Introduction: Near-Earth objects (NEOs), due to their proximity to our planet, represent one of the most accessible bodies in the whole Solar System. Their investigation can offer answers to several pressing questions in modern planetology (regarding, e.g., planetary formation, delivery of water and organics to the early Earth, and emergence of life). However, NEOs can also represent a risk for human civilization, since few of them can be potential impactors [1].
The binary Didymos system: The binary NEO Didymos is composed of a main body (68503) Didymos and its satellite, later renamed Dimorphos. Recent studies estimate that nearly 15% of large NEOs (> 200 m) should be binaries [2]. At the moment, the most current explanation involves the reaccumulation of a body following a rotational disruption, probably as a result of the Yarkovsky-O'Keefe-Radzievskii-Paddack (YORP) effect. However, other mechanisms are predicted for different sizes and populations of small bodies (capture, collision and tidal processes) [3].
Binary NEOs can also be helpful to demonstrate the applicability of the most mature technique for impact mitigation, i.e. the kinetic impactor [4]. To this purpose, the NASA Double Asteroid Redirection Test (DART) has been approved to be the first demonstration of an hazard mitigation of an asteroid by using a kinetic impactor [5].
The DART/LICIACube mission: The DART spacecraft, launched on November 23rd 2021, will impact Dimorphos, the smaller member of the Didymos binary asteroid system, on September 26th 2022. Hosted as a piggyback during the 15 months of DART interplanetary cruise there will also be LICIACube, the Light Italian Cubesat for Imaging of Asteroids [6], which is a 6U cubesat space mission supported by the Italian Space Agency (ASI). LICIACube will be released in the proximity of the target and will perform an autonomous fly-by of the Didymos system, probing the DART impact and reaching several scientific goals, such as: i) witness with its optical payloads (LUKE & LEIA, [6]) the impact of DART, ii) study the structure and evolution of the ejecta plume, and iii) acquire images of the event’s aftermath on the impacted hemisphere, as well as characterizing the non-impacted one.
Ground-based characterization of the Didymos system prior to the impact: Data available in literature for the target of the DART/LICIACube mission, the binary NEO 65803 Didymos, is scarce. Only few spectra were taken during the latest observational windows in 2003 and 2019. The limited compositional data available for this NEO suggests a possible silicate composition [7], and an affinity with its best meteorite analogue, the L- and LL-ordinary chondrites [8]. A detailed spectral characterization in this case is crucial due to its binary nature, in order to disentangle the contribution of the primary from the secondary body and asses the heterogeneity of the surface composition in the light of the DART/LICIACube mission.
A potential heterogeneity on Didymos: During the latest observational window in 2021 (the last before the DART impact) we obtained for the first time a complete rotational characterization of the system via visible spectroscopy. While the observations confirm an affinity with silicate material and ordinary chondrites, data analysis shows a subtle but persistent spectral slope variation, computed in this case between 0.5 and 0.7 µm. This slope variation is also confirmed by comparing our most recent data with spectra obtained during the previous 2003 and 2019 passages (see Fig. 1).
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Px645JJLavvxwNYicggAOAJUHL+ZM3XnnXdu1xpe/OIXzxuJxDQCAJSxiIqzrddvectb5g5Et4gcAgCOABXHb85MveIVr9icqiuuuOLWW2+dMQwL0wgAUEblFefBBx/8nu/5nk2Q11577dyxmCrPIQDgaFBx/MiUiWkEACij8opT+Y8HtirPIQDgaFBx/MiUiWkEACiDijMcOQQAlEHF8SNTJqYRAKAMKs5w5BAAUAYVx49MmZhGAIAyqDjDkUMAQBlUHD8yZWIaAQDKoOIMRw4BAGVQcfzIlIlpBAAog4ozHDkEAJRBxfEjUyamEQCgDCrOcOQQAFAGFcePTJmYRgCAMqg4w5FDAEAZVBw/MmViGgEAyqDiDNckzR0dAGBJ0jWFsuJHpkxMIwBAGVSc4bgvBACMheWGsZApEzMMADAWblymRg4BAGVQcfzIlIlpBAAog4ozHDkEAJRBxfEjUyamEQCgDCrOcOQQAFAGFcePTJmYRgCAMqg4w5FDAEAZVBw/MmViGgEAyqDiDEcOAQBlUHH8yJSJaQQAKIOKMxw5BACUQcXxI1MmphEAoAwqznDkEABQBhXHj0yZmEYAgDKoOMORQwBAGVQcPzJlYhoBAMqg4gxHDgEAZVBx/MiUiWkEACiDijMcOQQAlEHF8SNTJqYRAKAMKs5w5BAAUAYVx49MmZhGAIAyqDjDkUMAQBlUHD8yZWIaAQDKoOIMRw4BAGVQcfzIlIlpBAAog4ozHDkEAJRBxfEjUyamEQCgDCrOcOQQAFAGFcePTJmYRgCAMqg4w5FDAEAZVBw/MmViGgEAyqDiDEcOAQBlUHH8yJSJaQQAKIOKMxw5BACUQcXxI1MmphEAoAwqznDkEABQBhXHj0yZmEYAgDKoOMM1SXNHBwBYknRNoaz4kSkT0wiT28wx5xeAo0bFGY77QgDAWFhuGAuZMjHDAABj4cZlauQQAFAGFcePTJmYRgCAMqg4w5FDAEAZVBw/MmViGgEAyqDiDEcOAQBlUHH8yJSJaQQAKIOKMxw5BACUQcXxI1MmphEAoAwqznDkEABQBhXHj0yZmEYAgDKoOMORQwBAGVQcPzJlYhoBAMqg4gxHDgEAZVBx/MiUiWkEACiDijMcOQQAlEHF8SNTJqYRAKAMKs5w5BAAUAYVx49MmZhGAIAyqDjDkUMAQBlUHD8yZWIaAQDKoOIMRw4BAGVQcfzIlIlpBAAog4ozHDkEAJRBxfEjUyamEQCgDCrOcOQQAFAGFcePTJmYRgCAMqg4w5FDAEAZVBw/MmViGgEAyqDiDEcOAQBlUHH8yJSJaQQAKGOdFef6669vHpZu1gTuvvvuRLOxAwQAQEHF8SNTJqYRAKCMdVaczaivvfba8847L93szJkzzt7GCAoAgB5UHL+jyhQ3LgCAJVpzxaFqAwCWhYrjd4SZ4sYFALAsa644nqr9b//2b7fddlu62ZpzCAAoiYrjd4SZ4sYFALAsa644vVV76wtf+MImSzfddJPVoBlgvNEAABaDwlHAEWaq98bFOVGYRgCAMtZccZzLDVuJRK05hwCAkqg4fkeYKX5OAgCV2lwePV+LReE4AMsNAIBloeL4HWGmuHEBgMXgSvuwNVccqjYAYFmoOH5HmKncG5f77rvPemukiAAABq60D1tzxZFVO/x1j9tvv323/SlPeQrLDQCA2VFx/I4wU9y4AMBicKV92DorzuWXX35x13Z7+PqLX/zimTNnNvk5e/bsn/7pnyZ6W2cOAQDlUXH8jipTm3sR9U9hw9eXXXaZ829lmUYAMDmutA+j4gxHDgEAZVBx/MiUiWkEAJPjSvswKs5w5BAAUAYVx49MmZhGADA5rrQPo+IMRw4BAGVQcfzIlIlpBACTW+uVNvqDPirOcOQQAFAGFcePTJmYRgAwubVeaVluGB05BACUQcXxI1MmphEATG6tV1qWG0ZHDgEAZVBx/MiUiWkEAJNb65WW5YbRkUMAQBlUHD8yZWIaAcDk1nqlZblhdOQQAFAGFcePTJmYRgAwubVeaVluGB05BACUQcXxI1MmphEATG6tV1qWG0ZHDgEAZVBx/MiUiWkEAJNb65WW5YbRkUMAQBlUHD8yZWIaAcDk1nqlZblhdOQQAFAGFcePTJmYRgAwuQVdaTeher68nbHcMDJyCAAog4rjR6ZMTCMAmNyir7QDgt8tN4T/xRDkEABQBhXHj0yZmEYAMLlFX2lZbqgJOQQAlEHF8SNTJqYRAExu0Vdalhtq0iTNHR0AYEnSNYWy4kemTEwjAJjcoq+0LDfUhBwCAMqg4viRKRPTCAAmt+grbW7w3X8bkuWGcZFDAEAZVBw/MmViGgHA5BZ9pWW5oSbkEABQBhXHj0yZmEZYvFH/f/uASSx6Bg5ebogWHTAEOQQAlEHF8SNTJqYRjhCzGrVZ9Jw8aLlB/eemqDjDkUMAQBlUHD8yZWIa4Qgxq1GbRc9JlhtqQg4BAGVQcfzIlIlphCO0oFnNn4GsxKLP47Dlht3rloozBnIIACiDiuNHpkxMIxyhRc/qRQcPy7intfAq1UjLDfw/eI+CHAIAyqDi+JEpE9MIR2jRs3rRwcMy6Wmd+rdgWG6oCTkEAJRBxfEjUyamEY7Qomf1ooOHheUGlhtGQg4BAGVQcfzIlIlphCO06Fm96OBhWfdyw+lmlhtGQA4BAGVQcfzIlIlphCO06Fm96OBhYbmB5YaRkEMAQBlUHD8yZWIa4QgtelYvOnhYWG5guWEk5BAAUAYVx49MmZhGOEKLntWLDh4WlhtYbhgJOQQAlEHF8SNTJqYRjtCiZ/Wig4eF5QaWG0ZCDgEAZVBx/MiUiWmEI7ToWb3o4GFhuYHlhpGQQwBAGVQcPzJlYhrhCC16Vi86+KpUlcllLjecFIgByw1Rb1Sc4cghAKAMKo4fmTIxjXCEFj2rFx18VarKJMsNLDeMhBwCAMqg4viRKRPTCEdo0bN60cFXpapMstwQdogByCEAoAwqjh+ZMjGNcIQWPasXHfyIto/QvV/pHo4yGCu89LsHBc9yQ4XIIQCgDCqOH5kyMY1whBY9qxcd/KQOeuidSm3BZPWfbBz9445q+57CwXLDlJqkuaMDACxJuqZQVvzIlIlphCO06Fm96OAnVdsT/qTtczsvvtyQqh0sN0yJHAIAyqDi+JEpE9MIR2jRs3rRwU+qtif8Sdvndn7QcoP644vmdLGgdSw36BXEfouKMxw5BACUQcXxI1MmphGqU/nfyU9t0cFPqrYn/Enb53bOcsNqkEMAQBlUHD8yZWIaoTosN6TfHZKZRavtCX/S9rmdF1luaLo7RlvC9tZfW1BxhiOHAIAyqDh+ZMrENMICVPVoN7Xc58ZFDzZLVdOgtmAqWG7Y98Nyw5TIIQCgDCqOH5kyMY2wAFU92k2N5QZLVdNAPJ/PHEz63240ghm43BDuyHJDMeQQAFAGFcePTJmYRliAqp4zp8Zyg6WqaXDUyw3hLy80wRxjuaEG5BAAUAYVx49MmZhGWICqnjOnxnKDpappYC836BfVOpYb5PJBpB283NCcBsNyw0TIIQCgDCqOH5kyMY2wAFU9Z06N5QZLVdMga7mhmfhf8WS5YU3IIQCgDCqOH5kyMY2wAFU9Z/Ye2vOV7iH3cKXMfLkYdxqMd5rCR+5WZsnRp/Vw7hJ03ttJ1nKDXD5Qya5YbpgUOQSA9Zj3mk/F8SNTJqYRFmBByw3SpMGz3DBW+9xMVrLckLVEUna5wQrgkGEiQA4BYD1YblgKMmViGmEBWG5INK5nuWHqYKrKZHe5IXpcj7vtWxEYc7kh2Y9/uaHTuPsLFL1YbpgUOQSAlTj89mC8AGY8+rKQKRPTCAvAckOiMcsNo7SfYrlBXQtY1HKDNQSWG2ZEDgFgJVhuWBAyZWIaYQFYbkg0HnGw9uNl79Nsk3y377C+ajpfJuN1hNZcbuiMJXg4T+fwwPuJzHPUBssN5kpBGIxvPsjdWW6YFDkEkIvrxkKx3LAgZMrENMICsNyQaFzwFwoSz5AsN8TLDUFCml3nVpYOWOjRHvs9q0K9yw37gMWaQnrRIdyX5YbpkEMAubhuLBTLDQtCpkxMI+iqmhgzLjcc8Bw4MJhqlhsa0fnIyw3BA6pzuSHvetXXOF4+SC43KKsJxrvRY/l+S3ggkdh4aL2TKuxHXRGwBxJGHB49fKEuN1hjTKw+yABS44IDOQSQi+vGQrHcsCBkysQ0gq6qicFyQzq8abDc0D3yIcsNnS3hgbqHO3y5Ifi2E5sxHHW5YZcKpYfTb1UsN8yCHALIxXVjceK67Gs/URjwIFMmphF0VU2MGZcbhmO5wT5AZ3dPQEtYblB/KWCe5QbRSbTcEKVCWURQR+hedFAzmRoXHMghgFxcNxYnrMue0zfKKZadMHP8yJSJaQRdVROD5YZE4yLLDbuyZ7Wcbrlh/1bx5Yao2HuWG9S1hibqXPwWQO9ygxJqYrkhbCNGFAeTHILytkEPz71iBT9yCCAX143FCe+7Si43NFTtQ5EpE9MIuqomBssNicYsN/T1n+g5fj7XDq0/WmvLDdFjdvwMH8V22HKDWKrYbVSGoz3tK8FYQ5Bv2zqh2isOVJzhyCGAXFw3Fie87/KcvlFOsbwbYeb4kSkT0wi6qiYGyw2JxtMvN+zKj3W56Dyp9vXZeSSWGxO7JJupe+YFk/yZf/xoLR6hO4/ZYndruSHKsBW8so4gjht3YjztN9FSRXe7ukihLos0jX36dikSfVJxhrOmZfpzBGDNuDgsTnhVVy/vyT9l7Hw5D0RZGYhMmZhG0FU1MVhuSDRmucHeMy+YYcsN8lm9s0tiuUGt6Opyg/bo3lidaMsHu2Aa2X83HpmIKGNNY58+uThi9Yx85BBALq4bixPecnge+09atnGNPuCgslt4kCmTdT/tmdk4ZlWdfZYbEo3d7f2f6OghOSx4ifbpYJQLS/HlhuhAcTB2e+XCGC032M/2YSbj8BzLDZ3MG/1HnXSC7C5P7NormUwuN6gJ7GSgm7QEuTuykEMAudZ53Vj0qOUdSG/7luWGWZEpE9MIuqomBssNicb2EkDvFrvXzkNyWPMS7cssN2RcsuZYbgj77Oyihp213GAvZ5jLDcEhwmjiYETniWDU/Fvt1ZEqeUAOcgggS1x8V2PRQ5Z3ICfb45ptfLHcUByZMjGNoKtqYrDckGics9zg/LxHz6VhzVM7Dx96e/uUT+zpwML2eTdMItpod+WxPBlzFHy8r/bMv89btDwRBqk+hyeWG7TMqMsNnb3C+O3lhuhEy2DU/FvtlXZVfTaXiRwCyNIpXmviH3KB/OT2r95O6C3bk99riOr9YUHKO6UD+lknMmViGkFX1cSY6Yl9HAtfbogfm0XnnYfYaZYblIX7vvij/lujiO6/PWi5IYot7DCu1lrxjofWPXY8FrEq0clkcILi89U9RBSMtVZiBaOeKat9f8uliafBHCNaeg4BFCbL30pEQ04koUB+cg8RVuSe2yTlJqn/K3HQ+AYGPvVmKjyvj3zkI7lxQS2qmhgsNyQad58wg3eUKuv8vO8bdx+u5LNW1Dix9hEJR9pTR61aaYx03+FByw3q0NTgO6MWmYn6cS43qMnZh2fFn15uCHaPgzHij1PqO1OyvfZOTReWfJv4v/nNb7bG0luxGAofEcCiyfK3EtGQE0mYOj/OU3DYSkHvH1Mk1hfUIOMbGPhUmiluXFCvqiYGyw2JxvZyg/rk7Ot1/ywdPYWqpWjXeIrlht7Ka449f7kh3CJjjoJvwjC6/csDqYPd50GORVsRaNVhtp1pEG7vpEXth+WGTDfddNP2RXwSC1p6DgGUpFallUgVfdFs0vwccIjTHZrefVluqESlmbr66qu3L7hxQXWqmhgsNyQaJ5cbwmuLWkiMXmWZi4Ut2/AH9ckOO7uLLXps8mlc/RIHSiw3KIfrPu2nhxxFJUcdDaQREXa6CnoLk6MOXxlm25kG8UnR0tjKIaRvhsabw3r/y3HRRRdtXygnsZSl5xBASanyeuxkLVaTUCA5qQqb3kVbbujcSAS1vPMtyw3FVZopblxQr6omBssNicbzLTdErydZbug+JHcaGOsOYfC7o1v/jXqTQ5NJ2wVvrTXIgUTBxF11e9v3330r2jHKZO9yQ9Po6WpFn+r5UzYmHO9yQ5j5ZzzjGZv/XnjhheVjKHxEAFXJugjIujDXNSR9XPnu8FBlLVY7LJATeS/h3cVeblB/nWHc5YYZZ8sSVZqpzSm8995729PPGP92AypS1cRguSHROHO5oXV86veNG5PSZ/C0rAYTR2V0qAywG4zaQC46pJcbovz4lxuUAxkJDL9tjW71gbTt/r+Zyw1RPuOQjLWG+NSI8SgbE453uaHtJvnJT37yLAGUPyiAemRdBMKi1qp1tpT0caN3ZUlyRp7YxeohVf5Gotd9zy4HLzcED79yizPIGWfLElWaqfC88nMS1KWqibGe5YbcYKpcbrCCaaNiZnQYjy693NBtpj5Lh6NWwgg6UeMMA048rqvj3Qcw6nJDashBJ1EM+hDkSdfGow7TdNTLDVt33XXXfffdN8uhjyaHAA6TdRGIyqt5nZ9e+rjRu7IkOSNP7GL1kCp/IzFLf+8u1nJDt5a3uxMtlhvUBYhWOx0ywhlnyxLVniluXFCdqibGSpYbHM+x+i52kVC/TZTb+HV3L/XFvs8Byw2ymfKkbfes7qV+ycjDTGZ11Ypg1GTue0svN7RiAtgH0nfXTroSkjHH1A73gWU53uWG5z73ueG373vf+6ItBSw9hwASPB/wrItAWPVatTw5OreKTpb07r1lTo08XQejgmgNYZTRpcl7j31gnruNk/sAc5eMfjwHEndl8CBTJqYRdFVNjPGedvTGkw7W37m87Dt3EcsN0betUeS6PWkFRivbasumU6fM+tQJzAgy7C3ss+02VsfVyBz2fgWZzNo9Pcz4W3FelN3dB7KSrGRDO7/W7LKGM+IH0DzEQqg5nz0GAEdjXwT72vi3txUsN/Tu3lvm1MitveRgE0MYPrpeYTy9p7hpg8ZtEL/xCwujLDe0MnuntyDTpeXIVJopblxQr6omxnhPO3rjSQfr7Dz9MJzeK3O5wegpbhzuFm5Ua3nTfTZOX1hOa6geZCcb4TVK67kR+lN6wJcdvDXA+FsZqDYWeWirpTPJSm7biT9QyfbpmOv3tre9LdpSfkRLzyGAhH1J7Wvj3x71HDaTu6ideIpO+tBW4WuNIcvGauSJW4JoF/9Td9a4slpGsZmN7eUGeX8QtddbdvfKSMiAk75ClWbqWc96VrSFGxfUoqqJMenTkXieHJmnc/ezrr7jkS03dMe+76rv3iI+rogt90sdSBS8NcD4Wxmo2H2XcxmDNereJMe5DTKZYbz26Zjrd/nll0dbyo9o6TkEYOmU1L42cmNvUZC7q13J12H/6lGc9UgpZ45irA5cDSZRZ+XRo56tIaTPhbLRfYdhdit+W6HtXUTIubNJxdnNW++kQqjSTPFzEtSrqokx6dNRU9Nyw659VALSO7LcoB7XDjg+SqrgHs9yQ/heYke1r7Hap2OuXxT/zTffXH5ES88hAEtYqnrbyI29RSHa3epKvhuVUavzdMx6OXM8IavRqsEk6qw8ulxusIZmjU5v73zs1waY0YMcTjhYz+H67n7SY4dUaaaiU8iNCypS1cSY9Ono9LH2MP3X4t53w6+offSWsXtYFaLX6reJgcTNtKpjliL78Vg9lmzciKrX+pYboqj0IYlUdIYQ19m+Wz37rksNUr8JSp7WRDLT6Y1Gr+wy6Qcq2d4Tec3uuOOO6AyeO3eucAxLzyHqt545lh5p1rPiKEcPC5PVzCoK6crVJsqfEVVUQdTY0nulD60OeZdSOaIobHUIjUYZgu/MRnckiVEnBhvOk5NvxdDC3rLWGtT8HDjA7kjV9CKt0kxtz+KrXvWq8NvyMRQ+Ipahqokx6dPR6aPjYfo/tr3v7r5k+6gKGLtbBdj6NjGQuJnoJBp11LiVPdjHCiMPN+4GG767y0zUsxyjOSSRCnlcf6LUYMI28bcimNRR+oJJpzcavbLLpB+oZHtP5PX70pe+dMEFFzzvec+b5ejHkUPUbD1zrKdU+R7P/McKD2dd26PCJ5sldvQUL6X8iWbyQNFeUct0wNah1SGryw1RtKdvZDw8Rx227pOr9ONrvI822i7uBjpZ8s03c/fw2yDsvIyJgVgzCpGqM8WNC2pU1cSY9OmoMZcbPJ+OqP7lBRNe1Y32SoEIj7urX8k7CbUyRQPU65/WmznqbnjyEHHSgk7ibATbO/1bXan5b2JqsyiTaqL09ocuN4ShWUdJB5PaUXSg7DLpByrZ3hM50sghpraeOZYuVaMfKzyKdW2Xl269ZtkVPB1AuiC23ZxEr6PjypaJmiWpw+ldboiH0AZd6cfR74KsVYA48lbsGKX9NGDrXOjP8J5H/dOW4bHU8yjP1/640fCdx+3G0MKHTJmYRtBVNTEmfToKHpLFO1MuN4ina7X9SZ+iZVg4ZDWNQlIrUyurpmym9WaOuhuePIQc1K6TxBg7/WtdmflvYmqzKJNqovT28y03eET7djqZ9AOVbH/YWKry3ve+98yZMwPPzhBHkEPUbJZZPZd0qRr9WOFR1DzLC4u8jId1JLGjFUBUidTA1EPL48qKZsUgGyid5DwAB70EXYnjJGJz/iTfWm7oBGAvN/THb8Sz7yf6f6YwhqOcx3afHDOeRJBBG2tGIVJvprhxQaWqmhiTPh0Fz7finezlBmUXq5Puo7XVft+hXSPicpLcEoYtC1W83bgoRYfoRCh6M3cPowq/REiJTMqhxe+JOGXLpptVNWalvXu5oTMY7a5O78IdT7oD5ViTfqCS7Q8bSz028X/84x+fPYaEeWPDEciaSN4LZs7R/Y2Hd5uoCwceKP3kpj0BRvHIS3f0OipqUW+yQ39gMify0ImNp+/5vsRRTv57GonrWM3uTsJ70PAoyhO+PE3Ong/4igbYDWM/5OAZtjMEcboPDqBXxgdg3SrNVA0nlWkEXVUTIzeYrPZNY7X3fDoSl/5UMOE1P9m+06GoFPsXFS83yB6a0+D3UXXHogfZF4n+nohTjScqvvJASvv85YbordSBtLOWJRpLp5NJP1DJ9oeNpR5XXXXV3CEsPoeonHUNVC/p3gtmztH9jf099F6rJ/pYRY/xYQLVciOT3Pta1riowzAS53KDWjet2GLuZ119IKeRuI7V7Ct323Z/u0Ec4oAVgbjPXVqimzD3eM2nfXHQMOzOdArDCPJjzsBuY2u9Q54CeabQq9JMceOCeqUnhufqWiyYge3taD2fjv5Lv7olkSVx85HafVfy7Cd8WVHUxvrudjEzAzP6j/ZtwuEbCZHB6P3Y8USjM1uexhBlKcXfshu8d5fc/pUOGnPUk36gku2XXnHOnj07dwiLzyEqpxey8ZYbrLqgNj6AFXy6sfO44WO5v73UHrbc4HuytQbe6TN4krTOqQxDjU0VJ8G4J4kOF2bYe6x236xnuSEclzuTMktmy123YQzBjVp8EtVm+V89MzAKXgbZzYwy06g4bpVm6k1vetPcIXDjAkPWxGjGXl+Q/U/X3g7e8+noXMS71dEMJqwUajzJGGRtkgGEe+m1pE+4szVwfVxa/3LfJhx+dyCyBzUzbZB8K57o7JgtT2OIspTib9kN3rtLbv9KB4056kk/UMn2Q0ZUg038H/zgB2ePYd4AcNzUi3arXpPdyw3qtd1qfFDUPT2kD+cZRRs8g7nCcD4u2qU5rx/HQ2nnKN2jW8VXDczaGDXoDMGeAPFeu2LcjU12fvpNd99wu/V7JdH9U2MmLe+r6fTZOVA43vTRZVqM9aMojeY8FKc4iqd/jlFx3CrNFD8nQb2yJkYz+XKD56raiSenc6u9PKiMwaqFZjDhZdwOPuxWP6Lop+mK2lv9SLKREaa9jCLSYg6hmxA17P1GO/lWPGoY+ohEAD2Ms5Nun7FLbv9KB4056txux2s/ZEQ16P/IFImh8BGxKp6SEW2Mmqk79vZv7Z7e7mxp1aN0nYq3BOWqPwz3M2oYQJTkh/9nnK9wRPtuteGr1zfPRiX4Zr8KIPuXnezzJjsRne8H0j1QmLTUIYIDjbz6oPWpTwy7ZRDxyMsNiW/V09R7COxUmqlGUz6GwkfEMmRNjIblBvvSHH4blqRk8OrVPzxiXBDnWm7wl2CZNLVAa+EpmQz7CePRRtjf8nQguXPsgDnp3SW3f6UD+1OT2+147YeMCFvkELmy5kx06QhfyLfkRcaqNVb/zlD9Q1AC8D8iduOMgpcP8NYY40Pvap6mbY031HeDgNu2jfoMDypTYQ3En5z4QB5BtPu9fAcNEytzcshAEgOU/x+TI3YeDr8dofO273MUTmB1JsRnRDSTpxu9Ks2U/sEsHkPhI2IZsibG9gI4ndxPx+Dg1TrXimu0fEtexPedR/UiGXxcU7Ua0OlzwHKDFfyuUSpvh31pPVhhN2F7bQiJTEZpTNndcjjlTvjT9t5DOMNOdaDPhzAYf19jtR8yImyRwyWa8az1XCdP20Tt5cVTXk/Uy4tVa2T/vZF4tnta+p8JT4bsfuSzxhgf+uTtzoGiJFvid4OA27GWG6KxO0Sjtt7aB2xMgE6zMPlRPwNuOLZ97oav3Xbkf6lnZIKvxPSWOVdbhv+1pmvndGiDVfuHRKZMTCPosibG9qI0neQlVY8np/M2uHy3RgWN3opCa41LfxNmZnf1dgQfdtt2P6edoyQqoBak3JgIftdISVfiKxy4u3C3RjnshGQMIZHJxuhcbawMNt0+S3eOOdsPuT5HZ1YNxjy056sv+ERUi/Zf//Vfl1xyifmRmd4R5HCFpj5rav/RLE1MV7XEZD16hfuqYcj+rUjCi7YauTVY690m8nDY+lviKPt4/CWt3R8iKHLBRnFEGUbeWbAai6qaMZCsANr4NMndrZO1b2YdS6Yo0TjKfDe8eHu3T33CJDITNtBaRlO6039fy2gXmbpWfEYS7ZUAGn286Y1II1MmphF0WRNje8GcTtYlLzeYoH1Y1aJvo7e6cTWy5b7DRqwL9MZjxBAdNO42qoBxr8OWG9J3GkYmO9vtL/XMqsHI4FOzIn/aZFwPcyf8Qe3Huj4nMjkJu/+lV5xGUz6GwkfEcFOftcRVNLrO9+4e7OP70sqT3CL7tyJpgqufGnnYeXqjjGo3Lv0t7VkuIxXdr1Z7trcOGr3IPgt2DCfDcZ5K/SLXPaFtvF2epozgHS3jtBgzMH4teoi3d/vUJ8xuqshdwg7DwII8yNmrJke2jHaR8zxMe297NQB1vOmNSKs0U/G0neOkMo2gy5oY2wvmdJyfjqgGuTtvu9f3fRVRa799OVYbZEclDhqF1DmK1r+aK3WL2W2YmcRtSV8me4YZBKy9Lw6hZT59iIyLau4czp3wB7Wf6vo89WXf7n/pFSeK/xvf+AZVG2mN9ln2n8ToKSjqpElecq06YgUp94qFj3PRO/YRo+Omr97hvuF/ox7CF/KgiTycjOLQ5YZWPrcHmVGGI2pn56DpKhvtkirGrk7ieNwB5H61uyd/ezjRTHBlwMpbViajExf0Gc+ZIUlo+pcb9sE0+my0PiByiqrT3pqBqYkkwk5EAqnSTG1O4Z//+Z+H31533XXlYyh8RFT46VXiyYpwe7EaFkB4wdXfThzCun76jt12D72vBI0ocsnLsf76gHhylxvCDLgnmDXGODP+rOZOg2RjZRRa5tP9Z3zWRg1+hvb1dJ7sv7ZLX67Xv/712xf33Xff9kX5ES09h2sTXmmjja7dp1lukLVM3SsWPJPE79hHlMdKXJnDfcP/qtGqR5GdK6MostzQ/+TsfA5Mf8muBnbu3rc9nZ8nuQqSkOhHnjg1q+HG+EwNCzg3FfFU8e0op7QyyU97VWej9QGRUzTark5+NQB53PRGpFWaqegU8nOSlajw06vEkxXh9gI7LIDwgqu/bR0ifdnPCT4sgdG3nsux/jormHbwcoO7PFhjjDPjjz93GqQbO+8Hkj1kfNbGDb58+3o6T/Zf26Uv1+te97rti0984hPbF1RtpIVX2mija/eRlhuiK7ysZem99vVMK0bN7tmp7yvc0UpXVJsS0ar1SzZWRpG13BAU191JqforGGZnsLJNk+yk22yfsXAaJJYbkhF2km806PSjNd4ddP9WdBLlQXMzKaaKOvE6sWkTSZ/k3cZxZ8YHpPe1PFb0roxQNuuNBFKlmeLGZZ0q/PQq8WRFuL3G2p3LK12ijRqMnjRZHeT2nOBlCWm1iiLi2rdMVS4nO4ZWVg5t1M4JJgvVfscDwm57poHe/iDeElhV8FO3r6fzZP+1XfpyhZepuW7Flp7DVUnUjuiFvnv06GU/M6hTURYvq70VW1R3GtFl270gd9/rtJdRJaLdhbHv1vd8qA5NBN1pbJ0m5dBht3HF7bzVaZD+Ot3XP8A4ACMDUdLiXcJU90YYDPCk22DfqAc9PHGgfZwiG50535eKzpwMAlMTpZw4cd7jaeNcbnCebueUEPGEgcnX6fbW6JTB9m1EWqWZuvTSS7cvzj///O2L8ieVaVRehZ9eJZ6sCLcXSbtzeaVLtFGDUZImr9LqWznByxISfSsvx94K4mfH0MrKYQzcM8Fk0dKLZlbk+SM9gPcTVFXwU7evp/Nk/7Vd+nLdf//92xdvfvObt/Pwk5/8ZOEYlp7DVUnVju4LfffTC7raOKqbu8t44uiyvezZivOkPIhKZJYq7dnJ+bi1O3TcW9+XOrRYt7F1mk7eEoHFAzntM3xL3dF80O0+e3cOIfKmTI/u8DvDiTJjJGr/rXE6wsB200DJTxiDek5lz9qB/F+74GVgaqJSZ8EYjjVA/7RsNdHEU+dqYsfodbq9fDfaoh60NxJIlWaKG5d1qvDTq8STFeH2omp3Lq90iTbKBTS65EUXcyuedBst+KgAyG99xSXn6Go86h2SWoei/nMOKotWPLp2zGmgtz+I9xNUVfBTt6+n854j13Xpy/Wxj30s2vLMZz6zcAxLz+Gq6NftaIXX2tdZYLpdRUeJDq2U1+529fWA4qcMv1NeH26jRhv9V2ZSdq5mVexpZk/ZUQwkdYK6g1KOIrbsjhImudP/rtnpjlnTI9FSmW9RVqOhJXsb/SsKbMjuZszapFKnjZy3nYypM6dRMqxkW4uhd9+ok/QRE6NLDNbaiDQyZWIalVfhp1eJJyvC7dXb7lxe6RJtlAvo7pKnfqnx7KJKxhYFLwtA/K3vK94li1GEZE2Kgu9scRw3qivxvrstWZHntj+I9xNUVfBTt6+n854j13Xpy/WOd7wj2lJ+REvP4aro1+3us7S5r7vetKJsyaOHx22Dq6j1306czkj6ymEU1a5nNdrovzKTsvOwsXUK1OxFUe23iIGkTlB3UMo50o673b4PQPyWRLRj1vRItEzNOiNXQ2dCMs79cUV4ylkzlkvU02SGrU0qddokZoi1XcYgo22tid23b9RJ+ojW6NQ2chSesWCn0kxx47JOvZ/ecU+K5xKmvJUVw/bq7Tu6Xgy61/RwY5MoUol4wsDSYwkayAKQDiNsoEbe9B7dCN6KIb76q/17Rm2d9GjfkaaB2f4g3vpXVfBTt6+n854jL7viRFX79ttvd47oAx/4wJkzZ3qbbdpsOrz44osTbWbMof/h4bj1VrFoo7xr7y3KreMpMVkd48eq6LhR2ZL/TcQQPqrt24hqqG6Pc6L1aVU9fS/nV+aOUXrV8+vqJEpCEE/YT/p14sMVdmVNp6xPaOdEWMNJD9aeKmpI8XH75vkuMxmn0v5bkmjWdQ7a3S6bRRM12jeRZLmvGkOvKLbeZtYWNYCDo1qzSjPFcsM69X56xz0pu8NlXYzarBi2F3Df0dXhR9f0cGO30DSJY+nB9+4SvKte+vf/javnvoE6xn3wWUQR6qQiSqDavz9RvXuNNA3M9gfx1r+qgp+6fT2d9xx5qRVHXhzCT6VzX/8h0s3yQsfY1HOU2ChPa1Qy9KMYz06dzj1PXFopicqW/K8VgNKneITrxCbKVrCz2bkMVXzqusF0f0Gg08zaq5vVKEVRetXzGx498aDbGZE4lc5nZnn297sHiXVOp55m2sk1h5Yz/WQ84bfq9t24wpHqkTepY0VJaIPZru4lt5udi+1qM0/Y/r12+3qOqMZsxRBtVHeHpdJMrfznJKvVe00Z96R4LhnKW1kxNOajmjx64nodBXOyUf3qi2d/6bR36TQwbm728SjVc99AHeO+/yxaCVQPt49K9uDPldxFBJMReW77g/R+gg7pf9zgnXePB7cfaL7L/nIrjnp9+NVf/dVz58717vv0pz9989/zzjuv9xAPPfTQ5sXXvva1vMs1yuqtYtFG+VZUMtR+ep85lRpxWqLk0aNSkvWUm3iGzGofR9W7S05InSSEh2ia3iNGp0/mXz2/nVRo8YdtOrsE5zF3jPFsaeOwLfoUOnQChD3Es1qdJ8OnnCMh4VSPxh6Ntw0+g/ou3Q+Op2W0JXEurAP591I7yWpvxSD7PDiqFaouU42GG5c18FxT5AVu+BFb+1zrIWUd9LSspI8evVCbxQFHX+549oewdz85kKiJ0ZU3DsNYC2jHXm5otQtFlKtUWvxJS2Q4fxrktT+I90NRZfBVmC/4gVezRUtX7W//9m+//fbbd99uEvWRj3xEbbnmHM4uuhrLt6zG0btN9zqv9hM/s8knPVEX9u09T2vR7saOnWN19+0E2d0lDCZKjjyK1Y/y1OoZl1x6cGfjJELfUeKz0xiv233PYeeeA4V76RMy6DyaSHpj3wNRbzbUwOJhajM/0ad1CL+sSbKbmekMdOatOhZtY3bMRudZnWS1t2KQzYaMbm0qzZT8Ywq/9I3L1772tac85Sm7bxNzhWlUWO81JWow8ELWahdNV0hZB93V9OTRwxfREfUhi5rujyfsbd+JGlv33kBe+mUPcghRhjsNcs9g0JUVz75DbVydtxINPM3yp0Fe+4N4PxT+gVtfB3deufmCH3g1m91zn/vc8Nv3ve990ZaEdNU+e/Zs+O0mUc9+9rPVlkvP4aKp9St8y2rcKSiJ/+Y8hsm6YNaz0x2VXXav7UeyuP822LE3YFG2lGN140x05X2SDNuLASrDGfHr9KDRGdmftfQ5Db5tMpcbekXHSrUMz5cI1QosHmZ35qejcs55T9i9hwujtRqHHw05OrXlYeJP6qGdDGlvHTqdIkiVZoobl6OUvmT0XlOiBgMvZK24aMoO9e1ZF9ZdkbWvYtELOca4ZfSVNVfDmtd0Vy5kbE1UFruX/uguQgu4FRflqAdP5Ps22slquiPqNE503k1gTwO1TdbcSwczsPPOfr4dJ724LfrKOV/wA69ms3vWs54VbfGPKF215ZXzkksusVoezBkqIomLf9hGnsTwSt50r+1t9zofX/Oj2hNsjPpX2qe/oqh8D3jpxuN+nRzRPZZJA+s9v/sABkSy79PxuhNDm/G5tjpRWjbdgYtT079XlB63qa9UjW+5IYwneiEbDAm4aQ5MVNRJ7oGyHBbVClWaKXkK/Sc198bl277t26yWzL9xpZPTm72owfBU73rY/VdOD2V71oX1tNS22twL+1enULSlUcvxWMsNMhVNowcXvBsOUAYcdqg00FqqiQ2Dj05K0x1Rp3EiLd1RH9jALx3MwM47+7HcMMzg4O1PTL9RRjCXt73tbdEW/4hyq/ZVV13laQnLiInaX8Bznh6jC3jiv2HLkxdR7Qk2hlFFO5r17HTHzi698fsGO9qXuETsR6Q2boOxZ/17BE1nR8+pDE+NzP8uGE+H6WM1yeWGrOmnTONDlxva7tyz+unsFaXHLbd9rmatyw29MUzU+apUmiluXI5S4nPruaZEDazX6QCsg6oB6BdT0Ukqhs6twqDlhkaWztNgMuaqNrr4RsWx3NCJwVpNsLPUnAZvZV7dtw2aqe07G4PwzFR0R6FsT/SQdX3oDWZI5wcYsX/n7eJSzBdqxqe4SlH8N998s39E6ar92te+9kMf+lB4oPCfckjEAMuIiVIL2clbYQmx1wLiLd5rir4GER1CKVra9v7j2kVKibyJg2y7T/6y83ijcW+gnwJ/uqJ/PKJvjFaSdxFGGQi37P8bjqN7lHgvI+AwGHX4+nY7Y/5O1G4P2DfKalZsxdS83DCkk4P3nbfzI1Nppi6//PJoi/+kpm9cLrzwwqjb3/3d31VbMo1G11uw05eVqIH1Oh2AekRJ9r/fXSurZgzd2xs5HCsSNcjoxmAXjOw5kQK9Wbfb8HAyzs4tgZYEdbBRA/UcGCHryw1qy7Bxm8hDd9T6xvTuWdcHTzAHd34ALm6W+TKT+tguwfbT96pXvSr81rmv5x94Vl8nmiFhxERZ9St+iDV+GB4XF7XQdx/P5HJDpyypVVU8VO/bqA/eca1NFSkZmKtbz3G1xJonolVaRrt0lj/sI8r28elou81EbOYhtK/OEEb6kmNPY7mhrXW5wRPJXKoNrEKVZio6hfyc5DhYJdNZUGUdVV+nA7AOKmOQNftki1ZWzRi6tw1qeyuA6C15V3DSf9nlhrisiySoqZAjCoOXA9eHo6Uxahk2bhN56I66jfZy7uvn6fDgzg/AxW3Lee9aKJZln5Q77rgj+ix7/v+ktmTVjq4Gm9ePfexj24f/T6zf+c53Wv0sPYfFaJdy87FN310rUuHFOa5Y9Sw3hG3Sww93d1SoEZ+WrUhS57Q76EPiEUdp/H+nYMcWBZYeSGLuZQTTt9wwcPKrgflF87keDcsNmaoNrEKVZoobl6NkVRpvHeped8LGzotaNA08lEN3D9QTQ/emJbx6ytfqcU++VW+BToNpjJDUFEQZCOM8+bKXGzotjSSYh45GFAQvB64Px25jjqiXdafh2dHP2edhnR+Ai1t9ej87K/fQQw/ddddd6Tbk0Em/0iYfGqPdZZGKKkXi4S3ave3WhbgIigfauBCKGhlH5Xu2jB4ClRH1Vihj1HL33udkS+JA/lWA3Qnq9OZPlMiDc2i9T/K7HrK2FyZT2jucgQkpJlpuGKFD4yNTZvcCKg+vKlVn6ktf+tIFF1zwvOc9z9n+7Nmz6qU5mrJnzpyR126JaTQ6K+3yrKVqZNDGOsVyL/W1R3To7TcyeHV0Tac6xwOUr9XjNp2SJNr03f3E20UGwrejo3ReB8Npu/2ER7QOLdMeBi8Hrg/HbqOMSASZiEn58uzl5w/mgM4PwMWtPr2fnaX49Kc/Pdeh48tl9ff3k0pcLfUrrfF0mu45uHaP97UrOt2N+zjDNmME0Ea1KWu5Iaf/nl2iEYkxZh00fUIbudyQLK8yLdF2z46y8cCpkj7oFJSxs9wwDc+EnFfl4VWl9kzNe+My16GPlVqoGoO6extcgOSdQaJ9eNOQPq4V5P4oWvxqDE3n3qnTbRSVefT4zkG0sROlbxcZiFqEB+q8joIxjmgdOjpoFHyUFnOXnBsaNU5rt8TQUnv5ZfWc2/kBuLjVp/ezU7ntp+/jH/+4/2owRQyFj1iz9OVUeSv5dCp7aHeVMSgVbXfRZ/9u8PTbeaHWtkY0kL2FhwsrVtibfK5r9G+jcenD1JKm5FCOV+TcSo5sH23pPTu74OMXMhXaV9bZV4+Y3tHZuGbK2Kt/klLVvw6SNednUXl4Vak0U//8z/8cXtSe9rSnlT+pTKPRqYWqMai7t8EFKGoW3hbI9uq+aVb8rRa/OrpGu5WSqUgdXbuD6rSxE6Vv74bXiLHIu7LOscTwoyNah44OGgUfJ83aJesjmdU+LK/+XSYKJrfzA3Bxq0/vZ6dy8iJQfkSFj1j5/bpayKIK0rn2tkr73V6yh9329HJDqyaqEd92LvSOr/Bw0Y6JrkTAnTi7GYuHqeVTyZU47zLbenLkiMSW3qNH5ys64ihzVQ2jN7Ywfv9AKqR8pmp9kjpYJScoa87PovLwqlJppraTjJ+TFFNmsGrJtCqrFaTVLCrn6Z4bByv+VotfHV2j3kppN3z60Y2bsbiNkSh9u3YvJQMO7wab4LV6OM+howZR8Om9mjAGv6z2vtHFu0wUTG7nB1jTxW0pej87lXvhC1+4fdH4PtdTKHzElSw3yLoW7X7IcsPwL7WARvVS2yseSBinNtI2KFueCaYvNxw8IuPuoieGKT+D1iTp3WvGK8OIlM9UrU9SB6vkBGXN+VlUHl5VKs3UCm9c5jXuYK3e1JIpq6mz5PfWY6tmq4eTzHGJ+KPwOv1HNz8iMCvOzn2IPeo2Eae6XUts3EDcAkXBJFiHtlp79uokM6vzST/CkwazposPtvI+O/VpxMe5/Ihmz2H4gJ274+gPLWohk6WwE4NRUNT6te/tNPh9591HblFFxvjS6qldt8xOEssN4YjyMt/GnaT7Ce8S4hFpN0X9AUz5GUzdYCT3mvHKMKnjW26A05HN5ElVmqkbb7xx+2LNNy4ljTvYRDVKlHOrssZ3NlpJVjtP1OxEaVeD7IyrL7xO/014I+FdbohvhwouNzRN8vasj3Voq7Vnr04yszqf9CM8aTBruvhgK++zU59N/G9+85tbcaEuHEPhI8YBiD/I9+8473LDyRXWKCiqfW+nwe877w5/17l/KSHKYWK5oROk0YNzuaEVU+iwGZVebshIQvee4ZBICn4ieuu4s2XlnKdv7jBRwqJncmGVZoobl8ISD6gHJD+rt/AUy9Ot3NmI2x11e7RFtuntVg0+7DfarvYW3Dbog1LijO83MpYbZM/hWE46lyMywo6/HGTe0q1794ozk9X5pB/hSYNZ08UHW3mfnSq97W1v231av/rVr5YPIJ3DAg8JNSw3yNoUviULyv6t4BE33LEx7PfyPDl3CmFQekSbjG6DJEelS+mkWxzV/LRiCnk+lc4MpHuLAovCU0P1KHlVCaN1tgQWjZnsV2mmZGH7vd/7vfIxFD7ijKzBygo9UW/xHUy3yoalWrnd0Rq3YhbJLfLOIzqWjDBsGm1Xg+ze5/THqd0dDVpuiL5tu0OOXqth7L8cZN7SrXv3ipOT1fmkH+FJg1nTxQdbeZ8daJTrdvehVL41cgDaj+KdOw4Mxvtw3r3qNtEVtlvOopbRlv1b1hO+/O2G4EBx2MH2sJ9OD8FG9fPSs+QRVMPd2Huy6vhUTrTccEAk84pmhaclsGjMZD8yZVrVNLIGG1Zof0KsOxVZ760DhXUrCqBzd3TockOr3WqkB7tvbwQg72Oa+D6nJ07t1igV7fZ/5GDVsbfackPnreTChzxlKn/LKHi1q3gUuZ1P+hGeNJg1XXywlffZgUa5botH3+it3Wu9w4P+CYYRlxsOmBWdK6ZW48Ke4ytsUEGiXeS++06CJQDvqkf6sVxkL+o5kZn0WoNeRpPJ9OS8V5TV9IGsgjhKJAUUyyowL2ayH5kyrWoamZU7qNC95TDaK2wZ3dnITqIDRfc66g2QdQ8km0nRjunBxoPq66fTVfdWRx5o34N+a5Q6ynbnRJ9yYytyHqUuinwXj3Jojb9lFLzaVTyKSZ/wc00azJouPtjK++xUQ35O5ZWnZDCdb5OP/YctNxzwCO2K3GiZm8P4iqnVuLBn2X63XbaP9t03C5YAcjOTXm6QeQgXIMwkyGPZRb83n+kGTmFWew9kFcRRIilgQaECQzDV/erKVM03LsfBGlRiu7z/aLWyLfcKe5Z3NrIT624mCkBuTOylzqLEnYc8lhJechRxV6fPmVGc8ttWNO49ynbnRJ/R7k33oddqL4P304O0Wyf2kknICyY/+DyTBnOMFx+k5X12oIkv6cnH/rGWDDpPxdqDtCtyo6VnVkSP5Z0ruFbjwp5le7m9zcxV+IQfDSS+pHeTdrq2nf3Vm9Xw6L35lGEX0HugBV0fFhQqMART3a+uTKnPPLI4FQvG33Ipc86KM7E9vP9ofWVbvadp1fsb++lXtgzfDaOSkaRnUe+OakL27UVvUePO4U6fM634T44VfokGqYTbfepB9p1oNXg/PUi7dWovz31muvNJP5W5Iz0oM1iPvM9ONXZhv+td75o3knbu5Yao8dKXG2R7GcxJs+Cp3sy2OFw0dpYbyhxoUuHkAY4eU92PTJn80+iAGjYXK051u3xkbZM3DdGOUSfqvp17Dm0vtXHUp3oPpB5LhpHY0RyU6C1q3Nly+pxpxb9vEzxCp5MThaX2KYe8C16Oy0r4AU/sepB269RenvvMdOeTfipzR3pQZrAeeZ+dauzCfsc73jFvJG3OcoNcGgjfkrunDupbbjjs4TkxK4JrtLdDf/uogqiR7OtLuJeRMbP82VE585DAckNh8uQCR4yp7ldXpmq+cUm3XMqcU+8Y1O2t8cgqn06tvdQeoo3x3WHyaVm9X0nEoB7RGqy6Y6pRchT7LafPmVb8+zbN6Y92smp2eNOmHSLOUjJX8aBmemJX42nTJ0XtfI7gO0dPfx3cOY5R3vSuxoc//GHtiui+go0qPKL/wbs1lhg8j8G7fWUDz1KFGow1IustuVayu4JH7ZVq1e43Nm2jUiOJd+z7+5HOqVHD6MvzAaLlBjmK/h5Ybsgx1wcfmAVT3a+uTJ1//vnbFyw3TETGGT7IxXcA4mFPvlY7tJrJjfKIvYeW3yZGau3emx+zTaPfkskMhO2jDuNdgrWGaIyJAe731bpVExi1j0atZJvlhnT/vUdnuQFuedO7JtoVsf8SPVUkrs9e/FirPLG7H30HLjd4FkSygz+9gncyo1ardr8xe7mhDXbsS1e4ux6Go5NcC1puOA5zffCBWTDV/arLVFU3Ls5mnvASzaYYmtWn3N50H8t3G9MnInFqept5zql1uN4BpnvzNOvpv7s0kMhAp711s2U/fHoCPunBiF8mMGof7hi22e840xO7yO4+sLzO5wj+8N56v3DU8qZ3fT73uc/NHUJP5ZILAVnP+eZBHf049417iKqe9vcF1gKEf6lif4E18rcPxt2/5zT15mH4AsTw5QZkieYMsHQ9NYWp7lZppir57QbPDHPOuUSzKear1WejPfrK7b1jT3zeept5Pqjq4TwDTPfmadbTf3Dzk8hA3F7+aKiZdrmh1U5E1F4PuILlhiiMcBR5nc8X/CG99X5h4Zo+cwe4ePsLuPH4Ld/tXSYYa7lBPb9TLTecvtU5kFqt2v3GsZYbrERZ4+rtkOWGpeBShlVhqvtVmqn6f04imzl7U98aOfSDlhviG4ugpRy7lY2oK/OupS9pVjy9A3SOOnHQnv679z9WBuL29iGtBp5JddKDsYs8EVF7PeD6lhta9xmMO58veEBq+swd4FDhQB75yEeWH9H+Am6sL0Tf1rncYBU+udxgPpkHyw37q7larZLLDerhzLBzlhvSqejtQd3LE9URfMpqdjSXMsCDqe5Xb6bquXHpbea5vCaaeQ6UO3yr/e6xLbyhkeHt7z+671qsQyQ6T4/Iiqd3gFnZOHCX6DZGe86PG6f7MQJwhd09biO+jc+4ewY2yfDG4Z4DB5zBeYMHch0yyWuyif+b3/xmO+tPkveHtp/8ex+S/U+w6rN3J56wmaxiVifyup0ZVSK8npbJyq4uaoTZ3rbxn6Z4++A70qwTjdF571uAo8Bs96s0U7LgzXjj0tvMc4U167exUd19SDxRSqPExncZ3Wbqu4mbkihgeSp7h6PuIo8ynVT/yk1XJ7zOvo3x0Bv2YATgGmP3uI34Nj4dWp/qgZpkeONwz4FDTveswQO5pr6mTe3qq6/evoiKS0knlwvxYOl5GpeNE1s6B7WfZtVFBPmW1bJTBD2rBk28ZdfJ7nUbPNXvtu8PkazsLDcgzXvfAhwFZrtfpZmq58bF2ay3sVm/jY3q7s54Ovco4iE/Cji8rUndZyRFjaOAZUi9w1F3kUeZxy626DZPjU196O1ba4g7SQYTxSXCPHC5wQx+RO7ODznd1QQPeMx5TRvDRRddtH0hq08xjbHcEG6M3h19ucHzrJtY9Ug88ytLA3IXdQ2icS83dHsbMsbe06Rmsndf1Kz31g44Jsx2v0ozddNNN21fzH7j4mzW29h6Mrc2qrs744ke1KPtUcDxrY0WUtRtonHUxhpmbrrULHmyMYlw4Cw3DDHucoPnTnhElBmMas5r2hg28d97773t6UDm+hNI67nXudyg7p613GC+tbsa5zy6R0sSB+7enPbQ7PvZpcvKT3z0vtxGHaZPk5XJ3n1Rs6VfxIAsTHi/SjNVyY2Lp83ucc7TUn0alA/Ssjd1o+dAjbDbroahhhRtT/QZtbHGftgo/LtPKxy49ijbCVU+5Y779CtmlAyz85Z2UDO3oz+iy/69Dec++84be+BQ80/ywcKi8OQnP3meAIylgd7lBqtB1EY5aLJ972P8PvKookSlWSwfqC0TYYTbDwg1vdbgb9+y3ADgKBxB1S6m0kyF1fMZz3jG5r8XXnhh+Rg8bXaPc56W6tNgtK/6aJ27cbe9EcLRybfUkKLtap/qca2xexywSyHdIcunzU7Y8il03KdTMaOib6Mzrh7UzPPUj9DuzuefCc77cOBQ80/ykdx111333XffLIcOr8jtoc/S6Sdq5aDa87zrS16uxbvK9sEjGne5YdfJoDMnAgOAyh1N1S6g9kzNe+PiadN58rTb7JrJ7dGO1pZED1bj6Cjy4VO+pfYpY7C+jY6biLPXAbsUIqNKPHNGW0Z/NBXzwfpWtg9bmp1PegrqPL/AHCq93A0wyw8JEo++icfv9ON02EY9nP+gndUQ53JD+uHfKPHp8ZrhJSdhOjmJHZ1YbgCwIMdXtadDpkyeaRQ9cifa7JrJ7dGO1pZED1bj6CjRdrVntU/ZMvGtHIXVZ9oBuxSiRpW73DBBMIlToLYPW5qds9wAFFHp5e5Qs1zAHz7koOWG1njo7V1uSEVlLGeol+t4uSG91tBdtohLQPdXPKLteucsNwCAz5FV7UktJlP1/zGF1V4+0kfbox1l494eEn02Qjg62bO1NGD1mR6IFafHAbsUkn44V9cXogaTBWOdAqu92WzXmOUGoIhKL3cOYQk4d+7cC17wgu3rz3zmMzNE4ltuUN/avU7sqx4ub7mhW4XbqBBbKwuNvj2Ox15ukAOU6yzpSchyAwDsLLdql1ddpqq6cend6Hkklg/54Xb1KT3aHj3by5aefeV2NTY1JHVEYUjWQPxZsg50wF6T8yw3REsM0bsFgjl5k+UGYBkqvdw57CL//Oc/v3n9+Mc/fsZIDl5uUF/L3dXDdXaXi/XRqoGo5p2NxprCybFO2sUrF1bAUZByASIaeG+HLDcAwNZyq3Z51WVKPh7PdTrV48on6t7w5CN9uF19So+2WwmRux+wbxSbJ+fWQWUzf5aWJDEWz3JDsWBYbgCWY7kXyc9+9rO71/OO4uFKM8NyQ7TRPG637FqlXPm9hpO3gxeHLjckfj+i92mf5QYA2Flu1S6vukxVdePSu9HzIC0f6cPtsof00oC6XW0WHjHdp2zpH5EMI9ye7mepeseVuLUrG4xyCkZcbui5iXUM+VhnCJDvOC6Ys1ft9CNrYinB00b5dQBjuaFTIk/bRGXXLOVibeL07WDfnOWGMFT5mw69A5cDcW7PxXIDgAU5jqpdRtWZmv3GpXejfPBO75JeGpBvqY3NexSjjRqt1dKTcyvmxMCPytEtN6Q6HzHm4csTwPE6jgvm7FU7/ehbZrkhvjE4aLmhlaVfLDckUrEbyK59GDDLDQAw0HFU7TKqztTsNy69G+O7ivzlBtkysaxgbVeb9UYid7eGIPtJ5+HIOUda5kF6QcsNAGzLvYRebSscSW8O51luaIzlg9zlhqCZ58lcLjekByv79KwQhwFn8S0/L/VDAeDoLbdql1ddpqz6Wv6kWk/siUiyHvLVh/aojbpLeI8S9p+brqhZ1Jt/R3XLMWO5AcDYVnQJnUxvDkdZbtg1MJcbPA/S3VLe+XbU5YbDXmdhXQDAClG1/arLVOU/J3EuN8hFgagHa7lBuatItlcb+B/+ZTPncoPcsqJP3WHLDfMGc1h7lhuAUlZ0CZ1MyeUG9SfwarGWywpRm/jb5HJDOkjPoIYvN/BbCQBA1fYjUybrodp6+G+Dp+7oTiLRSW//6fZqg0SEnjGmd/F3dbQOeGJnuQFA0oouoZOJS6Tntwx8X1GHcefagkL4rXxXbo/Clr2FA5TP8/6BjP7bDQCwQlRtPzJlUh/FEw//bXDToN4fyE7ksdJrB7Kr3l0OGGN6F39XR6uqJ3aWG4CjsKJL6GQOyOFJ0fTdC0213OBf77CXG3ojz3oNAEijavuRKVN0i9Da9wrhLr0P/GEDeSy5r3wRdiKjSh99Oiv61FX1xM5yA3AUVnQJnYys0b3VsHEvNzzchfGVrMLpja24H9AH5V6S0DthuQEAMqVrClXbj0yZeieZnGfqXUWi8/Bb9biyz7C9PJbz6FNY0aeuqid2lhuAheDGZWoH5LCZb7mh07Mv8ugeIGOYLDcAwKio2n5kyuS8gfDsaLVRv1UPKtuE/03EOVIy+q3oU1fVEzvLDcBRWNEldDIH5PC0UvqWGxptoYHlBgBYH6q2H5kyOW8g1B3DxonO09+G/URtdluiqGTkQ7MAqaondpYbgKPA5Xq4A3J4Win3JbW3pX+5odWquazO/mId3QOYzRx/eZH+ZyMBAGlUbT8yZbJuIHof5uVNhtV5+lv1riU6RBSVjHxoFiBV9cTOcgNwFLhcD3dADk8r5TKWG4aMdL8vv90AAINRtf3IlMm6geh9mJc3GVbn6W/Vu5boEK22uNAbIQap6omd5QbgKHC5Hu6AHJ5Wys5yg9rPruUByw2dHox6fdCIMwfr/q0HAEAaVduPTJmsG4jeh3l5k2F1nv42fdfS2ssNap8YTVVP7Cw3AEeBy/Vwzhwe9tQ93XKDP/IDHPaHFQCANKq2H5kyHbzcEO6eeDfRODqobGPdwfgDwOGqemJnuQE4Clyuhzsgh4l1AbWl8+ldLii0RrGeernBj+UGAPCr4bq9FGTKxHIDdFU9sbPcABwFLtfDzbDcoJG9dXrQlhtqwHIDAPjVc/WuH5ky6fcR4q4ivXvi3URj9SjpmyGWG8qp6omd5QbgKHC5Hq70coNWoxPLDVEb5V3nr06McefGv+MAAENQtf3IlGnpyw2YSlVP7Cw3AEeBC/hwBy83JKpt1LINH9TFXuF/1WDUWp8bMwBgdly9/ciUaXHLDbkDxIGqemJnuQE4ClzDh8vNoVXT08sN7XbFIVmFWW4AgOPG1duPTJmiWxD/QkO4e+LdRGPPsVhumE1VT+wsNwBHgWv4cIctN7RBzY22q41bx3JD7xETBwIA1I+rtx+ZMs2+3NDbSaJDTGjGJ3bnH/ame8g9HIDpcQ0frv7lhkSfAIAF4ertR6ZM0QN/7nJDmzMRh9+4MOnLWdAT+8DlCZYbgFK4hg833XJDdAOgLjccFjDnHQCWiKu3H5kyLWu5AeUsaLlhoEUHDywK1/zhWG4AAJTB1duPTJl2dyG7b6dbbsCSsNwAYGzUi+FOFgLcNzbWjxOiKj/d/2ckyw0AsFBcvf3IlMlabsjtAceG5QYAY6NeDHfwckP4rVrrrVWJEQLmvAPAAnH19iNTJpYboGO54QgM/FctgLFRL4bLzSHLDQCAw3D19iNTJnW5YdaIUAeWGwCMjfoyHMsNAIAyuHr7kSkTyw3QsdwAYGzUl+FYbgAAlMHV249MmeTdBhML38JyA4CxUV+Gk8sBiaUBud3aK2ymbhwY8MBOAABTSNcUrt5+ZMrEDIOO5QYA+bhxmVpWDmXaPWdn93qUU8Z5B4CF4urtR6ZMDb/dABXLDYDDd33Xd51//vmf+tSn5g5kGagvw4213BB9y3IDACDC1duPTJlYboCO5Qas2zvf+c6nP/3p29fywvjud787fEj7h3/4hzliXB7qy3CLW24AACwUJcCPTJmYRtAd8XID/9+QcNhcGx966KHd6+hS+fa3v3278cYbb2S5wY+KM9zw5Qa1AcsNAIAIJcCPTJmYRtAd8XID0OfcuXO7a+PZs2c3r++55x6rMcsNflSc4QosNxx2LADAkaEK+JEpE9MIOpYbsGJ/8Ad/IH/Sa2G5wY+KM5w/h+o6AssNAAAnqoAfmTIxjaBjuQHr0zioe7Hc4ETFGW705Ybov4cdCwBwfKgCfmTKxDSCjuUGrFj4hLZ58R//8R/pxiw3OFFxhptiuSG3ZwDAGlAX/MiUiWkEHcsNWLHNhfEb3/jG7nVvY5YbnKg4w2UtN2S14ewAAELUBT8yZWIaQcdyA1Zsd2F8//vf/8QnPrG3McsNTlSc4VhuAACUQV3wI1MmphF0LDdgZW677bb0v9rwx3/8x+qOLDf4UXGGm265AQCAEDXCj0yZmEbQsdyAtbrgggvuvvvu7WvnAxvLDU5UnOGi30dIpJRsAwCGoI74kSkT0wg6lhuwVrur4i233MJyw7ioOMOx3AAAKIM64kemTEwj6FhuwCr9yZ/8Sfj/SZF+lpM+9KEPlYp0kag4w7HcAOD4nDlzZvvi1a9+9Tve8Y7wrdtvv11W2w9+8INzhLk61BE/MmViGkHHcgNW6ezZsyw3TIeKMxzLDQCOzBe+8IULL7xw+1peuFhumBF1xI9MmZhG0LHcAGBsVJzhWG4AcGR2F6u7777bWm4oHhS+hcz7kSkT0wg6lhsAjI2KM5xzuSG9EgEA9dhdrK6//nqWG6pC5v3IlIlpBB3LDQDGRsUZjuUGAEfgoosuUv8mMbRtyXLDjMi8H5kyMY2gY7kBwNioOMNF/7aItazAcgOAmt133333Pmx7sdq9PnPmzL2nti3Vf7th3uDXg1T7kSkT0wg6lhsAjI2KM5y63CATyx05gEUIL1abF7/1W78VNdguN7z5zW++8847P/KRj2zb809FlkEd8SNTJqYRdCw3ABgbFWe4aLmhNVYWWG4AUL9rr712c6V65zvfuf3WedU6d+7cpuVb3/rWKUPDt1BH/MiUyfNHU1gjlhsA5EvXFMrKcCw3ADgC6Upx+eWX9+5+8cUXlwl1zagjfmTKxDSCjuUGAGOj4gzHcgOAI5Bebrjssst6dz9z5kyZUNeMOuJHpkxMI+hYbgAwNirOcOESA8sNABZtc5l6+9vfvnudteNv//ZvTxMU9qgjfmTKxDSCjuUGAGOj4gwn/ziF5QYACxVepqxL1j333CP34vpWBnn2I1MmphF0LDcAGBsVZziWGwAch69//evnnXfe9nXikqX+tUXBMFeNVPuRKRPTCN+yXS/o/UrvDgBJVJzhWG4AsEKPetSjNte0s2fPzh3IulBH/MiUiWmEEbDcgOOwmcbnn9/5Vn49+KC+o/VHpN/8Zvt//2/Pmt1//++dQxzvP39FxRmO5QYAQBnUET8yZWIaYQQsN+A4eJYb1OWAxHKD51eEtm/9zd+0X/tae8klR/yBouIMx3IDAKAM6ogfmTIxjTCC4306wrqoyw2Rv/gLZXtiuWFn+zsO0uWXx9sf97hj/UBRcYZjuQEAUAZ1xI9MmZhGGAHLDTgOnuWGjSc/+VvbH3ig0/Lg5YbNxgsu6Gz59KeP9QNFxRmO5QYAQBnUET8yZWIaYQQsN+A4OJcbtm89+tGdb4csNzzucZ0t5859a+N73+uKeVGoOMN5lhvCdwEAOAx1xI9MmZhGGAHLDTgOWcsN4VtDlhvOnIm3v/rV39py6aWumBeFijOcf7lhpgABAEeCUuJHpkxMI4yA5QYch1mWG2655Vvb//RP484vvNAb9nJQcYZjuQEAUAalxI9MmZhGAHBiluWGXW+7r+/+buUvLI4CFWc4ucqgLjfMExwA4IhQTfzIlIlpBAAn5lpu2PjkJ0/63P6/bG5e/NZvecNeDirOcCw3AADKoJr4kSkT0wgATjiXG6688lvbz53rtBy43BB66lOP9a+TVltxdn/7cNVVV/W22bj77rvTzeQL+UcWAAAMQTXxO7ZM3Xffff/4j//40EMPDe+KaQQAJzzLDTffvP8dhLDliMsNx/uPoayz4lx00UVPetKTNi/OP//8TQbe+ta3qs3ORJPKoP5SQ/qfcgCA2nT/hrC5rL3sf7f/W20TfXtRe1HUbLNjI571nt8+f9f529q39Uby3vYI/9+ghqOa+B1bpsb9Ock0MQLA0vQuN3z1q/pawIjLDQ88wHLDkQlHnVgLGLLckNgOABWKlhu2X3e0d8g2cpcH2wfDZnK54RHtI6KerTCub69nuSGBauJ3VJka/cZlnLAAYOk218MLLuh8K7+sHeXXbbd9662/+Zv+fjyHOAorrDiPeMQjwlH/y7/8S6Jqf+pTn/r85z+f7jD6jYZwO8sNAJZCrgJ8rf3aZsv/av+X1cZaPoiWG7YNHtk+crflTHtGXXHYtvyP9j9YbrBQTfyOJ1OvetWrwhP/hCc8geUGABjH5np4+eVzB3HMVlhx5MO/lQTnv7zAcgOAI6D+0sFmy2Pbx1pttt+ebc96lhseaB/Ybfm39t+s5YbL28u3L1huUFFN/I4nU9PduADAqp05c9y/WVCDFVYcf9V2tvEsNxwYKwCUIpcb/l/7/zZbPt1+2mqz+/ai9qJwu7rcIA93TXtNtOWj7Ud3r1luUFFQ/I4nU7k3LrfddtumwW/bf1TcDDDaqABgRq961cmvZz7taXOHsgwUDr+zZ8+Go37ggQc8Sdi0ORf+X59039q9aFhuALBM0aLAf2v/2+bbC9oLEm3Cbzcvbmlv2b6Wyw3nt+e3XVHnb2/fHu3CcoOKguJ3PJma7sYFAIBJrbDi3HXXXeGoz5w546zauW+tczUHwEKp/1Tkte21so36bfhaLjdc1l6mHi789qb2pvBblhtUlBW/48nU4x//+PDEv+51r3PeuNx3333WW6MFBwCAbZ0VZzPqe++9d/PiX//1Xzevd/+yUrhAcOutt+7aP+lJT2K5AcBxk3/y8A/tP2y2PL19utUm/Pba9trEcoP8P8vcbDzTnlx7/6T9k+jQLDdYKCt+x5OpYj8nAQBgXOusONvfQ5R/ThJ+e9lllzn/5ITlBgBHwPoXFhL/CoP89jXtazYv/qz9M8+/3fBt7bftXt/f3h+9y3KDirLid1SZKnPjAgDAuKg4w5FDAEdg+HLDdsv/aP+Hc7nhy+2XNy/+q/0v9e841L1AxfE7tkxdeumlm9P/Hd/xHeHGRz9s+/rLX/7y9l95OP/88//iL/4i0RXTCABQBhVnOHII4AiMtdyw+VKXG25ub95t+Z/t/0wvJfDbDRYqjh+ZMjGNAABlUHGGI4cAjsB2UeC72u/afp3Xnrfd8n/a/xO1sb7d2DRWfzFhu+U97XsebB/0/NoCyw0WKo4fmTIxjQAAZVBxhiOHAI6A+rcMn2o/JdtY30b9hBvvbO/M+isJlhssVBw/MmViGgEAyqDiDEcOAQBlUHH8yJSJaQQAKIOKMxw5BACUQcXxI1MmphEAoAwqznDkEABQBhXHj0yZmEYAgDKoOMORQwBAGVQcPzJlYhoBAMqg4gxHDgEAZVBx/MiUiWkEACiDijMcOQQAlEHF8SNTJqYRAKAMKs5w5BAAUAYVx49MmZhGAIAyqDjDkUMAQBlUHD8yZWIaAQDKoOIMRw4BAGVQcfzIlIlpBAAog4ozHDkEAJRBxfEjUyamEQCgDCrOcOQQAFAGFcePTJmYRgCAMqg4w5FDAEAZVBw/MmViGgEAyqDiDEcOAQBlUHH8yJSpSZo7OgDAkqRrCmVlOHIIACiDiuNHpkxMIwBAGVSc4cghAKAMKo4fmTIxjQAAZVBxhiOHAIAyqDh+ZMrENAIAlEHFGY4cAgDKoOL4kSkT0wgAUAYVZzhyCAAog4rjR6ZMTCMAQBlUnOHIIQCgDCqOH5kyMY0AAGVQcYYjhwCAMqg4fmTKxDQCAJRBxRmOHAIAyqDi+JEpE9MIAFAGFWc4cggAKIOK40emTEwjAEAZVJzhyCEAoAwqjh+ZMjGNAABlUHGGI4cAgDKoOH5kysQ0AgCUQcUZjhwCAMqg4viRKRPTCABQBhVnOHIIACiDiuNHpkxMIwBAGVSc4cghAKAMKo4fmTIxjQAAZVBxhiOHAIAyqDh+ZMrENAIAlEHFGY4cAgDKoOL4kSkT0wgAUAYVZzhyCAAog4rjR6ZMTCMAQBlUnOHIIQCgDCqOH5kyMY0AAGVQcYYjhwCAMqg4fmTKxDQCAJRBxRmOHAIAyqDi+JEpE9MIAFAGFWc4cggAKIOK40emTE3S3NEBAJYkXVMoK8ORQwBAGVQcPzJlYhoBAMqg4gxHDgEAZVBx/MiUiWkEACiDijMcOQQAlEHF8SNTJqYRAKAMKs5w5BAAUAYVx49MmZhGmNxmjjm/ABw1Ks5w/5+9ewua5SoLxj9750AOW0gAhaiIUIEQIYoxIGUAS/RCbymvtayytMrywiq88UqhlGj98fCJQCSUhoMYPHHUgGhB5BgIBCKBnEQOiaghhOyE7GRn7z3/+TIfQ7+9Vq9ZPbNmptf071e7ds1h9eqnV/f79FrPO+/7GkMAtsMdJ5+R6uQyYuOUG4BHueOszxgCsB3uOPmMVCeXEQDb4Y6zPmMIwHa44+QzUp1cRgBshzvO+owhANvhjpPPSHVyGQGwHe446zOGAGyHO04+I9XJZQTAdrjjrM8YArAd7jj5jFQnlxEA2+GOsz5jCMB2uOPkM1KdXEYAbIc7zvqMIQDb4Y6Tz0h1chkBsB3uOOszhgBshztOPiPVyWUEwHa446zPGAKwHe44+YxUJ5cRANvhjrM+YwjAdrjj5DNSnVxGAGyHO876jCEA2+GOk89IdXIZAbAd7jjrM4YAbIc7Tj4j1cllBMB2uOOszxgCsB3uOPmMVCeXEQDb4Y6zPmMIwHa44+QzUp1cRgBshzvO+iZJu44OgJqk7yluK/mMVCdXGAClmLhsmjEEYDvccfIZqU7mhQCUotywacYQgO1wx8lnpDq5jADYDnec9RlDALbDHSefkerkMgJgO9xx1mcMAdgOd5x8RqqTywiA7XDHWZ8xBGA73HHyGalOLiMAtsMdZ33GEIDtcMfJZ6Q6uYwA2A53nPUZQwC2wx0nn5Hq5DICYDvccdZnDAHYDnecfEaqk8sIgO1wx1mfMQRgO9xx8hmpTi4jALbDHWd9xhCA7XDHyWekOrmMANgOd5z1GUMAtsMdJ5+R6uQyAmA73HHWZwwB2A53nHxGqpPLCIDtcMdZnzEEYDvccfIZqU4uIwC2wx1nfcYQgO1wx8lnpDq5jADYDnec9RlDALbDHSefkerkMgJgO9xx1mcMAdgOd5x8RqqTywiA7XDHWZ8xBGA73HHyGalOLiMAtsMdZ33GEIDtcMfJZ6Q6uYwA2A53nPUZQwC2wx0nn5Hq5DICYDvccdZnDAHYDnecfEaqk8sIgO1wx1nfJGnX0QFQk/Q9xW0ln5Hq5AoDoBQTl00zhgBshztOPiPVybwQgFKUGzZtPGM4niOdjuxgx2NUSW88RzoqTms+I9VpPJfReI50OrKDHQ8TF2rntK5vPGM4niOdjuxgx8Ndm9o5rfmMVKfxXEbjOdLpyA52PExcqJ3Tur7xjOF4jnQ6soMdD3dtaue05jNSncZzGY3nSKcjO9jxMHGhdk7r+sYzhuM50unIDnY83LWpndOaz0h1Gs9lNJ4jnY7sYMfDxIXaOa3rG88YjudIpyM72PFw16Z2Tms+I9VpPJfReI50OrKDHQ8TF2rntK5vPGM4niOdjuxgx8Ndm9o5rfmMVKfxXEbjOdLpyA52PExcqJ3Tur7xjOF4jnQ6soMdD3dtaue05jNSncZzGY3nSKcjO9jxMHGhdk7r+sYzhuM50unIDnY83LWpndOaz0h1Gs9lNJ4jnY7sYMfDxIXaOa3rG88YjudIpyM72PFw16Z2Tms+I9VpPJfReI50OrKDHQ8TF2rntK5vPGM4niOdjuxgx8Ndm9o5rfmMVKfxXEbjOdLpyA52PExcqJ3Tur5eY9g3aWz0BG06GMEnOhd8qfZ9Ox9O8JsemU2P5KDab7TzqoMfMyPVycSlVPu+nQu+VPu+nQu+SPtR3T4FX4qJy/rctUu179u54Eu179u54Iu0H9W9Q/CluGvnM1KdTFxKte/bueBLte/bueCLtB/V7VPwpZi4rM9du1T7vp0LvlT7vp0Lvkj7Ud07BF+Ku3Y+I9XJxKVU+76dC75U+76dC75I+1HdPgVfionL+ty1S7Xv27ngS7Xv27ngi7Qf1b1D8KW4a+czUp1MXEq179u54Eu179u54Iu0H9XtU/ClmLisz127VPu+nQu+VPu+nQu+SPtR3TsEX4q7dj4j1cnEpVT7vp0LvlT7vp0Lvkj7Ud0+BV/KOCcuH/3oR2cHfskll8y/hL/1rW9Fm83f/cEf/MFEm6m7drn2fTsXfKn2fTsXfJH2o7p3CL6Ucd61V7NvIzXPX4cOHTp27FhXm9tuu23RLN1V3/32ap/fuK9BJfG+BF+wfd/OBV+k/ahun4IvZZwTl8VRP/LII4mv4lazpb1l7tpduwjBF2zft3PBF2k/qnuH4EsZ5117NXs1Ur5Psp1gBJ/oXPCl2vftfDjBj+r2KfhSRjhxufnmm5tHfcYZZ0QHYdbs5S9/+eLprM3JkyejHbprl2rft3PBl2rft3PBF2k/qnuH4EsZ4V17ZfszUiYuWwtG8InOBV+qfd/OhxP8qG6fgi9lhBOXQ4cONY/61KlT0UFofQ5x1ubiiy+OduiuXap9384FX6p9384FX6T9qO4dgi9lhHftle3PSJ133nnNE//Wt741eh3Mmn3jG99YPJ21ef/73x/t0MSlVPu+nQu+VPu+nQu+SPtR3T4FX8oIJy7hl210EMI2R44cSXQIAFtQ8Ia43/ZnpMITH70OwjYmLgDsXMEbYhXCo44OQtjmKU95ymYjAwAK2Z/5zcoTl3PPPTfRIQBsQcEbYhXOOeec5lF/5CMfiQ7CrNnx48cXT2dtrrnmmm3EBwCsbX/mNyYuAFCR5m06UXNpNdt4WABAIftz237LW97SnIU87nGPi05KZs3e8Y53LJ7O2tx3333biA8AaLjoootOO+20r3/96/Naw/XXXz9/vVV6mD2eNbv99tubbQCA4dufcsPU90kAoCqLnyX567/+69aLi6fPetaz8n/k5M477wybVfQTK0eOHMmPdtbmnHPOab1S0U/oLOK86aablrYJjyhn8+FYelIuuOCC6MF2vT5Yl156aWaoi2ZnnHHGCpsPwSLUN77xjYlmb37zm8ODap3Wv/qrv9p8vGtZel4mgV6bD8c111yTjjb8qly0bL348MMPbzHwgarglPeyOLsmLnMmLl1tEnnQxGVQTFxCJi45mw+HicuaZgf+0EMPLR4nWj7mMY+JXiqZm+/cI488cvjw4fnjO+64Ix3t7N3bb7+9ddd+3/vet8H4igrT19JmK2w+BPMv8Ouuu27+dPb4tttuizZLbL7B+Ipq/kXbo0ePLq7nlq5Tlrn5QMxCPXny5OJx4lp9wQteEH19g8EV9a53vav1FXfllVemN2n+qeMVNt+hcHKVs8niWm0+Zq6aC72g+WX0zW9+c3JwWZJovPLmOzePdlFhSbQ8//zzJzWXG77yla/MIvzABz7wmc98ZvbgYx/7WLRZ1xFlbj4Q8+AffPDB1h+ub9qbcsM8yD/8wz9Mhzr/evzGN77R+sLM3HwgZkEuSgmvetWrom1OO+20yaMz1/lH0JvbNg283DCL8Mwzz5wtAlu/dqfVputazdl8IH7nd35nHvw//MM/zP6fTaDDNsoNaa1Tf/bZZydaHjt2bBLctTM337lZbLP4F0/T1/Ys/08f/Y1UzRdrKTfcc889zaN7xStekcgD62w+BGH6ika7H+WG5z//+bN70+JpNPL5d/K+93u/d7XNh6MZ3rXXXtvrGk68PkCZ13DXJitsvkOz2N7//vc3ny6KSolN7r333sVj5YaW4Z7szTFxiTJxydl8CExcWkxc0q8PkInL0k1MXBZuvfXWF7/4xYunidP9Pd/zPYs2K2w+BK3YLrzwwui3wZstu75JML+nD9aZZ56ZmFy1Xl84depU382HYBbbE5/4xObTrrv24kgvv/zy6OtDPsy58Ly89a1vDdvMfPGLXwwPKmfzgZh/J6/5SvTsvOc97/noRz+6ONKvfvWrzfYLd91118YjXsPk0V+gs3ia+F7Xon3rtPbafLfC0/rc5z430f51r3vdn/3ZnzXbV/QFux2jG4WjR4/O7lKLp+lLYf610WzQa/Oda8V21llndbX8vu/7vvmDSssNs6/z5sG2vuvbFH09f/MhCJN418Qlunld5Yace/n8gzkrbz4Q119/fWa0izVVy5CPriXzGl6Yfy5gcb/vu/luTQ5+JGH29LOf/ezSTZqPR15uuOGGG/72b/928bTrdN9///2L15sNMjcfiFZsr3zlKz/+8Y9Hmy1atu7aP/7jP37fffcNf6YbhtcV7emnn37bbbfN6wvNU1xRep/Fdumlly6edq21Znfnt73tbceOHVt8JGrx+uzx7K3W68MUnpdm6WTxYtfZzNl8IMLfSR89NS94wQsWBzj/5tbijjB7fOONN/7P//zPvMFrXvOaLYS9msnBb6+ee+656etwcrDi2Xfz3QpP63nnnder/Xd/93fPvxM288ADD2wkyqoM92RviIlLtJmJi4nLMJm4tJi4rLD5bpm4rCnn4wk//MM/3Hyx+XgvP93wile8YvG4dddO9DYoq308YXYHX2fzXZnkfboh3Krr9SH/JG94Xro+3TCbUc+fzu5cibt27Z9ueOMb39jKTtFmsy/2gV/DfT/dsM7muxUGn/h0w1lnndVrKMZpdEMwy25/93d/t3ja9WXftWLJ3HwgWrElyg2Lx10Tl2c84xkDP9K+M48TJ05EF6iZm+/QJK/c0NokMXH5/Oc/XzK+ovLLDYs72X6XG573vOe1Ji7Rj0wPPzX1LTfccsstK2++W2uWG5rmv5qkWGSVyPlQ4SQmf/PhaMUW/WnND33oQ+HB/sAP/MDS3gZltQ8VXnXVVV/+8pdX3nxXWldd5kWYuGsP/GATTxcvNl+fndPEXXsDMZYxm1HnRNv85ZfT7tPXrLkMUK9r+DOf+czjH//4lTffuVlsx48fbz5NfCZx6bEM+Ui3ZnRD4PskYTPfJ/F9kmLBlRaeF98nybln+z7JcITB+z5JX61rPlyEh8vvrpt4dPPhmMW2+CMa047TvR/lhtV+ZdLirr2Xv3Ep3Krr9cU4DNDznve82dlZPI0exfyXE73pTW+aP/3ABz6waJaz+XA0w3vve9+bOGXNx5XetfOv4fCt1b4EdmUW27/+6782n3b9xqW77rpr9u6TnvSkdG+F46vQGIfAxKXJxGXlzXfFxKXFxCVsY+IyHCYu65uf4vlP9jXzVc7XSGLzYZpH+0M/9EOJuUdT85sEk0d/UO7BBx8Mpy4DNP+e9nXXXffZz3529uDDH/7w/PVm5LPE/tznPvfOO+9s/QhkYvNhmgd/7NixVnn0/PPPv/HGGxdtPvWpT82mbS9/+cubBzt7cNZZZ83ear0+WPMg/+iP/ij8Slw8vvrqq+fHe8MNN8wePPaxj126+TBNHv07UPOY/+AP/mDxYniTOnr06Cz/LF6/+eabJ4/+vsy777573uBP/uRPdnAA2WYRPuYxj3n44YdbnyicHPzc6J/+6Z9GT1zX5gP0ohe9aH5G3v72t08O/j2p6M2ltfnslSuuuGJxWu+///5tBD1sgz7fGzI5+NPOOe3X2XyHjh8/vvgdY/PfALx0k65PNzzzmc8c+MH2XX40f5hihc136MlPfvIsvH/7t3+bP509vvXWW9ObJI5o9vrnPve5wiGWM1uYLSKfpeycv+DdfJy5+UBMsv+C9+LuNXt8ySWXRNsM+Rp+5zvf2fqKe+1rX9vVODyQXpvvXDjv7Go5X4c88sgjXQ3uvffeIZ/WjZp8W+vFrsY5mw/TfC6ef7CtcsPC8Asr00bAn/nMZ1ovzh+/6U1vah5UzuaDFT2KVrlhYbbYDjes5Rr+0R/90Zxr+LrrrgsPNrH5MC1C/cu//MvWi9Fmi1fm5YaF2ep0azGvrOu0NssNiRNX0WldlJDS1/AkVuis7gt2C0Y6CjnXUOL1iq4hE5fmsZu4TCvMgyYu0WNvvWjiMmQmLgDAOJm7AAAAAIUpNwAAAACFKTcAAAAAhSk3AABAMa2/eDV99PewvOtd72o+LfvbWLbzu13y91IwHr+2BqrmCxgqYOJi4gJARZr3muuvv751m549vvnmmze0u4Javyk8cy/Ff7/4K1/5yrIdAltj2g11CMsNrT8j8pSnPGVzuytltYnLyZMnb7jhhlIxXHzxxaW6AoCoSy65ZPFnqr/ne74nLDc0Gx86dOi0007L73zWeLbJxz/+8a4O56+cddZZ4bb/+7//O7sX33fffWH7Sy+9tPVi9K792Mc+dvbgX/7lX7rC6zWFuPDCC5vtzzzzzHAofJ8A6uWrF+pg4pLJxAWAIVjca2YP/vZv/3b2/5EjR2ZPjx49+v3f//3zt174whc22zc36epq8fjUqVPR9q1+5judPz7jjDOibRaPb7zxxtnjP//zP58/De/ai5bPec5zrrzyyvCoH/e4xzWDmc0cuqYrrRhm85DE4Tf/PjRQEXNuqMPdd9/9gz/4g/PH85X/7P/3vve9i1fmD84777xJw2wu0mowt+jqm9/8ZrP9okHz8RVXXNHVpmlRjPja177Wems+cQk7mTz6oYyw56Zrr702f+LykY98pNnbfO4y86xnPavZZ9e+AKCU+b3mM5/5zPzBE57whPmDyy67LPqTFC9+8YsXt6fZ7ezv/u7v5o/vuOOO5n3z5MmTzV3M7rnT4G64eHzmmWdG1/D33Xdf8/W///u/b26eKDc0nx4+fDh61Pl37Te/+c3RrSYHf9hk9vRJT3pSuC9g+My5oRomLlMTFwAqMbvXzD9wt7j3zW9MzdvT7/7u77YK9Pfcc0+z8fTb3/lfPG655JJLpsHdsOXuu++eBvfc6N182ueuHa3d97prd201e/y2t72t+XTxuQygLsoNUI3Z7fY///M/v/d7v3d+S77uuuvCicvcaaedtphkfOtb31ps3ny39eLi6e/93u+1Xm/+DMVsPZ/Ytuv1IUxcWhUQExcANmpxI178IMDs8UMPPdS6PS1usm9605ta5YYf/dEfvfrqq5sV8+iNsvX6BRdcsLTNdPB37Va5wTcJoFLKDVCNie+T+D4JAJVY3DQXr5xzzjmXX3556/b0hS98Yf74/PPPb921wx5yyg05baYH79r/8R//0Xx9nbt2r9/d0HycvmtfffXV0YMCBk65Aaph4jI1cQGgEv/93/89adT358Lb08yDDz741Kc+dX6DW9y1w8bTR3/qcPbKX/zFXxw7duxv/uZvooX++VbXX3/917/+9WYPXffcF73oRZODXv/61ze7WtpDS3jXfvrTnz4LeN7VnXfe2RVz82nrrh3dETB8vnqhGs9+9rNb9+O3v/3t4R36Va961eJxc+Lye7/3e/NXmn8yc/b03HPPDffV6vMf//Ef022mB8sNrc0X5Yb0TCU6n3jve9+7iXJDuCMAKGt2u3n1q1/deuX7vu/7Wq/Mvfvd715abph54xvfuNjkgx/84KJls83ZZ5+9aPPwww9H2zSffvnLX543vummm2b/v+td75q/Pv+FTX3LDc1vLczv2ovpx/XXXx/tLX3Xnv+YJ1Ajc26oiYmLiQsAbE6Rivyik9Y3CXYVD7ArvoCBzZpNFE6cOLFOD6dOnfrEJz4xf7z+xOXZz372OpsDwD75gz/4g0nDLbfcUrDz9e/aQNV8/QOFmbgAAABm7UBh9957b7PcULZz5QYAAKiCWTsAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMAAABQmHIDAAAAUJhyAwAAAFCYcgMwOqeffvpkMrnhhhvSzX7iJ37i8OHDV1555XaiAgCAfaLcAIzI4x//+MlB0WYnT55c2gYAAEgwjQbGq6uUMHv9u77ru5Y2AwAAuphDA+OVKDfccccdzadLf/ICAABoUm4ARirxgxKt12dPzzvvvK0EBQAAe0K5ARipyWRy4YUXdr3Venr22Wd3tQSA7Sh/LwTYJGkLGKMLL7zwyJEjXe9OgnLDd3/3d6+/076TxY3OLPt2vun2G+1c8KUIvlT7TXde70gKvlQwAEMgbQGjM5uxnXbaaekGzV/WMHt6++23F9mvckMRgi/YfqOdC35Xndc7koIvFQzAEEhbwLi8+tWvPnToULrNbErXbFNqhqfcUIrgC7bfaOeC31Xn9Y6k4EsFAzAE0hYwImeeeebkoMVb0adl547KDaUIvmD7jXYu+F11Xu9ICr5UMABDIG0BxN11112vfOUrH3rooVIdKjeUIviC7TfaueB31Xm9Iyn4UsEADIG0BbAlyg2lCL5g+412LvhddV7vSAq+VDAAQyBtAWyJckMpgi/YfqOdC35Xndc7koIvFQzAEEhbAFui3FCK4Au232jngt9V5/WOpOBLBQMwBNIWwJYoN5Qi+ILtN9q54HfVeb0jKfhSwQAMgbQFsCXKDaUIvmD7jXYu+F11Xu9ICr5UMABDIG0BsNyoprmjOtjxGM9p3fSil11xWoHqSFsALDeqae6oDnY8xnNalRv2ldMKVEfaAmC5UU1zR3Ww4zGe06rcsK+cVqA60hYAy41qmjuqgx2P8ZxW5YZ95bQC1ZG2AFhuVNPcUR3seIzntCo37CunFaiOtAXAcqOa5o7qYMdjPKdVuWFfOa1AdaQtAJYb1TR3VAc7HuM5rcoN+8ppBaojbQGw3KimuaM62PEYz2lVbthXTitQHWkLgOVGNc0d1cGOx3hOq3LDvnJagepIWwCrmyTtOjoAapK+p7itANWRtgBWZ14IQCnKDcCekbYAAGDolBuA6khbAAAwdMoNQHWkLQAAGDrlBqA60hYAAAydcgNQHWkLAACGTrkBqI60BQAAQ6fcAFRH2gIAgKFTbgCqI20BAMDQKTcA1ZG2AABg6JQbgOpIWwAAMHTKDUB1pC0AABg65QagOtIWAAAMnXIDUB1pCwAAhk65AaiOtAUUdssttzzucY+bzYp+8zd/c9exAMCeUG4AqiNtAeX90z/90+RRV1111a5jAYB9oNwAVEfaAjbisssum1ccHnjggV3HAgDVU24AqiNtARtx8803n3HGGbO50a/92q/tOhYAqJ5yA1AdaQvYlLvvvvuxj33sbHr00z/907uOBQDqptwAVEfaAjboZS972fxHKnYdCADUzc0UqI60BfTzqU996vnPf/4k8NKXvjTafv7u3XffveU4tyMch6ZdRwdATdL3FLcVoDrSFtDDv/zLvxw5cmQx7znnnHOa06CvfOUr4Sbzt17/+tdvP9otMC8EoBTlBmDPSFtAD/PfxTDzS7/0S5/4xCdmrzzwwAOXXHLJ/MUXvOAFjzzySGuTw4cPz9762Z/92V3ECwB7QrkBqI60BeS69dZb52WFl7zkJa23PvjBD87feuELX9h665d/+Zfnb910003bihQA9o1yA1AdaQvI9Vu/9VvzwsE111zTeuvkyZMXX3zxC1/4wp//+Z9vvXXllVfOt7r66qu3FSkA7BvlBqA60haQ5eTJk/Pf2vCEJzyh14aLz0T8wi/8woZiA4C9p9wAVEfaArLcc88986rBc5/73F4b3nffffMNf+7nfm5DsQHA3lNuAKojbQFZ/v3f/31eNfipn/qpvtueeeaZsw0vu+yyTQQGAGOg3ABUR9oCsnzxi19c/PmJvtueccYZyg0AsA7lBqA60haQZfHDFBdffHGvDU+cODHf8Cd/8ic3ExoA7D/lBqA60haQ60UvetG8cHDzzTeH737ta1/7wqNar992223zrX7xF39xG1ECwD5SbgCqI20BuRZ/CPP3f//3w3d/6qd+avbWoUOHWq//8z//83yr3/7t395GlACwj5QbgOpIW0APk287efLk4sWHHnroZ37mZ+avX3XVVa1NfuVXfmX+1mc/+9ntBgsA+0O5AaiOtAX0cOTIkXnt4PLLL3/Pe94zffR3OlxyySXzF5///OefOHGitcmP/MiPzN76ru/6rmaFAgDoRbkBqI60BfTzyU9+8rLLLpsEXvrSl0bbz999/etfv+U4AWCfKDcA1ZG2gN5OnTr1q7/6q895znNOP/30884779d//dc/9alPdTWelxvuvvvubUYIAHtGuQGojrQFbNBXv/rVeblh14EAQN3cTIHqSFvAptxzzz3nn3/+bHr0kpe8ZNexAEDdlBuA6khbwKb8xm/8xmxudPjwYX+TAgDWpNwAVEfaAjbix3/8x+c/RnH//ffvOhYAqJ5yA1AdaQvYiHmt4fTTT991IACwD5QbgOpIW0Bht95663nnnTebFb3sZS/bdSwbF/5B0KZdRwdATdL3FLcVoDrSFsDqzAsBKEW5Adgz0hYAAAydcgNQHWkLAACGTrkBqI60BQAAQ6fcAFRH2gIAgKFTbgCqI20BAMDQKTcA1ZG2AABg6JQbgOpIWwAAMHTKDUB1pC0AABg65QagOtIWAAAMnXIDUB1pCwAAhk65AaiOtAUAAEOn3ABUR9oCAIChU24AqiNtAQDA0Ck3ANWRtgAAYOiUG4DqSFsAADB0yg1AdaQtAAAYOuUGoDrSFgAADJ1yA1AdaQsAAIZOuQGojrQFAABDp9wAVEfaAljdJGnX0QFQk/Q9xW0FqI60BbA680IASlFuAPaMtAUAAEOn3ABUR9oCAIChU24AqiNtAQDA0Ck3ANWRtgAAYOiUG4DqSFsAADB0yg1AdaQtAAAYOuUGoDrSFgAADJ1yA1AdaQsAAIZOuQGojrQFAABDp9wAVEfaAgCAoVNuAKojbQEAwNApNwDVkbYAAGDolBuA6khbAAAwdMoNQHWkLQAAGDrlBqA60hYAAAydcgNQHWkLGJcf+7Efmzwq0WZy0AMPPLC18AAgSrkBqI60BYzLbLp28cUXn3baaek2hw4d2lpIALCUcgNQHWkLGCPlBgDqotwAVEfaAsYop9zwH//xH3feeefWQgKABOUGoDrSFjBG6XLDueeeO3/w1a9+dTa9e93rXtfVcrKGwocEQA3cOIDxkLaAMUqXG1rM8ADYOTcjoDrSFjBGyg0A1MXNCKiOtAWMkXIDAHVxMwKqI20BYxSWG7p+LPbpT3+6GR4AO+dmBFRH2gLG5fzzzz+7YfF68+mRI0cOHTo0m9gdPnz43e9+944iBYDvUG4AqiNtAQDA0Ck3ANWRtgAAYOiUG4DqSFsAADB0yg1AdaQtAAAYOuUGoDrSFgAADJ1yA1AdaQsAAIZOuQGojrQFAABDp9wAVEfaAgCAoVNuAKojbQEAwNApNwDVkbYAAGDolBuA6khbAAAwdMoNQHWkLQAAGDrlBqA60hYAAAydcgNQHWkLAACGTrkBqI60BQAAQ6fcAFRH2gJY3SRp19EBUJP0PcVtBaiOtAUAAEOn3ABUR9oCAIChU24AqiNtAQDA0Ck3ANWRtgAAYOiUG4DqSFsAADB0yg1AdaQtAAAYOuUGoDrSFgAADJ1yA1AdaQsAAIZOuQGojrQFAABDp9wAVEfaAgCAoVNuAKojbQEAwNApNwDVkbYAAGDolBuA6khbAAAwdMoNQHWkLQDggMmjdh0FlLQHl/QeHAIwNtIWAHCAcgP7Z0OX9Da/UnxVAtWRtgCAA5Qb2D/KDQDbJ20BAAcoN7B/NnFJb/QrJezcVyVQHWkLADhAuYH9o9wAsH3SFgBwgHID+6e6H6ZQbgD2gLQFAByg3MD+KX5JT76tbLet/luvbGhfABsibQGsbpK06+hgRS5g9s/myg0Fe07fU3xVAtWRtgCAAyxs2Cfzi3lD5YZN9Nzqv/nKJnYEsDnSFgBwgHLDfnAS55QbAHZF2gIADlBu2A9O4lzZosCiH+UGgKWkLQDgAOWG/eAkzik3AOyKtAUAHKDcsB/GfBKbx1683LDoULkBIE3aAgAOUG7YDxtdDA9c8xpWbgDYFWkLADjAX93bDysshodw0ovEsLm1unIDQD5pCwA4QLlh+HLOzgrncQgnfS/LDSvsXbkB2APSFgBwgHJDERsdQOWGpZ206gLKDQDbJ20BAAcoN6xv0wOo3LC0k6rLDdGYh3B2AHqRtgCAAyYNu46lVpsewNGWG3odeKvcUOSMrFxu6HsilBuAPSBtAQAHKDesT7lh5Z7LlhtCmWFkdt4rpNX2stiFr0egOtIWAHCAcsP6hl9uiL6+oYB7DYVyw1S5AdgX0hYAcIByw/paa8XiI7m5ckNmqM1mSzdpdru0mtAr7MRRDKTcsNo10NpKuQGolLQFAByg3LA+5YaubsPGrXcLlhumsdJDOtR0z9EIlRsAukhbAMAByg3rU27o6nZr5YawQ+UGgC2TtgCAAza3SB6PlVe5+f3nx9D1Vq9NEgEMqtwQbj7wckNYSmhWGZQbgKpJWwDAd4RLHVaw3+WGcD2fH0m6QLBCuSH6yhDKDVd8+vhUuQEYN2kLAPgO5YYiVis3rL8YjsbQ9VavTaKb92rftWZuvZvuM1pHSB/CCiciGmfYW7rlFZ8+Pvu39KspHJZ549bmiR0BDJa0BQB8R2vht+twajUJZG6V339+DF1v9dokunmv9l2Nm68vHbFoHSF9CCuciOlmyg1dYx49LuUGYA9IWwCrmyTtOjpYRWvht+twarVaQkg0CxfVvWKYHjyhiaVvTrStPnPaJxq3XkyvzJe2DF/sepwTc1cMrcEMm82LBYuSwcL8lXBHrSHqkhk8wEBIWwDAd0RXp+NR6pBXWygmmoWL6l4xTLdbbohG2zUarVcSMeS0DF/sepzeXdcghEcRbdksNzQrDpnlhnDbREgAgyVtAQDfEV2djsdqh5xY9GYu4JfuPbqAz+ktekLT6/mlnbf6zCkBTGML9dYmS0csc19hs+jj9CF3DUK6/7lWrWFRMmi+0tp8otwA7CNpCwD4jujqdDxWO+S+C+zMvSfWtDkdts5jM4z0en5pwK0FcKIE0Hza1Xn4bjq8dKjhi4lhjLbvajnX/JUKi5atCkJYbuj61xrDeSTRakUiJIDBkrYAgO+Irk6rk7Nm7tpw5d2F/WSu3rv2nlgn53TYOo/hWr3rQJYG3OwzjDNaFEh0Hr6bDi8MNRFAGF7XIYevh690fTxh5XJDOJKTWLmhWZgAqIi0BdRqPi07/fTTm7PP3YYEeyC6Oq3UCvGvdsg5S+gV9t61Vs/sMLoyn3YvsNMBN1+MdhUNr9UgeqTROBPhRRtPDl60if67Dnn+NFpQCN8q+2968IJJ1CbCMQEYMmkLqNVs4nXixIkLL7ywOZXcbUiwB8KV20b3slEr7GK1qMLDCVfgK+w9sZjP6TC6Mp8GC+zoHtPL8mhX0fBaDbqONNx7OoDogCzd19Juu2oBXW/l1BFW+KSDcgOwN6QtoFave93rZv8/85nPbE4ldxoR7INwSbnRvWzUCrtYLarwcMIV+Ap7TyzmczpsLbnDM5tYe6ffavUQvjUJigLNxtFdh/10vbt0cMJjb27S/EDBwuY+trBO8WIa/EHNpScdYFCkLaBWZ5111lS5AUoLF6UFe27uYoXO+26yhV0stpoElYJpbPWe7j/spGtFnTOArSV3eGYTS/r0W+Haviu2VrPW/+lddL0bxhkNKRyH+butTxO0Xsz8GEJms/lOo/UC5QZgDKQtoFazideDDz540UUXzWdg5557rqkYrK+1hCvbc3MXK3Ted5ON7mISLObDp9Hld/7eEyvqnAEMQ2qd2bCHROfRAJbG1txR+H9XkOkAWsWC6IatbucPinxgoRlD+jMLzdiuaPysRFO61jBVbgAqJ20BFWvOL5/2tKftOhyoTHT10lrCFd9dYj2Z00POVtGlbK8g+7ZsBRZdBuf0H10kR1fUS4ei9W5027CHROfhttHDjB5v1//hIScGav5uYknfdWjzx/kFhVYwYa2hFcliX9HCRGuUuk5WIgzlBqBe0hZQt29961tHjx49duzYrgOBynQtfprrvbLLm3BluEIPOVsllqz52/Zq2Qosug7P6T9cJE9j45YzgK13o9uGnSQ6T2yeiG3RIPp/eMit18P1f/onDpohNbvtW2sIByd6gFcc/PuUk46f1EiMduLQWn2G5xRg+KQtoFbPe97zmk/f8573tF4BEqJLyukAyg2JnWaGFF3K9gqyV8vwcKIrzKUHPg0Wyc0HrT6XDkW4sm1qLc6jzcIOw3fDkKKfPpgGf2Ayeo6aPYdr77Dzlf9F44wORfTYo6e7FXxXy+g5CkcvfCvcHGD4pC2gVtHZ8E4igRpFl5TTjhVvqT1OM1bLiZ0mtor2sEL8+ZtEF4TNV6bdS9ZEn2Hwra4yBzBc2bYWtNHP5yc6nxzU9Va0/+iCv3WYK9QIVq41NKNNH1T0hEZPd9e5nnR/QUXbKzcA+0TaAmr1hje8ofWKqRjkiy4ppxsuN7SWbb0CS7/VatZ60CvIvi3DtWX0MBPL2ubjMPhon0tHKdzL0h8fiHbeFX/4cwelPnqwuX+JkxUecnQQosPbdd6jLVu7iI5ta9fN16NnHGCwpC2gVueff37rFVMxyNe1Xo2ujgruMVxQTWPrq654ckKKrhLzg8xsE10rdq1dp8GSMrrHrg2nwVI2DCO9l6Xr8K7No/G3NpzsotbQ2unSMKInK3HI0UEIT1PiHIUnItxFdNjDSyJ6rgGGT9oCatWaeL3tbW8zFYNQ19dFuGQK25f9mgrXeNFgulZo+SF1rRIzg8xp07Ww7Fq7ToMl5TRYc06DcWg161rTRmNrvb5CuSGMdm7Ln0foqjWEhzn59scu8g8wfV66BnMSXCTRTboiDE99GFIYcHS/AAMnbQG1+q//+q/WlO7UqVO7DgoGp2uJEi6iwvbrLG+iS7LWGi8aTNcKLR12dNf5LROvRLfKEQYTfSs89rBZdKxazbr2Mu34A435C/tFz/k1gq7e0m91DUVOrSHz3CWGMXpewr109TaNnb6uzRfvtoLpijM/EoBBkbaAuj35yU8+44wznv/85+86EBio6HJ0umwhFN12nf1ODy6PW3sP15lL48/ZdX7LxCvRrXKEwYRvJV6JDkizBBBdgoabd63q1/+IwdLPEXRVLqYd56hrKJQb8iMBGBRpCwD2WXQ5Ol22EIpum7/HaOeJZVi4zlwafzqAzPijQaafZooG03q3uXKO9t98MfEzBWGE6XLAYqv8IkJODSJ6Tps1iK5hiQ54ayjC+KPHPs222Dw64Im9dPU2Da7waffl2myTaDbtuCQAaiFtARV75zvfaSoGXVpLmsWLOQuh8HGv/UY7by3GJsHSNHyciD8dQGb80SDTTzNFg2m+G36vPuy/uWHXsj+MMFEj6IphhVrDXPQommFPG3/DomtYogMeDunmyg3T4ApM7KWrt2lwhU+7L9dmm0Sz6FYAFZG2gFrNJl433HDDzmNI2G1s0LUki66mWsukReP8fbV2Gm4b3V0rquhb0fhzgskPO4w8HI1E+8SXfzgyiQ8prLn4T/cwCZbE04PlidZBJT4cER3J9InrGvmcZmHM0Wss/7xPgwu+1X9iL+k4lwYTvbqawWReVwBVkLaAWl1wwQW7DgEGrWtJFl1NRZc0+cubpUvBVjzhjsKlVzSGnEXXCmFPYyu96N4T7dNjuHireLnhiuSvYGztohXh0hMR7SE6kukTF22f06wr5vBKyD/v0QBaD7r2ko5zaTA5ZyG9F4CKSFtArV7zmtfsOgTYvcQKpGtJFl1NRRdX+cubpUvBVjzhjrqWXl3x5wSTE3Y08kSc4eFMHl2Th9uG+0qXA/IrC2Hjad4fgIweUfpEtI6ua3j7Xjzp3lqdtDrvGuf88x4NoPUgfTYT0aaDSRxRr/4BqiBtAbWaTbz+9V//dddRwI4lViDhkmYaLDvDp5mdd4URLtLCt6bB+iqx9ApDWhpVr7CjkUfjjI5P9EME4eul/jUPMKdleKRLRz4xIIselg7m0rOwtLdmJ4nAwsaZwgBaD7r2sjTadDCJI+rVP0AVpC2gVl1TYVhHdVdRIuBwSTMNlp3h08zOwx1Ng6/KVifh7sIeom9F95WOZ2mo6cijcUbHZ+XCwQrbtg4w0UPiwHuNfNeYZI5t11loxZNuNg0uzlY8mXvMDyC8JPL7XBpM4oh69Q9QBWkLAP6fXkuLnXQY3UV6780lzTRYdoZPMzsPdzQNFqitTsLdhT1E34ruKx1P+OIVB/8GZDry8EDC8Vmn0LAIsqtB5mF2dZ4Yll4j3zUUXf0nTlxX46WHOY1dydEhyukqJ4Dwksjvdmkw0cspcy+rRQKwQ9IWAPw/Ky8tineYv1V6edla0kwPrrJaa8he67fokjVcmjZbhrsLe4i+FR5UV1RdYS++59+130lSK/g1fxpi0WG0q3AA04cZ7TzRPj3yrfZdQ5Ez8un4c3oLIwkD69p7Zp/p3WWeiK5OEq9Hj2jlPgEGS9oCKnbfffetPylksLZ/QotfRcXXKmHn6bVfuJhMrCEz129hy7CTVs+JeFo9TINBi8a/dGSaTxPf/5/31rXabx3F0jpC+ocawgMJuw33u/Qw5z10HXu0feLctdqnT2jXLnLk9NbVbdcQ5e89vaPEhdq3q/xdrDAOAMMnbQG16poKsze2f0KLX0Urd5i59kj3H101JdaQmeu3sGWrk1ab1poquopLLL2i8S8dmcXjpb8EoevzBX1/OKK1u0RUzWGZlCg3RIcrv33XwCYulfQucuQfZthtr217Ca/ecO+9uoq+vnLwxY8XYNOkLaBWs4nXtdde25wR/tAP/dBuQ6Ks7c+tiy9genXYd4WzdNESXTWFS8foEisRRtgyXJG2ek7EE77V1Sw9OF3f4U+XG9b5sYiun1+I1hrCcWi+2PXBimg/YbetkUy0jLaPvj4NTmt4QhPHmBl25mEmAsvcXX5U0+SF2rer6OsrB1/8eAE2TdoCavXHf/zH00enX8eOHZu/Yiq2Z8qe0Jz5ffEFTK8O+65wli5aoqumcOkYriebPUR/KKDVMtpDcxeJeMK3WhuG7VtBrl8yWLnQ0Es4Ml0DuPTMhtt29RwGED13S6NqHcLSY8wPO2eTpYGVssL4J7pauotSfQIMlrQF1OpVr3rV9NHp16c//en5K6ZieyZ6Qlc+yznz++ILmL5rqvx13bSxbsls0FxVthaZXUugSeOj/on9RnsIjz0aT7SH5oZhz8U/obDpQkPreKPjHJXZbaLnMIDouVsaVesQlh5jfuS9Nllnd5kd9h3/RFdLd1GqT4DBkraAWs0nXtddd12p2SFDEz2hK5/lFVZi62uu5XpFmN9+6XG1+mxtNQk0N4+usaOr0GgPrWMPt4r2mYh5zQJB17vN0Wi9vgij2WxNYT/Rc7FCbzkbRvce3ekKwfSyuZ5XVvB4uzpZp/+hDRfAUtIWUKuHHnpo/uC1r33tfAJ344037jYkyorOrdeZqSe2ba73Vus/vdOcbruW4un2S4+ra+keXeK2ulq/3BBtFh5jGFUY83SNDzIseuuqNSx2FNYgMoc6X9hP9Fys0FvOhmGDxE4LHnU0kg31vLKCIXX1s84uhjZcAEtJW0Ctrr/++tYrP/zDP7yTSNiQrvXPyr0lemgta0sJ1885jTMjyV+aNmNobZXYaWLR3trv5OAyPhph+JGBRGlgstIHGVrHG30cHm/rla7Xy14bXRdh/jkNt5pmXzbpTsLGBQ984Aqe5a5+1tnFeE4EsDekLaBWV199desVU7E9k1j/rNZbs9tWP/mrtb47zV+whevbnPa9WoZbJXaaX27IabnyBxP61hpao916HB5v65Xo4GeOc75oV60TlN9V9Gz23XV027JfDsNX8Cx39bPOLsZ2OoA9IG0BtVJu2Htl1z/hIjN8t+ySstlhTreJlX+i/Qotuxaora4SHz1o7Xdpy+LFhcnBn60Ij7frcXi8rVeig585zvmiXYVnJ7Or6Nnsu+votmW/HIav4Fnu6medXYztdAB7QNoC6jPplr9tos3x48d79cmGlF3/hIvM8N3iZ3yFi7MrwnTn6catZq1NWiMzf5z+SYeFTX9mIfG5idYBdj1tHWn0aWsotvCFH+0/eiJ6dbhy5F1X0abHYYBKHXJXP+tcXSM8HUDtpC2gPpOYV7ziFadOnVq67XOe85zZ/6eddtrS/k+ePDl7fO+995rh7UrZ9U/XmrP5bvF1ZrigXdq4K8J05+mBajWLrrGbAaRX+/NmxcsH6QatTzFET1/i2FvjEB2W6cYug1C0//BE9O1w5chzrqKRKHXIXf2sc3WN8HQAtZO2gDFaWm646667mk8//OEPbz4o2qJFgZVXRF1L0Oa7xdeZ6YpAtOW0e+3Xq/Po0IX9t9b8zRdX+wGHxOatOMMz0gyg1SZ6vnKeNnfaGqtw9DZ0GYSi/a+z00XkK2++haNmqtwAjIy0BdTqec97XvPpe97zntYrCUvLDa2nl156ad/wWF84L89ZVyd6S/fc1f860hWBRMucSNKNo0PXPMxJ9icUphkFiGYMiQatsxA9luhRdL2+9Gmzz9Yuwp1u6DIIRftfZ6eLyFfefAtHzVS5ARgZaQuo1XOf+9zWK/lTsb7lhnPOOaer5coyQ917idGILj7DxpmD2bUEbb5b/NTkn/oVLpJE465XJv0/vLDoIf2zFV0BTx4takxjC9rwjKTHp+tp19kM323tIjHCZS+DLci8Zja0OfmiX+n5dh0+QD/SFlCrN7zhDa1X8qdifcsNF1xwQa/YyJdeYU4Ofs822rjgArX4hD5/wbDC0iLRuOuVSc/fudDspOt3LqQDnnQs9aexM5Ien66nXWczfLe1i7LnumqZlxzrW2ecnSCgOtIWUKvzzz+/9Ur+VKxvueGqq67qFRv5lq7ApxnlhvRCN3waLjsnVZUbmtFG20dX4JOetYbpwUGLfuQhM+CukFqdpDfveproOXy3dd4TexyVnFNAEeuMsxMEVEfaAmq1dH2VkPOXKZpPV4uQHEtX4NOVyg3hGji8Wpr9Z66ZW7vIaRPKbxmuoptVgGbwq/1yx1ZNoVVKCI8xjCp/6KKH09VtdPOup4mew3dbJz2xx1Hpe/GzE04QUB1pC6jVf/3Xf7WWOjl/CHMuLDc0p9rnnHPO7PETnvCE2eNDhw695S1vKRg2LUtX4NMS5YbEInnaZ83c2sXStyYxiYNNN24VCCbrlRuaQeYcYzSq/KELG4SjlN48HVjmuyuc6PEwJgPnBAHVkbYA4k6ePHn06NFdR7H/Mlfg0+6VbbSH6LZ9e14a+dKwo9JbhU/nD7rqBet/qCHzGBODv4gz3dVk8+WGMJJWeCuc6DHIOYPsnBMEVEfaAup2991333bbbbuOgtXlrMDDhWLXajO9bfTdUH7kS8PO77/1biv4lX9WIlpoSMffdYyJwZ/sqNwQhhRG0gpvhRM9BjlnkJ1zgoDqSFtAreYLhqc97WmtlQZVaK39utrkLNrDp13b9u055xD6hj0JFsbNTytM1vjAQrOaEI0tOlCZx7h0JJd2GI5t2HlOJNF4wlGNtgyfMpdzBtk5JwiojrQF1Go+8brwwgtbKw2q0Fr7dbVZumifdqyiczZZ2nPOISwNO/pKM85SH1sIO48Glnl0rX5yBj/debj3sPOcSMJNoqMatgzPRWJ3YxOOGwPkBAHVkbaAWr34xS+e/f+MZzwjc7XDoLTWfl1tElqddPWcWCQnes4/hK6wwwet/idrf5AhrDWkvxZ6HV2rn/RIpgeka+9h5zmRhJuEMXSd62gDpoalEk4QUB1pC6jVfOL1zGc+M3O1w6C01uFdbRKmwUoy2nO4Iu3qubl5/iF0hR0+mKz9QYZEzDlHkRjqpccY3e80ttRPdNVq0NqwV2xdJzfsKrwS8vcyHoalCk4TUB1pC6jVbOL12te+9qKLLoquJxm4ruVrok1ac6tpbKnftQRNLEfTf8Fh0rHMjq5+JyV+aCJ91OF+o+MZPZYuzQ4T+83sKhyoRLT5HUYftJpF34K6uHqB6khbQMXe8IY3LBYS3/jGN3YdDv1El69dDcLlbtfaO7oEjS6Su7qdt2mt86OBNffYfLf5OPP3O0aHIn3I+SElXkxrDUvXSPbtNhrzaj1M88oNK+8ChsOVDFRH2gJgN6KLw9a7XevtrgbTEuWGxF98CDdvxj9/pdm419+SCBfGXYefaNkchHBI02ckuknX+Dcb9O02GvNqPUxjw1IqQhgUVzJQHWkLgB3rWhtHl5Fda+9Jd7lhGqw5w20XDZbWBabZn1no+oGIZgytQZhsstywskTP6yzmowfSt4ewt4IRwqC4koHqSFtAZboWihYV9QpPXNfJTay9J3nlhsTvQZhkFBHmu1jzly80j7E1CImhCA+5q1m0n3UkvrjW+bpb/8t2klFugL3h2gaqI20BlYmuEi0zqpZYY7dObmLtPekuNywepH/zYv5nE9apNUyS5YauwYkecnTE0r2tJvHFtc6O1v+ynSg3MCaubaA60hZQmcV8661vfetuI6GU6Bw6UU3oKje0VuaL9jklgLDZIpKVP8twRfB7GdYsN0y7F9U1lhvSPWdu3urKeow95vIGqiNtAZVZzLeuvvrq3UZCKRstN6xZKejbQ9eKd1/LDbvtWbmBUXF5A9WRtoDKfOhDH4quM6006hWunKf9yw3TgwvOZvuwjpDzExPNeMJOmi1zrsPEgUQHIRyNrn5ar4c9D9macU6UGxgTlzdQHWkLqE+4urPSqFq4cp6uVG5ovdt8pfWZhRXKDZOOX/2QCDXaSRhqdBC6hqhrL80Xx/OFMFFuYExc3kB1pC2gVl/60pd2HYLfW/kdBY83sZCedpQbwh6a7cNuo+WD5q9aSPTW+o0PYSTRoVh6kWQOYPoCSwSwl8JzOp5jZy8lbigub6BG0hYABRScBy8tH0QX+V3t090u/m/+soawENDae1hfaD2NHlR68ZA5gDkLj3GuSazH2Hsub6A60hZQseYC49xzzzUV26Feg59uvPTd1coNXTtaunm63BCtPnSFXarckG4/zi8EtQb2niscqI60BdRqNvE6ceLEhRde2FwK7jakMdunckPrxcQuCpYbMuVsNc4vBOUG9p4rHKiOtAXU6ilPecrsf+WGgdhauaHZrNJyQ/Pp0iCj/Sxt07fbPaDcwN5zhQPVkbaAWp111lmz/5/5zGcqNwyBcsMK5YalEXb1s7TNCj3XTrmBvecKB6ojbQG1mk28HnzwwYsuumjidzcMQK/FXpFyw7T7MwLbLDdMY6WERKibLjeMdtU92gNnPFzhQHWkLaBizSXc0572tF2HU40iC7NWJ/l95iyYVw6jVzBLqwPp3sI2yg07NNoDZzxc4UB1pC2gbt/61reOHj167NixXQdSE+WG5o7WLDeEzXKOTrmhuNEeOOPhCgeqI20BjM7elxsyO0lXB/qWG5Z22Gqj3FDWaA+c8XCFA9WRtoA9YbGRb8vlhtbrSz+PUKTckLltzrvKDbUY7YEzEq5woDrSFlCfScPs6eWXXz5/fPvtt+86tDooN+TsaGm5IXxLuWG3RnvgjIQrHKiOtAXUZzHl+vKXvzx7/KQnPWm38VRHuSFnR5nlhvBpTjzKDZsw2gNnJFzhQHWkLaA+d9xxx+Kx6dcKipcb0h2GVYnqyg2ZPfQqN2SFGNtQuaHLaA+ckXCFA9WRtoC6mX6toGC5IedHA5qL8EGVGzJ7zi83bIFyQ8JoD5yRcIUD1ZG2gLqZfq1AuaFXz4MqNyzd6ZjLDbDffGkD1ZG2gPpMuu06tDpsrdzQajOtsNyQU0nZsqXlhq1FAmyTr26gOtIWwOiULTck1uRd5YZESMMpGyk3AIPiqxuojrQFMDq7KjekV+/KDZkGMj7AlvnaB6ojbQGMjnJDjpxyA8DWyEVAdaQtgNEZZrmhVGClKDcAgyIXAdWRtgBWFy65q1ijtkoAK3cSPm122BqK6soN0+5fbAmwCel7ilwEVEfaAhid7ZcbMmfMQ5tPm+IDwyEXAdWRtgBGZ1flhuiG0cAGQrkBGA65CKiOtAUwOl3lhl5zWeUGgG2Si4DqSFsAo6PckGlQwQAjJyMB1ZG2AMalqwowjc1l06WB8GmrkKHcAFCKjARUR9oCGJctlBu6+s/pc1Dz6UEFA4ycjARUR9oC2KXtL7BbhYCcckPYMvFUuQFgE2QkoDrSFsAu7bDcsHjafCtsPFVuABgAGQmojrQFsEtDKze04mmVG7o2nHaUG7oCSMe2wkFtyKCCAUZORgKqI20B7FKvBXavuWZitb9CuSEsIiwtN+SH2gpghQ03ZFDBACMnIwHVkbYAdmlX5YZoM+WGlkEFA4ycjARUR9oC2KUBlhumB2sH0xGXGwCGQ3oEqiNtAezSAMsNYU0hWm5I7Fe5AaA46RGojrQFsEsDKTeEZYXWu9spNwDQRV4FqiNtAexM35W5cgPAaMmrQHWkLYCd2VW5IRpDtKag3AAwEPIqUB1pC2BnhlxuiBYa8ssN+XECkENqBaojbQHszMDLDYkyRHq/5sQAxUmtQHWkLYCd6bsyX782Efag3ABQBakVqI60BbAzwyk3TPvUHQoGCUAmqRWojrQFsLp1luXT/j8ckb+S72rZt9wQ3W86DOUGgNWsWe0FGBppC2BnypYbmu+uVm6YBpPd6H6XznrNiQGKk1qB6khbADszhHLDtFFomAZFh+h+lRsAtk9qBaojbQHsTGsNv7TxTsoN0a2UGwC2TGoFqiNtAexGTnUgbN+r3BCtLKTLDdHNlRsAdk5qBaojbQFsQ/RHElrvTpOzyYrKDcAei+auVoOWRx55ZLsx7ieJF6iOtAWwDekFfPP1zB66GjT7UW4Ailt8+Z88eTKaHML8JmMUYRiB6khbANtQdbkhuq+ut4A99sADDyQKkYkXjx07to349prEC1RH2gLYhiGUG7p6WKHcAIzK7d82zwzh45l5y0SSYU2GEaiOtAWwDQXLDV1tlBuADZlkaLZ82tOettj2S1/6kmRShGEEqiNtAWxDTrkhp5qQaJNTbkhH2BUtwFyYZ0KnTp1amq9YgZEEqiNtAWxDa/2/crkh3DZsEO6u+WI6wmZXprZAyywtHD9+fPE42mbxcxYySVlGEqiOtAWwDZnlhmn3hDJRbgin9euXG5a2B0bigQce+Py3zdLC/MG55577gQ98YP642XieiO66667Wi1/96le3G/UekpOB6khbANuQLjdE24TvKjcA23fttddOkpqNu5KbfLI+YwhUR9oC2IZmpSD9AeOud1ulilZ1YGm5Yel0X7kBSAuzRLSNcsOGGEOgOtIWwDYULDdMg7m7cgOwBYuc8MQnPjGdwT74wQ8uXrn//vtnr1x++eXbCHGvyclAdaQtgG1olhumycV/11J//XJDToTpGIDROnHiROszVtFmi1x09913z55edNFFPtpQimEEqiNtAWxDfrkh3cPisXIDsE1nPyp8HPXNb35znpFOP/30T37yk1sJcP/JyUB1pC2Abaix3ADAcMjMQHWkLYBt2FW5obnHXv33ig2ATZOZgepIWwDbsGa5IVpfaD1tmfYsN4TRAjAcMjNQHWkLYBtW/lDDYvN0uaHrf+UGgP0gMwPVkbYAtmFr5YZwK+UGgD0gMwPVkbYAtkG5AYB1yMxAdaQtgG3YdLmhq2flBoD9IDMD1ZG2ANaVMwXcYblhnf0CMBDSOFAdaQtgXcoNAGyaNA5UR9oCWNfwyw0A1E4+B6ojbQGsa+kUsFkLUG4AYAXyOVAdaQtgXekpYFgaWG0X0XJDs9Cg3ACwx+RzoDrSFsC6BlJuWCE2gBw3ff3kl46ebD5d/Pv8N04++MipxIZLO//3e04mmt1//NQVnz4+/9c37D0jnwPVkbYA1rL01zEU+TWNyg3ADs2W+q++6Xjz6ezf6z73f/+95nPHF+WAsCKQqBEsNvn/buwsJbT6HHnRQT4HqiNtAaxFuQHYe9FyQ9imV7nhU/97Yv7gw187odyQQz4HqiNtAaxFuQHYeznlhplZm9brOdWBrnJD9FMPyg0AFZG2ANai3ADsvcxyw/yt/3Ow5dLOu8oNXR+XuPehzl8Vsd/kc6A60hbAWoZQbkhvuOauAXqVG1o//rC080S54arPR8oNvz/WDzjI50B1pC2AtWyu3BCtL7SeKjcAW7CrcsNbbs36DREjIZ8D1ZG2gNE5duzY5z73uZMnl/95thybW/ArNwADsatywxt8uqFBPgeqI20B43LWWWc99alPnT04/fTTu6Zus9cPHTqU2eGkoavBSpGmyg05+11z7wALuyo3RH93w/8+6Hc3ANRB2gLGpbWG72pTpNyw+ADCSpEqNwBDkVlu+PqxU7PXT5w61Wy5tPOucsPv9/zLmntPPgeqI20BI3LmmWc2p2tf+MIXrrzyyrDZvNxwyy23fPnLX17a5yTQemvlaIuUGwDWl1NumL/Y+rMR65Qbwh2N+Rc3TJUbgApJW8CIhIvzJz/5yV3NMj87oNwA7L1EueHkqVM3f+Pk/JXVPoyg3JBJtgeqI20BIxIuzh/72MfmbJXuULkB2G+zRf7Vt7SX/Yt//+em47d/M/7Ld1stm/WC198ceSusJvzvg6e63hob2R6ojrQFjMjhw4eb07Xjx49fdtllS7eabXLqVPw3k7XW/MoNwF6aLfXve3ikv6BxOGR7oDrSFjAiT3rSk5rTtVe96lUf+9jHlm412+TYsWOJdxd9Fi83dBUypsoNwLZ846FTPlkwBLI9UB1pCxiX2XTtwQcfnD249dZbc0oDT33qU/NneMoNwD7xUwyDItsD1ZG2gHE5fvx4dKEefkhhhcW8cgOwT6749PHf//Txj//3iV0Hwv8l2wPVkbYAitlmuWH9/gGoiIQPVEfaAihmy+UGAMbDXQCojrQFUEyrOqDcAEAp7gJAdaQtgGKUGwDYEHcBoDrSFkBJk8D6XU2VGwBGz10AqI60BVBS+AGHNbtSbgBgqtwAVEjaAiipWRdQbgCgFHcBoDrSFkBhyg0AFOcuAFRH2gIoTLkBgOLcBYDqSFsAhSk3AFCcuwBQHWkLoDDlBgCKcxcAqiNtARSm3ABAce4CQHWkLYDClBsAKM5dAKiOtAVQmHIDAMW5CwDVkbYACttQuaFMcADUyY0AqI60BVBYs9ywZj/KDQDMuREA1ZG2AAorNSNUbgBgwY0AqI60BVCYcgMAxbkRANWRtgAKKzsjVG4AYOpGAFRI2gIoTLkBgOLcCIDqSFsAhSk3AFCcGwFQHWkLoDDlBgCKcyMAqiNtARSm3ABAcW4EQHWkLYDCipcbFn+fAoDRciMAqiNtARSm3ABAcW4EQHWkLYDClBsAKM6NAKiOtAUwaMoNAEyVG4AKSVsAg6bcAMBUuQGokLQFMGhqDQBMlRuACklbAIOm3ADAVLkBqJC0BTBoyg0ATJUbgApJWwCDptwAwFS5AaiQtAUwaMoNAEyVG4AKSVsAADB0yg1AdaQtAAAYOuUGoDrSFgAADJ1yA1AdaQsAAIZOuQGojrQFAABDp9wAVEfaAgCAoVNuAKojbQEAwNApNwDVkbYAAGDolBuA6khbAAAwdMoNQHWkLQAAGDrlBqA60hYAAAydcgNQHWkLAACGTrkBqI60BQAAQ6fcAFRH2gIAgKFTbgCqI20BAMDQKTcA1ZG2AABg6JQbgOpIWwAAMHTKDUB1pC0AABg65QagOtIWAAAMnXIDUB1pCwAAhk65AaiOtAUAAEOn3ABUR9oCAIChU24AqiNtAQDA0Ck3ANWRtgAAYOiUG4DqSFsAq5sk7To6AGqSvqe4rQDVkbYAAGDolBuA6khbAAAwdMoNQHWkLQAAGDrlBqA60hYAAAydcgNQHWkLAACGTrkBqI60BQAAQ6fcAFRH2gIAgKFTbgCqI20BAMDQKTcA1ZG2AABg6JQbgOpIWwAAMHTKDUB1pC0AABg65QagOtIWAAAMnXIDUB1pCwAAhk65AaiOtAUAAEOn3ABUR9oCAIChU24AqiNtAQDA0Ck3ANWRtgAAYOiUG4DqSFsAADB0yg1AdaQtAAAYOuUGoDrSFgAADJ1yA1AdaQtgdZOkXUcHQE3S9xS3FaA60hYAAAydcgNQHWkLgOVGNc0d1cGOx3hOq2+D7yunFaiOtAXAcqOa5o7qYMdjPKdVuWFfOa1AdaQtAJYb1TR3VAc7HuM5rcoN+8ppBaojbQGw3KimuaM62PEYz2lVbthXTitQHWkLgOVGNc0d1cGOx3hOq3LDvnJagepIWwAsN6pp7qgOdjzGc1qVG/aV0wpUR9oCYLlRTXNHdbDjMZ7Tqtywr5xWoDrSFgDLjWqaO6qDHY/xnFblhn3ltALVkbYAWG5U09xRHex4jOe0KjfsK6cVqI60BcByo5rmjupgx2M8p1W5YV85rUB1pC2ALem7BtjozLJv55tuv9HOBV+K4Eu133Tn9Y6k4EsFAzAE0hbAlig3lCL4gu032rngd9V5vSMp+FLBAAyBtAWwJcoNpQi+YPuNdi74XXVe70gKvlQwAEMgbQFsiXJDKYIv2H6jnQt+V53XO5KCLxUMwBBIWwBbotxQiuALtt9o54LfVef1jqTgSwUDMATSFjA68xnhoUOHjh071tXmtttuWzQru99e7Uvtev3OrRtLEXzB9hvtXLmhSDB92wu+VDAAQyBtAeOymK498sgjXVO35pQx0WyFXSs3FCH4gu032rngd9V5vSMp+FLBAAyBtAWMyM0339ycrp1xxhknT54Mm83avPzlL28+jTbrS7mhFMEXbL/RzgW/q87rHUnBlwoGYAikLWBEDh061JyunTp16uKLLw6btaZ0s6fRZn0pN5Qi+ILtN9q54HfVeb0jKfhSwQAMgbQFjEg4Fzxy5Ei0WetptNmiQwDYgoI3RIAtkLaAEQmna095ylOizVpPo80AAIAuyg3AiJxzzjnNUsJHPvKRa665Jmw2a3P8+PHm02gzAACgi3IDMCJvectbmuWGxz3ucffdd1/YbNbmHe94R/NptBkAANBFuQEYl4suuui00077+te/3vrBiubTWZvZ41mz22+/ffbg+uuv31GwAABQK+UGYHQWv3Prr//6r1svLp4+61nPyv/VXHfeeWfYrKLf7HXkyJH8aGdtzjnnnNYrFR3sItSbbrppaZuZr3zlK303H46l5+WCCy6I/iK6rtcH69JLL80JtXlEZ5xxRt/NB2IR6hvf+MZEsze/+c3hQdV1WqcZ1/Ak0Gvz4bjmmmvS0YZflYuWrRcffvjhLQYOkFJB/gXYsvnfy3zooYfmT9NT1cc85jGtCWKvzXfukUceOXz48PzxHXfc8cQnPjHReHYst99+e6vc8L73vW+D8RUVrruWNlth8yGYr0wWT2ePb7vttmiznM0Hrnkujh49uriew2brbD4Qs1BPnjy5eBxt86Y3vWn21gte8ILo5hsMrqh3vetdi2j/8A//cPb4yiuvTG8yy72nTp1aefMdCqtC6fYnTpyYtVlcq83HAINSzV0HYGvCmd/ZZ58dbTn/oYxjx44lFqKJzYdgFtss/sXT9DR3NpufPvobN5sv1lJuuOeee5pH94pXvKJXuSF/8yEIL8JotHtTbph9JTafhm2iH0HK33w4muFde+21//RP/xRt07eUNkCZ13Brk3U236FZbO9///ubTxdFpajDhw/P2tx7772L9soNwDANN/MC7Mps6vbiF7+4+XTp3L01r83cfAhasXV9G7zZsuuHKebFiME688wzw4ONtpw0rLD5EMxia35QJVFuWBzp5ZdfHn19yIf5/7d3b691FA8cwGMbY7zQi1dqLYJUELHQFMEHW/82fdDqiw8a8PJg06rFYEWoiL6IFlQStDQq1VjUUm3xElGSSpsKcn5Dh98y3d1zsudk2mxOP5+HsDNnZne2e3Ky8+3unqh6XA4fPlxtU9JX95aIN3mlNbVHJ1R+/vnnxZ7+8ssv6UuFc+fOXfURr8LI5QfoFMV41Vjv9qXD2lf3tVU9rLt37+7dfnJyMi2uo19Y4LriIwmgLJyuvf3222mx9gTu/PnzH330UdGm3+4tUT3NnZmZqW3WLW547LHHFhcXW76bnboD0W3Ao6Ojp06divnC3Nxcv93bIIxtz549RbHbXGvbtm3T09Px8px0B2PcEOqffPLJdXFkS8U0Oikqg82bN6fF5t1bIoy/YdxQ7GC8Kqe4mT8snzhx4vfff18XhzW9LuzWW29dMW5IE89+u6+t6mHdsmVLX+3vuuuub7/9Nh7Wf/7556qMEqB/7f3kBVgr4XTtyJEjabHbOX235SbdW6JJ3PDII4+kzUpxQ+HBBx8spnMtNEBeEG+QHrj7GmoYN5S6dGsT6sNMJuf4smoeN9QWhzVuSIu1Vx61+Q3cGShumJ+fH7j72lpl3JD666+/2rynwPXG5xFAWThXGxsbS4vVs7eROs27t0df/1la3dnea2uVycnJdHjxuRsr9gptzpw5M3D3tdJjdt27V5O1tc0AM/BwTHvEDVdhjHnMzMwMFjfUNjtx4sQbb7yRfZC59PUenpubu/322wfuvubC2P7999+0+NVXX/VovOLafDkF0BLt/eQFWCvV89Tqsx57xw0rdm+PMLbiSzQ6Qx03DPasx6LNUD4qstqrW/3o6Gi2weUWhheOTlqstvnggw/S+o8//jj9hV2xe3ukw/vwww/ff//92jZNjv7OnTu/+OKLqzHILPp6D1dfWndxQ3FrXix2e1TkuXPnmsQNOQcHsAo+jwBqxHPT+EiCdKLVcJrdrXs7xdE+/PDD1b2obZ/eTBHaTE9PX7hwoeVn81H8P+1jx47F0X766aexPh38oUOHdu/effbs2fjshnQ+1q17O4URbt++/eLFi6U7KUYu371fLB8/fnx5ebkamY2Pj4f6p556qv1H9s4774yDfP7553u8h6empuL+fvnll2Fh06ZNK3ZvpzDIN998s/d0OhaXlpbC509Rf/LkybD8008/LSwstP+wdi7vxU033XTp0qXq3qU3vLzwwgu1+9Ktewvt27cvjPD06dPvvvtuPHDFS7V/XErdQ83+/fvn5+fjq+fPn78WgwZooNUfvgBrqDQBKyq7NW7SvZ3iXc3Nd7YUNxTaH6x0kgEXz4DsVOKGdKeadG+tboc1jRsKYbJd7bhe3sMTExNN3sO1O9ujezsVQz1w4ECpsrZZURPjhsLCwsI1G/PAuh3WNG7oceDW0WEtIqQV38PVoHPd/cIC1w8fSQAAAEBm4gYAAAAgM3EDAAAAkJm4AQAAAMhM3AAAw6D0VZ2dyw+QO3r0aFrM+xi5a/NQuuZbyTieZ599NteqAOC6JW4AgCGRzrdnZ2d37NgxcuXXB548efIqbS6j0lecNNxK3i9GCRt95plnMq4QAK5D4gYAGBK7du36/vvv4/Ldd9/99ddfl+KGtPENN9ywcePG5isPjUOXtKYaBISa8fHxat8//vhjdHR0cXGx2n7Pnj2lytq4YdOmTb1zh76yj507dxbtl5eXx8bGSv8UvlAQAFbPn1IAGB7FJDkuhJ+33XZbWFhaWrrvvvviS3v37k3bl7rUrqrbclw4fvx4qT5uNC7feOON1fVX1/nKK6/EYjVuSFu+/PLL1b3evHlzuvJS5FG89NBDD5XWlgYo6Rp+/vnnUDxw4EB1WwBAQ+IGABgecc48NzcXF+6444648Oijj9beSfHEE08U0+zPPvvsyJEjcfmHH36YnJws1vnff//F5bfeeisUf/31106XPCIYGxurjTAWFxdfeumlov6dd96Jy1u2bOkdN6TLGzZsqN3r5nHD66+/XturdLNJKN5zzz3VbQEADYkbAGB4hEny6dOn77333jiRPnbsWHGZQ6nlxo0bR/4v7V68Wq0sik8//XTnyrghneGH+Xy3KyYmJiaq9d98803zuKH2Hoe+4oZuvdIEpHPldRkAwADEDQAwPIoEobgRICwvLy+X5tXFhPzQoUOllyYmJqampmoziOq2ioVt27b1bhPt2rWrWr+wsNCSuGF6ejoturoBAFZD3AAAw6N6wcItt9zy+OOPFzUzMzNh+bvvvovFrVu3Vmfg3S55qG4r7dW7TZTGDT/++GNcnpiYWGXc0NezG7qtLY0b4rMbpqamancKAGhC3AAAw+O3334bufIJiJ26eXVw4cKF+++/P8zMq/dKlGo2bNgQal577bWLFy+mr1bXOTs7++eff3Zr00nihn379hW5xt69e8PPV199NV1Vj63U7ngpbgjFBx54oBjw2bNnO/3EDT02BAA05E8pAAyVME9+8cUXSzXbt28v1UTvvffeinFDcPDgwaLLJ598UrRM29x8881Fm0uXLtW2KeKG4MyZM7Hx0tJS+Hn06NFYH5802W/ckF4TMT4+furUqdh4x44ds7OzsVdfcUN8PgUAMDBxAwCwlnJdSlCspHQzxQD279+/6uEAwPVO3AAAXGvPPffcSGJ+fj7jylcfNwAAqyduAACutb///rv0jIaMxA0A0AbiBgAAACAzcQMAAACQmbgBAAAAyEzcAAAAAGQmbgAAAAAyEzcAAAAAmYkbAAAAgMzEDQAAAEBm4gYAAAAgM3EDAAAAkJm4AQAAAMhM3AAAAABkJm4AAAAAMhM3AAAAAJmJGwAAAIDMxA0AAABAZuIGAAAAIDNxAwAAAJCZuAEAAADITNwAAAAAZCZuAAAAADITNwAAAACZiRsAAACAzMQNAAAAQGbiBgAAACAzcQMAAACQmbgBAAAAyEzcAAAAAGQmbgAAAAAyEzcAAAAAmYkbAAAAgMzEDQAAAEBm4gYAAAAgM3EDAAAAkJm4AQAAAMhM3AAAAABkJm4AAAAAMhM3AAAAAJmJGwAAAIDMxA0AAABAZuIGAAAAIDNxAwAAAJCZuAEAAADITNwAAAAAZCZuAAAAADITNwAAAACZiRsAAACAzMQNAAAAQGbiBgAAACAzcQMAAACQmbgBAAAAyEzcAAAAAGQmbgAAAAAyEzcAAAAAmYkbAAAAgMzEDQAAAEBm4gYAAAAgM3EDAAAAkJm4AQAAAMhM3AAAAABkJm4AAAAAMhM3AAAAAJmJGwAAAIDMxA0AAABAZuIGAAAAIDNxAwAAAJCZuAEAAADITNwAAAAAZCZuAAAAADITNwAAAACZiRsAAACAzMQNAAAAQGbiBgAAACAzcQMAAACQmbgBAAAAyEzcAAAAAGQmbgAAAAAyEzcAAAAAmf0PHPcpju7ZgvUAAAAASUVORK5CYII=)
Figure 1 – Comparison between a representative set of spectra collected during our observations in 2021, together with previously observed spectra of the Didymos system retrieved in literature. a) Spectrum #1 together with the one observed by J. De Leon in 2019 in red (private communication); b) Spectrum #5 together with one from [9] in green; right) spectrum #8 with one retrieved by [7] in cyan. Published originally in [10].
![](data:image/png;base64, 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)
Figure 2 – Comparison between three representative Didymos spectra observed at TNG during the 2021 observational window with their best meteorite analogue. Best analogue is represented by either L-, LL-ordinary chondrites or pure olivine and hypersthene spectra, the main components of L-/LL ordinary chondrites, suggesting that variability is probably related with different concentration of these minerals. Published originally in [10].
Future work: New spectral characterization already scheduled for 2022 in the unexplored NIR range will be helpful to confirm these promising results. We will compare this new data with RGB-images obtained by LUKE camera on board of LICIACube, to look for potential heterogeneity of the surface. Moreover, we will take advantage of the unprecedented brightness of the system during the 2022 observational window (brighter than the last two decades, Vmag = 14.5) to further investigate the contribution of Dimorphos, constrain potential similarity/difference with respect to Didiymos, and assess eventual mineralogical changes induced to the system by DART impact. These observations will be the ideal benchmark also in light of the Hera mission [12], which will visit the system in 2026.
Acknowledgments: This research was supported by the Italian Space Agency (ASI) within the LICIACube project (ASI-INAF agreement AC n. 2019-31-HH.0).
References: [1] Perna D., et al., 2013, A&A Rev. 21, 65; [2] Margot, J. L et al. 2015, Ast. IV, 355; [3] Walsh, K. J. & Jacobson, S. A., Ast. IV, 454; [4] Cheng, A. F. et al. 2018, P&SS,157,104; [5] Rivkin A.S. et al., (2021) [6] Dotto E. et al., 2021, PSS, 199, 105185; [7] De Leon J., et al., 2010, A&A 517, A23; [8] Dunn, T. L., et al., 2013, Icarus, 222, 273; [9] Binzel, R.P. et al., 2004, Icarus, 170, 25; [10] Ieva, S. et al., 2022, PSJ, submitted. [11] Michel, P. et al., 2022, PSJ, submitted.