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Nr2YxyBr5fttqbeCKGQLG6PcElJCYi2BJIxXDbgDbIGamcN4C0HCpYpmdn5MrMOfMwTAd40UltgoIXIxq075o0kOTfQBVfw+5kkaUyRiNRIViyfOyLsXYfhBYMVH6OCetab4H8Oq1vZXLljKLVV1BmA5MkKqsYAPkAXScjBzk96jeH5ki4ZcqZXiBubqNXTJlDPcMiBDnJckgA56nOaml0XrRHxOlaRUYcPiDmQRoHbq4VQ5HxYDJ6D8q5/w1RHxpVEcUJNg5aOMlmxzk0NM+wdzv2233brUa9iMV0k1xGs8Ml6JIL6PHOhdpAq28oO/JyNG223TOMNq6E2zqYUU0CvMByKyVygedAr6Fr7SpoClKUIM85rBWWftWKrcvMmRHoV13Z43Xp6enyqEygjB3Bq+qu4hCAQw79fnXzniOgUE8uP5r+DXiy35WeeDOVzEdwoyh/k53X6Ej6EelWFx7rY66Tj8qg8MTct6DH54/dVjXo+HzlPTxcirKkpuiuRABgdBXHfGZzezfe83cANkbDSDy/Lt5SSu3oc75rtj2/ocfsrifGPC93BGZ5Il07s4jYHRk5OV7KM9sgVrUW3SPT8NzYscpZJypJfn2KWsHPIJVh9R0P7jXhpSaxk4rZj0X/dneq8fXTAvm/4PcxDYyBt09a8E1HkueukZx37U4W+pyWOSBlR2+Jx61pnOOGNJHlYMGXxDNunL4v+iTXXvZjch7IKEC8uR0JH4icSaj6HDgf0foOZ2lqZZEjGMuwUZ7ZPX5Dr9K7D4Z8Ow2uDGG1MMMS74bONymdOrbrjbJxsayZdQssKqmX6nw56Oa8138mbBaL1Pr/dWegFKzoxt2xSlKEClKUApSlAa7ceELZtflk+8mFwx58+rnAadatryh0+Xy42wOwrzD4Rt19xWT73nDTLIumQqykrhsAEO2R0Oo5rZKU59SSFZcPSOPlqoCAEadz1znJO5JySSdzk1ri+z6zWIQrEwRXV1++mLKVOpQj6tSDO+FI33671uFKc+oNcm8I27SxTlHEkICxFZp0VFAA0qiuFAIABGN++aw3vgi0kmadojrcASaZJESQDpzEVgsg+BBz3zU3i/HmhurW3Eastw0itJr8yGOJpMcvTvkL1yOvQ1PtLt2eRXjCKrARtrDcxSgJYqB5MEkYPXGe9Ka7g0y7tTM88PEIJniEuLeKON2tjCoHLcmEajJ1yHIAIGkDqffh/wwwW5hkM4tJdAigeeTmKoBEnnRtSI+3k1HYHOMkVvLIDUXhUzvEryxiKQjzRhxIFOTtrAAb54o26BF4RwKK3i5MWtY8aQDNMxUYwAjMxZAB00kY7VW/9hbQQyW4jflSsHZTPO3nDatalnJVs7kjGe+amcM4+0t3c2xjVVgWFlcPr5gm5hBxpAXGjpv161eK4PQjbY/A0pruLNaj8G2wkjlEZ1xAhWMkhJyQcyZb705VTls+6PQYzW3hSBDsrkc0zBGlkaNZSxYuqMxAOolh2B3GDWw0qOfUHiJcCvdKVKApSlCBSlKAyz9axVmn7VhqzL+9kR6Cok8RkPoo7+vyFS6VmzYVlW2XT7ncZOLtHmNAowOleqUqxJJUiAarZgNJBG2DkHpjG4qyrk/ifxrMk09vDGAFkZVmaTIGD5jy8bkHVjJxsKM0abDPLJxgrOe8WYRzSxJ5tEjoO/usVHzO1YEsmbdzgenf9wqfDAFyerHcsd2JPUk0u2wjH+Sf2Vonq5S4jwezpfBMWJb83mfp2/sqOGnr8v76lPACcjZh0IqHw87/Q/vqxr0IJOCTPmc8pQzycXTt/ctvCvEFS6iMxCAFhrJwmSjKuT+HcjrtXb7W5RtADrlvdGRkkAscDvsCfkK/PJFWPg+ZLe9t5tIAWQBj6K+Uc/k5NZp6OPWJdk1+TNX6nLSqz9FUpSsJyKUpQClKUApSlAKVr/HOPSwXdpbiJTHcu6mUudSlI2kIEYHcDGrV9Kv0bNHwDSvFk00VwY0llCXsXKiKs/wBzdo2Q64OylGZyOn3B/SxVh4vvZLfhs8kRfVHGAHyWkVdSq8mT1ZVLNk91qwl4azTiV5S6LkxRaFGh2XQzaxu22oDpjW2c7YshGMYNTu5Qrg5hxS7sf4Q4a9uIdIeVWuEKafNbvy4mkHvuS2cEk+YZ98Z+x8Ehu14taKIyTcBo+h0S/ZotMg7g69QJ/nD1roicMjXGlFAXOkBQNOeunHT6V6h4einKoqk9SFAP5io3Pt+c2TRovhiOG+J4jNAisYFgJdApDID9pYkjONR5W/QRMOhqr4BxdEs+DxSuotpFkWViV5ZkRDyoZCdsFixwe8YBrqK2SAFdK6TnK4Gnc5O3Tckn61ibhURXTy00k506V059cYxmm4Ucra/RJeLtZqIy1vbvEIgqtIoEvNniUdfeJDDr5W/EM7R4aW0a4Sa2uVkZoShSIRBeXnUrSiNRggggFt8sw9a29bFQSQACcZOBk46ZPeltYJHnQqqCcnSoXJ9TjqaOTYolLX2gpRAUpShApSlAKUpQEiYbVHqWRUUitGePNnMGfKUpWc6FKr+K8bgttPPkEerOnIbBx1GQCM/Ctf4n7RrSMHla5m7BVKLn4s4G3yBoX49Nmy/si38uPqXnibjS2lu8zY1dI1/SkI8q/LufgDXB2Ykkk5JJJPqSck/nU/xH4ilupVeYjclURfcQdcAdz0yep2+AFaXGcdyCfyx++uG7PqPDtItNB7n5n1/0j1UHjEmEx+kf1Df91TqoOIXGt8joNh++pgrZq1M9sK9THA2CD6GrasPB+BT3Ec0kSqy2665cuqkIQx1DVjIGg9N+lQrbiaAYLfI4NeviktqPg9ZBrPL4lnXwiox4hH+l+pv3Vtfgfwq3EVkdJljSNwjZUs2SobIUEDGD69jtXcpxirbM6i2dV8A8fF3aqSfvYgI5R3yB5X+TAZ+eodq2Stc8K+DoLEl0Z3kZdLOzYGMg4CLtjI75PxrY68rJt3Pb0NUbrkUpSuCRSlKAUpSgNO8Z/wDjuF/7ef8A4Z6p/F8uuO/KnmiKEqS0jLDbEQ6joAzruCWDbDYaQWHQ7dxvw5FcSxTOZNcJJj0yMoUkYY6QcEkbHPbaq248D2zvO7CQ/aM8yPmvyixXSZBHnTrx0Yg4IBGDUqSTv86iiquWuZeH2RhKyyLHFK8EjlftKLCA6FvXLKd9s4zVr7PruN4HEQkQJPIrRSgh4XyGaLcnKjUMY2wRWW38IRIkSI8yGAkxuJWL7qEIJfIYaQBpIwABgDFW3CuFJCCEB8zM7Eklmdt2ZiepO3yAAGAAKhy4omuSon8SSrdRRaU0STywkAOzAJFJIr80EIGPL/zeCQGGSDtUOTxbcjmHlRBYb6O2YnX50leJMpvsy80EsdtsY71OPg23Dq45uUmeZPvZMI0uvmBRnyqxkYkDrn4CvZ8KRFJEJkIlmWdsyNnmqysGU/h3RTgbeUVLlEiiEPFkrzrHEsTH7RJC8Da1mSOMN/lLMM6YzpXGUweanmycV8uvFcyR3LYizBexWy5D4ZJfs/m973hz/l5fqK48FvHKyNzYrwBEadZYxa6FfUVEQJMiYZsB0DZO7DrVlxrw5ZhZprhzHG8iSuzTFI1lUxqrruArnQi569QPeOVq6FEu78RSLeLbkIiMQELq/wB8CjFuXKG0q6sAOWQSRkiqKHiszWRedY5geIcshy7bfwhylwO2jy6e3lGfjskPAoi3MDOwLrKFLlk5ioEWQZ3J0gd8Z3xnesTeEoTG0WZArTc8gSvtJzTMMb+UazqwO+M5xUKS+wojcX8TyxTKiqmj7TbwHIZmZZzGC+pSFiIMmysGLaCdgQazJ4jk+2/ZnCRqSeWGVtUqCIOZI5NWgkPlWixqAGrOK83XgyB2Zm5mWmSfaVwBMmjEigHCsQigkb4zjGamweHo1cP5jpdpEVmJVJHDK7rnfJDN1JHmOOtNyomi7U19qtvuNW8DJHLMiySEKkecyMWIA0oPMdyN8YqyBoQKUpQClKUBMrBOves9fGGa35I7o0VJ0yJSqTxxxlrKzmuFUM6BQoPu6nYICfUDOcd8VovgaK8vg1xc39zhXCiOKTlKW0hjqCADGGXYD1+uF8dTZjwSnBz7I6TxbhkVzGYpV1KfoQR0ZT2I9a0aT2WDV5bxgnoYQX/rhwP7NblAjKMCVz/OIY/mRmvZLf8AmN/Z/dXNosw58+FVjlSNFvfZJCRrW7mDruGdUZNt/dUKQPrWjr4K4gJyeTzRuNaOmkg9MaiCv1AruDR594lvgScfl0r6cAegFNxfi1maDtu+/JyuH2b3MoxLNHAD+FQZX/pYKqO3Qmvl57GpsZhuo3PpIjR/rUv+yum28mpi3YDA+v8A0q3jGw+VTF0c5ddnb3NnFo/A95w61vriSaEIbOaNkQyOWDqQOqqFIbSc79xtmuVqoAr9H+12bTwm5/lcpPo08YP6s1+cJDsflWzDzE8/Nklklukeq6t7Ar3E11AT78ccqj+YzK5/+RK5TWz+zTiv2biVu5OFduS/82Xyr/b0H6V3NXFoqR+lqUpWAtFKUoBSlKAUpWg3HG74Q3MwkTNvdPHGvLXE6rIqhG7pnVpGDnVuSQcVKVg36laRfcfuGt5ruCQf5PNKhtiikOsMpjZGb3hKwUsuCANajB6nPY8RvJLy6j5iCK3nhC+QanR4Y5JIyd9OA583Ukj3QDlQNouL2NGRHkVWkOI1LAM5AyQq9WwN9qkCtZ8Vn77hx/1w/wDCXNVq+JJvtdsgcGOae5jwAnLKQpKVKE/eFwUXU3uZYgZ60oGyeJeNrZwPcPHJIqAkiNQxAHUnJAAHrmtbv/aRFHbJdLbTSx6InlKaNMPNClUZiRqfzLkDOMjOMirP2hNnhd4f9Xk/3TWjcSs1j8NYTGDawucd2d43c/1mNSqpfGgbVx32gwW6iUQTSwB1SS4QLykZu25BcjvgYB2znIErx/xi2gs3a5tnuITjWiqCvvqELFiAvmK47/CtM8f2SxcAEae4i2wGO/mTf6nf61de1k/xNc/+z/xEVRGm18a+wfcy+0jjbW3CpGt+ZG7JGI3jU4jUvGDlwMR+VtI777eoueC8eiWz5sglijhhVn5qSagAmTucmQ/EFsn1zWte0w/xFP8AzLf/AO6GpviTjFvDw5zKFlUiOEx69I1yKpVZGG6LjzH4fOoXKS9/4JfVk+78crG1tzLSZIrqVYo5GMYIZ/cLRBiyg9d9wOoB2q+4pxeOBVZgzM7BI40AMkjkEhVBIHQEkkgAAkkAZrlPj5wJ+HB7hp5zewM5U4gjUtsFjU6V1HJUtqchG3xVtxPjCrxuzMjryWtJVhfI0c9pCJAG6BiqKv1A71010+f+CCN44v3e/wCGiSyeBhdqRKTE6uMKMa4yTqGB5T6V1KzPlrmHj/iyvfcNiTDJHdrzZARpEpC6Ys594KSSO2tfWumWEgI2IOwPXseh+W1cyvy/AldyVSlKEClKUBMpSlekUmv+POEG6sLiFRljHqQeroQ6D6lQPrXJ/AHGNIELXHIjlAbWFUnWABpDPlUyNskH3R0rvFcj8deApUle4tIzJHIxd4l3eNzuxRfxITvpG4J2BHTNnxtq0et4ZnxrdhyulLv6M2i44QAjOk84cKSrm4kZcgbEoxMeP6NbFCisobHUA9+4zXCrHgN1MwhSCZdW3mjkRFB6s2oAADr/AI13mJMAD0AH5DFZV7k6/AsLjU9zf56nzkr6ftrDeqBG+B+E1JqnvuJo8rWqbsApkI6IG3VSf0iATjsBk9VzNGGNtn2yTCD47/uq3qkur4IyxqpeRhkRrj3QcF2Y7Ig9TuegBO1WFpxFHYx+7Io1NG2NWknAcfpKSOo+RwdqhHWRM0z23S44YV/TniX8iz//AIr8/S9D8q7n7e5cWVuv6V0D1/Rhm7d+orhcvQ/Kt2H9hml1PSnavvyJB7EbEHsR8a8QnYV7q0g/UXgvjgvbKG4/Ey6ZB6Sp5ZB+YyPgRV3XC/Yn4mEFw1nI2I7kgxk9BOBjH9NQB80Ud67siZrFODUqRYnwFXNfGGKkquK8zJmu3hqPuc7uSPSlKznYrVeB+HjHJM8yxl5Lh5lKNIyjWcjKsANS9A2M/KtqpinaiSoXw9AJTMIlDsQzHfDMPdcr0LDAwxGayWvBoo5HlRAryHLsCcsdhk77nYD4DarOlRQIN/wuKUozoGaM6kJz5W6ZGOhxtn4mq9PClqGDC3jBEhlB09JDqyw/rNt08xq+pU8gr+KcHhuI+XPGsiZzpYZXPrjvUGPwraiE23ITksQTFjyZBBHl+YBq+pUUwUTeFrYw/ZzAhhB1CMjKAjptXmfwnavEsLwI0ae4jAlVz6A1f0pTBSN4Zt2t2tGhUwMMGLcLgEEYwcjBAIx0xXg+FLU25tORHyD/AKILheuc7b6s76uvxq+pSmDWH8D2TQrbm2j5SOHVMEDWBjUcHLHBxvnPes/FPCdrcRLFNAjonuLjTowMYUrgqMADA9K2ClKfqLNcm8H2jxxRNbRmOEkxxlRoUnqdHQ5+IPrVnacKjjkMqxqrlFjLAYOhMlV+QyasKUoWBSlKkgUpSgJlKUr0ikUpSgPLLmsLRHtUilcTxxl1JTohOcA7ZI7evwrkns68WQhZTdNomkmeRpCDpJbGQSPcIxjB2wBXZmUGtG8QezG3nkeaGR7eRzltIVomY9WMZ6H5EVnlglXBt0uXCm1lun3XYiR+JbWJrmZplctIqoqEM7RpGmkKB21tIcnA8xrTYfEEknEI7onRiRRjOywA+dSe40aiT8z6VsH/AHTz/wDrIj8eQ4/VzKuuFezSKNJFkkaR5I2j1gBAgcYZkXJ82/Uk7bY3Oaf0Z30PVWq0WKEnFuUmq5XtX/pzX2heLDxFlQJohictH15jEgrqbsMj8ONvU1pE1oPdBJJ/V866Jxb2WcRj1cpUnH4SrqhI9SshAU/DJ+dQbH2W8UzloEXPXVNHtv30Fq1RUkuDyKxGkjh2Bs2fnXn7I3p+yt/uPZtxNTgWwf8AlJNDj+26n9VeYvZtxRtvsoT4vNDj+w7H9VTcxtxdf9mreFONGyuo7gKCFYCQMobMZI14z7rYyQRjcemQf1YvTauMeH/YtIXV72dNGctFFqYtv7pkYDSD3wD8COtdnUY2qyK7soyuL/afaUpXRUYJY+4rHipZqPIuPlWXLjrlHcZdjximKZpmqODsYpimaZpwBimKZpmnAGKYpmmangDFMUzTNRwBimKZoTTgDFMUzTVU8AYpTNM1HAGKYpmmacA+UpSoBMpSlekUilKUApSlAKUpQClKUApSlAKUpQClKUApSlAK+GlKAitXylK859S4UpSoApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQH/9k=)
en una amistad tu te puedes encontrar a muchas influencias buenas que sena para ti y en esas amistades tienes que escoger bien para luego no termisnes mal y en malas cosas
siempre elige bien a tus amistades
en la que esa personas te puede llevar por un mal caminO
tu definicion vale caca
ResponderEliminarComo tu vida
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ResponderEliminarLe doy un 8.5
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