ملخصات في الفلسفة النظرية : وطبيعة المعرفة العلمية
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+VSsvLy6OjowMDAxUKBdJcrVYbFhYWEREhFovx8Ejk29vbcRStra0ikQiQCpJduVwOJI3L5cI6EH2VSiVx/vAvxJlD86E4CCtI+eFolUolkRNDs6RSqUajga9VqVTQ96GhoYGBATzX4ODgwMAA1Ad5EPAQoVAokUhIOp0OiBRSeMQtNpvd09Pz/v17ONrJyUlkhENDQ1wuNykpycXFhUwm4wClUml0dDSdTtdoNBqNBmlIT08P8YFwXoivBOyAxoNYLEamA9VAwQXHiZyor6/PaDTi2SAIpHn4X3q9HnkKEd3VajUCU2dnJ7xMb28vPgpxAwoI79PX1zcxMTE2NoYA2tbWJhAI4OBIOp2OzWazWCyhUIi8jsViUalUtVr9f//3f5DLzMyMTCZLSEjo7+/v6+tjMBje3t6xsbEQfHt7O4VC0Wg0CN7wSj09PVKplMvl4mMB4snlcqL8QzVE5GAGgwFnODIy0tPTAxVAaOvv70dkJZ4HEkRpBm8Cl4ToDhF3dnbK5XKj0TgwMACzGhgYmJqaggPCJ/T29k5MTExPT0PxoS+IhiStVgu5ABbhcDgMBiMhIYFGo71582ZgYECtViPCRURENDY2QleTkpLCwsJg4SgOBwcHUU8olUqdTqdSqWQyGXCDlpYWJpPJYrEIa0KV3NHRIZPJEH27u7sRWScmJgYHB5GwI39BPjk6Ojo0NESk8waDob+/H3aBugGpIHI5vV4PZA+eBerQ3d09NTU1OTk5PDyMDBjJx8zMzPDwsF6vFwqFra2tyDY+1tOwHSaTKZPJWCyWn5/fw4cPKRTK0NCQVCrt6emZm5vLzs4ODg6ura3V6XQFBQX+/v54eBaLNT4+PjQ0JBAIpFLp0NCQVqtFWo2CC/hQTU0Nh8PB7QLvEAqFhMft7u7GExJZBpGwDgwMjI2NvXnzZmpqCllCb29vX1/f4OAg4SZg0QhYKE0R43p6ekZHR9VqNQrIsbGx+fl5SGd0dBTB5M2bN/itTCZrbW1FOkqSy+UAStA36O/vb29vv3fvnomJiaura19fH+LF0NAQhUKxtLR88eKFUCjMyMhwd3eHUXR2dg4PD+NptVotzBV+CjBlQ0MDkNDGxkaot0AgADgAP9LV1QWTQVYNR4DfQi6Tk5PIPiYnJycmJsbHx0dGRlCmQUbIceC/RSIRAZgoFIr+/n7UVgggc3NzU1NTs7Ozs7OzY2NjU1NTCwsLb9++nZyc1Ov1EokEKQxJLpcDbUHpODExIRQKb968uWHDhn379tXV1anVaj6f393d3dTUZG5ufu/ePTabnZaW5u7uDsRoeHjYaDQ2NzcDmoFtczicpqYm5M1MJrO2traiooJGowHuh2dB/g4cF2WkUqlEDgI9hwoYjcbh4eGxsbHR0dGRkZHR0dGxsTEir4ffIdJcYD3Nzc1EvIPH0ev1KGJmZ2enpqbm5+ffv38/PT09PT09Pz//9u1bHEZfXx+CJkmn0yH1EggEcrl8dnZWKBTa2NisWbNm2bJlvr6+wB+GhoYUCoW7u/uVK1dYLFZ2draXlxeQrrdv3xoMhtbWVplMhhsVi8UsFquqqio/P7+0tBQd/sLCwvLycg6HAzMGegISBawaiTkeA5qCwAxvMjQ0BEEg2MEBw7MQ9SfgKMgF7SQGg9HZ2anT6YaGhmAs0Lv379//8ssvkNGbN2+mp6cHBgbevHnz5s0bg8HQ0dFBUqlU6IoMDg7KZLKRkRGhUHj79u3vv//+22+/tbW1LS4uptFoSEnS0tJsbW1ra2uLi4s9PT25XC7c5NjYGCxCKpUSvAgymZySkpKfnw8EJzs7m8FgQI+EQiHyJuBhCN7oByG+QhaEi+3t7YWlaDQaRGvYjsFgAGRHtFO4XC40lMvllpaWMplM5FPj4+OInqOjo+/fv5+bm3vz5g3c4sLCwvz8PGwTXvljfQQLmp6ehmcSi8XOzs6rV6+2sbGJjY1lMBh0Ol0kEo2MjJSVldnb26OPFx4eLpVKx8fHESlFIhGPxyMYRDQajUwmgwtUW1tbWFiI02MwGFQqlc/nAwlGSCI8JXIHRFyiLASgh6wXkRgqA4cCF47kCLk7GlJSqRSNNA6HI5fLJyYmiIwOhvPu3bs3b96MjIxMTEwYjUa5XD43N/fPf/5zfHz8Iy7F4/FkMtnPP/9sMBhGR0elUqm3t/fOnTtTUlIA7paVlTEYjP7+fjqdHhgYWFVV1dzcTCaTEVyRdKGnBZYSjUaDedfX16Ntnp2dnZ+fT6fT0atE27etrQ3uBr4GqTA8DhDvpTUklBFJOuppgF5sNhtlB/wUKBko3wUCATAEhUIBL2s0GgcHB+fm5ubm5v76178uLCwMDg7qdDoul5uZmTkyMvI///M/vb29IpGIpFargcL+8ssvKpXKaDQqFIrw8HATE5P8/HyFQkGhUMBJgEJWVFS0traqVCqBQIC6CxrO5XLr6+vROQC3qbq6Gt2/4uLi9PT0rKwskL/IZDLSGWR9qKeQK6BCwc+wKQgFKBTqFSDbYrEYAEBzczPRkEG/BWAKNA6xSafTzc/Pz8zM9Pf3j46OfvjwAf7l7du3er2+s7OTwWCEhoZ2d3e/e/cOEe1j/tLV1TU3N4dsT61W5+bmnjlzJiYmBm6YQqEkJydnZ2cbDAZA5zAc6D9OBgw3MpkM2gd6wyUlJYmJiampqa9fv46Li8vKyqqoqEDLpbm5GXKBmkBAnZ2dCLGo72EgyIwBCKDtD9CEw+E0NjaikwXVgLJwOBz0+XDGIpGov78f4bm3t3d6evrXX3/961//+ssvv8zMzMA829vbi4uLBwcHZ2dnEdc+4nWdnZ1jY2N1dXVcLtdgMDQ0NISHhwcGBqKGVqvV9fX1YWFhGRkZcKs4Pdi5Wq1G6AFLJy4uLjY2Njk5OTk5OTo62t/fPygoKCwsLDQ0NDY2Nj8/HxoERB4PCdcLtwIgGvoCWATVCeosdDnQe6fRaDQaraqqCrUuUg10P+BuhoeHYXrDw8NTU1MjIyM6ne7Nmze//fYb5DI3N4cKe2hoCBIYHR2FF/uI70KoZWVlDQ0Ng4ODcrmcz+eHhISAnNHX16fRaLKystzc3OA+FQqFUCjU6XTAgerq6iCUhISEyMjI8PDwsLCwgIAAX19fZ2dnV1fXx48fh4SEvHz5MjU1FYQvBoOBbjRAefgIfB1wENgF1AcBDjZCp9PB6wP8jHQRwoJtAgxFaYL/hYx5cHBQq9W+ffv2b3/728LCws8///zzzz/Pz8//9a9/nZ2dHRgYGB4eHhgYALr6L7kYjcbCwkIGg4GiE1Uym82ura1tb2/X6XQymSw6OtrX15dCoXR3d+PuZTKZXq9va2urra3Nzc2FskRERPj7+7u5ubm6ut69e9fBwcHb2/vly5fR0dHx8fF5eXlkMhl2RJAoIAiYD/BEeBMCE0FSjnAD9k1NTQ08GgAjOp2OKg89QkDfwNhRJY2MjBgMBnjcN2/ewMV8+PDhl19+mZiYePv2LVAr1JCkrq4uPp8PPJ1Go5WVlSmVSiRRoaGhcXFxZDK5vb0daBCZTL5z505YWBhSDwAuer1eJBI1NjYWFxcnJibGxsaGhoZ6eno6Ojra29vb2trev3//6dOnsbGxBQUFdDodDBIg1WiVoVdJxB2ihYpeIkKVQCAg4ES4FbAJCdQV3DT0uZH1g2KTmZkpl8tHR0dR5f72229zc3MfPnz48OHD5OTk/Pz8P/7xjw8fPiCdAbSiUChI6N1IJJLu7u7GxsacnBz0LhcWFvLz8588eRIeHp6VlYW2RktLi6urq6+vLwJke3s7HoPFYhUWFqampsbGxkZFRYWEhPj4+Hh6evr6+vr5+QUFBUVHRycnJxcWFlKpVKJpBzcP4BaAE4FjE81PpNTQJsgF7QqoTEVFBUi64COhXY3IDYiHxWKVlZUJBAJU+Uaj8Z///Off//53SAdF42+//fbbb7/Nzs4ODg7CN0skEhKKSKFQ2NfX19HRkZqaCiOfmppSqVQJCQlPnz719/dvaWlBnH/8+LGdnR2Px2MwGOiNSCQSNJLS09OTkpJiY2OfP3/u4eHh7u7u6+vr7u7u7e399OnTsLCwpKSk4uJitLqbmprwvQRrBkwxAjyEOaDqBzkBhoagU1dXByoZMqaGhgY0JFAAo7Ygk8k8Hg/+qLy8HGXk27dv//nPf/7tb38bHx+HP56fn//ll18mJydRRqH5+ZH/IhAIhoeHu7q64uLi6urqMjMzmUzmxMSEQCCIiopydnZOTU1F4hAeHn727Fk6nQ5mJbB4/BZ8oezs7KioKCAV3t7eTk5OLi4uDx8+DAgIeP36dWlpaX19fUtLC0GKInqGiD5EPxTgNsAUgHiwKQAIYMSBQMrhcNDnIXJuPp/PZDJzcnJA4cvMzIyIiKisrOzs7Ozv7ycyuomJCRRHc3Nzk5OTgK8gWZJer0eDdmRkRCaTxcfHZ2ZmPn78ODQ0FC2ekpISLy8vW1vbzMxMg8EQFxd36NCh/Pz8kpISMpmMZ2hqagI7BnldYWFhUlLSy5cvQ0NDQ0JCgoODw8LC4uLicnNzgcIAQwVSje4lIQU0DJWLF6pBCBFlFABgSBMCJWg1iJLoETIYjNzcXGSM+fn5wcHBJSUlGo1maGgIlXR/f//MzMzCwsL09PTMzMzExAT8Wnt7e2trK0mj0aA+GhwcbGtrKysrKygoiImJcXNzCwgIQMQpKio6f/68nZ1dQ0NDRETE/v37o6KiKBQKhUJBjdPS0kIQtdDYLisry8jIiI+Pj46OjoiIePnyZXx8fEZGRlFRUVVVFZ1Ob2lp6erqAqoEfA9eBh0iglyEah7UCGRuYGaApwPkmOhPAg9DQ721tbW2thZpcV1dXXh4eHJyskwmm5qaQsLS29s7Ojo6OTmJtMVoNKLywDeSlEolDFKlUpWVldFoNBR7Li4ux48fj4uLg6oHBgYePXr00aNHrq6uO3bs8PT0BBVcoVCAewLiL+6VxWLR6fTy8vK8vLz4+PiYmJiYmBgwJcF3Ly0tZTAYqGLQYCViEAEAExwWtHSJmQ5Ed4LvCt8PRoxWqxWJRA0NDTQaDfUEArxcLk9PT4+OjhaJRENDQ8BACXCrv78fagv2IXzTR9wbSURYWFhJSUlSUlJFRcX9+/dXrlxpbm6el5fX2tra2Nhobm5ubm5+6dKlDRs22NvbI16gI4G7RzlDsHQ4HA6QOox5gA4JcwPHHYUMwC2iJQJUoa+vD+WvVquFPyZqKHwR/hcaJgAxoW7ISPFsKB24XO709DSDwUhNTQVSIZPJxsbG/v73v799+5bI5VDiSCQSeH0SbBIJVWBgYGRkZFVVVVxc3O3bt01NTaEjZDJZoVD4+vru3r17165d//Vf/3Xy5ElkqERjBM+DbAgKD18IPjqo2pmZmWlpaYWFhcSYB5xlZ2enXq9HOYNOIHhqAwMD6JwBfIDfARiMDAtVKyBx6B0MB5xFgpg0PDw8NDQkk8mampra29u7u7vHx8dnZmbevn07Pz8/MTGB0hfKBd9PUqlUONiWlpbIyMjg4ODCwsLk5OSQkJAjR47cuXMnNDQ0KSkpJyeHTqefPHly5cqVn3/++ZEjR8DtQDMMbUCEUhqNBkspLy9PSUlJT09HphcSEhISEhIUFBQSEhIeHl5SUlJXV4fiEN0VWBNqUaKvRnTsEcvhm4lMB1Rg5CbDw8MjIyNSqRS8I6JRhc8EDSc/P7+urk4ikQwODk5OTs7OzkJl0HtCx/WjXNRqNRxVU1NTTk6Ov7//ixcvcPd2dna2trYxMTH29va+vr40Gs3a2vrzzz//8ssvd+zYUVJS0t7ejrYJGEjJyclRUVGxsbFBQUHPnz8PDQ319/e/cePGhQsXTp48eebMmfPnz1tZWTk7OwcHBwcEBKSmpsKU0PxF6UjUAQTahMNXKpX19fUYiaupqUFmSEzagS/V3d2N9A8xCz1MlUolEomYTGZRUVFqampNTY1QKOzt7d7wECUAACAASURBVB0eHoZoBgcH4c4I/kJ7eztJoVAA90aJERAQ4OzsfOXKlRs3bnh4eJiZmbm7u1taWl69etXT09PGxmb16tVfffXV6tWrMzMzlUrlwMCAXC4vLi4ODg5+9OiRo6PjjRs3Ll26dOrUKRMTk717965fv/6rr7767LPPvv7666+++mr58uVffPHFunXrjh075uDgkJSUBGZwZWUli8UCuIXOBFCuwsLC+Pj44OBgDw+Pe/fu3blzx8PDIyQkJC4uLikpCTgprANdUxw4sAK0KOF0kOAhgGo0GsDDQGB7e3sJQAu5j1AoJEkkEszjgAWXnJx8//79EydO7Nix48KFC/b29paWlrdv396zZ8/Ro0cdHBx27NjxzTff7N69u7y8HH1FHo+XkpJy+/ZtHx+fq1evmpqa2tnZBQQEhIWFpaamPn78+NSpU5999hmJRPr000+XL1++bNmyZcuWffHFF5s3b75x40ZQUFBMTExKSkpZWVldXV1BQUF6evqrV69CQ0O9vLxu3Lhx9OjRHTt27Nix4/bt24mJiUuH28rKylJSUnJzc5FG43Q5HA5BkCEyQ0xe8Pn8gYEBohuH3rZQKCTKLnCIhUIhSSwWg/NSVVXV0NBQXV0dFBR0/fr1NWvWfP/99zdu3HB0dLx69eqePXu2bt364MEDExOTNWvW3L17t62tDVQfDoeTnZ397NmzW7dumZqaOjg4gFxdUFDQ3Nzc1tYWFRV17Nixv/zlLyQSiUQi/e53v/v973//ySeffPrpp1u3brWxsfH19Y2KisrJySkpKYmLi3v48KG1tTU0btOmTT/88MPq1aufPn1aVFQEKiBKEKS2LS0taPhFR0dnZWVlZmZWVFSATYBohU4LutQikQhOGh4d4zuYlgR2Q8z3kcDzAienqqqKyWTGxsZ6eHgcP378iy++2L59+8OHD69du2ZmZrZp0yZ3d3cLC4vdu3enpaV1d3ejwmxra8vLy3v58uXZs2dPnDjx4sWLpKSky5cvr127duPGjYcPH96zZ8+aNWv+/Oc/k0ik3//+959++uknn3zypz/9iUQirV271s7OLjIysqCgAEEqMzPz7t27u3fv3rBhw9q1a1etWoUPiY6Ofv36dXx8fFRUFMAKDAPy+XwKhRIeHv7w4UMvL6/g4OCCggJgiSB/wF4QvNACBHVSp9PR6fTXr18nJiZWVlZi2gZCaW9vJwE3R2caeV1kZCSq4e+++27FihXm5ubh4eFWVlZ79uxxcXG5e/fuiRMnaDRaX1+fWCweHR2VSCTp6ek+Pj7Xrl1zdna+d+/eunXrli9ffuDAAQsLi5s3b164cGHLli2ffvopTOmPf/wjfvjd7363fft2Pz8/CoWC4CoUChsbG318fPbu3btu3boffvjh22+/3bx585kzZ86cOXPr1q3AwEDgxPBKZWVlkZGRqDw8PT0dHBxCQkLIZDKXy0Uk6unpGRkZQYkIXgwAqsHBQbVaXVJSEhAQEBcXR1RY/5ILhneQcZHJ5Nra2szMTCcnp8TERFNT07Vr127evPnJkyf+/v6XLl2yt7f39PR8/Pgxl8sF2QLBNTY21tfX99y5cxcvXtyzZ8+GDRvOnDlz4cKFW7duPXnyxNvb+9y5c19++eVSO4KYvvvuu/Pnz2dlZaGHi9Lcz89vz549K1asWLNmzc6dOw8fPnzq1CkXF5cXL15gHi49PR0jPqWlpYmJiYmJiUlJSQkJCa9evUpMTKyoqED6Dlro4ODg+Pj44OAgvMzExASsrKOjIyYm5t69e8C3gJAhv/2oL2j3YJyLyWTm5ua6uLjEx8dbW1uvXLnyiy++uHLlSkREhL29fUxMTEJCQk5OjlwuR4mBTkBgYOCdO3cOHDhw7do1a2vrvXv3mpiYHDx40Nra2s/PLyAg4N69ewcOHPjqq68I0UA6a9asOX78eGRkJI1GwzRjTU1NdHS0ra2tqanp7t27T5w4YWdn5+3t7e/vHxISEhYWhgwgKSkJs8dMJrOkpCQzM7O0tJTNZhMJC0KvSqUCuQ5Z/+joqE6n6+/vB8fr4sWLjo6OVVVVqLkADwI2IHV1dWE4DlzmpqamoqIiLy+voKCgGzdufP/99ytXrjxw4EBISIiVlVV6enp9fb1YLO7r65ucnASjoKGhISgoKCAgwMzMzNvbOyoq6sGDBz/99JODg4Ovr298fHxBQUFWVpavr++xY8eWL19OWrz+8Ic/rFy5ctu2bY8ePaqqqkKShqZtfn5+fHx8eHh4ZGRkYmIiGjUYJ01PTy8qKsKwAtLoqqoqNpvd1dWF6Es08Lu6upDvEYzDkZERgDhxcXGWlpa7d+9+/fo1YOb/GD8lyeVy2BHmABgMRnl5eVhY2J07d2xsbA4dOrRmzZqvv/76yZMn9vb24eHhHR0daHHPzMyMjIy8ffsWhXxBQcGdO3eePXuWlpYWGhoaGBgYHh4eHx+fnp6Occfs7OwHDx5s27btz3/+8+eff75+/fpVq1atXLnyhx9+cHNzo9PpoL00NTWhU44oq1Ao2Gw2+J4Yts3Ly0MPk0Kh5Ofnp6eng6qFUgCYA1E66fX68fHxhYWFN2/eGI1GqVRaXV397NmzI0eOrFmzxtbWFr2HpqYmYrAEPRZSZ2cnCLsgFKKiQ1Bwd3fHk/zxj3/09fVNSUmJi4uTSqWzs7MTExNo5c7Pz2u12s7OzpaWllevXiUlJWVlZYWEhAQGBkZHR8fFxaWlpVVUVCAVKCoq8vPzs7GxuXnz5qNHj65cuWJqarpnz56goCAul0sQVZCqarXavr6+/v5+OJ2ysrLc3NyEhATCllFqYAYQ4AtiEC6U42q1emxs7N27d5OTkxhiCwgI2Ldv39q1aw8dOpSens7j8QAMEx0b1KUf/QsujKkzGAwKhZKamhoSEhIZGfn8+XNLS0tbW9vU1NTq6mqlUjkxMTExMYG5iZGRETR9MY8gEAgaGhri4+MfP34cFBQUFRWVlZVVWVnJZrMBHTEYDAyeUyiUsLCwBw8euLq6kslklUo1NTUFLBWgL0H2xvAZpjkoFArcbW1tLfAtPAkOGf8LWRVRQMHvqtXq0tLSgICAEydOfPLJJ6tXr3Z2duZyuciqEYyWUjJJcrkcwxUcDgfKAsWh0+lpaWkJCQkKhaKgoOD48ePu7u6tra0AAcbGxgBbdHV1gR0I54+pmpKSkqdPn/r6+kZERIAQDpBcJBKxWCxMp1Kp1IyMjNzc3OrqalAUpqen3759S5wzSrvh4WG0aFCgtyy5AMRQqVRkmEvdCm6GoOQZDAY+n5+amurh4bF+/fpvv/324MGD8fHxKOswhEYMOkLQJLlcjqERDoeDaE2lUrE2gsFgpKSk6PV6Go12+vRpR0fH1tZW0MTADtTr9ZjmQ8oEAotMJuNyuQkJCSEhIcnJyeXl5aDGAG3CYF1ra2tpaWlhYSGPx+vr65ubm9NqtYODg+/evUMayufzNRrN5OQklEij0RD9RvSkMZOKcV8wXIgRFIA4S/kiGo2Gz+fn5eUFBwevW7fOysrK29sbTUuCekJMbAPrIUkkEmJQAq63trYWXQgKhcLj8dRqNYfDycnJoVAoWq0WOOjw8DA0FmgjIDWg+cTzI60Ga7SrqwvlMkhkPB4vJydHLBb/+uuvYBdgNOn9+/c6nQ6cJ2DUMzMzk5OT4IKJxeLm5mZMiKOYxtd1d3cT3CmwiQCSA2dC6Qjct6Wlxdzc/NixY7BEkGUgIDTkkLyIRKKP/gUNKowyEmPjRUVFAAQ5HE5VVVVTU5PBYABtpre3FygJQW3Feba3t4NKBv4fFBtoPhA2dCHQTlUqle/evUNyIZfL+/r65ufnYTXwvhhKmJ6eHh0dBQufGPEBTwlNRbBnIQ4ACyBjAX8AEgIWiEqlcnd3v379OhpPmLDB+RHJy0e/K5fLWSwWk8lEFoNlA3D1RUVFFRUVoJMANwKVtKOjA5pC9CsYDEZRUVFOTk5hYSGmR0BdgbWD/CaRSEDXgHsGXRwQ9MDAACA7KA4QZalUajAYkBDMzs7Ozc3NzMyAWTc0NAQUCjk+UGsCrAJkAwQSjgYfCJg9Nzf32bNnWNfA4/EaGxvRHV+av0ilUhKIppALg8FAowOkOMzV02g0iUTS19eH6SZ0o5FW4LNaWlqoVGpqampMTExUVFRmZiaVSgXZgqhowTUkoilQSxBwceEPFxYWAJcgudJoNP39/eiWjo+PA7gnLqRR8M3gJhH8UCCz0BcMbaOhOj4+LpFIwFCqra0FugKThMrAuUgkEpJUKoUbw5ogLF6hUCiENVVUVID8gQEK4OYSiYTYPdDY2FhSUvLq1SsibcnOzqZQKODRwa0QsCtcDEFqB78WzeOenp6FhQXMSQKvUygUSFjfvn2Lf4YJK3RXBgYGoL9LOwoEfUgsFiMJAt/ZaDROTEzMzc2NjIzAkGk0WlNTE5Z8YFTq3+Qik8mWygUFAXZYYbQeHUJ0wuFE0QxEUYv1Fvn5+YGBgb6+vo8ePXr27NmLFy9evXqVk5MDcgp6ifCR8J10Oh1m0tPTg5kmcJPn5ubAMMcJI8Hr7e2dXLzAFAQtHr0RoOL498RITFNTEwwHnhh+amFh4d27dzMzMxhWa2howBoLgqP7b3akVCqBe0MumGyEQSE8gREmEAiMRiPIv/Cg2BcFzLG4uPj58+d+fn5eXl4PHz708PDw9/d//fo1FjgQQxrIbqqrq3Nzc7u6ukZHR9EhNhqN4LgT/GJiw4NUKtVqtWCZgqdNDBCguwQ2FbKP5uZm0Pmqq6u5XC5CFXCpyclJtFxnZ2cnJyflcjm0AUIBTPdvfler1aI9RMgFY9NoP9fV1WEckcPhDA4O/vrrrzKZDBUn9tCA9lRaWvrs2TNPT887d+5cu3bt0qVLdnZ2oaGhZWVl3MXtJaCSSCQSKpWam5trMBhwerOzs3q9Hs4L1Gs0TNCcRRaLwY+ZmRmw4QcGBuCeMfQJvBpCwV6nkpISkAAxc4FeChTz7du3Hz580Gg0aP7DUEAi+Lc43dXVBagZpBJEa8B3SH9LS0urq6sbGhp+/vnn2dlZzD6grMC6MUz/xcbGenp6Wltbnzhx4siRI5cuXQoJCamtrUXzpLW1FUFaJpNRqVSBQPDrr79CKDMzM6Daj46O/u///u+HDx9mZmaAzsOg+Hw+2LrgHkxMTCAhwugXTruhoQFjk+np6ZWVlXg8oosCKff09CBXHBwcBPwKoWAUEVGS4PuRtFotUFJQ11gsFpa0ARDDepOqqqrGxsapqSk0z4xGI9iX6LQCji8qKkJZ5OTkdP369Zs3bwYFBYGSigQHgEh7e3t5eblQKPzHP/4xMzMDf9HV1SWVSgcGBubn59+9ezc/P4+GFCijTCYTnDVMKsLvIgNG0ES9juSLSqUimUTvCUgrsVkDCTHaA5hwBXxJDJgTdBuSUqmEOGBHjY2N6AQi60VUqqmpaWlpQeaiVCoxUgNQvqamBrRFIk8HkSA2NjY1NRV5MwgvGP1qaGgA5RVcSIRklG1oNgKvB1kUmwOampqQlSG0geyNsYaioiJsbkLCCu+gVquX9nAR6ZD4YhYDvTeM38KtQOkI3PtjfQQFgR0BiyF2m4B+U1lZidoMrkSj0bS2tiYlJZWUlCABA39bubiZRiAQVFdXY6ljbm4uls6BCJeXlxcUFFRaWgq+QXl5OajgFAoFa76Qj7FYLGIfX1tbm9FoBLEDVgyWLAaDKisraTRaa2srRnYIQjgxfg+5qFSqsbGxubk5CB3nh1kP7KCByiBEiMXij/oCbcfqHtwN0WAvKysrKirCDgRgCChnCwsLGxoawPTGxCcqWgxBoeVSVVWVnJz86tWr5OTknJyc6urq169fe3p6RkVFRUdHP3v2zMfHx8vLy9vbOyQkJCEhISEhAUvXEhMTw8LCQGFrbW0FK5uYlkSVAKI4b3GLF9B/tHGR+GIiBbCuVqsF13BsbKyrqwvQLYgcS9uMgCw6OztJCoUC7GvYERgIUBNiMWNeXh4a5qDxodvS0dEBA66vrwf/EQk4sonGxkZgkYjfCQkJyDILCgpiY2MTExOdnJwsLCwOHz5samp68ODBc+fOXb9+3dbW1snJ6datW2fPnt23b9/p06cDAgI4HA4A/c7OTiqVCquBvyB8KqAWyAW+FrMOfX193d3dGDJApJ+bmwMVCvAl7AilALHkRCqVkjo6OtDupVKpYPLl5eVB89PS0lJTU5OSkjIyMrCiorKyEl3epqYmo9E4MjLS2dnJZDLVajWG9ZA7cjic6upqcPOCg4OfPXtWU1MDtIFw2O7u7kePHgWu/vnnn69YsWLdunX//d//vX379g0bNqxZs2bTpk0XL15MTk7u6uqanJxEbGaz2Vgg2NTUBPgKJoP8DQFIoVBgzgIJOjFvOzQ0NDIyMj09jZQd3gStW+ggoSxSqZTU3t6ORIhMJkM1kpKSkpKSEhMTQ0NDg4KCgoOD4+LigPtjTVxMTExDQwOGgJRKpUAg6OvrA/8Ru/9QTJSWlmLHX1ZWFipAUPhArI+JiTE3N//mm28++eST3//+93/4wx+WLVv2l7/85dNPP12xYsXBgwednZ2zsrIwIgNIZXJyEutAgAGi4MbeFcwiEZRXFPGgVGJ+FK10FO4tLS1IX+FTlq46+ddeHD6fn5GRkZeXR3TzXr58iYaRj4+Pi4vLgwcPAgMDDQYDnU4vLS2FC8jNzUW0xswoOAOoIbKyssrKyqhUKnwhamjMLPB4PIwNJiQk2Nra/vjjj8uWLfvTn/60fPnyP/7xj5988smXX375xRdfXLp0KTk5GRk2Hgl4AoYeEcKAjWNZBNEbUqvVyFGBexMmhtoVQG93d3drayuVSm1oaEAXjUDqiG1KIpGIhAZjbGxsYGBgQECAn5+fr6/v/fv3nZ2dHRwc7O3traysnjx5MjU1BYDq9evX6enpJSUlRqORw+EgiqOZS6FQaDRabm5uQ0ODXC7HLC7WSQwPDyMToVKpL1++RKf122+//d3vfkcikdCWXbZs2WeffXby5MmIiAjMm8ORg/xDrDpBhgb+F2Y3ATJgNQho5PApAHrx2AqFgpjLksvlOE4CAFwaiZATkIqLi/38/J4+ferm5ubu7u7s7Ozk5GRra3vz5k0zM7OrV6+ePHnSw8MDVDSDwYBsuK2tbWhoiM1mJycng2mB5ZCYS5JIJEjb+/r6EDjb2tqwnjElJcXe3v7ChQtr16798ssvwW34wx/+QCKRvvnmm/3798fExKBMlUqlGHpEJgYwBXgoJkFRUvX398O/YIkGk8lEQMDwdHd3NzBzJHj4BDhdNptNEPaggKikATCTsrOz3d3dvby8nJyc7t+/7+DgYGdnZ2VldenSJVNT01OnTh0/fvzKlSsY+ejt7UU4xF6VlpaW9PT0srKy2tpapMuY+Ozu7sasL6J4WVlZVFSUh4eHl5eXh4fH2bNnd+/evWLFij//+c/Lli37/PPP0Wbbv39/SEgIoFY2m02lUtHBILavAHlAZQ/gEhwOtVqNkAw6L1qOIKjr9XqM/cOi29rasM6OSqWC6kLsHhAubpvFkZBSU1Pv3r2L6Hjr1q1Lly6ZmZkdPnx4//79O3bs2LRp0+7du/fu3YvcCcRRBAK0eBsbG/l8PqjKTCYTSAJySiDJ6NLa29tfvHjx1KlT5ubmBw4cWLFixfLly2E7y5cvX758+datW318fDA9xOFwampqcnNzk5KSYmJiEhMTMTmImpbFYsGUMACJ5QdwPfCgCNgo+gneKcINiLhoy3E4HGL5JNIOyAU4KSk2Nvbq1auXL18+c+bM6dOn9+/fv3PnTkTKbdu2rVix4ocffti4cWNFRYVWq21pacEyLvQ94RFRYZWVlRUWFuIExGIxZkPLy8tzc3MvXryIZvPq1as3bdq0fv16uNvPP/8c5I9vv/3WysoqPDw8Ly8vJSUFTLRnz549ffrU3d3d1dX12bNnsbGxkZGRL168yMzMFAgExHwj/BdQG6DlQC1QYaFkBZAGfjSyM/Q/MNND0DzFS/ZYkkJCQk6fPn3kyJFdu3bt3r1706ZNmzZtAilo06ZNK1eu/O6779avX+/h4YFuEVqLJSUl6HjiD3k8Xm5ublFRkUgkQqZUWloaHx//8uVL8H2//vpriOCTTz757LPPVq9evX379i1btuCLduzYcfHixQcPHvj6+r548QLN+fDw8ISEhBcvXri5ud2+fTswMPDhw4cPHjyIjIzEOApyDSQmQ0NDaNqiCEBvC21Z5CYYJOZwOKDnEVM+xL67pXYkk8lIAQEBhw4d2rNnz8aNG7dt27Zp06YdO3Zs27Zt9erVq1atWrt27Q8//PDDDz98//33bW1tANbYbHZcXBymOwApd3Z21tTUsFiswcFB4AlVVVXR0dHe3t4PHz48c+bMunXrkJ785S9/WbVq1eXLl/38/BwcHG7evPngwYMHDx44ODg8evQoLS2tqakJPZPh4eHe3l6BQABKcXBwMPDA+Ph4bPrCwgeZTIYhfGKzkGxxvSpiPIi8mBIpLS1NSUmpqKhA6wKUWmKP0r/5F09PTxMTk/3792/btm3nzp2bN2/GSa5atWr9+vUEy3Djxo137tzBph2j0Zieng4CPdpGOp2Oz+cja0Aik5KSEhUVlZycXF1dHR0dbW5uvnz58s8+++zLL7/86quvrl+/7unp6e/vn5SUBG+NNFylUgG77Vu8wFlGxCVmBbBTCN2Irq6ukZGR+fl5zIYTy1KI1TiAONhstkKhCAoKAnsYAB0wgKVcaWJVEcnNzW3fvn3wsrt27dq8efPWrVs3bNiwevVqyOXrr78G2+PMmTNUKlWlUo2MjKA8YbPZGETFvD1sGM0qDOsBwcjPz/fy8tqzZ8/333///fffb9++HZzKqKiovLw8MFSROBDkZWJcgNi8STSGYD7Kxf1SEOX09DTgOKC/xP4yDoeDIROJRIJxOsD1SFhg8hhOFi15x4JcLie5urru37/fxMRk165de/fu3bp165YtW9atW7d+/Xow3L777rs1a9asWLFiy5YtT548QQMEaDmCIpfLxeAPRI4+HHJfgUBQX1+fk5MTFBRkYWGxefPmDRs2mJqaOjo6BgQEhIeHp6SklJaWon8I7gCGqVDgAmBHcYxSAFsMiSkcyA70AaKphFIOZQFAP+QQjx8/plAoxOJOYvE60tz/IA2TPD09Dx48ePjw4b179x44cACM0I0bN27cuHH9+vVQGZAif/jhh8uXLwMKSktLw+6cqakpjMRi+AygLOjJxFbx8vLy1NTUJ0+eXLt27fLly7dv337w4MHTp09fvnwJ/KGiogKl/NLV5DBSuVyOxBdIHRJFPAaOF5v7YEFEmkeU9YCKGQxGWFhYSEgImv+4lhINhYsbz4m6geTr63v06NGjR4/u27fPxMTkxx9/3LVrF6E169atg3NZt27dd999Z2JiEhISEhAQ4ODg0NTUNDU19eHDB4yyow6CxSJlxLQhFtlhKjQwMDAwMDApKSkuLi4zMxOEXXAJoBTIrxA7MeKDlWQYo0AjDSVSx+KOUqiS0WhE5wRwlEKhAC9mcHBQJBIVFhbev3+/uLgYjAjC10I7MIcLiSgXVy2Snjx5cvLkyRMnToARhyxux44d27dvh74gKq1du/abb77ZuHHjw4cPMe6q0+kwf0ysa5HL5TU1Nfn5+aAYA38jlsuUl5djJBbbWcHBhXmji9zd3U2QRSAmYoAGhd/Q0BB4Nyi7EFzB3+7t7UWJBK8pk8mwgwctvYyMjJiYGLSWYKR8Ph99IqiVSCTC18GvabVa0vPnz8+fP29mZnbixIlTp04dPHgQOdju3bu3bNmybdu2tWvXrlu3buPGjatWrdqwYYONjU1KSgqLxZqYmFhYWEAlhu0P3d3d9fX1BQUFFAoF3BE0JKFHYPeXlpaiB0a8HYfYlk7MpRGbotRLFh0jx8XaQlCSUO+IRCK4GERoNDbhpCC71tZWzD8DZ0FBhI575+L2GaJlDJ+l1WpJYWFhFy9evHz5srm5uaWl5cmTJ48dO7Z///4DBw7s3Llz//79W7du3bx5865duzZt2rR9+/ZVq1Z5e3sT1gsUBo1kEO0xzgHsTiQSYZMk8EDMN2PuH+gsXsUDxgZuFO4WmTSRs4JuhQYb1BPZDUISFuf09PQoFAp4egAdADfx/gA00ZHgdiy+qwApnHzJolPd4kUKDg62traGaC5cuADFOXbs2NGjRw8ePLh//37MHO3cuRP53q5duzZu3FhaWkrQFcBZxdk2NzcDakYzDEAZFuFgGwOCMZaXQYlAAkWqjgkQQrdR+IIvhr9CLoutvdijhFPBOCGwMeytR/nT3NyMV6AgkQPQTeS4ssVF7TgJwoh0Oh0pPDwcpNurV69aWFhcvHjRzMzs/Pnzp06dOnbs2KFDhw4cOLB///69e/fu3r17586d27dv37hx4/3794HUo+MNmKOtrY1GowmFQiSa6A2o1Wq0jfFshPtAbwxZAyA1OFeMYMJS8H/xGOCvQSsxBgZPPDk5iVxWIBA0NTUVFBRkZ2fX1dWB0gBKHigd6EwuBbeJbi+IFohEH+0oNjb21q1b169ft7GxsbKyunLlipWVlbW1tZmZ2ZkzZ9A8PHTo0MGDByGgI0eOHD58+MCBA+h1UqlUUGtwPrW1tY2NjSBbgIauUCjApsJvkXRh4xIYK7DB8fFxYk8jBlRBBMLIB6ApcBj0ej1AXGCj6OcD+q2srCwpKWEymQB6m5qasIcADn7pWtDOJW8jILw1ghGmqEmvX79GnWJnZ3f16tXr169fvnz58uXLlpaWZmZmp0+fJszq8OHDBw8ePHTo0KFDh9atW/f8+fPa2loMiZaXl2NiDswqZJkASmDPeAxEU5geMd+JrYRwqKgAMaY6MTGB5BW0B1gfOBHrrgAADfpJREFUsUoK+1UwKII1LhAKgD409rGniEajtS2+HUa0+HYQIlshBmnVi6tGoZikhISEO3fu2Nvbg8gMrbl06dLFixfNzc3Pnj176tQpBHJIB22NgwcP3rp1Kz8/v7i4ODc3NyMjA8tRxWIxxoBRwoBMjp16qK1wW2AjwO0tPXlIBCpDUD5xEZ185P54BpRCoLYBVQHsgknYqqqqkpISLIZFk4iQC0EigayBCgJFhjmTEhISHB0db9++fe/ePUBTMCUrKyuozLlz586ePXv27NkzZ86cOnUKP9+4cePcuXNgXEZHR7948SInJ6eyspLD4aDxhI0tWOqHtA2TUUi9EXeQlYKxALAewx4I/IDgiI44VAAxFXA/sZhLJpMBlIS3BnaL9QMYocTkAX/x5QmSxVedgOaEr1jKa+3v7yclJydjPs7Jycne3v727ds3b968efPm1atXEacsLCwsLS0tLS0tLCzMzc3Pnz9vYWFx6dKlo0ePojn//Pnz58+fv3jxwt/fH0R+MOAxRU68DwS3TvyWTqejmwVDU6lU0AvwXdEhA7EHcjEajRh37Vh8IxqwHgwkgwQoFAqxy6qsrCwtLQ1r4ToX37VEzOrDsygWt9cjIViqL/39/aTU1FRnZ2dHR0cnJydojaOj4927d2/cuIFyxtra2traGk7H2tr60qVLN2/eNDc3v3z5sp2dXWJiIhbTPX/+/PLly76+vqGhoQ4ODj/99BP6rU1NTRQKpaCgoLy8HGku1Bs7eNoWX+ZAREpsXkXOClUiuLlAdrAapqWlBdwcMpmM7BF5Y0hICCaBQkJCioqK8GlofUBNCGPE1yGRAw+MMKKhoSFSenq6m5ubi4uLi4vLnTt37t+/f/fu3du3bwMAh+7Avmxtba9fv37jxg0bG5sbN25YWlrevXuXQqGAGf3q1avDhw/7+PhERETg3798+fLevXtBQUE5OTmRkZFubm7YMoV3voD4CrMnBttRRsMjgOmLBA9vF0B7EKt6amtri4qK0PbDi7mioqICAwPd3NxsbW1tbW3Dw8Pr6+sR+8SL28wlEglRhUNNDIsXsiFEzP7+/o9yAU//3r17rq6u9+/fh2Whf2Rvb48fbt26BceM4HXt2jVHR8fc3FxEu8TExEePHqE/Z2dnZ2Zm5urq6u3tfePGjRs3bjg4OFhZWWHeOCoqKjs7G5wasHFAusEwJF4Kg6U7AoEAhTWm1/HP8GqQysrKjIyM4ODgoKAgX19fLy8vPz8/d3f3ixcvnj59+vr160S+i+JburiBn1ATYvkqLlAYoS8jIyOk9PR0d3d3Nzc3Dw8PLCSB+txbcjk5OWEd0q1bt/CcGK22sbF5/vx5Q0NDd3d3ZWUl4Puffvrp0KFDmzZtOnLkiKOj44ULFywtLV1cXKysrExNTfE5tra2ERERGRkZSH+qqqrw5q/6+nqQQIHLcLlcMpmcmpqK9ZpYvZOSkpKXl5eZmRkdHR0SEnL58uXjx49fvXrV19fX3t7++PHjzs7OGMRAIYpBDGJoAGkb3Da0AxcWIGPIf3h4mIRNl56ent7e3m5ubt7e3h4eHtAaNGFdXV0fPHgAHwTR2NjY2NnZ2dnZXbly5fbt2ykpKbD5lJQUb2/vCxcu7Nq1C+iEpaWljY2Ni4sLhH7+/PnLly8D07C1tfX398daguzs7NTU1LS0tMzMzNra2pycnIiIiKSkJDqdTqVSk5KSoqKiIiMjsfTXx8cnKCgoKCjI09PTzc3t+vXr5ubmzs7OT548uXTp0vHjx1++fImkEUakWFx9DFQc5oOyDi4W6SJgU1CKR0ZGSIWFhf7+/r6+vv7+/th8hO9zdXV1d3d/+PDhw4cP3d3dXVxcnJycHB0d79275+DgAA9tb29/8+ZNJHg0Gu3x48fe3t4+Pj4Y9Fy5cuWWLVssLCx8fHzs7OwiIiLCwsJu3bp17ty58+fPnz9/3snJ6fnz5xEREVhtl5WVlZiYiJfoQUEAWWBfRHh4eFFRUVZW1vPnzzGscuvWLXNzcxzVvXv37OzsTpw4YWNjk5+fj2INOgKaFEpQoKLIaJeKBojf2NgY5qomJydJ5eXl6EwHBgb6+fmBq+Pp6QkN8vHxefToEWFcLi4u9+/fh1m5uLi4urreuXPH09MzJSWlqKjI0dERztXNzc3KymrLli1fffXV9u3bX79+HRYWVlxc3NLSkp+fHxoaev78eVNT03Pnzl29ehVTbunp6Rj3y83NpVAoXC6XSqXGxcVlZGQUFxcj8KPIKC4uTk5ODg8Pv3v37qlTp8BxvHLlyrFjx44cOeLj49PY2IjClZAC+gRarRYk6KUrQ5BhDw8Pj46Ojo+PYxxhamqKVFlZGRoaGhoa+uLFi+fPn2Pv3OPHj/38/B4/fgxiA9odHh4eDx8+dHZ2hlG4uLh4enqiwx8QEFBUVPT06dOQkBBsJYuJibl58+axY8e2bdsWHR2NCVb0KhsaGmxsbIAoHzhwwNra2tPTEwuFYDKxsbHp6emZmZmxsbHY5PDkyZOcnBy8Vge0uujo6AcPHpiZmR04cODChQvnzp07dOjQlStXYmJiOBwO8lf0alGFI+jg/QeERKAj4+PjGJhFtg2WMKmmpiY8PDw8PDwqKiosLAy/BgUFPX36NCAgAPcEtpeXl9ejR4/c3d0x+uvm5oa1Wnfv3vX09AwKCnr16lVxcXFDQwNe6ujt7e3u7n7y5Mnz58/fvn3b19cXaZ5QKExNTbW2tgau7ODgAEK0p6dnYGCgk5MTFnbFxcWlpqZ6eno6OzsnJSVVV1dnZ2eXlJRgoOvp06f29vbQlwMHDqxbt27fvn0BAQHoBeNNIaCJoPmPQhySggURosGc7NDQEJafvHnzZnZ2llRVVRUbGxsTExMdHR0eHh4REREUFBQeHo7NJM+fPw8ICHj69Onjx4/9/f1BivHz8yN+xvN4enp6eXn5+voim6BSqfHx8V5eXs+ePbt79+6FCxeuX7+O0BYbG4vUIyoqytHR0cLCwtbWFnEwODg4PT0dOYG/v39cXFxYWJivr29YWBhcMl6dmZmZGRIScv369RMnTpw5c2bXrl0bNmzYtWuXg4PDy5cvwedA1UNchCxQZwLBIQYOIJfx8XFsy3779u3CwgKpuroaSwpjYmIiIiKgLyh5QkNDg4ODCdE8efLkyZMnEArERMgFQvH29vb09AwJCcnMzExJSYFrdHd3NzMzu3DhwrVr106fPm1paRkYGIj3o2KiGKXWsWPHrly54uXldezYMRMTEwsLCzj+u3fv3r9/39PT08PDw8nJCVmVhYUF4LFt27Zt2bJl8+bN586dS0lJ4fF4IyMjxMZv4loaeoh6HdXp1NQU4VOmp6ffvHkDDjGprq4uISEhLi7u1atXsG3syIqMjHz58iU2XWKfDUqhZ8+eAdZ/9uzZ48ePfX19fXx8oEQ+Pj6IX6Ghoenp6aGhoRjRt7S0PHfuHGgS+/btu3r1alBQEFr0ISEhd+7cOX78+N69e83Nzd3d3a9du3b48GETE5Pz58+bm5ubmZmZm5tbWFhYWFicOXPmyJEjaAFu3LgRLeMdO3a4uLhkZWWp1Wr01VQqFdY5EkJBKYj5E6wK///lAguam5tbWFh4//49iclkpqSkJCYmvn79OjY2Ni4uLjo6mpAURopevnwZEREBNxQWFvbixQtoE8SEC3P1oaGhUCV8wp07d6ytrZH+7tq1y8TE5OzZs2ZmZhcvXsS4b3R0tKur66lTp3788UcTE5MLFy5cvXr1yJEjpqamp0+fRo165cqVq1evHj16FH++Z8+ePXv2mJiYHDly5MiRI5aWlnjrG9YOg8kATjhxES03GA7kAv+KC5qCtUrv3r17//49ic1mg1aPLbmJiYkYgwbdDqKJjo6OiopCchUZGYkfIiIiYGhYkBQYGIjB4BcvXqBnFh0d7eXldeXKlXv37p08efLrr7/euHHj6dOnjx8/vm/fvps3b969e/fevXvXrl3Dhhe0H/APzM3Nr127ZmlpeebMmZMnTx4+fBjBy9TUFJg8IMR9+/Y9efIErgGIwdzcHFZ5jy+5kJVAQSYmJqampmYWL0yYQChQlo9y4XK5GGXHIseMjAzM/ScmJiYkJKDSe/XqVeziFbN4RUVFQYmwni4qKio4ODg4ODg8PBwKFRwc7OPjY2VlZWNjc/To0bVr127btg0cARMTk+3bt+NRgQGampoC8QK+c+nSJUtLy0OHDgFRBn917969pqamWEO0a9eu7du3b9q0KTU1FbuQYC8IMXjryNKxNoiGsBq8PwCSwpYpQigfPnz4+eefSTweDz12vEMda3QLCgoyMjLwbu2UlJTk5OSkxev14gVvDdN7/fp1TEwMFhxGRERgnd+LFy8iIyPv37//008/nTp1CvyaPXv27Ny5E79u374drRiQkfDz3r17d+7ciQbWtm3b9uzZA3fz448/7t69e9++fXv37gX2vnHjxq1bt1ZVVS0sLAwPD2OJOeaN8TNxQToYhye0A/EYQiHM5+eff/7ll1/+9re/kXg8Hl4RjNe/ksnkoqKi8vJyTMUTr78mXsSekpKSmpqamppKCAtLx1DRQF5paWlQt5KSkqysrGfPnp0/fx77XLZu3bp161aszNmwYcOWLVv27Nnz448/gibw448/btu2bcOGDZs2bdq2bduOHTsgNYSezZs3I/qsXbt25cqV69ev37VrV1tb24cPHwwGAzEbClOaWnIRbvXNmzdQB1zv378nZEH88Ouvv/7973//f4i9Q3UkRqU7AAAAAElFTkSuQmCC
"المتأمل يصغي إلى الطبيعة، والعالم يستنطقها ويرغما على الجواب" كوفيي
مساءلة مفهوم النظرية هو التساؤل حول طبيعة التفسير العلمي؟ فالمعرفة الإنسانية ليست انعكاسا للواقع، وفق تصور ادغار موران مما يعني أنها ليست معرفة جاهزة ومعطاة بشكل مباشر (التمايز بين المعرفة العلمية والمعرفة الدينية )، فلا علم إلا بما خفي مادامت الطبيعة يروق لها إخفاء قوانينها، تصبح إذن المعرفة العلمية عملية معقدة ومستثمرة في الزمان، وهي فاعلية إنسانية منظمة وموجهة بهدف فهم الواقع واستخلاص قوانينه، أو تصحيح معارف الإنسان حول هذا الواقع، لذا تصبح الحاجة إلى النظرية لتأسيس ممارسة علمية دقيقة بعيدا عن العشوائية، مادام البحث العلمي في غياب نظرية هو بحث أعمى أكد ذلك كانت Kant على اعتبار أن النظرية تحدد الإطار التصوري والمفاهيم للدراسة العلمية قد لا نتحدث عن العلم بقدر ما نتحدث عن نظريات علمية؟ هو ما يفرض علينا التوقف لمساءلة هذا المفهوم خاصة النظرية الفيزيائية لنموذجيتها، ولأهميتها في صناعة التقدم التقني، نستحضر عبارة " انشتاين، الفيزياء، أه، حذار من الفيزياء " .
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سبحانك اللهم و بحمدك أشهد أن لا إله إلا أنت أستغفرك و أتوب إليك