% | 4.8549% | 4.7388% | 4.5856% | 4.3371% | 4.0023% | 3.3709% | 2.7841% |
18 | 5.2632% | 5.2976% | 5.2499% | 5.2331% | 5.2633% | 5.0983% | 4.8549% | 4.7388% | 4.6168% | 4.3371% | 4.0060% | 3.4103% | 2.7841% |
19 | 5.3550% | 5.2976% | 5.2536% | 5.2193% | 5.2658% | 5.1326% | 4.8549% | 4.7388% | 4.5920% | 4.4503% | 4.0060% | 3.4063% | 2.8739% |
20 | 5.3961% | 5.2976% | 5.2714% | 5.2110% | 5.2658% | 5.1326% | 4.8283% | 4.7408% | 4.6201% | 4.4363% | 4.0060% | 3.4431% | 2.9298% |
21 | 5.3954% | 5.2882% | 5.2714% | 5.2045% | 5.2658% | 5.1326% | 4.7735% | 4.7096% | 4.6201% | 4.4891% | 4.0173% | 3.4310% | 2.9631% |
22 | 5.4130% | 5.2901% | 5.2714% | 5.1988% | 5.1374% | 5.1326% | 4.8620% | 4.7504% | 4.6201% | 4.4997% | 4.0301% | 3.4310% | 3.0621% |
23 | 5.4130% | 5.2840% | 5.2714% | 5.0993% | 5.1523% | 5.1326% | 4.8507% | 4.7553% | 4.6220% | 4.5208% | 4.0513% | 3.4310% | 3.0746% |
24 | 5.4130% | 5.2562% | 5.2641% | 5.0993% | 5.2620% | 5.1370% | 4.9078% | 4.7582% | 4.6106% | 4.5208% | 4.0848% | 3.4964% | 3.0746% |
25 | 5.3910% | 5.2603% | 5.2787% | 5.0993% | 5.2522% | 5.1198% | 4.9078% | 4.7582% | 4.6257% | 4.5208% | 4.0773% | 3.5503% | 3.0746% |
26 | 5.3938% | 5.2603% | 5.3027% | 5.1584% | 5.2540% | 5.0963% | 4.9078% | 4.7582% | 4.6274% | 4.5385% | 4.0773% | 3.5805% | 3.1209% |
27 | 5.3938% | 5.2603% | 5.1804% | 5.1584% | 5.2540% | 5.0229% | 4.9408% | 4.7680% | 4.6358% | 4.5439% | 4.0773% | 3.5963% | 3.1616% |
28 | - | 5.2613% | 5.3310% | 5.1584% | 5.2540% | 5.0773% | 4.9595% | 4.7772% | 4.6358% | 4.5498% | 4.1073% | 3.6027% | 3.1479% |
29 | - | 5.2556% | 5.3310% | 5.1584% | 5.2474% | 5.0773% | 4.9715% | - | 4.6358% | 4.5539% | 4.0774% | 3.6027% | 3.1603% |
30 | - | 5.1717% | 5.3310% | 5.1584% | 5.2862% | 5.0773% | 4.9649% | - | 4.6388% | 4.5400% | 4.1240% | 3.6027% | 3.2250% |
31 | - | 5.2670% | 5.3404% | - | 5.2931% | - | 4.9685% | - | 4.6651% | 4.5400% | - | 3.6267% | - |
Day | Sep 2023 | Aug 2023 | Jul 2023 | Jun 2023 | May 2023 | Apr 2023 | Mar 2023 | Feb 2023 | Jan 2023 | Dec 2022 | Nov 2022 | Oct 2022 | Sep 2022 |
1 | 5.1718% | 5.1911% | 5.1927% | 5.2237% | 5.1991% | 4.9865% | 4.7403% | 4.6031% | 4.6135% | 4.4300% | 4.1041% | 3.4496% | 3.0056% |
2 | 5.1718% | 5.2626% | 5.1927% | 5.2233% | 4.9909% | 4.9865% | 4.8974% | 4.6754% | 4.3125% | 4.4300% | 4.2307% | 3.4496% | 2.9015% |
3 | 5.1718% | 5.4004% | 5.2246% | 5.2233% | 5.0172% | 5.0111% | 4.7662% | 4.7360% | 4.3095% | 4.4300% | 3.9490% | 3.3900% | 2.9015% |
4 | 5.2552% | 5.1498% | 5.1670% | 5.2233% | 5.1640% | 4.9100% | 4.7662% | 4.7360% | 4.4758% | 4.4300% | 4.2641% | 3.5588% | 2.9015% |
5 | 5.2140% | 5.1498% | 5.1488% | 5.2541% | 5.1741% | 4.8931% | 4.7662% | 4.7360% | 4.4800% | 4.2719% | 4.2641% | 3.4433% | 2.9131% |
6 | 5.3623% | 5.1498% | 5.1879% | 5.3122% | 5.1741% | 4.9475% | 4.7437% | 4.7418% | 4.3825% | 4.4780% | 4.2641% | 3.4341% | 2.8833% |
7 | 5.3612% | 5.4457% | 5.3008% | 5.3361% | 5.1741% | 5.1506% | 4.7960% | 4.7438% | 4.3825% | 4.3393% | 4.1359% | 3.6105% | 3.0141% |
8 | 5.3161% | 5.4555% | 5.3008% | 5.3776% | 5.2381% | 5.1506% | 4.9575% | 4.7493% | 4.3825% | 4.5262% | 4.2926% | 3.6105% | 2.9758% |
9 | 5.3161% | 5.4950% | 5.3008% | 5.3690% | 5.2075% | 5.1506% | 4.8100% | 4.8090% | 4.5531% | 4.4774% | 4.0750% | 3.6105% | 2.9773% |
10 | 5.3161% | 5.3653% | 5.1118% | 5.3690% | 5.1208% | 4.8825% | 4.9342% | 4.8178% | 4.5121% | 4.4774% | 4.0762% | 3.5924% | 2.9773% |
11 | 5.3470% | 5.3929% | 5.1310% | 5.3690% | 5.1500% | 4.9893% | 4.9342% | 4.8178% | 4.5508% | 4.4774% | 4.2930% | 3.4934% | 2.9773% |
12 | 5.2387% | 5.3929% | 5.3955% | 5.3678% | 5.3068% | 4.9567% | 4.9342% | 4.8178% | 4.5739% | 4.5551% | 4.2930% | 3.6194% | 3.0519% |
13 | 5.2726% | 5.3929% | 5.1555% | 5.2859% | 5.3068% | 4.9291% | 4.9866% | 4.8353% | 4.5655% | 4.4750% | 4.2930% | 3.6991% | 2.8544% |
14 | 5.3085% | 5.3257% | 5.2349% | 5.3386% | 5.3068% | 4.9440% | 4.9950% | 4.8793% | 4.5655% | 4.5111% | 4.2470% | 3.7771% | 3.0781% |
15 | 5.1582% | 5.3826% | 5.2349% | 5.1104% | 5.2736% | 4.9440% | 5.0648% | 4.8501% | 4.5655% | 4.5454% | 4.3555% | 3.7771% | 3.0286% |
16 | 5.1582% | 5.3379% | 5.2349% | 5.1430% | 5.3279% | 4.9440% | 4.7500% | 4.7974% | 4.5635% | 4.5370% | 4.1850% | 3.7771% | 3.0766% |
17 | 5.1582% | 5.3424% | 5.3606% | 5.1430% | 5.3324% | 4.8962% | 4.6425% | 4.6820% | 4.5206% | 4.5370% | 4.3730% | 3.7983% | 3.0766% |
18 | 5.1080% | 5.3526% | 5.2317% | 5.1430% | 4.9000% | 5.1311% | 4.6425% | 4.6820% | 4.5703% | 4.5370% | 4.3080% | 3.7775% | 3.0766% |
19 | 5.2443% | 5.3526% | 5.3269% | 5.2324% | 5.0875% | 5.2205% | 4.6425% | 4.6820% | 4.6440% | 4.4728% | 4.3080% | 3.8533% | 3.1430% |
20 | 5.1158% | 5.3526% | 5.3842% | 5.1378% | 5.0875% | 5.2205% | 4.8749% | 4.5914% | 4.4588% | 4.5891% | 4.3080% | 3.9138% | 3.2890% |
21 | 5.0089% | 5.1817% | 5.3842% | 5.2718% | 5.0875% | 5.2205% | 4.8677% | 4.8375% | 4.4588% | 4.6770% | 4.3575% | 3.9952% | 3.3200% |
22 | 5.2543% | 5.3134% | 5.3842% | 5.3276% | 5.1422% | 5.2205% | 4.8221% | 4.7598% | 4.4588% | 4.5221% | 4.4293% | 3.9952% | 3.3750% |
23 | 5.2543% | 5.3108% | 5.3842% | 5.1368% | 5.1027% | 5.2205% | 4.9193% | 4.5980% | 4.6518% | 4.6002% | 4.4423% | 3.9952% | 3.3940% |
24 | 5.2543% | 5.3835% | 5.4011% | 5.1368% | 5.1700% | 5.1650% | 4.7556% | 4.6357% | 4.4800% | 4.6002% | 4.2750% | 3.9695% | 3.3940% |
25 | 5.2204% | 5.2674% | 5.3625% | 5.1368% | 5.2223% | 5.2516% | 4.7556% | 4.6357% | 4.6470% | 4.6002% | 4.3013% | 4.0857% | 3.3940% |
26 | 5.1175% | 5.2674% | 5.3205% | 5.1927% | 5.0944% | 5.0325% | 4.7556% | 4.6357% | 4.6647% | 4.7478% | 4.3013% | 4.0364% | 3.3210% |
27 | 5.1175% | 5.2674% | 5.4381% | 5.1927% | 5.0944% | 5.2682% | 5.0232% | 4.8818% | 4.7681% | 4.7660% | 4.3013% | 4.1186% | 3.1140% |
28 | - | 5.2004% | 5.3727% | 5.1927% | 5.0944% | 5.2888% | 5.0361% | 4.4068% | 4.7681% | 4.5982% | 4.4464% | 4.1461% | 3.4100% |
29 | - | 5.3848% | 5.3727% | 5.1927% | 5.2251% | 5.2888% | 4.8184% | - | 4.7681% | 4.7688% | 4.4474% | 4.1461% | 3.5096% |
30 | - | 5.2154% | 5.3727% | 5.1927% | 5.1397% | 5.2888% | 4.9347% | - | 4.7639% | 4.6135% | 4.4300% | 4.1461% | 3.4496% |
31 | - | 5.2712% | 5.0550% | - | 5.2403% | - | 4.9865% | - | 4.7686% | 4.6135% | - | 4.1647% | - |
Day | Sep 2023 | Aug 2023 | Jul 2023 | Jun 2023 | May 2023 | Apr 2023 | Mar 2023 | Feb 2023 | Jan 2023 | Dec 2022 | Nov 2022 | Oct 2022 | Sep 2022 |
1 | 5.6534% | 5.5432% | 5.3338% | 5.3141% | 5.2225% | 5.0229% | 5.1701% | 4.8394% | 4.8845% | 4.8812% | 4.4413% | 4.0575% | 3.4231% |
2 | 5.6534% | 5.5357% | 5.3338% | 5.3250% | 5.1604% | 5.0229% | 5.1215% | 4.8320% | 4.8863% | 4.8812% | 4.5700% | 4.0575% | 3.4464% |
3 | 5.6534% | 5.5411% | 5.3102% | 5.3250% | 5.2707% | 4.8625% | 5.0149% | 4.7994% | 4.9399% | 4.8812% | 4.6163% | 3.9881% | 3.4464% |
4 | 5.5448% | 5.3866% | 5.3091% | 5.3250% | 5.2207% | 5.0397% | 5.0149% | 4.7994% | 4.8910% | 4.8812% | 4.6252% | 4.0606% | 3.4464% |
5 | 5.4431% | 5.3866% | 5.4153% | 5.4474% | 5.3059% | 5.0724% | 5.0149% | 4.7994% | 4.7456% | 4.8709% | 4.6252% | 4.0706% | 3.3900% |
6 | 5.4431% | 5.3866% | 5.3702% | 5.3948% | 5.3059% | 5.0785% | 5.0417% | 4.7562% | 4.9061% | 4.8091% | 4.6252% | 4.0831% | 3.4500% |
7 | 5.4548% | 5.4220% | 5.4155% | 5.4560% | 5.3059% | 4.9846% | 5.1436% | 4.8021% | 4.9061% | 4.8675% | 4.6392% | 4.0431% | 3.4500% |
8 | 5.3872% | 5.3598% | 5.4155% | 5.4621% | 5.1169% | 4.9846% | 5.1673% | 4.7041% | 4.9061% | 4.9294% | 4.5469% | 4.0431% | 3.5450% |
9 | 5.3872% | 5.3919% | 5.4155% | 5.4529% | 5.2474% | 4.9846% | 5.0605% | 4.8058% | 4.7943% | 4.9313% | 4.6566% | 4.0431% | 3.5500% |
10 | 5.3872% | 5.3636% | 5.4203% | 5.4529% | 5.2708% | 5.0143% | 5.1119% | 4.8022% | 4.9024% | 4.9313% | 4.5845% | 4.0598% | 3.5500% |
11 | 5.4651% | 5.4375% | 5.4246% | 5.4529% | 5.0500% | 5.0222% | 5.1119% | 4.8022% | 4.8068% | 4.9313% | 4.7027% | 4.0958% | 3.5500% |
12 | 5.4290% | 5.4375% | 5.4466% | 5.3559% | 5.1947% | 5.0178% | 5.1119% | 4.8022% | 4.9050% | 4.9406% | 4.7027% | 4.0208% | 3.3540% |
13 | 5.4437% | 5.4375% | 5.4219% | 5.3454% | 5.1947% | 4.8375% | 5.2772% | 4.8811% | 4.9066% | 4.9416% | 4.7027% | 4.1619% | 3.5800% |
14 | 5.4093% | 5.5071% | 5.3404% | 5.2582% | 5.1947% | 5.0845% | 5.2456% | 4.8000% | 4.9066% | 4.9431% | 4.6077% | 4.1024% | 3.6275% |
15 | 5.2710% | 5.2300% | 5.3404% | 5.2033% | 5.1895% | 5.0845% | 5.2519% | 4.8801% | 4.9066% | 4.9496% | 4.6960% | 4.1024% | 3.6312% |
16 | 5.2710% | 5.4563% | 5.3404% | 5.3408% | 5.2572% | 5.0845% | 4.9823% | 4.7962% | 4.8643% | 4.9268% | 4.6216% | 4.1024% | 3.5920% |
17 | 5.2710% | 5.5387% | 5.1625% | 5.3408% | 5.1690% | 5.0880% | 4.8616% | 4.8565% | 4.6000% | 4.9268% | 4.5990% | 4.2114% | 3.5920% |
18 | 5.4497% | 5.3233% | 5.4013% | 5.3408% | 5.2519% | 5.0441% | 4.8616% | 4.8565% | 4.8779% | 4.9268% | 4.6972% | 4.2550% | 3.5920% |
19 | 5.4754% | 5.3233% | 5.4003% | 5.2164% | 5.3031% | 5.1345% | 4.8616% | 4.8565% | 4.8069% | 4.6507% | 4.6972% | 4.2918% | 3.5572% |
20 | 5.4712% | 5.3233% | 5.4103% | 5.2075% | 5.3031% | 5.1345% | 4.7498% | 4.8028% | 4.8198% | 4.8461% | 4.6972% | 4.3254% | 3.4923% |
21 | 5.4928% | 5.3324% | 5.4103% | 5.3770% | 5.3031% | 5.1345% | 4.6650% | 4.7628% | 4.8198% | 4.9098% | 4.5767% | 4.2400% | 3.5923% |
22 | 5.4188% | 5.5262% | 5.4103% | 5.3698% | 5.1977% | 5.1345% | 4.7356% | 4.9026% | 4.8198% | 4.8051% | 4.7600% | 4.2400% | 3.7765% |
23 | 5.4188% | 5.5294% | 5.4103% | 5.3341% | 5.2228% | 5.1345% | 4.8560% | 5.0104% | 4.7664% | 4.8834% | 4.8116% | 4.2400% | 3.7477% |
24 | 5.4188% | 5.5238% | 5.2287% | 5.3341% | 5.3666% | 5.1785% | 4.9476% | 4.9321% | 4.7506% | 4.8834% | 4.7868% | 4.3610% | 3.7477% |
25 | 5.4066% | 5.3939% | 5.4081% | 5.3341% | 5.3018% | 4.9007% | 4.9476% | 4.9321% | 4.7867% | 4.8834% | 4.7559% | 4.4525% | 3.7477% |
26 | 5.4732% | 5.3939% | 5.4595% | 5.3338% | 5.2041% | 5.1833% | 4.9476% | 4.9321% | 4.8086% | 4.8834% | 4.7559% | 4.4056% | 3.9112% |
27 | 5.4732% | 5.3939% | 5.3512% | 5.3338% | 5.2041% | 5.2453% | 4.8886% | 5.0566% | 4.8910% | 4.8761% | 4.7559% | 4.4895% | 3.9403% |
28 | - | 5.6408% | 5.4644% | 5.3338% | 5.2041% | 5.0749% | 4.9674% | 5.0736% | 4.8910% | 4.8876% | 4.6582% | 4.5555% | 3.9656% |
29 | - | 5.6381% | 5.4644% | 5.3338% | 5.3271% | 5.0749% | 4.9187% | - | 4.8910% | 4.7495% | 4.7669% | 4.5555% | 4.0625% |
30 | - | 5.5184% | 5.4644% | 5.3338% | 5.3510% | 5.0749% | 4.9860% | - | 4.7825% | 4.8845% | 4.8812% | 4.5555% | 4.0575% |
31 | - | 5.6555% | 5.4909% | - | 5.3960% | - | 5.0229% | - | 4.7979% | 4.8845% | - | 4.5624% | - |
Day | Sep 2023 | Aug 2023 | Jul 2023 | Jun 2023 | May 2023 | Apr 2023 | Mar 2023 | Feb 2023 | Jan 2023 | Dec 2022 | Nov 2022 | Oct 2022 | Sep 2022 |
1 | 5.5923% | 5.4516% | 5.3861% | 5.3108% | 5.1378% | 4.9179% | 5.2138% | 4.9212% | 4.9681% | 5.1107% | 4.7401% | 4.2290% | 3.6554% |
2 | 5.5923% | 5.4638% | 5.3861% | 5.1425% | 5.2277% | 4.9179% | 5.1149% | 5.0804% | 5.1044% | 5.1107% | 4.6157% | 4.2290% | 3.5536% |
3 | 5.5923% | 5.5644% | 5.4225% | 5.1425% | 5.3022% | 4.9954% | 5.1769% | 5.0581% | 5.0421% | 5.1107% | 4.8300% | 4.2800% | 3.5536% |
4 | 5.5922% | 5.5652% | 5.4391% | 5.1425% | 5.2920% | 4.9795% | 5.1769% | 5.0581% | 5.0714% | 5.1107% | 4.8757% | 4.3930% | 3.5536% |
5 | 5.4558% | 5.5652% | 5.4998% | 5.2713% | 5.3019% | 4.9767% | 5.1769% | 5.0581% | 5.0713% | 5.0916% | 4.8757% | 4.4521% | 3.7281% |
6 | 5.5671% | 5.5652% | 5.2976% | 5.3378% | 5.3019% | 5.0673% | 5.0848% | 4.9854% | 5.0741% | 5.1318% | 4.8757% | 4.1208% | 3.6912% |
7 | 5.4156% | 5.3545% | 5.4862% | 5.5043% | 5.3019% | 5.0050% | 5.2195% | 4.8965% | 5.0741% | 5.0400% | 4.9300% | 4.3733% | 3.7983% |
8 | 5.5592% | 5.3920% | 5.4862% | 5.4457% | 5.1895% | 5.0050% | 5.2351% | 5.0084% | 5.0741% | 5.0821% | 4.9360% | 4.3733% | 3.6336% |
9 | 5.5592% | 5.5737% | 5.4862% | 5.5214% | 5.1956% | 5.0050% | 5.1848% | 5.0575% | 4.9391% | 4.9969% | 5.0066% | 4.3733% | 3.7680% |
10 | 5.5592% | 5.5511% | 5.5352% | 5.5214% | 5.1906% | 4.8972% | 5.3505% | 4.9966% | 4.9692% | 4.9969% | 5.0084% | 4.4000% | 3.7680% |
11 | 5.5432% | 5.5477% | 5.5450% | 5.5214% | 5.2005% | 4.7863% | 5.3505% | 4.9966% | 5.0820% | 4.9969% | 5.0236% | 4.4050% | 3.7680% |
12 | 5.5552% | 5.5477% | 5.5517% | 5.4348% | 5.2268% | 4.9126% | 5.3505% | 4.9966% | 5.0656% | 5.1064% | 5.0236% | 4.3617% | 3.8069% |
13 | 5.4322% | 5.5477% | 5.5282% | 5.4630% | 5.2268% | 4.9799% | 5.1097% | 5.1312% | 4.9638% | 5.0775% | 5.0236% | 4.2792% | 3.7650% |
14 | 5.3894% | 5.5007% | 5.4193% | 5.3179% | 5.2268% | 4.9705% | 5.1570% | 4.9523% | 4.9638% | 4.9414% | 5.1228% | 4.4492% | 3.6519% |
15 | 5.4666% | 5.3148% | 5.4193% | 5.3654% | 5.2385% | 4.9705% | 5.2796% | 5.1244% | 4.9638% | 5.1044% | 5.1212% | 4.4492% | 3.6780% |
16 | 5.4666% | 5.5533% | 5.4193% | 5.4031% | 5.2039% | 4.9705% | 5.1484% | 5.1561% | 4.9250% | 4.9910% | 5.0779% | 4.4492% | 3.9086% |
17 | 5.4666% | 5.4148% | 5.5093% | 5.4031% | 5.2687% | 5.0694% | 5.1265% | 5.1917% | 5.0079% | 4.9910% | 5.0795% | 4.5200% | 3.9086% |
18 | 5.4440% | 5.4491% | 5.5263% | 5.4031% | 5.2858% | 4.9847% | 5.1265% | 5.1917% | 5.1954% | 4.9910% | 5.0224% | 4.5450% | 3.9086% |
19 | 5.5944% | 5.4491% | 5.5182% | 5.4658% | 5.2794% | 5.0486% | 5.1265% | 5.1917% | 5.2216% | 5.0414% | 5.0224% | 4.3563% | 3.9900% |
20 | 5.5960% | 5.4491% | 5.5414% | 5.3348% | 5.2794% | 5.0486% | 4.9713% | 4.9882% | 5.1037% | 5.0642% | 5.0224% | 4.5849% | 3.8850% |
21 | 5.5968% | 5.5056% | 5.5414% | 5.3698% | 5.2794% | 5.0486% | 4.9984% | 5.1790% | 5.1037% | 5.0575% | 5.0758% | 4.6452% | 4.0375% |
22 | 5.4785% | 5.4802% | 5.5414% | 5.4677% | 5.3070% | 5.0486% | 5.0411% | 5.1858% | 5.1037% | 4.9613% | 4.9844% | 4.6452% | 4.0925% |
23 | 5.4785% | 5.4812% | 5.5414% | 5.3525% | 5.2789% | 5.0486% | 4.9925% | 5.1924% | 5.1487% | 5.1939% | 4.8770% | 4.6452% | 4.1458% |
24 | 5.4785% | 5.5971% | 5.5120% | 5.3525% | 5.2508% | 5.0749% | 5.0775% | 5.2333% | 5.1583% | 5.1939% | 5.0520% | 4.6368% | 4.1458% |
25 | 5.4759% | 5.5375% | 5.5267% | 5.3525% | 5.1474% | 5.1232% | 5.0775% | 5.2333% | 5.2521% | 5.1939% | 5.0600% | 4.7074% | 4.1458% |
26 | 5.6173% | 5.5375% | 5.5361% | 5.3861% | 5.1312% | 5.1176% | 5.0775% | 5.2333% | 5.1216% | 5.1909% | 5.0600% | 4.6375% | 4.2550% |
27 | 5.6173% | 5.5375% | 5.6034% | 5.3861% | 5.1312% | 5.1501% | 4.9074% | 5.2368% | 4.9261% | 5.1268% | 5.0600% | 4.7321% | 4.2375% |
28 | - | 5.6044% | 5.6103% | 5.3861% | 5.1312% | 5.1948% | 4.8084% | 4.8625% | 4.9261% | 5.0287% | 5.0801% | 4.6861% | 4.2993% |
29 | - | 5.5762% | 5.6103% | 5.3861% | 5.0375% | 5.1948% | 4.8854% | - | 4.9261% | 5.0549% | 4.9825% | 4.6861% | 4.3200% |
30 | - | 5.5517% | 5.6103% | 5.3861% | 5.1783% | 5.1948% | 4.9446% | - | 5.0911% | 4.9681% | 5.1107% | 4.6861% | 4.2290% |
31 | - | 5.6011% | 5.6000% | - | 5.3152% | - | 4.9179% | - | 4.9561% | 4.9681% | - | 4.7545% | - |
Day | Sep 2023 | Aug 2023 | Jul 2023 | Jun 2023 | May 2023 | Apr 2023 | Mar 2023 | Feb 2023 | Jan 2023 | Dec 2022 | Nov 2022 | Oct 2022 | Sep 2022 |
1 | 5.3208% | 5.4144% | 5.1433% | 5.1303% | 4.9591% | 4.8314% | 4.6405% | 4.4119% | 4.4123% | 3.9223% | 3.2060% | 3.1050% | 2.4278% |
2 | 5.3208% | 5.3784% | 5.1433% | 5.1397% | 4.8185% | 4.8314% | 4.5737% | 4.4332% | 4.3825% | 3.9223% | 3.2388% | 3.1050% | 2.3096% |
3 | 5.3208% | 5.4102% | 5.1543% | 5.1397% | 4.9432% | 4.8974% | 4.4607% | 4.3534% | 4.3888% | 3.9223% | 3.2598% | 3.1474% | 2.3096% |
4 | 5.3210% | 5.4058% | 5.0802% | 5.1397% | 4.9177% | 4.8606% | 4.4607% | 4.3534% | 4.3365% | 3.9223% | 3.2588% | 3.1309% | 2.3096% |
5 | 5.2019% | 5.4058% | 5.0958% | 5.0376% | 4.7760% | 4.7768% | 4.4607% | 4.3534% | 4.3920% | 3.8862% | 3.2588% | 3.1441% | 2.3721% |
6 | 5.2988% | 5.4058% | 5.0645% | 5.0874% | 4.7760% | 4.7268% | 4.5425% | 4.4891% | 4.3670% | 3.9152% | 3.2588% | 3.1154% | 2.3950% |
7 | 5.2722% | 5.4180% | 5.0667% | 5.0516% | 4.7760% | 4.8268% | 4.5647% | 4.5725% | 4.3670% | 3.9381% | 3.8750% | 3.1807% | 2.3909% |
8 | 5.2918% | 5.4097% | 5.0667% | 5.1214% | 4.9652% | 4.8268% | 4.6250% | 4.5663% | 4.3670% | 3.8716% | 3.8498% | 3.1807% | 2.3973% |
9 | 5.2918% | 5.3815% | 5.0667% | 5.0766% | 5.1335% | 4.8268% | 4.6294% | 4.6629% | 4.3290% | 3.8633% | 3.9452% | 3.1807% | 2.4064% |
10 | 5.2918% | 5.3822% | 5.0530% | 5.0766% | 5.0755% | 4.8545% | 4.6255% | 4.5922% | 4.2895% | 3.8633% | 3.8377% | 3.1212% | 2.4064% |
11 | 5.3009% | 5.3852% | 5.1114% | 5.0766% | 4.9920% | 4.8561% | 4.6255% | 4.5922% | 4.2809% | 3.8633% | 3.8368% | 3.1421% | 2.4064% |
12 | 5.2711% | 5.3852% | 5.1235% | 4.9591% | 5.0750% | 4.8597% | 4.6255% | 4.5922% | 4.3055% | 3.9258% | 3.8368% | 3.0827% | 2.3650% |
13 | 5.1665% | 5.3852% | 5.1372% | 5.0560% | 5.0750% | 4.8632% | 4.6143% | 4.6441% | 4.3138% | 3.9378% | 3.8368% | 3.0958% | 2.4527% |
14 | 5.2601% | 5.3748% | 5.1506% | 5.0319% | 5.0750% | 4.8527% | 4.6246% | 4.6553% | 4.3138% | 3.9522% | 3.9732% | 3.0892% | 2.4588% |
15 | 5.2064% | 5.3711% | 5.1506% | 5.1217% | 5.0689% | 4.8527% | 4.6033% | 4.6330% | 4.3138% | 3.9854% | 3.9726% | 3.0892% | 2.4400% |
16 | 5.2064% | 5.3748% | 5.1506% | 5.1185% | 5.0302% | 4.8527% | 4.5912% | 4.6189% | 4.2974% | 3.9864% | 3.9966% | 3.0892% | 2.4478% |
17 | 5.2064% | 5.3294% | 5.0975% | 5.1185% | 5.0711% | 4.8882% | 4.6051% | 4.6184% | 4.2933% | 3.9864% | 3.9583% | 3.1894% | 2.4478% |
18 | 5.2877% | 5.3349% | 5.0653% | 5.1185% | 5.0808% | 4.9986% | 4.6051% | 4.6184% | 4.3056% | 3.9864% | 3.9458% | 3.2116% | 2.4478% |
19 | 5.2768% | 5.3349% | 5.1127% | 5.0334% | 5.0605% | 5.0454% | 4.6051% | 4.6184% | 4.3165% | 4.2866% | 3.9458% | 3.2141% | 2.4224% |
20 | 5.3469% | 5.3349% | 5.1315% | 5.1150% | 5.0605% | 5.0454% | 4.5933% | 4.5349% | 4.2950% | 4.3763% | 3.9458% | 3.2125% | 2.4409% |
21 | 5.3104% | 5.3240% | 5.1315% | 5.1018% | 5.0605% | 5.0454% | 4.5812% | 4.5795% | 4.2950% | 4.3827% | 3.9359% | 3.2105% | 2.4320% |
22 | 5.2759% | 5.3515% | 5.1315% | 5.0785% | 5.0596% | 5.0454% | 4.6180% | 4.5736% | 4.2950% | 4.3717% | 3.9297% | 3.2105% | 2.6911% |
23 | 5.2759% | 5.3418% | 5.1315% | 5.0937% | 5.0770% | 5.0454% | 4.5974% | 4.5857% | 4.3034% | 4.4190% | 3.9928% | 3.2105% | 2.7195% |
24 | 5.2759% | 5.3265% | 5.1176% | 5.0937% | 5.1703% | 4.9611% | 4.6792% | 4.5865% | 4.2839% | 4.4190% | 3.9283% | 3.2005% | 2.7195% |
25 | 5.2930% | 5.3380% | 5.1364% | 5.0937% | 5.1970% | 4.9332% | 4.6792% | 4.5865% | 4.3034% | 4.4190% | 3.8971% | 3.1883% | 2.7195% |
26 | 5.2093% | 5.3380% | 5.2010% | 5.1433% | 5.1863% | 4.7955% | 4.6792% | 4.5865% | 4.2812% | 4.4126% | 3.8971% | 3.1556% | 2.6157% |
27 | 5.2093% | 5.3380% | 5.2195% | 5.1433% | 5.1863% | 4.7601% | 4.8161% | 4.5893% | 4.3083% | 4.3090% | 3.8971% | 3.1362% | 3.0201% |
28 | - | 5.3393% | 5.1973% | 5.1433% | 5.1863% | 4.7376% | 4.8758% | 4.5817% | 4.3083% | 4.3050% | 3.8888% | 3.1232% | 2.9929% |
29 | - | 5.3206% | 5.1973% | 5.1433% | 5.2056% | 4.7376% | 4.8843% | - | 4.3083% | 4.3998% | 3.8987% | 3.1232% | 2.9871% |
30 | - | 5.3152% | 5.1973% | 5.1433% | 5.1482% | 4.7376% | 4.7913% | - | 4.4247% | 4.4123% | 3.9223% | 3.1232% | 3.1050% |
31 | - | 5.2976% | 5.2808% | - | 5.1274% | - | 4.8314% | - | 4.4128% | 4.4123% | - | 3.1951% | - |
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