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Author Question: FMlmPqJ3kmcyXROhdhQ5IWkYLgOnrhjMda+W4dtnzbinU+O4q7lM9HWFctp+SM388S8COnqfmJ6JCEeNCdEmZBqpoAH5OLHKnrkPvBCrpkng3r7aY8pZNTY7m2sEyGrvQnZjLLkxDlDQCDuuJg7uRKrFk/GK6/vwbqPjuKhm5bAMVy9A/JAghblrJoDzviigu5HP6eVs94CoDsjfw+iLHSWtEovvpv8nXDsqIPrF0/EqmUz8da6Pfh/b+zC7dfO (Read 32 times)

Medesa

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fMlmPqJ3kmcyXROhdhQ 5IWkYLgOnrhjMda+W4dtnzbinU+O4q7lM9HWFctp+SM388S8COnqfmJ6JCEeNCdEmZBqpoAH5OLHKnrkPvBCrpkng3r7aY8pZNTY7m2sEyGrvQnZjLLkxDlDQCDuuJg7uRKrFk/GK6/vwbqPjuKhm5bAMVy9A/JAghblrJoDzviigu5HP6eVs94CoDsjfw+iLHSWtEovvpv8nXDsqIPrF0/EqmUz8da6Pfh/b+zC7dfOgqH3lCo+XKCj/3WzhpQA9GkTIgatxVaTD1bNKRHkizlHgHSqRz+yU5S3Vwsr5uygmdtcpBCwAhbvkq8NAAAdE0lEQVRWXzsXCAEf7jyJk2cuIKDjyeX3M+xW0VlqhkdAcvs8OHcPAVM5sKUJaQXwxN1XAhUBvPPxMXy05xjKw8Hi9PPw+UI3CU4uLX0SD7qdrHV00ZsLz1LPSF4PvsII9ImAjl5K1nQSSG1TzlwW/X1B+iyQT44sBJRAPBrB8sVTMGrSaDQ1tGJL/WmMCtIGa0nV18hqQx+18SxvJND+REkfN6V7Sm9Im/BXykJ26RZb1PfR/iyGi1gkipuXTsc1S2sgz3fhl+t3w6Qosomo38WEUTdfSEOs0+y5LM3FJEBF0dbM+UtRwDT8jVSIOQozJozG9QsmA53t2LSjAQDt3cJ6afifT3HXwJUKFUETX71zEVAq8IfNh7H1cAtCJQakvxt3cUPUZ+vTJB6spftEj0/mLwL8zsqbZyeFiQpDYtWVs4BwEB/sOoXzzR0w0tReedNQrmheItARdXDPilm4YuEkRJpa8NwfdiBglQK0v0s2LFp5iUrqSvfZdT2acblmpvP8xxgMqQxo32bPwdkT5cvlMrWI977qRY0UBs2wd8+ys1yP1L4taOcWF1FHYVntFJSNqkDDiTPYcfIsSgI0l56f/dGTSqp9dt5NNHVjJLZnz1dM8rXe0gWqRoXxp3fUgkLr/m5TPepIPq1QUekYT5jT+7dP4nF50kyV/eU58hlGYDAIZC6JmecwmHpzmkEioAQMGULEVpg1owJz50yFvGBj265GBGlLVj4YgWFHQKGjy8b9Ny7BjPkT0XLyPH771qcoDwZpr5Fhr91IrECaxGMkVp3rxAgMBgFWBINBbbjSaKuUcmFLiapQENcuHA8IFx/uOY0u187P1bTDBSaXmwMElOYWtmNhRlUQj6yer8NP/Oub9Tja1I5Q0N88jgc8PcFPSTz0qhitp1lZ9wSNvw81AiSmblZGD3qzOeWvxB/qdnB5A0XAWyLq6CCGQpm4bl41EBbYeewsTjV3IWiZ0CtE0ljCN9Cyh+J+b3VLhiX1UM8pFXqGxXDyvhCgaWAKsikRi8XxxVXzUDVzHM4cbsYL7+1DRciE0lNgAb1KtK8cCuWcDntAsqj3wUpNtJIHENNoJObD6TsTkEKRj7xqh6dTSZ3SmlrPJyOzBiRCplNuLNOZQTlEqSkKIj2qmGNj4axpqBhXiebT53DgeDOmV9cgakc1+cjKS3xI2pR4WWWzLMJI40R5U8Zez8lmEZxXKgQcdDoG5kwZj0dW1eLH/7IZz6zfgS/dMR+lJSZcm0LZZ0eDparFcF7rJh66EqmJBxPk4XxSXDYjwAikjUDclphSXYa5UyuBLomdh5pgkZNwnlo70m4435gHCBDRU7BjLh67fRHKp5XhQN0ZvPzHY6gIB0BB1mXqd3EetDF7VWTikT0sOaccIZDdsZunIHJUVc42hwiQ3i4PG1hyxQQgrrD7UBMcl6ZhaO+d/Dn8uvqf/D7Kn2fXX01pumX+7Co8cNNcIG7j2dc+RXu7g4BhAqKfCYb+Mi+g630iQR2BOgV1Z/rP0Ju+MEcpoOeeN02hnTZp8YJewKDnDn11PfAm6L2zlAFhSP2yIq8wHi0PHMfhTGEaFmqnlwFBA/tPtqItEkPYLAUcB46RHxvGUTRemufz/svOrAh1DYqnRnl6LGzw/WQ4n2++l+1SAFnXxVfuuBLPb6jHjl3HsXHbETx44xyc7yRfkEJ+Lp4+Jb7Qn9d3n8Tj8odPGfp05PKrfIYRyBUCWuyylDl1eT0Prr/4SrqQFUGWgBtB2di2i7nTJwPlATScbsGZCzHMmlCCqCsTL/MRVNkkVSFyoLIcWEqTGO3noYU8O2wmSf35dHIEpKEQiwhcs2AsVl83B6+t/RQ/f30H7lk+FwHTARGTBDNMnkkeX0nXesdmjDx+yFz1gSGgqbPmGYZnni/o0cfAsMmXux3HxdTq0agcU4rOtiiON7UgZAnoDTLypRFZrqcW6QR/1haPLOfP2aWPgCUNuIjBNEP4xt0LYYwOYvP2E3h31wmUloahCn5tS3pYJSUepKSVoaBXAvGgMD00+a7sI6Ctdr75mAMQZx/g/MrRhUTlqBJMnVgOtEdx7OwFCCuQWDGQ7nhr+NvcbXnLQlU0odb71iTmW7KQJ2cxOAS8wY2B9oiLG66cjpuXzYC8EMUv3tgGRymY5LogC5UeetPi2qLTT1fsZ6rFT02f/vfBPRBOxQiMHAR8eWaZHjnPJL2aONJFZXkIk8ePwS77CE41teuF1qTQiZTkz0GjuSyP6GheUos0y/VwyYFKuCRI6SAYLMHj9yzF2388iPVbjmPH/lNYOXssmmNmYqqt0J5T+vKc1OJx6YNLP8NL0/EvRmAkIuArfZbrkfh0UtfJQJlhY2JlBWBZONXUAVLyniJLU52lLmAIrrLcDQHIw1SE/2wFuiI27rp2BpYumYrY6Wb84o09QNCCNCUMlU8kOftQJrV4aNVMKwBobYuQ+jPrDD377eEcCw4BCvjl+WR48pfZKEFBQihDmzxpeMhzrvklMBQLwZEWZowr1UudTrZE4TqODjBnaPrhK/6R265u59Is+hjpPkL9hFZqaUvKyMdh5D6h7NTMdV2MLSvBV9csxV9uP4qX3qnHXzxwFWonV6EdcRgyX4hyeniQpvalr78ZkqTEg4rSmSSm11mM0wOf78ouAn6c0ezJn989sltPzm1oEDBJEIwAxo8m4gGca+uC49KCFnrpDk0dMi2FmpD9vcMoV+9PbwuQaSU5feYICAOdEYX7V8zB/6qdgsOfnMCzG/bjH76xAp1xjybnicimj0WaDSosypU+PHxn0SKQZs8oWnxGeMPJRC0lxlRU6C3IIzEHXdE4hJlyDDXCG8XVK0gEJBB3bUwZXYo/XX2lJsrPbdiNutPtKA2Qn0fxHpf0VjJDg8w/hrczBm1uo0cY2iR40YhSvHBxy4caAT3RIhSkIUCOW92dVQdh6r823v30r4ChDChYWr6FlJDCzJtRcv8tLY47aGqMlFZpmQACJuKxOOyYA7NMwNVBufIBh0RQRpog6jHdMhiLjU5DPqWG4QXZo0h7fiCxfICiQOtIGofenVK66Ii5+MKqhfjZi9vRcPg0/m3jPnz3SysQdQrNz4OmxL0pEtpfKdVxCfGQkDBheNtxKRcBYSGoFGxhQWhnmG61nypPvsYIZA0BJSyE9AvFREDGL0bES9NWTXQZFLJUAA4UTNeAZRiQwoFAAKaSF8lM1mrNGeUKAZeenTJQalna8tEZtRFVJkwTsOz8CJ2uSYISkMJFULoQ0tVwUe3T5NMJmRYg7xYoFyb1E0PAVSYML0pVrh4B55suAgKwTBPKVZhTXY4vranFkz9qwq9e3oov37oYkypLEbO9Z59uliP5PtLVAQBBSERdLZm6uop2A+9FRC4hHjTrRIJPHrfSdfDcu3/EO5+UwiVBTk1gRjIeXLc8RoCoLg3imjujKDUMBDThkFCGtmH03zK9wlDTD4TDBj45ehT/8zevAUQ4tCNe/1nwHSMHAYoMaQaCaGyKonycBTNk4NevvIuqUoEueomPnKomr0kiwqgrJY6dbUYoEPLulRJC7+mRPKl/xQu7DgQCCl3xGH669g2UB4mUBaBUnuDgN6aAP30bbTBgoLU1DrPSRJdt4x9/+xqqx5bCcQpnME9WDtMQOHr6LG5YMDvlUxWK6Ih/kHWDRoVKYu+JMzh5phmmaenf7mDsgH6+/MkIDBIBIsqSyIZUmDSuEgunTYIyHLItwxBm/7nSKggiL8pGc1sUu4+dhO3SKi0ynvhqof9s+I6RgYBBlgIDoAiRgTBZZ0Nwo52QypuO68+bfmS0wqsFrdApC4awaNY0jCoJahkXhmbU/VZTG6ANCdeOY9fhszjf1arTGMrSlpR+M+AbhggBnwrTJK8F23FRWlaCmN0FVztFD1E1hqgYPTUOA3OmVGN6dRX6snZQVS4lHt1hwjzP/yGqKxfDCAwQAeLKfodOL2myDpBear6LEWAEGAFGIFsIXEY8spUx58MIMAKMACPACDACjEBvBHg5bW9E+DcjwAgwAowAI8AI5AwBJh45g5YzZgQYAUaAEWAEGIHeCDDx6I0I/2YEGAFGgBFgBBiBnCHAxCNn0HLGjAAjwAgwAowAI9AbASYevRHh34wAI8AIMAKMACOQMwSYeOQMWs6YEWAEGAFGgBFgBHojwMSjNyL8mxFgBBgBRoARYARyhgATj5xByxkzAowAI8AIMAKMQG8EmHj0RoR/MwKMACPACDACjEDOEGDikTNoOWNGgBFgBBgBRoAR6I0AE4/eiPBvRoARYAQYAUaAEcgZAkw8cgYtZ8wIMAKMACPACDACvRFg4tEbEf7NCDACjAAjwAgwAjlDgIlHzqDljBkBRoARYAQYAUagNwJMPHojwr8ZAUaAEWAEGAFGIGcIMPHIGbScMSPACDACjAAjwAj0RoCJR29E+DcjwAgwAowAI8AI5AyBLBMPBfovo0NB56HzyTCrjOrBiRmBBAJaqjOURQWp/8u0e/BDYQSygYCnqSUp2wwOBaWkp/MzyieDKnDSvEQgu8RDAQIiAcQgJZGSKwElKf0g88jLR8GVHqkIkEwLX6wHKZOUhyQlzWI9Uh9zcdVLkUQapLAzODw9HVduQl9nkBUnLSoErKy2VgicaDuMtXWvoy12AaYI9K+mhdCsmeohTGDl9FVYOXUFIAVcoWBm1jOy2jzOrDgRcGQEb9a9gZ0X9hInhgUTURVD3InDEmFYoSCCDqCk1NdJpbtCAoLMdwLTKmfgvrmfQ4VRAmnQeYOlujhFacS0moj0nsbteO3I24ghgpAMwGPFyatIachuR/+HgmHcMW8NFo6eB0spKFNCwEyemK8wAj0QyCrxiDgR/OSDn+L981sQtsoQIEseKd+Uh4I2bgjAkS4+Pr4dVbf9FywYt5ioSMqUfJERGAoEXq1fj/+77ccwQhKmDBInxhhjHGZXz0Bz+2HsPXkKIZMUt2d2Jqkl0kwWDgMG7EMuIvEovv6ZJwCZ6ShzKFrMZRQ6Ao0dp/DD9/8RJ6ONCFkWBFmZE2Y9Is40FaNVNw0M6XvC/izhQkgBx3Ww99whPHn7f0ZVaCKIdvDBCKSLQFaJx9muszjYfhSV4TEIqxCIAJPQ9neQoGu2bQm0xltx4MwhTTwMsktftHH3lw1fZwRygsDupj0wAhZGm+VQhoTjmPizld/DDVPm4oP9z+DJbc8gZJTBEt7MOVWiWw0rIBqKYP+5OtjSRsAIJlR49x05qTNnyghcjoAi2qDtEgfPH8a5+AVUhSthatJxcWKbpmBs4dBEDIKuCdcg9azn0bVck+RKpXCmswGnWs6gauJEb9rm8gL5DCPQJwJZJR5UgmkKkJVZE46Eo2ifJfc46ZMTEm6DJldEdl1PehTFXxmBASNgCsBQnrIlShGHjRjNuQCwggFIukgST3PdCcrRk26TRc9kmR4w7pwg+wj4cklTJqae5iYycqk7nSEcCMez2kVUHAHQlLlW5t3DSCkoPU2Es67O/lMq/ByzTjx6jPUgEtYK8nyOu3E9leKTDENYCFshGL0sGvSTx4KFL3j51EKS4+4/aUCKGFrtVt0EVzrojHXAtQKwhETQCiNgBC7R5J6Is1Tn0zMv9LqSl1G3TPfQuFI6aHEjqAxOQIURQrt7Fu12FCVWWOtqbfnQFj1W1IUuI7lsXwri4Y3iNMXVzDh1NUiIiWDoKRNleENEckVyXUQUMLNyARZV12JqWTWk7ML+kzvx0bmdcEhhU7oEcxaUlv68MeRF+1/q4vlqwSLgUVWajiMZy/TwFWe/+VBReqavV5mCxodkAvFyCJhVuGf2o1gyYRba2s9g09G30Bg9BytUqufN6S6qu6Goq3l5pV2HfivJN+QjAr7VgQSMJCJjCy85d6YDhFAwyFKXkO2eSagmSsVgG2V4eM7XcOvsZaguGY3G9uN468Br2HDsbThG8BJnf5P8lbTu1nMv2rG6Z578vbgQ8HzpE7yBBmu+kuwDhqTEwxNkbxlhWkJ9Ua3qb1IqOEqiNDAaX17673D3jGtgGheV+Gfnr8GzH/8Yvz3wFoxQCcjZnzpi3IzBMeO6quTwlNDVfVSdTxULAj1f1NkgH2nj5osrKXaa49b/a8N0t1heOe12LKshC4d33DBzOf7uw+/jcFsrQlZQpyGzdMyKQsIBENBEJN0+5efLn4WDAIkVTcrRDB25bia8OAfVQJJL7SOXBvXQdyb85jT38OWaaiFsOG4Qjy//czw4c4XWxW1dnaipmoM186/DB0c2ooPSJnQ4UR3XlHCs7jdFWv58g2okJ8oLBMihXssVMQA9aEte7aTEwxNmL6HWv/qf5BnRFWLuUkrPH5Rk1JDocl1MHjUNyo3hzbo3saf1IK694nO4vroGt8+6CeuPvI0OSaV5AhxwAwgpcsCjVYdpFJq6Snw17xG4uEhPv/wzFInBEBc/DSnb7uITzMFQNjbtewUnohbuXbgGkyrn4YnFf4L/9t6PtAMepaVVACEniCASBEWPBvL+wXADMkBAK14aWJEc0V+3YA00U29w1lNfJ8tBF5Eox6LYBfqgExIRJ4ra6rvxAJEO6eA3n/4dXjq4HStq7sSFCzvRLFwIy0BAL0H0UloygIAMdWfj9xPvBP9bbAh4EpWQaTIk+CLWBxBJicepjgZsPfUhaOpDC1Q/Zm7TsHC+65xnXhYChkEvDIGo045/3vJfMcqWON7egPMqhg5jgiYeQgQQpEA2eg7dq51lmth7ZieClkKnimhn0z7qzaeKAAHSxyZZGYQD5Rq4ruYmjAtPGHTLaXnr28fWoyPeph3jUmVE6piUuQkTTZ2NCJohT04TTqX+m2LXiY14cus/oU0GYIXH4uH5KzG/+mrUlI3CwWgEIWHBMi20xs7jD/UvQ1peELFUZshU9eJr+Y+A0JYGG64SmFU1F4urrxp0o0gt15+pw+4LnyCoV0z1nZXHbRRMSfIosK/lgPZF8nzsJKQwsGTqtdo4fqGtHhvrt6ATDjbtXwsRgPZd0lZpvbyWZhpNKBHHR8ffQkPHbthKQqgUb5q+q8VnCwgBWoUqpYtyqwLXzbwRYVQkbV1S4uG6NqKdbbCMgDYz+2u8k+VkGSbi0S4YBk1+k880macFqIBoRxzXX3ErvllzA2aER8GyEiyZVgp4cyzd2RqKgjNF0RWNwnVsxEVnJsOB7nz5S34iYMJAPBCFZYdh0bq+DI94pAPRGBGPpKKvS9BkGAKWtuJ50yuXFJ2ITxNxOiCsEoyWQEPLUQArYQXDGBUqh4yQ7HqHUg7a4h0IxU24iqZc+ChWBGgwR7azOOIwYgkTxADB0FMsicGgr6ulmdCrSfIS5ONBlMGwEIt1+dxZ+9cZ0sKYsrBO2RpvQStiKMEoHbvGt593c259F+l3EzEnimiXC9eNphGzKUnF+HRBIEAxjqJGBJYK9UtCk2rfqaNm4sElT6QdRoNGhkfaDmNDw3ue6dCVkIYNBKvwV8u/h+snz9aEZG/TbpjWWMwbW94NNnUiz+KoEEMMCycuxb1zH/RCTFOYPD6KGAGlFRqNpkhpZnIYwsDqeZ9L2LbTyYksHgb2tDTgYMsRBAzqLiSpFw9DePWis1KTbu8Wmr/XbiEKsJWNipIxuK/2Cygxwl70x4tZ8LeiRMDTeTRdMdjDJx/zJi7C3Am1aWRDQcHIGm1h87HNeK9hK6hPEPXR05gJ0aZBpvfnnSdLIS2d9WrsFUPnaBywfPYqXDn2am/PFoqjwEfRIkCxXZRB0cYtmIkFIsnASEo8aMRnmaTo02XkAqZpdkfdJctHLA4smnqVRzpkB37xwQ/xi4MbcOPsb+Jvb/yKFnYS1Z5TLeQabbkhXSydJ5MeH8WMgJ5r0QLt+VikK499Y2b65KDvy32cFZ5y1tOBIrFS5aKvB402bTcCqQIo0fY9oiY0Zx5PpPOIiCVDCKNE+y11z4X2URqfKnwE6P3u+2SQovYkemByTbpRD9i0vyf5eaSjJ72+RAUSkaBPrXsTjoCdXTEN/uhgKUZJgZN2K0KhEoREAA4cbSmhaSI6vHQuQq5FOwAkfPTSqUPhP99ibaHe3iRBXr3VIskHikmJh5bKtElHAmrtr0ErrJQWRikUSowqfVHBwcHWI4AqwRWV0/U5PdcpHSiayNdlJbqjXrKYGFz241tSrA+5eNrtq2VfVWfa8oEpeCqNHKb9Q/tm0J4ViZHqlDHzMbtiMs66o7G85jp9W1PzQRzvupCI50GSTbE/FFxhw0CQ1jMMtGf5xfNnASBwuQRefiadZtLL3zv8z/5TOTSgBOD0sCRTapoK3H76I3x+7rWoHD0PDy5+GOsOfYjrFzyI2UHgxx/9GO2uREBbQ/xyiGJ7ZMOT6fTr4efAnwWGQLcIdH/ps4EpiEef96d/UhkwhUJT/ACiAMLGGHxz2V/ijmgnbppxo86numoBVk1egRdPfAzLKvGmW3zGlH5JfGehI5Bahoeg9d5yWhrsOXA1eSgPevPhM6qvwj/c+VO02jYmlFcBysXLB15Bsy1RSqtpE/MtPc3Uw96cIUCMi0gPgWzR6fRK63FXYiktySftKFRqBnHg1Ea8fGQJPjfzJtyz8HH9Rylk7BgmllThfOdZWEbQm0IkbX2Jrmap7oEuf+1naJV14uErWBrhBYMhnDy3G7/c+hweWvBZ1Ey4CjVQ2HZkA9rMatw0dQ5apK0j4vns3SPxl0g0P0RGYFgR0PY4PdVCytZAUJYhHm9GQ8sh1LccQm3lckweVYXmjpN4Ze+/4rVjW1FCAcT8WnePTP0T/MkIDC8CtHmnni7R8yQSyjQg4gae++hHaGzah4WTFqEqVIEzrQ1449CrONh1FmYwSAFIvHQXpXt4G8Kl5yUCWSUe3pwjzVmS1zYgXAtBSKyv+y0+Of4+xleOhRvtwNHmA0BwLNbVjcGh5kMI0SoX2qdFCB1kyU7MI7Js56VMFVylSZYp4JPeWFYpBKxOPPvxP+M56aBD2qgMv4gJ5aPR1n4OjbFGvTOzRzo8Zz5S8rSSRS9d1B2j4CDiBuUDAioRE0cAQWlB6tVVtK+sgCHJ6dQE7T77+uHfY/2R12AZFmzH1u4j4UAYhi0gTVf7OZEfqQs3kQetY0wZtiEf0OE6DiECWSUeVWVVmBSehD2tdahAORzThUOBZ4LA0eh+HDzh6iBjFBMB9ilsO3ccISsMU0a1iwdttRxQ5aipqvHMeN1DxiFEhItiBHohMKtyNjYd2oioAZhuCHGKrKtowbgXr6YpdhgnIq52vguYATgqojWxkmTEBqLxOGZVzISpl6Z73ky9iuCfjMDQIED+SqaByWOmokxU4LxzDiWogKQNDv3QBqapV2LRaizQpp9CoMPu8laXuURUDDiOg8mhKZhYMSnhjEfVZ4U9NA8x/0sRSk9CZ68he8/swfN1z6Mj1gIL3uqU1LnTPhakx6lDACtrbsU9V9wFg9a605YvqRPzVUYg5wi02x347Y7nUNeyE7S5odARSMl0kfwgo50X6sPF5DHT8NjixzG2ZBxsKO2glzwlX2EEcoSAFtmLsaw3HduEdQdeQ1TEEJDB9GgDCbYEAoEA7l1wH5ZPWgEXNij+khjwirEctZOzHfEIZJd49DAjO2TG6/E7FRJ6TxalYJoJA4yWba+DMPFIhRxfG0oEaMND2nclreA2JPsJHU8Bm+hQroI0E+buoaw4l8UIaAH0/vECgV10ayVLc7ojvMt0tQu4pgOTopayLxPLWZoIZJd4pFko38YIMAKMACPACDACxYkAGxSK87lzqxkBRoARYAQYgWFBgInHsMDOhTICjAAjwAgwAsWJABOP4nzu3GpGgBFgBBgBRmBYEGDiMSywc6GMACPACDACjEBxIsDEozifO7eaEWAEGAFGgBEYFgSYeAwL7FwoI8AIMAKMACNQnAj8fypTNdJmWf9cAAAAAElFTkSuQmCC />
  1.Path (a)
  2.Path (b)
  3.Path (c)"

Question 2

If beam 1 is the incoming beam in the figure below, which of the other four beams are due to refraction?
 



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Marked as best answer by a Subject Expert

Mochi

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Medesa

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Reply 2 on: Jul 28, 2018
Thanks for the timely response, appreciate it


epscape

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Reply 3 on: Yesterday
:D TYSM

 

Did you know?

Always store hazardous household chemicals in their original containers out of reach of children. These include bleach, paint, strippers and products containing turpentine, garden chemicals, oven cleaners, fondue fuels, nail polish, and nail polish remover.

Did you know?

It is important to read food labels and choose foods with low cholesterol and saturated trans fat. You should limit saturated fat to no higher than 6% of daily calories.

Did you know?

Many people have small pouches in their colons that bulge outward through weak spots. Each pouch is called a diverticulum. About 10% of Americans older than age 40 years have diverticulosis, which, when the pouches become infected or inflamed, is called diverticulitis. The main cause of diverticular disease is a low-fiber diet.

Did you know?

Sperm cells are so tiny that 400 to 500 million (400,000,000–500,000,000) of them fit onto 1 tsp.

Did you know?

The modern decimal position system was the invention of the Hindus (around 800 AD), involving the placing of numerals to indicate their value (units, tens, hundreds, and so on).

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