What was the agreement the three grandsons of Charlemagne made in the 843 Treaty of Verdun?


Answer: to divide the Frankish territories into three parts

History

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In an attempt to free the American hostages in Iran, President Carter

a. ordered a daring rescue mission that failed. b. apologized for past CIA involvement in Iran. c. returned the shah to Iran. d. publicly condemned the state of Israel.

History

Solon's reforms ended debt slavery in Athens.

Answer the following statement true (T) or false (F)

History

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84AKzyeQN4el+NA3hsBQ1WFjI2MnPaGd9B0Z4yPgDijGNAJSmxjm3orQWfWejCpeLwz4bOPa7qz196wfTbZIx46u5lvuc6Cdb7o2lDv7B1bd6bfQm1Q2F/psiPhd/TetLmpP/n989Ebl9NeeNnSmWntfunM+K9vH79krtEZwGvfOu9WLk3HcdKocaJOS9vBPDO7jcVId0OCeQ0/qj5mYxVBCSiIAHMz6OwwTGycygnDYS/AELxR6X4S1ue7EIxAUMIRLp1Jq/BUJ0tyB0SqwIdZtuAwjAGbGb6bpSl8hUJpAUfNQK2wb6mm/AcYYUxxt/FkklLGSByBzsojkCBpBEp1azQCAVmYEh1lQZDnOQcfErTha4+i0M1DP6BJhmkeIUlTvD48Dbq74HHCCL4eo0DG8CLHB/B7aHBKxgVMaRAkHIs4nkfXpF8Mqctro3bvX53aavzXd1X7MpdY1IAwhTDCErNxAAimaPajAwKXAExGkHWoBl2VpCnoylvC6pfrdC0IDpnsK7b/L/m9/mSvvzAUlQT2W/ZmT46bHzs1eWZaffJS9kO7xxhewZ2BDiQ+XHXjUkvwvy6/YlDdvzp5fJTeMIhuX4ju30RVBUu6IwkfmARvSdyztf0vB6vXDEubT5YyW5bN0a3m359buHE++DvzOQCmEuAPYKmQEn0ACaWohkHlRAnuDkIVmJA07PU5UJ1PcYfxKcEQXoq2BewSJ0orTyioB5gMdgQsH9gHcMEsS+H/klS0Mjp7SgwCwQYqpiXgLYRQ0xxuB+gK/Z8hWkx5kcMF4SSIK5wO7bRy4yC+aQ4GmY/HYxx8L/VOl4r8DTAeeC7eqaA1R1tjOBI39aqT0/iaYUGRzRCAF3wmjpNJPuWjzggAzlWawvmZwnv5FH0XhjxPFLAPG/QMgwTBGKIlmYIhKmubmdiK2LUUvMejzu43kVaA3iISFo2LMCqPiQKBs2xvEUquCAiGEjUnQGYJnnndxkYeq/ZGnMKGHwG/ZYx3Q0Vhm1Qk8IVOPF9QVDCdcDRlHEgK8aJTAoQ4otSqFic/o0Cj0s0LfNdOAjsvOl+hd9kX4JFAR6077yfwl7KXRRtIrqKAsC3yM6JZcRLYn8CTRo53yzZrQLkIYHgkJob1oviy5KuJ1HaCeg1Hqz3C8CsqMt11vUeKRWRssn9eGBBe/hb6WV3jf+0EbS77WGdHGav+mtbXdRmIMd6xMQMCNH6jL43CqB+GHGxO4aOEczpuUcb9HjM1jNcpqVGUbxtEwwsSHgq8zmuHQRi+HauEKfG7ncwtPuiihTnvzyhA9xiX0mj4Gy1q7748hJpFP0ZsgRYLqSfpsqn3n2vRqofOMhW2jVv5C9gWm1LajOk8VLuorkXYVrBguzxsgzEK41GKR4cmArDDt+2s/s1zW09MotuHl6sq0LKX8uKNh2q/c/gHEOVvW6j/7+eKq9J2NF2I6yGUD5RjjlEX+zuNX6so4LBUyR5cx+5IZ0OxLhtJETNeyLAAs7b1rZFliImknIgZkYHNq4oyEIzSQCaArhMYFRokfgI1gdCGCsjjTV9F+cxhO9Q7FpBVAjKW1z7ErFBHmROYWkrpUAU9NQZYeKcx8JIRVnWaYTaVI4GPwIv1FwwviStRDaHYF6AvxjnI24a2CoJCFOEhZlzRBQnPkZM+RqUaohcjqMoSUVUUv3cjfdue7Es4otYr98unRrcMJt+1r44D2ZOcTQtKFhBbv99nDYtOiqKAkZQUBoUBFxhzwkyvKxaiX1rILzXx2Xp87/r0yaJ/3STY9+eQHfUX6Yuai4L1onp2Y/rKxfr/uCrfEdWUbJROaSVAE8BEJAkuTxFE/QTR+z/ctflra81jG/2XLmY/fN3So+vlFYMIZvlt2+d/8sz05b3mrmRrydUXy/oDo/hkkT4zMcfq9Mf3TEAcAkRlEQa7GMAH7EzQ97AeEiXBZGH0OVVF1YTi0afEvgZT8wCLhAENLx6PxtNpkfUSgCx4hWnOQwWAArtrfmEuVjsDUMg0n45HU0bzZlqkvRR023QynYwnsC2G2QCgV6/fL/NyMobrRINBfzQew0goyak+ksd3D01qm3FTpb2kzKssyxo6PAWMJq8AxsGOL8nR5cijBocgL+rXLMXffzy4I7PzGF8nl6zF+0YUBOSjAsMu6zIfFXBTPMyIItmcCuKIvFBkScHEo4vX8IRQZEytKD69KEdq2MExpzRqkIK0dRiIPggs57AjCFOYWBH4A4HCwUFGMPhNitlpnEIEt0hDkFNV6/iRABx8XRK0KL2o9SKpVsVIeSWSUbVdCIgjCOXP9KdGk8pnnBCtVL385TSrlNJ0Gha73WiF13ztSDiKx5CrY7hzVsrMiw1nx567RofJTsGmVaUsMh3stAmWMAQB63QuaJCMN2vbWKHxkZemO0Vd3eY0R6hFPPqwxk+Fqr1Z98Os64I+p9jCqrbWbyswukytizfImvbiroPzure6bLr0US4Hav4GEmRrOIDy/Euy6LftBQlHtI6vy8U+qzcPobrDbATEt6EcgvKB6j8ZpYBsGV6bVASKgdNNJPOvhewSAdSj0QUs7aBfyEmnoGfmvY4XpAuhOsjMr4DxJ1E/SP+TDWY6q9ld0ecvne3cSC8ikW6jfiJ/Czift/Sbxyb11b1wbtYdtQMMcZs0Zho87xYHe80XxtFvng/euaPuR/LnF8D87SDbS6jtFOjfZSOKgUcvEleBLxMRK8syVhbB1YVQ8AKNk6ARbtiTLRmNznFkKkDHT4t9ZSRi0RkWLZT6U4GFTtm9UobC9gynQ5GpT0H8KCb5iam9IP3BlirKIjEJymcwHaOoLDFta9Af0C6K2UYFM5scTgWnsvBawB0xqTKMOIObIQvAl5qyaWHc8Ec+IIjWUOhgNj1ml0eY6m4InNWI4poKi7fiz057X9iE+yRp+MIpSpUzn14v710b/e09+W3zMheor+gsjPNxjX4oFxMMBcVHDvsAbtLLMkc+uaZ2GOukoEFmzHJo9+XTW2P3U2eaj68G79wbRl+iYOFP9PqLRFHwetW2eDmZP7p1aTl1FrRhFBYVaPaalxBWq8yL85v5vz+3+E+vLKKgGVbT7945OVnXP326vFDN3TqMEpqR6/rhwr6dZ09vnCyjvVH9f58b/ME0vXOQbln3/fsmEe2uEFObKw7fwIaGHycTwD3oO4H34hilVVM17DuB/TAeTx0lSsNy1HXuyJsCqhdGODc3gH1WUJS6BADh4rzMYeuEGddfOIYXNRZM1PAtgIVwZnq9zNAZqTjpL0nKqkAUb4MSvZ1oSoxGI1DtDKHgw5+dRG9eHI/HFUuaKInyYmop853q8iwMGK7Q6/fYoAGcjuYInKuyfOPQvn+r/807MMEY0Q+dSsDpcCnMr6KaO8B4KYw7iSfTKQv66STPemmNueEBn2cM8VXo8WooHxbBpmao4ORwJhD5nNk8QueIJjYZrKPBiQhNyN5tNu9IKtV8GEIyzQ371TkCYsQJxHYebxUrlSyc6uGM2vT6L7u+fBFc6+AxFGfk77KLi78VWInaWK2LMaYTImkEAjmtMOq+vG9JBCJJVlWOjEEC7+GQkSiosh1h3v2ZjLlAHG80MprFhtGTxj3ZRee9ERbEYtDYoijjMOZgKI5XnC7u+dJcQ0u8I+gSXeUk+tN1VWEHbLWKv50Jj5FaRHU5EvH6y9rLHSHdqbU+i6UTHsJNTjvTP0ALTGX+WidCq/Ub8aF596HV8LGgNB/F6wxRs16642uvr94cp+FjyWvhqDf7O0WVUu6/ZiB7CKV7wOfOU/xUc90EOwbkfONz4W05SfLjZG0FT3a2npEv5ToP0Mldm1kF+RuKtUoGZrrL2rmG7V7P+4ZnUBo/tnjaeK96fNJ+mQtXxT3bAk+5QrvV2mEbk9egUMN/fjzcnozOF+PNEt/fnsbX95ObhhHmdJqqc5asB0M7M/fT15U/cjL61KXgrx2od0ZuT2aijq/Jf6V7sNUJ6oF7e2kWDlwuY1QWGfUewmpzFhXurk4pMXtlxLFt9LiJ21AkG2Y0YbpCrINoR+XzijAtL444fkfBEyxCp6RqlDlplkZVhGoNc00qlnLkhMKl4DFEYdygZOBSO8wKh78VeRFjuD+gzPGGC+sAfxg1D/iHIAFgVIMS6IVZ7WqW3nDZNElbQ9cHrCncFmM2LWqZPM+lDNyGX5ik7z/Xi5PsnoVsRxI+X6jCa1K7Xz09vjqd/Isr612xY11J/1fDwRgMBqjCCqw4ZiUrdixmfKA2wYcNbQbmByhl9IDhU8Ds5dNiYoIThXnV9rh5/l3/1K+/YBQFGOjmueiP1vtnqvJQbNbH5YdG2Zt6VYy5RlEF6Diw946iSWP7cVCXDeZHN8WhzHzvXvdfz9RHtoZfvxtQp4kDuz8Lv3Pvwq+cskV18XNF3Dd2MXB5Xd2ZboECRZyUwL9UURxYmOIc8XjQH/TzIg8I6hqWoXTI0RZMsDoU3phOJ3BfTpojt2UFKwawI0kiwGEUcsYYLQeMYW8ABuKnw42NoVwUgr1+GlL5Xk71g1b4AixstSKHsZSD4QD9uiUKZXgDcZgJjlbRoUWbmpANDrjOdJoHoSPLBowRCQnDLmEnbZYmWAOIhkV957z74ZNwPTw4sKtwRgEpIky0yK2Qoi8X09sHfbhGXVSGOQWc8aoXNm9A6VlxkorOcpoFQq8A62994QXnboMMrUwj4AZ2MFuZXEDhfCk7IGIq6+A3HRW26PmncwcHkoQPO28YQ2glF8Z5LUMuRTziVA+MeKTULhatxnqdg4DoKuN4YRuO0bJ/cVFweWbNJBFhfBkKcexwslLYw8AO7UU2rjX9k/NPWbvKN2ddBFZRg7+vgjAx8Y1GHziNPSC0RtelahqM9+FV0WNBLigUrxFWqdRogIZt4oW+kCODSk0dl1IrlYPz6dTOM020vgQdh9FYnh/bDCKUT7Ta2unPnavRxPrYkLoGFTVZydLSd6yETmbUv2aoMZDoBJJkTMbHhY3TIJdTaOXz+nUpOfsbt6UvDPRhKFGHGv42vixAX62LyLTevqYzPzwHPn+JoUY7H6J4ZGJNR61bLREP2LloA5AlgeQF+hE6fwWrZUoeNHcidJ5hQZdGJkU9r7JY1u/89tWBXrxdGwlYd2dDn6bjwZ35Ds9AW0xgvWfLGE119xvHL64zH1sL/8mp9FVz1T8+WO6OZWN8fj2/dxT+2xO9r1pK9gW1WHTdTUbH6ZVLbhBW//656PuPhmVj/sYu93W76sC2w8M0bx2wVXAkcWrTRfdOj3A7spqSO8VbRNAQloa5SPz8Y3RiMoVDCCgHBWBVu0R2IntDyUfvqFqoCfthx2ltZFRGrsPXBMGFEhvwAbH2aCkw7cMQlNQ0jLJe1jOYhI7pvcZFLJMxcxcM7CJH8MTRmKYBVDQZT+bQMSDryYVBfjf65FT2b1nah5ENASFh4gcluhhEeAhkQxI7tPkdO8nwFhXCl7jXf2IUfXgzHLvBW3ak27P4MjvFv9Yq959Pjt65OPlL22swxHHzh5iIxhWDxNpTwQXZ3cBnnIvyyGMB6ApUX4FZDEnMoxWdYgAapmFVfeNK/q9Obv3dK+Z3JP97+aLgBYv4jpXkXx5Pvm0p/6Xz/Y9sZXZHdfuS3eXyJEme2jI/fLL/HQfRk1Kg5wblCEzb7qi6tW9+69zkg2nwhsU4pa2wLwm+Z//875yLX7Xo7h2X95fB1w7LEBMDI9C70xr9IYC+a4BGrgQsGyNYnmJeVBxRTM/mdR1nGewBrg4l11UFw+j1QtpLpSViDNjDsDAOCxnAFMiCwJ9GQE5NodUTDbq4Ikq/Q6QP34dvwWFLMsxXTxH1u/F4DJip38tgI8A2gOXHkrrATsd5EyU3JTZESIQx6TCI4AfKJcJAJ0C6aYUessog9EEPp3PIKUXleHDHedsAbhw506eCO9jSaFekMIwypmRDi344rD2cwiRQfhIWxMdoi5BNg4cW0/citEVYaXE1HOsneGosbNTKMpgWPJF0RNFkRi9rhf8JA9j97E0JI04wQo4Ew3QPaC417K/myg7DiTteGIHMonAqqnyv5zAeF7LjpCLPpdcc1rM9qVmsWMc7hwKy63zEhp0yLVhgHV9TuQr7jWdfis/I7WY1gNdiIP+y6jwS99KMnS1usMuO8yzScgrLjGaKqM7huImwUMTEagNzQ7IMnz2h/FNzuf+BshxgUYixZvbGinWcZMS08UXnE6OMV1UvgJ/IjNfPmO6HXwhXqT1ufKjItmEk4q1gx4CHA5dLXp06K3MhqbysBdvyQ/VtOI9O/RKI3gwY1jNlTqB8Wj7Gpqkz+BvVzyrZWgf8hRqb6Dynx6BiBgBid0oe0RmGptPo8+qKs1cVYzGWgE5ZCM0bOXDJfhBgOLO45nL3ii6Xfd5a8HG2QbuwdnapO3Mtq8sWpq7+zGRe7sHrPCV/2VN1OKcpVkZW3G+N9l74z3pp/8dqemsW/ssrp8PAKc4xL1ts7lpo3j6t/8uZ8KOXgpNTu7fXujr9SGAebptrfvZ6jE/VDrWM9zzyHPNv6i4iQOWxs3NqMAiCEdxDXnBkNIxC45c+lOtQinqrTxtSImzMOOQCTPg6RvMUYSExL7Zp+v3MkM3GvhMP6cS5aB0niesisx3STjjcma/DfhfKucCdw9PJITZDpIClQz0C4ImFADFYiRzwJYp61iwV65WYLFtiSbVUZJMVh9VeTvhluA6JETytM7HnlAVVXoQfGQ3+2+m5r1hM7l4It/eTwD7vIOvrdNn8+HOb37Uy/YpldPRymTza3lGURoiZQFHyaUpSgHElmd9sXoICqQA/gqaeGw45NQqPcw16LQe8BfjSoDcu+vRm+BU7+juSy23LP/3rLx5FwWt/L3rDyvzvX4pes2uwbzN/38jdVwW5Kd88KH7+fHjVIPi2XWVToVjB8gdy3MGO+cr5/JakeO968cG1xTdvS1I6JYMw+Kbdg58/Od6qmqWovqs3Jd94eMHYnz4ev

History

Ralph Waldo Emerson started as a minister and became a transcendentalist philosopher

Indicate whether the statement is true or false.

History