Curvas de nivel en funciones de varias variables vf

OBservaciónes Para que se muestren las numeraciones en los ejes en la vista 2D asigna en la entrada a la variable Ndist =1
[b]Observación:[/b] Las etiquetas en las curvas de nivel a veces no coinciden con los valroes de k por los redondeos que realiza el programa
Ejemplifica
Puedes probar con las siguientes funciones[br][br]Puntos críticos[br]f(x,y) = 0.05(x^3+y^3-27x-12y)[br]f(x,y) = 2x^3+2y^2-x^4-y^4+3[br]f(x,y) = 0.1(x^3+y^3-3x^2-3y^2-9x)[br]f(x,y) = (y-x^2)(y-2x^3)[br][br]Min Max[br]f(x,y) = 0.2(4x^2+2y^2- 2 x y-10 y-2x)[br]f(x,y) = 0.2(4 x y - x^2 -y^2-14 x +4 y-10)[br][br]Con restricción[br]f(x,y) = 0.2(6x^2 -8x +2 y^2 -5)
Indique cual de las siguientes las sigueintes imagenes corresponde a las curvas de nivel de la siguiente función [br][img]data:image/png;base64,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[/img]
En la figura se muestra diferentes curvas de nivel z=k=f(x,y) para diferentes valores de k[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcEAAAFrCAYAAACpPDJgAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAGrTSURBVHhe7Z0HnBRF9sffJpYlo2D4i5JBUVEEPU7BCEZEzgCCephABUTkryCinqcih3qCSjhAzwCC+lcJZuQUFVFRUIKoBEGBI4mEDWye//xq+o29w+zuhK4O0+97n7nqbdat6e7q+tV79V5VWiAICYIgCIIPSTdKQRAEQfAdIoKCIAiCbxERFARBEHyLiKAgCILgW0QEBUEQBN8iIigIgiD4FhFBQRAEwbeICAqCIAi+RURQEARB8C0igoIgCIJvEREUBEEQfIuIoCAIguBbRAQFQRAE3yIiKAiCIPgWEUFBEATBt4gICoIgCL5FRFAQBEHwLSKCgiAIgm8RERQEQRB8i4igIAiC4FtEBIUUJkAHfphPj983iK4683hqe/3/0eYAzhfR5rnD6bSW19D0NfnqN6tj4cKFxpEgCKmEiKCQwqRRznE96e6HH6G7e7Siss8+oq+2FAfP16Aj/3QJ9Tx2E329dk/oV6vgiy++oOemTzd+EgQhlRARFFKftIbU4dJL6fiyr+idL7cG7cM0yjzyT3Rxt450cosGxi9VzuLPPqOvv1pKK1asMM4IgpAqiAgKPiCNstqcTj3a5NGXS9fTXpwK7KKfd3akc46rrX6jMn7//XeaOnmKOv5iyReqFAQhdRARFPxBxtHU8aJjqeT9r2hNQTmVrFtK6/98Dh2blWb8QnSWL19uHBE9MW4cHThwwPhJEIRUQERQ8Am1qVWHDlQr90dav2ULfT7vAJ3f/eigjVg1kXOB3333nXEkCEIqICIo+IR0qtu0LR1Pa+mz6c/QgtbnUoecqiVw69atai7QzMwZM4wjQRBSARFBwTekHd6U2tXdRYuWN6ErL6jeCnxr/lvG0R988O57ap5QEITUQEQwSSZNnmYc2YtT9QLPXnONHKqb2Yr63d+3WisQvPbqK8ZRRd57913jSD/ynO0l0boL586n3HsfMH6KHz8+Z7cgIij4hsD+32nPucPotrMOq9YKRG7gr5t+UcfHNGuqSubttw62EAV/U7L0Gyqd8QYVffgf44zgFUQEBX8Q2EVLnltFne/qRkdWbwSq3EBw9TX96PU331THb8ybqwRRcgaFSGrfNUyVBx4eRwGJIPYUIoJC6lKykT6c8i+a9fFXtPjfz9I3Z15HFx6Zbfxj5WDODy7Pfz07nR4ZM4YOOeQQdf6kk06id957j24ZdJvkDAoVSA+2kZxnxlJg41bKf3qScVbwAiKCQsoS2LuOFj77BP3976/ShpNvosF/alStG5SB9detWzfjpz/Iycmhu0eMoD+f/mfjjCCEqNmrJ6X/uQOVTHyeStetN84KbkdEUEhZ0hqfT+OWraefFj1J/TseRpnG+eqA5cfWX2XAKhSESGqPeVCV+aNDpeB+RAQFQRAsIrN1K8oacgOVf/GtihgV3I+IoCAIgoXUGnCjKgufnChBMh5ARFAQBMFCzEEyBS/ICkNuR0RQEATBYrIv6K6CZIoffYrKtm41zgpuRERQEATBYtJycihn2BB1XDBpqioFdyIiKAiCoIEap3emjB7nqZVkJGXCvYgICoIgaKLW8KGqlJQJ9yIiKAiCoAmkTGRed4VKmShe8qVxVnATIoKCIAgaqTX4FlUemDBRlYK7EBEUBEHQSMZRR1GNe+8Qa9CliAgKvqT8999VsAI+2P4Gq3vwJ2/cE2pvuPBn6HD135jP5U+ZVuG/QefGf08SpIVIcvpcqUqxBt2HiKCQsrDQQaQgWhCvfb2vpT1HH0/7TupKuedepj4FNw6lA7ePCn/UAsiI6OPPnA/U3zOfQ/6X+b/J73NT+O/tbdNJ1bH/tqGqzgMzZymhFYH0L0igF2vQnYgICikBEpLRuUBwIDxmoYNIQbQgXoHtO1WgAj5Y1QOf2q8+R3U/mhf+1F/xGTXc/H2FDzD/XO/LBRX+m1r/flr9rZpjR4f/ftnbQeEL1lk4aowSWhbIvWeer74jxLlkxUol1kLqI9agOxERFDwJRA/WFVyXEJX9nc9X1hgEB8KD1TqwkDGEqc7bs5VQQbwafBoUr0cfUh9sfYMP8rlUFJ/xwai9OjDPY/5vsrufp/5WzrX9wn9f1bf2G1U3hBbfBeII8B0hznk9+iqxhoUKaxVCLqKYmog16E5EBAVPwMJgFj1YV3BdAhY8Frv6r82kOiPvUsKUdVJ7JVROgJVDUDeEFt8F4gghhjhCnFkYVccYtFYh5GZRBOJCTR3EGnQfIoKCa2FrD3NrEAbAoocRNawruC4hKix4ToldvEAcIc4sjOxihVuVt+KBKAK4UCH+uBdiJXobsQbdh4ig4CrQyaOzhyXE1h7m1rD8FIBQQPRq3zZQWVexuC69AlyscKtC0CGKsBQB71aOe4HBAAYF6EDFQvQmYg26CxFBwXHQmaNTZ4sPnT1GyrCIYBnB2qs35Wn1uxAKvwBLEcC1y1YiBgMYFMBtyhYigmsE74CBG7vA5dk5j4ig4BhIGcC8FzpzdOps8bHwwSKCZZRK1l6isJWIwQDuDaJQ2UJEcA3mSREZK+5Sb5Bzw19VWfjq66oUnENEULAVtvrg7kTKAOa90pofpTp1tvhE+KoG9wZRqLAQEQiEOSaAyFhY0ki/EAvD3aio4qA1iChhDAYF5xARFGwBFgry4vZdcJmy+uAKQieA4BbM8aFTF+GLH3SmmB+t/0EoDQPWITpWlXoRHGjI3KF7ye5xsSqLFn6kSsEZRAQFrUD84PKEhYK8OADLBVYfoiIR3CIkD6JNcS/ZOuQIU5VyERx4YAAiYuguVGCXsfu84BwigoIWzOLHLk/kxCmLJWi5iNWnD1iHmE/FQAMDjsDGrWoAImLoPrL79TaOBKcQERQsJVL8MNJllydy4mCxCPaAgQYGHEjMxwAEiBi6i+wLuhtHglOICAqWgA41mvjBPScuT2fBwAMDEFjh0cRQcA7lxjYCmyR53hnSAkGMY18waXJoKSpBiIfxj42lO0eE5jQFQYiPwYMGGkcuBCIoJM7ESVONI3txql7AdRd/tyKw96prAr83aRfY07V74MCceYHyggL1bzpw8ppbNm1mHNmLzmsu2707kDd5qnp++OwfdX+gdMsW41/93bbtBvXiGZjvv104eb/dgLhDhYRALhrC8BGBCHdOvbmvyJyfx+A5Q0STcs6a2o1jyjSZL3SI4o8/MY4EuxARFOKC55DQYWJ1F7VNkER7ehpEkyJdhfMMMaeL+ULBXhBBXTTtBeMnwS5EBIWYwKoWSL7mXD8sbYbVXbyya4NQPQhgqvfidLV6D9IqACx+WYrNHrL6XqnuuwTI2IuIoFAlcIup3drPvSy8qDXA0mZC6gF3NlbvwYLdQLlIe12tdvYQ9FKz5yWqLP5ssSoFexARFCoF1t/+/gPUmpRw1WBrHyRhC6kP79aBlApYJ9jZQ6xCveCewx2NRdHlPtuHiKAQFcz9ma0/5Jjx1j6Cf0CwE6xCzP+yVSjuOn3UHBDytJQs+1aVgn5EBIUKYASKff0w92e2/iTq07/AQsH8L1uFWI9UIkj1kNWxgyoLpz+vSkE/IoJCGGy/g5E+9vVDyLxYf4IZtgo5ghSu8rKtoQAawRoQZc0b7sq9tQcRQUGB4Bfk/WGkjxE/QubF+hMiUVbhi9NVbig6auQVinvUWniLJckZtAcRQZ8Dlxbcnxz8grw/jPgFoTIwOEJuKPIKgbhHrSWrw0mqLJ7/rioFvYgI+hi4W5AUbXZ/St6fECsqr9DkHs0dPlKE0AIwyOD9IMUlqh8RQZ8CFxZcWXB/Ijla3J9CIrB7FIMoDKbUoEo67qSp0bWLKsUlqh8RQR+C+T+4sABcWkiOFoREweAJgyheaUbmCZNHXKL2ISLoI+CqwtwNz//BlSV7/QlWgcGUeZ5Q9ipMHHGJ2oeIoE+AAGLOBnM3SHzGrg+8KoggWAUGVQiuwiALuaYYdAmJwS7Rkq+XqVLQg4igD2ABxJyN2vnhyXGy64OgDbUrxeznlRBi0CWRo4kRdol+sFCVgh5EBFMccwSo2vdvytMSACNoB14GRBtj0CWRo4mB9xT3D++urCWqDxHBFAYCmNv3BhWsAAFEbpcg2IUKmHlyXLgjFyGMn+zLQ/s6ylqi+hARTFFEAAU3wELIKRQihPGR2e5YVZYsFxHUhYhgCmIWQGx+KwIoOIkSwkcfUoMxEcL4gFuZt1cS9CAimGKYBRDh6rL5reAWMBgTIYyfzHPOVCUWuBesR0QwhYgUQMkBFNyGCGH88Htcumq1KgVrERFMEcwCiF0gRAAFtyJCGB+ZbVqrsuRzWYVHByKCKQA6EXMQjOwCIbidWtdfVyFqVKgcc6qEDBisR0TQ4ygBxGjaEEAJghG8QGT6hKwsUzU1LuimytK161QpWIeIoMeBAKITEQEUvIZZCHllGSE6mce3U6UsTG49IoIeBp0GBBCdCNxLguA1IIR1xjwYXmJNOvno8D6fpR9/qkrBOkQEPQwvho3RNDoTQfAiWMeW1xrlLb6Eg8GCA9hVQuYFrUVE0IPwaBmdRu37RooACp4HSeG1n3nC+CkU7SxUJOu0TqqUeUFrSQsEMY59waTJMu8gxM/4x8bSnSNGGT8JghAPgwe5OF4BIigkzsRJU40j/ZQXFAT2dO0e+L1JO1vrjcSpup285pZNmxlH9uLX54w2vn/U/cYZ+3Bz28b7r+O+ONnG3IC4Qz1E3sNjw6kQgpDKYK67dMYbdGDmLOOMgGkPvi+CdYgIegR0Bmj8eAkkFUJIdVSwV/OjqHDUGFkz00RG+xNUWbpuvSqF5BER9ADoBNAZoFNA5yAIqY5KnXhusjrOv/0u2VTWIOuk9qos2/SLKoXkERF0OXj50QkAdAoSCSr4BeTGYR1cTAHkjX7QOOtvMpoercrS9RtUKSSPiKDLyX9iQnhRbE6YFQS/gHVweUNemR8MpZKAspWyo4RViAi6mMK589U8IDoBWRRb8Ct17h8Vnh+UubBQ0jwGBYI1iAi6FCQLH7g99PLXvmuYcVYQ/AemADiRPn/0g75fMSWz3bGqlAGBNYgIuhC85PmPhAJgav3jIbWslCD4GQSE1Bw7Wi0blv/0JOOsP0k//HBVSnCMNYgIupDCN+Yod0fWkBtkc1xBMKh5xV8o/c8dqGTi875Om8ho1lSV5Tt2qFJIDhFBlwE3KKdD1B462DgrCIJyi44JRYkiYtqvbtHwjhJrflSlkBwigi6D3aCYA5F0CEGoCAQAblFETBe8MMM46z9gEcvKMdYgIugiEA3KblBOihUEoSLsFsVWYn4NDklv1UKVsohA8ogIugQ05sInJyo3aK0BNxpnBUGIBB6SWqNHqGNEi/oR3lapfLeIYLKICLqEcFL8/SMlGlQQqgGeEnhMEC0KD4rfSD/sMFWWfr9GlULiiAi6AES68eLY2d3PM84KglAV8JioJPonJ/rOLZjeuJEqA3l5qhQSR0TQBRSMeUyVtYYPVaUgCNUDj0nN4UOUB+XAq68bZ/2BRIhah4igw8CVA5cOXDuyNqggxAeWE/RrkAys4PL1Pxs/CYkiIuggyHOCKwdIMIwgJAYHyRx4/iVV+oWMLp3VAFpIDhFBB8HKMLxDhATDCEJiIEgGi0pjXr14yZfG2dQnrX49VWKBDSFxRAQdQqVEGCvDZF/Q3TgrCEIi5NzwV1UemBDyrPiBzLZtVBko8PeC4skiIugQPJGPiX1ZGUYQkgPz6Zwy4RdrMK12bVXKQtrJISLoALACMZGPCX3ZJ9AdwKWEwAp8EKxk/vBmrpHn+ffFHeUOeF7dL9YgL6QdyM9XpZAYIoIOwFZgzrAhqhTsAYMPFrn8KdMo994HaM/Rx6vP/s7nU+65l6kP9nE0f+C2BpHn+ffx3+Jv7D0z+DeCfxOiWfThf1Rdft/7zk4wr17j3jt8Yw2m1Qp5kMq2bVelkBgigjZjtgJlmyS9wEKDGOWNe4L29b6W9p3UNSxyKqTeWKBA7dw/drQKUMKn7kfzKnzqvPuq+nsVzr09O/z76HjxN9KOOEz9TYhmwY1DVV1723RSdUN00TH7LanbbnL6XKlKP1iDGUcdpcryzVtUKSSGiKDNiBWoDzXACAoNRA9WGSw0iBH2nwts36mECqIFAav35QJquPl7qjflaar76EOUc20/5ZrGB/NL5k/WiSeov1/hHDZ5NX6/9m0D1d+o/9pM9TchkrVffU7VhTqVZRIU3fw+NykhZlHESkFiKVqL36xBENiz1zgSEkFE0EbYCkREqFiB1oB7Cmtv/21DlcBAaCB6sMrQGUKM6q/4jBp8ukAJFUQLAsajaB1AJPF8URfqVGIbFN1a/35aBW9AkNEO8nr0VZYiRBsdtgiiNfjKGuxxntp5RkgcEUEbKf50sSoRESokDsQCosHCB2sPHQE6BAgNBAdWGSw0iJEbcjAhulgXts7Iu0KCHLQW4YKFWxyiDfFmQfTzrulWgOfNFniq38u0hg2MIyFRRARtgleHkbzA5IAbcd8FlynRMAsfrD24NiE0Oq08q4C1CBcsxBqibRZEZSGeeX44KlWIH84bLEzxNUU5YV7mmhMnLRDEOPYFkyZPM44EIXbGPzaW7hwxyvhJEIR4GDxooHHkQiCCQuJMnDTVOKqavVddE/i9SbtA2e7dxpnkiLVeHdhRd3lBQaDo8y/C9w0f1Fv83QrjN+ylZdNmxpE98PXjmvn694+6X52zC6famFX14l7hvuVNjv3vee2aD8yZp66xZO0640z8OHXNbkHcoTaAeQnMTyAoQtYIrRrlNp47P+zyxH1DgAvcnQBBLX4Aqwhx8BTmDzHHhfQLFWHa+1rfRD4mg5oPNnaYSPWgo0BBgXEkxIuIoA0Uvb9AlTUv76VKIToq2KX/AJXHh4XFWfwQ4OLnwQPmDxFlCjHk8H+IIQKDkJAvVE52v96qLF68RJWpRubx7VRZtnGTKoX4ERHUDCasEeyAESk6M+Fg0JGr3LkIy8/v4hcJ2g/uCQJpYBkiMEitWnPvA7J0WyXUOLOLKgunP69KQYhERFAz4bSIATeoUvgDDBDQgaMjF/GLHUS/smXIblIsDIBoUsk1rAjaES+sLVazEA0RQc0UzXpNlVkdO6hSCKHm/U7qGl66TK2yIuIXF+wmxYIA8DRguTbMpUqeYUWyLzxflUULP1JlKhLIyzOOhHgREdQIRp4YgUpAzB+w6xPzfsiZVMntU54WV3ESIACk3ovT1TJtmEtFniEsbMkdC4FgKrS1ktmvp5ylzO9N6ZofVSnEj4igRnjkWaNraF7C78Bdx65PDAzqfzBPJbcLyYNoUizThvlCWNbKRdrrarWknBC0BgderwYIJd+uMM4IQggRQY1g5CnrhIZ2c0AkI++kjwWssXyYbCZsPZgvhGXNViGWlMNSbH6fK6xxzlmqLP4sNEcvCIyIoCbUDgHBTiirb2gxX7+iFrfufL6KZGTrzy+5fk5itgoRnYy5Qj8HhmBwwMvSSfCQYEZEUBOczOxXKxAdDSwQWCKw/hC8IdafvbBViHVJMSCDKxoBSX6lRs+LVSkuUcGMiKAm2BXqR6sH7s/c4SPVqFtFfs5+3vcuYSfBQt1wQaM9IiDJr+5RcYkK0RAR1ICfXaG49ty+Nyj3J/L+6j45zhO7OqQ6GIzVm/tK2D2KQYrfEuxT2SUqG+smjoigBvzqCsV1IzwfAwCkPiDvT9yf7gFpOhiUYHCiVpsJDlb8Nk+Yii5RXj1ISAwRQQ2UfvypKv3kCsU+f1j2jKM/JfXBnWBQgsEJBik8T+inxbjZJSoLCgiMiKDFwMXEeXB+AQKIlfohgJj/k+hP94NBCoKVAAYvfhFCuETRTjFnLwhARNBieOWGrFNSf5k0zKtgZRIIIOaakP4g83/eQa008+UCJQoQQgxm/ADm6mEFy1qiAhARtJjijz9RZaqvFaoEcPjIP9b+fHKczP95EAxaYL1DCDGY8YMQsqei9Ps1qvQ6sm5ocogIWgxEARFoqb5WqIoufPs/IoApgN+EMPPYNqosWfqNKr1OWp06xpGQCCKCFsLulcxzzlRlKsKh5SKAqYWfhBADVLRdDFgFQUTQQti9ksqBIXkPj1WlCGDqESmEqUzWGaH0JZkXFEQELYTdK+xuSTVgHfDoWQQwNTELIUjVqNHME09QZSrMC/K8vJAYIoIWksrzgRBAjgIFIoCpCwshSNX0icw2rVWZMvOCDRsYR0K8iAhaBC9BlYrzgegEIYCwDuqMedA4K6QyEEIGQphqS6xhEIcBq8wLCiKCFsH5gZmtWqoyVcDKGrwSDKwD2SHfX3BCPZZYS7Wd6nnA6rc1VIWKiAhaROn6DarMbHesKlMBdA75t9+ljms/80QF60DwB0io562Y8kY/mFILT/OAlQewgj8REbSIspWrVZkqQoHOLv+Rcarzwy7lshSaf8FWTFgGEGkxBS/MMM56n4xmTVVZvmOHKgV/IiJoEeggsJp7qpD/9CR1Tej8sEu54G9qDx2sgqIwN1z0YWrsWJDZupUqxRL0NyKCFsC5RulHN1Gl10EnxxviovMTBASS1L5vpJobLrhxaMrMo6GNezk4JrxARwpNw9iNiKAFlO/6TZWpEBSDzg2dHFCdnqRCCAZw9df6x0PqOO/OkSkxP5je7BhVel3UZem0xEkLBDGOfcGkyf5YKV+wlvGPjaU7R4wyfhIEIR4GDxpoHLkQiKCQOBMnTQ3sH3V/4Pcm7QLlBQXGWf2gXqspmPGyug5cT1XoqDsWnKoXtGzazDiyFyevubK60c73XnWNaivF360wzlqHndeM74/rODBnnvrZa227ZO26Ct8/EZxsY25A3KEWUL7+Z1V62XWIuYXCUWNCCfH3i8UjVI6aHzQWTUAKjZfdoumNDlVl2bbtqvQavOxbRvNmqhTiR0TQArCTvNcjQ/NHhzo15APKPKBQHYis5PxBRBJ7FU5pKt+8RZVeJa1WLeNIiBcRQYtIq1/POPIehXPnKyFHOoTkAwqxUvOKv6ilxxBJ7OXdGHANZYtTc6FwoXpEBC0is603d47AUlgHbh+l3KC1BtxonBWE6qngFjU8CV4kvVULZdF6kdKf1qoy/VBZzjBRRAQtIv2ww4wjb5H/xARV1hw+RNYFFeIGblF4EOBJgEfBi3B+rxet2cC+/aqUdzdxRAQtIr1xI+PIO+Cl5+2fZFUYIVHgQYAnofDJiZ5cZDvjyCOMI8GPiAhaRFot7wWThINhZHskIQlghcCTAJfigVdfN856h7TatVVZtukXVXoJ2VA3eUQELcJrC2djj0COauU1FAUhUbIv6K48Clhb1Gurr/BC2oH8fFV6DdlQNzlEBH0I8roOTJiojmvfNUyVgpAMCJLJGTZEHRdMmqpKQS882EiVNYudQkTQAjAC9hJFH3yorMAa994hE+qCZWDvQbwLcNF5Kcgko0nIi1Oy9BtVeoVAQWiRApnTTA4RQQtAiLVXgBWIAAaQ0+dKVQqCVbA1eOD5l1TpBby6OAQv3M9zmkJiiAj6jOLFS1QAg1iBgg68ag16kfKdO1XJc5pCYogIJoEX10wsnP68KsUKFHTB1mDhm3NV6QWQ4sFrAHsFXu/Ui5HpbkJEMAnKtoQmprNO66RKt8MRoWIFCjphaxDLqXklbzCjS2f1bngJXu/Ua5HpbkNE0EcUzpilyuxu56pSEHRRc8ANqvRi3qBXwHqnXgvKcyMigj4B8zNlb/9H8gKrAFYL7lPRh/9RS4Dhc2DmLModOlz9O5/DB1Y1fjcVdlfXQY0upysXY8ns1+UeaQJz+14KynMrIoI+oWjhR6rM7nGxKv0OOuaSFStDInfvA7Tn6ONp30ldKffcy6jgxqFqUXF8sMdi6ZwP1H/D5/DJ73OT+t29bTrR3jPPV38D4ijBICEQcZnV90rVUSMYS7AWbmeZ7Y5VpZA4IoI+AB0+VvLAyBzzNX4Flh6svP23DVXildejb0jkjKWnsBB0zjNjqfarz1Hdj+aFPw03f6/+e/O5Wv9+Wv0uLOu0Iw5TfwPiCGGEoOaNe0JZi362gjj4ioOxBOsIp0fUqaNKIXFEBH0Aj8SzB16vSj+hBgBBMYLwwdKDlQe3MEQPm8JC0Bqs/YbqTXma6oy8Sy0kjoECXMb8YcznsrsH//vg79Z99CGq/9pMqr/iM6rz9mz1NzkoBNaiEltDEP0Ggq8wSEDAideWUnM7nB6ReXw7VQqJIyLoA4renKfK7IsvVKUfgNWXP2Ua7bvgMiVGLHyw4CBYEL2ca/spQbMiWRodPjYkxt+EKNb7csFBgriv97XKZeon65Dd74Xz31GlW/Haptiyj6B1iAimOBiBswD4IS0iLH5Bqw8uYAAxYuGDBWfHfUDYOgsirE2kpcAigssUwoy5SD+IYVaHk8IBMm7Ga5til2/6VZWS6pQ8IoIpTvHHn6gy+/LLVJmqRIofLDDM7dX/YJ4SIyc7C1ibtW8bqNyumEcEmIuEGKa6ZWgOkEEgkmANHOktJI+IYIpTPP9dVSJkPRWBgEBIDhK/oAWGuT03rQuJ74J5RCXMhhiyZZjKc4YcjOXma2T3ohfgyFDZPcIaRARTGLhC4YJD1KObxMAqYFns7z9ACQlcbmq+zxA/N2MWQ7hqYSWplIt7H0jJABLMlbrdJRrYt984cj8cGZrZqqUqheQQEUxh2BVao2sXVaYKsP4QcYkUB14GDoKC+T4vATGEqxZBNHBtIc1if+fzlWWbaohL1DrKfg6tcSoLZ1uDiGAKU/J5yP2Ueay3Jv2rAq4gWH+IuITrE0EnmG/zsqWLIBqkWsCShcUEyxYpHZjnTBXYOi9dtVqVQuKUrvlRlbwPopAcIoIpCjrQVIwKRTI6rD+4Eeu9OF0FnaQKsGTrzX1FWYV4dvt7XW38i/fJbNNalTxHLSQOPAYYAKbiFIcTiAimKKU/hib6a1zQTZVeht2fAJYSktLhRkzFTgADFliFCJyB+xAgncLr4Flx4nwqWbh2w3PGGR1PVqWQPGmBIMaxL5g0eZpxJAixM/6xsXTniFHGT4IgxMPgQQONIxcCERQSo2TtusDESVMDB+bMM87YB+qtij1duwd+b9LO+MlaqqvbKkq3bAlfR97kqbbVG42WTZsZR/aCa9536+3qHqAsLygw/kU/Vt9vPE9cR+4/HjfORMeJ57x/1P3quznVxmKtt2DGy+p7ou+xCqeu2S2IOzQJeMkit+UYwWUCV5qXk2lxDbl9b1DXgfk/BL/4lbpPjgvPE+YOH+nZNAoEAMGdXfrOAuOMe8Cu8vhubicc7JZCc+FOIyKYBBxw4rYco7JfNqvSKzveR6IWvO58vhJAJL5j/s/PYD4N84RIBVFCGBwceFUIMy8JPVe3fX/MVWJ3ebfDwW6CdYgIpiCci+XFFeYhgEgcBxBAtye+2wmsYWzr1ODTBcqq8iLYqQPXUNX3d2L+CN8JAw2n5q5irRffE2vgCtYhIpiClK0M5WJ5zWUC60AEUBAEOxERtICyxSE/vVvwosuE5wCBCKAgCHYhImgBnM/lBnhx3Yz2J6jSCyBvjINgRAAF/QSodNtK+nZrkfGz4GdEBFOMsk2/qNIri+uqRPjRDyoBROCHCGCsBKjkh2fpsmbNqVW0T+tR9OGeMuN3g5Tuoh8WvUHTJ0ygyS++S0s35wX/gk0E8mjz0nfppfEP0Ii7H6FZK82BZEFB+u0HWvR/z9JT4yfTS+9+TZvzTN/bAgLb5tJtrc33pwUde+3HFDikhvEbQZy8PwcRoMJ179OUfy2iLeXGqTBF9NsPn9Dr05+hCZNm0ntLf6U8X2V6W4+IoEW4JdqtfMcOVXplcd38pycp9y12uvBzGkT85NKq9xdRjd7D6aEJ4+mf4c8jNLDLoZRxxil0bIMM9ZuBvFX00uB+NOLTHOp28y101Qnb6d+X96cxH2+lUvUbuiijvLVv0SN9LqL+M7bQMb3upnGP30f92vMu7sF/X/MyDbnoPvqs9tl005Ar6YT/Pk9X9XmcFm2zykoroPUfvEdbLryJhtwx1PgMp7892pc65KSp33Du/lRC4WqaMfoe+ufUb2mnWQQD+2jNi8Opx12fUe1u/Wlw77a09bmbqO8j/6FtpaKECWPkCwoJgkRTq5NXY6GyBFdO+tWZVG1Vcm3hgoXqu8aaBO5kUq+TyfJRyf8qMPmJzwK/lxs/M0XfBSZ1OzVw/Ws/B0L/tC+wYuLVgTbH3RtYsLtUnQn+x4E10/oGWp4yIvDuf4uNcweT3P0uCexc/GSg98lnBm6ZvjSwsyTyiwYpWB6YdOkJgRPvXhDYzf9cvDowLXju1KFvB/4b5T+Jm/wvA+MueCjw8e987ZEkfn+0UP57YNn43oE2wfbW8uQnA8tKjPPBp1mwYnKgZ4sugRELthvPtjxQvGZ6oGfTMwPD3tlsnIsfJ98rNyCWoEUECgqMI2dBkA6Sft2+riYs54Ibh6rvWvu+kbIYcLzUOo1u+98u1DBkzBgEqPjHz2nezx3pks7BNoAzuxbTvyd8SemXnE2dDglZhsH/mNp0OYda7Z5DE95cQ8XGWesIUOnmt2nM0Cm0seudNPr6TtQ4s8IXDVJKuz6eRc+srEcXdj+JDuF/zmpBXS5tR7/P+zfNWZVnnEyUEtq2YDY9/+M8enzYPfTYCwe7OZ25P5VRRrnLX6Z/bu9Kt5/b0DhnENhGi559ib5P70LdOjVSz5aC/5/V5nTq0WYbvTV+Pq0uFmswEUQELaJs4ybjyFkwt+b2pF81D3jnSHVc6x8PeTbnzX3k00+f/Yc2dOpKnZpgvquccr//ij4qyaKmbY4idkKCjEZHUduMEtqw4Fv65aB5pyQJ7KLF0ybR27tPpOtv7kZHHySAYC99v2RpUKaaUOsmdY1zoAY1OqoJZdCP9OHyrcErSILAdlr63uJgHbvpp09ep2kPDqZ+Z19Bd85abcyjOXR/KiGwZwk99VgBDRp5KR0d2TPnrqUlC7cTNW9BTeqxWAfJaEhN2jYgWreElv8igT6JICKYQnBkaPrRTVTpVgrfmBPe8V4CYSykfCstX7CRTryoIx2jdKeYdmzaQAVUh45pXC8oLCYaHkHN0euv20hb86zt5QO/fUNzXwm2xawA/fTCjdRJBaO0ok5X/I1eWb4zNM9Wvpt+WYUd0g+nwxpm4YxBRvCrNaG6wW+9Yf02SsoWTDuaLpv6Da3fuIo+fm0i3XPtadSgbC29fe9guv+9LbCbHbk/UQkK9icT3qC6IwbQ6Q0rfBNF+Y5NtBrOpmMaU8V/rkuHt2gULDfT+q3JWs7+RETQIkqWfmMcOU/GkUcYR+4DQl04akzIDTp0sHFWsILyDV/Q3BXtqNcZTY0Xu5Ry91SzbVHBHtpXYGUnH6ADa5fTopKglX/upXTjqBn0zaaf6ccvplKvwjfpvj4P0Gs/Hwh+2Xza82vVUwgF2/cGBcoC0urQ0addQjc/8hK9Nf0GOoZ+pbemLqT15U7cn2iU0q6F02h6w2voxlMaGq7OipTn7gnKXFXk0o69hcaxEA8igikEp0ekH3aYKt1I/ugHVVn7mSdkHtBSCmnD5wtp1Und6PSWNY1zMZCRRTUyonW7iVJG+3ftDFpw9emUbudS+8bZwXNplHnkWXTL4Aspq2QhTX1vXfC3qicjp0ZF6yxpsunIbrfQqN5NiNb8RJv2xSBult+fSELzp4++3IRG39qJ6iZcVSbl1LD2bvkFEUELwC7P2O3ZaQL5+apMbwz3iPsonDs/7AbNOqm9cVawhPJfaMmc1dSqx2nUIvxW16T/aY6l88qpuKSsQkBImCNbUJNwQIgVpFFGjaygeKVTjawMk1WTSYe2Pp6ODcrf1m9/pl2Zh1Hzjgj+KKaSqOH9GXTEsU0otES9haQdQsedejxRST4VFNVw4P5EULKB5o6ZRVnnt6bCNd/S8uXLg5/VtHFP0JQu/S/9+O1y+nbdbxT8onSK+v0Sip4NcRS1bVLfOBbiQUTQAtJbtTCOnKVs23bjyH1gVZjCJycqN2itATcaZwWrCLlCW1LPPx1jsp4yqXHbE6kV7aPVW3ZXtL5++5XW7CGqdfbx1NTSPj6DDml+LDWnItq1N79CYEt63QbUOFhmNawdtMkOpTZ/ah386VfastMc0FEa/GobaW+wUz/z+P+x2BI0cVQLOrphtgP3J4Ldq2nB+1/Tm/f+lXpffoXxuY0mLssjyn2dHrjqCrpq3GL6rXEbOrVNFtHKLbSzwhfdS5u/D773tdpTu2ZxeACEMCKCFpDZ7lhVcmCKU5Rv3qJKNy6cfeDV11Xkas3hQ8JbUAlWYbhCW59HXY+tbZwLkdGqC/X9U33au2glbQwrUoCK/ruJfqDj6NpLT64QFWkFGS1Po56tS2hNsM6tJqulPHcv7aKG1Pm0VtQgaKW2OutiOjXjF/pkpTkK9AD9F5HWR/agS0871DhnIYHf6YevN9Dx/c6i47KDVqsD96cCR/SiaZs20voKn8/on92CVnLDofTa+uDPz/aiIzKa0dn9zqCMPcto1UbT3F/RDtr4Qx4d3v9iOq2e+7pzpEJhZxg3IyJoAWl16qiyfBei3YRIYAUWP/qUchtnX9DdOCtYRmArff3eGmrZ6wxqWyNiUimrDV0+4iY6fvUcmvv17yGXX2AXfTHnPSrpM4xuOK2B+jVLqXEC9X3kVmrz2Qv04pJdhpuxICjUn9CP7W+g2y88htKC/8tq3ZPuvv0EWjPjbfomN2TeBPZ8Q3NnHaArH7qWTq2VzFwccgQfoHNbX0B3TP+CtisfYtA6/fxlen5/fxrbvz2pGWkn7k9C1KJWVwyiQe3X0Mw531Gu+qJltOeLd+iV4j704I0dg7/hPgomTVU7wzhtIFSFiKAF8L595Tt3qtIpAnv2GkfuAlYgyBk2RIJhNBDYspw+/OYIOq9TUzKthmmQQXU7DqR/vXghbXhoCI0c9zg9dOtwevXwu2n2/edRYy0xHxnU8E+DafqsvlT01M3Uf/Q/aPzf76V/bjiPXpw2kE6pa/gX0xrSKUOepOcu/5kevmkEPfbk3+i2W+fS4Y/+i+7rdqRpPjERMqlhsxOo/VFb6J0x11GPS6+lgTePpH9tOIOenHgNtavDPk4n7k9ipNXtRIOnPkV/2fAY3TxibPCeDqFBrxxCD782gro1zjR+yz1A+BArgcGvq7d1M1aOERIESw6V7d6tlv/K/cfjxln9RFvqiJcg0008yyzxvdl71TXGmcRxcnkn1y2bZgNO1i3Yh67nzEs4Fn3+hXHGnYglaAE8x1W+6VdVOklaQ7e4b0KYrUBBEPwBW4GZ113h+gUxRAQtAg8buyEIf4Dl0Xgu0HUvQulOWjl3Kj37+S7jhCAIVnHg+ZdUmXPDX1XpZkQELYKXKnPLlkpuoOiDD1WZ3a+3Kl2BEr/xdGu3c+jyYVNp6S5Zb1EQrMRsBbp6LtBARNAieKmysl+qXtzITxTNek2VbooIDezLo+wzBtB9g7saZ/xByYqVtOfo4yl/yjTjjPPg++Te+4Dx0x9MmmzPdzwwc5b6DubIRbvqjsRcL1IK8L3w/bxIwZNPq9ILViAQEbQIjhAt+/lnVfoddLpYHQa7xbspIjTt0BbUtnFNysw6OI4ylcEKPXBLwz0NN7UQtFjW/KhKt1krxZ8tVmWNc85SpZeAgGNayCtWIBARtIiMJqHtgPjF8jucICu7RLiHGj0vVmXJtytU6XfgssvocZ7xkzvAAKVk4vNqwOLFLcYOTJioSq9YgUBE0CJg7aDhumENUTdQMvt1tUSarBHqHrIvvlCVhTO86WazEp67z2h/girdQvHiJap01Tx6jPDawPD+eMUKBCKCFpLR8WRV+j04Bq5QLJGW1fdK44zgBpDKA8sH7iq/u0R57j6zVUtVuoWiN+epssaZXVTpFdCesDYwyOnjrfdeRNBCsk7poEq/B8eIK9S91Ligmyr97hLFQA1kNGuqSjeAwTPPp3ltfV1slI2Bb84zYz333dOQMW8c+wKnor8E+xk8aKBxFEkpbZ87nLoMW0znTphP03pF34nf3FbGPzaW7hwxyvhJEIR4qPxddAFq3RghYSKXHHJy6TLUjaWKdFPVMkulW7ao76FjCTnrlncqCWybc3ugZdMOgQFzNhvnqiaVlk3b07W7+lSHjrrNVNZedddbXlDgWN2VgXr5ueD72Umy18zLoxUuWGic8RbiDrUYXjnGr3MuHB3LrmHBfWCuFq4rv85dl65dp0reAs0t8Dy6lxaZ58R4zDVnd3dXpG2siAhaTHhvQeNF8xsly79Vpds6GOEPOGLXr+k8patWqzLzRHdFhoKaPS8xjrxB/ugHVVlr+FBVehERQYvhF4tfNDtBSkL5emeT9cuWfae+h1tznAK/raT3586ml+YsC/60n76bM5NmzV1Iq34rDf2CD8hoerQqecDiBE56Sko+DwVuZbbBzvbOg/02AawpL+UGckpE1pAbPJUSEYmIoMXwi8Uvmp1kdOmsGqVToGND/fgebiWtUXu6sNd1NOLFz2n9pvW09MV7qF+vbnRiI/ftx6YL7mgxYHGKsi0hV6zdHgO0UUxXQHDc4nbknVZqXtdPlV4Awo2UCAx4aw240TjrTUQELQYvFl4wP84LcseWdVonVQruBXPXTg6YmLQ6dYwje+Bpiqwz3DFQQx+BhSVAVoeTVOkFCqb/W81h1hw+xHMpEZGICGqAXzCn5gWdEt/S79eoMv2ww1QpuJfw3LVp8Wg/4Lb5QORrQkyAVwJikGOJpd0w2K/Zq6dx1ruICGog60+nqZKTxu2COza2yOwmkJenyvTGjVQpuBe2wMp3/aZKu3FqwOS2+UBea9MrYIBdMOYxdezlYBgzIoIa4Eni0o8/VaVd2O1aisStq/ILB8O7npTv3KlKp7BzwIR5LF6RxQ1WF++0gsASr4CVYfCdvbY+aFWICGoCDRuNxc5crLTatVVZtukXVdpNYM9e40hwO2m1QiJQtm27Ku2m9Ke1quTvYQelP4bqdMsWRYUcEHN5L1W6HbjOC0eNCQXDXH+dcdb7iAhqgpPF7czF4nUQA/n5qrQbHmUL7ocjRMs3b1Gl3QT27VelnSkBvE+fG3JYMTjmJHOvWFS8WW7tZ57wVEJ/dYgIaiKrY0gEeVV4O+BRNY+yBcGtOJHP6qZ9+grnv6NKr6RFICcQg1x4uFJtezQRQU2Yt63hZFjd8MvNo2w78Vs6SCrg5OIKmCqw02vAu0bwxsJOgv4AO/xDkL2w0wqs1gO3j1LtpfbQwcbZ1EFEUCO8bQ3PRdiBUxv7So6g93BqcQWeJ0+rX0+VdsCR2m5IjeDk+JxhQ1TpdvIfGafKnPtHppQblBER1EjWqR1VyXMRdpDeqoUqxTIT3Er5b7tVmdm2jSrtAAnpsGScduWxFai+iweS49kNCqvdqwtkV4eIoEbgnoRlhrkIu0TJ6VxBQaiOso2bVJnRvJkqdQNXKO/Q4DThJdKGD3G9VWV2g9a5P3X30hQR1AzPQdi1k3dGi5AlyMnIguA2OHArvdGhqtQNu0Kdnn8zW4HZF3Q3zroTDNrz7hypjlMtGjQSEUHNcE6SXS5RTj52Kv9LEKqDF+62K0rTLa5QL1mBnBSfitGgkYgIasbsErUjSpRzjspW2r+VkyBUBywMOyND3eIK9ZIViHuGpHj0W6kYDRqJiKAN1BwQWhapZJk9kXicmiEIbsPuLZSK3l+gyuxu56rSKbxiBWKQkn/7Xeq49pgHU9oNyogI2oDdifMZ7Y2NfW3cISD90NB2KpKo7x2cyBHkuWqeu9YJOnROkHdyVRZzXqDbrcC8h8eGtkgaO9o3awCLCNoAEufh/oF1ZsdaouzDtzM4hvcUcyJRX0gMuxPWQcnSb1TJu9vrpHjxElU6nSBvzgt0s2WFdAheyi3nWu9s8JssIoI2kd0j9CLyckk6yTw2lH/FHY4guIWyxV+qeTE7gmLY85J98YWqdAJ4Y7ywOkyFdIgxDxpn/YGIoE0gMRYNDJFqunMGYZWhLrtXjkGd6OQE92NHkFYk6Gjhasu85HzjjD5QFyd5O7nz+YHnX1Kl21eH4XSIWv94yNH75QQigjYBNwgi1NAJ2JEzyNFwds4LYhkuXJ/gfsp3h0TQzmXueEcV3mFFJ+xxYQ+MEyDKEgNRCLHb1wiFaxx7BHphLVOrERG0kZo9L1Fl4YxZqtSJE/OCvBakE1aGEB9O7Chf/PEnquRAMV2ogBgjN9DJTp13YM+54a+qdCOYBwSYB7Rqj8AVK1bQF198QQc0e7yswnciqNwkNgSnRAPzIHYFyPC8YPEHC1VpB7wWJFsZgnvhHeV5h3ndQJhgFWFuTLe7DQEx8EhkD7zeOGM/EBdONndrlCW8RJgHBJgHtCpop02bNjR61Ci65KKL6F9T/kXr1q0z/sWd+EoEYaHs73x+eFV0J7ArQAYdjd1bOaUfdpgqZck292P3zu6la0MdYeY5Z6pSJ4XTn1elUwExEPzCJycqS7TWgBuNs+4CfULeTYOMn0L9hVXkBMV0/FNP0a+bfqEnxo2ji7qfT3379KF5c+fS7y70EvlKBPGg2RLj9QTtBu4ZjIYRMaY7QCbrjJAryK6tnGTJNu9g99Jldq3fiXk4tsCcCvAoeGFGKNdu+BDHvkN15I1+MPQdx442zljLSSedRLcMus34iejrr5bS/w67k047pSPdN3q0q9ylaYEgxrEvaNWsuXEkCIIgOMUxzZpS7z5X03ndzqPWrVsbZx0AIug3Cma8HPi9SbtA3uSpxpnEmTgp/r9RXlCg6t/Ttbs6ToRY69171TWqrkTriUZVde+79XZVnw4SuddW0bJpM+PIXnRcc8nadeoZ4T2oCqvqLv5uRVzvW6L1lm7ZoupBG0yUZK+Z2z+uOR7satuFCxaq74d+gfsEXXUXBP/+OWedpd6daJ+re/cOzJwxI7B7927jv3AGX0aH1rziL2GXpJ0pBAwmoBGObEe6hO1bOTmwZJsQH3YuXQbscoXyPHvN65xZ7cS8Aa0bd17AO1lw41A1V1ln/Djtq9dMfOYZNS8YyV0jR9Ib8+bS7FdfpWuuvZYOcdhl7EsRxMOvNXqEOi548mlV2k1On1Ae34EJE1WpC97Kqejtd1WpGydSM4T44JWEOIJYN3ZsZYRADydXZkH9HAxT+65hxln3gGh0DoRBQrzuuWCkSUydPMX4ieiCiy+iGbNn0aof1tCtt92q5gzdgi9FEOCF5CAZzpWxE0yYwxrEJL7OIB3eygnh6XZEicqSbdYyeNBA48g67EpVAGjb8Hjo3srIvD6nE+Q/McG1wTAIwENEPL5fzjNjtQ8SEPBy5x130Kl/Oo3+/sjDtHT5Mpo0eTL9+c9/VpGjbsO3IggwYsPIDbkydqURmLHLGuStnIo/1b+xLzoAFl3d0a9C/LCb2o5UBcAeCJ1bGbEVqKzNDvZbGLwyTEaP86hmr57GWfeAnSEw2Meg247vt2XLFpUi4RZ3Z3X4WgTRYefcH1ozDyM5u0H9COXWbQ2Gt3Ka9ZoqdcPzkJwbJriHkq+WqtKOOSuIE1udOhPGndyrT1lZvP/efaG+xE3kT5kWFmirVoSpDkR6usndWR2+FkGQ3f085RZFQyn60P6NaHOu7atKndagWWwxatVN5omh4Bidwp44RfTbD5/Q69OfoQmTZtJ7S3+lPNcmCQWodNcKmvfUi7RkT5lxLjmK54csMzsspqJ331cleyJ0YLYCndirL//pSeF8O7tyLmMF/RnPk9Z9Un8gjFfxvQiCsFv04XG2u0Xx4tgxN1jz8l6qLDRGzTqBlYH7iYAIVxHYR2teHE497vqManfrT4N7t6Wtz91EfR/5D20rdZMSGuI3fhCd37kX/e/4ZbSrKPnvh+AITiTX3SHCQiqa9oI6rtHldFXqwEkrEANK3rQXEeduAn2JnZGgXkZEMAi7RTGic8ItasfcINxRPFdnx9qp4R0zbLA8YyNAB1bNolEPraSzhg2gC5vXo6zGnaj/sD6U/txD9NiCrcHfcAtltG9fHTp9yAga1KW+cS55eAHrGl27qFInSMnB88cAT1cHzFagEiGb5+IquEEtXHfTCvB+5/e5SR3XeW6y6yxUtyEiaGB2i9odLQoRZmtQZ90cOWfHxr4cgVb0/gJVOk5gGy169iX6Pr0LdevUiNLUyTTKanM69Wizjd4aP59WF7tFBjPp0FYtqXFWFmVlWfeK2ukK5QEdD/B0UDD936p0IiKU3aCItnTTAtkQwNy+Ifdz7Vefc/y7BX77jt6cdB/99czjqe3Vs2hjefBc3ip66Zau1Krjg7TIIjd/MogImjBHi9phLZnhzgK5RrqiKiFMuD6MnnW7feESxQgd7iK7XcxRyV1LSxZuJ2regprUyzBOBsloSE3aNiBat4SW/1JknEw9zGtq6rZa4IpDXRhUYoCnA0S5sivS7rxAzLWhbiujQa1KhYHV1+DTBVTr3087ki8ZSVqjk+nywX+jR2/vSmVfLqQvftlKX8z8ig69+R/07DP9qVMD07voECKCJvDCIpEUqLwaG0P8lUs2OKrE6LLwjTnGWevB3AnguRSdZPfrrUo7UjOqo3zHJlpdEDw4pjE1rPDe1aXDW2Dh7820fmte6FQKwhZ59oX6d3UPW4Ea99HjHdt50Qu7wOAYsQPAjdGgDDxb7iGLjmx7Ih1FP9DHU2bQj6deQRefegadfXpzqhNyyTiKiGAEGD1htIy8GqwGbyeIboOlVjhqjDbrieuwwxqscWZo7smu1IyqKM/dE5S5qsilHXsLjePUAs+ZrSbdqRFmK1CXKw51YNoCddiR6mGGk85haclcW+xkHN2G/pS1nb7O7kxXntLQmI5wByKCUag9dLDqMCAUdgZ2wE0VtkQ1BeigDrusQVi3duRBWkMm5dRw3jWjg3AEpcZUBUa3FQjvTME9D6jjWoNvUaVdHJg5K7w2qKWWVuk2+urZEXRph1Zql5tWHfrRI/N/ipK646X0ngjqHU7NDs+gA3sLqMhNChhERDAKEApEfAFEgNk5pwVLFHMNGOnqEmA7rUFOzdAZ+RoLmf/TnE7BQUkJRc+GOIraNrEuEtMtQDR47U6dqQrADiuw6IMPlSVmd14e3kV4aHAf69wf2o3dEgJ7aPmksTS7qCvd8+yrNGv6/XT5EavohTsfotk/5Bu/FMQz6T3RKKM9X35En6TnUNmi5bS2wF3fV0SwEvAS8xwdNqC0k1rDh6qyYMxjWuYlzdYgR9jpAvcRnSI6R0d3lmjchk5tk0W0cgvtrBCQtpc2f789eNPbU7tmNY1zqUNYNGzIo9NtBar5uNtHKSGyMy8PA0VOh0DKgXX3MUAl6z6gtw67nR4ffCmd0bEjnda9P90zvCfVKvuBvl67J/x73knvOZjAni/ppW860Nj7elBW7o+0fmtR0PrdQ9t3uyMQTUSwChD5hQ4cLhAsP2QXEA5OmUAnpgNcG0dv6hYn7hTzbR5MVCCjGZ3d7wzK2LOMVm00zf0V7aCNP+TR4f0vptPqpdbrgAEU72ygezUVpPagvcL9rcsKLJg0VZXI6dUt6GZ4F3br0yHSKPOoi2jYVa0oODwzSKfa9epTZsZxwUFbw9ApT6X3GAT207pPPqalP39P7z/7A3X+axdq1rwtHUsb6Nu1G+mn1+fRd8XueN9EBKsBrg+eH7RzXgvr/KHz0pmuYdd2UmZr0Lm5wVrU6opBNKj9Gpo55zvKVX1GGe354h16pbgPPXhjx+BvpBYI7LLDCmSxBbUG3KhKq0FaAgfD2Bn5iMEvzwPqSMhPq12f6meaJskCv9E3C1bSaQ/cQ32Pqx0658X0nr3L6KXht9Cge+ZSyWW96bSGGZTe6iL635uPpA8ef5aWtf8LXXDkH9LvJCKC1YDOA8sOAUzI25U/iHrN6Ro6QGQdW7q6101la9DJucG0up1o8NSn6C8bHqObR4yl8X8fQoNeOYQefm0EdWucafyWGyil31YupLkvz6Q53+4P/ryM5rw4m+a+v5J+i3HADxceBm52WIHmxHEdeYEQWU5LsDMYBgM23EMMgi2dB4wKlsr7jt545A66Y24WtWxcwzjv0fSehufQw8vW0jevjaaebeqFrNe0w6nLfW/SD4v+Sf3a1XdNhKiIYAxgAh6rL6j5wTtHapmniwaCZHSLFHcq6GR0XhesQY4UdWL/xhBplHlkVxo09U169fFRdOffptDsfw2h7s3ruuaFDJFJjdp3o17X3EMvLFtP6zd9Ti+MvI56XdieGsX4RTm6WLcVaE5a1yW2ZpG1KxgGg93w0mPa194MUMnG/9D0f79OH3+3lXJ3L6KpgwbSffM2BodD/k7vsQMRwRiBIPE8Hfbnsgvz4t46rFB0KhwAhM5GJ+wqg+vMzohbv4FIRrgOIUw619TEoInneeFa1yEUuBarV2epDlyXeekx/cKbRlnNu9FtIx+hiW8soMVv3ENdsn6ltycvpHUxrSqWuuk9diAiGAe1bxsYTl+wK1BGrSTDi3trcotiBM9BMjrzIs2r4jixULkfUMJkWthZJ1jZiINhdCStV7gWG1dnyR0eet8w6LV/6bFsatyxNw24rgXR2lW0dlep59N74FZGjqVbERGME7UvV9AyszNQhhf3hltUhysRI3hzXqROtyhHpWIgoXse0o9AmNCB64zSBHCDct4cFpfQATwuuBY73aAA7xneNwx6naEONT2udbCzOYwaIRDGw+k96CPhVkZbsSueIl5EBOMEglF39vPq5ec5AzvQvbg3OkwkICsrTbNblAXXif0bUxlzQrcuYQJmN2jtZ57Q4gblaFA73aA8wESd+gNhqiKPfvlhAzW66mxqXyvNs+k9uJ/oI1V7tMWtnBgiggmAh8mRm8COEQ5ciehwAIJzdIAEZHQAcIvqtNIguOIWtZYKrkNNwsQg9UKnGxTwhrB2uUGVyy44wASoU+f9+4MAFa59gx4Y+gi9+MnPxhJoZZT3/TyaufFKmnz7n6mu+j3vpfdguogXNoDRYL9bOXZEBBMEDxWL6AJMout0ITLocDg4RwfKLWp0OroCcRiM7nl+1blo0dSBXYew5nUuKm1OG9BhbZrfI8yF22E9wLVr9urYa7GU0f6Vs+nh/ufT2RdfQ7fefi9N+ro5jXzmZjrFlA/hlfQePL/cex8ItxEIoFstQEZEMAk4aRedj5pMt0EIkUQP8QA6rDVl5QbFXVlpmreTqoMduQ0Xr86AHC8zaXL1AVgIOgi7DjUuJ4ZBES9erSttgHdugZVpR1I8rinvpkHqGC47e0mjmm1604RF39P6Tevpm/depn89M45GXn8WNasTGe3p/vQeTG2gH+S2WO/F6a4XQCAiaAGwzjCZbocQmq01uIx0WGvofNAJ4Zp0zg+aXbxw5dnhVk41YJmF5wE1uvHQrnVvI8RWJtA5p8moThteHOOa3Oyyczt4d/f3ulr1Geg7VAChLS7l5BERtAC2ztAA7NiD0NwB6UreRyeEa8L8oE53JVx3PD9o50IEqYDZMsNgQueoG4Mh7uB0WGi4Fg6iALo7ULQzXhMUg1g7rM5UBYMXHkzAHV9n5F2eEUAgImgBeOAY+UA0MJK1K4dQZ/I+rklZFoa7Eg1dF5gf5Guxy63sdSAaZitG5zwg3K2csK5rHpCT080BZ7pQ9QXbGUQd7c65VAjvg7aBwQvaIdzJOdf2M/7FO6QFghjHviCWORZBiGT8Y2PpzhFOhs0LgncZPMjFAw2IoJA4EydNNY5ClO3eHdjTtXvg9ybtAnmTK/6blXC95QUF4fqKPv9CnbMa/F38fdRTumXLQddsFbiWfbfeXum901VvLLRs2sw4spfIa67uHlkJ6kY9+OC56wDXgL+Pa2LsaF8o8XMkdrUxvm7d71QsxFs3vq/5PqLP8zLiDrUYBHtwMr0drlHlijUl7+vYG5DXTYXLQ9fSbSDSrZw37glxjZqw041nDlLSleiMueZwKH3wuevEfO/QvpwK3MD32H/b0D+u2wMpBGYQxQ3XNbdB3Ef0eV5GRFADaNR2CiHq47kUhHubOzCrQIeLRo/GD3SJk1kIMQ8lc4Qh8Ez3XXCZbQLIc3QQQB1Rk5hj5mRq3bs0uEUA1X01fQ+vpBAwGLTk9egbnodGG3TiPlqNiKAm7BZCTt5HA0UHpmM5MhZCoFOczEKIDsPvQsiihGdrlwCiLqBDAM3J6botIbcIIK450oLyioCoe3jvA3+sAPPRvJSKphUR1IjdQoiGiRcMHZgK/9YgHEgHAbrFKVIIYQX5lf2dz7ddAHmwYzWow5yc7gcBxKIWuedepu4r0oG8ZEFBvPHuhRPg576idWF2JxAR1IzdQsjWmi6R4pfXDisNddWb8nRY2IHOVA23Yd5+BoJhpwDqqMtchy43K+MGAcR3wPvO66DWeXu2bYuBWwHcnyzeyP/Du+j1+b9o+EoEMapBx6Kr064MJ4SQt17SJVJmK02nEAJcD1y9AG403D+7n6GdwJWN4AmsBAPgftIpGHYLIDrUVBdAXkIM7zsHwOjM5bQSdf9M7k+Itxfz/2LFVyJ44PmXVMeCxqljzqwqIIT1P5inXkq8GLojH7EVjE6RMltpqGN//wGqo9MFz0HwQAL16YiEdRpE3/HyU3h+QKf7iaP9IE4c7GA15uXJ0F50dqhKbA0BRF1OCCDaJT9DDEa9FAATzf3pFfFOFF+JIISB18REI7V70Wa8jGxB6Y58NNeF69VVFzpNdDZqtZdgR6dTCAEGEniGqr5zL3PEstcBhAIDI46+Y/eTTuBa5vrgntS1HBreNRZAHSLLsLXJAoi67BbASBdi3Ucfsv07JAreJT+4PyPxlQiiMWJdu/BalcEOwDzvYgfRxEmXcNgphHxPEcShc96OnyGsFliFsOxhFXp5Fwp0nGpQFhwYKdfZR/O0u5/Q7nmtTl3zcyxKdgggLBi76ooG3isMYrzqQmT3ux/cn5H4MjAGk9PoaMKdaLAB2OkeRUdudiXqtKDsEkLcU3SmAJ0rOnadwGpRrhrDKsSABvMYXnKRYrCwr/e1quNE542BBFxnOt2f3Flzh4e5Kq8LIO4jWzC6A4iigWtVAzFjfVUvuRB5Ozb0DXDdKk9Lirs/I/GlCAJ0NHjgHEDihHsULyvcDnh50WHosqDsEkJ0pvW+XKA6V3Tsuuc94aqBVYgBDSwozGOgM3S7GKp5uOB3xGABAq46nxWfqYEEnpUulDAFn725s9YxV2WnALJFC3RHnEYDIgLvB54jrhXvmRdciHgv0QYRuQrgWfGS69ZKfCuCQIlD8ME76R6F2wEvL+rXaUGxEPKcqC43LDpV1bkGO1l0troDZoAa0Lw2U93HSDF0i5sUnQ5bfmhn+I4QPwg42qDujlNZS/A4BJ+9zs5aCbwhgBjg6RJA3E9ECbNFi8GXnQJoFhHUzxaoF0QEz8gc/AJSKfk9Xnwtgkw096jujtsMXl6uHxaUrhQAvKCwnHS7YdG5opNFPRghY6SsYxf8SHAfI8UQggPhweDC7ohggPuL54lOx2z5sfjpTjxmsUDdECaOANXRWUNocb9RD56BrnklFW0aHMQhShidOFy6dkZfRkZQ6nIpWw3agjn4SrnfNQdfeQERQYNI9ygEwo6Om0H96mUOvlR4ufGS6+q07XDDopNFPegMIe4YMWPkrEPcI2ExxAQ/zxlicLHvpK6hAICgIOoc5KCThEcB4qsChYLPE2BQAIvFDvEDuEYWCwwKULeuET/uqR1uSdxbTj/As1VufhsFEM81MoLSivrPOEOviLL1x8FXaAteStzXirGbhGCicMFCtU0IPrn/eDzqliuM1VugoC7UyduslKxdZ/xLRayol7dIwufAnHnG2eqJt25stcJbr+Cair9bYfxLfCR6zagfz5S/A3/wXXCvce24z1VtCVPZVkrYVgbXg7+xf9T9Ff4+Pvj7uM9VtaGqSPSa8X3M3yGR+mOpG383clugZKmsXvN7WTDjZeOstVRWt3n7oKreS7dh7k/4vkW2hUTbWKogIlgJkY2+so5bVwMyd2LRBMqqevEy4/pQDzqzWDrLROtOtmO24ppZEFE/X3fkB88dgoYP7gk6Doggjvn83quuifrf4jx+LxnhMxPvNcfabmOhurrNgxuUVgggiKzX3JHjmnTtmwmiXbMVAwonQDvnNo7no3NA7WVEBKsBHWBVL4DOBoQOjBsxOl5z3VbWa+44UVZlEYFk6o7spPGixoqOe43vg04VHR3uMX+3yA9EMPIcfh9tAv8tnlV19y0RYr1mtI3q2mq8VFW3efBktTCY641sm1YJbWWY68bzxDNG3fG2Vacp3bI13BaiDaLN6HivvISIYAzgheeRP0rziEp3AzKPtvEict1W14tODJ0Z11OVBWFF3XgxuRPF9VU2SjXjxMuK71W8cpUSQd0dcDRiuWaIOLfP6p5dPFRWt9kyqq6DTQSu12zJWC20lRGtbgihjgGOTkrWrYt50ODEe+UmJDAmBhDEgCRmTIQjyAIT47pz4BhEWmLyPRzIEqxbRxoFR47alS6CSXmkUoQDkYLXhShGJyI4qwLPPuvEE9SxnQEYsYAgEXO+IdqIzmRntHfUZ14VRVdwBd4vBFOhLSKiFW3TrvQDTn0AnD+nP/cvQKXbv6KX7utDnZo1p1bNWlGnK/5GryzfSaXGb/xBEf32wyf0+vRnaMKkmfTe0l8pL2D8k0F6o8aWBe2kOiKCMYIXECHfnJiNKCtEW9kF6kanw2kUQIdg2JkuolIpgh0Mrgv3FFGMiOCEyNsxwPAqeO4YMGDgwPmGiPZDG9ElFJG5ZbpWReFFDsIJ/RojWiPhwWX4ngav0a66A3u+oPEDH6Ilh1xK9014hIb3PoVo2Ut0X58H6LWfTe9CYB+teXE49bjrM6rdrT8N7t2Wtj53E/V95D+0rfQPJUxvUN84EqpDRDBOzFYhRqkAo1Y7LBh0Omw9AYSK60jjwDXyQtV2pIvgupDSwOuBqnSGYIcrYlgRFj8MFDjtAQMIDCR0jfhx/+ER4NwyTguw2jLieiDsAPXYlf6AQR4Gezy4tM/6Y4po03tzafetU2ji8GupV69raNBjL9DsB8+mjJKFNOn/VlKB+r0AHVg1i0Y9tJLOGjaALmxej7Iad6L+w/pQ+nMP0WMLtgZ/Q4gXEcEEMFuFQK2MokmQImHrCaBT4vw7q0WY3aPoEICuesxg1A3xhUsWiBiGiCZ+yMXDwEH3Oo9Y8QceAdSJ9q4jAV6JkFEPBkFAp1XLsPAilxODPR5c2r56SmA7Lf/pZLqp+9GUaZwKSjG1Oqs7nUJltGPdNtqPU4FttOjZl+j79C7UrVMjSlO/l0ZZbU6nHm220Vvj59PqYpHBeBERTAJOeOZ5NAgFRpTs0tENXEVwGcF9o0uE0SHwMmhcj07Q8cElGymGe9t0Usd2WNxugdtRNPHTuUIJiwPAXCM8AjoW9jaLENeD524H7N5l4WWL2hHSmtIVf+9HrbNCssak5dSiupRBRx5/NDXEidy1tGThdqLmLahJvQz1O4qMhtSkbQOidUto+S9FxkkhVkQELUB12is+qxDkgZdbt/UCVxFcU2YR1mGtwfpEPWwVAt1Ly0WKIVsIEARcIzqxVARtBiv44P6ya9Au8QNmcQAQBx1BKWrlF5P1p6ueSPBuoP2Y3bvK9a/Zoo6fABVsWE1L6US64qzWlB08U75jE62GX/SYxtTQpIEUlMrDWzQKlptp/da80CkhZkQELcIc5IGXGi83OhM7XKQQC7NVyMElVsNWIYDYYwSvW+xZDBt8ukD9zNeITkxtQxSsPxWsQ4iCcnkG2wyiPXF/YRkBO8QvmjgAq8UBbYWDeszWn24RQr14J/BuoP2gHbF7V7fwJkRgFy19fzEdctNw6t+hnjpVnrsnKHNVkUs79hYax0KsiAhajAryCL7UHDhjl4uUrcIKwSVBkbC6Xg4WcELsAa4Rgo91OAPbd4bqD3ZsuMf4Dl4SRFjSEHE8J4gCXJ5pRxwWsk5WfKYsI91AHNR3iCIOVoPng7bCrl3UY4f1p3bvCNaLdwJtFu8I2pHV7l3rKKPc5a/SU2v/QhPuPJ0aVvSSVkEm5dSoYCIKMSAiqAG81OhEIl2kdkSRsrWGEbY5p9Hqelnsza5YdOZ2uCkh+FicG/XDTcj3WH0HQxAx6tfprk0UDEpY+GBJQ8TxnCDqGFjA6kPbsSMyUVlGQXFgl6QucVCuz+AzwfNBW0Gb0b15MEC9sG55Bw3cY7QZ2wNf4iSw5yv61/QiumPC9dS+zh+ilvk/zekUHJSUkCkbwsRR1LaJpEbEi4igRswuUox8VW6h4arU6UJEvRhhY6TN9SKgxep62VUJsWfRhTsNHY9uyxegfrgJcY/xHdCJw5KBIGLUD5HZe+b5yv0Ga8AJUUSdsIAwEMF3waCEhQ/3DCLeYO03StTtmpdSlhFcycF7xKKkQxww8GLXJ54JBit4TmgzOq0/1Iv7jXph3aJeeA90bSFlJYG8VTTjoU/ohL/dTmcfmW2cNWjchk5tk0W0cgvtLDPOKfbS5u+3E9VqT+2a1TTOCbEiImgDymrCCN8I8FCuShtciBhpc71ACUP/AZZvnWQWXXQ46HjQAdklhgDfQVnBQUtGiUpQXDDyB3C/wRpgUcT3woAAVquVwohrxb2FpYc69hx9vKoTFhAGInB1ssXXcPP36p5BxO3qmFn8eIUZZRlpECWef8PAi12fuGYMVnRauGbXLu63uV478g2TpvAHmj16FtGAQXShWQALf6K33/uJijOa0dn9zqCMPcto1UbT3F/RDtr4Qx4d3v9iOq2edOnxkoa104xjXzBp8jTjSBBiZ/xjY+nOEaFkakFIlp49L6ajmzQxfgpSupUWjR1K9/x0LPXpyDmAoIz2f7+O6g96nO44pR4Fcr+mp6+5hd7uMpnevLsz1U0roz2LxtBFd5fQw+/+jbo3DmUa7ti5k15/fa46dgODBw00jtyH70TQaiCqiTxguGwOvPq6GikDjFprj3kw5nmSZOrNf2KCstYALLecG/4a1/xMrHXDMjrw/EvhunCNOcOGUFaHkxKyPBK95khgMZRt2Uql36+hsm3bqXzzFipb/KVyDVbGqRkF9HVZLeOniuC60lu1oMx2x1L64YdTRrOmls13JfOciz9dTIVPTgxfFyy/nD5XxmyNxVO3soAnTFQWJkBdta6/TvtzRr0F9zygrhFelprDh1D2Bd0TtmytamOVwe99dvdzKbOV0UYCO2jxmNvopme/DUpeFNqPprfeuImOU3mEASrdtpimPTiePql3KnWu8yst3XY83TiyP3VrXtcknrGj+5pdD0RQSJxkV2DHLgW8XQuvWG/HjgqJ1gvirRt/l3eowAer82PPvXhX5rdjtXt8J3xf/mA3Ad5PELs1mP/Nzl0NYgXfC/c22XsNYqnbvIMFPonWZcapeoGuNobvZn4uJRt+Nv7Feex4r9yMOJAdBhYD5izsnk+zs17UhfkvNf9k5J/BAuZITozmdQYKxQOsJHxf/mCekdMFMH9n/je75vKqA9aFSj8wpVooq9sIeEFAiNVzcZXNL+qoy4xT9SaK8ryYlryDtYrnktGk4hzldym6+APAPXDz4ha+EkF0FLojMxMFnaqbxJDFyUrQSanUESO1gSM50aFhWTR0Fqm6EozVoA3j+SAKEh0sgm844pRTLXQEvLDYivhVTWXih7avnkuNGsZvhvj8c2vfNTdgvgf5t9/lyn4X+EoEC6c/H47MxMPBQ3IbVYmh1aJkJrJeFid0POj4rGzA6JhhVXHiO6xDWC7oLJBiwWkNIogVMQufGjQEnw9HQSI9BKIAi9vqVAu8Jxg84r1hsbVDhPh6vSR+GLDywCTSItedGuIWIgcAqn3+4yHXXruvRBAJupwugIejRijBh+XGpOpoYsiiZJcYosNBx6OS0LHixkzrlyhD6LqyDoOWCywY1AlYEJFmgE5FdzqJm1HpBkHLPFL4MHjAIAL3Dm5bHaLAnRkGj4BXs9EtQiy6XhE/DNgwUMWAlZ8Pr/fqZ/Hje6B72b+kMOYGfQUCGhDwYJ5YR2BI8XcrjN+IHbsmlRHwYA5kQb0H5szTHpyBCX0EhiDAwlw3AhN0gmeBes3PCPXiZwQYoH4rAiFiBYExdlC6ZYtqmwgkwj3HNfP177v1dvXM8Tu6QHvioBOuG8f4Tna1NfM1WxXwEiuoOx4iA3TwjBJ5N+Kt10qSrTsy6Ifbi1fwfYoErKrCGbOU+w8o90UcYfx2hxdjtIUQ6xeCT63f2NBcQ1bfK+MKfU8EuKZKvl2hwuBnnn1muO7sgddT9sUXaq0blnrpmh/p2XUbVL1m8B0yLzmfMtu2oczj21H6oYdo+S6tmjWn9Zs2Gj9ZA55lGdIzNm6ikqXfKGvfDK7t5auvpAEnt6fMY9tovcdw4xUt/IhKZr8eTqmYNeoOGnhGZ+0r2XDdsB4A6r3pf46gGmd2sd3qi+V9xnOLTD+BtybeVCMzTqYpJFo3nlu0FChXW31RkDxBAzzQwjfnKlcGiLWDd6rxol50FOYXEUERNS/vlfCLGCuo+/q0kMuSQZBLzev6JZwDGAt8r/GskONX+tNaKn1nQfj6GTy7jC6dVd5eWp06ShzTauUktWpIMiKI7xsoKFBix3mJkYIH0IlknnMmZbZqqb47vq/O9sWdedGs15TLEZjb/ZRXXtfatqMNQGsOuEENdpx4p0BV9xuDscL571Ro93DTWjEA1fmcqyPeuvHcit5+1/Pix4gIRsCWlnlEXJW4ONV4uV6zhcYdGXcmNbqcrkWQIus2d2QA96tG1y6WC2Jl9zrSoipf/3P4XkQDo3aQfnQTyjjyCHUMIJbRCBQW0nGXXko/fvihceYPWNwYCHNg334K7Nlb4Z5EgkFDerNjwhYsQuaj3Sur2xfuVcmyb6nozXkHPbPsC8+vYPXpaNuVWVHZPS4Od6I66o2VaHVHE+vsfr2TSsqPxG3XHIkKUlq8RAUX8ruF51YzOACwa81bXYgIVkK0hx5NXJxqvNHqxeR80fsLKlizcJXW7HmJpWsnRqsbnVvRu+9T8fx3KwiQlYIY772GBVa+6zcq37kzbIFVJ5CVUdWKMZUBoUtr2CBskWY0b0bpjQ6N61lY0b4qEz58v+zLL6t0sGRl245smwBWVLS2aWW98cJ1c3sumvZCpWJtJW645mhEuw94btndztXucbILEcEYqOwFRkOY+uFHjjTeeBtudR1ePFT3wsJtVPzxJwcJIn8HdvXFi9UdBb5noCCU+hFp0ZkJ5OXRifeNptUTKs5HMmYL0uo5yUSvGQOAkq+WVvoMsjp2qPZ7Jnu/ow2MYvFSWP2c4wF1/3XLH+5qXQPJSJy+5si60ecVvvp6hftgx/y/I0AEhdhAFBSi88zRYIissiNyLpJYI7oQqWaOKsUHkYeJRMIy8USTIZIREX+ImjN/B9zDeKM8nYygsys6NJJYrxn30BxVar7XeP74t3ijLBO53xxdGtnm8KwR4RwLdj9n3BeOgEbd+L52RcQyTrZtrjta/4ZjPE+7+zc7EUswQdg6fLFuvXDEYrR5FV3EO3LEqLyyIIga55xli4sO3wFuuZLl3x4U0AILJeuMzpTRokWlkZBOjpZ1RIfGQmXXzBGzpes3UOnHn1aw9th6QTtMxg0dz/3G+4C5s8hgqUS8D3Y858rmsxGZegsWt04RV18s4H73z90f1dPlh/sgIpgkaECI0rRCXOIhmY6COyxz8A/cVDV6XhyTu8OqToqjPKOlB+D7ZHQ8uULgyOTnZ2jvHCvDSREcdMN1VLp2XTjwJ3LHC7Q3pIlkndIhYVdzNKp7zhwtaW5HVrR9q9pXNCoTa45sdrKN2YnZVc0pT7G4qlMREcEkMb+w6NQjc63imYOJBys6Ch4NF3+2uMIokL9zZR2qrk7KLIrRtjbCKB0jVghjIkEmyWCXCJqDeXAfXmrS5KDcSB4gWC16kUR7ztHme9nyRMCIFV4Qq9tXZd85mljrattuQKzf6IgIJkm0l4YbmzmXBnB0mRORktVR2QvCFqK5s7Cro0DnVfbLZir7+Wfl+osmCACijSjMrNM6qZ85UMXKl9oqEcR9xl6GAIKPoBtcW2VRq+igEKiBa4PwZxzdxLbABH7O0TwHgCN/rY6WtKJ9sevdHN0N4OarSqztatt2wlM3kQNdv1m/lSEimCTVvTT8MkbLy0omdUDny4rvXPrj2oMsRAgikrmxWg1cdHa7THDNt119ZTgnkHPyIl2pkbBIAhZKkH7YYZTeuJHxU4jKkuqjiSCstkjYigMscKC61AxYJkjw59xFJ13APCCa/t1KuuaViq5OK+YaqyPRtm3Fu5YqIhjPlEeqXHOiiAgmSTwNKJpbBiQiiHY1XO4QIYgczALrBBYZLFtYiDpdcmaquma2sCLzAkF1IhkLieQJmmGRA7hfnDeYVqtWlRarXc+ZXdHFHywMCwieM0TQSldnLMRzzZUJX6LTEHbd78opol0rP6BZSxvTX2/+MzU0zoYoot9++JIWLV5JW4obUttTz6Supx5DdaJsJ4+F5wEPXKoKcnH+mp1FRDBJEm1AVQki5nqqe3mdargYYU77/Eu6dlHFiES2EtFR6lrnMtlrNrsiATr9SMziGSZo0XWYP4e+7XedcSIEi5mZtNq1KaNZU+On5F2yup4z2h+s1MoidWtc0I2e++92R9pYddeM717y9bIKgg0SFT4zTr1XLH4vT3qGpnywnsq6jafFz/ai8HpGgX205qV76cbXjqS/TRxK3er8RC/edy/Na3IPTRt1Lh2ZWVEJsZtDrAMX567ZJUAEhcSxIr+Hc+nM+Tn4VLVrgFvyiirLTUskD7A6nLxmt+cJVkfk7hSVPStzPphT9ztavdF2FcEH70giOZCV4VgbK98dWPfjzkDx5tcC/YNtreVNcwLbjH8K/mOgYMXkQM8WXQIjFmwP/hQ6V7xmeqBn0zMDw97ZbJxLDCffKzfgq/0E3QpcibynHvZMwwapGNVilIt93PZ3Pj+0sWhwdAdLDBaNG8BoG/vYYSPXBp8uUHsQYr9GuElhJSIMXe2BeFJXtVEu7wsYbS5NsA60D9xj7MmHPe5w79GGsC8kz/HC44B2xvsRYp8+WA52z/NWBq4Bc1pqA2G0nR59qXDUGNWu8N3VPnXBdwUbM+vaS9FW0g6hVm0bU1ZmFlXccz5IYBstevYl+j69C3Xr1IhCNl8aZbU5nXq02UZvjZ9Pq4vFoZcoIoIug4UFL7faRDT4suOlZ1FRO6+3CQV3QFDgGnILcP1hA1Fsyttw8/dhUcT3B+iA0RFj41HMWWCjWAi7CGPimAVP7WgeHCyhfeAeYwCF+dC0Iw6rIHoYsGDggnZmx1xurPB1APMGwgBRndh0ucHab9R3h2B7XvhiJXctLVm4nah5C2pSL8M4GSSjITVp24Bo3RJa/kuRcVKIFxFBF4OXHC87XnqICjoB7OyN+TcAQTFbiRg5I1DALbAosqWIDhiijg6NLV0Ie6QwojNHZwir100i7zQQCTxjtvAiBQ+CgcGSWt0/2E7QXjCQgqXnRtFDW8UAiK09vg6A9oEBFIs2LFXMb7nFUrWT8h2baHVB8OCYxtTQpIFEdenwFohu3kzrt+aFTglxIyLoIdAJsNsUYGSPEX5g+84KrkcIyYGZs1zlOgXogCHq6NBg6bK1iOuAMKLzhjCiM0dnCKsXIs/iCCAAbDmmokCqgBXDIsIzBBA73AOIBJ4xW3h47ix4GFxAMNQ9DVriaCdoL26yliB6EHEM2HBNaKtmFy3aAK4DoH1gAOUm0bYavJ+xUJ67JyhzVZFLO/YWGsdCvEh0aJI4FVkVWS86zsqWIMOoGutyZp54AmW2aZ30aFr3NUMIyn/bfVAuIKdmRGJOP+A8QHMOYGV79cVDssnyEIDy3SEr3ZxLiOcFKkvj4DSFyBxCXTvom0n2OeOakW+Kzj5yfVOAAVy0VW+cjFbUWXe0dxSDlgpsn0sDO99JH5miQ0uXj6fOlz9NeyMjRimPlo/vTb2f+o0umTyPnrr4SON8fDh5v92Ar0QQLyUsIytHl041oKrqVfNEa9dR6arVVPL5lxXCyIE5nSGj6dFx3w8nrxnLO7GIsEBGW2KtMnDt6a1aGD+FiJbqYKa6rZRAtNSKRL4XCx3nEDq1VReI9zkr63zTL1HTLgCsVgxSIOJuyI2MhpV1VzUwxfNG4jos9gpEEcHwubMeo0UvXEVNwtkQLILZNHz+yzSofWJ5rE7ebzfgKxFU82aPPqUsByw4zIszJ5PL5VQDiqdeiCLy4yp7IdmS4qW5qrMW3XrNZmvLnAPI1haIR5jMJJIsbxbctPr1VHtTx6ZcwuqsVCc7qKrqZiuPl7SL1qYSfcfces1VwQNPXuQ8mujFlEcbTQTL1tD0i3rRuF230Wtf30mnZKrfDLKF5t3ck/53yaX07Jd/o7PrJTa75eT9dgO+EkHMR5hXPjGDUSosArgM41mf0akGlGy95lF72bLvDnJV4aWN3MWBO2uvXnNl4F5URaCwkI679FL68cMPjTMHU9lya8niZAfFdUPweKk6dPDRBhJwuWe0PyFh74IZN1xzdcBlj3VtVfDWytVVelviWjwimghSAa17YTD1eLCE7v3wWerfuqY6S0XLaMK5fen/es6gD0f+iRJdz8jJ++0GfDcniAcuCPEy/rGxdOeIUOSiIFjFQeITVQSDA7Hcr+npa26ht7tMpjfv7kx108poz6IxdNHdJfTwu3+j7o3D5qHCbf2cm0XWdyJYGZEuw6pGu5mtWip3Flw8To2i7Ki3MgsgMkAF9yW92THatzhycsTq5H6COq4Z1q95y6ZoC3zjOWN5vMo8Arpw8jmjbsw7ox/AnHM0L4mV0ylhArto1QeLadWK+TRhyiL6/dCzaeDwntT+xC50QfvGlEYBKt22mKY9OJ4+qXcqda7zKy3ddjzdOLI/dWte10igTwwn77cbEBGsAnZ5VDbvAdBRXB9sgeaV/3V3EsCphgthnPLK62ojYQSDRHMFMTwnxoEnuD/JuA2dfFm9KILs5kWHzjtaVDUnylMC6YcfrgZ5TgXl2PWczYM8FjzeYNYMB/TYvZWVXYgIigjGBc+lle/YoTqVaHvcmQNNEKqf7BxJNJxsuNHqxoAhUHBAdbgcKRlt0MCwQHI0JAeLVCWSTl6zG0WQRQ7tMZCfH1O0LLdN88CksnQLp+63jnoj39to9wj35uWrr6Qb69WhjBYttLy3bsTJ98oNiAgmCRrQrZddoixGdi1V1glZ6TZ0suHGUze7mRNJa8D9wj6AHFmJXQ0GnNw+nP9nR64cY5cI8mBCHQc77WfXbVBWN9oVqG5fQhA5wOB0i3jddk61sWTqjcXNC/geRVp4XrzmZHGybjcgIpgklTUg8xxjdZaR+YVki8irofPxwp0+WzN8rwJ79h7kZq0sWR6whcOYUxLMwPKpjmhiEU0E2RKrjEBBgXK1RcKCxlRlMUe7ZrjnVGlYc7wwgNWDAqfaWHX1wo2JVJhY3Lxmy5fdvFW9W269Zp04WbcbEBFMkngbkPkFjsVtiA6PO3RzZ4d5Ob+8NHzPMEcFq4hhqxLEYiElQ7Kb6lYFW7wgMp8QliACNeyaazbjpCDAu2IeHGHgEG1gxMQrdpXh5DX75X12GyKCSWJVA2LLMdaXHhbCdatWq86TLQJ2e+nuML3QUbBwmqnMMjPDA5MKVLKpLiz36ohmecbzfFK1c+Tnw65Lvu8YzEQLTmGiDQotic408ELbthon63YDIoJJYkcD4g7DLJDRAnIiYTer2brgTjkZofRjR5FqKRKxkGjd5gEIPB6qjHEumINT+ufuryB0dlnCfmzbTtbtBkQEk8QNLw3PTXGHw3NOVblZGfNcGluU5mW9okVr+rGjEBGsGLTDbc1sOcfT3nhgFi0q2E3XbBd+vGa3ICKYJF54abjzYtcTYKGMJUqTYcsSViiP1Bmz209X1KaTL2uqiaBZ0ACLGmCrDc8ZO1jE2z4Au4rZRR9Pm3DyOXvhfbYaJ+t2AyKCSZJKLw1blGaxNAefsGBWFaUZDXPgB+DQfTOxzJ05+bK6RQRjneuMnNtMJHAIzxkrxrCwmZ8bixuwck4OOPmcU+l9jhUn63YDIoJJ4teXhqP3gFk0AVuZTCxuslhg8TW7cCuDXbtWEMtWSvEQNfgmAr5n8Q44KiPynpnniYFZ1Nhq82vblmv2FyKCSSIvTfxE5tfFmk8H99xft4QiCHWmQ0RDZ4pENNh65mtmIsWLibSkrdjVQtq2ffjxmt2CiGCSyEtjH/HUW10iezzEspVSPMQjUPKc7UWu2X8ktgujILgczFNZ9ck68QRL/2ayFpogCNYhIigIgiD4FhFBQRAEwbeICAqCIAi+RURQEARB8C0igoIgCIJvEREUBEEQfIuIoCAIguBbRAQFQRAE3yIrxgiCIAi+RSxBQRAEwbeICAqCIAi+RURQEARB8ClE/w9HyipjoxTPcQAAAABJRU5ErkJggg==[/img][br][br]¿Cuál es el valor de f(-3, -3) + f (3, 2) ?.
Cual de las siguientes gráficas funciones corresponde a la gráfica de la sigueitne fución [br][img]data:image/png;base64,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[/img][br][br][img]data:image/png;base64,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[/img]
Close

Information: Curvas de nivel en funciones de varias variables vf