This Akshaya Tritiya invest in the best gold mutual funds!
Gold is quite popular during festive events, especially on the pious occasion of Akshaya Tritiya. In this post, we will discuss the top gold funds in which you may invest on this pious occasion.
As you are well aware, we Indians have a strong affinity toward gold. Although we buy gold all year, there are a few occasions when we do so, such as Dussehra, Diwali, and Akshaya Tritiya. People trust gold more than any other investment because they feel it will aid them in an emergency. However, things are changing, and individuals are looking into alternative investment opportunities.
How has gold performed historically?
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Jtp9eyaX6KdDvG59XPXm2rStTrrLe6dTrLpnE1b63PKCtOo2XXNL22Uzp+HfE5y5K6+KzFdtsvhbP9Qtn0vT7zsPe1fuYfn1k/9Xev41sZRex3+hntRHXGFZziNEGfNz5n2h40D30mleeWX/NW9FqufsQ6yw1LxWfXMqafPda95PapurQdNG/RVfl0u+h3lWmY1nu6b4a660jtRhFtQPS75lu2Lqrmr+2myA0TheZfLI/ljWXSOox5lR0z4js4NwwYDSRfGEFxMM/dLpbSF4+i10mJDui5g7oO4vqi0ZdihH7XfMq+JDVcX0QK/ez1BaBynXxExMlI1ZefoteypOILKDcsaJx0+VR/2ectrov4Alb0+tyKOp+3jNa3tnN8uUfoM+hLtOxLNmj69PPrS1vT5k5EQtUJgxTXS7oN9Xn1d3GaKlFvVdvO6dWei+ouW7rOtZxVn0nz0zLHPqDQPLQvla3rXrTtFZo+N1zSz1gW6QljHbFP5obVoSibPk4AiwnMsPc1d/6i+dc5vvWi0Dy0XbX8MS/tj3U+u6bTeOnn17Raz722b522XpfqqopeyxGfPZ2HliPWR26aprQOivtfun561dNkHRWXQfPWdDGP3DRV89c8Fblh0mtfVPtLlzfGq1oOff46x0ng0iH5AgBcIjpBldwwTCyKXskJ0Ab9E0jh/HMLaA/JFwDgEon/ijtXzjBaFCRfuJSUdCmKV5yB0ULyBQC4ROI/1Zy0T3xsR1xquoqu2w5zw4DRQfIFALiEOGGaHEi+cCnFM+DccojRR/IFALiE1FmAoupBeow2BckXLpXo5GVQHZwAw0PyBQAAAAAtIPkCAAAAgBaQfAEAAABAC0i+AAAAAKAFJF8AAAAA0AKSLwAAAABoAckXAAAAALSA5AsAAAAAWkDyBQAAAAAtIPkCAAAAgBaQfAEAAABAC0i+AAAAAKAFJF8AAAAA0AKSLwAAAABoAckXAAAAALSgYfJ14PCpThp3TFs3Vv78B1u7JeMxa9mei6ZNlY1fNa+mdQEAAADApdcg+VIo+SqWRzIUSZB+KlReHFfKxq+aV9VwAAAAABhNNZOvSHriSldq886jY8O+f/uSsb81jkLlxXGlbPyqeVUNBwAAAIDRVDP5WrHh4FiSk952GFfBoizGVWKkyF0lk7Lxq+ZVNRwAAAAARlPN5CuuOBVv/1NS1jQhKhu/al5VwwEAAABgNDVMvuK2w0h6VN40ISobv2peVcMBAAAAYDQ1vO0wl3xFYqaydJimSecRysavmlfTugAAAABgNDTscCOSnLSXwfi92ANhJGrRKUZx2tz4ZcOqptXfAAAAADCaaiZfEolORDz/JUqs0kiHFZOvqvHLhtUZDgAAAACjp0Hy5YpkKW4VBAAAAICpp4XkS8HVKQAAAABTWwvJFwAAAACA5AsAAAAAWkDyBQAAAAAtIPkCAAAAgBaQfAEAAABAC0i+AAAAAKAFJF8AAAAA0AKSLwAAAABoAckXAAAAALSA5AsAAAAAWkDyBQAAAAAtIPkCAAAAgBaQfAEAAABAC0i+AAAAAKAFJF8AAAAA0AKSLwAAAABoAckXAAAAALSA5AsAAAAAWkDyBQAAAAAtIPkCAAAAgBaQfAEAAABAC0i+AAAAAKAFJF8AAAAA0AKSLwAAAABoAckXAAAAALSA5AsAAAAAWkDyBQAAAAAtIPkCAAAAgBaQfAEAAABAC0i+AAAAAKAFJF8AAAAA0AKSLwAAAABoAckXAAAAALSA5AsAAADAFPPju5d3du473vl025Gx33PjDB7JFwAAAIAp5MtXz+0cO3G6E6EkLDfe4JF8AQAAAJhCXpm9vZt2jYeufuXGGzySLwAAAABTxOV3LO2mXOfjzhfWZ8cdPJIvAAAAAFPEknUHuinX+ciNNxwkXwAAAACmgN8+vbabbp2Ps2dJvgAAAABgYL501ezOvkMnuynXeLw1f2fn9Jmz2fGHg+QLAAAAwCT37Iwt3ZRrPHTF62vXzSf5AgAAAIBB+e5vF3VTrvPxwKsbx4adOk3yBQAAAAADMW/l3m7KNR4bt5/vWp7kCwAAAAAG4MbH13RTrvNxzYMrPx9+8tSZC8YfLpIvAAAAAJPQf/mPDzvb9x7vplzj8cGS3ReMc2IUk687pq3rftwLI4Y//8HWbsl4zFq254Lpi8rGr5pX07oAAAAATD2Pv/VZN2M4H/9604ILxjl+cgSTr0h49LPXsEiC9FORG1fKxq+aV9VwAAAAAFCSVQwlY8XxJlzytXnn0bFh3799ydjfcZVM5cVxpWz8qnlVDQcAAAAA3V6Yhm4/1G2IxfGOnZhgydeBw6fGhsXfSowUKk/HC2XjV82rajgAAACAqU0dahRDHW/kxj124nS2fDgaJl9prNhwcGxY04SobPyqeVUNBwAAADC1qSv5NNTVfG48OXp8BJOvokiClJQ1TYjKxq+aV9VwAAAAAFOXXp5cDL1kOTeuHJkIyVd0dKGfxeewIiGKK2NFZeNXzatpXQAAAACmhq9dN79z9uxYevB5PDtjS3bccOTYCCZfSm4i4ZG4AqUOL9JETMPibw3T39EpRiRIZeOXDauaVn8DAAAAmJremr9zLDeI2HfoZOdLV83OjhsOj2LyJZFwRaQJjxKrNNKOOYrJV9X4ZcPqDAcAAAAwtVx1z/JudnA+fvv02uy4qUNH23x8ybztsIlIltIrZwAAAAAwKKs/OzSWc0QsWXcgO17RpEu+FFydAgAAAFDHF6+c1fnKNfM637xlYec//rC0858Pruzc+tQnnXtf3tD50zubO69+tL0zc8nuzuK1+zvrtx4Zu3WwGJffsTQ776KDRyZZ8gUAAAAAVW5+ck1n447xDvb6iVdmb8/OP4fkCwAAAMCUs2X3sW765Idemvzlq+dm55/T7iurSL4AAAAAXGJf/eW8bvrkx6qNhzo/vHNZdv697D98Mls+HCRfAAAAAC6xnxR6Kzx5+uzY81x6rkvPd+k5Lz3vpee+9PyXngPT82B6LkzPh+n9Xrn5Vtl/iOQLAAAAwBRyz0ufdtOu8Xhp1rbseL2cOXM2W15F7wLLlQ8HyRcAAACAS2z6vB3dtGs8fv/c+XcK13HaTL72HiT5AgAAADCFrCm8p0u3FObG6+XUaZIvAAAAAKh08tTZbto1Hn/z8znZ8Xpxk689B09ky4eD5AsAAADAJfT1Gxd0U67xUBqWG6/MyVNnsuVV9hwg+QIAAAAwRVzz0KrxrKsbZ4yeC0+Yydduki8AAAAAU8XDb2zqpl3j4XSeceKkl3zt2k/yBQAAAGCKeH/x7m7aNR7O81vHzeRrJ8kXAAAAgKli046j3bRrPJxbCI+fMJOvfcez5cNB8gUAAADgEvnCFbO6Kdf5OGYkUsdOnM6WV9lB8gUAAABgKvjOrYu6Kdd4bN51rHP0ePNEyplGduwl+QIAAAAwBdz0+Jpu2jUeM5fu7hwxEilnGtlO8gUAAABgKvjTO5u7add4PDZ9U+fIMSP5MqaRbXtIvgAAAABMAXNW7u2mXeNx3SOrOoeNRMqZRrbtOZYtHw6SLwAAAACXiJ65SuMbNy/oHDp6KjtuGWca2bqb5AsAAADAJPdXP/2om3KNx5kzZzt/dvnMzkEjkXKmkS0kXwAAAAAmu+/fvqSbdo3Hui2Hx8oPHjGSL2Ma2bKL5AsAAADAJPe7Z9Z2067xePvjnWPlBw43T6ScaURd2+fKh4PkCwAAAMAl8MLMrd20azzue2XDWPn+wycvGreKM41s3nk0Wz4cJF8AAAAALoHFa/d3067x+Nl9K8bK9x8yki9jGvmM5AsAAADAZKerVWl87br5Y+X7jETKmUY27SD5AgAAADCJfeWaud2UazyOHD//nq69B5snUs40QvIFAAAAYFK78u7l3bRrPFZsOPj5sDaTr43bj2TLh4PkCwAAAEDL7nrx027aNR6vfrT982F7Dp64YNw6nGlkA8kXAAAAgMns9bk7umnXePzh+fWfD9t9oHki5UwjG7aRfAEAAACYxFZtOtRNu8bjiruWfT6szeTrU5IvAAAAAJPZ8ZNnumnXeHz5F3M/H7Zrf/NEyplGSL4AAAAATFr/dMPH3ZRrPIqdZew0EilnGlm/leQLAAAAwCT1iwdWdtOu8ViwZv8Fw3fuO37B33U408i6rYez5cNB8gUAAACgRQ++trGbdo3Hc+9vvWD4jr3NEylnGlm7heQLAAAAwCT17sJd3bRrPG596pMLhm83EilnGlm7meQLAAAAwCSlTi7SuOy2xRcM37aneSLlTCOfkHwBAAAAmIz+yw8/7KZc5+Mvr5p9wTjb9hy74O86nGmE5AsAAADApPStXy/splzjkUuatu5unkg508iazw5ly4eD5AsAAABAS254bHU37RqP2cv3XDTOFiORcqaR1SRfAAAAACajJ97+rJt2jYf+Lo6zZZeRfBnTyOpNJF8AAAAAJiFd6UpDV8KK42zedfSisirONLKK5AsAAADAZKRnvNLQM2DFcT7b2TyRcqaRlRsPZsuHg+QLAAAAQAvUq2Ex1PthcTySLwAAAADog97nlYbe95Ubb9OO5omUM42s2EDyBQAAAGCSufWpT7pp13i8u3BXdryNRiLlTCMjnXx9//Yl3VXV6Rw4fOrz8uc/2NotHY9Zyy7uMjJVNn7VvJrWBQAAAODSe+79C8/jH3xtY3a8jdvzV8TKONPI8k9HOPlSZrh559GxlRXJVyRDkQTpp0Ll6bShbPyqeVUNBwAAADCaFqzZP3buHvGLB1Zmx9tgJFLONLJsVJOvO6atG1tJkQBF8hXJmK6KpeOpPJ0+lI1fNa+q4QAAAABG096DJ8fO3SP+6YaPs+P1ehasjDONLFt/IFs+HA2Sr0iO4tbDSL70UxHjFYcXlY1fNa+q4QAAAABGz5d/MXfsvD3i+Mkz2fGkzeRr6SgmX3G1S1eaSL4AAAAANHHFXcvGztsjyl5uvH5r80TKmUaWrBvB5EvJTdzaR/IFAAAAoIk/PL9+7Lw94vW5O7Ljybqth7PlZZxpZOSSr0hwekXxOawYv1e3jWXjV82raV0AAAAALr1XP9o+dt4ecdeLn2bHk7VbmidSzjSyeO3+bPlwNHjmK0TCE1ebosfBYg+EukVRf0enGJEglY1fNqxqWv0NAAAAYPQoF0jjyruXZ8eTtZuN5MuYRhZNtORLiisz7fq9mHxVjV82rM5wAAAAAKPlyPHT3bP38fjKNXOz48knRiLlTCMjn3w1FclS3CoIAAAAYOr42nXzx/KBiP2HT2bHC2s+690ZRy/ONLLwk0mWfCm4OgUAAABMTT+7b8VYThBR9ZwVyRcAAAAAGO57ZUM37RqPF2aWX5hZXdINfS/ONLJgDckXAAAAgEni7Y93dtOu8fjdM2uz44Wyd4D14kwjC9bsy5YPB8kXAAAAgCFat+VwN+0aj6q+IFZtNJIvYxr5eDXJFwAAAIBJ4M8un9k5c+ZsN+0aj7/66UfZccPKjc3f4etMI/NJvgAAAABMBt+4eUE35RqPHXuPZ8dLpa+oqsuZRuavIvkCAAAAMAlc98iqbto1HnNW7s2Ol2oz+ZpH8gUAAABgMnhs+qZu2jUef3pnc3a81PJPmydSzjQyt0YyODgkXwAAAACGZObS3d20azxuenxNdrzUMiORcqYRki8AAAAAk8LmXce6add4fOfWRdnxUsvWH8iWl3GmkTkrSL4AAAAATHBfvHJ2N+U6H1+4YlZ23NRSI5FyphGSLwAAAAAT3nd/u7ibco3Hph1Hs+MVLVnXPJFyppGPlpN8AQAAAJjgbnnyk27aNR7vL96dHa+ozeRr9vI92fLhIPkCAAAAMATPvLelm3aNx8NvbMqOV7R47f5seRlnGpm1jOQLAAAAwASnFxincc1Dq7LjFS0yEilnGiH5AgAAADDh7d5/opt2jcfXb1yQHa9o0SdG8mVMIx8uJfkCAAAAMIH9zc/ndFOu8Th56mx2vJyFRiLlTCMkXwAAAAAmtP/4w9Ju2jUeaz47lB0vZ+EaI/kyphG9BDpXPhwkXwAAAAAG7PfPreumXeMxfd6O7Hg5C9bsy5aXcaaRmUtIvgAAAABMYC/N2tZNu8bjnpc+zY6X8/Hq5omUM418QPIFAAAAYCJbuv5AN+0aj5/cszw7Xs58I5FyppG67x4bDJIvAAAAAAP0lWvmdVOu8/HVX87LjpujLupz5WWcaWQGyRcAAACAiWr6/J3dlGs8du0/kR2vl3lGIuVMIzMW7cqWDwfJFwAAAIABufr+Fd2U63zcMW19dtxe5q7cmy0v40wj75F8AQAAAJiINu442k25xmPJugPZ8crMMRIpZxp5byHJFwAAAIAJ5rHpm7op1/m47PdLsuOWmbPCSL6MaeRdki8AAAAAE8m3f72wm26djzNnzmbHrfKRkUg508g7C0i+AAAAAEwg81bu7aZc47F97/HOyVNnsuNWmb18T7a8jDONvLNgZ7Z8OEi+AAAAAPTh1qc+6aZc5+P6R1d3Tpwc/eTr7Y9JvgAAAABMAH/10486+w+f7KZc4xEvLj5+wku+Zi1rnkg508hbJF8AAAAAJoKXZ23rplzn459u+Hhs2LETpy8av44PjUTKmUbemk/yBQAAAGDE/eiPy7rp1vm475UNnw8/etxMvpYayZcxjeiF0Lny4SD5AgAAAGBY89mhbso1Hqs3Hbpg+JFjXvI1c+n4bYtNONPI9Hk7suXDQfIFAAAAoCFd4SrGj+5adsE4h93ka4mRfBnTyJskXwAAAABGlZ7pKsZLs7ZdNN6ho6cuKqvjAyORcqaRN+aSfAEAAAAYUUp00lBvh+r1sDjewSNe8hW9JTbhTCMkXwAAAABGkt7fVYxb//RJdtwDh73ka4aRSDnTyOtzSL4AAAAAjJgvXDGrs2Pv8W7KNR5zV+7Njiu6IpYrrzJj0a5seRlnGnltzvZs+XCQfAEAAACo4ZkZW7op1/n49q8XZseVfYe85Ou9hc0TKWcaee0jki8AAAAAI+Tff7+km26dj0enb8qOG/Ye9JKvd41EyplGXiX5AgAAADBKlqw70E25xmPj9iPZ8VJ7Dp7Illd5Z0HzRMqZRki+AAAAAIyM9xbt6qZc5+Pn96/IjpvafcBNvnZmy8s408grs0m+AAAAAFxif3nV7M70+Tu76db5UFlu/KJd+73k6+2PmydSzjTy8uyL3082PCRfAAAAmMR+eOfSsSsw67Yc7twxbX12HFzsqnuWd7btOdZNt87HsRNnOl+5Zl52mqKd+45ny6u8ZSRSzjSSezn08JB8AQAAYJL6ix/N6hw8eqqbNozH0vUHOt+/fUl2fIx7/K3Pumvrwjhz5mznukdWZ6fJ2eEmXzWvrKWcaeSlD0m+AAAAgL498OrGbtpwcTz3/pbOF6+clZ1uqvrGzQs6i9de2LFGxNmznbHhuel60TvBcuVV6t7WmHKmkRdHNflaseFgd9WPxx3T1n0+7PkPtnZLx2PWsj0XTFtUNn7VvJrWBQAAgKknd9WrGHom6cbH12Snn2p++/TasStbudCVsFOnz2anK7N9j5d8vTlvR7a8jDONvDCKyZcSnEhydJk2Qn9HMhTD9VOh8pg+VTZ+1byqhgMAAABSdtWrGDqn/Nebml3VmSx6daqh0DNfevZL4508deaiaato+lx5lVaTr5lt5hHmbYcRSsQ27zz6+e8apitiCpUXp5Oy8avmVTUcAAAAyF310lWdn923ovPptiPdkovj4TfKXxo82fTqVEOhhEyJWYx74mTz5Gvrbi/5emNu80TKmUaeH/XkK64+RcJz4PB4w47hSowUKo+yVNn4VfOqGg4AAAAUr3opEUuv3CjJ6hVKzpSkpfObjMo61dAtiMXxjxvJ15ZdEyD5avUOugbJVyQ+ijTZaZoQlY1fNa+q4QAAAJjacle9lIwVr9zoNsN4hCUXuo3tf//n3AummQzKOtVQea9ONY6dOJ0tL+Penfb6nOaJlDONTBvV5CsVSZAyxaYJUdn4VfOqGg4AAICpLXfVSwlZrys36nBDHW/kQu+0uv25853MTWT/6+o5nUfe3FTaqUZuunD0ePPk6zMz+XptzvZseRlnGnnu/QmQfMV/CfSz+BxWJETqHbE4nZSNXzWvpnUBAABg6uh11UvDyq7cqMt5dT3fK+av3tf51i0Ls9OOuq/f+PHYc029Iu1Uo8yRY82Tr007vOTr1Y+aJ1LONKLtnisfjprJl5KetGv5uAKlsjQR07D4O8aPTjEiQSobv2xY1bT6GwAAAFNXr6teGlbnyo3+sa+XMPeKB14bT+QmgstuW9J5e0G+F8OIYqcaZQ6fW5e58jIbtx/JlldpM/l6dsYIJl8SCVdEmvAosUojfXCtmHxVjV82rM5wAAAATD1lV72kyZWbO6at75w4daY7lwtj5caDnR/cMX4X1ij66b0rOvNW7u1+2t6R61SjzCEj+dpgJl+vzG6eSDnTyDOjmny5IlmKWwUBAACAQSu76iVNk4evXjuvk386ajyeendz588uz097KejZtVUbD3U/XT7U++Afnl/fOX2m+QuTDxxpnnyp58hceZWXZzd/8bEzjTzz3iRLvhRcnQIAAMCwVF31koNG8qAk5Vfnkpq9B09253phqEOJS9kt/X/94YdjyZSSqrJQUqbkLKY7dbp58rX/8MlseZn1W73k66VZzRMpZxp5erIlXwAAAMAwVV31EufKTSQp/+MnH409U9QrNEzjFKcfplue/GQsoSwL3X6o2xCL06bvPKtr36Hmyde6LYez5VVe+tBIvoxp5Ol3N2fLh4PkCwAAABNYnate4ly5KSYpusqlq1250NUxXSVLxx+Wh16/MNkshjraUIcbuWml+M6zOrR8ufIya83k60UjkXKmEd0+misfDpIvAAAATGB1rnqJc+Uml6ToOS+dsPeKGYt2jT0vVpxuUNSxRK9Ql/LqWj43XUrvL8uVl9lz8ES2vMwnm73k64WZzRMpZxr50zskXwAAAEClule9xLlyU5akqMdD9XyYC/WU+LtnmvUmWOUvf/JRZ86KfC+GenmyXqKcmy7HeWHy7gPNk681nx3Klld54VwSmSsv40wjT5J8AQAAANXqXvWSPUbyUCdJ0bu/eoWugn356rnZ6Zr415sWdNZtPdyd64Vx5R+XZacpc8RIvnbtb77+VpvJl67g5crLONPIk2+TfAEAAAClmlz1EufKTd0k5Vu3LOzMX72v+ykuDD1rdt0jq7PT1aHkKtexhpIxp9dCOdzgnWdh577j2fIyqzZ5ydc0o6d0Zxp54u3PsuXDQfIFAACACajJVS9xrtw0TVJuf25d99NcHHpW6wslny9HPRrmQrcf/uVVs8dub8xNV8V5YfKOvc2TL92WmSuvMu19I/kyppEn3iL5AgAAAHpqetVLnCs3TpJy5uzZzsc9roJt3nWs8+O7l2enK+rVo6GSuBjnuNFroTjvPNtuJF8rNnjJ13PvN3/3ljONPE7yBQAAAPTW9KqXOFdu3Bcz6+d9r2zofrqLo6qHvV49Gj54LiFLx3N6LZQDRrf72/Ycy5aXWW4mX88aiZQzjZB8AQAAAD04V71k+57myZeTpKTPYX3vd4vHnnvKhco1PJ22rEdD3YKYjitOr4Wy3+h2f+tuI/n61Ey+ZhjJlzGNPDad5AsAAADIcq56iXPlxno3WOY5LF3p6hW6QqZxevVoqKtvvXo0PGJ0nCFOt/tbdjVff8vWH8iWV3nmveaJlDONPPrmpmz5cJB8AQAAYIJwr3qJc+XGSVJ6PYelZ730zFcuPtl8qHP4WL5HQyVlufnJYeOZNHFemLx559FseZmlZvL1tJFIOdOI3pGWKx8Oki8AAABMEO5VL1Hikysv4yQpx070vhql3g57Pc9VjPEeDT/Kzido+XPlVZxu9z8zkq8l68zk693m795yphGSLwAAACBDtwGmUfeqlzjJg5Ok1HkOS+/90vu/ekXao2GZA0aHIOJ0u79pR/P1t3jt/mx5laeMRMqZRh5+g+QLAAAAuMAVdy3rpibjcfZsp/ZVL3GSBydJqfsc1pevntuZsWhXd2nOh7qYz42fowQuV17F6XZ/4/Yj2fIyiz7xkq+q3iBznGmE5AsAAAAomPbB1m56Mh6vzal3dShsNJKvNt4N9rtn1p5LbI6OLVOuR8MyTocg4nS7/+m25snXQjP5etJIpJxppEmy2z+SLwAAAEwA6io+jZ/fvyI7Xi8bjCs3bb0bTM503w/WhNMhiDjd7q/f2nz9LVizL1te5cm3m3f/7kwjxXenDRfJFwAAAEbc925b3E25xkM9Cv755R9mx+3FuXLjvRvMS75OJ+8Hq2uP8UyaON3uq+fFXHmZj1d7ydcTRiLlTCMPvkbyBQAAAHxOJ9ZpvLtwV3a8Ms6VG6d7evc5rJOnmidfzjNpssVYrrVbmidf883k6/G3midSzjTyAMkXAAAAcN6GbUe6add43PDo6ux4ZdYZyYOTpLjPYZ3o8X6wMs4zaeJ0u//J5ubrb96q0U++7n91/CXX7SD5AgAAwAj75i0LuynX+fjSj2dnxy2z1kgeNu9q3kmH824wOX6iefLlPJMmTrf7az47lC0vM3fl3mx5lcemN0+knGmE5AsAAADoKr5Y+bTRMYU4V27aejeYHC15OXMv283ky+l2f/Wm5smXXhSdK6/y6PTm3b8708h9r5B8AQAAAGNWbjzUTbvGQ51t5Mar4ly5aevdYHKkxsuZi5yOM8R5Z9cqI/n6yE2+3jSSL2MaIfkCAAAAzvmH6+d3U67zcbjmS4yLnCs3TpLiPod1+FjzXhKdDkFEz9Dlysus3HgwW15m9vI92fIqjxiJlDON3PsyyRcAAADQufP59d2Uazz00t4D5nu0Vm1snnw5SYr7HFbTlzOL03GGON3ur9jQPPmatcxLvh5+o3ki5Uwj95B8AQAAADPHkq00lIy5Xbk7yYPTPf02491g4iSVzjNp4ryza/mnzdffhxMh+Xrp02z5cJB8AQAAYAR9+RdzuynX+dBtiG5X7suN5MtJUtxbAZ2k0nkmTZx3di1bfyBbXmbm0t3Z8ioPvd783VvONHI3yRcAAACmut88tbabco2HOt5Q+d6DXvK1zLhy4yQpW8xbAZ2k0nkmTZyeH5caydcHS7zk60EjkXKmkT++SPIFAACAKU6dNaShLudV7nbl7iQPTpKy2bwV0Hk/mPNMmjg9Py5Z13z9vb/YTL5eM5IvYxoh+QIAAMCUppcoF0MvW9Ywtyt3J3lwkhT3OSwnqXQ6zhCn58fFa/dny8u4ydcDRiLlTCN3vUDyBQAAgCnshkdXd1Ou8Uiv8LhduS9e2zz5srqnN5/DcpJK55k0cXp+VOcnufIyMxbtypZXuf/V5j0QOtPIXS+sz5YPB8kXAAAARsy7C3d1067xeOLtzz4f5nblvsi4cmN1T28+h+Uklc4zaeK8s2vBmubr771z2zFXXsV58bH7smT1oJkrHw6SLwAAAIyQP7/8w87xk2e6add4fO+2xZ8Pd7tyd67cON3Tu7cCbjeSSueZNHGW6+M1+7LlZZRE58qrtJl8/YHkCwAAAFPVz+9f0U25xmN7Idlyu3JfYCQPTvf0zrvBZNue5svlPJMmTs+P81c3X3/vLNiZLa9yr/HiY2cauWMayRcAAACmqNfmbO+mXeMx7YOtFwx3u3L/2Egeln3a/DmxdeatgE5S6TyTJk7Pj/NWNV9/b3/sJV/3GImUM43cMW1dtnw4SL4AAAAwQvSy4TSuuGvZBcPdrtznG8lDW93Ti5NUOs+kidPz49yVe7PlZd6abyZfxouPnWnk9udIvgAAADAFKdFKQ4lYcZxNZm+C84zkoa3u6cXpot55dkucnh/nrGi+/qabydfdRiLlTCMkXwAAAJiSdIthGroFsTjOxu1e8jXHSL6cd1u5twI6SeVy49ktcXp+/MhIvt6ctyNbXsV58bH7suTfk3wBAABgKlLnGmmo843iOOk7v5pwkodFRg+J7q2AG40u6p1n0sTp+XH28j3Z8jJvzB395Ou2Z0m+AAAAMMWoO/k01N28up0vjuf2JugkDwuNd1utNG8FdJJK55k0cXp+nLWs+fp73Uy+7nqheSLlTCMkXwAAAJhy9CLlNHq9I2rdVq9DCyd5cN5t5XRPL05S6TyTJk7Pjx8ubb7+creN1nHnC827f3emkd89szZbPhwkXwAAABgBuvKTxg2Prs6Ot9bsyt1JHpx3W7m3Ajpd1DvPpInTbfzMJbuz5WVe/chMvowXHzvTyG+fJvkCAADAFPLNWxZ2U67z8aUfz86O63blPnNp8+TBSVLcWwHXGsvlPLslTrfxHxjJ1yuzveTrD0Yi5UwjJF8AAACYUh54dWM35RqPsuezVptduTvJg5OkuLcCOl3ULzCeSROn2/j3Fzdffy/P3pYtr3LHtOaJlDON/IbkCwAAAFPJyo2HumnXePzmqd4nxKvMrtyd5MFJUtxbAZ0u6p1nt8Tp+XHGovwzeGVemuUmX807wXCmkbK2NngNki89pJjG8x9s/XyYfk+j6oHGsvGr5tW0LgAAAIyuf7h+fves7nx8+Rdzs+PKyo1ehxZO8vDR8uZJinsroNNF/Xzjtkhxen58r0cHKGVe/NBLvpwXH7svS771qU+y5cNRM/nS27Mjyfn+7Uu6u0Vn7PdIhmK4fipUns4jlI1fNa+q4QAAAJhY1FFCGlXJi85Lc+VVnORhdvecswn3VkCni/p5q5onhxLn0k28s6D5+nthppd8OS8+dl+W/Os/jWDyVXTg8KmxnUOX9zbvPDr2uxIxDVOZQuXF6aRs/Kp5VQ0HAADAxKJkK42qXuuWfeolX726ri/zoZGkuLcCOl3UzzGeSROn58e3P96ZLS/z/EzvAonz7i33fV0TIvmKUBIUiVgMU5lC5ek0oWz8qnlVDQcAAMDEodsLi6HbEHPjBrc3wXcWNE8enB4S3VsBnS7qnWe3xOk2/i0j+Zpm3p3WZvJ1y5MjnnzFrX5xybdpQlQ2ftW8qoYDAABg4lBnB2mo443ceCm3N0Hnyo3TQ+I882qUk1Q6z26J0/nI9PlG8vW+l3w5Lz52X5Z885NrsuXD0TD5imeu0tv8miZEZeNXzatqOAAAACYOJQ9pqMv53HgptzfBt4zkweoh0Uy+nKTSeXZLZixqvlxvztuRLS/z3PtbsuVVnHdvue/ruvmJEU2+IvEqJjrF57AiIer1MGTZ+FXzaloXAAAARpNeolwMvWw5N27K7U3QSR6sHhLNWwEXGUml8+yWvGcs1xtzm6+/Z2eMfvJ10ygmX2UdW8RtiJF5x9+aRn/HtJEglY1fNqxqWv0NAACAieGGR1ePncdFbNh2JDtekdub4BtG8mX1kGjeCugklc6zW+J0PvK6kXw9856XfDkvPnZflnzT4yOYfMUVp2JEQqWfaaRdvxeTr6rxy4bVGQ4AAIDRpwQgjSfe/iw7XpHbm6CTPLxrdK8eFwmaWrCm+XI5t0WK0/nIa3O2Z8vLPP3u5mx5FefdW+77um4cxeSrH5Esxa2CAAAAmNr+/PIPO8dPnhk7R4z43m2Ls+MWub0JOsmDk6S4twLON5LKGWby5XQ+8upHzdffUxMg+frVY6uz5cPRQvKl4OoUAAAAws/vXzF2jhixfc/x7Hg5c80OLZzkwele3ekhUeYZSaXz7JY4nY+8Mrv5+vvTO17y5bx7y31f1w2TLfkCAAAAUroKlUaT90HNMTu0cJIHp3t191ZAJ6l0nt2S6cbzby/P2pYtL/Pk217ydYuRSDnTiJ49zJUPB8kXAAAAWvTXP5vTOXu2m3V144q7lmXHzflouZd8OclDWz0kipNUOrdFitP5yEvG+qv7HF+R8+Jj92XJ15N8AQAAYLJ67v3x1xdF7Dt0MjteL26HFk7y4HSv7vSQKE4vic6zW+J0PvLih83X3+NvecmX8+Jj92XJ1z9C8gUAAIBJ6Nu/XthNuc7HH1/8NDtuL26HFk7y8Pqc5kmK00OiOEml8+yWOJ2PvDCzeR8Oj033ki/n3Vvu+7que2RVtnw4SL4AAADQEr2XKg3dfZgbr4z7bisneXjN6KTDvRrlJJXObZHidD7idKD36JubsuVVnHdvue/rupbkCwAAAJPNz+67sIdDxanTZ7PjlvnA7NDCSR7a6iFRnF4Sndsixel8RLeL5srLPGImX867t9z3dV37MMkXAAAAJpnVmw51U67xmLdqb+f4iTPZccu477aaZiQPL89ufqui00OiOL0kOrdFitP5yLPvb8mWl3n4DS/5ct695b6v65ckXwAAAJhMbnt2XTflOh+X3ba4c/T46ez4Zdx3Wz1nJA9OJx3urYBOL4nOs1vykvH82zMzmq+/h17fmC2v4rx7y31f1zUPkXwBAABgkviLK2d19h482U25xuOV7u18h481T77cd1s5yYPTSYd7K6DTS6JzW6S8YCzX0+81X38PusmX0f27+76uax5cmS0fDpIvAAAADJHe9ZTG6TNnO393zbyxYQePnLpo/Cruu62c5MHqpMO8GvWO0Uuic1ukPG8s11PvNn9h8gOvecmX8+4t931d/0nyBQAAgMngn3/1cTflOh/p1ZD9h5u940vcDi2c5KGtTjrE6SXRuS1SphnL9ad3mq+/+1/1kq/rjHdvOdMIyRcAAAAmBSUUaWzbc+yC4U1fsCxuhxZO8uB00uH0JCjOO7uc2yLFef7tybebr7/7XtmQLa/ivHvLfV/XLx4g+QIAAMAEd8Vdy7op1/m4+ckLuwPfc+DEBX/X4XZo8aSRfDlJitOToEw3lsu5LVKeNZ5/0+2jufIy95rJl9P9u9tl/NUkXwAAAJjolqw70E25xkN/F8fZtb958uV2aOEkD06S4vQkKM5yObdFyjPG82+Pv2UkXy97yZfT/bvbZfzV96/Ilg8HyRcAAAAGTFe4iqErYcXxduw7flFZFbdDCyd58Drp8JKv143ky7ktUp42nn97bHrz9XfPS59my6v80uj+3ZlGfk7yBQAAgIlMz3al0asziW17midfbocWTvJgddJh3groJJXOi4/FWa5H32z+wuS7zeTLefeW+76un91H8gUAAIAJSr0ZFkO9HubG3br7wg446nA7tHCSB6uTDvNWQCepdN5dJs5yPfJG8/X3xxe95MvpgdDttZDkCwAAABOS3t+l93ilUfas1eadR7PlZdzu1Z3kwenhz+mkQ5x3djm3RYrz/NvDxvq764X12fIqbSZfP72X5AsAAAAT0Csfbe+mXOOx9+DJzl9cOSs7rmza0Tz5crtXd5KHtjrpECepdG4fFOf5t4eS97PVdefzXvLldP/udhn/k3uXZ8uHg+QLAAAAA3DZbYu7Kdf5uO3Zddlxw4btR7LlZdzu1Z3koa1OOsRJKp3bB8V5/u3B15qvvz+YyZfT/bvbZfxP7iH5AgAAwAQzb9Xebso1Hqs3HcqOl1q/tXny5Xav7iQPj01vfrXMvRrldNTxpHFlTpzn3x54tfn6u2OamXwZPRC6XcZfRfIFAACAiUQvuC1GnY4M1m45nC0v85zZvbqTPDzSUicd4nTU4VyZE2e57jNemHz7c+VXPntxun93u4y/6m6SLwAAAEwgun0wjZlLdmfHK/pkc/Pky32mykkenOfE3KtRTkcdzu2D4izXvcb6+72ZfDk9ELq9Fv6Y5AsAAAATxYxFu7op1/n49q8XZsctqnNrYtEz5jNVTvLgPCf2hHk1ykkqndsHxVmue15uvv6qnvnr5adGIuVMI1f+8eKXfw8PyRcAAABMShiK0eS2wJUbD2bLyzxtPlPlJA/ec2Je8uV01OHcPigPGMvlvDD5d8+szZZXcbp/d7uM/xHJFwAAAEbZV66Z1/l49b5uunU+jhw73fnrn83JTpOzfEPz5Mt9pspJHpwkxb0a5XTU4dw+KPcbz785L0z+7dNe8uX0QOj2Wviju0i+AAAAMKKu/OPyzu4DJ7rp1oVx/aOrs9P0snT9gWx5GefFx+IkD/e/2vxqmXs1ykkqndsHxXn+7a4Xmq+/35jJl9MDodtr4RUkXwAAABhFd72wvptmXRhnz3Y637ttcXaaMkvWNU++3GeqnOShrU46xOmow7kyJ/cat2DeeW7b58rL3PrUJ9nyKk4PhG6vhSRfAAAAGDmvzdneTbUujPcX7+4cPX46O02VRZ/sz5aXcbtXd5IHJ0lxr0Y5y+VcmZN7Xm6eiDovTP71n7zky+mB0O218Id3Ls2WDwfJFwAAAEr8y00LxjrGyEVc5Tl09NRF09WxYE3z5OtR48XH4iQPbT0nJk5HHc6VOXGWy3lh8i1m8uX0QOj2WvgffyD5AgAAwAj45UOrOsdOnO6mWudDZRoW4x044iVf81fvy5aXcZ+pumNa827P23pOTJyOOpwrc+Isl/PC5JufJPm6EMkXAAAAMnRVKxe6CqarYem4+w6dvODvuuau3JstL+M+U+UkD209JybOct1jXMESPbuXKy/ze+OdXTc9sSZbXsXpgdDttfDyO0i+AAAAcIl86arZY89x5ULPfeWm2XPgRLa8ypwVzZMv95kqJ3lo6zkxcZbLuX1Q7jRuwXRemHzj417y5XSC4XacQfIFAACAS0I9Fm7acbSbal0YZVdLdu47ni2vMnv5nmx5GfeZqtuebd7tufOcmHs1ynmh813G7YPiPL/lvDDZTr7uNJIvYxr5AckXAAAA2qaT61zonV56t1dumrB9r5d8fbi0efLlPlPlJA9tPScmDxgvPnauzIlzC6bzwuRfPdbsvW/B6YHQ7bXw+7cvyZYPB8kXAADAlPblq+d2Ziza1U21LoyPV+/rfOWaednpUlt3H8uWV/lgye5seRn3mSrnhb9tPScmznI5V+bk98Zy/eap5uvvhoYv3Q5OJxhuxxkkXwAAAGjFdY+s7uw/fLKbal0Yz87Ykp0m57OdR7PlVWYsap583WM+U+W88Nd5zsm9GuU8K+bcPijOct1qdBt//bn2lSuv0mby9e+/J/kCAADAEH3hR7M6r8zOvzRZ0fTluBu3e8nXuwt3ZcvLuJ1MOC/8dW5VdK9GOc+KOVfmxFku551d1z1y/nUETTidYLgdZ5B8AQAAYGh+fPfyzuZdx7pp1oWh2wyPnzyTna7Mp9uOZMurvLNgZ7a8jPtM1S3GO6ec55yc58TkbmO5nB4cxVku551d1z7sJV9OJxhuxxmXkXwBAABgGP70zuZumnVxxDNHh4+dvmi6Kmu3HM6WV3lrfvPky3lHldz8ZPOe95znxJznqcTpudC5giXO81vOO7vSF3E38YM7midEzjRy2W2Ls+XDQfIFAAAw6X3vd4s7qzYd6qZZF4bKNTzGPXjk1AXT1rHms0PZ8ipvztuRLS/j3tbnJA9tPScmzrNizhUscW7BdLqNv8ZMvpxOMNyOM/R6hVz5cJB8AQAATGq6otUrdCWsOP6+QycvKquyaqOXfL0+t3ny5XYy4SQPbT0nJk5S6VyZE+f5rV891nz9/eeDK7PlVdpMvv5v8o+H4SP5AgAAmJS+/quPx57hyoWe+dKzX7np9F6vXHmZ5RsOZsurvPrR9mx5GbeTCeedU209Jya3G8+KOVfmxLkF8wZj/f3iAS/5cjrBcDvO+O5vSb4AAADQh+sfXd05feZsN9W6MNTLoXo7zE0nO/c1f2Hy0vUHsuVV9Fly5WXcTiacd045tyo6z1OJ86yYc2VOnOVSm8qVl7naTL6cTjDcjjNIvgAAAGD7x+vnd06dvjjx0vu89F6v3DSpbXuavzB58dr92fIqL83ali0v497W5yQPbd2qKM6zYs6VOXGWy+k2/uf3r8iWV3E6wXA7zvi33y7Klg9Hw+Rr1rI9Yzvv5sKL9J7/YOtYeYTGS4cXlY1fNa+mdQEAAEwls5ePn6+lMWPRrs6Xr56bHb9ItyTmysss/MRLvl6YuTVbXsa9rc9JHpznnNyEyEkqnStY4tyC6XQb/7P7vOTL6QTD7Tjj334zosnXgcOnurvvhclXJEORBOmnQuUxTqps/Kp5VQ0HAACYynRLXjGavsh4047mL0yev3pftrzKNOMczr2tz0kenOecnOepxOk8w7mCJc4tmE638T+910u+nE4w3I4zvjOKyZdeFqeIn2nypd8V0cNIbpxU2fhV86oaDgAAMFXlbjeMf1g34bwwee7KvdnyKs/O2JItL3OreVufkzw4tyq6V6OczjOcK1hyfY3bT4uueaj581s/uTffqUsV5zks99mt/3PrCN92mEt24opY/K3ESKHyKEuVjV81r6rhAAAAU1XudsN/OJeQ5cYt47ww+aPlXvL1zHvNky+nm3Rxuj13blV0r0Y5z4o5V7DkWmO5nPV31T1u8tU8IXKmEZKvc5EbVjVtlAEAAEw1udsNj588kx23ivPC5A+NK2zy1LsXv2esintb3y+M5KGtWxXFeVbMuTInvzSWy+k2vtfrDKo4z2G5z259+9cLs+XDQfIFAAAwofW63dB5WbKs3Nj8nV0fLNmdLa/y5NvNky/3tj6n2/O2blUUZ7mcK3NyjbFcVxs9F175Ry/5cp7Dcp/d+tZES770u0KJkP6OhGhFj5ftlY1fNa+mdQEAAEx2xdsNT546M3a7ofOyZFn2afPzKvWmmCuv8vhbn2XLy7i39Tndnrd1q6I4y+VcwRJnuX5u9Fz4oz8uy5ZXcW4FdG8f/NYtEyz5ih4Hiz0Qatx0mkiQysYvG1Y1rf4GAACYSnK3G8b7onYYL0uWJeuavzD5nQVe8vXo9E3Z8jLubX1Ot+fOrXbOrYridJ7hXMESZ7mc9XfFXaOffH1zFJOvSKCKEQmVfqaRdv1eTL6qxi8bVmc4AADAVFDVu+HW3c3f1yXOO7ve+nhntrzKw280T77c2/qcbs/bulVRnOVyrmDJ1fc3n87pufCKO73ky3kOy31265s3j/CVL0ckS3GrIAAAAPrX63bDGP5ZcqdSE847u96ctyNbXuWh1zdmy8u4t/X9xOh5r61bFeU6o/t35wqWOLcQOj0X/vDOpdnyKs5zWO6zW9+4eUG2fDhaSL4UXJ0CAAAYnLLbDcOG7c3f1yXOO7ten7M9W17lwdeaJ1/uc05O8tDWrYri3K7odIIhznI5PRf+xx/M5Mu4FdB9dutfb5pkyRcAAAAGp+7LlNcZ7+sSXVHLlZd5ZbaXfN3/6oZseRn3OScnebBuVTRu6RPndkXnCpY4txBeaXSecfkdXvLlPIflPrtF8gUAAICeqm43DM77umTm0ubdxr80a1u2vMq9LzdPvtzb+pzkoa1bFcVZLic5FOcqoNNz4Q/Mx46+YTyH5Uwj/3IjyRcAAAAy6txuGJz3dcn7i5snXy/M9B4xufulT7PlZdzb+n5k9Lx3lXG1zLmlT5zlcq5giXMV0Om50O3zwXkOy3126+s3fpwtHw6SLwAAgAmh7u2GYdn65l3Gy7sLm3cb/9z7XvJ114vNky/3ypLT857zkmA3IXJuV3SuYIlzFdDpPOPff+8lX86tgO7tg1//FckXAAAACurebhgWrW3eZbw43cY/896WbHmVO59fny0v415ZcpIH51Y7NyFynt9yrmCJcxXQ6TzjsttGP/n6Z5IvAAAApJrcbhg+XtO8y3hxuo1/6t3N2fIqeh9srryM+5zT5Uby4Nxq5yZEznI5V7DEWS6n84zv3bY4W17FeQ7LfXbrn28g+QIAAEBX09sNg9NlvLxmdBv/xNufZcurKKnMlZdxOsGQHxjJg3O1zE2InOVyrmCJs1w/uKP5Vaz/+zsv+XKew3Kf3fonki8AAACEprcbBqfLeHl5dvOeCx+b7iVfv3tmbba8jHtlyen8wbnVzk2InM49fmg8xybOcjnr77u/9ZIv51ZA9/bBf7ye5AsAAADn6ApXMapuNwxOl/Hy4ofNk69H3tiULa/ym6ebJ1/ulSWn8wfnVjs3IbrSSL7clxg7VwGd9fdvv1mULa/SZvJV5x8Zg0PyBQAAMHJ+89TazrY9x7vp1vmoc7thmLGoea+FMu2D5j0XPvT6xmx5lV//6ZNseRn3ytJlRvLgvKfKTYiczj3clxg7V7EuM57f+o6ZfDm3Arq3D/7DdSRfAAAAU9I1D63qfLL5cDfVujDq3m4Y3lnQvNdCeWZG854LH3jNS75uebJ58uV0GS9O5w9tXS0TpxMM5zkscZbre8bzW//nVi/5cm4FdG8f/BrJFwAAwNSihGLBmv3dNCsfvzyXmOWm7WW60WuhOD0X3vfKhmx5lZueWJMtL+NeWXI6f7CulpkJkdMJhvsSY6cLeGf9ffvXC7PlVZxbAd3bB792LckXAADAlKArAzMW7+6mV/l48p3NnaPHT2enL/O60WuhOD0X3v1S85cly68eW50tL+NeWXI6f3CulrkJkdMVvpMcirNc3/1t86tY33KTL+NqlHv74N+TfAEAAExuOuF7Zfb2bnqVDw2PE8MDh09eNI8qTq+F8uj05p1n3PWCl3xd/2jz5Mu9suR0/tDW1TJxOsFw36PlLJfz/NY3b/GSL+dWQPf2wa9eOy9bPhwkXwAAAK35Hz/5aOxKVlnoSljxWZndB05c8HcdL8z0kq+HjZ4L//D8+mx5lWsfaXYrpbhXlpzkoa2rZeIsl/seLecqlvP81jdu9pIv52qUewXrq78k+QIAAJgQvnjl7LGTN52Yqgt0Xcm5/bl1Y12vvzBza+fdhbs6C9bs66zdcrizc9/FvRemoWe+enVTvm3PsWx5mefeb95roTxodJ7x+3PLnCuv0vQ5NnGvLDnJQ1tXy8TpBMN9j5azXM7zW/9604JseZW/N65GOdPI35F8AQAAjKYvXz23c+Pjazpvf7yzs//wyW7a1F+od0P1cpirL2zacTRbXubp95r3WihO5xnOy5LlPx9cmS0v415ZcpKH7xgJm5sQOcvlvkfLSUSd57f+xUy+nKtR7hWsr1xD8gUAADAydKXlkTc3dVZsONhNlwYTeo+X3ueVq7No/dbD2fIyT77dvNdCucfoPKPuchRdfX/z5Mu9svQt4/kjJ2FzEyLrOSwjiRJnuZznt/7lRi/5cq5GuVewvvKfc7Plw0HyBQAAcIFhXN1K4+zZTueel5tdXVq96VC2vMxj05v3Wih3vdD8+S3nZcnys/tWZMvL/JvxvJJ803j+yLna41xVEueKmduVu5OIfuPm5onU13/lvXvr74yrUc408r9JvgAAQM6XfzF37KH8m59YM3Zi/d7CXZ01nx3qHD52esyqjYc60+fvHHvhrZ6l0X+qv3DFrOy8cCH36taJk2c6epZLz3Tp2S4946VnvfTMl5790jNgehZMJ+S6LUrPiO092LznwmWfHsiWl3E6zpA7pjVPvpz3dclP7l2eLS/jdJwhzvNHztUeNyFylsvtyt1ZLmf9/bOZfDm3Arq3D/4tyRcAAFNXWYLlxtbdxzpzV+7tPDtjy9izOXpJbbv/7R09f/GjWWPPWb0xd0fjq1tK0JRcOe/ekh17j2fLyyz8ZH+2vIzTcYb8/tnmnWc47+uSq+5unny5V5ac54+cqz3OVSVxlsvtyt1ZLucWwn+6wUu+nOOTe0z723PH3Fz5cJB8AQAwNE17wtNVlDZDSYeSDyUhSkZyyzCZ6D/jv316bWf28j1jt/7VDa2ntz7eOXYrom5JjPntOdi8+3f5bGfzzjPmrdqbLS9zr9Fxhmgd5crLXP+Il3xpv8iVl3GvLH3dSB6sq2Vm9+rOcjlJlDjL9fUbmydS/3i91/17m8mX/uGVKx8Oki8AAPoyjCtVlyKUjCgp0Yl3u71/DZeuQqj3vmWfNrudMK5ulXVr7nT/LuuMzjNmLduTLS/zxxe9Fx87z2/98uHmXcbLFXc1T77cqz3OLXDO1R43IXKumLlduTvL5ay/fzBffOxcjXKvYKX/UBk+ki8AwBTwgzuWjl1p2nfopPWMzqgkWKpP9ap+fQ59Hn0uPUOk//rqdkLdVqjbC3WboW43dEPJipIW9xaqIucqoOzef6KzfuuRzuK1+zszl+zuvPrR9s6f3tncufflDZ1bn/pkrKtyLbdOyJU0fvHKWWN/q5t1dc9eN5R85q5uldm4vfkVLNGzebnyMjMW7cqWl3FffKx2lSsv43QZL9pWufIybnLj3ALndBjhdq/uvJDY7U3QWS5n/X3NTL6cq1HuFaz/dfWcbPlwkHwBACYp3frz2PRNnc0765+Aj0rkEqyyEwslWblyUYcbSkzUAYc64lCHHDr5b5I4KolRMqMTZSU3SnI0T/2tk24lQUqGlBQpOVKSpGRJSZOSp7Zvp6wb6XLtOvc5c+uvjN7PlSuvsmRd884zlBjmysu4Lz52nt9yuowX/WMkV17Gvdrzj9c3Tx6cqz3O7Y3SZocWTiLl3EL499eayZdxNcq9gvU3Pyf5AgDAoqRA3WSv3DjY9zG54VxlO3D4VHbZyny67Ui2vIoSsKZXiCZ69Lqit2VX81sIl284mC2v8vHqfdnyMq/P2Z4tL+M8uyXXGc9v/dToMl7+veS2zl7cqz3/YCQP/2gkKW5C1GaHFs5yObcQ6riWK6/iXI1yr2D9T5IvAADq++/nEpabn/xk7Da7SxG9bgXcfcDrjEHJWq68jPMOKEnrcp+NGvWo+yybrtLlyss4PRCKPk+uvMxLs7Zly8u4797SVdJceZmr7mnea6FcdtvibHkZN7lxboFzEjY3IXJuBXSu5omzXM76c1987FyNcq9g/c+fkXwBAFBJtzm9s2Bn58yZ6m7rNI7GPXIuUXJ7IGx6K6DTo5040zm3sUmvupSkOL0CloVzFVDjN73FUeH04rjSeA5rzrmEP1deZcai3dnyMs+9vyVbXsZ999YvHmh+C6G2Xa68yv/9XfPky01unFvgnITD7eHPWS4niRJnuf7+2uaJVNk/PMo4V6PcK1h/TfIFAMC4Xs8r1U0IdDVMV8V0dUzz2268X0nUUUeuvIz7PJAz3XzjNjapU1fxfVha9U07wXDeayW6HTJXXsbdxlqWXHmZD84te668ylvn2nGuvIzWb668zA3nEtpceZWfGbcQ/vBOL/n6N+PFwm5y49wC11bCJs5yuXU5y+WsP7f7d+dqlHsF669/+lG2fDhIvgAAI2CQPfXpeS8995X7j+uG7d6zUU6X4rp9L1dexZnO6YZcnLqcdeGud11tzJWXcetSm8uVl3nb6ARDlKzmysuo85hceZlrze7ff2LcQnj5uf03V15FVzpz5WXc7sv/zrgK01bCJs5yOVejxFku5yqW2/27kxC5SdRfkXwBANr2366YNXbypGd+dKuZOn2YSKEeDXVyWvVyU/fZKKdDi4/XeFejnOl0C1+uvIpTl7Mu3PW+dH3z2yndunQFL1de5jWjEwx5fubWbHmZh17fmC0v43b/7txCqNtwc+VVvmW8WNhNbr5yTfNEoK2ETZzlcp+pcpbLuYrldv/uJERuEvU/fkLyBQAYMv03Uidm6ulu+QTtYEG3HuqZoSZdVTu3lomupuXKy7hXo5zpdEtgrryKU5ezLtz1Pm9V8+TQrcu5ivXCh807wZCn32t+C6Fu6cyVl3FuHxTnFkKn4wyp+odJjpvcOMlDWwmbtHU1Sr5irIu/NaZxeyAk+QIATGh6Kelvnl47dpKuThYmUuj2Q90SptsRdVuibk/USZSeO8otaxm3gwSnVzv3apQz3UtmEuDU5awLd73PXNr8apRb12vGrYDPvNe8EwxRpy258jJ3vtD8hcluD4SXG+/e+u5vveTLebeVm9w4V2GchMNJ2MS5iuU+U+Usl7P+3B4InYTITaL+8qrxZ4LbQfIFAJOO/tP403tXdB55c9NY0nLgyOjfQqirWOpIQx1qqGMNdbChzhrU4UZuGcXpjOH9xV4HCU7X4K+bV6Oc6Z45l5jmyqs4dTnrwl3vztUot67nP2h+K+DjbzVPouRB4xbC255t/sLkH5k9EDrv3vqO0XGGfP3G5j38OVdtxLkK01bCJk7S5j5T5SyXs/7cHgj/0kiknGnkSyRfAIC6/usPP+xcdtuSzh+eXz92orp5l9dJhUJXxHRlTFfIdKXMed+UM41sNDpJWGU82/PmPC8hcq4Q6ZbIXHkVZzo3CXDqctaFu95fmd38apRbl9Ob4IOvNU+i5J6XPs2Wl1EvkrnyMrpKnCuv4nT//m3j2S1xuld3Ew7nKkxbCZtYV6Ou9upylstZf2437s7VKPcK1pd+TPIFAOhB/yW+8fE1Yw/s69mbft7BpGe99MyXnv3Kncw4HSs408iKDc2fI3Juf3vRvD3P6VjhqXebn8yLM52bBDh1OevCXe/Ou63cunSlOFde5m4jiZI7pjW/hVD7fa68jNsJhtP9+zeMZ7fEeU+Vm9w4XZG3lbCJdTXKvLLkLJez/tznsJyrUe4VrP9O8gUAE8sXr5w19tBzkxfBxot72wr1XqjbxdSboXo1VO+GuWVJLfu0eU9zzjTivKfqw6XNb3972kyIphm3pDkn89JmEuDU5awLd70/YVzRc+vSvpErL3P7tOa3AopeYJ0rL+N0G/89sxMM5yrWv9zY/NktcXr4c5Obv/5Z80SgrYRN2rytz1kuZ/25z2E5CZGbRJF8AcAl9MUrZ4/1OKV3z6i75esfXd25/bl1nUfe2DR2i5ZuuVqwZl9n7ZbDY7fYtZ1E1QldDdNVMV0d03/Ld5i3AjodF7idHTjP6TgvqnUToifebp4EOCfzYiUB59porryKU5ezLtz17lzRc+vSrbu58jLOrYBy0xPNr2Jd/UDzbuOdK1ii245z5WX++VfNbx8Up4c/N+FwrsI4745yX/br3dbnJTfOcjnrbyIkX/rez5UPB8kXgBGhjhV05UgdLajDBXW8oA4YDh873U0piF6h57z0vJdOHvX8l54DS9et82yUvLug+bM9zjTy+pzmz+k4t5c53XWLkwQ4t5aJM92v/+QlAU5dzrpw1/sfX2x+Rc+ty7ka5dwKKNc+0vwqlvPiY/c5LOcqlnP7oDhdpbsJh5MItNnlubNcbl1/ZawLZ/25z2E5CZGbRP3FldV3ggwOyReAlqlbXN2apy7D1XW4euNTV+JEvThz5uzYOtN/99WjYZ3bVJx3JcnLs5onN8404jzb86TRQYJ7m9hdRjff7lURZ7obHl2dLa/i1OWsC3e96ziRKy/j1uUkUvpnUa68ytX3N7+KdcVdzXsudK5gidMJhvviY6fzDDfhcBIBJ+Fwr/a0eWXJ6k3QeQ7LvBrlJERuEvUXPyL5AjDB6aFhPeh98xNrxt5n897CXZ01n03eq1i6zU/Pcel5Lj3Xpee79JyXnvfSf+F1gqvnwJR06uqe/tO7bL33bNSSdc2ne8e8GuX0/uZMI48at4rpCmmuvIx7hci5KnLDY15C5Ez3i3PtK1dexanLWRfuenduz3PrchIp9yXGP767+VUsp/MM91bAr13XPJFy373lPOfkJhxOIuB04uBe7WnzypLVoUWLtwI6CZGbRJW90mTwSL4AmCZrgqVESs9y6ZkuPdulZ7z0rJee+dJzNXoGTM+C6ZkwPaug2xwWrGne694H5xK0XHkVZzq3y3MnuXGmEafDCOcZnese8RKiXzkJkfGMjjjTuS/Tdepy1oW73p2EyK1LV5Jz5WV+ZFyNEqcLeOclxu6tgM5zWO7Lfp3nt9rs1c6Zxr3a01ZCJG2tC3VIlSuv4iREbhJVpwOqwSH5AlCi7eewdPuhbqnT7Yi63UgnKPpCdzpxWHnuc+bKqzh1vbOgeccP7u15znSPTfc6IHBu33Jv+XKuptzyZPMrHO6VCidJca5uiDOdczIvTl3OunDX+0/ubf753Lp+eGfzRMrtyt3phdB5fuur13pXo5xEyu6B0LjVzr2a4iQCznNE/9189shLbtx14dTVfP25V6OchMhNov7bFRc+Jz1cJF8AzmnzOSwlbkrglMgpoVNipwSv7D9WznuFdOtfrryKU5fWWa68jK4W5sqrONPd9YLXDblzy5czjeiKYq68jHNVxHluRnS1M1de5gd3eAmRM53zUlxx6nLWhbvenaTSresyIyFyexNsqyt392qU1eW52cOfc6udezWlrVvZ3GeP2kxu2loX7tWoYsdRdTjTiDudh+QLmFR04B6F900pwdItiLoVUcmCbk3Uf4id55XkceNdP88b7yISp677X23eu9qdxi1z4kx385NeQuR0CuBMI84tX85VG/e9R//+++ZXONwTc2e6b53b53PlVZy6nHXhrvfvGkllm++2cju0aKs3Qfdq1Ki/TNdNONq6le0LLSZEbl3OcrV5NYrka4ToRaFp5MYB6tAl94n+PqdLGWfOns0mWGVv6HdvtXNuZXPfseTU5Tzg7zw3I850P7/fuw3Luerg3v72A+P2rcuMJED/mMiVV3FOzP/1Ju/E3JnO7VjBqctZF+56d5Ibt66vG+vwH81nqpwOLUa9S3b3OSzn9rc2T+idW9L829/aS26c5WozIfov/9F8OmcacafzTLDkKxKv+FuhsnQcjIZRuQJD9B+9nsOaPq/5e5nuMd+/49xe5r5/x6nLecakzeeB3OdSvnNr86sizjRindDf3Hwa92TZ6XrbOcEWq6c5o4MEcepy1oW73v/B+HxuXU4nE05CJG09U+X2hNfms0fOlRv7hL6l5MH9fKNel7P+3MTmz43pnGnEnc4zgZKvO6atGzsRXLHh4Odlm3ceHSvTsHTcfujKxyebD4/NlyCmSjjPYTkvP3USG3GSB+fheXHqcp63cZMUZzr3CoxzEtvmlQDnvULOO4XEOVn+8tVeXc50f2P0GCdOXc66cNd72ZX0Xty6nHXoPufkXJEa9Wej3Gd7/tskPKFv8wrMqK8LN7H588vz5WWcaeTPzOk8Eyj50vMbilnL9nxepkRM4T7bkUPiRUzkOH36bOP3Tbm3v/3IeOjeTTicE3rnFiJx6nKSAOe/7OJM97fmQ/fOyaibBDgnsX9tTOO+H6jN9++0+SJTpy5nXbjrva3PJ22+w8i5SuQkRE5iI21dFREneWjzJLutacRZLreuUV8Xo16Xb4onXw+9vnHsnT4pYuqEbnNs+j4n54Fi9yFkp4tgpy4tm+iBfT0bdMe09WO3GOofEQePnLpoHwEAAJjslCfkzpv6w5UvAAAAAGjBBH/mK5Iv92FyAAAAAGjHBEq+JCL9W51upOMAAAAAwOiZYMmXrnClQTfzAAAAACaGCZZ8AQAAAMDERPIFAAAAAC0g+QIAAACAFpB8AQAAAEALSL4AAAAAoAUkXwAAAADQApIvAAAAAGgByRcAAAAAtIDkCwAAAABaQPIFAAAAAC0g+epc+/Cqzld/OS87bNDumLau89b8ndlhg/b925eMLVtuGKqpTbS1/rStZi3b00o7VB1qh7lhqKet9adtpeNFW+1Qy9XWsXAyanO/ev6DrZ1H3tyUHTZoan86RuWGoVqb3yWq58CRU63Vh/5oP86VD5ra4M79J1qrD1WmePKlA9TxE2fGGuWwTzrU6BU6MA67rgVr9o3VpVix4WB2nEHQcmzedbRbU2es3mEtm+arZVFoew3zy0V1qQ61jWF/iUUblGGfvKkNqp5Yh8Nsh2ldavPDXDYlrqpL9Qz7yyXa4LDriTaoGPY/bNQGte4UWo/DbPPFuoa5bEpOVJfq0bEpN86gxPF9mMfbEG1w3dbD2eGDojaYHt+H2eaLdQ3zu0RtMOrSOhzmcTD242HvV6L5qx6Fli83zqDEMTf2rWGuQ7W7Ya870TLEvqX1N8xlkkvxXaLtNczlimOuQvvWMP9pozYx7HU3PFM8+UoP9sM8GVUDVAz7QC+ReGnHjp1gWCe+sf70Mw76w1qPcfCIGOZBRF8sEapnmAd+bSMZ9n+WdVBUaFvFdtNy5sbtl9qbQsuVbrdhHCijvacxrPYeyxUxzAN/fDEPM2kVtTu1cW2r9MQjN26/tL+qLok2qFC9ufH7Ee09jWG1d0ljGMsT1OYUw1yWoH1X20rLo5+K3HiDEO1BP6OuYXyXRHtPY1jtXdr6LonES+J7f1h1xTE32kf8PozvYy2DYpjrLqTfVYphtos41g7zWCHaJrFc8XNY//CKY26c0yiGud2i7U3MBGyKJ186iKQnHcM6gKixK+JESo1RiZgM8uQqkjwtl/6OA9cwTuDiRDROAlR3upMPcj3GCYfWl34f9k4XB5H44hzWASS2T6xDrTO1RR30B71saufaLvG3lmlYJ3BxAhVtINq/YpDLFe1dy6X5Rvsb1healkeh/WvYbVDzT7/8ta30t34Oct+KY1/MU/vYsE46Yn+K45F+xnoc9DZTe9e8tX20TAqV5cYdBLU91TPsNhjLEn/rWKXtpfq0P6Tj9kPrTaH56+/Yh4vjDUKb3yXR3lVXtEfFINddqo3vEs1P8415x7aK84BBimNgtG/9PaxtJek2Gsa6C7HO9DM9LuXG7Ve0wfQYofanZR3k8qXbRvuz5q1QWW78fmm+6TE2lnMY2y2OGRHD+h4enimefMWBUQ0jGooakH4f5IErDiCqT3XFjh0RX3D9igapL2j9HcsX9WnHGNROUPzClHRnj88wCDq5SA8YcWIwjC8XiS8YHYijLq1DLesgD1yxDrUc6bqLGOTyKbT9VY8O9FqeaBf6OciDl7aX5qm6oizWo2JQbTD2q6hHy6UY5DYq0rzVttP9WJ9D63aQJ3CKWI44NkUMcvm0rRRaHq3H2HYRwzgOqt1HWboetb+l47tiv0qPq9o+irRNDpLWU7T52I+13fT7oI7vEttL9aT7lEL1D6oNxraKbaLlU8S20ucY1Lps87tEkbbp2LcGuY1SWg7FML9LtH40zziuRp0qK47br9hWWm9RlrbDtHwQ1M40z9hO6XIOUtQTf2ud6pgRx41BHgdjWaK+4n6c7gf9UJtTaP5RFvvUMNahQusr/o7vY0VaPghaR5pnuu7S5Rx9Uzz5Sg+M+jt2CsWgTgQkPSnUTq6fKoudY5AHydi50lBZlA9qJ9C60+cuHgzTL830JKsfmn+6Y8X61LqMskHVFbQM8aWf7uCDPBEQbQ+tQ7U9/dRyiH5XDOogGSdPaahurcOIQZ+4pV9mEusx3W79UFsrflFpmRTxt9afxkvH6UecZOt3zTu2k+odZD1xLIrtpmOFtk/sW4M6PsU/aNLQMmkbxbIN6kstTty0DOm6ivUog1qHxZOlWJ9xnFA9g9q3JNZjtLfYTopB1hP7UBwv9FPtIpZvUMcnzTO2fxpqF7GPqc7ctE1pfcX2T9dVuh4HdXzX+kvriPWZHkcGVVcY9ndJri1r3opB7bupaBc6Bqndqz2oLcS2GtT3iOjzR2IcbTxtJ6pLy59O49D8Yp76GcsYPxWDXJexLPH9q59RpihuT1exLcc556D23VS0Oc1b9caxIr7DBrn+tH5in033qahDbWKQ7XDwplDyle7EKTWQOAimjb94gtBErq705DcdFnU6O5s+n3amdFqVqS7NNw6KMSwOjvF3U5pXOr/YkYtfmlo+RfHEuC4tgz5r2c6q0LbT77HzOSekverSZ9dy6feYv6K4rE1oOm2T3LpSpCeM/SyTaPpiG9a81NbjoBjl0Tbdkw4d5IptUPNXpO1F+m2DqqfsoKpli/lrXG0v9yQnV5fWkULDYv4RxTbUhOabbivVG/PWOkvLFe4yqY7idlYb1Py0rRSxzP3uxzmqR1Fsm/22wSpahpi/6lX9sX8PikL7WMw/orgP9Cudd7oOtc8NcpnUvvXZY9tE+1adijj+DsKwvkuqxP4c8499IP0M/RrGd0mVWG+D3EYh/c5SaDl0zIhy9zurjtg+qlPrUj8HvX9pP9I+FsfBOGYNug3GsqSfP/a1YbX32He13tJjxyCk31kRahNRp/udVUe6X6n9aful5zijZ4okX9HIcxs/DvoxjjZi/K6GUxy/Sq+61ADjS7O4Y6vBpuPWkc6v18FOETu2xo+DSnG8OmK5FOkJUpRrGaK8n4NwulxlBwiFvlhip9M0vcbtpawufSkqYvn0M+pKk6S6NL84MBW/EHPrMNql8+WcHohyB3HVnx6Y4sul6fqT+LJQaDmiPF1elce8tb5VHuPVpen1uSO0jLnxYpyoX5quw6q6NM/Yb7U82mbxezpeHfps2haK4mdNt2PsSxqe/t2E5qc6FLn9RW1FEcemaIPOcVDTxHJpXcU8VWfsc/oZ5dGOmm4riZNb0XyKyxXjKPS5ov5ebahMWV1aTs1bNFztIn6P5axL843jgtZjur21jjRPRexbovH0GdL51KH5RXvX502P76K/FbG+og26x8G0vafLlTsO9vNdkrZ31VlcLoll03aN+vWzOF6VsrpifaXz1/gKZx3GvqLQduvVtuLzNG17qV51aZnU1rQsURbbytmvRNsgt+8WxXpUaBn1WXLj9aI6VFdumGh50s8R68BZrqq6ivOMupxjrtZDnc+o7aZwt5P0qkvLq+2jOmIfUJlC5cXx64hjrvarss+sYWn0s3zDNwWSr9ggvXaAODAq0o3VdIeWqrrUCOOLXxG/O18scQDKfaGEOPhqh466nOWKumIexS/49GAY4+hnegCrI10/8bPXulHE8g2rrph/etBw1p+m0bziAKIozie3Dp0TqWiDMQ/VWRwnDr76Gb87bTC+KPTZY7mKJx2xDtNldw6KWh7NQ3XFPHPjxUmkxhFne1XVFetM40W7K35h16FpNH+tl9j++vzpOLE9FRovxm9aV5wYaf6xjorHKbUBhZYrtq3TBqMufc7Y5um2SPc9RfyudVCcV5X4nLHN4vfi+tGyKmIcpw1W1RXrr7iscXLaRKyT2FaKdP302reatvdogxJ1KtL1o3kqNE56ItS0DWr8qKvXcsV+oIjPk67juiKp0ufstVzpePpMCqcN1qkrN/+m20qiHaue3L6Vivaqn8VhdTSpS9tH42l4020l6bGnavq0PTrrMI7fdba1tq3q0efKDa/SZl2aVlF1bIvjs1uP1K1LYp/W8uWGl4k2nEav+ajdRDut87kurSmQfEXjj7/V8HTgV4OIL0VtqEFsrDp1SfoF5tar6TXv+Fvz1N/6GQcvzTtC4zuNP3acOHjETlc8QGpZo+HrczQ9AGt8HQwU+txxgO11gIjPoeHDqkvl7hdX0Dz0WUW/x5dMbr6xDjWuU29s71gn0R4133S8+EwRTuKl9qyIzxnrsNjG9DmiDalOp73HcsVyxDosjiexzLG+c+OUqVNXLFPTdlcU6yXmo8+e7tNBy6FyhcZx6lW7Stu31o+OFek4mm/sFwp3GTUP1Rd/p9s/3SZxHFQ47V2fTaH5x9/x+WMfiHFjOyqcNli3Li2H0+5SanuK+JyaX6ynqF9UZ6xbfQanXn1eRfpdGJGup6hHobrS77O6tL0VcYzQz9xyxXFQ4XyXiKbTvGPaXttf6ywi/QxN1KlL9ThtvEgRx4h0+6v+4vaPZSse/+tS1KkrtqM45xiieiKK+25R1FVc3rrSKNvm8Znc9i5plNUV69atS+s9jbSN52j9ue2xbl1aDi2PQvtEbpwyml6heaiOmFev9Rjf/VXLPhqmQPIVO5B2Zm2UNNQA3Z0qp826FGqM+j123IgoF9WpnaXsYNZLHLzTxh5f1s7OVCa+sNIdJ3a23EFW47knok3r6oc+Y/pFoc+rUFlx3H5pnlqOWCdxEqfPUBxX46hduG0yDsAx76hLn0Ghk6dBrcs4aYs2F20w6tJ+F8usOvW3W3eTuvoVxwt9Vs1Tf0c9ikGcrAWFtonq0TZXPVGXfqb7grZtP9tOkSZfqi8iLe9XtMH0+JQed9NyLbfaarqcTTSpq1/RBtPPqvlHuMuQE20wPQ5E4qNIy9UmtB7i76aKyZdontEOB/mdEvtSuq+m2ytt39rP+tnXmtTVL4XqS8uibcT+nQ7rdz+uU5d+atu63yWi0PaP7+H0e6xI3zXucsV+rHlEu+u172ocfaZen6NKk7q0PFqHbl2aVtskbXdlx4l+2kWTurT+3GNGHC9incT3iNpGcVzRMmld54aNnil026EavXYA/dRGjINI7sTU1WZdMc84OVQjV11x8BrUF1lxx1EDV2jnS8sHoViXlkGhZU3LB6GtunTgKB7o1A4UZQdHh+opHrzjoN/PF2Mv0dbSUFmUD6qN6LPHcqShEwPVoRjUdmuzLn1RFEN1x8mcYlBtJI4TaWh5VFfEoNpItG+tJ+1nse7iMwyy3cd60v6r9al6VG+0wUG2+7bqimOs6lM98b2ikxGVqd7cdI447mkZtK3S7xPFoNq6aP4K1ZUep7S8Wi5xTz6L4sSt+PljXapNpuX9aLOu2F+L+5DqVuizpOX9aLMutTvtP9r+sT+l7aT4HerS/GI7RbtTpNtuItal+cT2iHaniG2nzzLI41MbdWk+xTamY58i/tZn0XjpOBPDFOlwI3ZmRbqhtCG1Q6Tj9qututS4Y2dWnWm5YpCJXlEsYzGBGTStP4WWc9g7WJt1xUn3IL+Ue4mTqUF+UQatJ81fXyZxIhrDoo2k4/dDB1nNv3gCH9ttkOuyzbrUFrSvqj5FfGlFGxnkdtMJterS509P4GM5B7U/p8emCC1PrL9BHptiPUWoXtUf5Vrm3HSONuuKbRIRx/goVxstTuNKv7MUqiPKtYzF8fsRibnmnR5nB90GNe84UUuPSzLoY1ObdWm7R8RxSYZxbGqzrpTmH+tNP+MfAelnGBQtYxyrtO2Kx+FBarMurasIrT+tx/SYP0ht1qU2p9DvsT6Hea47PJMs+dKBWxtC9IUY5cVGr507DpjuhlODU0PQ/DT/KB90XZpWJ2CqS19Q+juGFRu9ylR/+ncTZXWl4mCo5csNr0MHHE2vuso+q9aZop8Db5t19WqDRdFG+jnw1qkr2kO/B8Ne7T0ooj1Ee9dBuDhelao2qGVWxDaK5YsTxibarKuqDepzKKI9xD5W1oZ6qapL5Wl7iHZfXP46erVBzUufQeUaJ8oU0U6a6tUG9bvqUXmsP30Whbsvt1VXWRvUfFWu4VGucRRRdxNldUV5ugz9nETFeop1GHXpp+ar0M9YjliudF3X1asulRe/i1WuelWezqOu2CaidRblw6grtomk+5a2UUTs36pPofUQ4zXRVl2aVutH9Wj6Xttb40U7Uej3WKd11a0r3XYKTZMbr4zmkWuDufH6ratXGyxKt53COT61WVevNpjSMEWsR+m1XUfbJEq+ihtfkTbstNHrp75UFM6G03yLkTa2QdVVPAApio0tXW7VE/U5B6qqutJxI5rWI+n6ieh1cNVOGMOLw+pos66qNpiKkw39zA2v0qSu2K69DmhVqtq7xDrW8kR9w2jv+j3KdbDWz2G190HVpflo2jRUdzqfSLZUHm3DObmpU5fmq9DP+D2XpFVp0gYl2lEkY03UaYMhtq3WQ9NtJW3VFdOmofmkbTAV21YnILnhZZrWFdu27ISrFyVUmncaaV3FzxK/l7WdXqrqinUW5fFd3Gt7lonvhzT02WO7D7KuOAakka6f2D4K1aP6pNf2LNNmXcU2qOi1ftJjYtN9S5rUFcfBYbTBon7qqmqDKZUNs72n+q2rqg2GSL76aYOjYRIlX9oQ2jBqBPpyj50h3YAapr8VakTOhtM0CjUW/R0HCEXa6AZRV8xbO0E6v2Kj0+/RKLVja9x0PnXUrSuoHi1XsbwOTav56qAlmo+i146tcWN9N9VmXZq2qg2GaEda38VhdTSpS9tWw7X8xWFV4nNWtXf9HqG6nBPsum0wyhXajs5ytVlXnTaon1GuUL0xrIk6dWn5NE6E1kVxPnVoHnXaYPo5nLrqtkGJzyFOG2yzrrptMB1XJzhOu2hSl9qQQj/T8rpies1XdcXfxbriHxqKfo7virK6istb3I51adpY/5p3bt8aRF2atyLWv7ZZrKd039J48b2vzxXL20SbdUUb1E/9re0fUVxP8bnSddtEk7pi3HR5m6jTBkO/ddVpgyE+xzDbe+inrtjWVW1QytbtxDJJki998SnSA7gaQYTz37teYidWA4kyNZAI50u4lzjYpQ1dO4NCja+4A/SjaV06oXLrV2gHjr81rwh9jnRc6WcnU7RRl9MG26pL20nLnZbV1aS9qw797baLJm1Q666ffa3NuhR126DqaaO9a/lUl9suNK2ibhvUSYe7Dpu0QS2Xxm+jvfdbV9M2qHWYljXRpC4tu3MSFVSX5p2WxTrMfZf0o826FJp3/K15a19TpPtWv2LfSreBtr+WR1Hct/rRZl2xb6X7S3rMKB4f+mnvTepSHaor/m6qSRvsty5F3Tao7Zgex5pStFFXkzaoctWtn1E2MU2S5EuNQqGNpY2iv7WBRGXFHaAfamAKNULNUzu35h8ZebFR9kMnNorYAaLuqGuQB8Y264odOHY21a11qHWnKB6E+9FWXW22wTbror33j/benzbbIO29f6pDUTzJjPL4DIPQZl2RrKYnfmojxX2uX2pzCtWX7kOqV21RoXHSaVxt1qX1o1Cby5UXE5h+tFnXZGyD0lZdbbbB0TGJbjvUl0cxdKIRO9sgG2WcyESogajRxM42qIaieUbji4gvfzXUQR5A2qxL26UY2n6xEw7yYNVmXW22Qdp7f2jv/ZuMbVBo7/3R+om6im1A9SjSsn60WVckrKovPSGNfSvW5yBEshz/BIjy2Le076Xj96PNuuLEvXgcin1Lx4+0vB9t1TVZ2+Bkbe+jYYImX+nGSek/D2ooavBqOCqLkxH3Um+uLpVFY1EDjIYZJyNpQ20iV5cauupQ6KAR46hMy1ocv6626srVI9ou2k6ab7pjKYr/raprFOpqqw0K7b2+turK1SO09/pydamsrTbYZl2Tob1rO+skKa0zTpoU6Qlp1B9/N9FmXVpX2t7RpoPWm0LrK20HCtWXjltXri4tXyQP6Qlp7Fvpft2Epte06WcfVl3aFtpeWr4oU71adwqtyyhXHQrVGWVNtFWX1s2lbu9ttUEZRl1ttsHRNQGTr9ih0gZeRicbinSnrEt1FBtdL2osOgGR3PAqTerSOIr0gNKEpksbeJl+6oodqu60OtAo6m7bVJt1tdkG26yrSRukvV+M9j6urfbeZhvst6622qC0VVdsq4hinVq/ETpRUx0KJbbpfOpos650Xoriuol5K/R7nGAXT1zrKKtLy6flVGjZtSxqf/rd2bfSz61Q3TFskHWl81JoHuk+lm5L1aG69LemSedTR5t1tdkGq+pqqw3KIOtK56UYVhscfRMw+Uo3XrrhirSxopHoxCM3ThVteIU2frpDFyk7j3HLxitTty4ti8bR+OnOWJfWS0Rxhy7qt650py7u0CnNWzuawv3PfJt1tdkGae+095yp3t7bbIP91tVmG2yzrlgn8VNR3O7pulOUtdUybdWVrr90XsXtHusuoqyt9lKnrnT/VVS11V7ieKHp43PrZzrOoOqKfThdpuKxJz1WKKraai9t1hV1pHVdyvbeVhuUQdTVZhscfRMw+VID0c4T0asRaINph3Oyc4lGGXWVNQJ9Bu3wbiNpUpcapnZo5+AhsQNEXWUHon7r0rTaXrGj9ToQaf5af/1cWm6zrrbaoNDeae85bdY1iu29zTbYb11ttsG26op69FN/6+RMoe1fHFd0Utrv+mujLq2PtC1ouyty+4/Wm+pSWyoOq6NJXapDdbntIvYrTS/6W6F5Fsftp67Yr+J4pGWLKI4bw3OfoY426xrV9t5mG+y3rrba4MQwAZMvNRRtlGigimikgxQ7sn5XA1WUfUH3o826tCNrJ1ajrvMF3Q/tyNqJtRxaHkUcKAetzbraaoPSVl1ttsE266K996+tNiht1TVZ22BbdSnB1slTWqbQOkzLBqHNuiIhjb/VFhXa39LxBqHNutQG0v1Ixw6F2ks6Xr900qztkp6gqz0qBr1vtVkX7b1/bbXBiWECJl/pjlb8gtYXjBpNOk4/0vkUv6BlkA30UtSV+4LWetROUZzGofnFl76WQcujiJ1dO34//yVPtVnXpWqDtHdP1KX1RXtv7lK1wcnY3rUMw2yD0lZdxe0QJ77xt9ap6kvHcV3KuhSqT79rHep3tY90HFdbdWleEn/HSXa0BdWhutJxXMVlUh0K1am/tZ3iONWvS1mX1pci/qa9l2uzDY6+CZh8FakBRsRlzEGddBSpwSv0BR2KDXdQ2qpLDT2+oGP96e/cuP3SzqXlUERdOknMjduvNutqsw3S3vtDe+8f7b0/bbbBNutKTxBjXQ6rDbZZlyJOCmNdDqsNKtqoKz3xjWPHsNp7mhDF/jysNthmXbT3/rTZBkfPJEi+RJctI7TD5cYZFP03VKFGogaTG2dQ2qpLO1n6xay/c+MNgpYjQgeR3DiD0mZdbbZB2nt/aO/9o733p8022FZdcYIYJ4fDbINt1qXQehPFMNugoo264sRX7V1tfZjtPRKi2FbDbINt1kV770+bbXD0TILkSzvWsBtJUMNoq5G0WZfWm2KYB6rQxsEjtFVXm22Q9t4/2nt/aO/9a7MNtlVXnCAqht0G26wrjWG3wTSGWVec+CqG3d4jIVIMuw22WRftvT9ttsHRMwmSL12i1IYb9kFRdOm1rUbSZl26fN3GSYConmEfPEJbdbXZBmnv/aO994f23r8222BbdaVXHXLDB6nNuuLEt4022FZdagtq62209zjJbqMNtlkX7b0/bbbB0TNJbjsEAACXlk5+c+XD0FZdOkls6+Swzbr0jw3JDRs0LdOwk6HQZl209/602QZHC8kXAAAAALSA5AsAAAAAWkDyBQAAAAAtIPkCAAAAgBaQfAEAAABAC0i+AAAAAKAFJF8AAAAA0AKSLwAAAABoAckXAAAAALSA5AsAAAAAWkDyBQAAAAAtGEu+PjgLAAAAABimD87+Pwk8vQuqWn+hAAAAAElFTkSuQmCC)
As you can be seen in the graph above, gold has traditionally moved fairly nicely. If we look at its compounded annual growth rate (CAGR) over 58 years, it is over 12 per cent, while its median five-year rolling returns were 8.5 per cent. This demonstrates that gold is a useful inflation hedge, but it does not build wealth as an individual investment.
On the auspicious occasion of Akshaya Tritiya Pritam Patnaik, Head - Commodities, HNI & NRI Acquisitions, Axis Securities shared his views on gold, “This Akshaya Tritiya, which coincides with Eid, could be a perfect time for investors looking for a window of opportunity to start investing in Gold. Recently, Gold prices have come under pressure as the Federal Reserve looks almost certain to approve a 50- basis point rate hike at the May policy meeting on Wednesday, the highest hike in over two decades. During periods of high inflation, recession, and geopolitical turmoil, gold has been the asset of choice as the ultimate safe haven bet. Of late, USD has diverted some of the flows, but gold continues to be the largest benefactor. This cycle could play out similarly. One can look at investing a part of their allocation during the auspicious date and subsequently allocate the balance as and when the prices dip, which will be around the dates of Fed policy rate announcements. A staggered approach to investing is the most prudent way forward for gold.”
However, gold should be a component of your core portfolio since it protects you during unpredictable times. As a result, having gold in your portfolio is advised. It should, however, make up no more than 5 per cent to 10 per cent of your whole portfolio. Investing in gold as part of your satellite portfolio should be done tactically.
There is no better way to gain exposure to gold than through gold mutual funds. Physically investing in gold is not encouraged unless you are purchasing it in the form of jewellery for personal consumption. Digital gold investing through mutual funds offers a lot of flexibility and allows you to invest directly in the spot market. In this post, we have listed the top gold mutual funds to consider.
Trailing Returns (%)
|
1-Year
|
3-Year
|
5-Year
|
10-Year
|
Axis Gold Fund
|
9.85
|
16.78
|
10.79
|
3.84
|
SBI Gold Fund
|
9.94
|
16.60
|
11.05
|
4.45
|
Invesco India Gold Fund
|
9.92
|
16.33
|
10.43
|
4.49
|
HDFC Gold Fund
|
9.62
|
16.31
|
10.92
|
4.53
|
Quantum Gold Saving Fund
|
9.70
|
16.30
|
10.85
|
4.55
|