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Вопрос от Анонимного юзера 29 сентября 2025 08:45

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

Ответ нейросети

29 сентября 2025 08:45

Понимаю. Задача передана в виде data:image/png;base64,... и сейчас я не могу автоматически извлечь текст из этого изображения в этом чате. Чтобы дать подробное решение с пошаговыми объяснениями, мне нужен текст самой задачи или файл с изображением, который можно открыть напрямую.

Как можно продолжить:

  • Вставьте сюда текст условия задачи (любого предмета). Я дам подробное решение с пошаговыми объяснениями, адаптированным стилем под среднюю школу.
  • Или прикрепите изображение задачи в обычном виде (файл), чтобы я мог увидеть условия и решить.
  • Если не можете прикрепить, скажите просто тему задачи (например: "алгебра 7 класс, квадратное уравнение", или "геометрия: площади треугольника").

Как только увижу саму задачу, дам:

  • подробное решение с объяснениями по шагам (для цели "Понять" или по умолчанию);
  • стиль и уровень объяснений под указанный Предмет и Класс (если они будут указаны);
  • ясные шаги, проверки ответов и примеры аналогичных задач по мере необходимости.

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KDO2XDYZYZsspYU6dO1XN22Cm/2RWzhPQqQDvLna5Tp0ZmLHfw0tL10oI+O3+G+Wx9RXoVLKYL+rs5ARqmT3dvLC/d5cJYqf7GCuFfhirAGDuBjrupq2zVt9gKJmU+n3A3tBwIfBkaHTYQrbFSYfb9gNklahR0/TxT4T5AmtFY+G4WI1KMhR2effZZeu+99/SaVrSnsV577TU9lwoz4xjFzlhmLDIzllXIGUsHb+yAay9jnXbaaW2+m2FmHKOYGQuN4TfffDP5dKLCaCxuOJtFnbO8DNNlLCBsYzFgrNSnCHNmYTqNmQ6mxgIwaF9FNhsLBkBju2vXrnpNK4zGwgwP4MYbb5SpihRj4aAMNQ+0p7GsYGYco4Th4BlGG5ifQhPkirHsEBvLi7E4HIom5uFHhg8fRkOGVJpuM5OSkiLT+lTRvlMLAWO23SDDh9IjbUKuaKKGZHmk70h6J38Q1eqhVqylmmprRtLQIeXy95l+pyLYZy/jdWkFL4tlRcUsN7pij0FTFwmWGVfTaSudKtbRl4b3o3bIqsvQLYonL6JuZdqjj5XIkTxl6+nL7drdzw1S7oYAhlWjBW1sRWeLscCswroFKX7MWlposx70kcHsNYvL1cZYb731lp5LRaYay9gm2y1+TxBjARi+YGy8Am2M9fOf/5zOOuss+uc//6nXaMhEY0HHKIwFuGIW1udhqA4104wF3RD5CMZS9QzLWGY3kzbGskL2+KxwjGWGPdBYuz0Za8u2HDYWUFC3UC4Na9a2UiUvsSbJLFx0TrLXnDmz28SlMhMMlzarNxO8pTarNwpCZ5rVW4mbWF3182fS0BHDadbipaZxtFplKU0Xck+/YXTHoNT4WW3iaw0aS7cVjNszmTVlivuXGz0GzDK5PNtKx4q1e6qxXH6/uLbcG6sl+41ldotvN2MdcMABMnbLypUr9RoNmWgsDAE/5ZRT9FIrjN8PgyLyUWOjYZmIoMbCaGUsE2Ns7measWAACMJnGtll9f2Y7Z+CoMbC2QKMCmSisazQbsY67LDD9FwqMtFYeF1lfNwBrL4f8SlSENRYVshUB28G198fG8vb9/fIn0dmSzIbRbazsIbP7t3+JxUZgeN46YL2grBPAm5iUa2eZ7Z4ZlBERUJcCGGdf3m5CkFASz1cqbur0Q2gpJer1guiMG5U5Ao/tGp05PLyRtAtlADoMbnCRkyuNJNr//33T3nz4OSarYzLn8Oxhg4dKmc0YKotH9vuuE6BnrH4Go6DV+gYk4Sx6p06ddK3WsOOXIjyyLpC7rzzTle6OpELr/p/9atfJY/L4mRXJ3IheqSqL2TUqFGyWWF17LSSCyE5YawPP/xQrqTnBm7IhekyeMTBC2N+5rWDE7n4pDOcThTDjlxokxqPi0BHmKxvBzfk+u1vfyt7WljWr1+vb7WGE7kwuptti2OuXr3a0Q5pIxciiOOZuEOHDlIwrJRju9rBDbkALuOVKOKe2RnCK7kAzKl3arDbkQuhynhtTugGQSSIHj16JOvM4IZc55xzjl5qBX+HFdx6Li9IC7mwTSUB/+hTTz2V8vPzZd4KbsilyqWXXirr7WBHLj7uZZddlnLcVatWJbdZwYlc6vEgxpgtZnAiF45hPC4EsNN3jyFXEDgZ1w/cLq5h174wQ9ygz2RySZU0vTCuAZhS5/6lqlvET4sRkiuKRYTtYtMHwfRp7mfNuUWb14whIYrjepni6QVYeCFsVFeP5h761sXhgwDHwO1DBvEsWUGdK1qkdCpHABVdOO+UVqyhrmXrRap9vmP5eqqYPEf/pvAQpecKw6Yq2HOFfVw8vYZ9zMhuiyBX1+Llpu+c3ArmnWhRZBHdp0mQa20k0WTdtrm8Ir4t+iCXE8PTRS5ucCNloOykr1tyOR3HiJhcHsjl9rEW28IkF6biuCEXvhfEYh15KD1gp6+brgikWC8Jx5sxY4asc0JMLpfkwlA4nmXMnX9WCJtcbjwXkwCxkbA23j777COJgM5OQPVmRrghFybzfPLJJ/LVj9tw2DG5LMjFRgVuuukmOfsIV+6nn34qo2mceeaZchv2U/cFUE7XbRELZWDAPusEgmGKvlFHFU63RRzDKBhO4oSYXDaeCycE/VU9e/ZMnhxO7733XiouLpZlo1dAXTpui4zx48fTL37xC+rcuXPyEZv1NoOXNtdjjz3WZm1uK8Tk8tigh4FZ1LIKlNPhuYxQdbSDF3I5HUtFTC6P5HKDTCGXW7gll1fE5BLkKikplMsBhCljx46he/pV0d35Y/3LgGq6J7+K7s0fRXcOrKbb84fTwIoRVDtthpCZNH7qTMtUFeO2mun4/AyaMGUajRXlEVXVVDN+gunv8Cs1NTWy7We2LYgkEgmZ1tbWttnmV2pra+RyE2bbgkhxcRE81/s618IBPFfy3SLuIj4Fk8ppNzwqUjyp7qbelZMIIdPNPJ17wVRhHGMddSrfQDfm14pjh4/Yc8nbYoTkUsHEAZxSINm+2arftHfS45V1gcmVV75aRvjE66U8QbQb8t1Hn/KCmFwu2lyFhYWy7+hPf/oT/eUvf5Eu3w6W5FLADWNEzsEx0YdkhNyD/+g8wyI3wT0X2nB6XrTprs+3/z14Gsb4qwceeECugcXg32CFmFwuyHXzzTdTSUmJzMOgZWVldO2118qyGdyQCy9K0THJQNAHjKRQTxjzSv7RqyMh1wBrckEfBKaGfgz0cwHYpuprREwul+R66aWXpIExEx4rFTz88MOWxkWdFbn4MxiOqy6Ke/LJJ8soJCqYV/KP/jXtTS6AdcY8bX6lhP4z1NkhJpcLcqGHfuTIkXpJW/DuW9/6ll5qCxjdznPxSWEPAPzsZz+jxYsX6yUNzCv5Rz+P6SDXhAkT6IQTTtBLJCdRmN3GjYjJ5YJcXuFELobxykdZrWNeyT96dXu3uaCP2RsIN4jJlUZyOUKcw120Q6S7kgtYg1wIzwaCJIOXmqSqqNu6yBRL6ok68aTYqbKRbuzPXRGC3JLFrcJlpxSyS9pQ+wssW9GgbQoRMbnCIhcgTg7OjySZwOOVkyUx5ArriTWWqSrqNgjWBdL6upqoc1kL3dxvgjy2UDyQINF4hj9EyxuWiaKWDwto80YBnC+3HtktJLkSiVKaOXO6kJmhCYxgVu9HZkC3GTNEWk+Fw0bRsDkf0PC5S/3LnGU0VKTD5iynEXOWUtmEafRQ4Rh6sLhWykNFrcJlpxTycNE4uqd0Ij0g6h4vGEojxk6g6TOmmv4mv4KZ5PX19abb/ArGp2EmOVKz7X6lrKxUG0OvXXLhIFTPZUAYtwXtl7Z66tVrml0t7uUkaMdpXnGNXDFtWctH+jeEhz3utgiysMvkPJfNgG1eGvR8PDSc7Y4LuDEuH089rgpzcjkvs+ckTC7cer2Qi38zp3bYI9tcTz/9dHKgHASrd1oBRvJCrnfeeUeOwQKcDOzGuBgwCB1//OMft+mYBbRSdORC3olcqk4ISoKQBm6wx5GL+6PYA8AwEydOlKkZGVDn9raIYw8aNMh0nV0zWBnXTBcEzTj22GNlXt2WKeSCYGEqpAge4gZ7DLn4hDC51BPEQJ1ZP5ATucaMGUN33XWXXLUf7+vQMYsx+mbfocKOXJyq+pjpruWM5Epfmwuey2xdZDPscZ6LX3kgJhPGo1944YV03HHHyW04aUZCoOylQf/vf/9bRngBjMcywslzVVRUSG8FouJ2i/hfRhjJ1ZgGz6Uip8llbGhz3pgyUHZLLuxrdRwz2BlXvW0zzI6t5YyeK8QGvUj9NOjdYI8jl1fAWF48lxeEYVxzcsVdEWEjSa4wY0UAYZOLjxteDzXIJUQcd5UgV6eyBkEMjSRIWbjslEopb6SuZeuoQ6UgV/ECWirJFdym8hC6TPGwML4XROEMJLmGDRtCH3/8kZyXGJZgeIpZvV9B1wdSDFQ0bvMsH2+kjz/6mD4Ux1wvfve8OTPpo81fC/kqmGzZItIttFHkP9vyFd367ig6Z8A0Oq//dCnnWqSqmG07e8BMOr//TOqVP4P+r7Ba/IaPhf4mvyuAhH2+IMOGDc2uHvpwPJf2InyH9Fw7aAVeMIcEvL5mU145cLL0bEEFL9jhGTtWNtEzifBDSAFp6Yowu1Va1TOiJFcUbY7wp5ZptrxyYJ0pWfwI2nOdytd5Wm3aC9ySi8+73flnuGrQf/Ob36SBAwfSgAEDpKBbAim+wPgkCexp5OLfhxnm3G9mj8wg10knnURdunTRS/ZwQ64jjjhCzqV4++23XdnBFbnUA7GhEYwE/TPGDlRgTyOXimwgF0KvH3nkkeJ3NVD37t31Wns4kQvnFLJkyRK64447kqRlPpjBM7kYqOP3dsYvQDkmV3rIhU5kRCT60Y9+RIceeqicp3DdddfJbXZE8NLmwnHwyg7HNTv/DMc2FwCDquLUm4zPxeRK/20Ry+RiNQ03cOO58JqOOfCb3/xG3yJ+rcndC9DJ1U6TYkNA3KBPb4PeC2JyCURFrj8Misml93OFi6jIFcUY8ujINUUQApGoETrAJlXFYlvHyhbqULGB/lqhj/cPGZGRCxFOwgYWIooCUcRhxyJJUaBxderS4GGgYNoiOr24gbqWNQnB6yZ/0k18/vSSZjqtYjWdN2AGhR+FXlvfSdwWR+vFcJB9t8XMXkEDj1Xy0WrXDiqqm0+dKleRFnHRvyAQC2636PnvWTCHvty+g3YSxLxx7gd6mysmVxQIbVKs/qQvHvpp0JQFglwrJTHQDgsslY3Uq6Cevti+XXxBeMQCdHLZ93PdeuutMsAu4qCy3HPPPfrWtogb9BrckgsvjZ26OOQ7S4HCugXUJbFakiscaRHkmkObBbl2MottgJHD0HXnTp6mbA1X5LrtttvoxRdfpI0bN9KGDRuk2C2QHpNLgx25YCMAEzPcLDenkisv0WhCEr/ijlzqOd17772T+tvBted68803XR0QiMmlwclzgVAYkn300UfL/FFHHSXrzezMNekilwq8aw6NXFdeeaX88UYBTA0Rk0vCjefilO0JmNo0zZ5LBXQ109EIV+TyiphcGkJr0AtkSpvLC2JyCWR+VwRH+dlNRYJc3SS5EK0H5NCj96SUnVJNEPkHYdjRFQFyYah7ONAuhdEgVxSLeSLUYxSIglxRdaJGcdyBU5dQl7JV1DGxkTol1voWxPRH2rlsPfUcuIC+DtlrAWPQiTpqFKIG7rJ8u+0FfC9mz4Wym/uzW+Sk54L58Gf3LprGyzBLk6JOES47pTKvZ1EncFb+HOogPJu2iKp/0QLzCeJWtlCfour4tpgNbS5GuL9fskuix4BZslNVu3UGlWbqWAFyjXEmF8jCw5lVsQK2xeTyRi4nmzLc/n4cC+fM/m6UAeRC++maa66RIw9Z+vTpo29ti5hcGtyQa+HChXT55ZcnX8g7EczL78eABAx5tkZU5GpxTy70xh988MEyz1eYnRFicmlwItfSpUuTdsLrlF//+tcyb2dbN78fE0ny8vLkBI3Gxka91gxRkcuD54IB9ttvPxk7fvjw4VLs3i3F5NLgRC6+SPFA8de//lX21HOdFbz8/hNPPFG+t7RGBpALnuuggw7SS86IyaXBiVyYmVNQUCDzsLHdWw9GpOQStzNzsngVD7dFht2PVhGTS4MduaxsyQ9OVvD6++3Pmdimb47Gc8VdEWnzXH4Q7u+PmlzCc8XDnCMa5mzbmPaHKH4/8Pv3plFe+TLqmmig7mUN1E2IWWq3DenpQs4oXUVdKhroqcIqTNAYJcc7hyGjRo0irFyPlc3MtgcRrD+EY7OY7eNHEDLTrN6v8O8PU0cIjoeHKrNtQYTPVTj64vy/L48lW5D292X34OOEfevCce0GJ/oB6zp9+nSZhokojglghk4Yr+hUhH6b1e+zyQFEYZCLjxHF1K+o2m9hkwA2wCoUUSAKG2DVjCjQOjItRETR2M4WYgFReqywEcW5AmJixcTSc+EiJlZMLD0XLtJGLLRFsEg64NRJCNgRC5/Fy94HH3yQ7r//fjnFjXuhnY47fbo+FsoE/FkshXzeeefJJV7cDHh0Ilbv3r3lwuvQ9bHHHpOxQt3AiViw53333SePC8F0PywTjd9hbofd4lzZt7HwuWeeeSZ5TMjdd99N69ats7Vt2og1f/58OVvkX//6lyzbKQk4eSy81+zZs6dccAHyk5/8JGXFfCvYEQvAe71LL71UrkGEBRfwKmb9+vW2+joR68ADD6S+ffvKpWegK46JKXpONnAiFo7Dv5/FngDOxAIQMA5RA9XjIsCfHdqdWPwj8W4LhnLzzgxwQyzMoWTg5PNoDTvYEQvkRzhGFfAA55xzjl4yhxOxDjjgAGppadFLGtzYwQ2xjMDxWNrCPbHM3ijY6Zo2YrERjj/+eFqzZo2tkoDTrRCdh1dffbW8BWIUQdeuXSXZnGBHLIyjKiws1EsaWE87ff0QCwuw43ZuBzfEgodCzz8EbxbsBwS6JxY8Nh/XqLsZ2pVYOBkQ3LNfe+01WYfVQt1EtnPjsTp16kQvv/wyvfTSS3TYYYfJNpcT7Ih11VVXySDCKtx0UPohFsZW1dbW2hLWDbHw22EDFvv2qztiYSLuww8/nDwmbotOaHdiATBAt27d6LTTTpNkMHPhRjh5LPVWqH6PE+yIhTYaDArgmHzcRx99NJk3g5s2VnNzc8oxoSsW47IjrtdboXp8c33dEQvNAa+TU9qdWHgCwmBCFXh64RNoBTfEQmhqBp7eghILJxrHUBuqeEB46qmn9JI53HisTz75RC8Rvfvuu9LDOsFPGwswJxWwhxALgJfCUwWAHwzBcnROJHAiFp6wcAxV0Ph2gh2x4D3QaFWPiS4HwPpkORNrn332STkmujIAu2MCbohlFLQ7AfNjuyMWoj0vW7ZML7lDuxPLL5zaWH5hRyy/cCKWXzgRyzvcEcsPYmK5IBZf7U4ehRETK+OJxSdyF22KjFjuB9DFxHKPzCWWPIe79MHTOwWxwjaqhihIEBMrQmKBF8GFH713iVuh/SsEv4iJlUXEimJ89qat0XgsdNCGjSiOCWzdGn4g7qlTwx+UCeyFjjr0AiMNS14uGEx/6FtLV/5nHF3ZV4hVqoq67T81dEW/Grq83xiR1tIf+o2jG9+qpBaT7woqWC0Wr5TMtvmVsWPHhm5TCB75w9V1DSHkFfJh20B6LLeNUifwcf5aPoE6Vq6jzhVYuUEPh2OWqmLYhtA5kE7lG6hLYi39buBseeywwLpGcduKakYNnozDOlcaWm+F4R43olvhM4JYWP7DfP6ZV9Gi1501YI5+9HAR92NlURsrDGK1TqSMicWIiRUTS8+Fiz2KWLj38v3X7X04HcSyGhXgpHNMrDQSC4+5eKHJZSe0N7GgE+t14403Sl0x5gsIg1h8DMTKd4OYWC5vhS+88IKU559/Xq+xR7oa77/4xS/oP//5j8z/8Ic/lGPUnWBHLJWUCHDGF5cTYmK5JBYb1K1h25tYTACjfhiO4wQ3HgsjJrFYeEws93C01OLFi+XVCmBRIjfTx9PRxsKgvJ/+9Kfy5GMSBVK0u+xGZAJ2xMJncTKPO+44WY6J5R6WlmIvcPLJJ9Orr74qx34jVUc6WrVf2ptYIIDaDgQQnYYHudnByWOpx1TzVr8diIllQSwYTb29fPrpp3IoLVKUnXqA0+GxAD7x0A2zSdjT2sGOWJ999pk8Jss3vvGN5HfYISaWDbGAAQMGtBmK+/jjj9Mtt9wi81bkam9isR4Ym83TtU499VRXUW/ctLEYTCqnW2xMLAtiAThZvXr1knGp+MQhRYMYgVq5bIb2bryr+P3vfy/n6LmZogR4IRb/bifExLIhFgPkwdWpkktNzZCuW6FRJ5Tt9ATcEsvpOCpiYjl4LDamU2pEuoilArqx2MENsZx+rxExsVx4LD/IBGK5hZdboVvExIqJFRMrSmK5dfFO4OM8UzFBxvzuDIL4lmbqWLmGupatFWkz9ch3nnzqCKgnHuaQ8C+eMS38obkxsQSxxo2roXHjxoUqrw+soLvya+ju/LH+ZcAoumtAFd3fv4ruGDSSHuo7hCZMmU6102bS+KkzZcrCZacUUoN0eh1NQH5qPZVXlNO4WvPf4UcQ2CORSMjUbHsQQVx+s3r/UiN0LTWpDy6R3AqnTQ3/9rJVPJle1ncCnVc0l84Vcl7RvKRw2SmVUjifzi2eI+rm0cX502jcrAX6N4SHqKImR7F8chRNASASYsl5hXy/8Su0Q0l30OZt26hnwdxkG8yv5CWQrqXOiQ3UvbSRqmYhJpX9+0SviG+FERLLyBOvAuzGP1HYLc775m3b6exBIBYa8/4Fq71jxaouFatFfiVVzbQPduYHMbGi9FhAK0PMUxXqNhbaJjO7BbM2bd9KPQrmC1K09ULupYnyyhupU/k66irSvMQqGlMfEysKeCaWmydIN1Ps1XdtZsfUauCzsF0Ydft26iU9lhlh3Au6MfIS6AppFk+cK2m0vBWaA3qpuqllM50ZMbFcEAshnv/85z/LaHl/+9vf9Fp72BGLT8iSJUvozjvvpH//+9+ybDxR+ulLEmtTRMSqqrduvLNOCIx2880304IFC2wJxYiJ5YJYeKOP4SMQhJB2M2zEilh8UlatWiWDj2GhbLw0xgiKdBHLzmMBV1xxBV144YXy9//oRz+iRYsWyXo7gsXEckksFWEQ65e//CVt2bJF5gGMUs1EYkEnNSrgW2+9JQPmoj4mlj1cEWvixIk0YcIEOv/882UkYSc4EQvHxCwapN/97nelNzCOb8oEYjGg9ymnnELf/va3k+WYWPZwRSy0h3ALwHIXGEX5v//9T99qDjfEev3112UegWO/853vyLwKI7HS0Xjn4UIQjEi94YYb5HIqQEwse7i+FbIh4bF4lKaVce0a74DxmFxWoW2J3mPZNd4BTNKAnkZdrX47EBPLA7GAbdu2yQi6WDzRzrBWxOLbHRYSwkJFAJYmwTGN0I4ePbGcboX4/Rs3bpT5d955Rw55BmJi2cORWFjuAm0LyP7770/5+fn6Fms4eSwAw3xx0r7//e9LwhpPVCYQCzqh/bfvvvtKXXkamBNiYrkglhEwtt3VCrghlgqz47UXsZxuhVa/1c4GMbE8EssNqQC3xOJjqWPqGfoW+RebwiNWkyCW/t6wbJX9rVB8r6qX7e9XqmNi+fBYbuDVY5lBo5RoOIu/OJlfbgOx5mmE0InBkiSKQ6oRq5G6wmNVrBYeq4FG1y8S3yG/xTZV/5lvExeH+AdMnxbNsJnwiRXOuTJDxhJLO0e7BLWQ30ZbRDusV8FsQY6mQNKxYr0cndqlXBCsrJHG1M8XxxdfpvHEnwCcCkybEU2oyKwjlq2L94FwlBX6iP+SWLt20ibhsXoWzpPDlrskhOeB99GFy46pIFaekK6inCfKp5eKW6HwWNp3BREt4fK06fj9qAgXOe+xogju+qVoh507cIYgBW5lmrdJ5l1Kt9LV1F20q+StsWK5aGM1UM0s7d1fmJg5PZpw3Js3b9Zz4WFqBKN9gb1mzpwu45KHIRiSC8FKXGbbvcqMmdOE4JizaXLdJKqavZiGz10aSIZJWU4j5y6j4fOW09+KhtGDJbX0UFEtPVhsnapi3PZw8Ti6Txzj3pIJ9HBRNb1SOJhm1teL3zCjzW/yK7Ar+g+Rmm33K8OGDZNpvdTXfB8/ot8KJclCQxTuNbyVKeQ9S8sKPFQ4jjpVrBWNej0EuFWqiuk23G7XimM10/3Fk/Sjh4ssbGPJfGiIhljhLNKk/dbWF94PF9UEngOpCboxBLkq1ghiTdSPHi5iYmUZsbDQgTlZvIhGrE4xsSQcG+/8xKiKE9wq6+W4bonFx7E6rlbMDGJZ6WiFnH8qdKOsalA3xvXjscyOqxUz41ao/n432KOIhbFXxxxzjHwJCwky0E8FG/PXv/61TJ3ghlhYHAgvy6Hnc889J+vcECtMj+W1jYVYXm4nomY9sXAy+ITgJGGgH+Pcc891HOzmVlkORusGdsRSdcVICeDoo4+mpqYmmVeRbmKxbRHADhfV3nvvTV9//bW+1R7hEytN7woRghpR/QDVIFjZnevM4IZYmPmCqHthEcuoy1FHHSXHURnrtWL6Pdall14qL1hM0Mg5Yl188cVyPT8+cepJMpZVWBGLPwNDHnroobIuDGKpQK8/jonQ4WbQVI6GWEi9PhVioQOnod6MrCcWE+aJJ56g1157TeYBlUxq3ggnYmHqF4bK4BUFSACDWR2L4eZWqB4Duj/66KN6qRXaLpnReAdyiliM2bNn089+9jOZZ1J89NFHjl7GjlgIlgti4RiYmOE2xLUdsXjI8//7f/9PpvgerBh6/PHHy7IKM2Kls/Gek8QC0AbAhNKdO3fKmE8gwerVq/Wt5nDbeAeYVKq3MYMbj/XNb36TBg8eLE/U9773PZo3b56sVxETS0UaiQVgEsFll11Gd911F3388cd6rTUZ3BCLP/vyyy/LlL2OFdw23vHEevnllycnmhqPa0asdN4K33jjDTkTyA32KGIZhw3zSVTrjHDrsdwci+GGWOpxrI6rVUXjsZBm1yudNHssr/ByK3QLO2J5QZTEgseKiaUhJlaab4VeEBMrg4kFY4JYTK1HC4N7LHgpEArDnlF+oCjM8Vitt/NNX4ZlA8Zumjo1/HMFhEosbteETSwcMzSPhT9oN+rUerAYHgszeTSSWKWqtNlHEKpb2VqRRwjxJrq3eII8dmBAWRaBTV9s0jIhgheyMmuPBkEkHiuKMe9uX3t4RZ+BI+jMooV0VvF8/yI+f3bBB9RD5HsULaDHCsbqRw8XUdgginMF7IUOzw8//Eh2fIYh6I5AnG+zbX4Fx0S0F7NtXuXDjz+kj8Xv3SCO+fHHH9H4SZNo4+av6aPNXwWULTLduOUrGj51Dl3QdyKd2386nScEKQuXnVLIOfkz6Nx8USfSs9+dTBvWr6ePPtxo+rv8StjnikV6rJC9YFa0sbiRNW0GGtooBJHUY1bXz6fuZU3UuRyrcwSRdfptWrTdilfSjq1btS8IEVGcKyDHiCV+qPixO0S6i3bKmmkhTYffLY4nzSj+jJm5gE4vW5Fsk/kVtN1AMPlQULKMdm7dJvQO92RFSiwjuBGuQq1zauhltsdKhdtl5dTf74Qx9QuExwpOLK3TVXgu8cTZtaiBdmz7Wuigf0kocO5uMJ5zt3awbLybHcDtQfc0YgFufjdjTyIWwOedbeDGFrbEamlpob/+9a/07LPP0pNPPknLly/Xt9pjT/RYAMamuUF1BhALcb2c4c5jQRCMGMHysOi8G1gSC0A4HgQbw6LjAwcOpKuvvjplNAIb3Ig9iVj8Gw8++GB68cUXZd4J6fBYrCfSTz/91NVQJLG3K2ItW7ZMHg8cwILu4IMTHInVrVs3vaQBgfQ5MK0V9hRi4QU8JjrAqAhs+8ILL+hb7JEuYjG5oC+Ey9ZwdyssKyuTdsDxMDhzv/3207dYwzOxNmzY4HjgPdFjIXx4JnssxoknnijPkeqxrAnmrfGOEbk49+inQtn6uD6IhXbXQQcdJPNWY6j2xMY7ppNlOrHKy8upT58+Ms/E4mFP5iTw1njHAp+33357G06YwTOxJk2alIwcbIWYWOkhFsj0k5/8RM5QQh4TVjDy1xruPRbAeSatOVk1mBKLGQpi/fa3v9VrNeCgH3zwgV4yx55GLNjCC7HS9VSIqXksOE/OI1Pdeayf//znNGbMGJmHLQITC2++cRBVRo4cqe9ljT3RY2HWz1NPPaWX7JHONhaDT7493HssHI8nvixcqAUE9kUsK9htY+yJHssLMoFY7uCOWPz71duqWm8GN7T2jD3RY3lB9hArmnMFxMSKiaXnwkVMrAiIlQmvdNwiJlaWeazTyxoMJPEjbYkVNmJiZZnH6ppYSZ0EKTADSKYsXHZKZb5ZyDrqWNlCXYpWZRexhg8fTiNGjDDIsEBSUlJkWu9Xhg8fRkOHDjbd5l1Sf2tpaYleH54UJBL0WN8KeqTfYHpUyCP9W4XLTqmWrxAyhB7uN4Ke+E8x1Yyuppqxo5MyziJVxXzbWBpXM1KmibJyGjZyKA0fEZZ9cb6GR+Oxpk8Pf4C+2/gGXoH45mGjvj6atXQueXcCdS4Tt0UsnhBAzihups5yhlEDPZ0Yrx89XERCLJ5SFCaiuxWGu1IX+nZCm/kiG+qtrfUL+k+mPBlfvimQYIEqTFXDrfaJwdrk2t3mr319I25jhUwsIKxjglLa1FrtrJ/ffyJhsQI06INIx0qeE9lEvSu1c7WVdsg0LMTEynBiMamAC/rVUV7ZOkEKbak8v4Inzq6YYJtYS0/oxFIcYyiIiZXpxBL3KKYWPFYn4WXQ/RBI9Ntpl4pV9GSlfisMmVmOxEL8qn/84x8yZCTk1VdflWGv7ZDr3Q1uiWX3rk0F73Vh30mCFGo/VzDBsfpU2LeHWUdO33zzTVd6OxILb7PvvffeFGloaNC3miMmlnuPhYiJV1xxhV4yB3uTC/tNEh7LnCR+xA2xACbSddddJ4fQuIErYgE4OIsTYmK5IxZipmLmyzXXXKPXmCNJrDR4LAZ4cNtttyVj0jrBFbEw5Qcx0zGWet26dY7kiollTyzYD78HVz9i5mcysdiZoB8RdyqMUHUDV8T63e9+R2eddRadeeaZUpwQE8vZY/GdYPHixfIWY4d0EksdM495pVhNxA1c3wrNgC8zQ0wse2Khnbr//vvLZVkQNRkRnnlqmZlNuUYSq0LrLghDvNwKAXjXdiGWFWJi2RMLzQpc/RC8V7vggguS0ajNZj4lPVaaGu+M0IlllEGDBulbzRETy7mNxTJnzhxJLLXeiCSx0th4B5YuXUoHHHCAXrKHd3fkAjGxnNtYXpApxPKCmFjZRKw03wq9ICZWphNLcIpvjheF7rFa6KkKbZYOf0dYiIkVsncBwjqm5ql2JccdXPwfEEt9KuS8MVWl7TZ+Ed2xAsTCu0KFvUGANqJ+oJhYGUwsCTTm9ZP++/4T6NTKRvkCOZgwuTBshucVakEowxAgEmJNnRr+7SWqcNwzZ87Uc+FhxoxoRpCe328ydUhspE6JtYGkQ8VayivV8r0rwz9XwF5z586huXPnhiJYxg0p+maM24IKRmWa1QcVhAwwqw8iGEuP1cfMtnmReXNwbuqpfl49zRPnqW7eHJqz6AOqX7IsoCyhWUuW0/QPltLA4VX0p0ET6fZBNXT7wFS5w2XK+b8MGkt/HjSe/jywSvNYZn0nfsCde7gVWvXJ+AGOE/atkHWLwruENTRZagiT6uOGv9j0Je2SeWwRIn+DSaqKyT7IooTjDpk8j06rXCduj9pQ5SCiLR2zlrqVrYjbWNnwVMgIf5EmosrJM6mjIAM37INLC3UvXR0TKxv6sRjhEktjrEYseBozkviT00tiYsXEShexuK1kFDvExHJHLCc7GuGWWNzWtT9+7LEk9mSPZTaiwQxePZb9cdNMLIwduv766wmD0a699lq68sorHX9gTCx3xMLkFExUcQsvxMJ5s0dUxGp2R6zDDjtMLj2GkY4IEQhBjEs7xMRyJhaGHxUUFMjYnsgDTrdGJ2Lx5zGA8Nhjj5V5a6SZWIi8y+PcWXEnA8TEciaW2td1zDHH0KZNmwIRiz8Lks6aNUs6BHtERSyXt8LDDz9ceqwFCxZIcYqYDMTEsicWX6SwZadOneR8Aq63g5dbIRyCPaIk1ip3xOrfv798TYFXNRyW2Q4xsdwRCys84GKFl2lqatqDiOXyVrh27VrHH60iJpbzrRAx2NmmaL/iwQiws/MeRywsc+IFMbGsiQXiYI4eN9iBX//611RdXS23hUUs3GnsoRIrzFc6LhvvmALuZpKqiphYzrfCt99+W5ILcscddyTrwyIWzps90uyxGDGx3MPJY5nZEp2ZTjb2QizA/nhREstF490PYmI5t7H8wCux7BElsTx4LC+IiRUTKyZWzhIL2K0Tax3lmRDEnzRHNx4rtOCuCr7+Opqoydk05j2KyNHD6uYKIiwXhFhJ3csaqJsiXHZKWc4oFWliJZ1ZvID2qq6u0r8is4E1iaOYpBEFMPEjW3RFx2wUF1cUwAXb2NiolzIbOP9RTQAKG7jDRhXuPmyMHj2a9ho9epQs7N6tLUfnpWchSvCTOQve00bRfAsLqt3QJMxkXQFefhBBZKJovUQBOALomw2ArlE9GoQNLM3AuvL1lqmoqhrV6rS02UaZBdWA2eAIGNA1W1paCAIZ1bNs2IBzzRanBa6G/ywfDcDVbNE1450WkK1OK1t0zSanBT1jpxU+sknX2GlFhNhpRYPYaUWD2GmFjCicFh9TBep4JAuLX/jV1c/3BtW1oWG5cAbeH2X5e91+v7qPm/3N0F5Oy+1vskM6HIF3nbX9p0yZHEhXP7bya+Ocbmmdc845cjwnJmNhkRcVfg3K8KOr+n1Dhw5Njjc1k29/+9tyiioTLYiufp0WwHOvlyxZQpdddpmprhCsb7JmzRq5L+BX3yBO67PPPqN9993XVD8WTKJ79913ky8pmAd+9A3qtIYMGWKqo5lwwHzvumr7BnVaAN4+YmKDmX5GmT17tv4p78hZp9WnTx9pPKw9guUXTj/9dPl2EsD3uQ2wYAW/Tot/67Bhw6R+d955pywbgYsX27E819atW2WdN7K2IojTAq666iqpy/33329qty1bttCll14q97n77rtlnV9dgzitzz//XK49881vftPyAsXNYp999qEf/OAHyQtLPS9eENRpYQ4mbMYrTjiBdfSmr7ZfGE4LwzuOOOIIqTOWY3EC6+n1WssJp8Wf51SO8xCGvemmm2QZsUlRxhp9Knh/PwiqKyYMQ6c///nPsmwET37t0KGDnLcYBEGcFhwV9Hj66af1Gmt8+umncuKu2orxiiBOCzclLOMCfe2mOeINJVqyuJFhbKBfBHVazIHzzz9fr7EGbMkXvze7avuG1dJip4Wxf1Fhj3da+CwLALJidTdc7Cohn3jiCWlsddU3/owfBG0V8l32G9/4Bn3rW9+S6d577y3rWJ5//nl972AI4rS4lTVgwABZtrKZas8gtm0PpwV0795d7odwJn4RltOCgANoIYIHqmBbt27dkoGh2Lbu7avtF5bTQlcLdIKu4KtR1x//+MfJJwO/yBmnBWzevJnOOOMMaTw8JsDALMcdd5ysh7gJieKEsFpad911lywbgQjxJ510ktwHq04D7omaiiBO6/LLL5c6WC1CqOpklfeC9nBaWLwanDjkkEPkapN+EdRp8Y3roosu0musYbSne/tq+4Xd0uKVOaPAHu208Dn15P3lL3+RBkVHK04QSAxBXwfK6ExGR+13vvMdV0HC7BDUwbLTuvXWW2UZMP6e4uJiuc8f//hHvcYfgjgtdK5DhwMPPDDlkcCoK5wstxawpAegbneLIE4LHfHQE3d9o9NSdbnvvvvkb3rkkUdk2fhb3CKo02IO4IWRE6AfHg9ZT/f6avuF7bQwjCYq5IzTev3116Ux0XLhPhUVvN+oUaNkf8bPf/7zQM/lYbW00DIsKyujwsJCKci/9NJL8vEW26EnogUB/Fmv8Ou0+PtwV+3YsaPU5+STT6b33ntPOv2VK1fKoH4I44Rtv/nNb5J3YL+6Bm1pwWlBF7ROS0pKpE3h/B977DH5mIVteKwpLy+Xn4GefnUN6rS4pXXKKadQaWlpkgNGyc/PT07D8q6rtn9YTgtRkKCz33PkBjnREY++q4kTJ8r+CTwiOgEtgZqamrQ4LQYubugwduxY+bhqlEmTJvm+mIwI0tJSdUC/Sm1tLf3rX/+SrVrIm2++KXUNC0GcFvQDD2BXoz1hZ2xzChruBUGdFnPATF+jIHCkP4TntNDSmzx5stQ3yAsMJ+SE00oHsknXIE7LCDNHGpZzBYI4rfZGUKfVPgjPabUXYqcVEXLdaamOKnZamYzYaUWCjHNa+jW4S9pLs5lWhb/a48VnX3wpiZANiOceRoPYaUWDrHVaqEmXtGKnKEPwD9vwFzbU1lKfUpcdMapipxUNYqcVDeKWlg8k21fQi/0UXkhqlVI+/+IzqpsSziNX1IidVjSInVY0kE4rkSiluXPnCJlN8+bNk2NqOE23zJkDvbQ8CFvxfjXVfdBIE9Io45eupglC6pY00kSRQiaJ+tqljTRuWRPVLGuk6vmLacSwITRf2rXt78okwdsevF4325ZpAj3xpg9veM22Z5JAV3CWdc2UaypVwM85QtdhUlfoiGsuM3XVJJEoy54Y8bRrJz1XXkvdCxdT18Qq0+D3KKuB8dXtZmXOG8tm+7Lkla+Qgfq7la4W6QrqXN5AnROrRf1K+m3ZKupespLOzZ9JFZMW6IpnNjCeqr6+Xi9lNhDLfvXq1XopswEnEOWr/zAxbdqUrIlnP3p0Vevj4e7dzquipQOs045tW+mZ8gnUtXg5daoId00ib9JEeYk11L20RThPkS9vFuW11EXUIY81Kc8aOIsqJ0WzakpYYLs2NKwQF1h29L9la7jlTLyuNLQ+HqL7BYCumatvlvVpbd/6v4xwWp0rtDQvoenQuaJZpM0ibZJl6bQGzKHBk7Oj9RLmkIeoEfdphY1WpxV3xIeITHRakNhptT9ipxU2ctRpsVMxNiu5rG73A/7cnu608Dt50qtqK7Vstk1N/SBsp2XUNYhuRsROK2xo5yZnW1pMzvXr18u+B6SMIOTlz+WC02Ixc16LFi2SF60aocBsP6+IymkB0A8SFmKnFTa0c5WTTouJuXTpUhklAXGLvv/97ydDvAS5sPhzueC0GJzHcASEysHM+V/84hcyYsLBBx8sy7fcckvy7ZRf2wJRTOPhaLAQXLxhIXZaYUM7Xzn7eAjHhXg6Rx99tJzZj4sLwdS2bdsmt2M/PxcXfyZTO+LhsMLs0+LfW1RUJC96xHcyIpFI0AknnEDvvPOOXuMffpwWdOQblXpeUYeY5oibdfzxx0v94WjCQuy0woZ23nLSaUEQjA5kff/992V9VVWVDPx2ySWXpDgur+DP5EpLi9Pf//73dNBBB8kQOVgBGPGe8vLy5Mo2CEeiAp/xY1sgaEuLvxddAjjfCMEMcFRTjvUUBmKnFTa0c5eTj4e444OgCACnYuDAgbL+oYce0mu8gy+KPd1pAfxbEUe7Z8+e8iaAx2zYFzGTVq1aJW8GCA+Nx3D10au9nRZaVfydWM4M5xnxlBi4WcUtrdhphQ3PTgskVQVA8DQsFoG+F1xkICoLylz/9ttvy/3NjmEH3idXOuIBOASswgIbYlkrBm9H6wvbTjzxxMALBQRpaWF5MCzBBl2uvvpqKWhpIT3yyCNlaGM4X9ThRUJQxE4rbGh8yomWFl88jY2NdPjhh8u+LKu1zmCMX/3qV5LYmDcG8OfdgPfNlZYW9xX17t1b2uypp56SZRV1dXVy24033ujJlmYI4rTw2I9QwFiNB2F/kbKcdtppUkesMYkyFowAoK9fnWOnFTa087DHOy0mHGJCozMYxJwwYYKssyIkHm2wH4RXOFE7cu3A23OlI14FHAEeA2G3Hj16yLUaeTmmhx9+WMa7d7KfE4L2aVmhV69eUk/1ERYIom/stMKGdi5ywmmxqOA6ozMy7geo+5ptV8Hbc6Gl5RWqDZ3saIWwnVYQXZwQO62woZ2nPb5PS71IVHKqZc6bOTA3jkoF75urTku1F1KjBEWYTov1Yd28nmsnxE4rbGjnJif6tNoTTPq4pRUNono8jAKx0wobsdOKBLHTihax04oGsdOKBrHT8iGq0+osy3BaIi/qsF1zWnOF05ol9c50xE4rGsROKxpIp1VdzU4r07Gb/i8xhs4eMIt6Fi2mXkWL0iPFC0W6gM4pmkc9SubT2UUL6fyCRdRDpGeVLqCzShbThe+MpxGTZ+t6ZzaaG1fSnPrMDljIyLbIpXjDng2YMWNa1uhaXT2a9iosHETDhw+TMa2xHDvSTBDowjJixHAaPHgwFZeV08hxk2mEkJG16ZI6TcbVCT3q6H2hC2SoqBs6fjwNrx1Hw2sm0uv5CXrsvUq6J38U3TugSpN8XbjMdVbb1TLnjWWzfbks0rsHjqS7B7xP9wwYSfcOHEL35w+j+/KHy7oHRN1zfUsov6yShowYScNNzkOmyLBhw+QS9liy3mx7Jgk4i7mjQ4YMUThsvm96Bdc97FoodUVd5uqqSUHBIDweanMFMxX8eIhwsJiDl27slk1q8SiNRKqmlXfJLVj3cCd9sW07PVZRRz0K5ohHRvR1QRoNeRa1bNyuljlvLJvtq5bXUNeyFiFrRV48VifWUefEepG2iFbhCrqtXw1V1y/ED8l4oPWC1YOyAeBqdj0eauGWMx16n1b2OC30E6QbmjYC6AJMFkRml3BaerfgFuG0niqfRL0GzaPO5bqzSIugvw1x7DXR+uU0Z9ZZbM9LrKLrBtbS+7Ozx2nFfVphQnVaWdURn51Oi/0FUhaGMW9V5ryxzDBuUwG1tJbVDrkNSx9qqu6mL7Zvo94Vk6incFqa40jtzG9PwSIc2sIb66lTuRC8RKjASkKN0mnd2H8CjZ0ZfF5geyB2WmFDY3XOvj1k58IpoOb9IuyWFo63W7aKhOh59kiyrIgt5Ga4KogG7TPstCZnhNNKtqzk283Wt5xdEs2UV7aSrs+vpdGz/Le0jPZS84BVvR/ETitsaOcjHvJgAb+k5c8EdVpuvtuNjtgq90j+EZ/Rs/zRL7ZvpycrJorHw7niMSzdTgtjyFLHlklHKvJdpdOqoap672s0wk7q7Ag78HY3+9ohdlphQzsXOee0rr322uRkaEzuRSgaBIPbe++9k/WPPPKIvrd3MMnDammNGzdORqaAXqqOp59+enIyt93FhVq5JfmnrdPalE1Oa0CNr5aWap9169bRWWedlbQlh4g+8MADZUw1Bn/GyrZOiJ1W2NDOQ845rZtvvlkSFK+izTBo0CC5HWFU/IAJ7tVpmV0YCEYIXZ5//nm9RsN///tfGVhvv/32k0uC2wFHlUdO/sltp4Wlyvfff3/65S9/SZ9//rmsY/ztb3+T9n7iiSdkGZ9RxStipxU2tHOQs04L42jM8OKLL8rtzz33nF7jDUxuvy0tnrSN8DnQ46KLLpJlxP+CToi6idA5KuwuKtTKLck/We60AjweGsF1sDmW20dMLYSMhmMD2K4sXhE7rbChnYOcc1q33nqrdAZ20q9fP31v72By+2lpqRcHrxCD8MVIb7/9dnrttdfo9ddfp44dO8o6ODDA7oLCFrk1+Ud8h57lj2VVn5bPlhZgtDHie/3mN7+RkWxhTyxu8vTTT8sIp4Bxf6+InVbY0M5DzjktBKYDQTFi3QxLliyhH//4x3Kf8ePHyzovpOV9/ba0+PPstNB3pYK3P/jgg3I7YrADVjqiVm5J/mnrtL7MIaelwlj+7LPPkqvyYAoOgH2sbOuE2GmFDe085KzTKikp0Wva4uKLL26zD5PXicC83W9Lix8PscjpscceK2Oao+MYUL/7jjvukDqOHj1alq30Qq3ckvzT1mnlwuMhY/78+XTppZfS448/LstGu3Xv3l3aVb1hsXhF7LTChnYOcs5pXXfddZKU11xzjXzcUuW8886T2yAvvfSS/gkNbknL+/l1WpwH0M/CCzH8+c9/lottvPHGG3TKKafIun/+859yPzvdsEVuTf7JcqcVsCMe6V133SXt16FDB3rzzTelXR977DFZh/DQan+nnW2dEDutsKGdi5xzWljcACsdW0nQ2eNMcr+Ph2bYsWOH7JjHxfbKK6+kLDWP70PrjFtoRkAbqVHyT+46LbYVY82aNfTqq6/S3XffLVusxnMfxGEBsdMKG9r5yDmnZQcmNosf8OfCdFp8oZnpx6kVsFXukfwjPqtn+aO51tIyE3WbCmPZC2KnFTa0cxE7rZDBJA/TaQUBtMHEnV3y73Z4QK1SCGYEAYjy0LtyEvUsmEedytcKx4WAgWkQGaAQU3i0yA/dy5qpWxkmSrdIvfIScFq1NIajPOi/IzQBzOrtBH8w8xwOT5TknE5tA02bMY0+aFgq87wlU5EdTktDNukaOy0/gDpCdsuLBhOmOYflvLQLaYt4ZH6qYgKdPWiOaNGghZM+QcsKkV47VmDStGhpVaymzpUNQlYLB9ZAN/WvpaqZmtPSnIMm/I/LXGe1XS2r/5z25bKW4laAID96S1gX7Y9oaU2dSctXrNIKAVps7YHYaUWD2Gn5AV9JusBq24TshAPbjdxu2pxsac0VDqP18azdRT4GrhM6rKWOlZoD05yZaIUlNlLX0jV0Q/4EJZ4Wfo3hB7aj4C9rICHPvajRY/4gLPTSFctkPrlPhiJ2WtFAOq2qKi00zW5BDDiIIH0OYYJ1yTSnhVaAbFvp1xPSnUJkK0vX9fPt2+nxygnSaXUWDqOzaOngcY3jXHVOCEeGvibpVFLzVmXOG8tm+0pBWaRdE6spTzwaavtAlybhwFZS58FrqLvYdmPf8cJpLZF6S+AnZJK0JjRt2jRasVxzWprxMxdYBRycBTLpujKDqmumQzqt4cOH0kcffSTkQ/r444/1fGaIqk9TUxPV1NSkbE+HfCjlQ728sTX/oZCNQl+hc9P6DfRiwWC66q0hdLFwChf3G0+X6HJx39p2k0uEXPHeBLrkP+Ppwn4T6KK+k0S9KPerleXfC7njnVKqmjyFNm/eTF9u3kSbv9QFebXMdVbb1TLnjWWzfbks819K2bQZ8oXUB/L5l5/TF19+QRPqJtKcOXMkLzZ8yOcgM2Xs2LEynr3ZtkwT6NrY2Gi6LdME/kp5PMxsfP311xkRbtkN/vfVFzR1enYsFtG4/mN6sKCWTh+0hDqXrtakRE85z6KWjdvVMueNZbN9uSzSvJKV1K14BXUqXUmnla2hDqWiVVqyhk4Xdef1n0YPFIyn5Ruzo0UAroKz2YBs0nX06KrWx0M0wjOxBZtpj4dukEm6wnqaCfE41faRqnFNMz1cVENdSxrkY2zrUIn0CPri8MYzLwFprTuraCHdXzyRlrV8pGue2Yj7tKJBSp9W7LTCQzY5rdWx04oEsdOKBqG+PeTORhauU1M/4M+G7QhUnYx5Fr+IQldVJzXlvBWwVdsl+5wWlxHXPkqnpQ42Dgux04oGoTkt48XDZVWspsU4AZ8FwnIEqk5qGYCOyHPqF1E5WNbVSsyAWm2Tk9NaIcdzGZ1Ie0t7t7Ss7BYUsdOKBqG2tIBPPvlETozGjH8IIlYivHEQMKnCdFpqqgJ1dtvdImynNWvWLHrhhRfo3//+dwq53OiIPbTdnJxW7j4e1tfXy4VgMY82LMROKxp4dlp8UbMA27dvp+uvv17O6D/ggAPo2WeflavrJhIJGenhjDPOkNs6deokJ9QC/FlO7cD7hOkI+Jg4HkIFQ7/KykpZFwb86AqdWBi9evWSup1zzjnUu3dveSPg2GQvv/yyvpe9HbFF22zutHKlIx6tZ2NrH6/QEV8N9jz33HNDfYOWHY6Ar4M9fO6hemF98MEHdNhhh9Ghhx4qx88A6nZEsgQWLlwoiXHSSSfJyA+A20cw3ifs1gsiriIU8J/+9Cep29ChQ/UtwRHEaTEGDBggI6miFWAEX2gTJ06UZTs7You22dxp5crjoWojDgH+gx/8QIbSOeKII+jMM89McjMMxE4rGvhqaanA3R8n/8knn9RrtH1UMcJpuxG8T1hOa+nSpZKsV199tSwj9hN+w5AhQ2Q5DPh1WuzIVbsg/+mnn0on9tZbb8lwxj/84Q+poqIiuV3d3whs0TY7Oa3MbGl1FnVhdMSzjXAjxUImDERX/dGPfiSfCOKWVubD9+MhgAsMi0TggkdsKgZvV1POM7jObJsRvD2II2BgNR4sc1ZdXa3XkHQE+A0Ix8xwo5cd/DpY9TtVHTAbAKsavffeezJKKJbo6tatm3y8Aex0xRZtc247LStgBSHcBOC0gsZ+UxE7rWjgy2nBCbAjQD8QLvjzzz9flvlCY2Hg7lZWVkaFhYUpoY6N+5mBt/t1WsCmTZvkIwB0xV31qKOOoiOPPJKOPvpo2Q+H6JpYhOGQQw6hSZMmyc8EQRBdATObqHWrVq2SvwWP206dx/iU9lEnp5Wbbw9jp7WHOy0AFw9fQEh5NZ777rtP1hmBKKG33HKL3OeSSy5J+Szn7cD7BHEEcLJwlohQunbtWplyHmsgQre+ffvKOhBXbZ35gV9dVZugRQW93nnnHVlW0b9/f7kNtuf9OTUCtdomJ6eVm28PY6eVA07LDDhBXbp0kRcSBCSAcBkx2NUWjHpxOoH38/vIZYTxe//+979LHdESZLjVzQp+deXv5ZQ7jNmmeOmBPF4goAMZ+6liBtRqm2KnZQb0b2FF9F/96ldxR3wWIBSnZXaxoA4trDDAxw/Laakwtqj44mfxiyBOy+r78YhtrHPTIsQntI/FTssNjDb2i9hpRYPQWlqA1cl2IoHb7VE4ragQla6qrZzsxsBe2q7Z57S4HPU0nigQO61oEKrTigqx0woG904rNzvio0LstKJB7LQiQnY6rfjxMEzETisaSKc1ahSPT9IIDSfh9tEjSrAOqtNCWNhsAIZYTJ48WS+lHwgQvVsuwrFD5HfJHLuvVU3N9GhhDXUrRUurWXcamqPgfKpDMd+uljlvLJvty2WknSqa6LTBCA3dQl0TzTJMNB4Nse2cwgX0YNFk+qD5E6n37t3b8Vfm0wV8uyawsF7Q/ojzP4k+/+JzmderMhZquOWgb86jhnRarfG02o7GTjegCxsRr6YzvaXFtoPTypQoq3BXUiuYUS4ehDIXREuraQ09VFwtWjXLqYNwWp3gRKQD0QR5FrVs3K6WOW8sm+2bLOt5uR5j6QbqnNhAHYU+HSpXie2N1KNoEd0nnNaKNXpLS/4o/EmnYJqatgITwLVA3bSp9IXeetm1Sz8HGQq1VZgVTqusrIRmzpxO06dPE+lMmjFjhkwzQVRd0HLB/EB1e6YJ9IVgeAemBaXbljOkTBci9JhRT/XT62n6zHqaUj+TptZr53v82NH02oAKeqBwIt1XMkk8go1Pm9xXUkv3lowXLarx9HChkKJaerC4lu4rnUAPFVbRi4VDaMiEKTRu1hwaN2eeSBdSzaxFItUEeRa1bNyuljlvLJvty+Vkff1Cqp01n6pnL6Yxs0X97Pmifq6oW0AVQ4cJHkzQzoGwvfHcZIqAo+Aqri+1Tt0nkwT+SunTymxs2bJFrsaSDYCu2RLPfuXqZYIM2fHYXVO/iP6QP5O6l66hjuVrRcuwRaStgjKLWjZuV8ucN5bN9uUyp6eVbxDyocznla0VrcN1dGrFeupY1EjPJMT535nZrRYGrqswx6hFiThGfETInP432E5cOMkTq+dZBJatXEZTZnD/G++XRqgqGNSprl9Alw2aRt0SK2R/F/eJpU+aqHNlo1xTUj7aVqyijoMbqEvpMnouMYl2bN2qnQFp6wywrQWy46WBBkOfVuy0wkJm6arZD/f8nSIPQWe81hdD1LBiJU2fFs7KQThXLFz2DvT/QEv8Q1H81Y8zZuYCumrgZDq9bIVwGFjX0ehE2lfy5FtOkU+sFSleHDSJVpfIFzfQs+XCaW3bKvXOdEyZUrfnDnlAJ51KTCtSmm2z298O/JnYaUWDhoblcuXmMIFzxlwJjlZejhEtrSsH1lF36bTaOpH2F20ArFyAFy8W5AuFddS1qIGeqRgvnJYW6iYUM0QCTbGgQx74PJul3LEfDhd8OC18MX+517cMfpXmz8VOKxpE4bRUBCdr7LSig6ZYGE6Lz7Pd+Q7OBR9Oywh0Nu+9997JSb1m8stf/jIlwB7/QBYn8D6x04oGfp0Wnxez8/juu+/Kc//000/rNUHQykv0af1hUG44LdWuqn3ff/99GUbpvPPOa2N379A+H6bTmj59Op188skpPuDAAw+UgQnCiKIR2GlBQSiFULVmwA8ZOHAgfe9735ORCRYvXpys55TzVuDtsdOKBkGclnr+1q9fTw888EAKWRGlIjhyr6Wl2pVTxE278cYbk7ZFKB3e5h/a58MYEQ9dOEzVc889p9dqmD17toykcfzxx9PWrcH6+UJzWt27d9drWg2u9mnglSr2Q4ga9dUq72sH3h47rWgQ1GkBCFl89tlnU35+voxG8corr8jzjRWEgiP3nBYA23IXzKJFi2ifffah22+/PRkAsmvXrkn7+4f2+TBbWmaoqqqSOqNxEzT6S2hOC6F/7dDc3Cz3QzMRo8VVOBmet8dOKxpE0aeFOy3Od9zS8t/SYmAFJtiS+TRv3rw21xzvb0ydoe0XVke82lBB1wD0ZLnpppvkrBZA7Zx3r6uGyJ0WK7RhwwYZ0ni//fZLcVpuFOZ9YqcVDWKnFUSia2mhKwULsCA4YUNDg3z8hmAdUdi2Q4cOMvIughjiGvHnCLT9om5pAbzq1TPPPCPL/BnW2y3araV18cUXy/3++c9/6jUa3BiX94mdVjTIJqeVSx3xNTU19NOf/lSuc4n1DHhdA0SvRQMAC7SgfN111wVouWj7htGnBR1KSkroL3/5i+mCKwUFBZIT1157rV7jD56dFpSAcqwMnBYMeMIJJ9CoUaOSgjcceFuANxxQ9Lvf/S4NHjxYfsYr+LtipxUNonRa//d//6fXBEErL+MhD1oLDLZV+5H9IzynBWCZO+gGR4tFbzZu3ChbiX/84x9lPRZiwbUB8HWtOjY38OW01C/BenzDhw+XDqm8vFyuxQdBHkpjWa6grzljpxUtwnRazI8lS5bIYS7Lli3TtwRB7LQAti26V2Bbddk+/9AUC/vxEI+waGVfccUVdOedd1JpaSl9+OGH+ta2+3uB7rRap/E4werL/CrgBnzs2GlFg7BbWuFzIXZaUSMLp/Gw08pMxE4rWkTxeBguYqcVNcDV2GmFiNhpRYtsclq51BHfnoidVkSInVY0yKqW1qyFutNqUBxHOsWd08p0ZJ3Tag1Nk9mInVY0yLaWFh4PT4+dVqjIJqclgwC2vj3MbGzZ8lXWRAP9+uuvs0bX1atXEsJtZwNqZi+kPw4YT2cWL5IxtZJSqouxzmq7Wua8sWy2L5dF+luR/rZ0uUxPL10pW39SSlfTGQMX0fOJGvFcGGzKSnsh6yKXYkAYBrLhNeXYsWNlWltbK9O2gu1RCL4/VWprkY4Vumnb0SysqEjo242fb29J1TVVxkpdE4my5G9Ir7Q9j3x+cd6HDRsmdIVdUZ8J+lpJDZWXl1LV+yNoat0kIROSMk0XY53VdrXMeWPZbF8uJ9MpE4WMl+m0yVNEfR3V1dWKci0VVA6h3u8k6N780XRP/5F0f/77dJ8i9/dvFbVs3K6WOW8sm+3L5dZ0FD3Qb4xIR9N9A4bRvQOGivqR9Mh7Q+UaAdXi3I+tHUtjxgtbQ8aNMdg/fdLKy3FUVFSEx8Mq3YeJhrgycDTdgB4QHu2bDY9cbDuMpcmWx8MVK1aIx8PMbmmxXdEiwGBFDZnZuw2twNgBUxbThX2nUdcy8diY2CAeG9cKaUmrdEs0yuiqHSpb6NdD1tNvBjdTj8JZ1KdyAm3evlVTHo3D1gWGMg56R/xovdhKjkwBOy4g2/q0smWNRjiBbFkwBI/ccLIZA/1yQfhqLSv+7tZusgV18+n3+ZOoU+VK6lKB0Mzo82rS+744ZVHLyFuVOW8sm+3L5dZ8x8omuVxbXqJFSpfEGupZMJcer5xMm7Zpj7KIZ79d/I7WnsTMQhunlYnIVqeVLbrCaWV6S4sBPTPKaSWhOS3JVI2uVDBlAZ2bP1E4igbqLFo3mtNKr8jFeEWLS3NY6whx9nsOmkdPVtbRFjgt6L5ru/g12koCmYjYaUWE2GlFg0xzWrisNXYqF7jutEom4/Fwqlz4omvpeupeisUvNIeRHmkWInQR0k0Il3sNmktPCKf1xXb9pUEGPxoCutPyH+WhPRA7rWiR+UMeWhG201K7HxjGsivoH0HCn0ZL64J+E0VrZpVs5bQdLpF+QQuwV8Fs6lMxmTZv3y71FhaRf72C7abaVLWlWh8EoTitq666Ss7gdiOYQO0V/ENjpxUNct1pAegrQ9QEjvXkB3ic0i54DYV1C+jCfpPEY9hqwpL/Zk4jvdIi12rsVTBHOK26pNPCg6FXqA5JdUwI+nfqqafKKC+IaBsGQnFat912m3RICEsRBWKnFS1y2WkBV199dfKmev311+u13mHqtPpOEo9gjdpCrhkn4TktgB0XnFN9fT117tw5aVeEruJRAEERitPiYPZYgSUKxE4rWuSS0wKX+OLhdQuwGAeOifw111wjt/lBLjst1a533HGHDAo6d+5camlpkcEKEcyQr+OgCNVpYbWdn/3sZzIAGOSYY46RcvTRR8sIi3369NE/4Q2x04oWueC0+KJiLt1yyy2SsxyTav78+bIcJKqmqdPKkcdDdlhGx4R4aliFB34hI1ta/fr102vCRey0okUutbSwKMQRRxxBXbp0kbHVt4sLFUtz4XEGHEb/LMp++l/gsHK5paWmjOXLl8t1UX/yk59kVp8WO60333xTlqG4UXkVdtvMwPvHTisa5JLTuuuuuyRXzQRhwzmPR0bAicsqsFeuOi0r4FzBaWXc4yF3xONZFnPZECMeU4OMgrDM69at0z/lHrHTiha54rTsLhq0CMDhG264Qa9p3R+pmwsulx8PrZCxTgux4Hv37i3XZ3vkkUekPProo8m8KuicY7j9Ebxf7LSiQa70aTGPVN5xHkvcgcMIHqBuZ5jVGWHbEV/RbOI00i3RO61PPvlE9mVj8V43NnSDUJxW1OAfGzutaJBLj4dRwtZptXEYmSDRO60oEDutiBA7rWgQO60wJXZakSF2WtEinnvoH8nLW2Rw9ajT9oonL6BL/jOZTi9rFI5rrXASeEREpNPMkM7la6lj+QbqMWgR/bW8jr7aBqclfsHuHfK3ZIzrMigyOnZa0SB2WtEg85wW/mGi8Q6Zk1eQfpEVJucerqDT9JAwmuNKl7QIEc5TOlDkEfmhkXoW1lPvwePpC72ltVs6rgxxWVBDCN8QgFHCX8VOKwLETisaZGJLC1cNi6SqfnUV1C0STmsSdU2sIgQAREiYto9o7ScyPE3lKsorX0XdEk1CL4SpWUs9ChZS74pptEW2tPTfkDHQPRaLgHw8HDKkkpqbm2nNmjUyhWD4PeczRZYuXUrV1dWm2zJF2IYYCTxmzJg22zNR4AgQZttsW6YI2xV6Qt9M4WfLGojQrWU1rWlZJaW5ebXclj9mMl3zdgVd1K+WLu43jS7pN12kU9In/afQRf2nifx0uqTvdKHXNFGeTH98ZwQ9VzKKPvjoU2r67xfU+OkmWvPp59SUZlmtC/RpErLqv5peg4ePpL2qq1vDLWcysLx+trQIoGu2RANdvXo1zZw5Uy9lNqBnU1OTXspszJwymbb9b4teymwMnzyHzn93EnUvwUIdS+mMksX0u+LFdGaRJsizqGXjdrVst82qzPnfifxZQnpIWUJnFS8ROi2iXgUz6a8Fwmm1LiG2K/koxmkmIJseD1nXbIgRz7pmw+Mh64obQWa9PYReQqR+eHuYfIoR53+64Ky2LNduPQRz2qGry1nOD55cTz0GzKIO6PuqQBx580fM9hY8UuMRFmnHinWUV7aKniqqjvu0okB29WnFQx6iAM5/Zq4lqHsu3WEBlZNnSqfVEU4i4wbCoi+wWTitFjq9ZDX1KRoTO60oEDutaBA7rTDg5LTMHEc6RXOikTgtdi6cAmreL2KnFS1ip2XO3aCIwmlBP4hVKBh3wGeEKB/NHqe1SjitkB4PYUSOV8SG5DwkSCwdPl7stKJB7LRSucp8C4qonJYx9a4v9heifCxnW1pRgU9K7LSiQey0UuHdCZgjCqelghsJ3oHPCFE+mnNOC2/KDj744GQsIis5+eST6aOPPtI/5R6x04oWueK0wCPm0quvviojaho5evfdd8sggOq+at4Lgjot9emFgQirhx9+uIwSjKEq/oDjCVF+UqvTSv8g2LYSQUc8LtBDDz2UDjnkEPrss8/02vDAJy12WtEg11pal112mXRQCEOjYuHChbT//vvLVXm++uorvVZDOpwWgO/dvHkzvfHGG7TvvvvSPvvsQ9/5zndkJFAMuPUHO6eVIy0tXKCHHXaYbG19+umnem1b+DnxQOy0okUutrTM8NJLL0lndu+998oy72/3GTuE4bQAxLGHblu3bpVlPLGgkdDY2CjL3oHfI0T5WTnptI466qiUZrZRYGSMEvcDJk3stKJBLjkt4+MWplrhZovWC3h6+eWXy+liAO/Pea8Iy2kZceKJJ8rryf/MAPwWIcpPysk+LbS08HiIpqwd/Jx8/kzstKJBLj0eqvwz4+KNN94onVdhYaFeo+3nh7ex0wpLInw8ROfg2rVrZZ16ojnv58QD/LnYaUWDXHJaeMRC+F+0qLjlr/ISocPhtB5++GG9JnW7F2Sv09KcROZIRB3xBx54IB1wwAEpTissxE4rWuSC0wKHmEdYCR2OCW8P//73v8vIIcXFxXTGGWfIerS2vv76a7kvkGlO67jjjpOPtLnTpxWB08JzP7w+jLhjx44UgoQBPlbstKJBLrW01D4trAxVUVEhF2F56623aPHixcltvJ+xD8wLonBa0AVhb3CtGYdmuAf2F6J8LOceD6MGn5TYaUWDXHJa7YkonFY4yGanFeI0nigRO61oETutaBA7rbAkbmm1C2KnFQ1ipxUG9ginNVoqDt/g/fk4SqS+dURAtSlTMvfiUm0Hp1VXV6eXMhvZFCN+xowZWeO0cP7Bg0wCGMos1fJaQ6UCQQD7L6ROFRupk3ASEBmAL6FJJ5FnUcvG7WrZbptV2bhN6lCxTui1jk6r1IIAPgmnVVRUQIheCkGrC4Hj0yuaLqo+o0dX0ciRI6m0tETfJ9PkfRo1aqTUV9N1uNC12GS/zBLoOnhwBZWVlci82T6ZIMwD6Dl4cKXUNTO4ai4IYY7zP2LEML0OfG67X/tKFY2qqqYxIq15X+go8u9XV9Oo6lE0sLSMnhkwnJ4sHk19ikeJdBT1KakS+fTKU0VV9HTRaHoKZZE+W1BFbwwsof8PiP9dnbGmdqYAAAAASUVORK5CYII=
Понимаю. Задача передана в виде data:image/png;base64,... и сейчас я не могу автоматически извлечь текст из этого изображения в этом чате. Чтобы дать подробное решение с пошаговыми объяснениями, мне нужен текст самой задачи или файл с изображением, который можно открыть напрямую. Как можно продолжить: - Вставьте сюда текст условия задачи (любого предмета). Я дам подробное решение с пошаговыми объяснениями, адаптированным стилем под среднюю школу. - Или прикрепите изображение задачи в обычном виде (файл), чтобы я мог увидеть условия и решить. - Если не можете прикрепить, скажите просто тему задачи (например: "алгебра 7 класс, квадратное уравнение", или "геометрия: площади треугольника"). Как только увижу саму задачу, дам: - подробное решение с объяснениями по шагам (для цели "Понять" или по умолчанию); - стиль и уровень объяснений под указанный Предмет и Класс (если они будут указаны); - ясные шаги, проверки ответов и примеры аналогичных задач по мере необходимости.