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	<title>My Blog &#187; AI News</title>
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		<title>2023 How to Create Find A Dataset for Machine Learning?</title>
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		<pubDate>Mon, 14 Aug 2023 07:13:05 +0000</pubDate>
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<h1>PolyAI-LDN conversational-datasets: Large datasets for conversational AI</h1>
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b3FrM0WAHQhM9z0rJrWGS3uZIpI/ijYn9au8m5bSOEQS29wZov5Z5Y+gI71XLyeR7+W5trKXw5epUx55h6fSraeOSpTXYvYPeXkAjTwyuenLnrknpita25DJZaVZ2Fz1MEKAfQ8o6VlGi6Pt7Trj+KG0vS7uqvG55vCXuWUflV9g3tpuMLZXWcYwU/SozmpFuMJL25LqVYAN0waZam/hwhgcHnUD86YWG5Le9mEFok0yNgArE3wnzzmnO5FeLTy0ZLSRuhJHbvUCxCuSlyU/jXznZJ5z8Ruo8/m1c/hADnNblxi1SO72Vyo5L+8xZ6dO5rD6s0fl/uUPLv8Anp/0Dx+dGosfnRqeZYoEAwc0avB2r2gAUKFCuMkotgoUKFKLEIPIKK/y0avCAe9BYjFhFXmrxhg4ozfDjHSik570D4x4FaFChVpvCMAFChQqG5gCiOpJ6Cj0K6lu5YCNeP8ALRj3P3orDIxUQE6FesvL515QB4JMdV7iprT70XNsE5viHzCoEdKXsbj3aRQeoJ69ai1kbU8SLNJGQgA7YrYuECE7RwR/zmX9xWOG4R0GO2K2fhB/9I//ANqX9xUGPb5yWue3x1I6UzMaAn4M1J3AJTpTBgQcGuYRJWSXuM5LaNnBWPrnvWca6Hs9xbkuGhKyT2MS2rntykYbBrT3XlPNnv1qj8UYJF23JewJl7ZlLEDr4XXI/PFccUzrsk+zE9mS8hWCaTnDSsev711Dwf0K1aKXUmEczkBIx5rjzrky0Z4rpUi6juCD5etdF8BdZuFvvchKxUqOhPQVUvih9Dy8nTWmWarCmVB+hqZhiEQyFAz6CozTpQYlwMipZJGwOUdazbOHhG9XFNZHKeK4ykErKP6sAD9aJO4jBHIQ3lhgf2o6+II+Zzz83l5CvWjjRA646/SkybQxJIjHllckIjkeeBiojVrZJomDhx8J86sEyQlS0jfmcVXNZ1jSLGJ/GvII1ALEvKB+9Fe5yyiTcVHLOcNT0W0s96a5ZNbIwLpcR84zgNkH9Qad22l2BwRZw/8Ad/4051fUdN1zdd5qunzJLGIUiLIcgkMx7/8Aa/SlYCAQoH1zW7D5q02Yls5eo0n0PINI08xjms4c/wC4KcQ6TZp/d2sJz/sj/hSkP92Kcw1ySwcjZJvsLBbiE/CiqMdl7UeZAy5NKgZpNzlT9DSZSaZsaZbuWZtxqHJstvT3qL9zWChgTgGt743f/RR//lRfuawFPmFWtLJyr5+5k+ZrX4hL+gsh7inCjAwabp81OatGRtQKFChQG1AoUKLz9cY864yce0GoUKFKLkYrIKFChXJPA+MUFcE4wKIw5e9K46E+lISPzdMVHcyxVU5i9ChQqzlnntv9AUKFCg5gFChQoyGEFKjBOKTr09z96I/agMI8k7ikmZgSM0JO4pFlOScUYyDSXYdjgZFJluoZvKvCcd6I5Bxg0AvuibsLvxrf4W6hsV0FwcjYbOQyHJa5k/ZTXM1tde7OpHl3rpjg1Ismx4nRgQ07EEfRVB/WuYQ5F4lUBelMJlXqcdaesfh6mm8gwpz6moyxgBk3UdfKo3ULS3v7Weyul5op42Rx9DUnNTWO2e9vIbKNuVp5BGM/WoOW3s7BKUtpzBf7dvdra7dadcMzKh/1d2HzIScH/L8K6Z4L7ds9I2/DqM0SNd3ILc/mB+1MuNHCeW2sYNasik3uYIuA/fA6/D9OtWHhmzXGzbR4sqQXAJ9ap2zjPlM0q6XVYotF/st72FsTB4nRTy45Sev4Ampc8S9uWQVbq8KufLwn6/jy4FNtobftNE0v31bWPxpA0ksjgDJzk9fKq/ufjTtbRHWzuree58VGdHSONImC9wrOw5iPQZNUrI7pcGhucV2aDpm8E1xG9xhMcadnPXNTSP40JGeo7VVLGPUmEDxIsSXcayojYyAQCAcVMafeGN5obnIZAQAvbNIml0XasNZFdTeOK3OehwRk1nuqbG2/rlyLjcEhurdGDC3wQCfLJGDirNcQ3euRzzvOUESMqRIMgvjpn6ZxkHvWX6PoXE6XVLw7y1DULS3W25Ldra5jPPN6hVAAQ+jdq7VHnOcFfUy2tRS7EN87X0LQb+zv9AsltIpY3heJM8rY7Ng+lQtqoLZIqzb3t75NB01r2RJLiBisrovLzA9icVVbTOc+Va9TTqWDO1UcWvCJxAAoApdOmMUhEreGMg0uvlXZNYE1r5kLA47UlL0yB6Zo79qTzVGcnk9TodPua4M442ZOySSf+cx/u1YEnzCt/wCN5DbMbl6/6zF+5rAE+YVe0TzX+5k+eo26pfoLIO5pwpyMmmwBPalFyFwauZRhbV9hVjgZFE529a8ya8qMn9g2r7BudvWvB8w+9eV6oyQPU1HLCuKzyK0KcJbEqDg0eW2JTIFRb4HppMaUKDLyHBGMUKW39zQrimuEFdiOgPem7/MaXkHnSDHLEiuZRapTzwOqFeEhRkjNNNQ1KKwjy/WQ/KnrVw8y4tD0AHzFDl9CKhbfV7m4VnYRRdRgFqVe+kBwLqDr9DmgXJNkqVI6miM4U46/lUW13McA3Y7/ANKHNEFw7OQbmU49EoBVyZJl1yev6USRwF9ag7q7mhlJWV+Udfi86kLadbmFZVP3H1rnQKDyKu2SDjp60pFbyypzqpxQtoTcTrFk4zk1aIoY44+RUHaouzb0MdW7sqM1vJHkMPxpqDmrTqNkJIXwuDjyqrAcpKnyNEZ72Cr28II/zGui/Z3cvw9wzE8l/cKM+mVxXOj/ADGui/Z1UDh45/8A3Gf91rs2o9nYQcpbUaay81JSIT8OaXAyDSTnoW86XlFl6fHsR1z8Bx361HzXT2siTxPh0cMD6GnmoziLqR17iq3fXpZ88uOtc4b56Oeg8pxRuNvdafvXaMlw/I810nhTIeozjHX8Rn8azvg2Eh0WbR52/mWN7LE4Pcdaithbtt9G1NbHUr33eyvJkzIX5VjbPU/tXuqXH9heI07QXC3FhrRFwsgICg569QcGsz0/TscUaznv2tm+WKxy2ZspYhJHIOXB7Y+tLHaG27hrZ73RbOf3XpCzxA8g7ELkEL08x1qO25qUF5aJIrqeZQRirdZeG8PI/cd6q+o4Pjsvxrrujl9ELqhWyRmtSAx7Moxj7VDaKZWlZ7jmLMSxGfXtVwvbKJ4nkIUIilvwAqkbdkuL/VXlRCIh0ApbeXljVFRWIijXE2n6tJ4LlRJglfImnkrz3A5pCxA65xTbcthe216l1HFlVI5hjyqWnVYrFJFUBXUHr37UBti+zOeJEnJoYXlAJkVevfv3rPrF+bC4qwcUtZR9XsdEWTLMjzOB5ADoKrdkcOuK0NNJKDTIPQy1CcoLhcFmj/u1+1ehwGxjzpKN25B9qKZCGz9aZKcUhEfHzViTQ7zz9B0r1UAUk9ak7Dbt7d2xulUkcpYAedR0iyRM0brykeR71l33YXB7fw2jV8tke0Znxtwmz2QHvcx/sxrAwhBzmt141sf7Mv8A/fVvyVqwzBPQVo+NsTpMb4w0S02vjH/xX9j1W5aUByM0FgJGetHEYUYOav7kePlVFrg8KEDOaLSpGRiiMoHau7kQ9FBaOqHIOaCqCMmjoBzAfWubkcdKwS1qoZVB9Kcci8vLikrVQEBHpil6gUJ/Yi76ERkkjOTTOpi9RXj6+lQzdG5ahI2dJ80ODyT5TTZvhGacSHypCUALiomnUtvLHEjBFZiQOUZ61CyW0Gpubq6ZkAOFx/5051i4xi2GQzAFj9KZzXMaW6QowOM9qu7jy08V/UOYLSzhgYRRmTmI6lQaXnljjjXIVcfhTOzugU8MN8XpRNSEnKMkDp5mjccc4qG5D0XaGRQjqT9DXoJeYl1PbzqDt2dZkw6jr6mpuIlnPMwb4e4o3DtMvXTSQhcWsdypBRA2cZJFIxYhPiRrgA8rLj9adEHm/Go6+ubaBj4cjMx+YL2ozngnZUq1mbLFog57vnAyMd/KrMFGOwqo7Nmad5c9gOlXAHIBpM3zgqKSb46Gt4CIj0I+E5rNru+nS4lXxFXDdMVpt8MxOPpWT3xzdzf75qdP1CrcrlBHvpyxJlfP0OK6c4BX8OncLmvrlm8NL24J5epY5XAHqScCuXGQk56VvXC/UL+HhpEtnarLDY3zzSqxI8WRseGB/u9aNU9sNxd8PU7r230lk1LTN6bg1a3kuE22bQByqJcAo/KD3IYgivbvcG5CH5YtPjIDEDAbBA8z4gqiwbi1k6XdWF5bPDcThvCkDDAyfM9f2pbbt61lYXL6zfqqRBnaR3GOq4/w1mO+SPYaLTaTWXwpUsZ937E9ou4dT1tTaapbLDfRycpULhWyehHX9OtbTrXCnQ4tovOscnvMNuXeb/EwUk/b0rmCw4gRaxxB0Ow0aB44rjULaB5ZDkuplUHAHYHNdw7j8Jdq34Zgqi1lJJ8hhqRq9ROKiovGWVLI0erOqt525y/Y4O3luTRZ9DvdPj1OKWS4hKhU69fLqMiqZw6ub61vWNxcs8aLhAXJ5ft6VCXTfG2T0PVftWo+zzwmu+JmuXk880lvpemRqZ5UH95K3yRjy+X4jWrPEKXKbPNWXT1N6jFYwdB8Ld1TGC3glcMpAwxOf1rbdPvjJCJA2OY98965523t6LZm+dR2u12XtoBG8LE5KqwJ6/lWxbc1Tw50s5WJWT4kJ7EVlXpNKUfc2aJ+lFRffuXZ3WayljJH8xCmfTNVO1W/0e5V7C2WVCfiCnDflT+61N38S3QEFTgY8/tSCzpaoZ72ZYgexJquXd0eBzrF9cTRLNPC0UYGW5myftTG+1ZJNOBjQMuMD4u3TtTG+3dpc5NnZpPeO55SEXAX7k1Ud3asdO0a71UN4SwIUUM3Qk5GR+VShHc8HZ5rjukY/rOv/wAZ4qzw83MFhkQDOewq4aRpM96fDgiZmHXoOv8A661zzZ7vXSt8puG7kYxyc8bAfMI26Z+9dKez5vBd2ahqVlPYe7vbxRTxAnJeNy+G/JRTdYp1v5V8v3PTfDvkPHQ8NbvmnapdDj3GW0HLOCrD+kmk2i5ssPOpvjdBd6FBbatZK3gPIILgRglup+HAA69W88dqxFuIF/ZayqRukioeQp16oDjAB7dKpwdlj2xNqet8TTooai5cvhpez/odZbOgQaPDzrn+X2xVH3vp622sO0QKCUcwHarLwx1yLWtt2Wo2issU8Q+E9wRkEVC8U5Da31rJ250A/KqV+5ZTK3wnKt+adUXiL6yYNxqX/wDDJA6/zxnH+61YnAgeQADP2rZuNN0ke2Xk5xymVcfkwrFdNvbeS5VI25i3UEdq2vEbpU8lf+I8I1eR5fzbf+CVS05lHlikbm38HL5qSRCV8qJdQeJEV6ZNap8vqu9OWZEOSMdx1+tJpJzOyMOijOTTS4uAZRFGw5kflZfPNJSXISVg5K4FBqNw2b0SYeM4CuvXtg0dejjPTrUBJfLnIXJHYg1I6fei5GHOCPWu7WVVqYTlsLNbEeGOopfB9DTSBgFU/SnquOUdDXDItW2WROcDw+o8qhJQA3QVOXBzGTUFOQrkHyqEjX0EspoSfyNISsuMZFLswZTimb/MaibFcc8CcUXj+LcTjJKkLn0qL90TvzsM9afe+SPhMY6YGPIU35uVjkfarR5XW+lPbt5YktssX8xHfm+9AqJGBkJb7mjyyZX4Tj6UjlwfOgqJPG0VaKMAkKKeQSwW8PPI+On51HPM4UllIHrio+7umcAMxYDsM0bW+UP02p/CSk37jjUNUknflgbkXOOnfH1pkG5iFI79zRBg/FjqetejPMuPWmpYKFtkrXmTLnsRQUmc9+1XIdAPtVP2IP5MxA6dauHp9qrT+plinobXkmI3LdgpJrKLtg91K47M5I+1adrbFNPuWBwRGetZWT8XfyFMp7IahtHhY8xHSt+4O6TNf7JCm+kihluXJiC5DEYwT1rACMsRXTvASwjl4cpetfW8f+vSRmNj8Y6L1+tVfMTlXp90X7nuv4YaTT6/zb0+rWYuD4+/BD6zc6XpWuvpupzXSw/CvjKAME+vTtWc7u16HUL+S10yaZrBDhPFPxPjzOMCr5xamsrBr5VWOW5LCNZB6VkRYPIQDlmPb61zRU7oKx/YyvPaqOn1NujorUUpPD53YXt+hdeDlhJqvFLadnCjM0mqQMwA6hUfnY/ktd88VeeDh1uJ4mZWj0y4wR5Eo3/GuPvZL0S5uOLlnqNzaukdjbXEiMwxliiqD+p/M12bxDjjn2brEcyB1eyl5gRnPwms7ybfqQQnxK2UyUT5h8tzeuVt7aSVlTmIjHNjoT1x2r6F+zbsq32bwh0iIwBLq9hN/c9smSQAnmPngYA+grAOGWwtO3numLQ44zHbxfzrnkUACNT2yPXt9q6s3ZqNttjaFyYeWGO3tSsSqcYI+FQP0q35G1KCp+4jxVe6U737HL/EDeUlnxV1XVrFvGhjkSA5+VuVSCP1rRdF4haFqthaXcMrQzRELJGxwV+30qh7Y2st9cvNfQLMZZGaUOM8zscnP4V7vDhhd7cZ9W0YSvC3Vkz1QeYFQlVthFewK2Upytb4Z0boL6fr9kJVkLs3QMO+aLebbv0GLYGZT8que1c3bO4nanty4ihZWNtE/MwLHNbrpHGbSNQslmeRUc+WO9UJ5T4NbS6mMFlknY7buy8kMnh26sPj5Tkn/hWecd4ILfayaRbSoWeRSUB68q+f5mpvUOMlpatIpZCysSTjsPIViO9N03m7dee8fqB0UZ7L6UymEpPIa7XqcOTLNT4drMzXC6m6TnrySICg+gxWhcDdyantniFazaqgVJLVbFnB5VKLgIfz/c1G3oaGMs55iMnFRzzxqi3EdyFkRlcLjqCDmtqyv1a/TPPUauymeYvhvk7W3bpQ3Tti6tYDifwvFQqf/wAxcFev+VcLalrLaBr96ZZngu4J3WSLmwebJOCD5Gu4OGO4bbc+1bDU4ZQxkiAf/ZYdP/P8a529q7hg8O5oN2aTCnLqURSeNQB/NTsc/VW/SsTSpRtcJHptRq5uuuUHxF7v3wbP7POv224diWd5DByLHPJGUYjuD6CmvtLm90zRLDcOnt4ccMzJcKFyOVlwD17darPsi6hN/ZC/0y6J8ezvmDKR1UEA1pfG+K2v+HOr21wpIMIZSvcMDkGl26eEb9jXDLEfJ6iVi1kHtn90cScQN03Gsbdj0nA5TcJk5JLEg9ySaz3RWWy1iK3YnAJX9DVp3FcWT6ekiTIxjuIgcdPXPSqdNIIdTMqHHK4II+9b9VUaYba1hGP5nX6jyM1qNVNyn1l/Y0mI5X616yhhg02sbkXEMcg/qGadt3oMdYl2VLcdi0N0ZILfHj/EWz1BqMuTII1STrirbrdt4lsGUfFE3Q/Sqjqc3OV5RjHQ/Wuf5sFxPFDk5YwMg6joRilEnkRlZAehBHoaQDcr8wQP9DUpZywzqIpIkVh2wP0p+WlgoaeDvknBlq0pzNaI59Ov3qRQ5FR2iqFg5cdPSpRU5sKOmTSR+opdU8SYV/iQqe1QF6eWVgKsssBCkA+eKqWrXaR3zW5GPPNQkW/H3V12bZvg88RsYwKRf5jTc3E05KRMqIp+Y9zS0k0IUZkBbzIqOGbdeog5Zj0em3jjcAxjNemKM/F4YyO1e+JnqR1+9eh85GPKp5TD8PVHnBC3ssizHPIAD5LSllfFnKzBMHoCR2pK/VzOyhcj1pjPG8YySR9PWrKipRWTyVmpdWpco9C2r6k0xMUYAQdOnnUXgtgivWGB37mvFblGMVOMMLgqX3S1E3OXYYMBgZ69q9JIwV9aTz1zR1cMeUjGfOpYYkv+xYiumu2PnPSrRjHQ+VRG1rQ2mjWyn5mXnPT1qXJyc1Un9TLtPRE7i/8AlV3/APaNZY/f/wBelarr6NJptzGgyWjIFZsNMmYAuwQnyNOq6FakZgEdRW+cIb5rHZiorAAXD5yfULWLwWEcYzJhzWkbJvSmjrYwKTmZyw9FAAB/SqflIO2lVx7ye1/hr5Wnw3l3q7+lF/2G26NNuNxa/cJG7qgbLysfgT0q17H4Z2y3VtGU99vrt1WJnUYXPnip7a+z73dmoxaDYRojSoZC5HQKPNq6V4DezXujWuI+labpVxBPHa2z3N7eSqRFbIOgZsZOSThQOpwfIGp1zlVUq49mH5S7/ENddq4L5JSef3IXYXCe52XqMetyzkzKhQqq4AB71PccNzrovDbVJ4mzcXaJaQnPUM5x+wNbzf8ADfad9uXbeztpcVdG3Nebgv57CT+HKJPc/BiaSaSQxswwoXGCQWJGPPGa6vwKuOKPELU+CNtce/rZX0kct5hoo41gIWWVu5CrISgx3OB51kaii2VsZWL3/wByxRfTTVKFTfWen0Y77L22pF03Ut23CHxNQcwwMRgCND3/ABOR+FP+PuvPHb2W3oW55bljLMo7rGp/9CunF4Abf2Tw21G+4db/ANH3LZ7Qhb+KWtiyFrYRrzSlmV2HOq5blOCQrY7VlHFD2Pt8Xuv7D30m5UvbTfl/p+jtFHYNjSFnjMkcsjc3xKSGz0HUoP6hT46W+7WK2a+UqvU0VaR1QfzfYybZNtHPG6iJ/EyH/TFX+SxM+nPFLFzHl+XANabsL2YbW113fyX3EHTtO0zYmowaRPqVxbFIriVraKV2yXwgVpVQ58we1eW20dHffFvttdxQSaPeagNOg1yKFnt3dgFjbp/S0pVMgkZYHOM1dtonLpCdLqKnDDZy1u3g1f6jK+qbdjCOR/MhbADH6elVa14c8Qbaf3e80O6EKHqy9f2+uK743PwRv9laXrmq7luBbm0v103RoIrYyS63O+PBWEZGC3Og69iJPJCam7L2cbZ7q22vqPEbbllvG4tfeU0BJBJL8pJ/qDlR0+IIR3PbrVWWns+w78Rp0s5/2Pnpd8Lt4XFuzGyZIsliz5BPpR9vbMMFhctcAG5WTEjBeYoAO2K7D3rsWbbPBbefEDVb23tJNuakuivbuhbmnLwo/wAXYAGbv3+E1Aad7J2vJv7aXDt912Ed3ubbU+5dQaSzYvpKR+EFRhzgvztJIobAGYjTaqJx7RS1F9Un8rOK9waZPDLL3IJB++fSqzNbANlgTj09a7R4m+xjuE32wbbZm/dvblst8atJo9jf2oMaxzLDPO7MFZ+eNYrW4YkHOYyvQlc1fiJ7HO1Nsb82vww0Xjvpu4N169r8Wi3elQ6PIk1gmA01wwWRgVjTJAJBcgquSrYuqEkUozUXkpPsybqWC7vdqXMwKkC4twT16Y5hWvcXdsR7p2TeQKgM1tieHA817/mKhNe9kCx4OcTtjaTtzjvo+5dxa9uq325Jo1tYCO4tYpFdp7iQeKSFiSPJBAzkVt44cXVxxbk4KWmsRzzLcpaPemEhAfdVuH+EE5wrEd+4rK1WksWpjdWuTd0eqqnQ67H12ch8GNSu9s67e2k6BUvY1Jx0+MHFbxPbx6/pslhOnPHOuGDDNNOKXA7aHDfdVrbaBxR0nc+ovcTJeWNkqiSxCY6yYc9SxxjyxU9o0C2sCh1zgUvV/JPdLssaNqdeYdZOHvab4UScP9TttQ0mP/3bq3VlC/JOhGPwPMKwdTIWBcYau9PbMggfhRFdKmWTU4FVv8IYMD/l+VcNlUkbLIM+ta/j7XbRmRkeQ+S55LNt65kKpCx6qufwqxRtzgepqj6PemK/QEYUqF71dIJOowPIVKyLzkVVJSXAeWPxY2j/AMQIqg61C1vOYnGK0EHBzioTculJeWrSxriQdRgVGLw8jZWtQ2L3KRzr0GewoovPCcGM9QaaEyozJI3xKcV4OpGT3PerPaKdX8uWTQds3jXNplj2NWNCCoIqo7SdBbeGpz1q2xjC4qs1h4Zatt9Xl9hgzgYHrVS3bCsU63a+fQ1bahdyWgnsXOesfxdu9Ee0JKU0rN2NEMrDpSRUhj8R6+XpXvUdMZq0c9Rx4LM9vJGpdk6Ch7vIIzIDTs6iWBUxd/rTX3kw5Qn4Wzis9dntXY2nwRcvWQk1E6nPmQpnyqRu7lBIyhgagZ2DOcHzq/WsxR4jVLFrQmWJ7mvKBIHevVBduRRk+gpqWCueUeBOeaNP8TqP1pzFpk7DmflXzHTrT/TNNW3u4pppMHnBA71FyO9mlWaGK3SL/AoUfYDpS1JW5DICD8wFKnp3qnP6mXao4Qw1Xray/wC7VFmJMgB69KvOrf8Awkv1XpVFuCPh/EU6roTqHzgWhgEkgiA+btWr7G0G092QIeSUlld2JywHljtWdbXtBLO8zD5By/jW5cNbeC8tktBAPeHmJVz8irkdPpQ8PtEa5SguzZOB+l29tcahdCNQ4Cxjp1x3rpng5xH0Th7r2sWu7NMup9C3Lp38Puri0VpJrV1J5cIo5uRllkyynIKL0rnjhPbLHqd84kLIw6Y7d8VqCwjnArDvtlVflHodFpo36X028Jl/2XvXgDw24p6Hq20b3cl7ptnY3C3NxNo7MFkYckPIFRXPwGQYKcoAbDZypd6Fxf4Z8OOLMu79uRbh1PQ9ftLqHWZriyaK4triafx1kiRlVnXOQ6rkgMCMlQpx26trqDX4niHMrDrVgisbS5utPa7hEqe/WwlQnGYzMiv5H+kt2IP1qUdZOUlhe+TsvGVVwbcnjH3LTr/ELhLs3hXunh5wMttanu922I0u81PULN4Vs7ExSIqgGMM7qkkvKgUnmkYk56Cctvb04SaTxa1DQrufUzw/s9vafDp8j6NcPJHq0E8xYeEU51BR7XlcAjMQGQR01K09nXhvpvEXXLjX9Dso9Ivoray29prTMFaRLcyXEoGeb6dT2RzjrWX7e9nLhpa794bcMNa2nZ6jr/uF7ubd93K8jSy23hyxQ2zFWAC+PcxHsDi3UefXVh69XM2YWos0sl/Izn+pEcG/an4V6NtTc6aru7c2gbg3Ru/U9wStY6DJdSQQz3BeJDzwvGf5XIOo6ds5Gape2+Lmmbg1jWdv6w93cPdXtxcWF5PCIpriJ5CyNIiqvJKQOYAKOuAMVaeEJ4Cansni5xFvuCVlNHw3utVvbS9jvXB1C08e5mtreIBh4f8AJhtlyc5LCpHSeCW0uLfAaffu0ND0LYuvbk10S6PcarqDsNPsreeNDbxOCAS620hxg/3z07O7gqwexYLbxC3Tbb535o++9Esr+7i2mtsdLt74TWnNMGLzfy2GFZuUIXK5+HvhSDYNQ4m8G9H3NPxYi0XX33G8ZlFnLpvIsdx4PhZMzgKv8v4ch8EZIHfNW40Xe2uG+vQ7fsnhjm0jbcF3eL4pZp5C7qznmOP6Bk46c+TgVO8PuE2nbm2LDJxL0W4udybr0681SwiaKbwdMt0RRGvMpCxynxUYhviJ6Y+A4GpL6TsHhYbMmXjdwH3jw/1LhLxu1PW9Oun3HcbkuptMtJLhL0TXD3PJzRoxGGlMfKwU4jUgg/CE4fa52O/G3iJxjksNagmi2dDt7Z8L2EknvZWS4mYziPKwBpRHgtghXOccrCqfsXhZtuP2Vt0cQ91aB79uW83HBpOn3ySH3hMSW8UpiJypYO04GVP9351fOJFhwBtOAw1G24eWO19b12NJNpWkOoG41KdRyc09wB8i/Gc87EEFAcOwSo8+5x98EPxB47cIeKu6OHu5tw8Rd7bWn2/YP7zBpGiSqljqXwt48LkcnzK6HljlyqlTgM2ZndXtacBLzfvDDU9W1TWNej2TdT3+obxk0MwS3Dm1mhSJIYYwzhnlEjcqCIGMY60jxP2nw74ccWtubY2VtjStT/h+347nUrXxHmivbhmk+J+TmYMPdlfCrggDmGCMz8nE/eG6tKG2b7hVtGfQ7qN4jFLIfdrlTG5jS3L8scgwHLGFicHIORXnPJ/FGl8TqPw1/wBSWXz/APDY0XhrtfV6tXRSt1e1t7Pe5uPPDffl3xS3XrOh7Nu9X1E2c+2mjispp7NreBUCW6vJ1kbDMTy8i571Obc418ANA9oGLipo2t7ov9OvrLWbvUZLvRbgyLf3E1t7vHEgjBEQhe6BZj05YgTkk1ylsvYGltre4Ikhn8GK+kjhW5YNIqoxUBmHcgADPc+p71oehaGLZDCy9E+Hp6VpPXwuhGyK4fJ3T+MbypvBZ9R4hb74waxa7l39LbtcWkMkFvDBbrCsCu4cqQB8TZ6Fj/hx61IyDlQKPKmu3oY4o5oY0wynrTuX58edZl8nY+TbrqhTFQguDDfa6Yng7IpOQNUtcfm1cRJCec/Su4vbBgKcGpGx8X8UtM/iWrhgyOBkitvxnFGDzvl+LsBgHhlEgOAOtXfTrsTW8cv+JRVFMxKkVYdsXxJeDOMDpVyUdyKVM9nBaqDRiRTlsYoQuvL3pQkMCBVYtOO7kzXcWjtYX8zhvgY8351DY5ug860Dc9izJHdqPjizzfUGqpLbQSJmNcEjp9Ks1/NwVrPkeSW2UfmQ9x/xq7cxHY1Qtr+PZ6g6ZyjrkffIq9Bh5nrSbPqJxe5ZFlOQDTTUEEkMiH+pSKWBz1pvqSl7c8ozUY9o6Z7dReDcOh7g14nyihqPjQ3DsE6Z69abwXAlbldM/XNWhcuywGQjqaTlmPIQCOoojsSpFJeRz6Vnrs9/bOuMG2iGuUw7MWJ600KsSSoJp7dBmkKp5mlre1ESksOvetCr6TwWrw7m10R6Wc05CKpHN6jtU1Z6fHaxheUc3ck96VgH1PSnEYLShD15ug+9SbaZWPFhEuQuSftTmHT5mkRipwv0qc0/S1hjVnQZOOtSBtgg+FR+VIcmhsa32CyYqihh5U7Y5zTRedGANL87etJfLyPUmuiH3Pd+Dp/IvzOQB9OoqlsSz/mand4XJNzHbqeijmI+tRGnQNd3kcI65PWn1dCLW3Lktu2rVobHxGHxSfFjHatX2ZNALS2heV4cXEjSsrYD57AHyqgWcYiRYwMYAFXXbSQy6D4UoPSVypBxyn1qDb3YJzSjBM6I4JXceoTapKFC8kkcSgduVR/51sDWw5cgdfXFc/ezzqZXX7/TJjlnjDgjoGx51vW59y6Js7b93ubcV/DZaXZx+JNNKex8guO5PblwSTjFYeurkreOT0XjrYqjOcHqW0XjLI6czDpTu4hBtWVD4Tt0R8Z5W9a42357et1FfyW/DjZ1sYInIW71d3ZpR6+DGV5D93P1FVN/b44xOoX+z+1Bg5/+DuP/ABqjDxWsk1YsL7ZGWeW0azCTf7I+jmt8auJOtb10Xed5caW9xt2GSOytlt5Bb5lBEsjrz5LsvIAcgAA+pqM03iVvnRd167xIt59Nm13cFu9vdST27usKYQIsI58qqiKPAJPUEnqa+eP/ALeHGDJP8A2p1/6ncf8AjUVvbs4vOhjOg7Vwf+qXH/jVc/C+Rzlz/sUHqfGdKD/0Ol9M3hvDY/DHdPB/QdO0v+B7gvEuL6flf3s8pjYKuDyhR4WO3Zmp2nGLc+59pbH4e6lpeivpOzJ1uLJTbsxuZO48fmbDd26qAfi71zNtz2xNTudTSTe+1bR7dyPj0rmiK+Ryj8/P+DCt/wBt65tjcejWO49AjsbiwKqY5RGxfnU/IoB6d+oIyPOtSuuyEU59mHa4+o1X0Pt2ccN1b44w2XEPdumaPLcA2kZsTHKbPEHyq6l+ZkJLcylsHIz0Faxo/tU+0TLxJudzPuGCTSjbMyaC1jGLBByKoZcATAgrnrIRlj0rnPX9Jv4rhtQnge3XxS+Gi6OnMSFHXI71etHSK5eK9u5mT3qMxxIrY51xnrRGySbFtJ9j/WOL+59W2XovCeW202w0PSdwXGuKbESxTyTXEt07Kzc5HKGu3I6d0T0qb3RuTWt1jaNrqNjtuCPZ9tDa2SW2neFHcrG0Ts9wgOJFbwQCgwPifyYiqJqWnaFZWZZLC4nlckiVZshSD2pHb0259w3sei6Re3Ctynm5j0RPMk1CU22S+SEHObwkWHfvFHU231dcSJ4tLsNXuPCMdvp1t4UICRqnYknLBerE56kdulRY9p/dlxeyWltFdIdSfwWD3IeG1DHoYUEY8PC5XCkAg9QSAauFtwZ2vJD4mty3Wo3DD45ZJSgP2Aoy8FOHCSLKukShkIYEXLg5B6frWX5H4Z0XlLVqNVWnJe/X9uxOn+NI+Pj6VDe39EJbO2/HZWpyMtJ1ZiOrE9SfxJJqww6YEMxEfz5wfSpSz0q1sIxFFA0fL5Ek/vTtQFXlAGO1Tn4i+bXp4wuOeC7H4z8fF4lGSZWIRJa3Y5R0l6U/UZZSV7mn8tjA7K4Q8ynI60aO2QD4h2PSqmp0d2kj86z+hveN8zo/LNx075XszDPbNjxwUkYLgnVbL92rggjIxXf/ALZ5P+hCU9P/AJtaj8s4/euAa0vGSbpM3zH56CeH9ad6ZK1vdKwbA8/rTegOhyO4rSMxPDNDtJRIgZfOnUfc1A7cvBPblCfjWp6PtmqhoQeUN9RgWeB1IzkYqi3EDQSyR46oe30rQn7ketVbXLDlujOo6OMGnVSeRV0UyGsp2huY3CnvV3ilWSNXB7iqS0bq4I8jmrHp9xzQqCalKKfIuHHBMhwAOlFkIkQqR3pKJy3Ty8qVUBjg0vCXJMgbzRorln5xjocVSbu3l0y8aFwcd1PatUkizgKKqO99LLwJeRrlovnx6VOMm5YYuXYxLgdC1IMXBwM4NElmDdVBzRouYglqWoSz0egv1WyDZ6sCKOfoSaNL2oVI6bpr3y9QOUnGTVl/LFZPNze+bl9xpAOlSekQia+jVsfCScGpCHQ4YAMjJp3t7QNR1HWfddOjVumXcjKxL/iNRTzwiLTj2SaAkBgCR9K9dl+XPU+VXW12HpkScl1LcXUhGWHOUGfoB5Ux3JtfSdI02XUo9Qe0WEA8sjc6E5A5cd81CVHGRkb+UipyjlIyMdKT8bA6dRVl2jty03Boi6neSXCPNI/KEkwAoOB5fSq3q9qlrrl5Y2kjNDbusY5jk5Ay3X8aT6ewarN72lT3HYTy3YnjIIZex9ac7Y0edZDcTRlScY/WrVo2hXe4Lg29tGqxxAGaZgMJnt+Jq7W2wdHto1WR7iV8fE3icufwHSmwhLHQqUop5zyUwADp6VeNvWSS7Te/MvJ4c8igBDgk9hn7ZplqWxYxE0mlXMwlVecQynmVvoCeq042/rMUOzzp81k3imYuZPEI8MgEFWXt51CUJJ8kp2xlFc8l14L67HY79sw8oVbhWgPX1HSq/wC3Tv7UNR3NpPD2K6ZLHT7Vb+5jXoJbiQlVz9FRT+Jo/DTbN3r26f4hac6x6cRIxHTDkfCP86o/tac1xxguGkB5/wCG2YbPrymp6WpXayKfsm/7FmEpfhWn9zA542bLYOSO3+VNvCkJ5QjZ9MVLzRKWDcmRnOD519D/AGJ/Zn0Ham1dI4wbs0S3vt0asqajpcVzCrrYQfPE6owx4jqocsOoVsDGSK1rotycjMcXk+fA4ecQf4eNWGxtw+4sniC5GmT+EV9eflxj65qB5JQcFW6d6+8enf8AKN+zVfcQNP4SajrV1b65eXUely3SWPNpq3TNyeH44b5ec45scvX6GsO/5Sz2R9la5w61vjzsjQ7PRtyaAFudXW1iEUepWvMqMzoML4qc5bnABKqwOTiquHk50fJeFMjBXIPcetb77Ku5ri13Vf7PmKm01KzeW3EhHLDcRkOGBPqAQcfSsJhQ8o6ith9mLRtQ1ri9pVhp+mXV/I9vdsIbaJnY8sDN2H2q9szU8gll4R1Xf6RZahpsmHmmkggUJIWfBblHN5eRzT3b8EtxY2ksAHjxQNGEByH5Sc4+vUfmKfWm0d3zTJt660O+gkuSIIlurd4QOgLZyMhcEHPfBrWtocNdn6Prek6PJqGpHVbGMTzhzmNXJRioQDqvMo/Dv0zXntRbGuvEeX9jS0XjtRqn8qSXvkx+8Nxb6HHcaYY54rYH3iFo/wCYpySc1YeEFvb+5alriQgSzXYiAA/pVc9PxbFaTe7H29bRNba1Y6foT7pvS8F3pUhkeV1jc+AwnKCEvzBlCZHMuMVS+HmjXmgafqOkX9oLSe21Jo3tjOkzQ4WMBGdSQWAxnsfUA1meJ8w9fqrNNbXsnBJ8/bpMqfFfi5+O0Cn/AJZ9NdMuFjp17qc6WGmWc91PJ8KRQIXZvsBWtPBonBXRrCC629a6tvLVIBcEXsZeOxjPRUCAHLfr0PWkl1S44T8NdGvNASOPX91RvcyXnKGeG2XHKiZ8zkH8/pV9uYll9pGxVyJZE0oFQ45uXETYPX6knyr1J4nR6b0FxL537r2G+j3Fzr+3bnUOOO3NvaLo8keLaQQGC8zjoY1Qs3nnyb6VQrTY/CDdE38J2jvzUYdSbpCup2+Irh/6V5sDBPTHn9KtFnsddYurzVN87ih3fu61iDpt+2vlRY8/0MxOMDzVfTu2agptO4b78k/htxbHYe7IjyJDIvh2Us2OmAQPDYn0wR/tUZTLNsXL5Zxi3932zMte0PUduardaLq8Iiu7V+VwOzDyYfQ0xUZTt51qXtB2E1nrG3G1ApJqb6LEt7NGSySyKxHMGx1zg/WsviI5CM+dZ3lP+1l+qL3wy3R5iMMY4fRhvtqAf6D5QB21a1z+I6VwA6nlzy4z9K+kXtK6Fp25uGb6ZqSO9v8AxC3kcIxU9OYjqK5F1PhZsuOymmR7ixSFCzze8FljHqQe/wCdJ8d+U/1PX+Yf/UIxTBGMjv2pOQ5XAPWrpsXa2lbt1TULOe5mksbGLnjmjbkLEthWPTz5T+VXg8GNp5YiTUiAT195z1/7tXsMy8oyjbeoLDdeAzAF+wPnV0gkLqcnt0/GoneG1NL21u7SdB0ZrrnvOUyGWbJBZwuAcVoOs7M0jRtIu7+O4vGNtAzIDMOrdhnp60udeeWPqt28FZGT1HWo3VYhNH1PUdacGd47f3hj8QQ9PqBV003YunX2l2s91LdieeJHcLL0BZQSAMfWoxjnhDLZrCyZFNCRkgE0+04EKM1pGqcNtCsbG5v2mvcW8MkvWXpkKSM9PWqBp6EwRtIPiKgmpzeOGQg88okIKexYxgjrTWBOvSnKnBzSJPIwVwPSmGq2YubaWMjpIuDT4MG7USfrEwrqawBlto4uJMcpwPOnxj+H4R2r0RIJGESBQf8ACMCl4YT15j0+tWFwLvtk7HXnOBKO2eRkUf1d6udhaCCBAq47ZqA0yDmvFHcVawMALUbZdC4RywFFbAxjr3q68PbGO10FbwqrS3ju7N6DPKAPp8OfxNUxBk9cfjVu4eanHLpjaHIQLmyZiEAwWjJyGB8+pI/Co1NORK5PBDbv1rV7vWptLtdRmtLWzKhhEQjSMy5JJHU/T/OoC5k1O9hRdY1WS8gtAWiRsd/ItjuQa0XWdoaVq942oTTTQSsAJjEwxJgYB7dMCqtvTb1vo5s20+Rgl66WrQO+W5sghh65Gantszz0QUq112XTbEEenaDYxleVVt45Hx5kksx/Wssmka5lvL7OPEnkcEeY5jj9K1/3cG2NkOYBUMWV8gVwMfaqZuDZemaNt68uoLy7zbwkpzFQC59a5OGcchXJqe7BP7K0+Ky2zZlVPiXC+O7HuWbmx+gxVL13W9V1rU7todVubK2t5HggjicpgqT8R9T08+lWvYOuR6jokNjMypeWCrHKhbqVHRHH0x+tHvtkaPd3klyJLmMSNzukTYDHrn7dzn1zUkm+mRbim3L3HG0Lu71Hb1neag5knYMCzDBYByAfxAB/GoPUJora/wBQihdAjXPUY+EHlUt+9WDVtY0naulIzgRhUEdvCO7keQH+dRHB/Z+o8Rdwpb3at7v708964BwFyML9QRjp5ioXy2xyFdUrZYidF8BtnNpmxxqN3E63OpMblgwweQghB+AH6iuZ/ayjSPjHeqo6CwtD1/3WrvCCGG1t47G3AWKJfDQL0HKBgdK4a9ruFY+NN6uAf9QtGP2ww/eueDl6mubfW1/8G7q4KvTKK9jBriMkEYGMYr7NcOmtLvhhtS70uQCCbQ7IxOpBHWFMH6YYD8h5Zr42SA4B5SftXY/si+2DoWytsw8LeKmovZ2NgCmk6sUaRYoix/kS8oLKFJJRl7LhTjAFei1FeejFkuMnGz6BuFN1HbUunTtro1MWfupLeI10ZOUJkHPMX6Drk5zkd6634qezd7f20uHu4dy8S9/X9xtrTtPln1SGTdxmD2/yspiLEPkkrjzJFdAanuv2VLjcJ4jf2h4ctryASx6j7zbe9K4Xo/Nnm5sdM45vL6VlXtse3ft/ijw2tuDfDC9mu7e/SJtyapyskcpifmS3hyQXUsEZnIwQOUdBis7Zzgrt55OEIUHKOprf/YonNl7RG37pLuG2MdpqB8WaRUVR7rJ/U3QVgUAyBitD4OB/7cWeAekM5P0HhkH9DV6yr+RJP7EqbVXZGeOnn/Q+qthuO113cOlR22oWms3trPiOKK7VlSPw28Q5XIzlVA5vLP0p1dJeahxB1CfUiNOFvbr8fgPJ4RbIwzL5ED0PfHnkcRG71WxeO80fVLrT761YyQXEErI8bduhUg9q0vQuPm+YdHl/iGqvf64kMcdnqMiJG8QHMXL8oHiDHKArZzznPVa8XfS4RcocvB6zT+djduU1hs2Pe1sNb4rbC0Tb9pp0508+LLPZEq/KHQYl7FT/ACwRnz6HvTDRr601LU9w3tiGCS61MSjWRtHVv5eQ0ZLENnOST171Rtwcd31LTptPtdHsorbWNGWDUXSEJdLfli8k4l+cguigrnlKkAAYqS4P3s17t65mubmSdzqDczyNkn+XGTk/n+ArM8HoNTPyVmvujtSior9nnkp/H3naNb4inx9KxGv3/V5/5OoNH23fcY+FVhZWCpBq21JXs0eUhYriJxzKqsc/FjkX0zn16T2gb70GXe1tqXEzQ7jbO6IIHtBOxK2s6uhUCRSSVxnoQSvX5jVL4TzWuv7T3Bw3OorYX+pPDfabK0vhiW5QqeTPkSVUAfTNTVpuribaiPbO9OGcu57y1Ye6SXtg0rxSDs3iAEOOnfI7jJr2z+Y+a0zbhGyI12VwX3lo2/NO1LUGs4dOsbyC4W/95Ux3aFlA8MjqzN16H6eRAqW1+9XfWjcS23Np1nd3W0r2RNMuhFyTrGbiVfDZlI5lAQADH1OT1pS6trrRdU07e3GvdrR3VlIl1pu37HDMnLnl+AfCgB8x/h6scYDfh5Po2r7X4jbo3LdzaPom475MTAczKxmlkKIeoZsuq1xLB2mEIJRj1z2+c4/sQOtXFxrvATS9U1gvJd6XrL2NpPJ80kBXJ6+YBGP+zWVSOUYKPMVeuIe9tO1q1sNpbUs2tNt6Nn3VH/vJpD80j/U9cfc1QZubxFxntVHyUd+ncfvj/YvfDs4/4tXh5ajhv7sz7j8gvOHs9nMzBJZ40JU4IB5hkH1riDdfDXUdD02ebS9au7jTVUPPbSuQzKCD0x0bHft5V2p7RmlXOq8ORDb6rcae66jbSGaH5uUFsrjsQfrXN27NWsNE2/eXd7MkSvC6Rg4y7kYAA8+pFJ8fHbV+567y0t+o3f0KlwYsVTSNQ1Eoubm4WPoPmVFyPw+M/lVh1/Z41y+N4dx6zZfAqeFaXCpH065wVPWm/C+za22XYN4XI8+bgqv+Jj+2BQ1Ph0dRv575t3bggM7l/CiumVEz5AA4AFaBlGdaVp4bi9Dpgv7y+jsJ2Ky3UviOQg5iCQAO59K0niReG3208Kkc13PFD+HNk/tVO4c6LFa8SdcW3uJ7mLTo5IhLOeZ2kZkySfU4NaLuDbdpuOCKC8lmjWB/EXw8dWxjrmoz6wTgucmVgG6kjsl/5zJGgx/tMM4/WtiuIGls5bWKUwF4mjV07oSMAj7Vn823rbS97aHpdrJLJz89zKZMfCE+XGKnuImrX+kaF4unXfu9zcXKRRsnUgZBbv26Uuv5OWSm9/CRV93bWu9D0ZrqTdepXgklWEQyPgPzHqD69M1C28QbBYcvmAPQ0hNqO4NUMceravLdRROJURwvRwCARhR1wT+dSFsM9SOn7Uqx7uR9cNiwKRRgE9T0o9e4IJIH5V5Shh6GK9q8Y8wIPnQoUAZ/EcfDg0+i5XXJB/KiwWwji5pCMmnFuoAbI+EedWymo4HGmsiXChfmzVjByM1V7NXe6Eg6de1WiPqvXyFKt9h1Xue0hParK6TpJJHNGfgdGIK/lS9GVeYZzSEsPI58rAG1reUY5RuaYqOgJjXmx98d6irhbma6W8udQuprpW5lmeT4lP08qkpumBTGbow+9M9ST9yaph9h6t3uB1HNubUDjzaQn9iKJcNrF1GIbnXr2eEn44pH+EihA5ZQMU48MetcU2jjgo9EdPby+8LcW93LbTp8ksb8rfYmnaa5u8Zj/tLNzAY5vDXP2zRJo1FxAkpIjkljVyO4BYA1bNc2dpGl6HqV7bPd+JbW01wgaYkcygkftUvmlyhbcF9SKUIS85uL2eS5m7tJNJzsD/lXWXstaVbWuwbjVxGrS3N64aTAzhVUYrnDZu24dcsptQ1N7hYwwSDkflJwvxE/jmurOBGm2+lbIi0yyaVohdzSHxH5j1K0i+M/Tyy5oJxnZtNa0+EvGZHYAsK5V9tvh5fHWNM4mabbNJaSwpp1+yjpFKrFonb0XBYZPTOK6wiKpAFzjAzUDumawudJurTVYILizmiaOeGdQ0bxkdecHuo71X0epejuViWfb9jTupV8NrPl66lfh5SvfofKmUyNk1eNV0zb+4d46yu0g1nokM7Gy52MmV6jIz5EdRVk2xwMt90Kw/tS8DhgMCy5xjPXs9ewn5Ci1Hm7IuEnFsxaWNFbAQH70miFWJx0PYCujo/ZJW5Errv0ExhWATTubIPX/pO/0xUXc+y/7t/Ml3oqxEHPNYlX6eXLz1UdtaZXaxwYja9cY9cVs3BDa9+Z5t33Fq6WkYa0gc4xI56Pj1AGOvbrUntzgJtGCWP+Ma/eX+VPLAiLCrNjopIYtgmtKMUtnBb2Hg+FDZosUUCgKsY9AB5VK7Xx9N1w5yRSwFfJXBOWx1PqfOp/TtufxDSFmtADcpPyvhgVWPHdiCcVBKIRIJJAHx3GelW60u7iWMXFheXJjuEAljLvy8yHPx+T9vzrKgkhkCtS200LsjI3QkBuUgMB5gnuK0jgtuW2sbu525fSrHFeMs0TN/0nysPxUCqpu1ppmjupIpJfEQFHDErH07BR2prt+ygupBONRa2niIZcRFskfUdqbFuLyivq9OtVVKl+501HLJC6yxyNG6sCrI2CD6gjtV10zjbxO0kW4h3PLKkLKeS55JQ+P6ST1x+tc7afvnX7CCFJbtbkf3avLGDk/cYNIapxa3BZSmKJdOblHN8XMS48+Uc1OdsUjzkfE62GI1Sxjo6wvuIPCbcl62ubn4c3UmrzASXDWt6wilceZPMOn0IzVY31xDut2pbaRp+nxaToNhkWthAcqD/icj5jiuVdS46bxsbA3ZtdMKsCyFoHwD1645uvYVk23fbK4r6nuBdLvtM26kWZFPh2jqfhPf5/pUVdHDZbq8D5PXWxqhGO6TSz7s7UwabTuROiAgEjNc4x+0pveRggstI5j5eC/b/v1euGXE7VN9S3EmspaxT2rcqrAhUFCe5yTVK/UV308dm7pvhPyPw15aK1kcLnkae1fqGp6XwlkutIuZbe6/iNovPHGHPKS2elcQ3ukbq1YLqGrnULuQkmN5RkKPoB2+9d58e9Qhh4ePNLOkSJeQ9X8zlsVzLHrOlRJ73JqMIErYUB+g/Cqum1Hpx2mvroO21OKfRjcus7t0uNLePXdRgt0ykSsegAx2yPrTeTdu80l8M7hvAcA9SPMZrVNxWega5p1xDczg8uXWZRlVYA/wCeKx421xBciC4Q84wSW7kEZB/IirtepVjwjPlVtWWhxp2oa7p81xcafrN5byXZ5pyr/wB4ebOTmpy11zc7rzNuS9JPT58UhBZKEDY70aOIxNjyqcpMlXBNDjx9ae8XUH1y895VDGsokPMqnuBR7mfVr8INS1i8ulRi6rLJkBiMUZVyuc0uFAXt5VHcxqikI2sZPcdqkoo8L0pK0Rev507/AAqEuiR4BhcUnRi56jFFpYAoV6q81G8MetAFFgYu5VzkDtUqsSw25eRQVbyqNQxQg8yfEP6vSnUM8l0AWOAOn3q2VBxbHFzHy/Ch8xVihwR6ioK0VffRGowoxU9EpGenSlW+w2r3PXUAdBRQSOxpWhSR+GwvKHAyMmmNxCfExnpUhSLxliMjpQPQlChXANO6CxlVGK95G9K5nJCayhrqZxCrn+llb8mFaXueN77bep29tGC89nMqD1yhAH/r0rNdTjZrSY46BCe9avZSLNY2sy5YSQIwIB7YAq1TjaU7ViXJHQPZbY0/TtOZsl5Ut0/2mPNk10dwVh5ds+L5NOw/NVJ/WuQde1k6lvnT4oyDb6ddxwoR2Zzguf1K/hXYPBjKbOGRg+8y9PxFJ1j/AJXH3LfjYtXZwaFdy+EvQ98CsG9qrfq7U2DcWFvPyXmrn3OEDoQrD42/Ba2m+uxGCxI6g4z2zXBntSb1Xc3EiXSLe5JttGU2/NnI8VhlmH26CqNFcpTRr6m5U1tsrXDVUa11AgD50Ax6cpP+QrTtnbgk0TUk5bl4o5fhchjjuD+4FZFwwvcXmoWjDlV0SXHoebGKv5kVJBIW7dvvWlKCjLg803nlnQNncpe6dHJFFFHK0gSJwPiPws3f8jUPearqt093BeX6PDAnwu3UnPQAH1qC2fvCMWVuuozOFsJxOpC55soV5fz/AHpQXofR7q7lyGvbtY8eqqOYf/6JFcOYJTRLC1aJ4pYZSGUNHMvk327VYdMtrOa4guNRiV7iJHyjDvgYB+9R8OpS2Fva2eo3SsrFFEMWA6hvr51NCaxnubm4clY0OVyOowp8/wB6bBRTDCM+3DqFhb3Ek4bw1Y8mEGfi8zj71N7V1hzYOiOfD5+dWPow69KPuiPbd1ZNFJaSw3IVXjkRPhJIqJ2sI7W2W1Un4HJJJ6MMfLSnlMCe1WG5ntGKNMYoxzIw6KPXPrSeiLcxWazISTO3Ki5wMdyelLvfpbJLbs5K8jM2WLAgjv26Y7fhVN/tBexrAIZ2AhUqoB6YIx+1Tj0Df3L8tzyR3LsqMqBCBk+cgBx+FVLcNxEl7fyQBeSP+QkjepI/yzTKz1mcWV1AzEmK2k5SDglyQQah9Udobe3tA2WZfGmBYkl36g/lmiXQYPd0X/MBZR3BlCRBObPQ/asN0+IWW/mGCOa6lAPpnJrV7go0qJn4VXJP1rOd3I9rqCXsIKPIx6g92BwP0pUuYtFvQ2vTaiF0VzFovdnJC8nMrkMpxmtR4OXXuu5GSJyPHiCn647Vz1p255NOhja+kDLJ05xjK/cVp3CneVtf7mijtZ3Pu4DFsYzk1mV0Tqk17H034j8pT5fTRaktyf7m3e0msd/wr8NpEDPqFuFDNy85Bb4fvXIEWlGaZYraBDCBhjJbuojbzyS/Tpmuu+PUlo/C4XF0Pgivback+RUtXMo3Rp17zWk8M8McoKc7AYbPTrgk1UtsnTPhHhbJfYj7XSLiLTUjtrmCe1Dc4CyMyO2evXA7dOmTVMumurrWJZbtw8pfBI7YHQD8gK0G8ktdI0/wIDyKgPKCc9fKqXDamWZpnGC55jVjxkrJylOXRS1OdqTJK3RSAuK8ktwWzil4AcYAo8iNgdK1ZMSlgQiTB5SKXKrynp5V6iNjtXvK3pUMs7hhIWZW6HFPFOQDTXIGM05QgqMUHAh7mhShZeozSYGTQAaPzo9ek9BQCk9QKAKVfoonKgdKUgAWAEUKFWyoOdJYtd5J61Zo/lP2oUKVb7Dauz2hQoUkuQ6BXjeX3oUK4+iQqvyivaFCox7A8kUOjISQGBBwaj1vNVhaOCHWtQSNPhVROcAY7UKFPh0VbvqGzR+HbQlZH5y3i+JzfFzZ75rsH2Yrm5k4WHx7mWZv4ndLzyOWYgFcDNChSdR+X+5e0P5n7F23Zez2ekz3EBAdFZgSOxCkj9QK+Zuq3M17qd1e3Ll5rmZ5pGPmzMWJ/M0KFS0wzyf0IsuwLeNbm4uADzsoQnPljNaGIkFvzY60KFWJGISOgyPm4j5vh5EOP+0atd3I6besCpwTJKx+4oUKigGkN5cXFxAJZCTGBGreYHerW95cWFxDbxSFkk+Fw/XmyPOhQpoCtxdS6hotzcXPKXWEIuBjGGIBH1wBUHt2VzKyk9C5H6GhQqEgHm6J5bQGCBiqyovN6n6VWXdiQe2QOg7ChQrsehcux/pUaz3/ALtJnklAVsehpnrPTUZEx0jPID54HahQol0MRA3LEXDgH+mqHvpiI7ZvPnc0KFLG1fWiuzwRzypHICVwvStA4UKtpuaKO3HIvIw6fQZoUK7P6D0FXT/Q3XjXqNz/AKHizsr/AOvWaEMMgg82c1zlLKkcayJbQBh1BEYoUKxdR+ZH9Ss+iGjvbnUbiUXUhYI3wjyFSNqq8o6UKFa1CSq4Kl3MkP4lHKenavJOwoUKJCT1O3416ex+1ChUR66EX7D705i+ShQoEBT3P3r1PmFChQApSifKKFCgD//Z" width="308px" alt="chatbot training dataset"/></p>
<p>
<p>These bots are often</p>
<p>powered by retrieval-based models, which output predefined responses to</p>
<p>questions of certain forms. In a highly restricted domain like a</p>
<p>company’s IT helpdesk, these models may be sufficient, however, they are</p>
<p>not robust enough for more general use-cases. Teaching a machine to</p>
<p>carry out <a href="https://www.metadialog.com/blog/chatbot-datasets-in-ml/">chatbot training dataset</a> a meaningful conversation with a human in multiple domains is</p>
<p>a research question that is far from solved. Recently, the deep learning</p>
<p>boom has allowed for powerful generative models like Google’s Neural</p>
<p>Conversational Model, which marks</p>
<p>a large step towards multi-domain generative conversational models.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="chatbot training dataset"/></p>
<p>
<p>Chatbots have evolved to become one of the current trends for eCommerce. But it’s the data you “feed” your chatbot that will make or break your virtual customer-facing representation.  To further enhance your understanding of AI and explore more datasets, check out Google’s curated list of datasets.</p>
</p>
<p>
<h2>Intent Classification</h2>
</p>
<p>
<p>We are experts in collecting, classifying, and processing chatbot training data to help increase the effectiveness of virtual interactive applications.  We collect, annotate, verify, and optimize dataset for training chatbot as per your specific requirements. This chatbot dataset contains over 10,000 dialogues that are based on personas. Each persona consists of four sentences that describe some aspects of a fictional character. It is one of the best datasets to train chatbot that can converse with humans based on a given persona.</p>
</p>
<p>
<p>If it is not trained to provide the measurements of a certain product, the customer would want to switch to a live agent or would leave altogether. If you are not interested in collecting your own data, here is a list of datasets for training conversational AI. We recently updated our website with a list of the best open-sourced datasets used by ML teams across industries.</p>
</p>
<p>
<h2>Load and trim data¶</h2>
</p>
<p>
<p>Chatbots come in handy for handling surges of important customer calls during peak hours. Well-trained chatbots can assist agents in focusing on more complex matters by handling routine queries and calls. The chatbot application must maintain conversational protocols during interaction to maintain a sense of decency.</p>
</p>
<p>
<ul>
<li>Let real users test your chatbot to see how well it can respond to a certain set of questions, and make adjustments to the chatbot training data to improve it over time.</li>
<li>The</p>
<p>second RNN is a decoder, which takes an input word and the context</p>
<p>vector, and returns a guess for the next word in the sequence and a</p>
<p>hidden state to use in the next iteration.</li>
<li>Before we discuss how much data is required to train a chatbot, it is important to mention the aspects of the data that are available to us.</li>
<li>Each has its pros and cons with how quickly learning takes place and how natural conversations will be.</li>
<li>In this dataset, you will find two separate files for questions and answers for each question.</li>
<li>The binary mask tensor has</p>
<p>the same shape as the output target tensor, but every element that is a</p>
<p>PAD_token is 0 and all others are 1.</li>
</ul>
<p>
<p>The</p>
<p>second RNN is a decoder, which takes an input word and the context</p>
<p>vector, and returns a guess for the next word in the sequence and a</p>
<p>hidden state to use in the next iteration. The inputVar function handles the process of converting sentences to</p>
<p>tensor, ultimately creating a correctly shaped zero-padded tensor. It</p>
<p>also returns a tensor of lengths for each of the sequences in the</p>
<p>batch which will be passed to our decoder later. In this tutorial, we explore a fun and interesting use-case of recurrent</p>
<p>sequence-to-sequence models.</p>
</p>
<p>
<h2>Developing Chatbot Training Data</h2>
</p>
<p>
<p>We make an offsetter and use spaCy’s PhraseMatcher, all in the name of making it easier to make it into this format. Once you stored the entity keywords in the dictionary, you should also have a dataset that essentially just uses these keywords in a sentence. Lucky for me, I already have a large Twitter dataset from Kaggle that I have been using.</p>
</p>
<p><a href="https://www.metadialog.com/blog/chatbot-datasets-in-ml/"><br />
<figure><img 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' alt='chatbot training dataset' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='404px'/></figure>
<p></a></p>
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