![Resultado de imagen para imagenes clasificaCION DE LA CIENCIA](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxIPDxANDw0PDg0NDw4QDw0PEBAQDw8NFREWGRURFhUYHTQgGBsnGxUXIT0hJikrLzouFyAzRDM4OCgtLisBCgoKDQ0NDg0NDisZFRkrLSstKysrKysrKystNystKy0rKysrKystKysrKys3KysrLSstKysrNysrLSstKysrK//AABEIAI0BZQMBIgACEQEDEQH/xAAbAAABBQEBAAAAAAAAAAAAAAACAAEDBAUGB//EADgQAAIBAwMCBQMCBQMDBQAAAAECAwAEEQUSIRMxBhQiQVEjMmEVcQckM0JSFkOBYnKRJVOhwfH/xAAVAQEBAAAAAAAAAAAAAAAAAAAAAf/EABQRAQAAAAAAAAAAAAAAAAAAAAD/2gAMAwEAAhEDEQA/APcaVKlQKlTE0DPQSU2artLQGagt7qW6qfWpxLQW809VllohJQT0qiElP1KCSlUXUpdSglpZqHfS30E1Kot9PvoJKVRhqy7zxJbRP0eqZp848vbI9zMD7bkjBKDt6mwBkZPIoNiobe7jk3dOWOTpsUfY6tscd1bB4P4NZUV9eSumy0S1g3rve6kDTmMNzsiiJAJAIyzjG4EqcFa5e28M3gt9Xs/pwjVby+nS5WTPTiliVUBUDO4soz+Cfeg7Ox1eKYTOrp0oHZGl6sTKdo5b0sdozkerB4z2xRR6zbNH1lu7dot4j6qzRmPqEAhNwON2CDj8155qPge6uupJtt7U/p1ha+VDl7e5mt7gSHqbRxHhdg4Jw5yOMVb1jw/qF01xuWJYXv8AS7m2gMkWIo4MdfJVcliVGMk8YHGKDu/1SDreV8zB5k8i36qdYjGfszu7c9qlt7uOXd05Y5OmxR9jq2xx3Vsdj+K4vRdEuLHzUa2lvdNJf3F7bXZkVG3S5/qgjdvAYrkZBB9qLwV4an067uyXEtneR28hclVkF8i7ZGKLwd+cluMkdqDuKVRF6bfQTUqiD0++gkpVEZKbqUE1KoepT9SglpVCZaAy0FjNPVXrUutQWqbNVxLRCSgmzT1EGowaAqVLNKgVKlSoFSNKmNAzVBIamY1WlNBXkaoS9SSVEaqHDUQagpxREoejElQinFFTh6qazetDa3E6Y3wwTSJuGV3pGWGR7jIqprOrLaqvoaa4mbZb2seOrPLjOB/ioHJc8Acmh0zTX6UovZBcyXWevFybVEK46EUbf2YJBJ5bkn2ADm7DxfevDp7SRwxvq0kKRStEenEDB1GfaJD1AchQCVOQ2R2zQ1D+Id1GIlECGRbjVracxwvL1Hs0LCSJd44OOQScc/Fd6+lQNCts1tCbdNuyAxr002nK7VxgYPbFMNFtvpfykH8sHEH0k+irjDhOPTn3x3qDi9S8aX8SxSxQWtxDLpi3LyxCQpFdGKaQMST/AEtsDfnPHxUkvj2ZF0mVo4+jeJZm/kEcmIWuQensbO1cFedxzhl/OOwt9Eto0eKO0t0ilj6UkaRIqPDlj02UDBX1vx29R+ab9AtOk1v5K26EhQvD0Y+mxQAISuMHAUAfsPigoeEtfkunv1n6a+U1O4sodgKlkjAI3ZPLYz2+Kr3/AIqmWSSIwDTY4yVF9qCStEwx/UQRfTK85y0q+wxzxt2ui20UhmitIIpSzuZEiRXLt9zEgZJPua0RQYNlpUd0izTX8uoxv6l2SiOzIPOBHBhXXkY3lyMDnPJ2rO1jgQRQxRwxL2jiRY0H7KowKz7rw5ayuZjbIk7d7iHdBOffmSMhjzzgnGQD7VCNIuIs+W1KXHAEd7Gt5GoHwwKSk9+WkPt8YoNzdTZrAvL+9iinaW2twI7eeRbmCcuEkSJmXfDIgO3KgcMTk9gMkczpHirUEuoYdSSGGIW+oySsiYM3l39MqZPpQq6gDuShPvig9FzS3V5Tc+OL9LPUpHMMN7pUkZaGS2cdSCcp0uGwePqgn39J7HneutZvY9Saw8xB0obKO6eZo0TAa5dCzAt9oQDIHOcn8UHb7qW6vM9Y8VanC8pVIfJ+dhjhujH2ha8kt2gIzzJlQ+fYDtzV39ekfWjb4jjS6t7qCwupIXJEsLr1QrNhXUkMdqnnYmT2wHelqbdXnKeKL0WnmzNCf/VhYbegBiMXXTL9+SV5/BFauga9PcG4uJrm3t4bS+uLeWzaMB0gTIUtIWzvJ2t2wRkY5zQdlupi9cZ4J8TT3VxeWt3GYpYRBPAjRNExtJVJAIP3FT6Sw4PtXXGgIvTdShNCaok6lIyVEaEmglMtAZKChNAZkpurQGhoiYS0YlqrmiU0VbSWrMbVSiq3FUFgVJUa1JRSpUqVAqY09NQQyGqshq3IKpzURAxoaZqX/wB1UPTiopZ0QFnkRACASzKoB+CTRCdN3T6idTG7ZuG/b/ljvj80EoqhrOqrbKvoaa4mbZb2qY6k8uM4GeFUDkseABmm1jVVtlUbGmuJ2KW1qhHUnlxnAz9qgcljwBzUei6S0bNdXLrNfzKFeRQenDFnIt4QeVjB5z3Y8n2AKfRdJaNmu7llmv5l2vIuenDFnIt4QftjBxz3YjJ9gNgUwohQOKcUwohQIUQphRCoEKLFIU4oFilinxT4ooJIwylGUMrAqysAVZT3BB7iq8+mwSEGS2hkKrsUvFGxVP8AEZHA/FXMUsUFGbS4HLM9tA7SAB2eGNi4GMBiRzjA7/FKbS4HYO9tA7gAB3ijZgo7DJGcCruKYigqS6fCy7GghZC5k2NGhXqnOXwRjdyee/ND+nQ/T/l4fokmL6SfSJOSU49PPPFXKE0RS/S4NvT8tB09/U2dKPZ1P88Yxu/PeguNKt5HMklrBJIRgyPFGzEYxgkjJ44q8aY0FdbSMP1RFGJdoTqhFD9Mdl3YzjgcfipDRVmX+uwQyeXMhkucBvKQK01xsP8AeY0yVX/qOB+eRVGgaE1Q6k0tvMXtzA7pIIYuqrzYMfG/b6UfdngMw7c/HHWekX8FtYberJcmORroy9Gc284tCsbYd8MRKc5Byc4JxQd8aE1wMo1khZRF9eO2uY9+YCHbzMO1lU4AdolkIDAgHbk1ozXOo+ct1ihuPJLJF15JvKZkhYS7yVX1KVPT7d/gc5DrDQmipjRA4psUVKgHbRotNRrQTxrVhKrxirEa1FTrR0CijopUqVKgVCWpzUb0Fe/ZjG4jIWQo4Rj2Vyp2n/zivJobeQaTLF5XU01lbK4SZ2S7cyz7wd4m5WQlgu3YxOCfYGvWJDVZzRHmmnaHINSkvns52WSHSjF6IgGnS3CP1C/rTYSG4wcp79qZPBUkbda1aS3a6i1BJYuyxXbRSpDdKRyhIYA4+QfavRzSqjzW48NySaQ1lb6UbW+6FrHKSYEjleG5jcneG9ecOwY88n3OK1JNCvP1O21ZEwerLDcW7GIMtgY1RTvDEHlOptHOXau3FEKDm9OHl7+XznqnvGK2d4f6bwDLCyUf7Trydv8Af92SQQvTiquoWMdzE0EyB4nAyMkEEHIZSOVYEAhhyCAazNOv5LeVLG8feZCRZ3pAAugBnpSY4WcAH4DAZHO5QG+KIUwpxQEKcUwohUDiiFMKIUDinFMKIUU4p8UhT0DYrF0vxVZ3UhhguOpKshjaPZIrK4QtyCOBhTz24rcFchL4L9UNxFLFFfxW1xbNdCNvXFIDtO0N3XOQc/igtN440/otcea3QxySRvIsUzqjpt3btq+kDeo3Hj1Dmp18VWhaROpIHghM8sbQTq8cIcruZSuR6gRjvx2rnL7+HDGLUrW3vBFa6oLXbFJG8pt3i2gsG3jduAx/wvfFa2o+F5JL2e8S4jVLywSynjaJmZQGYmSNg3wxGCO/P4oLieKrRp/LCZhN1zbYaGZV8yF3dLeV27tvOM9qH/Vdni8YXII0xtt5hXPQbcw5GOeVbtntWH/oWVLx9RgvES5N9LcruikePoSQiNoHTeAx9Knfwe9V7v8Ah0580Ir7Yl/p8dpcLJG0padWz5kHcMdz6f8AqNB3CzqYxLuAjZA+9vSAhGcnPbj5rFm8SI3FrE11uHpmLCCzJPb+Yfhx75jD8Y45GTk8Pi4tTZ6h07mH6IRYhLBtESrtbcH3btwJyCOMDHcnlD/D97OR5LSQXcDZPlbqCznnTJJO2WVfqe2FZ0x7k0RpSanBOxF1rUDhSQ1lpsoCAAjIlaMmY8j2KDnaQec37HV7eJOjZ2V4yAswWGxnijck+qQSyqqOT3zuJPfmoNL1S6YmOPyEzx/fbstzp11HGOApiYPnsfXkL2xxzV/9ZmQ4m0y6Qf8AuwtBcxE/A2v1O3uUAyCPjISNfzNbzypZyxzRpIYIJjHumYJleEY7ctxgnNcNpnjacPsLNcgQaa9ws0RglguJp+nOFQKCY1B3e+NpBNd4NTWS2luIeoAiSkdaCaBtyrnlJVVsfnFcFpfjiZ+hJOlv1pzo4UxRZkFvdyESjdvOOV4Xg8Zwc8BZHjO4bZN5MhugG6JaRU3tqRtzuG3OemBJz2B7Y5pv9Y3UqlTb9BhJa4eMsSUOoNDJneuMbE3/APa/fsalk8ftIsPSh6TSyaa/qYSjytzcmJkbGNko2t6ef/g1Pb/xCV+mPKuDP5UxZlXagnmeJRO2PokFDkc98DJoI5/GcyWrTm3UXJaZRYiOZ5YXQSkRynsC3TGCO+eA3Ges06560EMxXaZYo5Cn+JZQSv8AwTj/AIrj4f4gowjnKdJZbSCaOFpBhnmnljVSwQtu+l7YHq5+R1WiakLu1gu1UotzEkoQkEruGcE+9UXaYmnNCaIWaNDQVIpoLEdW46pxmrUZqKsCnplp6KVKlSoFQMtHTNQVZVqpJVyaqUtVERp6anFEPTimpxQEKg1CxjuImgmTfE4GRkggg5VlYcqwIBDDkEA1OKIUVh6bfSW0qWF45kL5FnfEAC6AGejJjhZwB+zAFhzuUdAKqajYR3MTwTIHikA3Lkggg5DKRyrAgEMOQQDWR+ozWFvdPeK9zDYxdWO8Qp1LiDn0uhIxMuOSPS2QeCSAHRiiFcjcePYI4oZ3gnEdxNHErL0nVFcL9Z2ViFQM6qecgkccitEeJla4nt4rW4nFnJFFczxqnTikfBwAW3PgEE7QcVBviiFcdN48SNLt5LC7QacE8yD5clGeMOq8Sd9p/bPGc1e1rxdHZwyzy285EBhzGnTaR98RkJUbuyorE/hGPtQdKKIVh2fiSKW9FgiuztZR3yzDaYjbu4VQDnJOT8Yx71uCinFEKEUQoHpGlmlQCaY05pjQCaE0RoTQCaE0RoTRFLUdMhuABNEHKHMcgJSWJsY3RyKQ0bc91INUGS7tuUb9QhH+25SK8UfCPxHL7DDbD/1E99o0xoKJvQ9u86o42xynpzI0bbkByrKee4/b3HFcdYeNQsEN3d6d5e1ulheGaMKUDFCzGTdgIoJVQ5IyW+Oa7uVAwKsAysCGUjIKkcgj4qk+kW5RIjawmKJSscfTTYiEglVXGAPSOO3AqjB0zxPDNMbcWrGYy3jHppEFWG3uBEZnLNycn2ycA8VmX3iy3njQQ20imeWylQv9ET28110OsDE+eCc7Xx3GR8dadFtsg+UgysjyKREgIlcgu/buSAT84oF0K1G7Fnbjeyu2IY+XVy6seO4Zmb9yT3NBy2leJ9OijightJljn6TWitHGxuetdNGrKzPkEyAn1lTgg/gWrTxrA+1kiljiMBkEbpCrsxumgABEmAd8bekZJ3D34OzceHrZldVgjh6rKztFFCC5Vy4DBlII3EtgjuSe/NVrHwjZQxCLykUoXd65o43fBlaTbnbgKHYkKAAM9qAJPEqNaWd7EjGO+ntI0VwAyrM4XkA4BH7mqNp49tpQpEN0plFr0UdIg0pnneJFXEmAd8bZyQOO9dD+lwdNIPLQ9GFleKLpp043U5VlXGFIJzkVXXQLRV2iytgu1V2iGMDar71GMdgxLD880HNad4+BjSa5gMaGIySGPBEQ/UHtg7Fm+0bQT8ZNXT41QPLH0JepujW3i2pvctamcl8vgAKM98+2M1rroNooKrZWwVozCVEMYBhL7zGRj7SxLY7ZOaOXRrZyzPaW7tIys5aJCWdVKqxJHJCkj9jigydK8eRSJb9WKVJZxbBtoj6KyTWrT8MXztCowyR3/wDNWbDxstxcW0METbZruW2laXbkbbM3CvGUYhgRgZ/f8Gro8PWhIPkbUlVVFPQjysaqVVRxwArEY+DirdhoNrEVaKztomjYMjJDGpVwmzcCBwdvpz8cUG7GalqCIVPUUqVKlQKo3NSVG1BWkzVd0q24qB6qKxWmo2oKIenFNTigIUQoRTiijFU9a01by2mtJGdY7iNo3aMqHCnvgkEZ/wCKtiiFBz2qeDLe7haCdpJENrFbISId8QjOeqh2cOcLk9vQvHFSWXhVYJXmhvbuNrhYBcqDAVuHiUKJWzH6HKjBKbe/YHmt8U4qDn7rwdBKNSWSWcrrHT667owIyibVMWEyOAPu3dv3yVx4Qin3eZmlut8TxMJlt9pJjCCUBYxh1AOCP82+eOgFEKDldN8CRW8kcsd9fB4rKOwBLW3Nokm8IT0sg/27hg4/PNaes6XJ1PP2ZVb1ECPGx2w3sAJIgl+CMnbJ3Un3UkHYFEKKp6Nqsd3H1EDIyMY5oJBtmt5x90Ui+zDI/BBBBIINaFYOsaVJ1PPWWxL5VCujkrDewD/ZlI7EZO2TGVJ91JBvaNq0d3GZI9ysjGOaCQbZredfuikX2YZ/YgggkEGg0M0s02aWaBUxpU1AxpjSNMaIY0JpzQmgY0xpE+/YD3/Fc42syX2Y9NIEOdr6qyh4B3DC3XP13BGN32DPckFaDV1nUBa2090yl0toZJmVcbmVFLEDPvgVh6b42t5mSORJbZ5yot+ojMtyCqEmNlHIBkVSe2c4zg4t3OlWltZ3QuCxt5o5De3Ezu0syEHcXcc9iQAuMdgBVZrawuoIDJkQQNCkAuJJYhuj2PH95Bf+055z2+RVEmmeLLa4C4cq5WZ2UJK4jiSd4uo7hcIC0bfdjsfjNQSeNLUmAROZevPbQnKyQ9NJ4nkjnxIo3RlYzyOKGTSdOtAxHoMMZSWNJ5XdoZZ95WRA2XUySk+oH7z7Eiq97pOl2kTzSKCtgbd3xNNNJCIVMcSlQxbYokYbe3qPFBfj8YWTAEXJJfo7E6Nx1JBKCY2RNm51IVjuAIwpPtUaeL7Vt0glzAlvDcdQRXG4xyhyjbOn9pEbc5znjHbNWfwtZD6cLxxy23SJZ5ZJZIYolcIgPVDxqA57EDBIOQcVTtfDGnLHBDJIblo41U3K3DRqI4FdV3bHCqAJmXHJ9XOeTQa2t+KYbW3t7vDSQXbRCOZQVjWORNyyyMRlFxjnHuKaLxdZnYGuFRnEZPDPEjPEZFRplBj3bFJxu+PkZtJpVvJbwwxljbQxdKLpTyAdHZs2Flb1jAxyT2B7iqsfhGyUqVtVCp08RB5OiWjjMaM0edrMEYjJGe3wMA/+p4D5cr1GjuhKyOYZ0OxIhJuCsmWBBHams/E8M08MEBMonF4OqNyiOS2KCRCrDOcyDmhn8I2jxpC8crxRJJHGrXNwQkTx7GQev7dvGKl07w1a2zpLDEyyRtcMrNNM/qn29U+pjndsXv8AFBvx1ajNUUNWos0FxDUwqCMVOKinpUqVAqFjRVFI1BFI9VZHqSVqrtVQJNNSNNRD04pqcUBCiFCKcUBinFCKIUUQohQCiFAQohQCnFQGKKgBp80B5rF1jS5OoL6zKpeooV0Y7Yb2AdoJSOxGTtk5KknuCQdjNPmiqejasl3H1EDIyMY5oJBtmt5h90Ui+zDIPwQQQSCDV7NZd5poErXsIK3Yt5I8BtsdxgExrKv921ux7jcecEivPxq9wdIluV1C7bWFtJjPZsqh4rlZULMIgvoChSB7EP7kg0HqeaavOtc1uVDZywXkpt5dQ0qKWRW3R9Bom8wpOOBwpZvYnuKka+mm1cww390bN9Oe7QLtCNcC7kGxfT9vTUADPY7vzQegUxryefX7s6OtzHdzteR6dI05GN6XxvIAismOG2mUAY7A/ANTw61fSW19ZpNOup+YfoLuhbo2yQdRXjkfAkViADuwRvI4xRHp5rO1bWIrUL1CzSynbDbxL1J5m+EQcn9zgD3IrnoNfvZ9FhvbG1W4v2iVXhmbplZVBWRgG+4hhnaSMj/gHnPDQWTq3F+2qvcyYF0I4tkirxsDLau1zEuf9sMq5OdnvQbt5MLlwNR9WNrR6Dabrh85GPNlDtkO5T6W2xjDZLbdw2g15NwqRafCMBS+Li5KYxjYuI4T8cye3HsA0zWdOiUQQTWtqvAEBC2pDcAKY3AIfsMEZ4rbByMg5HyORQY1zpkcVtcCW5kZZEBuLm7dZR00HO5CBGExnKhQuCeK5iw8C2cscjW12Sri8jYQhDbxx3cKLIkUZz0/SFYHJ5PuOK7DX7DzVpc2m8R+Zgmh6hG4JvQruxnnGfmuYj8PBhZ7byzkFm0kawbC1vO7wbWZl6hJkBBYYPALcc7qotS+CIzDcWiTyLb3MsUxBRHlWVDCeJD3B6C8EZ5PPaq93/D+KRZENxMFdbtEwqbkFzcLNJk49fqXAz2B9zzVa98BSSCcC9CmZbodTpsXczTxyL1CHG7ZsKrjHcdscxXvgVhHLuv444idQYb42CWwuJkkEqEv6XTaQG+D7e8FrUvAKOHKySOd1y8SErGFa4uElkLOFO8ApwCMexz3FbTfCDyCVnu3hlS4vtjwJ2W4mimcbmGGO5MZXgZIzkZprv8Ah87vNILxQ0r3LqTE5KmSWF0zh+SvSb45kJ4or3wRPIeL+NUFzLcgeXJcO1ykoAffkYCFeOOc47Yo6XQNIWygFsjtIqyTOGYANmSRnI4/LGtCo57pEJDyIhCtIQzKCI1+58H2Ge9LzCen6ies7V9Q9TYztHycc4og6JRTAVIgoJI1q3ElV0arMb0VYRaOgQ0dRSpUqVALVEy1MRQFaCsyVC4q8Y6jeKiM5qGrbxVH0aogohUwhoxFQQAU4qfpUulQRCiAqUR0/ToIhRCpOnT7KgjpCj2U22gQp6QWiC0DU9EFpbaAaWaPbTbaKHNMTRbaW2iAzTE1JspilBGaoajpMVwVaRCJY/6dxGzRTx9shZFwwBwMrnBxyDWkUptlBz0yXMI2yIup23/bGl4g7cqcRzDvyNhx7Nmqun6TptwG8tCkDxnDpbdWxngY84ZIyrxkg/AyD7g11WyqOo6NDcFXkT6sYIjnRjHPECckJIvqUcds4oM3VdB61hcaetxN/MRSRrLK7TPGGGApY+plHbkkkZyeaxrrw9dyJaiMWljLbn1yW8kjAkWksSuqmMBtrOrBW9l79q3NZ0mdtNu7VZmubiS3uI4JXEcUhZoyE3suF3A/3AL7ce55Oz8L30UhYRMw8zpEgLywORHDbss2MnjDEdu9Ab+F9RMMSC8ZZEE/Wb9RvCJJWtDGjKwjBVRJsfBz2J7miuvDV/Jb3cD3Eckt3BEkczXdyFhYQIrx9MJgjepbfjJ3HIFSWek6r1LR52aU209zmTfHGXje12pJLEHK4EmcqrHjJAGQKK207WCIVeaRB1LAXDB7QycCTzbx8Y2HMeARnI7Cgt6Npd8l9Lc3M0RtpEmVYI555ACZt0bbHXAO0kHB/bjgYMWianOtyUu5bXdLfIomnud0qG8DxYBH0V6QZQ6EnD9uKux6Zq0W2OGPaovZZ3k6tv8AUge9LFSuQMmE9+TnPY8nU8TWWpNdKbKR0tRFb7gptuZfNDqnEgz/AEd34ziqMG78J379RluoxI0OpRQM1xcF7dZ7mOSFBJs3MEWMjP5wOBVhvC10JJGjliiD6pcXokE0zMIpLZowNhTG5WYHvg7e/apra11jqWisG6ccsfmpTLbEy2/UlDgqOAwQxHgHOPbGGi0jSNUhisYmaVY4YStwFkgkla6EoIYs5wYmXI9yMk4yQQEF74e1NraGCGeKKREAlnN9es8k6mLEgYp2bY2Vx/d35IPeKf8A8ri5NL1MCGcq09zEdS9DS2yBFYsLcKwHGVK5PParGg6Pfm8tri8TIgGqJ1N8RIhleEwLhWJOAjD3/c96DsUq1FTJFVhEqCRKOmFPRSpUqVAqVKlQKhK0VKgjMVN0qlpUEYip+nR0qAOnTdOpKVAGyn20VKgHZS2UVKgDZQ7KlpUEeynCUdKgHbT7aelQNtpttFSoA20+2ipUA7aRWipUAbKWyjpUAbKWyjpUGR4qilNheC23+aNrOIOmcP1+mdm0+x3YriLK21KOQlhdyr5rRyOpvx0Rbt5jgMOA+Mg9/wA16dSoPOrO41Z5bRpopQsVzdLK0KhILhDafSZkZA6J1SR6hwfc4Bo7bUNZYQgwbN8mnrO7W6/RZ+r5tVXd6kTEeH5+7u3t6FSoPOIr3VItsaWk7nz0zSSOoaNrVr4jjJLA9E7gAVA9geQL3jgX7yiC2jlFsBZSLLAD1JJheJ1o2YHKKIQTjHOSM+1dzSoOY8LT3sks3nkEYDShYVhIRAszCNlmzhw0e045IIJJGQtc1pd1qkKWkItLlwJR5mSZRJmF7mbcck7sqnTPcdxwfb0ylQcVpcuoS2N8LmEi6RJVtpI1ZBOTDkFEKq6YY459+zEc1judWaS2It5A1sSY4vUsMyHTG2tcSbskm5IXae2M/mvTaVB51datqy2ymK2mlumVnP8ALJGkcgWPNu+4+vkv6lCjHG4kc7/h28vnu7mO6h/lRlreZVMagdQhYijruLbedwLKfx2rpqVAqVKlQKlSpUH/2Q==)
La ciencia tiene clasificaciones que son según, su método,
su objeto, otros por su afinidad, su complejidad y dependencia, pero cada una
de estas clasificaciones tiende a buscar los vínculos o relaciones existentes
entre las diferentes disciplinas o
formas de conocimiento, así una clasificación o división acertada implica la
presencia del objeto propio de cada ciencia y sus relaciones con otras áreas
afines, el método o requerimiento de cada ciencia para enfrentar su objeto, e
igualmente su propósito para los cuales produce el hecho de investigación.
clasificación de las ciencias. http://brd.unid.edu.mx/recursos/Metodologia_de_la_Investigacion/MI02/Clasificacion_de_las_ciencias.pdf?603f00
1 comentario:
Muy buena la información sobre la clasificación de la ciencia y el diagrama.
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