This topic contains a solution. Click here to go to the answer

Author Question: BMtvel79AIZk6NZz4ejzgRSjZiHgRiu0pWbKUlCl3mwwePsZEBDvEcNAECdielasolHNbzlkaYyxZmvLcwUa4de5kbI8KUauuZ3dGVBNhfWeUOwfjbU8kQC2KTM72qL1jGZXIFv5w2it2B/6whNey1bv2OZYtc6ntgNQFp6GWr1Beli5dKkULFY6JCLZ93po3rxQrXsoK6hERFFg6/qw2Ier545fl4Q/1LfH8cdxJzB+Ckhh/oi2e8IalV7Lmnj (Read 78 times)

cabate

  • Hero Member
  • *****
  • Posts: 537
BMtvel79AIZk6NZz4ej zgRSjZiHgRiu0pWbKUl Cl3mwwePsZEBDvEcNAE CdielasolHNbzlkaYyx ZmvLcwUa4de5kbI8KUa uuZ3dGVBNhfWeUOwfjb U8kQC2KTM72qL1jGZXI Fv5w2it2B/6whNey1bv2OZYtc6ntgNQFp6GWr1Beli5dKkULFY6JCLZ93po3rxQrXsoK6hERFFg6/qw2Ier545fl4Q/1LfH8cdxJzB+Ckhh/oi2e8IalV7Lmnjvx/GEXWLK+S/ljWSy1gdZYyvjjfBfZE1ob5M2bz4rY0wMOKyIAxWvnnntuooiAn4iK3LnzyP1Vq8uIMZP0gy2R2ToYsdS0DgjpRZSdX9qgSRRiwgSFOgUUGF8il6WJrHjugO3ndVs8E/pE+Ekef3F/UpSxSnodBL58oldUZGwSWyHlGn1vGgmoA8BpffBRW3MCkydPNocXkPogzUbDMrIRvq7GO4MSJUuqmCgjvfoOsIlMRoIlJrgTm8xqfFHitrShDh1R6LlDZMDYx7hDRKh8YNImFRGu9iExf5wD2GdRhcteJdRAwB34ihFhEi/VCIX3BbeJIocMG6NOrIK0bv1e9EkDUhvMyQEDBlgfhngRCofY+pk9Rw5LS4+fPNO4Y7ZHDazZHquvWZ/I9sAdbEPM9nzvarTgjdVpcant4fC1BBHhtniyPAZncBL+clvIE6ro4Q/Ohp08m7c5/ti2UH0PbicYtseJZc7aIIrs1at39GkDUhsUdw8cONBOZS2UL39MRFSvXl2KFS0ql11+uTRu+oJMnDpHOIod/viMhOePE6IJ/HG+C0G6K2Fp7HD8QUR07mJ2hmA8njtmfyL+eN/l+bMV+xPxx4op1Qb6Qlx8F/zp0qOvFCxcVEaOHBV92rTH74oIvnjWJa+//vpEjoCf1ErkyJFTVdGLMmUmyxrqDPTCWTOZbeteNBj0aOCLwUgjJlhq8OljUo1ElnapsPhRCeBERCGZNnWaHLS0Dw4D0ZFwcX8ea+qNCUwnS3U4vJYvhoMMvjEQ4oF9/b36DbIeAWyrCji+YG2btDSFcvHZCKLLAgUKyt33VJHvRo23TnKuPoIGTk5IxNfXeCEBfyhYQzDSEwL+WJoxuugTguH3WzzZbkUk6QRHYu7s0cfGJq8aCN8MBu7wukxg3gOFnyY+9aK7INv7HnjwQX3d3dGnDDgeQIRSU0OBpbc5/meZSEi0fKu1ZSOwO0T4GFscAYbX257Yjh+4o84AJ0APAJeiVj4QzHCpoIQrSUUEhn8fRZlxF/dnaY0dPNgfHAz2jegR8Yn4ZRmDYkrOaXAOYLkVFBcvUUrqN2hoji7g+AARSoE1foSxjM9EkOEqXaaMbetnWczzB/+An7ClMRV+zP+16xK6WZrt2eZEBNxJlj8xEeH6RGB3CGAS84fld8cfC34T8WdLAn/09ZetjJZRI/szZMRYKX/7nVaMm57wuyICjBkzRq655horVGECx0/msiowChctJq++0cpS0wzGXB0MnIEVWkaDgSPAwVNtSsEcDt+nGLnYScGEpKjkwMEfzfh7EWFV82rwvehwl95XH8NzbNX7MsiWeVDjzxoSr2nbYVRA4ASIIhmIgUNHyu133CVNmjYNxXAnAFRK4whoHhTvCLiIKLNmyy4PPVJTnfNUE6GOOxpRqpBYusI1gmFCMbEYX+OOXpZijLhj/FEx4Fod708iIrbrJP7B/h/PH7hDF0Jf+0Da2xcxIT5xQH4nz7yFGkHOd6flPf1sQylYqJDMmzs3+oQBxxPUK3EgF6cIx3OHi90aRYuXlHZfdbJshAtglpsj8CKUsYxxh26WZCT0QoQaJ+J4gVNgfdtHkr7ZFI7Aiw5/GYd2afCi/OH5sGvWzE5Fi6WgzQE4/pCGphB3zMRp8tCjNaVQ4UKybl3Y0nkiwIFcyYkI+EPzxHLlK0i3Xv0sgEGEev7gN3wmPVn+RDbnEP786Pjjt3hagKP8iedObOlU+YP9ifFHg5d4/hCEI0DxXXMWLLdi0Aeq1rAGeVu3pn0xZTz+UESQzqtbt65ceOGFdh5CfER5xx1RNzmNKtu276CO2lWvzyEqiJvMPjWEUsdgUzRCwaVLETEwTuEhCqxNqBp/tuaw5swXb/+jq2Xscu2ynXjw6t8tXSBc3AC4DIQrhlthnTaLFC1ubVF5/oATA9LSV111VbIilCxXtuzZ5dHHa2uUNi3GH6I2FDiGePXaSEhEa9ybNvs+JBF/dBLCBRoFYezjRQTjzCQ2fsXxh/vzHKh/uBPLXK1CPKwx3vL6Tnwut0ruFi+/JvnyFbDdQwEnBhh+iuEIYuLrsrjIjBYoWNDO9Gn/VZdYka6PKL0jcNksWvITxMAf0tNOiDoOObvDWvQ+FZzs4okXERj82H2iK54/2DSe3wKXlesi8eD4g+2Byxz0Rvo8b/4CMiXU0ZwwJCci/I6fChXKy80332LHxH8z8DsTeggJ448GnvH8wfa4ZnbuitmcQ/hD9iNBRNBsjM678dzBl/EYW3KP5w8dUeP4E9tJqNc4FRA1Hn7cAi+KjtMb/lBEgOXLl1srUYosk65vk5qm4r5sufK2Y2NqlJEgssQIo6ZsjTtKLzIoOAUmNV+iv2yAtmxTR7DPjL8XEQwCqWY/gP4y8WDqf5M5ACYx61lspfIdBSEEe7JdBqKSqs8ismTJkuhTBZwIsAe+QYMGtr59qAh12SwyEo88Vts6oTKZSTGyTul7SLio0hVb+m1YjH88d/jJJE0qIshQxDuQGHcQD3Hc4TVIZcId1kctBa0CgnXT5198TfJgGLp0jT5VwInCnDlzrAMqPWvgi7c9/MQW5cp1sxQsVMSCmFnKHaJKOul620NQQWSH7cHuIBgZ/3g+EIxw0WbdUuCRiKD7KQbfOIYNii7+JvWM7YGTLF2QuXL8cQdrmaBRDtFhs2GT5yR//kIyaPDg6FMFnAgkFRHURCAiPH/4Hb92V+X7pM+3g2O2B0FKjQ3jadl0HV/vt4w/cdxJjj9eRHC8uInNOO54/sR8V8Qf812R/Yn3XeMmTZfqDz0mRdTHTpgwIfpk6QtHJCJA7969rW8EneRwBH4yczGZ86vKzq+RwQsvvy5jJ84wEcGE9pEB6goxgbGmVgFnQHYCFbZ+I73L3d/bd6hyixMRpHu4j7tvwsWAkn7GASBQUHAuenQOACOCmuNwrdsqVLQ9whikgBMP23tfuLBkzpz5EBFqk/m2cnLjjVmlQhQVMImtGVVcwZMXEwkFuy7ChAvwh8nNhI1vew2PyFDY5E/KHXUqLH3hYHhe+GncUd5Q8Q93fAqarnD0Kwk48aBQ9tNPP7WD9thuzgnDnj/89FuJCWLafNrOdl6Z7Zm7SMeSZlSuPosxxk64JTLHA4Rk/LVj595IROSL2l7/ZktoSe9rHMIB6HPFC1DbgWH2xzkAamg4tPC6626QDh06Rp8o4EQhXkTQOOz++++PLWfE8yebBjHlyleUdl+6pTGr74sTogjEeP54O+L54GsZPH+8iDCxiWCI/m9XZLOS2h98l+MPwQu7HVfI4GGjpVqNRyR/gYK2bTW94ohFBBHeSy+9JP/4xz9st0b8ZPYX+7gLqbN4+NFa8u2g4TJbnXn8ehNfFOuErrmHm4B041odZShwDhS5bd+mIkJfY+qUqab0+F/8hXrjvrZ8oQPg1x8ZAETL/EUr7XXf++ATKVW6nL3XSZMmRZ8kIC1AQxaK5HLkyBGbwJ43iFKyFPS8J2PEZLZmMCoi2PmDKGRSGXf0WsY2UM8d5YFNSP25cfN2M/w9vIhQHnGuhruPiySMO/o4Hs/yBdwhCkDouh1GFAavkt79Bsl9D1SVK67MIF980T76FAFpAZZUa9WqZfURdNJlPnvueB6xtFG8ZCl56ZU3LHs0e77aHnUGcAe7g5PH7iAoYnwwTiAqnbC0szMSiYhfjVOOO+5+a7i8A1D7g6ilfoctwCYesHNLV8u3A4cpf6pJxoxXSfv2gT9pAS8i6FhJrQKdLOFP0mxoeRUSOVSIsjTG1nPO2CGLZHU2+tMVeyfwx/shzwsCmHj+FNRAm7MzEA0EOgkcgzs8LiH4xX/BH5f9dOKBpfhuPfpZ/V6um2+2c53SM45YRIC9e/faZOaUxqST2Q8IuzbY31353vulzSft3ICoY/cVsHxJGGyb2GqsEyb3WstUsPbEmQeIiClTplgHQ+cwEi7UG/dlK2l8CmguDkAHYMDg4VL7yacle45cUuX+B6xxVkDao1OnTna4EilEuBIvJGwyly8vOVVolCpT1lLAQ0eM1Ynl9ta7wjkmtONOzDEoB8hS0COA0/gw/F5EwCNaD/sIwnOHXhQ8xtYebfkC/uhPfU742urt9zSyvV2yZMlinVsD0h4YZ6JGhIQ/nCve9pDhogAzj457hdvvlM7d+1hBmueON9AWyES84SRPnAJCAGOOYNgeHaDkRQRNz+ANwoPL7bpwdVfwx+yPctJnr7Bx7334qb6HSsqf66SbcjEgbZB0OQP7kilTJuNRUiHBRXCcN18BebTmE9HyBkJiSRQEOzFh/LFgRvmjNsRnuYw/Wxx/2FbaWW0dvEE0eO4Yf7A/8CeyP5xIDX8Quzz/lOnzbNdR4cLFzI9yuFZ6x1GJCEBHrscff1z+/e9/26RNmpHgdwaJUxxLlipt+7m76IRmQJjEDAgXqUYGxiI/U3qr7Vqryo1mIcUKcQDXFDX6ruNbwhUZf/3iffqQ512yYp1V+XOewe0V75Q//enPdl7C8a6BoGPhk08+aa1Wn3/+edtaFA9uYy2Oi9+Twj/+mWeekfr168tzzz0ntG7l4vZ69erZzyNtipXe3k88eI7333/fOqEyQeBKcpOZpY9bcueROytVVof+voweN9XGmOgAI83loz43sRGjK22CxkREXkTENoscE5yG45hrPBbVPigHUf4891cdu8lDDz8mV1+TSXLnyWNLeAHpBwQDZKx8RiKpkODvYsWLy5VXXmFLmE2bvyhDho8xGxMfyDjuuO6jPsrk4rRglsAQEd1VRHA6MNkueIPR58Jx4EiwP5b5NPGwSuYtWinde38rd99zn2TLnlNFREUrKg5IO3gRgSBUH2ft+DkYkHN9kgoJzx8EKrV/LK2+/For66wLT+ANfiueP9iPRPxR3wV/vIggsCHY9dyJ5w/2B+GA3SHwpR7jyw5dpPpDj8pVV19jfvW7776LPkn6xlGLCEBqqHbt2nbaHmKBLz+pkOAqXqK4rVfSD6Bm7bry+RcdZerM+TJfv3j7Auc7QTHHBAYd3ZZZpBgTEZOn2CBxYmjCtVA4xW/qjHl2nvqYCdPtfP+69RpYKvyiiy9WAfEne3+8z6MFa7BkXI4UNBPBGfOaXERMAOf91FNP2W2NGzeWJk2a2O/sdIl37Dz+hRdeiD2eC+AMmzZtan/z2CM9Lz49vZ/NmzfbMlg8+LtNmzYWEVxxxRVWY8N2q/iLvhL5CxTQyXS15Mx1s5S97XZp9vzL0qPPAGswNGnaXDuECS7BCRrGsHzF5KS5lDvFk45u2zRSWKccQ3jAt2XR7xqVktHQyTtu4gz5rN3Xcnfle9UBlbTPV0Gj2qFDh0bvOCA9YdGiRValThADT5IGMd4WUT+RO8+tcu/9VdUZtJSBQ0bKAhWP7JYwu6MXP01IqEFHFJBlSCQilEuLNWjB0PM42z0U2S2LTPX54FO3Xt9YB1zsD/y5u3JlmT17dvSOA9IKXkTQPRIRAZjXCAjqs8iaJ82m33mnC4LzahDCbhqO7X7z7ffsrCiWyRPxZ4HjD4KA5SwEpxcRnTp2MntEbYxxJ44/iBD+JnjBdrF8e/e9VaR02duMP3dWuvOkyp6nSEQAHC1V96xj+z4Ahyi7aHIXL17CGlOVu62CNet58dU3pKc6hAmTZ5mCdwPDwUZLVKmtNRFBYSV9Iux0zu8P6LXfXRzXbHtv99mWPpoPLVi4WHr07Gnp8u7qQEhBHzxCp5scxoweLW0+/FCmT5tu5y4cCf75z39a8RfEBfyEENzmQT0JtyUVNzjWq9VhNm/e3P7PUdoerOOl5JTItHo/ZBuoZXn5xZdk0MCB0a2HgnU+xmvQoEH2e9KLbqkcyNZfoznGk0Nsli5b4RpN6bjb3n2atkR82Ksc2bf/B33vrmOlFxGL1AnY9j+dvBj9xSoq2DL1dafu0qjp81b5TObq7//4u31WjMr8+e6kxoD0CdoZ33fffcZfH8TE2x5EBH9TfY8zKFi4sNxz3wPyRN168mXHbjJxymxZsFQFhQYuJgr0IpghUmQJLEFE/GJic2bEH+zUQuUTTmPwd6Ok9QefWLbsXn3uKzNkkDP+eoZUvvvusHyaThAvIggOPchI3K3jxLJ8AQ1Wksumc5trqJjDOozeW+VBW2LFbhzCH8tSLFX+4LtURORHRHQ0TmF72DXE0hq+Dv4gQjjA75XX3rTMZ1kVD2efc7aceeaZdtTEyXYoW4pFBMCZtG3bVnLlymWdCUlDs687qZjwA0TkgJhgJ8f9D9awva+P1aojb7RqbWuY3Xp9a4cbYfzJREydMkU2btwg69au0Wtt4mudu9avWyebN20yR7hbScNyCwJn/fr1smrlyqO+Vq9eLQP697dmV+VKl5GG9etbagpBs2rVqmTT+LwmBo3MjHfa8bexREC0n/Q+HnTn48AY7sdx1TgzliPY1cC6PBH90eBEvh8eu2LFChk3dqxNnGfr1ZOypUpLruw55NtvvrHvM+l3vHbNGtm5Y4fs2UPTsJ2WLTncxf/36HuncdSmjRt1vBPG3q6IDzznxg3ro+WM7uYI4BGZC3jFyaFvvNXasmIPVK1uByARqbJXPONVV5kT4DMyxgHpHxzzzngRxMBJ1ruTRpXmDBATt5Wzpmf0JCFbUL3Go1LziadMBNBGeOiIcdZNcsWaTbamHS8i5ixcJqPHTZGBQ0dJxy695IUXXzXhwK4LliwyKm8yXJnBsmos8wX+pB9gm5ITEYBl7ieeeMLGjeUL+JIcf/BliAmWQW65Jbfccedd6rcek1pPOv507dlPRo6ZpPyZLitWbzb++OUMApjpcxYZt/oOGCrtvuoszyt/4GDVag9Z47qsGoDD4SuvvNIyvOnlPIyjwTGJCA+6WlapUsUGhEiVdcvDiQkGinQk2QnOVmAACxcpaoND449aT9S1c+DLliwlo0eNkvsq3yMlihaTMhy8cwKuckqYOypUkFwqdi48/z9yzl/PlMsvuVTuUIPx3nvv2Wdlu1A8jtVpQxzS+zhVgNPm4ihrvh9+Hg2O9/vxIoLvYdy4cVbncN8998gVOhn+pt8X39stOW+SO/U74/tM7ntO7au4cugejS54T3169bYD3NauXSc1az+pRv9uNfh3SJGiRW09lOi1tApECjzPO+9c4ystulOS8QlIOzBeHVW4YuQ54wdDj805nDOg+JJAhuP/s2bLZkcpIybvf6CaZSqqPfSI2R4CCH8U+GM1a8uDVWtIlQeqWsYqnzqIzJkzSVG1STflusn6n7B0QjDF/QPSD35PRADGi+MPGD/qbPBHv8cfdnHAH3iGHTT+3HufVK3+kPLnQduOCX9KKjc+Vz7cd39VO1/qoUce098fVDFb3pZvr818rS3b8hzwFn9IVpYA6GREqogIQPTarl07az5Fyhwn5JsLMSgMRPygOEHhRAZGgCJNUo98oaj50jpAEydMkH59+hoJWOfupROb7Tq9evSUTh06SvvP28nnn7VN1audDv5LL74ol198iTnCZ556Wj5u08ZelwPBVmrUHV9DAFLLabOMA5FwyjhthBm7GVhnOxoc7/dDhgBQF0F2YsaMGTJk8GD59JNPpHGjRpI7Vy659MILpVGDhvZ9Jvc9H+5q1/Zz6fDVV5ZN6Nu7j/Tu2VN6du9hxZLdux7+4ujmvsoVHAv3ZzmMLAjrmwUK5LfOqhU0WoWPudWJYDRoYkSdx9zQxvqkBulpllYZT8bVL3Ec3u44J0ERndXf5M9vW/xy577FMmWc/Mh8R0QX1mgR0UHlPsWc8ImMKz1zyNax1EcBeED6gfozu7BPbLfEdwBsGbcnBf2IGEfGkyCDJY4/4g+CFP4UK17MhEGOnDli/CmtATK2MHv2bJItW1Z7PkQDLRDImCFazj///FPG/qSaiPBgvfLtt982MXHOOeeY00HhsT5JdsJnKLj8oPgB4zGPPPKIrFmzRkrpQEycONHWxHuoeECpvdu6tTRr1kxeeeUVmXgc+z5AqnffeUdGjRx5RA48tZx2fMbhEyUhjpvH8FxHg+P9fpLePx4Y3tGjR8sHKjyGDRsW3Xp04IjkDz74QOrUrSOvvf667bOHA5yl0FNFBb9351Lj4K+uXbtKv379YiLCZSLW2pZkJi6GnywZtSJMYopMKbJKzqgEnHxg6YHxxBlwYCDr3dRqYbjj7Y63OfEXt2N7Hn/sMVkfZSLYFsjS5WN6G/dBPNDnhIJOnE3Dhg1t+x1zKSB9gawDjQW//vpryZPrZmmvwS3Nn7gtuYwEYBy/+eYbefrpp825M87UQxDUwh3805Hyh0wEr/nwww/HuEeg7J+Xn/D0VLE/qS4iPHAEH330ke0EQMGfffbZNrEx5GQcMOoYd758f5G5YOshIoJ6BIrr+MJxXlwYf9YdeV6yAkkzAqkBigpxPhQIHg1wTjhYTwocLe85vpARh81tSQsZOdGPdd34HQ88D/fleztaEQHS+v0wWckoHW2KDmeAEO3SpYvtsMEJkPLjtS+44AIr+GR7KOoeDvkLThEdUA/Tp3dv6zPC69MumfeMQ6F3PgKXI+DD0sWpCTiLcWaHUeXKlS1jgOHG7hAxYmOwNRTW8X9/EWkiGKivQUSQiYBL8Ip5dNZZZ5m9Yt0a8ZCSLc4BJwbYKtvOqQIiU4arpHTJklKyeDHzSX8EgiDGl3FmvL3fwg9hc3zb7HjuJOVPqWLFbTmDTAX2ClsMDxEi8BJ+xtvWkx36fR8fEeHBl0VkT2SJoKCYhYnMuhIOjcnpr7/+9a9WV7Fi+XITEWPHjLV0D6r/ww8/lFmzZqW7Lx9jQpofJ8dF1Ti34YgRO9zm02H8zvbG+GOAue8999xj/4OM3jhxH5YRyOawVHSkSG/v51iAoENQkH149dVXrW/FAw88YClo3kdS7lxyySUmiPr26SOF8xew4to333zTLgwDfwecPsBpkLXCITz66KO2pOX5gmNAXPgLQ0/2beXKlVKscJFYTQSRKUsltN4m7QwnA9I/CBJqP15TrrriSluabqZ+5GjGjvsiRPA7jRo1Mv4QDGN3uOK5k5Q/LGe0/ewzEw01a9Y04QAPsWWnIo67iIgHCpF19unTp9v2PYpaPtMvO/6iwI00OhOZ3RlE0Ol54kJWHDEpdy5IFx/lElG/9dZbdnXu3Dm6NQH+8XwX/EwaIfdRh3g0GZf09n5SE0SGHAZHC3Pqb5Jyh/QlIhMHkP/WW2XH9h2W2Qg4vUFWDJtCBgreENC0aNHC+qlg4P1FlmrDxo1SuEBBa1AEdygiPlkL3k53jB0zRrJck8muWTNnRrcePeDPhg0bjD/YRXjye/yhHquj2iJqxVgaPtVxQkXEkQLhUEgjyenTpkW3BAQcGRCq3bt0MxGxc8fRNxsLOL2B7UnaoCjg5MR2DVgL5stvRfpJd9QdL3j+IEJPF6RLEUFKmmggiIiAowVRA7s1gogISAniRcThivACTg6QRX36qafltVdeTbRkezxxOvIniIiAUwpBRAQcC4KIOHXwswoHdmX0/7b/CVvWDCIinYCBCCIiIKXwImL3rqPf1RJweoOdR94JBJzcoJZl7pw5smTx4hNWV3c68iddiQgGne2du3butMJKDrFhJ0DoBBfwR0D1U/zkO1ayFkpRE9XSoTAu4I+Ak6EnDMW7tC2mOJcU+PYdO0JG4iSF+jUrtGYc+f14Av7sUL/FFlHPn/0H9lsR+vF+7bRGuhIR9GYg/dTy9dfllptukpYtW8qrL7+coj4JAacXmKgcXFPr8ZrSsEEDyZk1m3XPZBdQet7dE5A+gFDg4L3nmze3c19efeUVebpuXVm+bNkp7wQCjh0sl3D0e6uWb8rNOXNK08ZN5ImatY763KOTEelKRDCRh333neS4MatkuOxyaxbSSoVE2KYXcCQgC1GjWjXJmS277Q/Pd+utdjhYQMCRYNHChbYdENuTL08euefuynb4W0DAHwGhSUsCfFfGy6/QIDiX1Hrs8VifnVMZ6UpEAIoqOQXysgsvlkwZM8r8efOi/wQE/DGGDh0imTJkNBHRvGmzE1aVHXDyA67Ur/eMOYGrr7xSevXqGf0nIL0B50zX0XvvvdeOSkjqrGkORatpLv6fFP7xNNbzz0EmHA74LpT8/2iW0lm6qFG1qlx56WWSOeNVdrLx6YB0JyL+p4qOlqE3XJtFaj3+eJo1Ngo4OcG6drkyZeTG666TSROP3/kqAacmRo4YKddnvlby35o30dkxAekLOHvfgZfLt+7nDAy69HIbTcW4+B2hEC80ePzHH38cezwX2QSWPunMe+aZZ0rr1q2POgih5T78IRD27+lUR7oTEYA22bfefLMdrMTABgQcKSiipMVtjqzZZPu2ozv9NCBg48aNlpJ+tl69UJCbzoFvoN00xyewow/wE0EQf0YQZ59wW1KnzjI5rarfe+89OeOMMywrAXhezlpJSQDLKZ43Z88hb7ZsedrUYqVLEUGV/a235Jbx48ZFtwQEHBmYuJy18eQTT5wW65EBqQscR90nn5TOHTsGEZHOQcE9AuFYTivmRFbuQzt/hMb9999vOwS5PSVFkezuue+ee2XwoEGnTQCcLkUE61DPaCSw5TSobA1IXVCcy5G/nMKY9NyPgIA/Apzp3KmTne8Ttnamb6SGiCATwbZM4Jc11q1bJ1mzZk2RiOD12nz4oZ3xc7ogXYoI0kw0mgqRQEBKQAZi4cKFYVdPwFEDm8NpnaE3TfpHaokIfpLB5KRNTgPmlOBLL71UduzYEd3zyEFx5vjx4+11TxekSxEBmMz6vqK/AgKODhREBf4EHC3gDI4gIP2DDIIXCIgHwE/+5sKR02yK+8TXTXhwojQiIj7j0Lt3b8tGJCc6jgTw53RbRtXPnD5FREBAQEBAwOFAptGLCC/8cPyIgPjCSv7PbUkLK8lUZM6cOdEJn2QkuO/ZZ5+dIhFxOiKIiICAgICAkwosN9EDAofPVapUKRMDCAuyCey2yJ8/v11/+ctfpFevXomWN3l8yZIl7bElSpSICQnu061bNzn33HPtyIWAP0YQEQEBAQEBJxXIPPTt21eGDBliF7/HL0PR7h4xwMXvSeEfP2jQoEMeC6hrCIXZR4Y0FxEownLlykmZMmXsKlCggF3+79tvv932bt9xxx2mNsuWLZso/RRw+iJwJ+BYETgUkFIE7jikuYhAAXbq1CmWlurQoUOivzt37mwFMuz95+927dodohoDTk8E7gQcKwKHAlKKwB2HNBcRgGIW33nMI/5vfX9SrVo1OyUtICAegTsBx4rAoYCUInAnnYgItupQQXvWWWfZtpvy5cvLn//8ZxsM+tdzGErXrl2jewcEJCBwJ+BYETgUkFIE7qQTEcG+WvbrUgTDyWlt2rSx3uWkgSpUqGBNQAICkkPgTsCxInAoIKUI3EkHIoLiFApOUG5stRk2bJjdfskll9gWnpBCDDgcAncCjhWBQwEpReCOQ5qLCN8chHaj3377rd1WsWLFWHHK0R7FGnD6IHAn4FgROBSQUgTuOKS5iKBN6TnnnGMNQQDVrH4Qhg4dGs7PCDgsAncCjhWBQwEpReCOQ5qLCIpRLrzwQunfv79Vum7fvt3+DmnEgD9C4E7AsSJwKCClCNxxSHMRwb7Z2bNnR38d+ndAwOEQuBNwrAgcCkgpAncc0lxEBAQEBAQEBJycCCIiICAgICAgIEUIIiIgICAgICAgRQgiIiAgICAgICBFCCIiICAgICAgIEUIIiIgICAgICAgRQgiIiAgICAgICBFCCIiICAgICAgIEUIIiIgICAgICAgRQgiIiAgICAgICBFCCIiICAgICAgIEUIIiIgICAgICAgRQgiIiAgICAgICBFCCIiICAgICAgIEUIIiIgICAgICAgRQgiIuCUwK+//gqZ7frll19iF7cHBBwp/ve//8V4A5eA/xkQkBySsz3w6HSBfu70JyLWrVsnzZo1k++//z66JSDg8IAnefPmlWuvvdau6667Tq6//nq7cuTIIX379pV9+/ZF9w4ISB4LFy6Ut99+W3LmzCm1atWSadOmyeLFi6VEiRKyY8eO6F4BAQlIzvZkz57deDRr1qzTQoCmSxHRqVMnufTSS2XMmDHRLQEBh8dvv/0mkyZNkj/96U92jRs3TubNm2cXXMqQIYM8/PDD8sMPP0SPCAhIjJ49e5rg7Ny5s8yfP19Wr14tc+bMkWrVqsk555wj27Zti+4ZEJCApLZnwoQJxp+uXbvKDTfcIK1atbLMxKmMdCcifvzxR2nUqJEULVpUGjdubH8HBPwR4Mk//vEPu+KXMIgUzjjjDDn33HNl9+7d0a0BAQlYsmSJZa3atGmTyN5g/L/77ju5+uqrZevWrdGtAQGJ4W3P3//+9xh/+PnRRx9JxowZZfz48XbbqYp0JSIw/lOmTJGRI0dKu3btLIKcPHly9N+AgMMDgeAn8qZNm+TgwYOyatUqadu2rVx22WXSo0cPixoCAuIBJz755BP5z3/+Y2IiKdQ2yoYNGwJ3Ag6LeNuza1eCK12+fLnxqmXLlqd0bVa6EhGsW5P++emnn2Tjxo1y4YUXylNPPWV/x4OJzW38DAgATOTzzz9f/vznP8s111xj65NEASyLffXVV9G9AgISY8+ePXLxxRebE9i5c2d0a0DAkeNwIoLf//nPf5ofO5WzoOlGRCAI5s6dK19++aWloLmeeeYZcwIUPMWD+5IuCiIiwINJyoRl/Xrq1KlWEDdx4kRp0aKFrXWf6inFgJQB3px99tnmAE5lQx9w/HA4EYFA5Xb4FX/7qYZ0IyJIF37wwQeSKVMmiyKzZMkil19+uZx11lnSunXrQ9KJQUAExCN+IscXUG7ZssXEReXKlUNhZcAh+Pnnn6Vu3bpy3nnnWfo5OZxO2/UCjh6HExErV6605Yw6deockk0/lZBuRATrju+//74sWrRIli1bFruoqr/yyisPO8EDAgBLYX4ik8Xy2L9/v/ztb38zIREizYDkwC4wMp6ff/75IWvXCE8q7hEbAQHJId72xG8l7927ty2VffPNN9EtpybSXESQUaAAjuKToUOHHpJhoMDyzDPPlCZNmtiaZdL/BwTACXqLkLX661//astfe/futWvUqFFWK1G+fHk5cOBA9IiAgASwC4OdGezxHzRokIlQuEOBLn+zhe9ULowLSDm87cFHca1du9b4w1IqfKpfv74FMqcy9DtIWxHBZL3pppvkggsusGUMRINfuiBCYCBQeaSFcuXKZetMAQHxgENww0cDV111lS2LcWXOnNmq79evXx8EaMBhQaaBXWHvvvuubfeENzS8wxmELETA4RBve7go6oY/r776qgwcOPCUFxAgzUUE642oN9TcmjVrEokEtulxOxGB/39YnwxICs8heMJFoyCyW1zcfqo3ewlIPRBFev7QpTJwJ+D3kNT2wBv4czoFu2kuIgICAgICAgJOTgQRERAQEBAQEJAiBBEREBAQEBAQkCIEEREQEBAQEBCQIngRceqXkAYEBAQEBASkKlQ/HEBErEZNhCtc4QpXuMIVrnAd+fV/q/8fYFOuTF4n2qYAAAAASUVORK5CYII= width=529 height=159 />


   
  a.
  A
   
  b.
  B
   
  c.
  C
   
  d.
  D
   
  e.
  A and C"

Question 2

How large a pressure increase (in atm) must be applied to water if it is to be compressed in volume by 1.0? The bulk modulus of water is 2.0  109 N/m2 and 1 atm = 1.0  105 N/m2.
   
  a.
  50 atm
   
  b.
  100 atm
   
  c.
  1 100 atm
   
  d.
  400 atm
   
  e.
  200 atm



Need homework help now?

Ask unlimited questions for free

Ask a Question
Marked as best answer by a Subject Expert

KKcool

  • Sr. Member
  • ****
  • Posts: 340


cabate

  • Member
  • Posts: 537
Reply 2 on: Jul 28, 2018
YES! Correct, THANKS for helping me on my review


kswal303

  • Member
  • Posts: 316
Reply 3 on: Yesterday
Excellent

 

Did you know?

To combat osteoporosis, changes in lifestyle and diet are recommended. At-risk patients should include 1,200 to 1,500 mg of calcium daily either via dietary means or with supplements.

Did you know?

Autoimmune diseases occur when the immune system destroys its own healthy tissues. When this occurs, white blood cells cannot distinguish between pathogens and normal cells.

Did you know?

Drug abusers experience the following scenario: The pleasure given by their drug (or drugs) of choice is so strong that it is difficult to eradicate even after years of staying away from the substances involved. Certain triggers may cause a drug abuser to relapse. Research shows that long-term drug abuse results in significant changes in brain function that persist long after an individual stops using drugs. It is most important to realize that the same is true of not just illegal substances but alcohol and tobacco as well.

Did you know?

The top five reasons that children stay home from school are as follows: colds, stomach flu (gastroenteritis), ear infection (otitis media), pink eye (conjunctivitis), and sore throat.

Did you know?

As of mid-2016, 18.2 million people were receiving advanced retroviral therapy (ART) worldwide. This represents between 43–50% of the 34–39.8 million people living with HIV.

For a complete list of videos, visit our video library