[size=150]Esta actividad consiste en un examen de matemáticas dedicado a las fracciones y los decimales dirigido a alumnos de 4º de Primaria. Para su elaboración hemos atendido a los contenidos establecidos en el Decreto 89/2014. [br][/size]
[img]data:image/png;base64,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[/img][br][size=150]3/8[/size]
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYMAAABGCAYAAAAuNvihAAABR0lEQVR4nO3aMU7DQBBA0T8ox0rJiThITpSSey1VOlwErCSY91pL1kxhf2vlWWutAPjX3p49AADPJwYAiAEAYgBAddq6MDOPnAOAHd37b9BmDKrePz5/Ncyrul7Oh9rtKPscZY+b6+V89wP56mbmUDsdbZ+bn3zMOyYCQAwAEAMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAEgMAqllrrW8vzDx6FgB2svFq33Ta60YA/F2OiQAQAwDEAIDEAIDEAIDEAIDEAIDEAIDEAIDEAIDEAIDEAIDqC3ZNJoagGa4JAAAAAElFTkSuQmCC[/img]
[size=150][size=100]4/7[/size][/size]
[br][img]data:image/png;base64,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[/img]
[size=150][size=100]3/5[/size][/size]
[img]data:image/png;base64,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[/img]
[size=150]Seis octavos[br]Cuatro séptimos[br]Dos quintos[br]Tres sextos[/size]
[size=150]6/8[br]4/7[br]2/5[br]3/6[/size]
[size=150]4.Indica con qué numero decimal se corresponde cada punto señalado en ROSA en las siguientes rectas numéricas. [/size]
[size=150]6. Lee y escribe el precio de los siguientes objetos (incluye € en cada precio).[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlgAAAEGCAYAAAC5CuvGAAAgAElEQVR4nOzdeXBc9Z3v/ffvLL23dlmbdxtsdmMcwmAghLA4Q8IQGGASx5lkkhmYcJ+ZJzPFVN3KhT9w5dZUJbeompvkhudmpqZCXFNP1SQkd7JAnhkmARsIGGOwsS0v8ibZki3JWlq9nvP7PX+c7rYkS7Jky1vr+0qdSDrq7nO6cR99+vv7ne9RxhiDEEIIIYSYNdal3gEhhBBCiErjXOodEEIIcfnwtSHve3SdGqZgDBoFSqEsG8tSWEqB1jQnIiRCLgpQSl3q3RbisiMBSwghRFnO89je2c3/8/q72G6YUDyBG4lhuS7YNqAYGBzgM0ub+cw1i3EtG1vylRBnkIAlhBCiTBvDzu5efrtjDzqXIRpPEE5W4caT2LEExg0xlEpRb2seXLn4Uu+uEJctCVhCCCHKjDHkPZ+hkREGTvbgRqKEqmoIV9cQqsrjxOLks1nyno82BoMBpIQlxHgyyV0IIcQYatIfiquUAgxKgpUQk5IKlhBCiDLbsqiKhomEQoTDIRzXxXFsbNvGti1c2wLHJhEOY5cmvQshziABSwghRJljW/zBkvmsuWYZO/ZDztPocAQn5BKNhIjGw4SqY9y3cjGubUkNS4hJSMASQghRZilFa3WST9y2miUrlxMCMloz6GmckIvruJzyfVY21V/qXRXisiYBSwghxCgKFISjURosm7qQg6UUWd/HtSxs22bnUIqsKU5vlyFCISYkk9yFEEKUGaCgYahQKAcoRVDZciyFqxQR26IznaGgDXKxNSEmJgFLCCEEEPTAKhjN9lOD9OUKhCwLzOkTCQ1gKah2XX7T3UtPLkfBaOSStkKcSQKWEEIIDKCB3myel48cJ+HYuJaiNAJojMEvDgsmHYfjmRy/Ot5LztcYmeouxBkkYAkhhEAbQ87X/LanD9e2Cdv2mMpVMHQYhKyIbVEXdnm7f5B9IxnyWiM1LCHGkoAlhBBznAF8Y9g/nKYjlSai1IRzq3xj8LTBURC2LNKez+u9pxgoFNAyTCjEGBKwhBBijtPGMOL5bD81RM7XWOrMHu0Gg2c0BWOwlCJm28Qdm/cHhtmTSuMZpIolxCgSsIQQYo4raENnJsehkUwQkiaYUmUoToLXGmMgYlvEbJuhgsc7p4ZJ+T6eVLGEKJOAJYQQc5gBMr7PRwPDpAoeqpiRlDqds1Rx0QYKWuMbQ9iyiNoWYcvi7f4hOjNZCloClhAlErCEEGKOKs296s8X2DGQwrEsHEvhqOJiKVxL4dgWjrJwiqcUaoKAlXQcEo6DNoafHOsjozUaGSoUAqSTuxBCzFm+NmS1ZsvJQRQQs23CFkQsi4itCFsWYTuYj2UrcH0LH4jYNjHHZh4h0lpjlOKdgWF2D6f5WE0CRyls6fAu5jipYAkhxBzlYzg8kmXHYArfGLTRwOmeWD5BWwbfGHxt8E0wXyvn+2gTBLGQZWEIgtovTvQz5AVVLCHmOqlgCSHEHGOMwShFzte8fnKAgVyBjO+BMRijURhsgqqVrUBrQ15rChi0UiTdEAsTMVzb5lg2x+FMjpSGj1IZtg2luKM2iTOqj5YQc5EErBnSWuP7Pp7nFZcChUIez8uTz2cp5HMUCsHieXkcN0wyUUMkmiQSieK6IVw3uCK9siwsS4qIQoiLz9OagyNZDqTS5ItNRrO+T873yHk+Od8n73vFrz4FrVGWhes4NEQj2LZNUzQc9MYywRmGffkCr/cPsaoqTsSyZJhQzGkSsKZgjMHzPPL5IERBnkI+xeBgP7293Zw8cZz+/m5Swycp5AcoFAZxrAzGjBBy84RDBfKFENl8A5bdQlV1C01N82lpXUB9QwuJRB2uG8WyXCzbxbFdbMfBtm25Qr0Q4oIxSpH2NDsHR0h5Z15L0BAc/3QxOJWGCa3i16yvGfE8IELcsYnaFiMmaNOweyTL7lSGW2sSRCfopyXEXCEBawpaa3p6TvLeex+wa9c+YqGtWGYfjtVNMj5MXU2eq1t84ss1kbAmFDI4jsG2DJYVnOasNeTzFsMpi75TFid6bbYeDJPJ1uCbJsLRJVRVX01dw3Kam5fR2raAuro6IpHIpX76QogKZABfazrTWY6kc8W5V5Pf9oyl2AtrxA/aNUTtoF2DXZx71ZMr8P5wmpWJKBFXyYdFMWdJwJpALpdjYGCYN9/cwc9+to297ZpbV73Hnzz8n9TXDRNyPRxHY1kaxwbLDq4wDya4MKoae/X5kOsTjyka6mHZYih4aQqFIQqFY+S9j8jloqRzSTr31fLh1iaUexWtbatYtPh6mlsWEo9X4bruJXs9hBCVwxjIaUPHSJbeXCG4JM4MMpABPGPIeB45rYk4NnHbxrF88ib43TtDI9xdV02D65R7aAkx10jAKjLG4Ps+g4MpOjq6+fWvt/Hyy5309NSzsLWbdfe8x6L5A8RieWbygUwB2AAGxwHCwffGaKCAMRm0GSKf7yGbs0ilHE4NbaGnp443Diymef6nuGrFXTQ0LiERryYUjsi8LSHEOfONYdjz6RgpNQadedcq3xgyvibj+yRch4RjE7YsCsZggOO5AtuG06yIhQnbKjgECjHHSMCiWPIueAwPj/CLX/yOf/mX/bz5Zox0+gaaGgdZ96l3uPG6o8SiMwtXUyk9jlJgYXCiEIv61Fb7tLXmuGb5KVLpg+w/+B5bXvs5Knw/t6z5NMuvuo5oNIZSlpTehRAz5hlDZzrPiey5XaA5aOFgyGlNxtNYqOI8LEXGC+Zo5bThdwPD/FFjNbZS2JYcq8TcIwELGBlJs29fJz/84b/x6qsO3d3LyWbjWBa0tXTx4H3vEAl5sxaupqKKp0VbrqE66XPjtUMsX7Kd7hP7eet3r7Bzx2e49eOfo6V1IbFYQqpZQohpKw3vfTSUxitWm87pcQzktWbE9/ExxKzguoSDvsFXCoPheN7jvVSW26tihGWQUMxBczpg5XJ5BgaG2Lx5F//yLzt5/fUaBgZa8bwYSkHIzXDbmu00zRvAsi5u6zylwLbBsnxcxycayZFMpDh07Bhb3thK8/zPcu11n6Cxfj7hcFiClhBiSsYYNNCX9+jK5s/7cjaeNqR9n4I2RB2bpGPT52kKJghyBW34j1PDrElG0cZgScVdzDFzMmAZY8jnC5w4McDPfvbv/NM/dbF37wLS6XkEL4nCtjxi0RFuvmEvsUgepS7e1bW0KXZRNsUF8GwD1VmqQ10M9/bwuz07+fcP3uGLD32d5QuXEw1HsW2Z6SCEmIRSaGM4MJIjq/U5DQ+O5mPI+D45X5MMqeI8LI+0b1DF37encxzLFaiJRZjhXHohrnhzLmAZY9Ba09HRyY9//Do/+tEAJ09eS6EQJ7hyUHAIUJahqqqfluZBHEdflOFBU/zklypAfwGO5qAjB4fycNSDHgODxpC2PNKLj+Cf/An7ftbD397/t6y6ahVVyaoLv5NCiCuSNoaCNnSM5DjPbFV8PMj5QRULIG7bQXPR0gWfDaS1Zk86x1XRECGkZYOYW+ZUwNJak05n2b27g3/8x9f59a9djh+/Cq3jGDO2+qOUpq5mqFi9usD7ZSDjw8kcfJCGD/OwvwBdGvoNjAA5IK/AV8EEUx3zsFqHeN1+ncJrBf58+M+568a7qE5W4zhz6j+rEGIaDIpTeY+Up9HmXM4dPJNnNGlfk/GDKRSupbDV6Ynwea3pyObxDLgSrsQcM2f+EhtjSKezdHR0893vvsqvftVAf38LWkcnvL1SkIincV3vwuwP4GnIaRj0YMcQ/GoE3vPhOJBS4BVvZyY6LinwQx6DrYP81v4tw78bBg13rb6LqngVriN9s4QQpxlj6C/4+LNRviLo/WeAYc/jRC4PxTYNFsXu7Sb48Njr+aR8TdhSyNUJxVwyJwKWMQZjDAcOdPLd777Cz35WTSrVhtahSe+jMIRc74JNbvc1nMjC1hS8OgJve3DcgpwKAtW0DoEKjGPItmR5z3qPv3/z71FacefqO6mvrb8g+y2EuDIZIOX55z33CsBCYSuFoxS+MaQ8H2UFZyU6FmgUfvE4ljWGIV9T78ocUTG3zImAlc8XOHz4GD/84b/zf/5PlJGRRWjtcimmXBY0jHjw+yH4txRs1cHcqhELCtMNVuMYZcg15PjI/oj/vuW/8zfmb7jvlvuora6VswuFEGV5bc647uC5UAocZRG2SotCWYqCUeQpXvy5eHz1NEEDUpnlLuaYig9Y+XyB/v5hXn759/ziF4re3gVoHWY673RtLMyE43MzYwhK5cMeHM7C60PwyyzsNTCoQJ9jsCpToB1Nui7Nh8s+5H9v/9/UJGq486Y7iYajErKEEEWG851UGlz6RuEoiNg2Ccch6Tgoy0JrQ9b45AjOfi7d4eKdgy3E5aOiA5YxhlQqzbvv7uKf//kIXV0r0TrGdMKVQVEouGh9ruEkOAwZDL6BkYLhPwfg5RHY7MOQAm82c09xuDA3L8e7+Xf5583/zHVLrqOxppFIWC4cLYRg1ipISoGlLFxLEbEtYrYFlkUWjasUljFSrRJzXsWWNoJeV3n27j3G//gfv+TQoeV4XoJpv+sN5PLnGrBcUEmU1UTe1HI4E+Z/Hld8exj+U8OgFZwNeEFYkJ6X5nf6d/zmrd8wODI4K0MCQggxmqUoz8NyLQu3+L2lFEpJvhKiYitYvq85fryXn/7092zfvpR8vuaMVgxTMSgymTC+P9OJmTbKaoDQanJUczA9yKvZTn5DJ0fVECkKF7xc7rs+A8sG+NH7P+Kaq66hKlZFNDLx2ZJCCHGuFEHQUgqUUqNClcQrISoyYGmtyWbzvPfePl59dYjh4ZXFcDX9N70xinQmQsGbScBSgI3vLCevFrArbfN61mWHpVERjZPVKH+Q4IIVF5AN+Xie95ve57Udr7G4cTHhkFxORwgxO1RpUad/Rp1eJ/FKiAoNWPl8nr6+Qf71Xz/gwIEGjJnepPYxjCKTjZHLOZgZzAv1senLG97JnOStAhwzOfr1CBoI2SFsbaPNhb+uobY1I/NH+OXeX3LbkdtorGsMPmFKsz8hxKxRpa5XEqqEGKciA9bQUIbNm99n82aPbLaBc5lqZoB8PsxI2p1WwNImaBranvb4j+xJtlPgFIqsKTCi0wz7w6T99EUJV0BwZmFE017Vzq+2/oqbl91MVaIK15UGpEIIIcSFVnEBy/M8TpwYYtOmN+jtvRXfD5/T4xij8PwQg8NRfN9CqcmvR+gZSPnQMWL4Yb/PVtVN2hkGLHx88jpPRmfImRz+6ZOXL6xgtJLhpmFefeNVvnziy4TDYQlYQgghxEVQUQEruBxOmm3b9vHee7UUCkng3LsH+77NqYEkvlaTvlDGwEgBNg/CPw3CVjQj1jBWYQSFFVxcuvg/cwm6wXhhj55FPbyx7Q1amlpIxBIXfR+EEEKIuaaiZj0bAz09A7z55hEGBpag9bmFK6UMtu0TiWTJZMIUCgrPU/g+aH26aV5eQ38eftIH/zAE76igI7tG4xmfging4eHjX5JwBYAN2QVZfrv/twykB/D9i1RBE0IIIeawiqlgGWMoFAp0HjnBe+/04xXaZtyFXWFwXI+aqkGWLTnKLTftZPWNB7Ct4PISpWxiWVAAjufhl/3w/+agA0iP2dxl0nvKgnwozw5rB0dPHqW1ppV4LH6p90oIIYSoaBUTsLTW5HN5Pnh7O5mDJ6gyKdIofBwMFqbcWX2y0GWwbE1DXT8P3PMGD3/6t1y1rIuaqhSRsF+ef+Vr8D04UYCfDsI/ZqC3eB3By5VneRytOcruzt1cP/96CVhCCCHEBVYxAauQz5MaOEXXay/zpfQBBtjKIRbSwVK6WMAgdeSIUSBUDlujuY5HIpHikQd/w+cf/Q2L5p/AdT0cx0eNGki17aCx3lAOPvCg70J2ZZ8lxjJkG7K8c/gd7r3hXubVz7vUuySEEEJUtMoJWLkcR/fvI7Z3Bzd4J4BOVvERp6jhBPUco4VO5tNNC700MEgtGeLFwGURj6W5bc37/PFDr7FowQmikRyWZVDKnD570BQv3KygPgK3x2BLCobgQrcOPT8W6CrNtl3bOJk6yXJ/OZZlSU8sIYQQ4gKpmIDl5XLs3raNZalh4jqHQ45qRmjlJCs5QI4QQ8Q5SR1HaeUoCzjMQrpYwIBVT3P9Kb74x79kyaJuopEctq3HdikGjKI8tarWgbsS8MoIvEvQquGypQAXuqJd7Diwg1uW3EIoFMK2z/0MSyGEEEJMriICljGGQibDke3buTWfH9OYIZh95eOQJUqOeZxiBYfI4jJIkl7qOB5qIrLMYvV1e4mE8ti2mfRyD0oFp17aQIMLn4vBzjSkL85TPXcK0m1ptuzcwqO3PUpNdY0ELCGEEOICqYiA5fs+maEh1JEjuL5/RjAKfjbYxfKTjU+IAgmyNNHPVaEjJBZATTKD6+gpp8JD8VpbBkIKVsUhMQKnuMyHCYFCdYGde3bSeaKTeCJOiNCl3iUhhBCiIlVEH6xCocBQfz/RkydR+uwxRxFUthx8IuSpdlPU1aYIhfzivKvJ71f6qhTYCmpcqCEIXJc77Wr6WvrYsW8HeS9/qXdHCCGEqFgVEbA8z2NkYIDY4CDWNALWGRTgMOZswbMyxaCmwLlSrh7vQqoxxc4jO8l5uUu9N0IIIUTFqoiA5Xse2VSKUCqFMudQSvJAj4AuBN3gz/oQplix8sBkgH4Ij4BdAKW5bHqMTiTv5OnKdZHzcuhzCaNCCCGEOKvKmIPleRRSKVQ2O410dCZTgMIx8NOgbILYOXk/UowJgpSdAb0H7v03mF8FnfOhrxGGk5CNQiEMvg3aKp6BeKnLXAp82+eEOUE6l8bzPEIhmYclhBBCzLaKCFjG98kND2N5HuZcKlg5KHRA9jjEo2BcgirVJIHIaECDNQTeL+D+38BtPpyshSOtcGgBdM2H7mbor4dUFeQjxaBVWuCSBC5ta3rpZSQzIgFLCCGEuEAqJmB5mQwu55hZfNBdcOrXEPmyhRWhWAkbO+Hd6OJqDX4GRvZC/ncQTkF9AWpTsPQY5LfDcAz6q6G7Ebpa4GgbHF0AJ5sgVQ35MGinWNm6iEoBK50PKlhCCCGEmH0VEbC01uhC4dwnlBnQXpiRD2sYHmilur4TRw1i8IsVMQMo0AbjGXQe0nth8BdAL6gC2DpYXA8iOUhkYN4pWNoJ6d0wlIDeOjjeBEfa4Fgb9DTBqVpIJ4LhRM8OqlsXsrKllWbADDCcHcbTErCEEEKIC6EiAhbG4E/Q/2rad3ccTKwOe9WnMbVryOn/QFlvYqkU4FG6Ro7Oe+gRn+xhQ/+/QnYLMMHJeIrTgSvkQSIL8wZgSRfkd0MmEgwnHm6Fg4vh8MIgcPXXQyYBvjt27tZsVrkMhpyTYygzhK/92XtgIYQQQpRVRMBSSmHbNudajzFVVTifuJuGP/1zIk21aK4m412Po9/GUl0o0oBNtt8j9ZtORv69QH4XkJrZdmwDES8YUqwegSXH4A+2w0ASehrgaCscXAiHF0FPKwzUQjYGnjuLk+QVGNuQzWfRRs4iFEIIIS6EyghYloUdCjHjeoxtY0IhrFtvpeqxx4g0t2A5NqilGLseX9+Gp0+iSAEO2Uwv/f/f91A7jkHOnFPrdlXsn4UpDin6EM1D4yAsPwof2wEDVdDdAJ2t0NkGx1vg5DwYrg7OTvTc4kT5S31WohBCCCEmVBEBy3Ic3HgcT6npn0WoFESjmOXLqVq/nuQNN2CXz6izUU4YYxpQRhebWyms0AH88CvY2eMoPTvNrpQBx4CTh0geqlPQchKuPgQ5F04l4XgjHF4ARxYEE+VPNAVhKxeFvAvankHgMqC0IuSEUJOdJimEEEKI81IxASuUTKIdB1UoTKsXlrFtaGsj/tWvUv2xj+HEYuNuoVDKLjbGKm4nUUX46qvxtmyZ5WcweqvBUKLtFedvZWDBCbhlNwxHobcWjjZD+3LYvxw6F8KpesjEwDicdRhRKYVVsEjGktiWXOxZCCGEuBAqI2DZNqFkEi8WwwwNnTVgGaVg3jzcP/xDau++OwhX06jm2PE4oaVLyUciWJnMtK57eL5Ke2VrqM5AIgetvXDTXhhIQGczdCwJJst3zg+GEktnJfo2ZwQuZRQxYsTcGLaSgCWEEEJcCBURsGzHIVZVRb66GkZGYKrg4ziYeBxr7VpqPvtZQrW1KGt6DR6scJjQwoVQUwP5/NTbmWWKYKTSKraCiGWhZhjmn4Tr9wWVrWNNwZytg4uCocS+eZBKBj23vGLPLWUUcRUnZIewZnTxRSGEEEJMV0UELNd1iVdXk66tRXd3j61Gja5mKYUJhzHXX0/thg3Eli2bdrgCUK5LqK0NGhtR/f1QKMzis5iZ8lBiAcIFqBsOJsnnPgjmbR1tgV1Xw56VcGRx0AIiHwHLV0QI49gO1gyeuxBCCCGmryICluM4JGtrSTc0gONAqUO5KV7vphiyTCgELS0kv/AF4ldfjeXM7Okr2yZUVwfXXAMHD0ImM9tP5ZyVAle0AOFT0DAE1x+A3jfh4IJgzta+5dAzT1GdDhNSErCEEEKIC6UiApZlWUQSCSJLl5LbuhU3lxvb1V0pUArV0ID9yU9Sffvt2LHYjM+iU0phhcNE/+APyL32GgwOXvLrN4+nTLGypSFUCLrKN/XDNfvhRAMcabboWVpDUkWwbZmDJYQQQlwIFRGwlFLY4TALrr2WnlCIqGUFAcuYYLEsTCSCuukmqp94gnBDA+ocw4VyXZKrVpGuq8Pu7QX/8u2GrgBHBy0govng0j1tx2z2tLRRHUpIwBJCCCEukIoZI3LCYa6+8UYORyJBPyyCswWNUhAKYZYsIfHYYySWLw8ClzHlZSaU6xJpaMC+/noo9826MhhgJBKl9trricYlYAkhhBAXSuUErFCIloULyba2knOc8rCgcRxMIkHo7rtJ3HgjaoJ5VzMJWsqysKNRoqtXo+Px2X4aF1TesjjS2Mi1t9+OE4lIo1EhhBDiAqmYgGU7DvHqatpWrWIgHD5dvYpEMA0NxD75SZyaGoBJw9R0qlrKsrBCIaLLlkFrK7PTz/3CM0BfOIy++WaWXXcdbjh8qXdJCCGEqFgVE7AcxyEai7Fs9Wp6IxF0KWDF4+ibbyZ21VUo1x0ToqYKU1P9XimF29KCe9VV02pQeqkZwAcONDRw20MPUdvQgOO6l3q3hBBCiIpVMQFLKYXtOLRcdRVeSwt5pYKQVV1N7P77scNhmCRcna1qNdHv3bo6nJUrMeEwXObtDnyl6HZdaj71KZavXo3jODI8KIQQQlxAl3cymAGlFLZtU9XUROKaaxixbfxQCL+1leSKFcGQIZwRsLTWE34/UeAa/Ts7GiVy3XWYmpqg99ZlSgM51+Xo8uXc9NBDVDU2YlmWBCwhhBDiAqqYgAWAUlQ3NNB4882cjEbxIxHs5cux4nEMnBGgJgtW0xlCVKEQsSVL8K++Ojib8DINLJ5lcTiZJPHwwyxbvZp4VdWl3iUhhBCi4lVUwFJKEU8mWbJ6NYcXLyabSOAsWoRyHHQxSI1eJhomPNu60dtykkmin/40JhYLhglLS/EMxkvNAD2RCN233sp9GzZQ1dAg3duFEEKIi6Ci/toqpXBDIVqXLWPhQw/R2daGaWoqV69GB6vx309n6HD87VQ4TM3tt6NbW4PL8JSCVSlkjQ5bFzlwaaUYtm16rrmGT/75n9O0YAEhac0ghBBCXBQVFbAguGxOvKaGex97jFOrVpFKJPB8/4zq1UTLdIYLxwQs1yUybx7uzTdDNDq2gjU+XF3EkGWAgmVxuKaG5kcfZfnHPkYsHpfGokIIIcRFUnEBCyAaj9PU1sbN991H19AQmUxm0orU6O/9UUFsWmHLsrAiESK33IJpbDzde2v0Mj5oXYQhRA/ojkbpv/deVv/hH1LX1CSVKyGEEOIiqsiAZVkWoXCYm26+mXAkwu7du8nlcmMC1EQha6IhwqlCFsaAUkSuvRZ19dUY1w26x5eC1uhq1vjq1gWar6WB/liMztWrefC//BeaFy3CuYzPchRCXHjGGLTRzPDKYEKI81CRAQvAtm3q6+v5+Mc/TldXF0ePHiWbzZ4RsiYLXNOar0UwHBdqasK9/XZ0MokZfZme0WFrsmWiIcVzpJVixHHoXL6cVV/7GktvuIFIIiHVKyHmKK01vtYUfE224FHw9YyvvyqEODcVG7CUUoTDYZqbm3nwwQfp6Ojg2LFjeJ5XDkxTha1pz9cC7GiU5K234l9zDcZ1y13kTbAjQdiiePHpieZmjQ9Zpa8zYICcZfFhbS3zPv95brrvPqKJhFSvhJiDjDF4vibneaTzBUZyedJ5j4LvS8AS4iKp+L++kUiERYsWceutt/Lmm29iWRYtLS1YllVuuDl6AcrfG2PGrC/9XPpavi3g1tcTf/hhMgcOoAoF0HrMfoyOS0YpGPUYpaHGCb+Wfj9Vp3kgbdvsq6sj+dWvcudjj1FbVyctGYSYY4KhwCBceVrj+T6+Mfi+xvOCD5Rjj0ZCiAul4gOWbdtEIhGuueYacrkcH374IcYYGhsbcV13wpA1ehkfsiYNYeEwiVWryNxwA+addyCVGlOFMow6rJWCWvH70u0mPeyVwtbowFWkgaxt09ncjPtHf8Sn/+zPqGluxg2FZukVFEJcCUrhquD7eDoIVb42+CYYJtQYmYMlxEVU8QELggtB19TUsGrVKizL4t1330UpRX19Pa7rThmwplPdMsagHAe3vp7wJz8ZVLHSadToUDS+WjXqe1X83owPWqOrWKNDVvF7oxR5pThQU4P34IN86sknmbdwIaFw+GK8rEKIy4jWBk8HoWrMXFF9er6owUgBS4iLZE4ErJJkMsmqVavwPI93332XpUuXsmDBgvLFj0dfo28mYav0PY5D8vbbyezcie7rQ2UyKK3POJ4pKM/PUsXJ8qXv4fQQYum2Y/W8iE8AACAASURBVO98OlylLYuOmhryjz/OQ08/TcvSpVK5EmIOKlWvtNbo0pnQo07ECcIWzDRdqVFfJZcJMTNzKmDZtk0sFuOWW24hkUjw/vvvk06nWbBgAdFotFzNAsrzlyYbQoQJAhZgV1VR/dBDnOrshG3bIJcLKlwUhwmLQ4PqLJWt8ryvUftfegwDpFyXw01NhB55hPu+8hUaFyyQypUQc5QBtDH45TYylAPX6UrWDM8gLJ6DYyuFrRTGUmAprFLVXQgxpTkVsCAYLqyurua6666jurqaX/7yl4yMjLB06VISxbPuLMs6Y0L7dKtZynEIz59P7HOfI9XZidXdjcrnz9yR0WcJjp6TVfrdBBUsrRS6WLlqb2kh+sQT3Pu1rzGvpYVwJHJBXi8hxOVvdOsYKH0wM6erVwTHFyu48ZSPpQDXUoSVg+U6WIA2moLWFICCUWhL4VrWtIJWqfol3WLEXDPnAlZJLBZj6dKl/Omf/imvvfYau3btora2lgULFhCLxbBte9pzs8YvVixG4uabyd5/P97Pf446eXJMqb30dXxVi2KlK7jB6QpWaZ1nDKdcl70LFrD0L/6CTzz2GA3NzdLnSog5zIwaEgSD1qebihrAN5R/tjFTHi8sIGLbRFyHqGURshQWBs9o8r4mD2S1oQBYto2r1FmDk60gZMkxSsw9czZgKaXK1ax7772Xzs5Otm7dygcffMD8+fOpr68nGo1O2s7hrEssRvWDD9Lb24t+7TXs4WHQGjOqvD7mzMJgp8buZHHY0AfyStFdU0P3jTdy29e+xrW33UZ1fb20YhBijhtz1rMu1q2KQ4RG6/LPYIjawRDfGY9RXCK2Rcy2iNoKV1m4FtiAbzQ5X5PRGtsY8gZsyyZq29ilD4Ojymelb5WCiFJUyXFKzEFz+l99KWTV1NRw1VVX8eCDD3LTTTdx/PhxDh48yPHjxxkeHiabzVIoFPB9f8ql1LzU932MUjjz5lHz6KOYm2/Gj0TQxaFHbQya4ryJUYsZ99VTioxtcyoW4/CiRQx/9rOs+2//jTUPPEBtU9OcmXPV19fHunXryn9E1q1bR19f36XerfO2cePGKZ/T6N8rpdiyZct5b3PTpk3n9FiZTIbt27cDp/97zMb+iNkxehJ6af6VKR1nytUtqFIGq3TbcSOFjqWIOTYR2yJkWYRtKwhcjk3SdYq/swlZFq5l4VgK21KULiFvRi2lfbIMzHNt4pMEu0pyub0vtmzZMmkBYOPGjRPeZ+PGjZP+TszcnA5YJUopIpEI8+bN4+677+bRRx+lubmZjo4Otm/fzvHjx0mn02QyGfL5PPl8Hs/z8DxvTMAa83OxWhVasIDE449TWLQI33Xxiwc9XTrLZ1TgKi2lilXatumormbfxz5Gzd/+LX/0X/8r1912G/E51KG9r6+P9evXs2HDhvJQyIYNG1i/fv0VHbI2bdrEli1b6O3txRjD2rVr+eY3v0kmkwGCA11XVxfpdBpjDHv27OHpp58+r4N3X18fL730Eps3b2bt2rXTvl8mk+Eb3/gGH330EQD19fW88sorM3oMcWFZloXr2NiWBYryGYS6OOHdEFw2Jww0WAY17qpcCnCUhaMUCsXp03JKJ/AElXdLgYUqzuUCysczgoamxpRmfgXHVdtmZSQUPG6FN+H6/ve/z6uvvnqpd6Ns7dq1Z1w/d/Pmzdx00008/vjjZ9x+y5YtPPfcc5dgTyvX3PgrPQO2bdPc3Mw999zDrbfeyu7du3nzzTfZsWMHyWSSZDJJPB4nHo8TDocJhUK4rltuWmrb9tghRWMILV1K5M/+jPT/+l9Yhw9jeR5wugt8iSYIVplwmN5kkhPLl3PtZz/Lgw88QG1zM5FYbM4NCe7ZsweAdevWldetW7eOl156iT179lyRf+QzmQxvvPEGGzZsoL6+HoCvf/3rrF+/nm3btrFy5Uq2bNnCs88+SzQaBWDFihU8+uijvPbaa+f8nEvBSFQmSylCjl0OVXnPC1q6EMzJArAwLA5ZHM8rcuOnqKsgJClAaRMELRP01tLakNOanNZ4xuBpwDLktSHna5QKPlAWtMEzQeCygEWuzcqwGwSsCq5gbdmypRxeLld9fX1s3LiRZ555hhUrVpzxu+9+97vcf//9l2jvKtPc+ms9DUopXNclHo/T0NDAmjVr+NKXvsTDDz9cPvPQ8zxOnTpFT08PXV1dHDlyhI6ODjo6Oti3bx/79+/nwIED7N+/n30HDnCgs5OeaJRjH/84nQsX0tnaSldLC8eam+lqaeHo/PkcXbqUrhtv5MQnPsHI44/T9swzPPH3f8+69etpXrqUZE0NbihU0Qepiaxdu5ZXXnmlHESma3x5fNOmTeXfbdq0iaeeeqpcLRq/btOmTfzd3/0dTz311Jj7tre3s2rVqgnL7JlMpnx7pRSrVq2ivb39nJ7zuVaISsN/Ez3n8fs3ekiyvb2dBx54gJ///Odjnt+WLVvK1asXX3yRL37xizz11FN0dXWNGQrZuHHjmNertO3Rr9f412Oq1/Jsz0VMTCmFY1lEXIeQY+PYNsqyTl8EohieqixYFlKErbHzQbU2eMZQ0Jq81mQ9nxHPZ7jgMVTwSHkead8n6+ty2Mpon5TvM+x5pHyfTDGAAVQ7Fg9Vx6h1bWwqt7VDe3s7zz//PM899xzNzc1nvf1U/7anel9M9T6dju9///ssXryYRx55ZMz6TCbDN7/5TT7zmc9wxx13nPVxzufY2t7ezuc//3leeOEFlFJj1lfi8UAqWFOwbZtEIkEikWD+/PnlOVa5XI5cLkcmkyGTyZDNZsnlcuTzebLZ7JiLSJcuCu3H44TvvRfvYx9DZzL4nheU3G2bUCxGrKaGqoYG6pubaZg3j+qamjF9ucRpe/bsobu7m4aGhgl/v2nTJl566SV6e3upr68vDzMC5a9n8+1vf5vNmzfzgx/8AAgOKnfccUd5eK30mBs3buTZZ5/lO9/5Dm1tbeU+Q5s2beKFF17ghRdeKFehSqLRKHfeeScvvfQS69atG1NZWrly5YT709fXx5YtW9iwYcOkz/nb3/42e/bsYcWKFbS3t/PEE0+wePFiVq5cWR5mLT2fTZs2sX79+vKBqqenh1//+te89dZbRKNRNm3axMaNG8vPA+DOO++cdGh29OtVeq2efPLJ8uNt3Lix/Hps27Ztytdyy5YtY/77tbe381d/9VesWbPmjE/eYqxSyIq6bnFIT5WHhzyCIUPLGOY7irSr+MhT5Pzgvl4weQsLQ4HiMGLpvqZ4bUMIWjWgMNqQK054DzsGZVlkURQMJG2bz1XFuCkZJeE4FduiIZPJ8MILL/ClL31p0vfuaFO9T4Ep3xcw9ft0qg+h7e3t/OQnP+F73/veGcejn/70pwA88sgjfOc73znr/p/vsXX37t1ce+215WPl2Y6tV/LxQALWDJSG/koNS2tqasohCpiwid/4dUbrM+YimOJjoxRWcYhxdFd5cVp7eztPP/30hGVuOD389uyzz5YPOPX19Tz77LNs3LhxzFDjVB544IExB8zXXnuN559/vlxVGv2YXV1ddHV10dbWVr79+vXrpzzglH5XColPPvkkL7/88hkHv9Jz+uY3vznhp8/Rz3n0a7JixYrypPQtW7accd9HHnmEN954g1deeYU1a9YAsGHDhvL216xZw49+9CN6e3tZuHDhWV+vJ598ktWrVwNBSHzggQfGPN7SpUvp6uo662vZ19fHoUOHxjz2ihUrLqu5LZc7pRS2BdGQi2Nb2JYiU/BQ+QI5z0MbTUQplocswjh8aDR9RuP5UDDF45kxmOL3pR5Yntb4SuErFYQ1LJS2CBmIoLBtg2NZzA+FuK8mwS3VceojYVy7cgdKRoeTdDo95W3P9j7duHHjlO+Lksnep1MFrK1bt3LbbbeV36Ml7e3t/OhHP+If/uEfJjz2TLT/53tsBbjnnnvK31fy8aBy/+VfIEqpcgCybRvXdQmFQoRCIcLh8BlLJBIZs0RjMSLx+JglGo8TjkYJRyK4rlvuwSXGKn3ae/TRRycNL+l0mkOHDnHHHXeMKSlPp/Q92uLFi4nFYkBwYOnq6mLp0qVjbrNy5Upqa2tJpVJs2LCB5557blrDg6Xhuo6OjjET92Ox2Bnl/tIQ3aFDh/jWt7414UGw9JxLn4LHO3ToEC+++CKxWKz8esRiMV588cXybZqamiatCE5HW1vbWQ/Qpecz1WvZ29tbPlA3NDRcUcMBl5MgZFmEHYdEOEx1NEJNLEp1NEI8HCLiOsRtm8Uhm08mQtwcdVkYcqixbSwg4/ukPJ9hz2ew4JWXoYLHsOcxXAiGBtNecO3DqII21+Ge6gRfa6rl7vpq5sejRBy7Yv/IlMLJN77xjWn925/qfTqd9wWc2/u0FIzuvPPOMfs5uvo2nUrQbB1bRz+HSj8eVOq/fVFhRoerUrl8Ir29vXR3d7N58+YzzqA5l7lcU+nt7aW/vx84fcZOOp3mtttuY+XKlZMGrW3btnHo0CG+/vWvl9etXbuW559/ntdee628bnS4OtsQwFQ6Ojp48skny2ckjl6mW9a/0Ea/lqUhU2MMP/7xj/niF794xR1YLxdB0FJEXIdEJERtPEpDIk5DIkZDMkZdLEpTLMKqZIz7ahM8UJfk3tokn6xNcltVnBsTUa6JR1kRi3B1LMI18Sg3xmN8vDrBp+qq+FxTLZ9vrmdDcz1/0TaPh5vrWVGTpCYSwrXt4LI6FfphcevWrfzmN79h5cqVKKVoaGjg1Vdf5Y477pi1Vgej3xfn6siRIxw8eLBcqR69/u233y6/v5RSPPfcczz33HMTto25VMfWK/l4IAFLXPZK4eqZZ56ZMlxB8Cmnubn5jLLy2XR0dEz6u2g0Sltb2xm36e3tLR9YR9/2Bz/4QTlobd26dUb7UVIKVwAvv/zylAevWCzG4sWLJ33OS5cu5dChQ2cdwrgYZvJaQjCUWjqwvvHGG2Mmz4rpUSroQeXaNmHHIR52i0ErRkt1grbqJItqq1heV8VN9dXc0VjLvfPq+MOWBh5ubeTRtnk8saCF9YvbWL+ghQ0LW/jSolY2LGzhT+Y389nWRu6aV881NUlaYlGqQy7hUQ1IK1Xp32Zp6e3t5YEHHmDz5s0THqemep/O9H0xE5M9Rml4cvRzeP7553n++ecnDEyX+tgKV97xQAKWuKz19fXx13/91zzzzDPTqrbU19ezYcMGvv3tb4+pHm3cuLF8xsrixYt58cUX2bZtG3B6AuhU7rnnHp577rnyEF7plOe1a9cSi8V46qmnxnxqnexTI8Dq1atZvHgx3//+98vrSj1oSnMTSpNNJ5okP97oSfOlT52lYchNmzaVS+yjt1c6a2c6ZyBNdhA8V1O9lvX19eV9Hv1cJhriEDNXCluOZRF2XRKRMLXxGI3JOK3VVcyvqWJhXTVLG2pZ0VjH9fMaWNXUyOrmRm6Z18CalkZWNTVwQ0MdV9fVsLA6ybx4lJpImIgbzPmq9Iai5+ps79OzvS/OVWlYsjTl4VxdimPrlX48kIAlLmuvvPIKr7766pgy9tlO1V2/fj3PPPNMuXSvlKKrq6scVtauXcuPf/zj8lyCF154Ycxw3UTWrl1bbvZZ+mS1du3acq+qb33rW2NOX165ciXPPffchHMbotEoL7zwAl1dXeXbP/300+W+XqWD0vh5U6NPa57oOW/YsKE8TyEWi5XP+isdpMbv3/e+971pt4IoHQTXrVt33kMWU72Wpeeydu3aMc+lra3tshnOvNKV/g1Y5QUcy8ItXoMwHnJJhFyqwmGqIiFqomFqo2FqoxFqIhGqwyGSYZeY6xC2bVwrmEhvKSq2FcNsmep9erb3xbnq6OiY9hzJ6ez/xTy2lrZ5pR4PlJno1DchhBBCCHHOpIIlhBBCCDHLJGAJIYQQQswyCVhCCCGEELNMApYQQgghxCyTgCWEEEIIMcskYAkhhBBCzDIJWEIIIYQQs0wClhBCCCHELJOAJYQQQggxyyRgCSGEEELMMglYQgghhBCzTAKWEEIIIcQsk4AlhBBCCDHLJGAJIYQQQswyCVhCCCGEELNMApYQQgghxCyTgCWEEEIIMcskYAkhhBBCzDIJWEIIIYQQs0wClhBCCCHELJOAJYQQQggxyyRgCSGEEELMMglYQgghhBCzTAKWEEIIIcQsk4AlhBBCCDHLnEu9A+Li0r5PPp8jPZJieOAUI8ODFHI5AJxQiHA4QigSJRyJEgqHcUNhHNfFth1s20ZZFkqpS/wshBBCiMubBKwKZ4zBaI3v+/i+x0BfL/t2fcj2t15n13tv03VoPyNDAxhjiCeqqKqrp7ZhHg1NrTQ0tzKvdQFNbQtpaG6lpr6ReLKKcCSCZdsopYqLdfp7KyiKSggTQggxlyljjLnUOyEuDK012UyanmOd7N3xPtvfep3d779Db3cn+WyGQiGP9j2M1igApbAsC9u2sS0b27axbBvHcbAdl2g8QbK6lsaW+TS0tFHf1Ep9Uwu1DU1U1zeQrK4lUVVDJBrDCYWwbftSvwRCCCHEJSEBq4IYYyjk8wwPDdB99DB7PtzG7u3v0nVwH309xxke6CebHsHz8jDqP7sCRhecVHEp/WAVf2lbNpZj47ohXDdEKBTGjUQIR6JEojHC0RiJqhqS1bVU1zdS09hETf086uY1k6ypI5aoIhpPEInFccNhHMfFsmQaoBBCiMojAesKZoxB+z6Z9AiDp/o5cayTzoP72b/7Q/Z++D49XYcZ6u8ll02DMRhjQJ0OT+Wvo9aV109yuzE/F/+vFMAUKqh6OU4wlyscIRyNEU9WE6+uIVlTT03DPOoam6mub6Sqtp5EdS2xZBXReJJILE44GiMUjuCGwuVhSCGEEOJKIwHrClOqUhXyOXLZDKf6etn9wXu8/9br7P9oO91HD5EeHkT7PmDGBqdJAtJkQaq0bka3G3dba9SNgkqZwrJtQuEI0XiCWLKaRE0ddfNaqG1soXnRMpoXLaOxZT5VtfW44TC242I7TlDxchxsy4binC8hhBDiciQB6wqitSaXzXJw724+eu/3bP/9G+z5YCv9J47jFfLlUFUa/ps0GE22flwAK60bX90aH6wmuu9E2xgfwEoBySpOjlfFOWCO4xJNVFHT2Exj22JaFi9n3oIlwdK2iJqGeUTjSRzXneYrJ4QQQlxcErAuY8YYvEKBgf5eOg918OHWt9j+1uscO3SA9PAgmXSKXDaD73tgzNgwc44hiFHrzlaxKq07n+HF8v6Wb6dQlgqGGx0H1w3huCHcYsuIcCRGsraB2uY2WpesoG3ZShpaF1LX1EqsupZ4IjnJqymEEEJcPBKwLjO+5zGSGqa/9wRHDuzjYPtHdLR/xNGOffR2dzE80E8+m8UYDYyqVDHzcDNZsCqtmyxwzeQxzxasyts6y3BjudplWdi2g1uc3xVLVuMk6qladC13fPZx7r7nXoQQQohLTfpgXWK+71PI58iMjJAaHuRk93H27tzOh+++yaG9uzh5vJPMSArfK5we+psotEy2fhpDfJNVk84nrM1o3tZ0HtMYlAKjfXzt4xVyjAwPcbznJEP2SaqGbT72QAEhhBDiciAB6yIzxbP5dLHx5/DgIIf2t7Nj61vsePctDuzewUDfCQq5LFoHVaqzDatNVmGaydDdmMecqLo16rYXurp1tkAIoLEY8B2O5mNcffMavvSVr3HnXZ9ACCGEuBxIwLrIctksfSe66di7mx3vvsWOrW9x7HAHI8OD5LMZPK+A1v7YOVXTrTgxdWg5nxA0fttnhLdxj3k+VbDyY4y7Xcmwb9OdDzPs1PC5L/wJX9iwgeVXXU00GkUIIYS4HMgcrAvMKxQYSQ1zsvsY+3fvZM8H73GwfRc9x44y2N9LOjVEIZ8rh6qSqYbyJhuOG7NuloYRzxa4ph2gJlhfWnfGtifYJ4C8sTiZdxiyq2laspIvfvmr3PWJTzCvqUnClRBCiMuKVLBmme/75LNZhoYG6OvppuvIQTr2fMTejz7gyP52TvWeIJ0aQhfP/DPFuUVwfkN8E4au8V+ncf/z3vYUAXD8+ulU1gA8oxjRNr2FELqqlY/ffiePf/4L3Hrrx4nFYnJJHiGEEJcdCVjnyRiD73kUCnly2SzDgwN0tO9m+ztb2P3+u3QeOhDMqcrnMOPmVMEFCDOT3O6MdbPwmGerbo3f9lRBaqKqlQEK2mJAhzheiBKua+FLX/4zPvPZz7J02TIJVkIIIS5bErDOgzGGXDZLz/Eudn/wHtt/v4Vd296h69ABMungzD9jdFClKt5nplWe2TozcMbbmGB9ad1k2z5bgJp2b66ilHY4nHYYtqq4YfUa/u9v/A23rFlDVVWVdHEXQghxWZM5WDNgjMH3fUaGh+juOsqu7e/x/ttvcGjvbk71nmBkeJBcNoNXyAd9qs4ypwomCRjTGE6b9HZc/KrYrG2bYtXKWPTkQxxJW9S3LuKhhx/lT77wBRYsXEgkEpHKlRBCiMueBKyz0FqTSY8w0N/H8aOH6di7m4Ptuzi0bw/HOw8z2N8b9Kkqzqma7eafk4YZNXG4OZ9tj9/GtKti57vt4teCUQx6NicKIYatODesvpVH/vhx7rzrLubPn4/jSMFVCCHElUEC1jiliylnM+liR/WTQUuFrW+zf9eHHD9yiMFTfcGcqlFVqkvWgPM8tl3e1sXY9rjbjb6tNoq8VvQVHE74MZyqRm6/6xN89atfY8XKlTIkKIQQ4oojJQGCKpXRGs/zyOWydB0+xK7tW/lw69vs+XAbPV1HSI8Mj+2mXrzvpEN1k1SYZjJ8Vlp3OVS3prWPM9w2BOEq5dscTrv0+yGWXLWSz69fz+NPPEFdXZ0MBwohhLgizfmA5Xkep/qCiynv2v4e7/9+M4f37QnaKYyk8ApBjypjzLSaf54RtBgbMGYzBE227cnuO37bEz3mdKtdk4W88bebatsZ36In53AkbaNDce5/8NP86Ze/ws2rV5NMJrEsCyGEEOJKNOeGCH3fL8+pOrR/L3s+fJ8De3bSeaiD/hPdDA70k89mgjlVmDMrVtMMN+czoX3SbU0zBE24rYnuO5N9Gne78ft01udTXG8Iqlb9BYejaYuMFad5wWIe//wXeOCBB1i4aBGJREKGBIUQQlzRKj5gaa0p5POkR1L0956ku+soB/ftoX3nBxzet4eeY0cZHjhFPpc93U39LCGBSdadU5Cabpi5xNs+l/uOv51vFBltcTJncTwXIlTVwI2rb+Hxx5/gE3ffTW1tLa7rIoQQQlzpKm6I0BhTDlX5fI50KsWxo4fZse0ddm3fyv7dOzl5vCuYU1UoYIqNP8+ozIz7+VyG6s4WPCbc1kTrzydITbKP09rGLG3bEISrQc/maMalvxCiur6Rzz36KI89/jg33HCDBCshhBAVpeICVmlOVUf7bna+/y7b33mTg+27ONV7glwug/F9DKbc/HOyYDQ+iIz5Os0KU0U1/5xgH8dve6JQB5DXNkczDp1pRU6FWHnNtfxff/VX3P3JT9LY2ChzrYQQQlScK36I0Pd9ctksfSd6OLi/nfd/v4XdH26ju/MIQ/19pNMpCrnSRHV91hAE0w8Y5xpELuS2y4896oHPqJKd5/OZ7rYLRjHgOXQM2wx6FnXzmrnv/nV8+StfYflVVxGPx6W3lRAzUKrQZzIZBgYGGBoaYmRkhFwuh9YapdSY+Ytn+36666b7eBf6MZVSxGIxIpEITU1NCHE5u+L+ummt8QoFhocG6e3p5tCBvXS072b/no/oPHSAvhPdDA2eopDNnr5MzSwHptloUTCr257ovrPwmGcLhJNt2zeKEd+iO2vTk7Mp2FFuvOUm/ujhh7n//vtZsnQpruvKRHYhZsD3fU6cOMH+/fvZuXMn27dvZ/fu3Rw5coTe3l7y+TyWZWHb9phAUqoQl76WQphlWeXvxy/jbzt6mWr9ZI850eNN9jiTbc+yLBzHYfny5fzlX/6lBCxx2bvsA1bpE1s+m2VkJMXw4ADHjh7mo+3vsfvD9zm0v50Tx///9t49Oorrzvf97Kp+qFsvpJYQb4Rs3hgwxhhH2J44cWCwj5Pgie1YMMn4PMg4mSQ+Zzz33mTszDEn98xannV9M3filXid3JsM1k3izHiSm6wJzgmeOCBDwMZg8ZAECCHQC0kIPfpdj/tHdRXdolvqBgFSa3/Ware6elftXWXq19/6/X77ty9a1dQ1LcVLJUSq5yijwMi0PUvhMXrfjKInW2GVaXsWx7yRvp1jpNue5pijr48BxA0r1+p8UGXI8OIrLeP+ezfwZ88+yz3r11NeXi5DghJJDhiGwdDQEH/4wx/47W9/y7vvvktLSwvhcBhd1wFSxIi9zTRN55UN47W73geisY47+pjp2goh8JeWEpg/n9DAAGfPnuWxxx5j7dq11zUeieRWMSkFli2qDF1H0+IM9PdzpukEH32QSFRvOsFgfx/RaPjqzD+uCoxMgiKTh2k8wWS3S/mcS7sx+s50zGzbpevb3na9fY97PmnaGQgihkJHxMX5YUFIM5kzt5Jntu9g+44dzJs3D4/Hg0QiyR7TNOnt7eXHP/4x9fX1NDY2Eo1GAUt4eL1eAoEA5eXllJSUOPeYvW6qYRgpQsv+PPp9tBgbT2w5NjrxStfHWK90x4tGo4yMjDgC0UZRVSoXLeLBZ56h5eBB2g8exDCMibi8EslNZdIJLNM0CYWC9HR2cLb5JB+9/weOHzlM98V2p0aVpsUxDN36cZ9kxT8ztXP6mkARNPqY43m7biS8aG9L1y5mCvqiLs4HVS5HQTNMvApsWLOKnTt3EqiokBXZJZIcMU2T/v5+fvCDH/D666/T2dmJpmkoioLf72fevHnMnz+fmTNnMmPGDPx+f8p9liyWRr8yiaDk/UaPZTRjibRsxJX9dywWo7u7m9bWzPZ/DwAAIABJREFUVoLBIKqq4nK5CAQClJSU0HPpEr6SEmYvXUrPuXMgRNZeOYnkdjIpBFY8FmNkeIjujoucPnWcpsajtJ1pputiOwP9vYwMDaLFYuiGDphZC4zxxE26thkF1DjHHK8d6dpmIYJy2X/MY6TZ93rHaGMgGNEULoZcXIoI4oqXWfOqWDhnFl1nm5lbNZOKykopriSSHDFNk0gkwi9/+Ut+9KMf0dHRgaZpuFwuFixYwF133cX8+fMpKyubshNFTNMkGAzS3NxMV1cXwWCQyspK5s2bx5w5cygvL0fXdX737rtODpaiKCk2SCKZzNyWO1PTNGLRCMODg/Rd6ubi+XOcPnmc0ycbaT93ht7uzsQyNUmeKrL3JmXrYRpTzIzXBxlESoa+s22XdgxZeqhuSt+j3sGqaxU1FC7HVDrCCgMxFX9pGatXruTxxz9N74VW9vZ2Sc+VRHKdGIbB4cOH+eEPf0h7ezu6ruN2u1m9ejXr1q2jsrISj8dzzazBXLldE00Mw2BgYIBjx47R1NSEpmmsWrWKmpoaqqqqKCwsRAhBf38/whZViaRa6b2STBVuicAyTRNd09C0ONFIhIHL/ZxtPsWJD9/n5NEPaDvTzEB/L5Fw6Oq6fySFsRhbKIwWPZCd8EjXbnS/o9vkKuLGapdyzDR9jxdOvBl9O9vTiE8AHUFIV+gIu+gIKUSFm9KyGWzZsoVn6upYu3Yt/9f//jcUeL1UVM5EIpHkTiwW49ChQ5w5c8bJuXK73URjMU6cOIGiqo7oGC2RUmboKQqK7f1RVdSkWX6ORyghXIS9T2I/QeqswNFtkvsa6++Uz0KAaTIyMkJLSwtnW1vxFRSwevVqli5dSmFhIUVFRaiqiq7rqfvZ77dJFEokuXJLBFYkHOZSdydnm07y4R/eo/HIIdrPnWHwcj/xWNQpp5BMOoGQ0XPD+ALDOUaW3qCswmxpxkhS2/H6Hq/dRPSdSVhl6jutKEu86wh6om7aggr9EUBRufPORfyH//if+OOtW5k/fz6GrtPXewnV5SIwU06jlkiuh3A4THt7O+FwGAChKMTicc6cOZOz1ylde1ucZdzn6s459ZUViVyseDyOpmlEwmGOHj2KqqosX748836JseQyM1IiuZ3cFIGlaRrhUJDenm6aGo9y9NABzpw6TnfHBYauXCYSDhGPxVK8VZC7l+VGPDl222xF0I30nXIeSftOpLC63r7HFa1moq6VoXA+6KI7bM0WLAuU88CDD/Hss89y1+rVlJaWWk+dmkZvdzeq6qIsEEAikeROMBikr68PTdMoDgRY8eCDeIuKLHuZeDlCw/7bMKzXqL9JfDbs7cnv9guc45DUhqQ+nOOk6cNM7sNOpE8eH1w9bqKtN7F/NBQiHIkwMDCApmljiyfpvZJMISZUYEXCYS60naXl5HHOnDrB2eaTVvHP3h5GhgaJx2JpvVUwtnDIysuSQZRlElYp+45zzBsVN5najim4xunbOUa2YnScvtO1MyGxOLOLzrBgICpQvD5WLlnK1kcfZevWrSxdtoyCggIURbGeSrU4A/19FBaVUFpWjkQiyZ1QKMTg4CC6YTCnupq6v/1bAgsWwPXWkBttc23RcxPIJIFGbzdNk8jICPvr6/nNa69hMk7NrMRLeq8kU4UJFVi9l3r4yf/zPzhy4F26O9oJjwyjaRpkuJXH/JHPtH0cIZVp34zCI1vBlGl7mm0T7oFLsz1T24nwgpmAZljV2C+GXXSHFaK4KJpRzOrVa/jTL/wpDzz4EFVVVSlFQ03DIBwMMjw0xKy58/EXFiGRSHJnZGSEYDCIoesIVUVxu1HdbkQ+Fek1TVzxOIrbjZ2bNSZJuV9SZEmmAhMqsC7399F48iRn29oxYmEw7KckgSBNjlXij3Tem2y9Vtm2S/k8Tt/XtL0OD9N4gjDlc5pjXu8Ys+n7mmuW1NYEYobCpaiLc0GVwRgIxUXlzJk89thjfPHP/ozFS5bg8/kYjW4YDA70E49rlJaVUZCmjUQiGZ9QKEQ4HHYWpc9nsp0JaSfayzChZKowoQLL5y/EcPkIK37weFFMHcWIIfQY6HGEqSNMqwJvpnpL9raJFBjXJURuct9OX+MIsBs5n1z71hFciatcDKl0hgQRzcBb4OOe9evZvn07j2zeTHl5OW63m3TomkZ/by+aphGonInP70/bTiKRjE0wGCQWi1memjwXFY5XKtu20nslmSJMqMAqKw/g9xeCoqLpJkIooKgI4UWoOoqpoRpxFENDMTUEBmAiEvfLWMIho/BIJzDSbU8nMLI8ZsZ6WVmImzGPkabvGwrxZTrPcTxZhmklrndGLWE1GIOYZgIGGzfcy/Y//VM+tmkTgUAAl8uV8WlT0zR6e7oxdJ2y8gDegoK07SQSydiEQiFHYI1+yMs3cgn75fN1kOQfEyqwSkpL+dimTWi6TldXFwMDAwlDEcUwFIRwoSgeFFNHTYgs1dQsT5dpIDARwhxXOOQqPDLtO1qIZN1HFn2P3pay/Sb1nWk8o/u2vzeBuKEwqCl0hVW6woKooeApKGCG34eIBFEiw5w4fAA9PML86hpmzppFWSBAYVExXm8BLrfbMZCGrjPQ34eiKMwoD+DxeJFIJLljCywgr71XAMm5Vdm0HS8ZXiKZLEyowPJ6vTz59NPcX1tLS3Mzx483cuLECZpOnuLywGUEiSJ2uEC4EMJENQ1UNFxmHLepoZo6CpbYsgTCtUVH03q3krZnEhTO+xhiJuWYYtTnTO3GOeb19p2tJ+qaPrLo2zAFMVPQFXFzIagwEAOhuigpK2X9unWsvWsFPW1nuXjuHPt++xsa/u23lJaVs7DmDhYtXsKdS5dRXbOYiqoqfH4/breHSCRM/6VLuFwuiktLcWUIJUokkrGJRCKJCUKQ7yFC5/zGEU23q+q8RHK9THgdrLKyMsrKyli1ahVbH32U8+fO8Z1X/w9++atfEY1ZFYkVRUVRFFRFQUcB4UEIN0pCcLnR8BDHTbLgulZgQPYixm47nhAZ3c7+7ob6HiX8cu07F/HmjHeMPgwEV3QX50ZUesKCsGaiKAoL5s6lbvt2PvvZz7Jw4UKCI8OJRbebOPnRUU599BFHDx9i397/idvtobKqiprFS1i+Zi1LV6yisLCInq4OvAU+/ImlLiQSSe5Eo1GnJlRe30e5eK+QIksytZhwgWXfAKqq4vf7qZo9C3+hn4KCAjDBxETXdTQtTty02iuqgioUDCHQhYs4ChHcKBi40HELDQ+6JbgwUDAnPH9pPBF0Pce8WcU/r1eAGQjCukJnROVCUGE4bm2bMaOUezfcyxe/+GdsuO8+AoEAHo8Hb0EBJaUzqL5jMbUPf5Ir/f10dVyk7expWk6e4GxLM6caP+LDw4fw+fwUFRXR19vD8NAwx458QHnlTGbPmUtJWRleb0FKSQeJRJKZWCyGruu3exi3DJFN6C/JkydDhJKpwE1dKkcIQWFhEQ9/8hEME1rPttLZ2cmVwStEIxHi8bhT1TduGta9IwSKsEOJCnGhEDFdqLbYQsctdNymgUsYmQVXjp6tTG2zbZeub3tbJsF0K8KNNlHTWpy5M6zQGxEE4yYebwF31CzikUce4fHHP83KVaucdcDAEsmqquItKKCwuJiyQAXzqhexYs1aPvbxT3Cpq4uO9vOcbz3LhbZzdF28YE1sAP71rZ/x4cEDzFmwgJolS7lz6XKWrlhJ1ew5MnQokYxDPB6/KrDyPESYbW0vy2bKxZ4lU4ebvhah1+vl4w9/gpUrV9Ha2sqpUyc5dfIUZ8+eoa+3j2AwSDgcJh6PEY/HMXQdI7GvvVCpJSQUBAqKcKGYJm5h4DF1PELHg4YbE0WYKIl3yELM3KAnKpNYG+1huhlesGz6BmuZm4gh6Im6uBBUGIwLDBRKSotYtnwZTz/9NJu3/DHz588f08MkhLAEl89Hgc9HoHImi+5cQjwWIxQcobenmwtt5zjb3MTpplOcbz1L54V2Wk83c/Dd31E5ezabPv4J/t2fPMXCmjusxWrz+EdDIrkRNE3DMAxyDaFNRez6VtkKp3y/HpL84aYLLCEERUVFFBUVsaimhgcfeoiBgQHa29s5eeIEHx45QlNTEx0XLzA0PIyuaei6br0bBnHDsASFECjCXv1dIY5KyHShYOISBh5hUCA0vELHi45b2LMSk8bijCl1W7berUwhvdHtnPfrEExOXzfo3TKFVY19IO7ifFClOwxxAxRVpWzGDB555BGe/ff/nrtWr6a4uJjrQVEUvAUFeAsKKAtUsHj5Sh74xKcYHhqkp6uTc6dbONl4jNMnT3Di2DF++sP/m66LF/jaN15i5qzZqK5bsta4RDLlsD1YTh0siSM2zZu4zI9EMpHc0l84IQRut5uKigrKyspYsWIFWx99lO7ubs6eOUNjYyPHjn5Ia2srly9fJhqJJBYWNdB1A90w0HQdAQmhJTAUgW4qRFEIoqIIy7vlFQY+RaNA6HiEgUuk92zdSIgvue3NElY59WH/x4SgpnIx7OJiSGE4ZmJgeROXLV/B0089xeOf+QxVVVV4PB4mCiEEbo+HskAFpTPKqFm8lAc++SkGrwzw/nsN/L8/eJ139vwrgYpK/tN/foHSGWUT1rdEkk84HqzpgO2ly8aDlefhUkl+cctdCE6oSVXxeDz4/X5KS0tZuHAh9957L319fZw/f56Wlhaam5s43dJCd1c3weAIsVgMTdchsVI7hoGpJ4RJQnAJQSJJXmFEqLiEiUcYeBWDAkWnQBi4FQMXpuXhssfFTRI9o9plOmamvnMRa6YpiBuC3qjKxbBKfwQiuolQVCorAnz84w+zbds21t97L5WVlY5InUjsZS8URcHldlv5W0XFPPSpYgavDPCDf/gOb//qF3z+2f9ISUlpfq2tJpFMELquOwIr3+WEfX7ZVnKXOViSqcJtj9EIIfB4PHg8HkpKSpg9Zw5Lli5l4/33093dzbnWVlpaWmhpbqb9QjuXenoYHBx08rZ03bBcxkkJoZZoECiKIIYgLBRU3cQtXHgUW2wZeIWOR5i4Eq/RgutGcqJGe71uZngR0woHjugqPRGVjpBgKG7VuvL5/SxatIg/3rqVxx9/nCVLl1JUdOsWYbYFdVl5gHs/tok9/9/POXroD3RdbGfm7Dl4vLIYqUQyGic8CEk2Lf8QuXikEm0FchahZGpw2wXWaBRFwefz4fP5mDlzJitXriQSidDX10fr2bMcb2yksbGR02dO093dTTgUIh6PE4tG0Q0Dw9ATYUUwDOF4VHRhia2grqKgoCrgUUz8ioFPMfArOl7FwI2BIrCS5RNjSudhyhROTN6Wq5By9smyHQmvetxU6I+5aA8pXApDVAeXy0VpcTFr166lbvt2HvnUpygrK3NmCN5qhBDMKA8wd/4CDu/fz0B/H7quAVJgSSSjsWxYakpDvpK8VM5YwkmQoyCTSG4zk05gjUZVVQoLC/H7/cyfP5/aTZsYGhriQns7J06c4MiRD/joo49oP3+ewcFBNM0SVIZhOPlbhmFimlfDV4YQ6KYgrguCwoUqwCVMvMKg0GVQpOoJwWUl0N/IzMCsw4uJP9KJskxhQ8MUBHWF8yE3HSEYiYORsE8VFRU88cQTPFNXx8pVq8ZcQ/BWoaoqxSUlKAmxpdwmsSeRTHaSBdZ0EBRZ2SZZA0syxZj0AsvGFkdut5uysjKKi4u54847+cQnP8mlS5c4c+Y0p06c5NhHxzjd0kL/5ctEwuEkoWU6r+TkUSEUDEWgCRwPV59Q8Chuy7OlmhSpBj5Vx2Pnbo0WPTca4iNVWKXdf9S+EUOhL+aibUThctSaIWgiKCz0s3r1anZ84Qv80R/9EVVVVbgnSd0p2zD6Cv0EZlbhdk2OcUkkk42UHCzHcOSn0HLOL5vFnmUOlmQKMWUElk1ykrzX66W4uJiKigpqamrYsOE+urq6ON/WxunTLbQ0t9B2vo2enh6GBgeJRqOJ3AYrhGiaJpgGV9O3hPMeExASCoMKeIRKgariUxMhRdXEq1ilIVSBk7uVbRhxvNBgSruktiagmwpX4gpdEZXusGA4Dpph4vF4mTt3Lg899BCf3baNu9eto7S0FNckKoWg6xqhkWHKysvxFxbJBHeJJAOjQ4S32/t8M7EfnrOaRWjtIEWWZEoweX59rxPbq+V2uykuLmbevHmsXbuWYDBIV2cnLS0tnDp5kqamU7S2nqP/cj/BYJBIOJyoJG8kvFypni1TUdCxksejQjCiKSgC3EKlQIVC1aDQpVOomhQoBm7FSpRXksUWN+7dsj8bpiBqKvTHVM4HFS5HrFwrhKCouIg777iDz3x2G5/+zGeoqalBnYSFPOPRGCPDw8yaMxeX2z3pxieRTBaSve75fpc4OVjZNc5eiEkkt5kpL7BGkzwrsaysjOUrVvCpzZvp7++nva2No8eO8uGHH9Lc1ExnZwcjIyNWYdPErB3DMDANA0PXMbFCiFdzt0DDJKQJBoSCSyh4VChUTYrdBiUug0I1KXeLzPlTcK24Gt0OLKNjmIJh3cXFsIv2EQhrJibWGo6FRYVs2rSJZ599lo33f4yysklcW0pAaVkZlTNnyuVyJJIxSEn4zvcHkSwT1/PdkyfJP/JOYI1GCIHP52POnDlUVVWx5u672bbtCTo6O2lpbubDD49w4vhxzp1r4/KAVdzUFFZAzhJcZkouxNUbXKCZoBkQjkN/VMWtqBSoLgpdJiUJweVXrbIQqjBz9loBRA2VrqibCyFBf9hEM60HOI/HTfWiap544k/43JOfY/78BdaC2pOYWXPm8h++8nWEolBcXHK7hyORTFpSQmCJ0gR5SS6lF+x22bSVSCYBeS+wIDVvyy5uWh4IcOedd1JbW0tvby/nzrVy6tQpmk41cbb1LJd6ehgZGSYajQGkSZAXowSXia5bYbuROPRHFDyqgl81KXSZFLtNilwmPsWqvZUsuKyjpT7ExU2FQc3FxbBKTwhCmomW6Lq8vJz777+fP/nc56itraVy5kzcUyDk5i3wsfCOxQBymRyJZAySPVgiSYTkI0oOHqy89+ZJ8opp+SunKAperxev18uMGTOYN38+K1auZNOmB+jo6ODs2bM0NTVx7OiHHHyvgVA4jFBdmCajkuSNRDpA4skqcfPrQAwI6zCEwKUIvCoUuqDIpVDkMil0GfgU0wonKiZqInfLQCGUmCHYERT0RUzihtVHQYGX+fPn88lPfpJPf+YzrF6zhtLS0tt0FXNHUZQxF5SWSCQW08ZDY4IghxUlpMCSTCGmpcAajaqq+P1+/H4/s+fM4e516xgaGuLI+4e5cPoUHZ2dFJeX4y8qZWhoiHA4TDQWQ4vH0XXNKWxqu6GELbgQmEBMh6hmMhwTqELBrUCBS6XYDTPcBiVug0LVwKtAyHTTHlLpDJoEYwYmV2uBLV22jGeeeYatjz46qcovSCSSm4fIY+9VTqs2J0UM8vZ6SPIKKbDSoKoqxcXFVFZWoiomhV6Fj23cwONPPEV//2UOHz7MiRMn6Lh4kStXrhCPx8E0Me28LdOwnswUgRAJj40AMNFN0HWIaCaDUUGnIvAoLsu75VW4EhUMR3U042qIoKysjM2bN/OFL36RezdsmBLhQIlEcv1ck+Sez/e7UAAB5vieu+Sq7xLJZEcKrAwoimItK5OYJu0rKGDlqlXMnFnF1kcfpaenh1MnT3L8+HEaP/qI1rNn6b/cTzgcQdc1TMO0ZgAaBvZjmhj1BGYCugERwySqwUBUxzCvVmP3ejwsX7GCpz//ebZu3cqcuXOluJJIpgHTRUDY3n4Acxx3lp2LNj2ujCQfkAIrA0IIXC4XpmGCaQklt9vNjBkzKC0tpbKykpqaGjZt2kRHRwdtbW20tLRwusUqbtrV1cXQ0BCxaBRN0xJFTa8+lZop9VxESr8ej4eKigruu+8+nnzqSe7dcB8VFRUyJCiRTBNM86rcyOsHKmd2zzjnmFQEOo+vhiTPkAJrDBRVxeV2IYSV3E7SrB63201paSmlpaXMX7CAdffcw8jICN1dXTS3NNPY2EhzUxPt58/T29vHyMgwkUgELR5Hs5fBMG3flpkQdCoVFZUsXrKYTbWb+Hef/jTLly/H6/Xmt5GVSCSZyXNRIRSRXVKVHSqVtlAyRZACKwNCCFyqQoHPj1CUlLXB0rW1ZyUGAgFWrFzJ1q2P0tvbS9u5czQ2NvLhkSOcPn2arq5OBgauEI1GEjMSLXvhdnuYM2c2Tz75JFsffYyly5ZRUiJrRUkk05HkEKHIZ1FhTwxKePTHDY0mrSkrkUx2pMDKgJlQPj6/31pgNHl1+3GwBdecOXOYOXMmd69bx5NPPkl3dzenz5zm1MmTfPD++zT8/nfE4hqz58xjw3338bknn2TDffdRUlIyqdYQlEgkt498F1hJOe5jN811zUKJ5DYjf8XHQAgFt8cDgG7oOT01jV6UurCwkJLSUhZWV7NmzRqqKipoOXoQhMpTTz/Jk5+vY87cufh8Piu5XiKRSGAahMVyOLe8vxaSfEIKrAw4s/0S6QFGDh6sTMez10jENCkrm4FHVfAUFHDHnXeweMkSmWclkUiAq2Ua8tp7BWBPsjazS+aXNlIylZBltcfAEleJuis3KLBGk7y+oaLkUMlYIpFMK/J55pwwQRhX7eyYdjApyV3mYEmmAlJgjYEiFKs0grCXyJnIm/ra2lgSiUQCaepg5bGNEGb255bPYlOSf0iBNQaqS8VfVIQiFAxdJ7d1HTJjJC8abYI0GRKJJCN5K64EGAJMBYFIrO86ho3N93CpJO+QAmsMhFDw+QqtMg2GgWFMkAfLNJ0SDVY/0mhIJJL0ONYh3+yECRggDJFS0T2b3SSSqYAUWGMghEjMIhTompaxDlaumJhomrV+oXwqk0gkY5KvNsIEdCsHy6rXMHZzq2RWHl4HSd4iBdYYCEBVFQSgaRqapk3MgU0TXdMwTUPmYEkkkrHJZ/ugY80kzONTlExfpMAaCyFQEouLGoaRyMO6cUwT4rGYsz6hFFgSiSSZ5GrleWsdTEC7GiLMCvlAKplCSIE1BlaI0OtUctcnTGCZxONxp86NNBgSiSQj+TpzzsDyYJnZh0CVRIkGWaZBMhWQhUaxBI+u6+i6jqooViX1RH0qX2ItQsM0JiwHC0w0TbMMBTKvQCKRTDMSCe5ogGl7sMa2g3bRVWkvJVOFaS+wDMMgFByh99Il+vv7KPQXUhYIUFhYhBbXKPD7UZQJ9mAZVg4WyDpYEolkbPLWPuiAJnKrgwX5nZMmySumtcAyTZPh4SEOvdfA3t/8mmMfHMbn87Fk2QpWr1tPzZ2L8fusxZ51XZ8wD5aR8JiBFFgSiWQM8tU2JPKvHA9WItd1PGShUclUYtoKLMtzFeSnu3/Ir37+T3RcaCcWjWHoGq1nTvPuO79h1qzZLFu1Bi2uo8c1IuEQ8Xgcl8t1Q6LIWhDeSKwKL5PcJRJJZvJyPUIDiGOVachlvyyFmEQyGZiWAss0TUKhEMeOvM8v/vlN4vE499Y+iN/np+viRS62n2Nw4DKnB69wqaebaCTM4JXL/PoXbxEeGWbRnYuZNWcuxSUleDwehMhtroCZqH9lmtKDJZFIxibvrIOdfxUHoXM1ryrvTlQy3ZmWAsswDHov9fDrX/2C3ks9PPbEUzz5+e0UFhbSefEi7x86SOOH73Pu7Gn6ey+hqCqhkWF+++tfcvSDQyxbsZJ1925kyfKVzF2wgPLyAD6fH7fHjRDZLdwskgrrSYElkUgyISyX9+0exsRhYnmv4tbflv3LzgYKJTv7KpFMBqalwIrH45xrPcvv/ufbFJWU8olHNrN02XKEEMxfsJB7NtxHT083TSdO8N6+d/ng0Ht0tp9nZHiIC+fPcf7cGd7d+xtmz53PirtWs+Fjm7hrzTpmz51HcUkJbrcbRVHHNAS2oZAeLIlEMib5aB80IJb4W2SZg5XIvzIZZ81CiWSSMC0FlmkahEMhrlwZoDpQYZViSDJiqqoya9ZsKgIV3LtxI5e6ezjy/iEOH2ig8egHdF44TzQSpv1cK10XL7Dvnd9SNWs2q+++h3UbNrJyzd3MW7CQosIi1DT5WqNNgxRYEokkHXm5PIwORLFEFvbMwLF3SV6PMc+uhiSPmZYCy75d9UQtqmu+FQJVVVFVFW9BAT6fn8qqmWy4/2NcbG/n+EdHOXLoIK2nm+jp7mJkeJhQKEhPVyeHDjRQNXs2y1asYs269SxetoK58+ZTXFKKoqooiiINhEQiGZNkz3ZezZyzZw9GsYQWQBY1sJyWipKfHj1JXjItBZYQApdLxTRNDNMY193sdrspLZ1BSUkp8+YvYOXq1Wx66OMc/+gox499yOmmk3RcaGfwymU6L7bTcfE8TccbaXj331i8dBkrV69h8bKVLFxUQ6ByJtFIBEAmuUskkvHJJ/tgYomriL0hB3GFtJeSqcW0FFgAXq8Xr9eLkajgng2WMHNRVlZOWVk5y1as5FN//Bht51o52LCfQ+/9nvOtZ7gy0E84FKKt9TTnW8+w799+y8yqKpatXM19mx5k3oJqtHgcTAMTOe1YIpFkJm8Ehe29iuCEB6+ShdCyy1Xky/WQ5D3TUmCZpoGhGxQWFRGLxojFotd1HJfLRVl5OWXl5axeezfbnnqaE40f8d7vf8cfGn5PR/s5QiPDREJBLrSd48L5Nn6/9zfMmjOXOfMXoBs6mCZGooiposilISUSSSp5UwfL9l6Fsco0JJHL2cm1CCVThWkpsAzdoPfSJQavXKHQMAmHw9d9LPvp0uVyUVFRyf0f28SatXfz9PYv8MHhQxzY9280nfiIzgvtRCNhopEIF86fo7PjIrFYjMt9l9jzi3+iwONixV1rKQ9U4PZ4pNiSSKYxyV6rvPFg6VjiatTzrFWyJstzzBexKZkWTEuB5Xa7uXPpMtY25/ruAAARtUlEQVTeex9FxSXMrJo1Icd1uVy4XC78hYWUlQeYWTWL9fdtpPVMCyc+Okbjhx9wvvU0fZd6CIdCAETCId773V7azrSwfNUaaxbi6rXMnb+A0rJyKyleGhSJZPqSD/e/iVWWIUhScrtFTjVG8+FaSKYN01NgeTwsWbqM5/+Xv6bA52fhwoUT3oeqqpTOmEHpjBksqrmDjbUPcvFCOx8cOsj7B/bT2tJM76UuRoaGGBkeounEcU43neS937/DirvW8uAnHmHdhvuprrmTAp9PerQkkmlESjJ3Pswi1LDEVWTUditz3aqDlUXoL/uUeInk9jMtBZYQguKSEtZvuO+W9KeqKiUlJaxYuYply1fw2Ke30dLcxMH973Lg97+j7WwLw4NXiMdj9HR10tPVxeED+1l99z0891/+N1auXkthUZH0ZEkk05Apf98bWKHBIa7JvYKr52dmOd1HZl9JpgrTUmDdThRFoXTGDO6+Zz2rVq9m21PP0HjsKO+9+w7v/+EAXRfaCIeCBEeG+eDQAf7bN/+Sv/irb3L/A39EcXHJ7R6+RCK5BaSIqqmcd2QvizPM1crtoxAJv1RWHizbmzdVr4dkWiEF1m1AURQ8Hg8ej4eCAh9lZeWsWXs3nR0XaTz2IX/Yv4+Wk41c6uqg9XQz33v1FWLRGA9v3orf77/dw5dIJLcQMZXTAzRgBEtgpdFOTm0rRTBuIDQfQqWSaYUUWLcZVVUpKi6mqLiYOfPms2T5CjbWPsiH7x/m93v3cLhhH2eaTvGTH/2AQOVMNtxfi6qqt3vYEonkJjK6kvuUxA4NDpA2NGiRODcTDGP8os/J+VoSyWRnCj8a5R9CCEpLZ7Bi1V38yefreOHFXdxX+yCqqnL86Af8j+/+n1zu70fTrqnSJ5FI8ohrQoRTDVtcXcEKDY6lhxRhvcbBWZdxKl4PybRECqxJitfrpbqmhq/9r3/NkuUrCIeCNH5wmF//8heEQsHbPTyJRHKLmHIeLLug6CAQYtysdCuv6uo5juWdEkJYa4xJJFMAKbAmMarqYtEdi3n8c08za85cgiPD/OvP/4ng8PDtHppEIrmJpIQIb/NYcsLAKsVwBSvvKptVyITlwTIZW1zJpXIkUw0psCYxQgi8BQVsqH2QFavWoGlxTjYeY2hoCMPImNQgSWLXrl3Oj9WWLVvo7++/3UNKob6+3hnf2rVraW5udr5rbm5m7dq1zvfp2kjykykZIrQ9V7a4yiaTIVEHyz5AVrMIb8L1aGhoSLnPJqu9yIX+/n62bNninM+uXbtSvg+Hw3zpS19yvv/Sl750Q6uaJPd5Pcfq7++npaUFsGzf5s2bp7ytkwJrChAIVLLwjsWYpsnw4ACXL1/OeoHq6Ux9fT0NDQ309fVhmia1tbV885vfvGEjMlHs2rWL3bt3O+N74YUX+NrXvuYY9b6+PmbNmuV8b5omR48eZenSpbd55JKbTfIKDlMiRKhjhQMHsOpd5ZAmaudVmYaJYRhEIhE6Oztpbm6mqamJ4aEh+i5c4MDPfkbj3r0EBwcnPEzY1tbGzp07CYVCzr22Z88eAoHAhPZzq+jv76euro7a2tqU8hfJIuvv/u7vAAiFQoQSK4vY266XPXv2UF1dzauvvorP58t5vL29vQAsXbqUt99+e8rbOimwpgCKquJyuxFCwTRNNE2THqxxCIfD7Nu3jx07djhG8rnnnqOtrY0jR47c5tFZT2j//M//zIsvvuiMb8uWLQA0NTUBltGvrq6WpTmmIVNKYNmlGPq5Kq5y0T+J04vGYly4cIH9+/ezd+9e9u7dy4EDBxi8coXus2fZ893vcuBnPyN05cqEX5PW1lbmzp2bkyiYzNg25LnnnnO2Pffcc5w8eZLm5mb6+/tpaGhgx44d+Hw+fD4fzz//PPv3778hr1FdXR3f+9738uY63ihSYE0BTNNMCCoTAZhSXN00kkN2Qgjq6+ud70aH7JKfBm2X9i9+8YuUNg0NDWn7sb1Ty5Ytc7YFAgH27NlDbW0tcH1Gf3SoI3n89fX117juk7fV19fzV3/1V07YwN53rPMe75pJrg9FUVDscNhkzTuy860uY4mrNOsMjo9VA8vE5MqVAY4dO0ZTUxMFBQVs3ryZr3/963zrW9/iv37rW7z4jW/wrb/+a/72v/931q9fP2GnEQ6H6ejooKamJqf9ktMPkkP3dpgs+d4fvW3Xrl28+uqrTggveXumdIDRIb+xQpjpHs78fj+lpaX09fXldJ42o0OKo8eXje15/fXXrxm/7b16++232bRpE7t27UoJEdrn/frrrzt2yO472faMtm1jjSeXa3kjSIE1BTBNEy0et9y8QmRXL2aa4/P5eOCBB9i9e7dz4+zZswcgRdQkU19fzyuvvEJTUxOmadLU1MQrr7xCQ0MDDQ0NLFu2jO9+97uYpklfXx8NDQ0pYqOnp4df//rXHDhwANM0eeONN9i1a1faG9c2gEeOHElrsGyj/9JLL2Wdf1VfX8+uXbuckGJfXx+7d+/OSfC88sor7NixA9M0qaurG/e8GxoaUsKcTU1N/OM//uOUz5243aiqaq0/OhmFlYnlpRoCLmGFBSOMUetqHBSBKUx0XaeqqoqvfvWr/MM//AN/8zd/w9e//nW++tWv8hd/8Rd85ctf5itf+Qo7d+5kyZIlE3QyVoisra2N7du3Z/WDawsNwAm/ffe73+Wpp57K6d/9j370I77zne9gmibr1q3jS1/6Eh0dHU6Y8oUXXnCOGQ6H+eY3v+ncm3bKw2uvvZb22NXV1bS1tTmhv+TzbGtrIxAIUFtby+7dux1R8uabb7Jo0SIWLFiQ9pyff/555zijUxqysT3f//73KSwsxDRNQqEQ1dXVvPbaawQCAerr69m8eTP79+/nxRdfTHtOb731Fnv37sU0TZ544gnHjtv9tbW18dZbbwGWLfzyl798jS2vr6/P+VreCFJgTQlMDNO4umaXFFdZUVdXx44dO6ioqEAIwb59+/iXf/mXtHkVdkjxhRdecOL+S5cu5ejRo9TW1vLOO+/w8ssvO96lQCDAiy++SENDQ4ohtl3uAOvXr3du/nR8//vf5+DBg85NnmxQbWP48ssvZ2XE7fEnhxztMSaLzPHYvHlzigAd77zb2tpS9s+X3InbjcvlulpQeLKIrGRh1YUlroLkHhJMRgAKuNxuFi9ezDe+8Q127tzJxo0bWbhwIeXl5ZSUlFBcXExxcTFFRUX4/f4JLbbc19dHd3c3b7zxhnOv7dixg7q6urT3TXt7O4ODgynht9raWp544gnefPPNrPvduHGjI2ba29s5d+4czz//vGM/tm3bxsaNG3n//fcde5DMiy++mFGM2PdwsmjYs2cPb7/9dsr+c+fOxe/3O78tmcJ76cZXV1fHnj178Pv9WdmezZs3O2kQ9gNwR0dH1jmxyekeDz/8cMrx/H4/1dXVQGZb/sILL7Bv3z4uX76c07W8EaTAmgoIQVFxCapqFd6XAmt87KfM1tbWFKPp9/vThu1sA2bfpKOPlS6EsGzZMsrKyhwBVVVVRUVFRdZj3LlzJ3/5l3/pfLYN6ptvvumEC5Nv+nXr1jnfZxr/pk2bUtzimzZtyno8QEpYIZvztg2cLWJleHBi8Hg8johw8o1u9L43zcyvtO0TLwNrduAA0AF0Y80SjJOD18rqxxz9wgQFhCIoLi6mpqaG8vJy3G6348UbPbtvovOv7Aepuro6Z5v979r2eifT19fHT37yE+ffvP166aWXcuo3Ofzf19eHECLFftgipLW1lUAgwI4dOxwv23ghLdsrlBwmCwaD7Ny5E7gaIqupqXH+X9TU1GT0kqcbn022tudG80nT2eZ0ZLLl69evZ3BwkIKCgpyu5Y0gBdYUIB6LERoZmVr1cG4zR44coa2t7ZqnzJdffpl33nlnQvro6+vj8uXLE3IssAzq3Llzr+t7+yl8//791/yITfRsqOTztoWgHRK1jZYUWjdGYWEhHo/n6j1vmk6dqHFfhpH+NeY+iZlmtqDSsSqwXwEuAuexhFVOHqvU4xumPRYdw36hYyoGiMn10JjsERlNW1sbmzdvTpnda78m2gvS2trq/F1XV5fiEa+oqBhTHCTfm3ZYzRYe9my/bdu2Oe2TPWa5cCttz43Q19fHwMAAkPu1vF7kWoRTgEg4zMX2NmLxDMvRS24Y26C2tbU54TAbW9gkGztIfarLNXF0/fr1/OpXvyIUCjlPsbbH6IEHHqC5uZmvfvWr/P3f/73j5k7+fjQVFRXMmjUr7fjHYvQ5JZPNeSdTV1dHXV0d9fX17Nu3j23btsnZRNfJkiVLqJw5kyuDg4SHhuhtbcWbyF9xRFQaoeQIMcNwvFPJ+2C/Q0IkmQgEBf5iistm4lF9EBXWMjdxMA2uerhSNJBJIiXU+UIIq61hmhi6jhaPEYuGiEUixKIhIsERQsFhouERND2GoRjoqk7/pQtc7rzIrMLCW3JtR2PnFNbX1ztiwPaC7Nix45r21dXVdHd309fXl7V4sEVIJioqKpwffPuYme53WzjZyeFNTU3X3PPp7Ic9s3DZsmXXhMjGI934kr+7Httzs8hky9Ml/mdzLW8EKbCmAIVFRVTfuYR5C2soKCxi9pw5uFzyf91YrFu3zkmitJ8qGxoaeOmll9i/f/817ZOT4rds2UIgEHASOx944AEefvhhNm3axMMPP0xtbS39/f3s2rWL2tpaAoFAzgJr6dKlrFixImV8b731FgcPHuT5559nwYIFLFq0iDfffDPl+7a2Nr797W9fczw7hPDKK6+wfv16x6ju2rWLjo4OXn31Vaqrq9m+fTs7duygtrbWKRWxcePGjOMc77zr6+udZFb7mu3bt48HHnhAiqsb4J577mHN6tVcaG9n/49/zHs//WlKLtboMFkun4Wi4PZ4KSgoxF9cRGFJKR5vAaYJhmkJrqseLStOaAk6w/I66Zb3SdM0DE1H1zRMw3rXtBi6rmMaupPKkDoWa5thGBiGYc2WVBTcLhd33nMPXq/3lpelsPOV9uzZ44QJX3vtNaqrq1m3bt017e1Q/auvvurUe7J/oHfs2MG2bduorq5m9+7drFu3Dp/Px5tvvsmxY8cyjsG+35OPmWwPko9vjzFZMGU6nm0/7PvWzmPasmULu3fv5q233nKOl9zfeMeDVBE3nu0Zj7EecHPFtuXJ42lubuaVV17hhRdeIBQK8dnPfjbra3kjyF/pKUBJ6Qw+++QzzK++gxnl5cydN18KrHHw+Xy8+uqrPP/8847BXrNmDU1NTRkTsO2bLdkz88Ybb6TchE899ZRjKF9++eUbCgm8+OKLzrRse3w//elPnfGNHv/mzZtTnrIzjT/ZSOzcudMx2LW1tbzxxhtObsTOnTt57rnnxqwLVltbO+Z519XV0dramnLNXn755ZR8FknuVFRU8PjjjxOLxZxwbLpcpOt9KYqKogiEUw5CQSgCRShOX4qiJPWbJJTs43B1u11OQhmjT/tYAJFIhGAw6CSue71eVq1aRXV19YQmsGeD/aBQV1fH9u3bgdT7ZjTJtiXZG5JsK7797W9TV1fnfP/zn/+czZs3ZxyDz+fje9/7Hrt27XL2GW0PvvOd7/DUU085Y7S/T2cPfD6fMwb7miePL905b968mb1792Y8Xjp7ao/PHmMm2zMetijavn07+/bt48///M/H3Wcs6urqqK6uThlP8vnnci1vBGHKjGmJRCKRSCSSCUUmuUskEolEIpFMMFJgSSQSiUQikUwwUmBJJBKJRCKRTDBSYEkkEolEIpFMMFJgSSQSiUQikUwwUmBJJBKJRCKRTDBSYEkkEolEIpFMMFJgSSQSiUQikUwwUmBJJBKJRCKRTDBSYEkkEolEIpFMMFJgSSQSiUQikUwwUmBJJBKJRCKRTDBSYEkkEolEIpFMMFJgSSQSiUQikUwwUmBJJBKJRCKRTDBSYEkkEolEIpFMMFJgSSQSiUQikUwwUmBJJBKJRCKRTDBSYEkkEolEIpFMMFJgSSQSiUQikUwwUmBJJBKJRCKRTDD/PyM3CUF1RJcFAAAAAElFTkSuQmCC[/img][/size]
[justify][/justify][size=100][size=150][justify][/justify][/size][size=150][b]7[/b][b].Nacho en el colegio ha saltado tres metros y cincuenta y dos centímetros,[br]Manuel ha saltado dos metros y cuarenta y ocho centímetros y Patricia ha saltado[br]dos con setenta y tres metros.[br]Expresa estas cantidades en número decimal y calcula los metros que han saltado[br]entre Nacho, Manuel y Patricia.[/b][br][br]Cantidades decimales (¡ojo! añade ¨m¨ en cada resultado porque hablamos de metros):[/size][size=150][justify][/justify][/size][size=150]Nacho:[br][/size][/size]
[size=150]Patricia[/size]