Stock Analysis

Could There Be a Better Way to Build a High-Income S&P 500 ETP?

By Published on 8 min read read

enc:v1:t/GaQMnsZfQskIIz:Zgoni5lAln9WGEmvbAMYgx/bVqjyM+PTtSegrgzf0/IGZgArTPxlYM1ueJuZeGNrWjsSCbyjWtMJlYZAO1z7gbh2yHrp6qEAjSIrunL/gk26z6okCi9iqZb3VF5XKL0ysCx1itg9geKC0kJvE5KaqEJnoo5yJBMklYIvolMZB0R0c6fBu724c+8cUJUpsmd9r0l1a0T1hLfb8hFeQjqaNNfkiOOBbq3kCvZGY0uDzW9j+3vpa3oC2tLlYq6p1647ujeJ5rQ6PQjia1XDjnVUfjNrxm5YD/1sSuX42WaLr/K+

enc:v1:b3fWFLvPPLBjZeOl:bw6GBMPOIutoXzu7eDWSNJdXKXNXJgmLZ8NfOzMqMzUrTlE2FD1Ent0dW2VuKcCUq6ZL8S0bGBPqTaWxXMgtyRenYaXhKK13jqaOAm1LhMUnj3lpQBpIU2ipgs+aAI2ofI58cVPTkmyyRnVmLwIVE8zcFk22BBXOhuYpaBb7hfcnArarNF514BHFqTz7Dyd+5dFusw+ZQHr62F/0Vc3iCsBJSdHfdL0gs9EwH7zbfXtpzrQgX8GDFSVJBzwm1hcgzWgW16gFLEs1AOPgwB/nLSEjUiL8cnh0Y6DpRRsKexCk4YERrUq5ODrJM27mfCairSVwzrcYS2nJ1maa5tdfM328CNS4wuXfuyX7PkNCjAo+zhLg/qCaAlQSxXMaZBzVhggSErH7ka8nLkkhgDatEHl5Q2qeT/S3DpfV3oIv5QbdJ4AZB6xxadkLTuJz8VvIjMMSWjKzkJTMw+poOGxr1oDsOFNfas4LNl3eSUnNCcdm5gZdYHcy5l22xNfRSA/JJe4v62r/bR6KjOGrK5HziloUFgYTaMsnvrx5Y/SjT66zs8LS/0EIUu6sPTnDrq+5UjPM3+rRciJdXZWRvtLHtGQYZ/ZXBrGH3fJe0ccjJOFyfvB66GIbSDkfPZ0/LAz06BIN3sSFd2h8g0oXoqeMpqz9rfyYToU2cP60VqrpY6TjZ4tcZv3JTNbhRWyjJWUQEQlgBnVGPohYZk0/+PG3EznvozpMzk7dOhtXSOnNNHc2yMQ4PfUTJPL0zu/6Xt8FsQ7l4WAGUw0IwSMOuzreT2kzgwBjFO/JITBGlZf2UGB2KEOzch9Lif031tvUGksF3OXuUTI9kIfsbHDgKDj2L0d846nEd0FG8JvtajxDrS/OTptRp+nFFdDiugUPD0dhdGnIwngAwEUpplKXlOQIIi7Ww+xrdXXlYbpcw74HYIbjTDhtXlyDYH5M26C85VufxzqrfJsHxcSMU7z+U6cQcf8n9IX7oFg+QHvXKSmwU5xyx+JEUXOwQBPAtDsEkKsIQQP8Qt2tdyiOuAOAR2sjXRl8KprDbf8EOAQnokqLY0TXtFFW6eiL8qkACQIxQt+MNuIum896OwtfnqysZwWio0a3v5wXTqimzRZv2zfDQgedFf0STCkAoH6Gd6Pvi09CGxLCje3hal7HtXYSKJKR/FrvQu4L8rMGvrS9WTIvwMrAJv/YmqGJPIrDe15gaNutDms05S76mEc2nT5Lu83K8jO7InEwS+HE+h8IkEPJOK6DA3PMUkQk3BQ+eD008J0FMN8k3u9ApwEn8ULe/umJ2p7T2JfbRXlvlwhEuaos0vHZYHJeJUxindcLUFwndz0VaO/J9D+Thpocb+2f8YnMH8tbX5EZIHIbD6JWi5Nst6vx9+JRXle4qwILV/t6Y5Rh2hJwCE1AG1TI0lpZC3R/0rQf2qb+VKgNHMd3oYujF8pnnJ8vIuVY7gwNhD9AUTJxsm7oMLWr63rnnRSuP3OowejUnC/myQqd+BYJn6/jVA62GLDkBtEJVIMvXsh0iCIAOdf7FsJ3bZNJdKBYXFLrpPJ8FvYWaBxl2ypLK01dJPmiFItm7xdON87xginVlJI1eRDcYz2LIKG+7xByb/Qg/05MqeWCiFmeueXPnMtJVTOnhzkV1zFezNJOYnElkk770R2hJCTIgXPMByTyFtcoCGu4zj/lqUD0dZs9hC4ry9nVBRSEzceD/i6d2X9rBU1v9XTMdWkd5woe6GbsYo9/awMJ9mrK9NwmQGf4Gj7alcvATOGIgy9Zp1mZEd3zBAmTsosp7xtA3isqbAWLyVecathBwHLb9xBwr5zU3GFSw9UhBcPq6yfH8NV6uEfwwJL6QK8BN0eFPA+bSVuCiyMeUCXOyT0l6lN25XVT7jku8JlPDUJ+d8WkBE7JCWW6WItofwrXnl4NS/sqWRgBv9/enD2uL20fHeEg2yC6oaw9o0uCeOnKXawoQQsZU36IqYAZzHAfRpY6xSXzQ3DgbmxDZRCi/Zi36jQnsEifcc7SPTHGw97SZn9kATNxCwQZVT9ROEPvHn4l8l0O3ISksytIaUuC/GxuKdm/yoOcILFBuOdBuXApHbCqwxQUi5leL1waQ+FKIIA7KJ7h3THEPNs6xLegRAslvXZq2TN3ziIzcQvQ2GRkgiXoVBzqrcy9VNYg60GyQZb6OEsx7fD2oL+vaj6KJNoFWChLdO/e1ZEar/Y6oA9QU1OEnHHXro//jS+eZs6fCIgK675MGGUZbE0D2D7zAqtzJBZG6rNdjW0r3kZXQazq13Trgza7tT+O0VUhpkfoCjjW1qzhH97FVAkc7mnwhRa23zpxBQW8ueQxGGR6idx7N8Zen4K10a+AS413LZUCgm9H2t0lmFvmN2Pw9+K162WNuzn+esu6cT7IdfvjCS0peoWijSJlcIAjT3rWWjuC6M9j3jpzSySL2LGcsbZ1IZMf1ttzPcARasj4v/qy2x883RwkJ/WhtFbna7RyXoyNd0VP3RtuWRjrRKPJ46Ep03ybBNyxtOdvV0Q111snzV/2aSU4MjILLgj29ZNPfmj82XkN2IwmuTVOS52WISoiGThr/poFetjUzkxUm7Gs52S1/J8C3sFDRAttuVDbwqPHfiDt5z1k4E40R+akdJV2ayBEr2XLnO7GDTWjN2ZlvJn2vjokzr6f4hjfjfhlWQIH78sm2S5bSp4Zk77Boul8ywfm71FAsbq7MwmvGIffBm//SlRmHY3tJr2qsLycM88gHTzaScHdNSYDTsOn8uclC3ZXOilMl3gm5iumnDbjMFphB1YCfWHLEPLAf1cSLDjZYile+Uv8AlDqx7ZlsI7Gcmv4QMTlDY19ZJgHTZ/7xSgbeYSNEmBT4rB/Sq1+d98A6Rxmg/QMEJEKwnWQuX+q2JFiHHe9DbXNTVx+cSoaPZ9tGDBkZOaEtLSk92unAFTpxhDA37TldHrF3OJ5KiGjwUc0CasGxBW3V9XHYGyZbs70qdhaLqiQAmxxQ1cf7uvDDKGgyoC9ZRI9Reent5TlT/GvFGCoN+0P3eUEyXYHOCBI+QbM7Cm+fxRg09F+BlpDeL4I9XpRGTgCNUggJAynHqACJHLI8h/zq7oaKk/Hvh7kTbRZYn20detz+oOqXT4302q++oMe1vGOBtAuUPeOck60oEmd4/1AgDJHWSc47dhrUGchF5HVea4/0BH9QCEYltW/Rfb8WuDUYSpmTfsDjrHSp3O2tBzsaefVPCO8sDRijHvOqNnooatB09C7GjojN9tAFqo2QRdzJmQdJlAnCqQ/dhFqDOqf6nYhZqHUxHLXgSijdt5yPcKs5d5doPNWt61TZQwNahWGSGoQBhRcaedXQ8wrj9ocM3w+KGxtPfTXFLhi6DsiYC+g0BoPvcyc00VIVEjA6YxT39EeO8zihGPt8KLOB40zeLVS2Et/MMGO+cvC7ySWYOj1SBd7VSJxWH8N0bhvB6Gnry/JzR6n6gtw9xjqFY4XzMH5rlqCTRGYn9PpaPoflOc1kmT5B0yXoZZMat3bvQ/r2izLEnJc3VsNcng49QuRxILbc26i3V5Up0CHJEbp02GxmVjxJYwlmKpsPgJMWxv7JUE5h5W+p0vCWgIImNeQusybcGKBtOCl7TsYG6OpncOOZZYuCkuf+JRAPNCzNMT37se9nqIyYKmPyfudR9JiUPokbOoJn/oGZwMaFm7dTs3hYMr5yeLZ2suG5EOkJHGfOxOyLA2YeAa+i4mFuup/g0EtyMQz2uEvKYtRMa9LddI2L2ZHK4f3zdiZ/8QX4K3Xl9XrA3uSM8RiOLLnmL4v7HtBSlWjHYKkj/IfaOF1t8CL97m4ice+/QszMzWB11mhRZMFV4XnzJSoBvDLE8W1ifyye4qhDBpm7IrqCz51sv/IgbmK4F22t1Ue17Pm9clXa7BUxDtYg/WFl0tPRR3ovEjYSLqwq4REnuFhTeyTXHavo+t8DZU/8nYigFj6VUNHOaVjfghdpDvqyRGLElWTGDTFIozRegaYhcLkKtYwHCLsszjvrSmoH+rqzqolX06DmWs8xwjOa7+dbL2++MM0XohQnkJUEep+30UwaITGEfge/8Lwu6lKu0KaW6xDDNTp4JYlfaY1yi/bgM4vuo7P8EeGkQ2i7mUoCTXb/feQXaJB8eDXuoUFmYX7Ik7RM6GDJqvZbmxUjm4nQ6EuDMG8gbWdI5SywTvAs94c5xg7SDcK0ZpIi8oix7xTcCxss0hzk0CQ8u7FC+nuRYkl9gVfBr+DjFES5W4a8Wzk3zdfDeJiOpJJ3wer7Sr0UHs16/GPoM0IPGdUzBiWt0GFm75TYqEOY2u9WrYhKWBb+o/NbTstUatJxwMF8+61sD+4EKR05clW4xz1/5f3c0IbVzKhhXspq592FDXpiRqnC7B2rx57swO9Yr08Hb2X5mouZcseeZC8kzxosxnQKad4TMyVjmtMdHf6VARcTgO6egL87ckVrZIl2E2jrnwNuXWOgOXmIMS20Qh8njrm4fNOqaICh+zAyMjxE7vSjhwv35/KwIBLoVho9FATWWADcbwf0kNjJMBxdB9EYAWHPvFH6lhoAtL4BF1RsOdZ4NT3+u4Qdr9Zu/0monFx+mz7mo/JH3q/xKGDiVuBu90Tu7AjmBhAOMhSrugEWBjro3ZLMw3z6QcQryptMOIF8YygyphAmsI1V/JP1zv8dOM/APlIXnGBcXRB8myTzlkRDlWNtC0/0PituRhhxcxwuQWs7qqjhUyHxHZVRZw0sXisrowCxY+w412tS7u68OYPNLOP2aK7KaCo1NGWQO1/pd87pwXjfZXJ+1dRwnDnCPNqcWcbC3/Q1rokN42uhDIvv0fPPdof25/B0h5oJPSaeOOYt5S8KZs3SkablnLQpDynPNAaXJtlT8qQLI8g6j4gY8BnbTKU4c2hLlsiLxthcwou0NwOmWDNMglAsDi3Oki7tsXqFbzvdFTsIviIFO4ZSXl2rxLNF/0yEbRZ21OCUXWwn6O2D2SJnN4vboWJbi+elcGE/+euhqD+N4MBJhHN/8x9Qv5UPTY4POgQB5gZ3sI5/VbJHTb5kakmCmdCvtaws3NvpRy6nz9VvUSHPf0LPz3yRfJptpwhiADHUR0BxDcxu7Iz65nys73HfJnsEGvgRwUNcA8LCuDdwUjcxHnPL1BCS5jc/BzMfooJzsOF/RK5ssB581ZzIoGray5tqYLp9vm70iTtUNPtF0YtJw2MfPU9hdNMy7uTJOLxO4n4mMXRBoodonGvaWI4vmBOHLBieXQuopaBu1PnwD41DEW/RoSIsdB5Dg4/B53DgAhyTKJ6QZF1UzOTw7kjT27FoMiNWM7zKCHM66RrQw/C55cg+ZUzOc3qbncTHvDUE2kCdJtN7c2ugh7WJT2dS2e0J9L98g6gAUoZALbkcFq70eCQbD7UauynE9guXHmo5+O25bJDzF7lm+qWxL01YtvG7jmeLzfhExPZT4AWaptk6cfH2FvgefVlIcM86DDuikoIjUZHL74E18SFESDqiq0UrWdmqyG/Vck3PmgiIHjwaHyhie3JXTtogiHkOAoYs4zfnoEsMjtZMJSYby5aB+ua3KOI61uIgiwt7ElHOCr+C4ywqJJhe9kTQ05I+eAl7Dn6vfDEwEFBc0KPl3e2jVeC0U6a9DU7tUPfjy4LEfxXWe1X0doPZsaG7fs5fHIo+4maD8vMQ8YEi4AD2av8ozjBYlbLdnriy1YGZb0YT9C1roQEpBKVUSpCsMEDTFBgc1cIwqkDJvFnOJrKduQf1K3oHw0gWDPUTGYqIaxiVCvX6K988q8ehPY5iXyWniTMOJ4KOqGnmT4QC6BfhD/h3+4ySVOd7Up4z+cCp04o3kN/Mk6JKoiVhl/xw3Xy8SkhzrJQzsHB+a7QSle1qP5tY73JI0X8SyF8P2VV+fjeimfBqsDEuN15SrCXBZ7IQ3Z0DKz6eEnJAH5g6r8bn3dKtGXKz45T6bxcpLdmt8VtoXTnq3I0on8kcMxKfHkfwp5UMpweo0VXuJuwhd6jFJdtwMt79WwywYL5l0dLQ7P4elA/PfkONKEcHRi+fr6SDZfhlqyDlROP1rPjsycr5FX0Z8H2Durp5+ko1jdkk4mneto4s8/Zf8XWbTqXxAwCdtM3EtVGthhciwwXStoDk0V9wTN4YYCGSeUfq2xhFotBR1UFEC0sCN8Fy0ouR431LM5qteYiHz3u7qFXuIVU3vL3PzUf0nFju1dLxw+eUpijS5iQ/1ACdZb1pHhfKiEHw4TSI3n07PHofdtMuoExYka9piJZ0C/+kzm3RWXag7WRuXT1JvQGXWd3li+32TPLlY+oT4bnMfecabbvfyj4SbVX4XuXIVckX+F6TwDk8a8SbRM8cgYG6GXbToctzhwmUTqR8ko+pwWuvefPTOb43mJv0kBzSCusQ7i/2/PdjLwA0AaN6ieNCcqiBFhhae/ohWWMaVfQalvpJR8j92Qgg8AObQv03ZtpDokhmSVGLQE+GYF4CYiqYGaQmEIEz0qGifqxlBo41d2FWURcB8z91BnR6KQUg36F5qqo+7k37GUAK5ePuR/2X1f2b8XKH9cTunc9m9OvwyjzjQLdy77+eOny1pFWA/sozVK6ZYt6wieBHf7FZJc29UznmM8oJcX0uPbMZzMDPW7IK9n4D1iFMS4zkljxLqOEOit/6tgrbqFc4eD4+g47K4f4IagOlbEZCo0Py5e/wT0ipOrkRoupWhuTIhoAJZeajFseLWixNBMntXoFRtVMPImXsy2X35hw+g5Mu55o3MoTxtULkWSUMyz+hyShYMU6JOXpQzD3o2EUnycG01cVpqvbOXZo9PM3PYu+4fy0pDZUoS4sSBvWOKppnd3+fYgJVE3/TnWvZcU1IY1/ESAK40uLDV7pezd/Li52IRQQ6KjrcaFRkLA+P6R2r5JRRci3sQZTZhg4dykcqgh9AM9yEWA9DyzEbNBvS2zOXoxwEO81/d24oSRxJBWQ8rADUKm3/8sqkyAKXwcJfkTl6BRBcbyebcgfXVrjldRp64cQwf/nBNq0h2zATp7hXJoPAmYEarJdcELlFuv/9SraKitM8pqn69z9esE1NMp/d09PQ4ulBRGuhVnv99aM4e6H+NvSrjDrawHaaERpbuJlr7HY56rwgTNUOW72Xe25Y+ah8FfDP+mxt8t1fCC0f77DO7H2KVei1Z5dcEWv8w+vjduhyNiwsEsjxdTLU6wj/RpmIcUV3AK+A9TZJ8AtCW9q1eYSDj9bSl8yLj42HgBfYcV05krjnwBhGNdp8NdkhstSCM2HdW0LjK8aWSnUGxzU/KeLOL3KHQ8wxDgy2FIslS+BV0lB28yNztXiOLjgnOX1uHB/snfkN/JpW3jJF24ewPdHBFAVSFtZ0K6SZLDvCGMMwOWUC2mv5G9sS9Nxjl6bQGfIg96c9cpfeN4epPpl73trle9mGzFjfrQTcQq88KOkzfFmUnNn27D6sE3/lE0WrL2z8xcU7v9lyiKiRt2zrIGOy2TLA7tnHgnBn1oLds2Pty1RKnTVALpRmDRafRkTbzsdKBtWY6qzIsotXajTqfZc7tEObD3UIVoXXLFbYkdQGP/x+Qkn9GzTDroIOTiMsX5+L+NfN4BKddmCeZ87vaMeL16DISAewug+biAZmiTGIx1gIqyn26DXdNCeu4DIMtpfAZTQ4ayfAdh9Vpb66UH7uggCntaQunEDirM5+pWq9eQxJueq/CcCp3//BTagwcefUa5p/x4H06ixBF8yu+JDwuKZ4CgIvQcNVejGulfS0n9vG1OBt+YL3UZgtUVWKeJAxBzlyXi/5sgxs14Lbng+j1N38lZv6mbhVS1Fv8WT+zWEA/hIrEO4T2tNtTXpOh55+iWgogi3IbSCSwgJ4U6IiIClEa96VIZQz8QMfBHPGRz37whnQbZtRm2agMMmG5LEnZQ0jsj/HAWn4B3CQMCtFg3WTVV0T0tWuugPUc5M4KowA1ocflWI4ugku87o1ZJKds/e4U6lK7EftPIBdy1jAm5Ly7hguNmjuUs4wG49jaU0etZ0XeQGX0hEDaZUHcKIP4glBwxtEZszB6MOGW03O8IhLGvRyBu3oRiZ9456oEuorgrKvDpO3gixku5q0zBBpc/z/AVbjbxc4kiTRqeS2I2goLV0xO8hVtED5TA12kv+tEr0DrR1h/0xg3f5OVHL3U0xygW14tUja6xF3mIokU7TYMjZ/W4rSTofbCBNO4Fp+pOxN/3jrDSu0iAodI6+bOf4nsegmQCVQgO52FDDu0ey2luF3SgRo8y00IgfDPawwkEYGsGtybsu/GxUjaEJsZjEE3ZpDEd3fe21EsZkwXWHX8u+KtYaOqnbX7XAUKCoKn/z2pmok4F2x3AzR7b88wZC1BshhbFTLmwDmBO5f8FLLGO7AOSvVsiULS+Uz8xRpChaMYXJbQr90UnuAJ0aLbzXBO11IwVsUE3yp/15/3EBfvlfMOUpVd6uy5ObFUUBnNYHVzAhVLb3dfsxtoaCP0+gCEMN9O4vI9Iav3Yp6w6+XEvOz/9NitH4K2yTwQYtRM6urrqQ/EK6isXYaKHsk9U4YCe3Wqqmn84jb7YddkF5FH/w+C8VKfKNRGZ4zUdtodFb1xV2ppdMNFPKZGE4UbwXlvsEeT7i4uQcZ/zVjoBKSDdJLApLnIZ8e7ZA9/c1g/UR4vi58bD2RdutpPDtCMBJfIsv1u3xdI4izsazZ+7fqocoRgvJynJavzS+XADRPl8I3cX9Cdb4l2uL+tTfv1eCTZ+jD+jA+j1fVrOZD5Wn26vYyG4aNaTrnqP+YgfECJdHLKrCKrfsQ/8nT36DJra1OX/Pkp61rgNy1/2Su40CintWwFxUEVBX8U3jjs+a+aL6s8KWluUpK7oEOpuu850PkP8Af9lvszwYWLTtgRWmZNSuSmn0e8ghXjt/B8zu99ENrQMRLUVxenHez0X3p3bE1iOm1sHefWtmejsAqoBxfNjVetwIj3UHUFeYLZ6GD+fisEeCjy/M7IJklZl4hprNXEoPbJbmLMmE9lCxNdH0C4fh7awAPqZuyCOHVOY6TKl8fr+6CKCw6VWrf2KareWFivnLHgGRu9pr7ceeIQ31sxS+ToAc4Yxpcnd1VnTnl7HT4TYmkH6FdNnn3NTCINtfrKtABY2zV4UuVQiw6l0Hg9IlXaBTyx3OxR0RudyA9QQKsijLyhounN2yIWel0UUuiiRP77zHn97ajPp/owIN3ze9sbD5ugilI6d7j6zkg5Hc7janTY/NqCSoRNxn+GmscUsIQ0gB9+e5PUf1iBRz3/oHl/YifWtFvp+VmDvCBxoOWYQE5VA4YQ6iRLSCsLfN3spM11hXxKmd0IkCyqTKgGEKCxRVTfJZpoTKgzau70/i+AAYr8td/9XvSig/LDlzTskApH0I4JSoG49LG/SQCAMDnZrrErWavwl8KXWdCjHhrpbHG0dESkiVTVEgewnvLMdi6se0CvyhDFP6InxCL0VwQWL3i+j04Yuy4R/FqAwMBmy/DNRDv5VgD0u2lFwcvZQgjt4YI13qcj8C8VwnA1lpJAJiBt9+NJCrffyPsT35GKLtSPar4RZ1d5Qh26vv8p6+wzY4CU7EqqidWS9LgXg/3x3XhEbjiLFmAE66ASXmcTWIDa6EgzJcDzOby04D8YiO75YJDqHp5xhyE7yo4KuW86VWh+bMeHKQnGhJc+bE5rhvWSqoUoL/+Ns7WExZiHw/MKOTYtXTFq1GkuXRXFutUVDux8hLi8Rss2FVupQNn+nwReQsvMa3GYNbQXNadyZ3u+/bKD2JoYjsYShppav70ltFstCidArKHzkS/UpHn1VRiYgqF4L0oLUIZyAxlvfIASXGszV4eGGwmBhz5HH4xiNbgB0GGvnW5eI0PtV8DdwPWu3qnC8zsO5JCuPRMaFDGZxkqbrTcjpbIdT/sBxJ5Am5BA2zZIBS/UH9mEvBkFkpAx/PPLk/UpftFeSJCBjxPK0ZeCVY4Lx61YXrYZ3RXJ66BPOf/Cv9OVMkZudCBOZkyXlKyvhWIN6gSwxJVTVvdTvJbvUS1ZFhBgKj3Oomzb1bqglnKE10PuDIT76dMpiaPJIc/a8AYpVSP3OkuZyXG649UmvCvEJOLddMcJNt9MCTezZT2S0xdPy7WxXU8Vqn7512oWO2xAqKw5KHFtcZVzg/RmnFr1NVBhgClfDc0ZSYNrvfD6cKurpT6iewAaxpH4igqXaJpcU8OQZidWI2CZmCF/vL5abb+OLbzYc9Ig5ui3RTr+VBhBJNml7ppijQZPgTWD/uzNeRTrnVCV5Or5UZzSjT7tJ+U5gQVS32PLLfawUrbWiV9BYq6UvzoPond/zRtKzhmoZLi9j23H/SBlqi6aYJqw6F6WfQAj9DvCViTUajSRNFrpyy6b45sARjWKR+iDSnz1oi/aOwRBTy0n+pSUqYP2NOtt90GuMHwlntuHo/szEWhCCO8cy54F5BZxLZg8I8IbbzJC9eoR8PQzHCCE7YDT9v0+y9k8/Sn5MTHfXCHCdUjyCW9Xj8fEhG45lZeLMOhzxqNgw8et9J8TNwNijn8ET5GKVURUIBDpe+JQ3biZrINVgHjsX5A/b4kHDHa7+eJ7eHQoxzkJsYoRgOdCTvRWM0EWTAegXA0RixbiNOl/rjIXsccohG6CosJ1riDaG/aatFBSD//YXsp8Mw/15ptxl0l+GH6FyEu+d3lsdd8mHanGwoUSd2J/QTp1Ff0PA9/XjrpdqXCM3vhYEwUjTS3cMlc9JU2DsUn1PVFm2kILTKAhGLglcyo5zJ6+oT69xcC/z1/wFaV+DDHH5AIxELfPlajehDuqSHx2nFMZ0yXd1YHIEKlvBzBQDBdg4ui3hxPypkra7na3eS67NxP4goPDxqloJQks4Jxh4nY4xNc5ndlL+eTZCU/maGxAvwkLhaCd5L3KsYJiuz3ZLnx9+Q5N3uNJEOv0BdJBHUNT6OKiHf58d3YyriJSploteKnrHF6J4ocpxE8D2tG4oCQn8jvQ5MAkHeex+u+LzYtC0OjTJ3z50zyrFl5xqvS3dTjLqNz0mLFrWNDgYIoU2iolz6VP8wyh1zmorhq5xFpb2LofaDJHWvYoRRItWFnSNENJ9+f/O3uHsQjA+5FEOaM9Foy1UdfpNYKQa+thGG2rrF7ZkJ1NVPhGA8DuzwFUmn300UBY8UVsPlOooBg1eDazzrjThvhSFJZNlWZ24zum6ZNo03Bs5LGFN8flqFoF0SyVK8IQBXeyCWN3G++1PLisu+ysdfklp8o22NRHx9Ztl0i/zMhccBeZsaSYbf0ldvLLILwYhu5ukiELLM0p2G/iBweBBTVSppIZaUjAPO1JdhnxUfys2qm3p51WAqs0EHzIdUzcO/9VnJbLngNCPtWk8nzchNY/uT1+bz4XXVz5PR6tp089hG6yUpG99kEflqPQo3ohNP34dVujNJHuzI0H4YBN1IMFjEpMeZsdMf6ZWOnOY92L1zzDNNEngQ3O4HH+G5lfJLHyvQzguN0WaGH7kFokMgj1H+cQx5ej+oxoaKRd7YD68qQOkcZGvlr8okIXNtMKzMZkPqw94oIWnWm7VjPj4YawGWx94cmsf0vs5rl45qeA2A5KlVQV1MBka0WtUI7Q3kHVv+KCqRXi/wgMYvjrhpw9fP+qD7S/xPYrtbfH27bK17tik1WW5bhcmbmJXL3W8AbLezEQiZ+Mf9OudaM8ghQd8713LCqAv+wY5Q+QzJyNnnVwsf+//ZTvZPVSD5nHz4txc24hXbj8Hi6mieB4Pn+y/3cV3+Dd9CfSpNAqdBwWNhnz9dYNkBppoDxU+1e6ruStw5FGxN3rk2aWljsVbhMETR+EARezu8m1gB2VTVWzZnMSSdzKpN8kzGcXwwP7p+rzXcJDol0eh221yQCznYjLEeXMXo1fNfBvPe7JienTMeY+deXI8SHnLRof/EXR64z81Zoi+uU1OfjamaeumZ45pGlYQaah7fUgQpuymvogHXCwu9i9stQB4L0RCJnd6oYYvV2yvLx9DplITLwmeAEIvPYaZPryjppzy/7TKOK48LGf2dO8wtTZmsmQRwF1vWU72xOBG4olF9LOYMYkbob2HtQhIu1tLUa+vd3+z1jYMOYOre+A/dRma2NFiw9BN+TUnM5qvobCnIlrMIOYKtpMMdFg/0TA2yfMcvvSr+uH9E5/4KLfRB2wKlGpFwYalHoRPS8OGqKWHGGTBuu2ftaDyaYA70ksPUtwdeOBXB2jBkZcgJCXuiIcp672wzdmrlSTeGyXPAhsmISMv9jxvF01hO3f5Ph642+svZ9zNYTdz5eyFxmonGE4AWhJgF889fjUsRXEbC8/pctO8PCPThql3uIkJF5NGUYdjem8ZN8oMH6NjFOAmFQz+cRzbsiWi0lTlgrOgGF/Vqv9Dz/YAW5qyz8/HU21cZbNxYxDiSxB6qXNLoquSOJsZlhHFdys5g041AI6Sj7TmkSw/vq/ebrutNtSSdtzB4i2krkiZCsC70GGRkV8yIrDe8WkXOYlkX+hrFQMIxvfCOBqyJq4TVo5L5AI4qxl3IgAPWkguXlBbf4562L7IITAoC12j3hh7pNLu+75pUQT5DpW+lekO8fx7c80NYIyQM3r25WnhJdNxI48UfIsXz4uWlgfzKQazVMaonB/sXKOt7uA+UraWjos7/99RK8iTYDFUEeNSVFmUEunphmORYgxT2ZxZK6Q7dnC1ztrnMXs6OCdYZ9DyhsoJJRePNbG26jAVXx9qE0gt6R+KtzdcDEJiOu6RKdAdtMs8sC/rdWFF3OLAHXv4xIjq52DBCitVHXhvksKfv41vw8aRPnTIJBpPkr0Gm8FPEaw69TIwJS/i/CR+KH6qpyPdIsKiRhmk2xm3XY/IbdTK+w+DhBULdKdwuaNhjH7YwnteEFR8/n+cl5msbfoO5J3frKZZx6/FQ9fdo8CqeA12grmQzULmaJ/z65u5nAjiZKNhMFSEh5LfDJpr5cIZS3/Fr8Siv3S+GLK1gQGpDeoKS3IIt/5+PrvS1IjzZwIzCbGgOs1hrquHnKXXRTxHk+IKPRX6q3nVXhTSlWRkMEJLS2KBQ9NC9i1u3pRI2V871PoWNZiP0NWL5R1K5uFel4wuupY77FO2g3oL4mKHaMnlx5zywqLQ/axhdAoBwGGVUN3zilVqnoaxtEIiBBTKIPqRmM5bog+g3bQjmNuAhwdKkLoiw8Rlq4F4BbryDUcHcZZYyoRZnpauHh/7R6j4qa0NTvosUIFcWwbFKrUplTyqOSw38lZJAbDuGNmFAHj1yVjiYfhvA+IVe5sCStQPZz5jBypOnzBx2URwhCdnGcoa1UbdjZorLcdXV5U2hVT1KSuiMaIyFdyVLfhAcKkHUqz30lfJx2uUXInFwhe0D25ceJdQPRa6bGeC6L/FZTG4T3hA+SIWP4TcrCy8Fn38DORxHcwTnlD+Cxz1ua2Nm/aCMFVxxp/KZOPOli4Vt9g8sJdxQqgHkZ4BKZt61xAVRs5v8qh6PXs8K3Mkqxa8QkE5Bxxj8Tm+QPPUEO42v3ARvBNk2Zr6JqhAiICuanBFyI0ifn1Hp0wSvgZavDM/jM3n28Z702YjIlrw1r7M/EmpJFYjmRSRW81ySB5pn4s76RA+ELQ3rPIlRF1lOvD9OggR6gyHhZ4TbU+69N6TFbNVkzG/rV44H3+vYtP4jHfmpfsA/Kz3E+rgBHioROZ5S09j1L+FUG9S6B//anQU9FfcOpnWN0Og1gG8qMQQRMr6y+ItNkNw7P0zkSTDgQjIIjNAC1INPTeSmxVvq5ORAIaVmJzyfc4hDYlt7SvRQMQOzjOk0jE4L4ladf0mu5SHhAERIQ6YVFTT0J7PZ3ui/yLzr1OidZUBkvvaI4g92S9z23aL7JnDzLePg57JvN7mOGkk0WcrUoAKLb8OL1sUqJoSVt7VEOsrOeXSyguFPR7NxJi94q1I5CN+rKZO14NHdEbf0RCf66522/4Jiy1tpyOSccleVWEc8L15nOHd5B4kyxeIC3eCjCAohGRXZUXe4Agir0LHUp++9Dl70fRzhk+gewBtvf9VrgqcnydIwQuX11mwOKkKg7HumiCggjDjWGwRX1Kh7mZBzz+n/KQRpje4KX9mWWOzCLdaUtgwj9++CccHcnr4c+1hsYyyeaOqcX2vEsuwVlqTZuXp+YBvqvx6dwFnvrZ7TF2jzTwfV53ZblOWZL+efHNOVIvLzuzxHYcmkZrKfY32cnydhSN30KSgfcAxqLbpd1zAacmHPo1qgv01eMWtE6N+nzVX4FXpNFI9IqSFXDv76pbvWIUYyKZqwLwiH3HngOoZwILsIDX3sODT0TrCkRDHkMfBcXw76j2YICTVZ370ToaTVeOaKVNaWMqwvbv5KhI4YyvSCB0fVOyNobSG/p1HLHXIlHZ1hgpLWfY4OrGxNvTsqdoqqci9TBKhmlzcYrdLVM4UwRDMrAWrAZiDe5JUObFJwsQU+HpqCeNNj+cyHjotrdQe/MrC3BDu96es6oZND/GZmrqYnHb1kCIpPB6HhuWTYF/mwx3giexCiCqTWYXtYz2KimGoI3O4R/CMwtvwduip8k8J8mu8UifYAwzvhvGKJ02/P44eilgwsOTKxjXBq9zrPhyEK287NqwwUuPI4hxva0OlSrJi4NIYFvbRI3N/KYipQiI+5Ymi5BvoEgl9WYbVHgI4c948+T3/gi2J/a09fwtyDj/vFEh0/7g4AyAlXdVVNs2YPhcl9C0pzhfD8FWhAjHv72X120eXg7S/sHoKBFEQUGwADc+iUXT6F3cCio0BCSsg9Rz0ov5mm4OaNL9aAiihTL1WT9zqx9LeG6JHGS08L+qGUHOiaw1NH08cxJRvfBO7C6NhnMc76j0fsZpmDEzvsR6OmwQIFObbpwB0G8QBKbGPD+8ypudlBLYo2Aa0cy72tjy/6xHBqav/SpUYYqA3zqx0b2e3Gg54J4ClirJejUC6sIobGw3ihEIag32BggxWf2Id7pSwpXuXPSeq1GT+fC2ln37NVLP6jlcgU34b1SIbxcBilrBCgWdqiEuL8lBIbeajBA40AMufEcRtMV+JSgc3IoSjrGBftmbh8dL7QbHCq+NE8A2/6rk2Ro6sRMjGWnaliSCri8N/wh2dxnAHEQYi1vx3kHQ+4yG/j8G/pPTzO9+TavV846sMhfT2St4kUwxh/2yGU1OtYwiob9DYv2aflYkwLBDliznzObL8HzTfi8nDyU+7oBvCdjYPNLY+cD+i4Le3jOdQuRFfM1v9VrW3n9yVl8py0+XFCgn52t3dnsWc2ImSTxFHPCjEsviKVZu90+wRcs4JEBPvZxq3PeygBdU+kGRJvUPX/L55b0DgQf3Vb2Cm4Bwz2hL/w3OetUeRJnHhJJPxMi4+e8VeqxpGUxecMu6rLSpmrUaNUemnOPaBCKrJ3n4w3gIobeTinLU4ck9YJ+/AIGhK3MTh5A11vbvtUlIcJvfriMOJA5MWax8CJqjPnPP9J8RvaZ3mI9F5GHpKCs9ZI2V/uwLsnDyx/Q90ytwt2CRysoQosnT1sE3+wJc/xYtIT6+/fnpht4oFwCVJayZqJ+4fRbO2FBfHPE/9sb5gvD5jT7veHQnxMToPDie0Uwl6NcqzFdPkLm+p7XZdV+pA0GE0wRsSifrZfAeXajxgsaN3m90VVYmHdfpEG97oaNmrm4h1E6H8whPd0bxJV2ms2i2vzwDTzQTRKTptyGU4pN7ukn6BwBQXG+YL3Y+JZaiRGhBjE2aMXCltFxMS6lv8gaRoguVYESs8SeduWQSmg84u4zVR68mI1RwW4B1dgUJflWhMjdwVCuaHIoDaWv0rMCn7sZRxNQ2ODXfWweQa8FEW9+XeS4wSH+iFVg52eNKZnMZyKHg5NISF7XBiXSVjpXb7929/cpRXhX0mqpR15yaTxpeRD132GhEkA1QPIHGxxKPVjHGkbmGU8dqd5QbsR2TCkc3gONo/qSMZjNcdltQBUI5lf3+rOk30Cfe+Um2zTrwI4nBCz7r5vuP3b7kJegqbyveSabHjLzQFt6XDHLS0R7y7FAwkM5/YJ+u0V1Lt8bUJHb4murL35hruvnfItB5vvIQNOIQ6Kc5DXg8HQPlzSQdKudsHUIVQjuH+z51jt7lW1Yn7y/N5Te6MkX2ZSWSLu6hTZKwyutbznWpa0BjmAX0SmHv3DVM1WHeXeKsN03KiGPYMoiNABTha93wn4xI1VwnhefjbNrKfl7WAopu6a/THtbsvwWRQH93bMfAEzwlJdu3aPB6oV0aX6B71X2S5RsdPUsrXmf0Fr5CKlnYuCVOqnsLpQRdf4969v3wBWiKghod/Ms3BTBRMgXpFzTcXphIzJJWUK1RbpsUuIwOyNHlzgJ0BDJQIqxRki0EDI/jva8f6dSOJUHigVZZ0YMZsMT+C65W1lciCB8kHhpNE0vdvJi6YWqZTX5gYzwjlI1ueGv1e1qXdjlSw6SxWTG5VYM5tQ/SMR0eI9nH8mxxMoR6u0TYIiYwIQxHYRrVifLYT5XJnhoMzo+fozQHUTAFVt5zhqz5MphXCTWCBCQ91V6/yalUh6+yq5QZt8xoZ+VhZ0sfQBT2yXAZNx/ogUQR+fc7tYssBOQo7J97T+sbcSXUZCnxNW7bvMTqw6sICPVXQbmXCksmGB+DHPNfXeV6OTH6hFxs4o4AT7MaFKiwM+UvkGSbQ7zfkGA/qLaRvJAs8WXbE57no1gqNHvZTlWy7IPCAH+DB4MNEfb6xuH3K3QVS58dI/WkWTNfWnmaxf/Sz0bB4vVcuK1YIDv7q5OcI42npUxVdvp/bYrG/X6EZe6hzsLE5hrcSG5WdHOMgY98UJQmYtz2gAiM+9JxZn+qCnXH5ZSsMxaCDgbXWzX/lIinK44fH9yO+ojNKGIYI9WVYesPIJZxyMAvEwFWLl9NRlIIFDSWkPhns6hbXAlHYES2z3nUsSp1btaJ8nzQTAtfS+YlgwjRwZ9JQUJbMWTmRgjkUlzajhmGvKoQ7UGdzXRsFf8+SHFdOBrMykQdzU46Q9u4oSwa9C7fEJ+pMgL9gjbEs9Yi5t9CaHlKM=