How to select an ELSS?
If you are a mutual fund investor and looking to invest in equity-linked savings schemes (ELSS), make sure that you have done the basic research while selecting them. Since there is a lock-in period of 3-year, investors need to be extra cautious while picking ELSS scheme among the basket of tax saving funds. It is always better to select schemes with sizeable assets under management (AUM) from established fund houses.
Things to remember while picking up the right ELSS?
Analyse Risk Adjusted performance
Many of the investors prefer historical returns while selecting an ELSS. But historical returns won’t give an accurate picture of the current scenario, so the performance should be adjusted towards risk. Avoiding unnecessary risk while investment will be a good strategy for investors. Risk averse investors can choose Sharpe ratio as a tool to analyse the risk adjusted returns. According to our analysis below mentioned schemes are the best risk-adjusted performers. For this we have filtered all the ELSS schemes having AUM of more than Rs. 500 crores.
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)
Analyse the consistency in the performance
Second and one of the most important aspects to look at while selecting the ELSS is the consistency in performance. With the risk-adjusted performance a scheme which is performing well in a longer term would be a better bet in the market. It is very important to look at the performance of an ELSS over and above three years, as usually these schemes have a lock-in period of three years. According to our analysis, below mentioned schemes are the best and most consistent performers in the past 5 years among all the ELSS schemes.
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/yXrt2rbvllls6JiBtldNNPqFs6PWuu+7qeLDm8e6mnG7vCeUbNnbd1kn3iYBNpplU3n777UkgjLtHjhxxjPeMIfSJdevW+TGEhy9jso1dO3fudMuXLx+a8SVZsRGMTOkiFZdXVQyj/fv3Z3r9+uuv3dy5c7Ok6Bab5Kabbsqu6SSfQBFL+tmmTZuy/kE/eeGFF/yEr2195UtW72orxuzRo0fd1KlT3UMPPeQbEBDCQMWxxLHe8yxyZlD8mcfr8ccfdy+//HI267Z4y9PSoQRCmH+VGQL34IVcsmSJ++KLLzKDMi6HeixYsMA9/fTTXpYir2PV8i+77DJ39dVXe5kx+GgYyGH1CWc2nJu32uJffPHFzCOax9FnnPgX1g92GF/vvPOON2aJI1hZcOSvqM6JYnxUEROuz5kzJ/OAxJ9T+a5cudJH096KQlG5Vq+mDIvKXbZsmZ+o7NixI3sYhryL2pLJVcQ7rs+ePXt8u4j7SJFcdr2MXVyOtUWTr1fcTD4dRaAqAZtMP/bYY6W3YODs3bs3W3VatGiRmzJlivvqq6/c8ePH3Y033uhmzZrl85k/f75jjCZOoX0CKV2k4mJJGEvR6datWzO9hmkYs5599ln36KOPerskjNN5J4EUS+sHV155pb+J46WXXurP29RXp0Tdf2rFmMUbi2FIBTFqd+/enUlEw3riiSfchg0b/Mz4448/dsyA8wKGHcvdzJ7vv/9+n54B65577nHvvvtuZiScPHnSff75546BCWU899xz7syZM9nMm4ZMualAPDM75E4tr3/zzTdeXjypeV7HquUzYE6bNs0tXrw4M+RS8uXF4UXet2+fr+fSpUt9h81LV+UaXPEm4tnAa4EXkcCEBIMbL4Z5Q++7775SnmGZKSa0kQcffNC3CToLbYPPXC8LpOdBZBOCOH2qXEvbJkPL0448DAlFxnZeW0rxpj54iqzv0AYPHjzoXn311Ql9xGQoOqbYDZpbkcy6LgJtE8B58f333zsezEyq2WbF+GeBPkoahd4TCHURl5aKYyz79ttv3b333usdLjgCzBlDPs8//7x/RuBgUEgTSLHkmXzdddf51VBsLuwAVt/zntVN9JWWsHpsY2MWj87777/vDUvzdmIkmjEJhLNnzzrzDDGr3r59e3UJnXOxkcAD/eabb/ZQQw8nmWLgUl44QIWF4dGi8bO0/uGHH/r0YXzeOfJSTl6oWr4Z6hih8+bNy/VQ5+UfXmMSYA0JA58GZJzDdN2emy4ffvjhLAv0Bk/0WDWUMSFPHiJ33323z3L16tWVsmaSwoTAPCnxTWXlkr7XDGOZ4s9hWyrjbUZx2HfMmx/nW/Y5xW4UuJXVT/EiUEaAsZJ+wJYb2jzGDtuWrrrqKv9MuP766/1kuSwfxTcnEOsizDEVRzqee0w6WKXC4cLy95tvvun3bDKm4rXdsmVLmKXOCwikWHILTi76CFsJCXnP6ib6KhCrq8uNjVkMy9DAwJjEa2rGj8HqSrrzNzHwMADhAQYcxjLGnAWWzG2ZFkORhl4Uwn2EGDZNPKVWRp3yaRx0QLxtbZRtMrR1hB0MjScD/aefflo7+xQT9IlR99577zkM55Rn3CYfyENbwiuZSp8qt2olwjy63WZRtawy3t3sabay67AL61zWhyx/HUVglAiwCkIIH8g2HjMms2qI11ah9wTydGGlpuIsDcvdtvyNc4PtIkz+WenbuHFjofPJ7tdxnEAeS7bgsGLH8w9bi/7BKvb06dMnrCx3qy/KaDM0MmbNsLR9lxgcPAhPnDjhl0MRlCVh9iE1DRjJbOg+fPiw9xSat5a9fexTZAnWZmlVyyMPFImR1G3otnwGVDpgk7K7lTl137XXXpuxhCd/8eb61P3ElTGhk7CxnD97GaMoz3DyUfaNC2XlFpURX2cLhtU9b2tJnN4+myfV2qZdTx3LeMfLoKm84riq7NriFpevzyIwLARYhi6bDHfTf4elfqMkR0oXqTirIzaF7Xu2axxZjWW85F0QbBFWX7FNmNTb+ydhep2P2Wd5LGHDdlGcKQsXLvSozGbBgWmhib4sj7aOjYxZvtqJpXp7G9QMAB6i9iIMsye8T7aPlmUA3iAtCww8GMsWmH2xH5dlevZx4N3LCywjpTyz4T0MXuy9KdqDGaatel5UPp4v/iwYO8rG08jRvgmiKiPLq62jMTZdtZVvzIR9q+jwkUcemfCNEm2VST5xuW3mHedlOrMlzDg+73MZbzOKTR9MAthfbP0i7iN5ZXRzrZ/cupFP94hAEQH6BoYLD1mCfS4zZOlbTKzr9N8iGXQ9n0BKF1XiTKeMm6wGm1Flz9J//Md/zL5lB1sE45Z3QrBHyhwh+RJP/qtFLHEexnvKWW3H3uN6G/qijDZDI2MW4wvj0vZxmmC2xw9jEaOTl5Y2b97sZ0u80MI3FaS8p1QSaMyszADE4MPNTQi3GMT7nq644gqHt6sohEuvzODCPZRF96SuVy2fWQ3bI2z5HoP+7bffztixx4eX3IiHUdM9PzY7Jb+q33wAY5bxQzm5v+6sNsUELyD1pH6Uxxup7LnGGGwaUuU2zTvv/rAtsWUEfVZ5w9ryKuMd9x329K1Zs8Zzy+sjlm/dY7+51ZVP6UUgJGDLn6HnjXHKnhVhWgwdvHPh6iFpMYwYc+xbdthOhSFbp/+G5ei8nEBKF6m4OGd7bphN0cZzPC7jQvmcYhk/F1h1Z3sk14dRXxedYwpTIzAQ1LylRu7ppBhCzJ4xhoo8s+kcFCsCIiAC7REY5HjYXi2UUxEB6beIzOhel06HT3dt6KSRZ7bfSPAE82adDNl+k1d5IiACIiACIiACIjCcBEbGmGVpCY9suMVgOJFKKhEQAREQAREQAREQgX4RGKltBv2ConJEQAREoAqBNpbHqpSjNIMhIP0OhnsvS5VOe0m3u7zb0ElXxmx34uouERABERABERABERABEegk0PRdrCmd2VX71LTQaqUolQiIgAgMN4E2PArDXcMLWzrpd/LpXzodPp2ik6ZhZPbMNq2o7hcBERABERABERABEZh8BGTMTj6dqkYiIAIiIAIiIAIicMEQkDF7wahaFRUBERABERABERCByUdAxuzk06lqJAIiIAIiIAIiIAIXDIGBGLP8klfdn0gdJo3wU4j2O9HDJFddWez3ldl8Pcr6SNW7qa4uBEYpfm3ENdVBGzIoDxEQAREQgclLoDVjlgcWRhGGat3AvaExxW9sc63NEBolyMnfzJkzHT/GYCGWw663dYSNld0tqzJZrJ55eojrx+8rnz592n355ZfuwIEDjt9prhLst9HDuth5zLRKfnlprB6WL8c28o4Z5JUdXitjFOqU33nn997DQFu2OuTFh2nzzvM4kF+s37r1yiur6FpZf6Rsq2NbeiqSRddFAAL0M/qTtbu4P4SUivpoeN3yUfsNyfX3PBwr0UOo0zCu7DlQJ21/a9i70vKeE4zLFlL9JcUrjIt1YnnbMUwb6qhf/awVYxbj5pNPPnErVqxw/ORs3bBr165axlTd/MP027Ztc3y12HfffedmzJjh1q9fn0X3Ug4a06pVq9zrr7/uy8eAfO211xyNsF8hr34wuOSSS2qJwM8Jnzp1ytfjgw8+cLNnz3Yc4cr1Nn9u2PRF3vyUcaivWkKfT5zHoCyfIkZ0UnRqdd+5c6dbvnx5NkGic+/fv9+3NeT/+uuv3dy5c8uKy40POdCG7rrrLkf+Frqpl93bxjGUb+3atV5X4USxjTKUhwhAgHZFP9uwYYMfc+gP9MN4IknaVB9dtmyZv5++aX/333+/fjJ9AM0M3R05ciQbKxlP1q1b53WNvo8fP57FpZ4DddIOoJo9L9LsC9ozzwRCqr+keKV0ElcklU+/+lkrxuzRo0fd1KlT3UMPPeSNWioWBqDYLDrPO8UMgj+bXTz++OPu5Zdf9rNuHtgWb3laOnuYh/mXzR4sD7yQS5YscV988UVmUMblUI8FCxa4p59+2ssSzjYsH45Vy7/sssvc1Vdf7W/F4HvhhRe8N9TqE85EOTdvtcW/+OKL3jtJHfM4hjLlnYf1gx0G0TvvvOONWeIIVhZl8FdU57z8w2tFTLg+Z86c7METfw7ziM/5KeNQX93IGjIg/1QeRYxMLgbYG2+80c2aNctfmj9/vkPHX331lR9A9u7d67Zu3VrZ4235lh0ZHBi0duzY4cshfVivonabqit5xDrbs2ePb4NxfyyTb+XKlT4J40JeiMsJ273J2LSt55Wra5ODgLUra2cLFy70/ZCxIQ6pPhqnpV2+//777uGHH46j9LnHBJjkM17a6uCiRYvclClT/FgaPisR44Ybbuh4DoSi1Ukb3jeZz1P9JcUrpZOYVyqfOG2v+lkrxizeWAxDKo9Ru3v37kx+Hk5PPPFENov++OOPHR6svEBDZrmbWRkzZGYXjz32mMOIeffdd7MH98mTJ93nn3/uaPA8uJ977jl35swZn557n3322cxAzSuHa8iF1wy5rQPlpf3mm2+8vHhS87yOVcvH4Jk2bZpbvHhxZsjllZe6hldy3759vp5Lly719UylT8XBFYPo9ttv9zNem8UxIcHgNk8FXrb77ruvlGdYVooJbeTBBx/0bQKjj7bBZ66nAvpCr8hm+mpD1lQeRYxMToxytmng5bdAe+GhSt2+/fZbd++992ZLoTZhsLRNjhjOBBuo4rzy2m2qrugs9HbR3g8ePOheffXVCf0xLiv+TN15ENnELYxPtY0wXZttPcxX56NPAAM1b7WE63FI9dE4LePLzTffXDoWxffpc/sEGEO///57d+WVV3ZkzvjBJL7suc1NddJ2FDLCH3BQxc6uqv2ljFeRTmJcZfn0qp81NmbNysawxMigkWEkYnwQMDzPnj3rbBaNBb99+/a4/snP8YObh6wNOvGMADkoLzQwwszxMqFsltY//PBDbxCH8XnnyEs5eaFq+WaoY4TOmzevK88qkwAz+mIvZZ5sda+ZLkPPBHqDJ3qsGsqYkCdG4N133+2zXL16dWHWob5oW2Z0tyFr0zzwkLLkddVVV/k2df3113sjjsrQ8TEo8W4yMWArwptvvtmxD6yw0i1FhO22rK5mFIf91FYO6orDYMXEzTzW4f1lbcPS9rqtWzk6jj4Bxta8iRM1S/XRsOY8gHGYMK4qDJaAOS5wpNhzl9UbntuMtYy5OBqKQp20RXmM2nWzL8wJxRaccMtbWJ+4v1ThlaeTME/Oq+TTy37W2JjFsAwfXBiTeE3N+LGHelzxOp9p0DRsPMBAxVgOBx2Wg2no/GEoYkQUhXBvHw/MJp5SK6NO+RhjNDgaWxtlmwxtHWEHQ+PJ4PHpp5/Wzj7FBH1iaL333nt+SY/OVRRMX/GyOunbkLVpHqZPdMqqA94EC5deemnmWcCwY0tC7D0KOXW7pcPKKzuW1TXP21WWp8XbpIN2Q5/Ho1uk17DOZf3V8tdRBIoI8EygzRWFVB+1e1hNpP2zZUFhsARYQSKETo5w3yXbDFJjZZ20g61p70o3p4Q5KcKS4v5ShVeeTsI8Oa+STy/7WSNj1gxL23dpxuSJEyf8EiUVZMbMPsKmASOZl8wOHz7sPYXmrWU2wLIDy6LmAataHnlgcKQGwjK5uy2fjopx06TsMtm6ib/22mszljbLq/viUhkTZmebNm3yf7bJv0xWHjI8bMItLG3I2kYeJrsNHLQr2r3t+bL4vCMeBuOct40l7x6uhWUVpYmvl9U13jIR35/6bJMO6pL6ZoyytpEqQ3EiAIG8rQN2vYxQXr+xZVFWpIomYGX5Kr4dAmzFKpsMYwtUGVuRqE7admowHLmEW73q9Jc8XlV0Etc6L59e97NGxixfW8RSvb3NbQ9lHmz2cgp7XvAImRHCcidvnpYFGjTGsgU8W+zHZZn+uuuuy5YfLN6OLHFSXpXAwMa+xqIlqip5xGmKyscbxZ8FY0fZ5va3b4KoysjyautojE1XbeUbM2E/JDp85JFHJnyjRFGZMOJhY2o+2ykAACAASURBVO2qDVnbyMPkpaNimNvSGHmzYsHKBcH0TSdvGqx9WFlV8iurq00OTffUh73M1gfj/lilzCpp4rZR5R6lubAJWFs1w9S+Po/rtFdenM3bnx73UaNobd7ytes69o+A6S3PkGW8C7cVMKbaflq7z/SdStu/2vS/JPhQdwuMq7Zibu06r7+keBnbPJ1YXB3uve5njYxZjC+MS9vHaSBDFzdLyry0tHnzZr90zT4Ovqkg5T3lgY+RzL5WMwAxZtgzSQi3GODaDvctXnHFFQ4PVFEIl0PZLB3uzSu6J3W9avl4YtkeYcv3GPRvv/12xm7Lli1+zxbxMOJzk2Abwcmv6jcfwJjl4VBO7rdvVagqT4oJnjn2plE/yuNtf94gDjtiUTlhp2xD1qZ5ILN9SwfbMTAubdC1ulm7b9rWwnbL9hTajpVVxCu8XlbXuJ+y/3fNmjVeR3n9Mcy7znmqbdTJR2kvXALWVhlDGZ848ozhehxSfZS05i2qMzGMy9Dn5gSYkLDCG67yoluMJSbif/nLX7JnJ2Nqkb7rpG0u9fDkcNttt3VsDwwN0FR/SfFK6SSueSof0vajn110DndqjUADq3lLjdzTSTGE8H5hDOUNXOm7FSsCIiAC7RIY5HjYbk2UWx4B6TePymhfk06HT39t6KSRZ7bfSPAE44WVIdtv8ipPBERABERABERABIaTwMgYs7ip9dUpw9mIJJUIiIAIiIAIiIAIDIrASG0zGBQklSsCIiACeQTaWB7Ly1fXhoOA9DscemhTCum0TZrt5NWGTroyZtsRX7mIgAiIgAiIgAiIgAhc6ASavos1MtsMLnRFq/4iIAIiIAIiIAIiIAITCUyZeKn8SlMLurwEpRABERCB4SfQxvLY8NfywpVQ+p18updOh0+n6KRpkGe2KUHdLwIiIAIiIAIiIAIiMDACMmYHhl4Fi4AIiIAIiIAIiIAINCUgY7YpQd0vAiIgAiIgAiIgAiIwMAIyZgeGXgWLgAiIgAiIgAiIgAg0JSBjtilB3T+0BPj54zvuuMP97W9/G1oZeyUYv2nOn4IIiIAIiIAITHYCrRmzPDh5Iw0Dok7gvjoGB4YJ6euWU0emVFp+iWzmzJm+rtQ3/OM68f0MxiOUg/Nf//rXrYgR64d8uzWSrI2Esg5Kjyk4RUxjWWM2qTzrxpVxjlkOou3VrZPSi0CbBOgjVca6Y8eOucsvvzwbq8N+zHk4HrU1brZZz8mUl+nMmIe6sHra2JbSRUqnVcqwskbxaPXL42Nx8KXNw8mCxbV5n+XN0fKPdZv3PEXHbYdWjFkMuE8++cStWLHCvfLKK7Vk3LVrlztw4IC7+OKLa903qMQ/+MEP3KlTpxxfT/bBBx+42bNn+yOfuU78IMLrr7/uZUIO/h577LFWxGhbP9u2beuQc9myZa3I2YtMQlnhe9ddd3VMEtpmU7cOoXxr1651t9xyS98nU3VlVnoRaErAHAo8JG+//fZkdqRdvny527Bhgx936MerVq3yD3niNm3alI3fjOcvvPBChwGQzFyRtQhgWB05csR99913XheMX+vWresYszBusSVuuummwrxTOq1SRmHGQx5R1u4xJvfv35/x/frrr93cuXM9X5wdRf2l2/tCXFW4hzYKz862QyvG7NGjR93UqVPdQw895Bsi0C1QyTlz5mQDRPwZCz200kPrPp5ZWJ5Fx3gGEHqrLO7FF1/MPKtx/vEsnRlGKFtRufF1K8tmKKEcsFmwYIF7+umnvUeAuJMnT/qJwH/9139lstl1vNB5s6y4zKLP1gHIgzwpg0kHMpqc4eyY89BTbvqxtI8//rh7+eWXvUzoyuKtfEtHXNVg9xTJYfEp3VEWbcs8MLFuq8pSlA6jm864Y8eObPAN656nV66Z7HltIZaZNHv27PH8Y85Fctn1lStX+lP6Yl4I2VCOsTb5ytjm5alrIjAIAuZQqDJht/5g/WPhwoXuxhtvdF988YX76quvvPhXXnlldrz00ksHUaULokwMq71792aOq0WLFrkpU6ZkemAsevbZZ92jjz7q7YkiKCmdlpVRlOcoXE+1e541sN26dWvG1+rUi/ssbzsOA/dWjFm8sUuWLPGzAIza3bt3Wx39tQcffNA98cQTvtFy5DOVjwMPXBTy5Zdf+pmbzSzidHmf6Qj/8A//4K6++urM85fnrVq/fr3bt2+fT7N06VLfeciPxhDO0pk13n///a6bGQRGfSzHfffd5w0byvrmm2/czp07fT3Nm8u1n//85+7dd9/1M6sZM2Z4r+/DDz/sZcWzADvqWTWQlnLhgLeWvCmDsuoGPOd40I2LeX/vueceny/8CBjmn3/+uWOgajsU6Y5yqCt8zAPz8ccfe8ZtyjB//nyfnQ2mcd55ek21BZiFXiPa/cGDB92rr746gXNcVvyZBzMPBtpdHCjnueeec2fOnPHtAB3y0AjbUoptnJ8+i8CoEDh+/LhjLL3kkks6ROY6z6DrrrvOr2gwbjFWMtHPezZ13KwPrRBgQvH99987m0w8//zzfvwqW61L6TQWLC4jjp8snxn/v/32W3fvvfdm22aqOOK6va+MWx53VjZxpLTtaDJZGhuzGKDvv/++N14weDBqcXWHD0pmxadPn3Z33323L3f16tVW/oTjp59+6oqMhQmJgwsMRmfPnnVbtmzJrlLuZZddls38iMCItMEKQwzoyBrP0vEmW1yWYYUT44ERagE5kA0ZLWzfvn3ClgS7Zhwxpq1jIw8MWaLJC9ZQaCzmCTYm5pVghkYZbYbYwMMYu/nmmzPGcVl4HJExlDNOU/S5SHek70ddi+QKr5sOuVbWFqydh/phmbObLTcYp9OmTXOzZs0KxfHn6D3Ml4kG7TFsSym2EzLUBREYUQL0rXDCh7OC7TlsFyOknk0jWuWhFJtnLmMWjhbGJ3Nkhc/vqoLHOrX74jLs+mQ8YqvgTGFlD0cTW2befPPNbAWuqM7d3leUH9dj7ugHRxhy8YfDCSeOOcBSedWJa2zMYryED1EelHjmQsPNjKj33nvPYeQVPawxMt9++22/pwljp85StSklrDyzcTzFxJUFmx2aUYu3mUGvSNZUfjSqefPmZUbbVVdd5TDSexnC/Sjm7c1j0rYM6JYBCV40YiYyTBKKAl5Ba9QmZ1HaOtfr1DXcymKGf52y6qQtawt5XqOq+YcTA+qPR7eovYZ1pm0il4IIXGgEGKPsecDDlP7PeMWYhCNm+vTp2Za4C41NP+vLihWByQM6YVVt48aNExw8VWQKdRqmD8sIr0/Wc7bImB2DU4PtNHixy0K39xXlW8bdnDfmzCnKp+71RsasGS/vvPOOX8bBAOVBeeLECb9casIwaLCEz1+84dvS2BGDlu0FLLmyP9H29ll80RHDEy9sGPA84YEKZ+JhfHiOEYvBaUYoS/LdzBLJ89prr822SpjhVmfLRChXk/M8Jk3yK7qXCQyb9g8fPux5m7e2KH0vrtepK3vtTC91DGrrfHXqV9YWUt72Mk7hxCD1EiV9iL5k23eYtcd9pawsxYvAKBIoWtHiOtvhmEyyj5aAYYUBgINGoXcEWP4OJ988pxkHbXURJxQ2BZP18P0NkyilU0sTl2HXJ+uR51+4/7hqPbu9ryj/KtyxtYq2xBXlW+V6I2P20KFD7sMPP8zeBjUDgYds+KIM+/HYm/TII4/4wYPPZYEGzUBTNTATwQsb5s1gxbW8pdc4XzoXe2itDnWMnDAvkyPcNxzG9/OcWRoeOJOFpRze5LWAF4/GbN9AEcdbuvgIKyYyFqzO8EPPeGvrhG7lCMsoq2uYtptzY2PLYlXyMC7GP77HjGKLZ9LHfnJjG3OO7+/2M8t78sx2S0/3DTMB+g4GkO0XtD5mE1GeWRhOXI+NIlYTeZ5xXaF9Aqab0JClFJ4XPG/t2Ytxy7dUYEcwSSdU1WlRGe3XZrhy5FnDCrlNxMw2K3t3pdv7jLP1M/sc6xZKOI94flpIbYmzNN0cGxmzGEEYMLYH1QQI3ch4hczLidHC23bssQ0rZ/eR1vZTYsxiaNmeUUtjR5vFkZ4NxQxE//mf/+nLsjxY8k4tvVpeHK0cu5dj3qwwvCfvnDpSJmU3zSsv/6JrIQ/KZVmZQYKX3TZv3uxlYZ9K7G3mM/rhnrz4uDw6BwM++rFtINSZJTpCaotBnFf4ua4c4b2c59WVb11o4oEMl/EXL17st8BUeYPaZCtrC7HM119/vVuzZo3fKpDH2fKte6Rtsy+Q7S7o+YorrvCrB3XzUXoRGAYCtj0g9ODZmBfLZ32MSTxpODImcj3uF6zKsZ/PngVxXvrcjAAGFh7XcCUXnZhBVDX3lE7bKqOqLP1Ml2r3ZlvZsx57wN6D6MV9cb1T3G+77bZsxRt95xm8cX7dfL7oHNOhGgFhat5SI/fBJcUwi41fOtkNN9zQ2ne2Dq524yUzYWBmVNXIH78zfUa+bCHBMGawURCBC4HAZB0PLwTdVamj9FuF0milkU6HT19t6KSRZ3b4kHQv0UcffdTxwhduc2YQCtUI4KXH+ydDthovpRIBERABERABEWiHgIzZ8xx/85vfeOOVGQJ/LGGxdF5nWbkdlYxeLixj4JHtdovB6NVYEouACIiACIiACAwLAW0zGBZNSA4REIGRI9DG8tjIVfoCElj6nXzKlk6HT6dt6KQrY3b4UEgiERABERABERABERCBUSTQ9F2sKd1Uummh3ZSpe0RABERg2Ai04VEYtjpJnnEC0u84i8lyJp0OnybRSdOgPbNNCep+ERABERABERABERCBgRGQMTsw9CpYBERABERABERABESgKQEZs00J6n4REAEREAEREAEREIGBEZAxOzD0KlgEREAEREAEREAERKApARmzTQnm3M+vYXXzU7g5WQ3tJX4xzX7Otp9C8p22CxYsyP055H7KEZZ1Ieg7rG94zq/k1f05yvB+nYuACIiACIhAUwKNjdnwYcavZmHE8WZa+MfDPgzcE8ZzHqY5duyYu/zyy7M0sWFovzUc58HnmTNnOuLbDiZzKGfbZdTND2NyEIYEfPfu3esWLVrkRS7SO/JZXB43roU6DNMUxfELYytWrHAHDx5M4jJ9FeWfvLlPkcYmlJHzkAOiUJe4D7QlYlkbijn2qn+1VR/lc+EQoO3SXzimQvw8CftXOM7wzCGtQu8ImM5szAt1kYoLJQp1ZvlwjMcmG7vK2keY96ifG8O4zlX7QFF/qsLSyjadhLqFq8XHsrXFvLExmyfItm3bHF/fxd/rr7/u7rrrrgkDTpiGdMuWLfNZAWDx4sXu7bffzvLgl7ief/75rCgMmlOnTvn4Dz74wM2ePdtxJB+ut/2Tqhhvn3zyiTei+NnWCz0cPXrUTZ061c2aNasDBbo2vXNM/XoanWvVqlW+fZD2yy+/dK+99po3flNxFDhnzhy3f/9+n7ZDgOhDURuLkg38YyhnXn/ZtWuXO3DggLv44osHImso39q1a/3PFvdiwjiQyqnQkSNA28NwYTJ4++23J+Un7fLly92GDRv82ET/YtxhjOFZw7k9O3bu3OnTqm0nkXYdCfMjR4647777zuuCcWXdunXe+ZSKiwvEVgifM5zff//9HT+njm55Zt90003x7ZPyc6pPpPoAcZs2bcr6AH3hhRde6JjUVWGZ0l9KtjaV0RNjNhSQhscAsmPHjlKPKZWmcTOozJ07N8sGoyhlGGUJgxPght5dFELgOsYQx7zP/mL0z4y3hx56yHcQ5AxDWFY8u2dGw58F88bZ7CS8lxmNyWnpXnzxRT9wE2d5W9zjjz/uXn755Q7vRFF+lE/eNmuyo8lmedr1eJZr8nPEoL/66qsbG1eXXXaZz4c8mYDQicxgS8XNnz/fnT171p08eTIUq9K51dM4cxPn5vm0+DzuVkDI2HRicU2Pef0lbEO0PbZZPP30016XpieTu0h/ocyk2bNnj69zXhtK1WHlypU+mj6RF+JyjLPJl+Kal5+uiUBMwJwZVZ4J1k6t3S5cuNDdeOON/qfLjx8/7s9tUs64wrjz1VdfxUXqcwsEeKazomdjPCt7U6ZM8bxTcWVFM+a8//777uGHH/ZJGWueffZZ9+ijj3qnS9n9kyE+1SdSfcDa+pVXXukxcLz00kszJFVZpvSXki0rqIWTnhuzyMggQTCoRXIDlsHE0helK7vOA/+5555zZ86cyWaANG4UA/QHH3zQPfHEE74TceQz14sCxhveYdLgkdy9e3eWlDzJw2b+H3/8sTfGLcE999zj3n333cyQxwD7/PPP/RJ9Sk67f/369W7fvn2+HkuXLvWdlMEATx0zW2ak5gVN5UdcOAOze/H6ETDUMVBtxosH7r777pvg/aS+X3zxhbvhhhtMxK6OPECmTZvmvfAMRmFIxZHukksu8XpAjl6FPO6UVabvNuSx9l/UX7755hvfxvBm20pESn/oPvROcR/bNF599dUJbahMfvooDyDaShxS7c/SFnG1eB1FoE0CGKwzZszwY0aYL9dxapw+fdp7Ci2OvtXLccXK0dF5zt9//70zQypkgg6K4sJ0nPNsv/nmm7NnOKu4jE+22hunv9A+p/oANs11113nvdrYJjzz2cZn9lC3LOvory199MWYzRMWj1DsRQIAg0nTEHv5mAHiyWN5g8AsnUHs7rvv9p9Xr15dWKTN+sgDIxKjNlzipgGQt838KXv79u1ZfrFhghGBEYfBViYnmYReagxjGGFQ5YVUfvEMjIHc8rI62syWvKlPnvcThrDj/jiwnSTWaZzGPptBjoE+b968zOtMfCrO4hms6KSpkNfGUunDuCLuZfoO8+jlOW0MfRPK9GdGcdhGQy94HTl5cFj7je9LtT9LW8TV4nUUgV4SYGyxiRjGzi233OKuuuoqP25df/31fqLWy/KV9xgBnmGMJThNbBwzNqk4S2NHJtA4i3g2EhgL8f5u2bLFkugYEQj7AFE4tOgHbNckmD3ULcs6+otEa/RxYMZsuA/PvEuNahLdbJuNMa4wlkIjmc6DMfDee+/5pQmUWxRC45M0GLV4VjFqCGUGOGXRUPDuomQMYYxGKzMlZ5FMqetF+dns14zaeKsAfOBkxigD/KeffpoqakJcuGe2qk7pSHiD8WyzV5oOZCEVZ2lSx160sTJ9h/KEurDtAGF8m+dl+svzTlUtP5wUUH88utZ+4zzCOsf9Lk6rzyLQbwKMwbRhCzbGMAaxqoY3UKH3BFhJIpjhFJaYigvTcc4qKWMb20fQLaukGzdunGAgx/ddyJ/DPsBkgGcTkwH6AM666dOnuz//+c9ds6yjvzb10Bdj1jxD5qUsqoDFW/qidGXX2afHHl2WU1EQm5rZvmABBbLkzp9tQLe48GjG5zvvvOOXqcwwPnHiRPY2PbP8MO/wfjvHeGUz+uHDh7230+pZJqfdX/WYyg8jFuPUDFZms+Hs9dprr814wYy/r7/+OltuqCpDt+kY1GwvW5xHKi5O2+vPVfRtMrCnz1hWNe6519q/tRPLL3Us01+8nJrKK44LJwWpF9FS7S/OU59FoB8E8rYSUG7eylI3/a4fdZhsZfAOQNGkOBUXc+A5znPenEO2amgrhGxH49nNZNzeiYjzuBA+p/pAOBmAhT1r//CHP/gV2Los6+ivbfY9N2bxtPHGaN5yQlwZvJiks7dNLR5vD3/dBpYzQs8s+/bYJ/LII4/4WR2f88KhQ4fchx9+mL3pZ4YJD3d7oQ2PJ3nbPlqrb5gfWwrYa/urX/3Klxsvq1jaWE67njoyKGB054UwP9KxpG91CI0rk8/qkJeXXWOAYCZctsRv6YuOsU6NNcZiKo78bGaZ90AqKs+u2xILnmlCnr4sbd6xir7z7qt6zeSp0l8szzL9mVFs+uUhwD5xazepNmRldHMM21839+seEahLgDaN4cJDlWBt3wxVxhkmdnbd8qdP4Nio0+/sXh2rETDd5BmyVeJMp1aajWemS56rPNfsGYdxy7dd8LxOTcItv8l6ND55fSA2dFlxxubB051iCauwn6X01y+uPTFmw2VJ+5qtKm+eUmnSseRsHkS8oSzN5y1HFEGK90JdccUVDs8VAe+ReSUxbLZu3erfhMSIiAMGDwagbYa2eNt7SOOgA/GC1ubNm/0SPS/a8A0DobeWcnDfs63B9vaQV0pOKyt1ZMsDDQ8DEwMwlR9xBNtGwNFmq8jH0jGc8+JDGcwY/Oijj8LL/txmcZZHOAEJ4/gGAN7ID8tjAsPXscEaXRfFURCDFPt5be/bBEFKLuCRpg0gJ/oKPdQlt1bSd1kecXyT/kJeZfqL2yh7A9esWePvi9tQLFudz6n2VycfpRWBFAEMT5ZGQ88bfTkcb+x+a/uML6ThyHjNdcZ8xiKus60KQ7bqc8ry17E6ASYSeErDlU7YY6Sm4vJKMK+sJh9jdFJ9ItUH4jEbuwv7y+yFPPZ511L6S8mWl1e31y46xzSmRqDx1bylRu5K2isCDPQYiOF+RwYRvpWg7gDOhACvW5hXr+TOy5fy8aJgkNJRFURgUAQ0Hg6KfH/KlX77w7mfpUin/aRdraw2dNITz2w18ZWqnwTwpOLJxItHYFmA5Z5uAssWed900E1e3dyDx5yX6mTIdkNP94iACIiACIjA5CIgY3Zy6bOwNr/5zW+88coMiD+W6Nj6UNcrSwEYkVV+UrZQmAYRLFnwMl34NWINstOtIiACIiACIiACI05A2wxGXIESXwREYHAE2lgeG5z0KrmMgPRbRmj04qXT4dNZGzrpypgdPhSSSAREQAREQAREQAREYBQJNH0Xa0o3lW5aaDdl6h4REAERGDYCbXgUhq1OkmecgPQ7zmKynEmnw6dJdNI0aM9sU4K6XwREQAREQAREQAREYGAEZMwODL0KFgEREAEREAEREAERaEpAxmxTgrpfBERABERABERABERgYARkzA4MvQoWAREQAREQAREQARFoSmDgxiy/QhX/5nLTSun+dgjwq2F5PxHZTu7FufBdsvzcbd5PDBff1dsYfnXMfv63tyUNX+7qo8OnE0kkAiIgAiIwTqCRMcuvSPGA5000++M3szFGug08OIfFaLDfFLa6hcem9Qz5YCiFefN50IG679271y1atMiLkqdrZMbYtbg8uVN1K4qr8qMMtJOQGed55Q+ao7Epk7WX7R4dkX9RiFm22baLytR1EWhKgHZtY1AqLybFl19+eTZe5I0T1gcGMXlPyT7Z4kxnNh6GukjFhRzyxtRwfKuaT5jnKJ1b/TiGIdXO7R64F43vqT6QijMZ4ud5LB/pquRj+dU9NjJmrbBt27Y5vq6LP35mdP369RZV+7hr1y534MCB7GdXa2fQ4g0YVadOnfL1+uCDD9zs2bMdR+rJ9TZ+TpUGuGrVKvf666/7fL/88kv32muveQOxxarUzuro0aNu6tSpbtasWR33mpym79QviKXqloqjwDlz5rj9+/cnOYTtDnmWLVvWIeswfQhlheFdd93V4fUedLsP5Vu7dq3vx00mpcPEXrJMLgLmZMCouf3225OVI+3y5cvdhg0b/PhK32O8ZfyxwEOYXxW86aab7JKOPSAA8yNHjrjvvvvO64IxZ926dd75lYorEiV8FjF+ErrJpyj/Ybueavepdk7c8ePHM+55NlqqD6TijBFlbNq0KbOPsJNeeOGFvvazVoxZqxDHe+65x/9sKgMNIZ5FFc0KLA8sd/4s0DjzZtWW74svvuhnGsw4SEd6C2X32uywTCbLL+9YVAbXMchMnvhzmNdll13mrr76an8JA5lGcPHFF/vPRfnHnIyHzYbsc14daXgs4z/99NPeW5FX/1deecXLZHKE8tY5T9UtFTd//nx39uxZd/LkyTrF+bRWdzqhBc7N42/xVdtO3K4sz26PGN0MxDt27MhWMUJ9FunH5M7TKbLEbWXPnj2+zo8//rh7+eWXK3mxyGflypW+akxo8kJcjnE2+VJc8/LTNRGoQ8CcDKmJtOVnbdja9MKFC92NN97on1Gkoc0+++yz7tFHH/WTd7tPx/YJzJ0716/22TOFVb8pU6a4r776yqXi6kjSVj51yuxX2lS7T7Xz2Ka44YYbJthoRX2gav9Ah4Qrr7wyO1566aUZmqr5ZDd0cdKqMWsCY5hZg33ooYe8UWSePLw+9913X9LjZvXgof7cc8+5M2fOZDM5oFOOBbzA+/bt8/FLly71AxNx3BvOyEOPZxOZrFwro0g+OtWDDz7onnjiCd9ZOfKZ62HA8zlt2jS3ePHizPC1+FT9mTS8++67mTGE0ff5559n2wLK6vjNN9+4nTt3OrjEXmb4fvHFF45G3ySk6paKo8xLLrnEP1yQo1ehqO1Qf/Rl3pyPP/7Ys2pTDox1gg1Ccd55+knpNK+9Hzx40L366qsOD8j999/v+0gVA4CBiYeMTbBC2VJt0tIVcbV4HUWgXwTwSM2YMcOPJ2GZXCc8//zzvp0P86pOKPdkOmds//777zMDKKxbKs7SsbqV58SyeI5V8gnTj+p5WTu3ejF+40RZsmRJZqOl+kAqzvLkiF1z3XXX+RU9bBFsvBUrVmT2TtV8wjzrnrdizOL5oVFhgAApdPm///777uGHH87kYoZc1eMWzyiYyXEvyxQWMMjMQAy9wmYk2Izc8gJ0E5msXI6WpxnusXyUffr0aXf33Xf721avXh3e7s+5l20VGOLz5s3r8C6n8o+NIQwXjGKMRDxnVeq4ffv23K0S8EVuPMtxsAEEfed5dMP0qbql4siDeIwpe+iE+dq5tbsqstg94bGo7dBGaGdh24FVv0OonzKdFrV3ONYNTBitLcX3ptqkpS3iavE6isCgCNi4Qvn0Kd4L2LJly6DEuWDLNccXzi3GlDCk4khnzw5zkOF0wHGFoRaGsnzCtJPtPGzn1I3VM56TV111lTc4zamR6gOpuDxe2H1sYWA7JsHsnbr5O76QtQAABg9JREFU5OVd5Vorxqztt4uXThEADxNGGiAN5qefflpFNp8m3LhMPuRXNeTNyLm3qUxh+Sn56KQYJO+995436FOGBQ2BzknHDL20RfmTNw2H7QB0WvaXMmmwMtqsY1jfcJ9S7NEN04XnRXUjTSouzCPv3Nod3KrKkpdPfI3ZfNV2FuqnzLiPy6n7uUynRe29SjnhxID649G1thTfH9a5bp+M89JnEegnAcZK2jdHVl82btw4wZjqpzwXalmsMhHM4Ak5pOLCdHZuTgeb0Nv1uvnYfZPhaO3c6sLKgxn/rLjyrMJpU9QH6vYPJhLkiUORcnBqTp8+3f35z38uLMNka+vYijFrwrAfiQfq7t277ZK79tpr/VK2geT49ddfZ97ULGHOCbMJXOIshXMfm4rZZ1k14F0Mvbh2XxOZLA+OZfKhYDZF82cb3cP7887p3Lanqyx/jFdeXDh8+LD3JJq3lnzbqmOejN1eC+sW55GKi9P2+jMe4artjBmute06BrUNvKHOyupVptOi9l6WL/HhxCD1AmZZm6xSltKIQL8IsLqU1y/o41y3lSZWFd955x3HpM721vdLxgutHN4PKJowp+KKOOVti+omn6L8R+F6UTvPW121vcoYs0V9gOfShx9+WLl/YPNh+2EDEux5/oc//KGwjLb7WavGLJ4cDCx7sYUlb96ID43bJg2D5c+qHjMzEqxsDEv2rOLRbFOmsD6xfOwdZB/JI4884hXN5zjg5eLPwqFDh3wjytuvGOdvfH/1q1/5cmy5xq5b3S3vqkcGdhpmaom/Sl6puqXiyNtmlnmdsaxs2iH88FoTWObgDeaqgU3stDPjV/f+snIsv7wltqJ7y3Ra1N7hSDBvVFH+3V6P22S3+eg+EWiDAO2dhyTGDMH6hU0eGV95gLOti8mnTURxevDNCEzqUpO5NmS8UPMw3eQZslXiTKc4EBhDLTAG2baoVD6WfjIei9o512Fl2wqoO1sS2avM9syiPsCzH6djUf8gn7CfxcY0hjLGMMZtURlt97NWjVkqGELFqGC5kiVw22bAsapFjmucpXT2eXDfFVdc4T2OVRojhh0vhm3evNnfe/3117s1a9b4zeZNZArLTsmHB4sXtNiPBYetW7f6faxhJyQvZjAhH4yut99+2ze0VP7cS76489nGgHvfQlPu3I8x+NFHH1mW2dE8GabP0BAP4/gGAL4xoahuqXpTGA8X9q3mGfWZMIkTuMMfOdlPVWdfXNx2uJ9vA6jqrc0TK1zGZxsJOg4HmLx7wmtlOo1ltvbOfczEGViYpIT6CvOvel7WJqvmo3Qi0C0BW9IMvan087y2bf2CcZU0HHkucF2hvwSYSOD95g/d2TMEIzUVF0t52223dWxdDI3jOvnE+Q7751S7T7VzHCF/+ctfMt7YRG33gfi5wPYztkxyvV/honOY3jUCDbDmLTVyV9JhIYAxzow3tXeyl7JSPlszMEj14OklaeXdhIDGwyb0hv9e6Xf4dVRXQum0LrHep29DJ617ZntfbZXQDwJ42Kt+60Qv5GGLAF55GbK9oKs8RUAEREAERGDyEJAxO3l02WpNMCL5njj21/Q7sJzCi23hV7r1WwaVJwIiIAIiIAIiMBoEtM1gNPQkKUVABIaQQBvLY0NYLYl0noD0O/magnQ6fDptQyddGbPDh0ISiYAIiIAIiIAIiIAIjCKBpu9iTalb6aYF1i1P6UVABERABERABERABESgiID2zBaR0XUREAEREAEREAEREIGhJyBjduhVJAFFQAREQAREQAREQASKCMiYLSKj6yIgAiIgAiIgAiIgAkNPQMbs0KtIAoqACIiACIiACIiACBQRkDFbREbXRUAEREAEREAEREAEhp6AjNmhV5EEFAEREAEREAEREAERKCIgY7aIjK6LgAiIgAiIgAiIgAgMPQEZs0OvIgkoAiIgAiIgAiIgAiJQREDGbBEZXRcBERABERABERABERh6AjJmh15FElAEREAEREAEREAERKCIgIzZIjK6LgIiIAIiIAIiIAIiMPQEZMwOvYokoAiIgAiIgAiIgAiIQBGB/w8eM8+5VhvrGwAAAABJRU5ErkJggg==)
Investor tend to opt for the dividend options of tax-saving funds because there’s no lock-in for dividend declarations as well as they receive a portion of the investment back before the maturity of three-year lock-in period. However, its suggested that investor should go for the growth option for longer term horizon to benefit from power of compounding. Previously, the tax-free status of dividends was another perquisite for dividend plans, but with the introduction of Dividend Distribution Tax (DDT) on equity schemes in the recent Union Budget, this is no longer the case. So it is best to prefer the growth option of ELSS funds.