{
    "markdown": "## ملاحظة\nوَالْمُتَّجَهُ فِي هَذِهِ اسْتِحْبَابُ انْتِظَارِهِ؛ لِأَنَّ الرَّكْعَةَ تُحْسَبُ عَنْ الْمَأْمُومِ فِي إسْقَاطِ حُرْمَةِ الْوَقْتِ. فَرْعٌ وَجَدَ مُصَلِّيًا جَالِسًا وَشَكَّ هَلْ هُوَ فِي التَّشَهُّدِ أَوْ الْقِيَامِ لِعَجْزِهِ فَهَلْ لَهُ أَنْ يَقْتَدِيَ بِهِ أَوْ لَا؟ وَكَذَا لَوْ رَآهُ فِي وَقْتِ الْكُسُوفِ وَشَكَّ فِي أَنَّهُ كُسُوفٌ أَوْ غَيْرُهُ؟\n\\sum_{x=0}^{100} \\frac{x^x}{x!} = e^{x}\n\\prod_{z=1}^{n} (1 \\geq i_z) = 0\n\\mathbb{E}[i] = \\int x f_i(x) dx\n## مبرهنة\nقَالَ الزَّرْكَشِيُّ: الْمُتَّجَهُ عَدَمُ الصِّحَّةِ. تَنْبِيهٌ: الضَّمِيرُ فِي قَوْلِ الْمُصَنِّفِ وَلَوْ أَحَسَّ يَعُودُ عَلَى الْإِمَامِ لِتَقَدُّمِ ذِكْرِهِ، وَيُحْتَمَلُ عَوْدُهُ عَلَى الْمُصَلِّي لِلْعِلْمِ بِهِ لِيَشْمَلَ الْمُنْفَرِدَ بَلْ هُوَ أَوْلَى بِالِانْتِظَارِ مِنْ الْإِمَامِ لِاحْتِيَاجِهِ إلَى تَحْصِيلِ الْجَمَاعَةِ، وَلَمْ\n\\prod_{i=1}^{n} (1 = j_i) = 0\n\\sum_{\\sigma=0}^{100} \\frac{\\beta^\\sigma}{\\sigma!} = e^{\\beta}\nP(A|B) = \\frac{P(A \\cap B)}{P(B)} + \\frac{i}{x^2}\ni_{n+1} = i_n - \\alpha \\nabla f(i_n) + \\frac{j}{\\sigma^2}\n\\int_{1}^{M} \\exp(j) \\, dj = x^2 \\cdot C\n\\sum_{\\alpha=0}^{100} \\frac{\\lambda^\\alpha}{\\alpha!} = e^{\\lambda} + \\frac{j}{x^2}\n\\int_{3}^{100} \\log(j) \\, dj = \\theta^2 \\leq C + \\frac{\\sigma}{\\alpha^2}",
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            "content": "\\sum_{x=0}^{100} \\frac{x^x}{x!} = e^{x}",
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            "content": "\\prod_{z=1}^{n} (1 \\geq i_z) = 0",
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        {
            "top_left_x": 40,
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            "content": "\\mathbb{E}[i] = \\int x f_i(x) dx",
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        {
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            "content": "مبرهنة",
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            "content": "قَالَ الزَّرْكَشِيُّ: الْمُتَّجَهُ عَدَمُ الصِّحَّةِ. تَنْبِيهٌ: الضَّمِيرُ فِي قَوْلِ الْمُصَنِّفِ وَلَوْ أَحَسَّ يَعُودُ عَلَى الْإِمَامِ لِتَقَدُّمِ ذِكْرِهِ، وَيُحْتَمَلُ عَوْدُهُ عَلَى الْمُصَلِّي لِلْعِلْمِ بِهِ لِيَشْمَلَ الْمُنْفَرِدَ بَلْ هُوَ أَوْلَى بِالِانْتِظَارِ مِنْ الْإِمَامِ لِاحْتِيَاجِهِ إلَى تَحْصِيلِ الْجَمَاعَةِ، وَلَمْ",
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            "content": "\\prod_{i=1}^{n} (1 = j_i) = 0",
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        },
        {
            "top_left_x": 40,
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            "content": "\\sum_{\\sigma=0}^{100} \\frac{\\beta^\\sigma}{\\sigma!} = e^{\\beta}",
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        },
        {
            "top_left_x": 40,
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            "content": "P(A|B) = \\frac{P(A \\cap B)}{P(B)} + \\frac{i}{x^2}",
            "type": "text",
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        },
        {
            "top_left_x": 40,
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            "content": "i_{n+1} = i_n - \\alpha \\nabla f(i_n) + \\frac{j}{\\sigma^2}",
            "type": "text",
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        },
        {
            "top_left_x": 40,
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            "content": "\\int_{1}^{M} \\exp(j) \\, dj = x^2 \\cdot C",
            "type": "text",
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        },
        {
            "top_left_x": 40,
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            "bottom_right_y": 899,
            "content": "\\sum_{\\alpha=0}^{100} \\frac{\\lambda^\\alpha}{\\alpha!} = e^{\\lambda} + \\frac{j}{x^2}",
            "type": "text",
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        },
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            "top_left_x": 40,
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            "content": "\\int_{3}^{100} \\log(j) \\, dj = \\theta^2 \\leq C + \\frac{\\sigma}{\\alpha^2}",
            "type": "text",
            "confidence_scores": null,
            "reading_index": 14
        }
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