Briefly describe the Persian class structure

What will be an ideal response?


In your answer, be sure to briefly describe the general occupations and obligations to the state for each social class. In what ways this was a departure for ancient empires, and in what ways was it typical?

History

You might also like to view...

Aspects of the national economy in the 1980s included

a. the highest inflation rates ever recorded. b. a widening of the gap between the rich and the poor. c. the development of millions of new jobs. d. increased participation in the stock market.

History

Why did Brazil develop more slowly than other areas of Latin America?

a. Difficulty to excavate the terrain. b. Significant indigenous population resistance to European assimilation. c. The Portuguese were interested in business empires, not conversion of natives. d. The local population was smaller and less urbanized, requiring a different labor structure. e. Brazil had no significant mineral wealth for exploitation.

History

[NeedAttention]

src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbEAAAJJCAIAAACrm54PAAAACXBIWXMAACHWAAAh1gGpJZXwAAOWyklEQVR4nHy967stR3XdXdW99j4CHGMuEkjCuiCBBOZiE8dJPuRvT548r53kcYgAIwS6IAQyAsTNsUE6Z6/uegf10xiaq9dR1odz1u7Vl+qqOUfN+zzt87MsyxiDf3vv/NvK5/rI9Ufn6N+cVi/hJ37lO79en3D4aczPQ+9zuIojdZB6r5zGDXWEcxjGR71UXoRL6p3rE3OQcziZOeSnHL8edr3btm3L/Fyff5i0w091Mlm+h75XBnmY84fOdv7lRfKdV+Mm+nK4MydnrnJJne2HLmgdQB73/yahw+dwQlahPrQO7HqV66jqPByIJ1cdBlmP6yCTc6Dndkk/nJP5qePMjOWnw3IcRqgP9FOX/vqJ+R76fOhUP3QVrl+2vmC+HF7qoa//0Pn/qNHWR9dR1TnME/NnK2RcZ+n6hg8lSH055Zrdn9PpdP0COQJXtEt6PcxOfVJGlvsECCoJHq7t/uStdL4erX/rydf8mU94shXMypgr647y4aeQ9YE+DsQUCquY2C93lMM7HtYDaoaH9eEdczzPvf73miKvH3qgtgMm1tWpN1nX9aPWMXMVDuS2eevz+XzNz4cnXhNMJfHKovwbOrmmlo8iv3ypoFPp5Jog61BZ0HDBuMTlj2LgilmZgY/i51a2zAN9HlawXj4uYSvfmaI6gMPWdfjUO19P4//j6fXXui6Hax/6xDpp9VaaZ5j6cEnWrhJbe9hee/2IeqTS1eEV6lMeeeSRrPif/vv973+vYX3iE5/42Mc+xhSLMQIoD329wzSNq50/lwfFKqNWVuRLoJYpqNSZ2+pW4rpr0q+f+tpweN48c5oZieBzAPoQU12/ev8Db2RmQbfDIh3ouN4TZsjlesFWOCdT+lDiu16C63esjHH9Ihl8nZ8HDx7UQQ4Dn2YyIoa+Z9i5nB2rmQrrFFWa4dqccICn690oUJ4Z4wgre/2JrtO87z4UbT9qNbPJ3b9/v057xnzYy/OCsAwLWmks1FXJoI4zRF5HfkClVnDzQEK9wFPFxCoaj8v9sk749QT28snl19BzvXa94PL1DeucV04XR2/z81Fjq5h4zQWHUdX3ratw/VLs3wgfOv/m5obTtI5/Aul//dd//eMf/6iTbm9vM+iP2mQOTHj4M2uT8x+6f1YYOpw2ijDFORnP4RGcFh47LF74AeAL37ay+RzeKCOM4KY/7+7uDot0WPLD2lTgqzTdLnX5HDnoMnnHa9rKCQ+ly0oWdRUO81zv8NBHhHTCqAw7Mmw9ob5Iff3IKdesVWWiisWZt8PArtnsmgEqYcQWdHivA6EepqIV6HkoV+fLR5FNwPowsAMzPxRrrt/6MM4DFvQiWNSlrKuAvH9NITqepaxqfsWd0GR99+vZPnyvXHm4/P8xpQymnn/goMNT6q5zmMDQVSXjj9I/wA1OkBxwNz86KLnwT7rzn//5nwsmdd7777+PDNkuZav6yTP6JfaB9HU6hnXkOug6s4eJCx41b8j1Vt2SHdORnbDy2IGXKn1XjKg3yQkHW1gdTB1DZY/DMtdPQCErVOms0m59RLcqpO/VgnGYh34pT4WkDj8dhhTWDW+Eh6slKIrwKOJMJrmuV7tkmMNN+JKnZKjr/BxwrV3agyojHfakvCl7Xiu0dHj9EOp4mHBXJzb0U5kTOXQUoKkrXuf8wJb1ZWH4AwOHpSvLVIbPUD9KScxUB/275eL6ytdI0QqfMoB6TuCmstJHyUYH4snsRX6/hqHD+lYuGJcic52WvRj0u+G+F4k+BFaX+HoO6+C5LduGoC9qMUx30t/Smj/+8Y/v04ZSDXaH2eRPYeqBQDPXlXWvxZPrebnek7MY4gQ9KPTEr1A240aJ7lOOqxCWoTaLx5zfi0Z8mp9+KelwQ+7Jr4zhmiaychW+81Bd1S1VMenI5/fu3QujMlf9aifIYmsAsc1dM1veN6Qf6kTDra/GmjYDfZ0iBnlABHbEA6uEt5mB4EXmRKNlE9IX/QqRQG0ZJPdhejkeBhhFD6hzMi6lD+5fxxYGrpzDUCMIMLyM/zCfjPwwM5XCRxE6Hkq3GRv3CQKiEuZI9onoLpUMAnPV7hFUOuAXq7zbWFFfMyPMo2P0YNiiT82/lkYHz/PDiuRNq5GkX2FxJpa1OKgOB6GszmQlmMztYQNuRQqp5rvDGP6k3hZr70H1PsxbNuCQceaQSRBjSihk9pjA0/DuLcUZPRoZshVNPlJPNKmMNSPI94wga1CnoDIhLxMK24tp7/78MDBO1n2gGDT//Pnee+8xsDodLHPO5wQd4bSseiX3iumcxhjqmtVxtrLl8oVJ03j0BXKB1IAJMBEsyOCzZkyLlgC80BfJ8FWeCllXkacyp14zFFM5HNLPWwcHDyQyyj5/EE+q0FcnbRTRjJ1JD9IXjUT/SucIJma6wpDBxExs5e1WttUc0Z91p6y8Ud9FU8dbsNyB9WBf5XbuWeW4THgGM4pxqtJ57hPMqvs378sr54RMY1gpxBbczOX98lP3b94dDtL9x6Wvj+N//OMf4YKgLS+i+QkcYKDnbgHoSnVQcgaz+pO15ukcRNQYZac8vEXl0Fb2mxBYPRg9rxUpJG9Up7peXm+SVQ6AoCOPsrXouzTjL33pS3/2Z3+WufoTSWWCxM9/+MMf9AAYLNjBfDGUYNwBeutW04t55UCCe9HCxuWnWc/Xv1g2m6VZPUVD51qYlgEH8uJLqRw7ptTDrbLYofs6+1nvqjjoWgFZ5c+8QmTqOu+5fzAR/tT30Ar319pAix+swXxHKDWTEBDv3p+bBaU6gc3bY7boYGJYjsnJTAYTr2mRVWa5632Gpd12ZWTIZpA5Z0V4Yt1cNXK9OIjPjlWJJG9dSWW3JN4sS3LDvJFuBfOILBk2SxYNvRJDFigLUYHsoQDdC/QfcDP3CUZUOTTUMqwc8DqLP5VWW9n2qiAcAqjT2672yFF2Dh6t2QiB9WJogsZCGL3sEFBsRX8osNou6odH7BbJs0tVW1meUp+Vt8iL1L05bxE8qcfDCHVIB8bPwWBUFaszYH20bb/77rvaPJo3qg8eHc8LcyfxBMg8kMJ+qfxXTAxcHpxH41KDPtynXcL/UsxAo8gmh9fmVtUQk8H3YhBpVpfgPaghgS8hsuiJeS9kZLCj8m3GnHdkfsWTEF/QpMayHJjnQA3MnmiUgUUhDbIwGPYh9mE2pP1SjqvfD+yRg3zgMXb+YStqXocTRtnGWwEI2LVZwa+Xs4kidIRd2ZB5IrISiB+i5CAzFuMgs827D+8udUiZQ6aubrHo7Ixk2JOYl1qKJlFvyACyjXE3RPuKxZmEdgWa/IpFPoTBfgCgLNOKX5W4YEd3bEC3hWuZqg+cyJ6aGdtLiCi30kO1B3DzOjYEiBBeuxIX6nzyCuxkTDtTx4sg1LepmY2yU7IhcYegSZ9yaFSZmEpacWswz9AzRKVLQkgMD4GjF70n65JNJXjSp1Q3iowfm2ZAiTE0o2q27d3WmKXI6R+K1kGH8GcrFtYK2JVP6mYeeaGeFkHgcO1SbBz1QXXNKry24q4Zl+pbxetuqTt7wmEPOagGWdTgKQcrrVc4ZnJ7EbgIYOIO2YR72dsrLNa3jgqTvbRO1O4QuUxsiPUgfRwwMTOWqQgc1G1jt/UwbBkEgUqiPWQCgzLDuyDPiukgmqzuIF4NoYtFGSE42Cy0Zpbgiph08wowT0WBrEW3HtOtVzJCNrPcJyLqAetDYBrb/fv3hyV9RngwZtXvy5UfPOdXGkO1bBbB+KIHoYEJ9YIpWAPYgGNUycacB3GTVmA9knsdYbeemD/3oq61Sx9Lu9wkQhVsvZFn8yejbTb2hfayKDqudwyd555V8GqWD3QmwBfcD2cRELbY+B7EYOSV/utsxMi4F1W62oLqwW7x+exPcPZUMagVXeAwXwdQq8ezMS5XusNhKPkMuwI/6oR2BYiHLS6L1IusFJrIlNUhHe4QYqqIuVil2ovWFu7NJbt1Z6YS2o0idv1GuflhzK3ovAceqMsZJK3muXGlMdXX36+s161Acy+SMoQ+DOtccuClbimmF5vXsJDVLPt0C7/whngeRIi9JZOj00L3qL3A4l5U6dAbx695uJrSKmFgyIu6UAXbOg98Kmfm/tnwWtkDKsHUxa3okMU9yN2hqEhJ6J6BkixB3dHDiSGMyFx1JH16PrO4PCVn7ld65TVVt4LdmZ8Mtdk2Orxz7Fd2hv1S4WNNYY08pRdJonlX222Z2UugwmJbxHKpPiJxR3AZBtPF8XaH14xzj6kLH1VOaZYWURf+dGblzHaJfXWW60/1ee3SzVQ5di+Gp0qOIbJuSe1ArAcK5g33Kw9p3S7yoMgmBwrOy4cUMto6nrr8zcFcB+2DB20lFqRb1Mr+WVk0n8o84aVcW8GR21bTUl5nKQl2B8Sv85w/c37AK+ALMA17JOpUNO/P9d2RYtql+ixMkaS8OZwe661uyw1xqiA2ZvaCQVVGzvQOO98OMDQKUj8ULjNdkforr7ZL80tuiA7OcVTvuA7yuOxGrahjmYThWIUIO1HDNTn6LlF0FAlLR5AWeRBkE7tE7A/Za0eJ5aoCL2eOKdHHgBMe4RVClkGNgELdv7tDJqpNnC9gUJ153u5aZeFunB+GCrhntM0YupeokhidoLGYUyLZVI2nXQJ6L26ukHp2ShFnpboQWCgwURDh6AuDGjLkXtJXK66Ny+2lQj4rtF2mrPC9yrHtSq6swNSKj6VCQ2i321KQIIBRpPEQ6yhwXPkHTjvMZvbzrFA1Wod6Du8LmqApQ45x1ldsCsEd3qWK4RUrE2AU2I09kcXL3jsutdcw/7gUZLrVxlGCeGOsgVLZIUM0lflbcaMBdoFUPsg7ACumVWgaoEQS1Gn6E5SE7d9///1Mvs7Xr7HowZkZTKA2c7hbtZT62exPqK6SMT2J+HOWaTkCfRhw+Cq0zYN0ggase+p8zHmtyF+g2GbXE6LlUkxMkLGO35ufyJ4Igx+bHx38wx/+8Gd/9mecycA0FaPE9Ol8TWNwocaoBojDySyT7sDSoIk3W10COhqPJgQqiuM1sJv7a4TQMIsIUjCBekRVCPA9EpKROVntTGt2j+wlvEHH9eKZ8+XSc8vJgNc2Pb15026zKRJi9jnmR8cDI8znXpxOi72Umpmb+fmLv/iLP//zPw9DjUvXaFDoFAbep+GgWpo1F//2b//2xz/+MUpKIDkQkxtF0ctiLMWjVJEXQte0BjorfCzFEtGd+pMboo5d67bZCfMszewHqD/nhVFpWpnxioktsZp2NOd1eGsdhPkhVt3k/flZi38Z0swyrJcu7GHLXd2ZlxI3E9QOYekpiDDQ/eIIxxBiCHq1169uOYFFxJMYdDSMT3ziE4CRpuI3v/nN//2//3e3yVyPYHXW6R3Wca0+LyiaruIAO4FuFUlE5/ziF78Qq+hWQIm+6ypoV68gomck+v6v//qv8B5/1qBOIIk50U/hoqUYELhhs/siItjt/CCX5VedCRbEml53OGaV4ek0vZFonogimIc5xHUAf2qE8Xp1O3N1RJCnu+kO0AniJ09ElNNT2JBid4aKGCejYgn2ojjnEUHeZjM3RrRIVUwjb0EkGc+KEYN1b0W2CiP8u3/37xJQxf2hwOEIHhiWg6tjd2oIMEf0aPYPzVI2de4QpOMq+AXA1aO1apyjaWRvyG4BA0Ja1T3CW+No4tcgDJuE1pT9jPl85plnXnzxxc9//vOf/OQnIYatfMKwH2JiK1aPyC8asYZIqGDmcfcnZD1mDEQoG0dYPKfjMtw8m/9y+Qlax8YPMNXIlcReZA/JztlLyPuwzM/AQkBwYzax4BHTus4owm43HJQ9pviNxYc3JWJJH93t17/+NSLSNhPG9SEpiHCTbBjdDopgCugZo89Sokx68R3pKbHH6bnjylbAnDAtbIZVCGL/R5hiNgAOTYLu9tprr73xxhu///3vdaa2UA0eSBIOsic3i6666s/mR5yj0zRLMJhu9efzI4LWVPzoRz/Sl0cfffTf5kdPAQUee+yxvGnsjLqbnqKn60zhck74l3/5F96aXVmfXnTJzQFYujyyefQbDYyoCX00VP36u9/9TjdEVs2WM+zZ0HcNmDsklQuQZREBCFCbyxEdRnFPMaV6C52gf/XEkFDcnYEGDUPnaJDMIZyiCzUDnKZdinnm9SPtNoegshl8/OMfh2F1ZgRGZluzB7RpKTm5WQOrwlT4kbnVYnU7qfSvpgVQY4/XFxaFSQPZGd7q0Gbmil+ZTC7Xm+pfLbT+1bD1lIS/sDEzLbwmLq8QCZzLTOr+sBgzj8TGdiUi1/fFIatAhL7obppYXQJr6xVYXCQYoAZZZyuup9OBUbcSXgQn8MJVv8uEAn9ghx4P4yFcsLGw3+527nAV38EgdrkAAQiIlIHMHwUELo2htFsDRU0YV44gYrkZWCJF9G9k+Aqjp5LrEv16KQHecCNbFkuuz69+9avf/va3eC310Z0//elPw5lae+gvY47u1ksix2YzylKMR0yX1k+vIH5GSWm2GGwuLBaGRDUT7kAxENNS0iHCEqyXmPbtt9/+2c9+pvHruCBMVz3++OOf+cxn9Iif//zn77777i9/+UtEJ8QHLaggT2TNUKEKvaBO+Od//mcATm+t78JH3fBTn/qUQFaDF0oCFjqu+5AuhZVNV+kEXaL7aPB6X0auX0XHKNRR2SLUZDtEB2fvRAqLxgoCQoEwdvTK3CShWjB2PIRaUJgTcYxF1znZmaJ8ZD5ZGt6OuYJCzo4k1XcJJhAqYqkAiC0fUTTKMiyme2oGohJyf2Kt29Sv4eH9MuBcz+WtdS3zwDxnj0SvZy+JFJmdtc0IngAH99T6SqrSHGL94EKdpjdNVkWIOewcMRnC0z31+myQsDYzqT9FAPoToOSlmFUANxZGviP6iQ57UTfzpbl8yZ8Slu055Keov2wbbIeZmWpUYf4/lGV2+5gWW6kiWXBTJpo7MvpIhTF1QaxIHKhg8ECUPl6MnRxZLAZ4nGVRB9Dd4HnWD/1uL/47PvASUxAACnCgBeyOm9EJrGWkqnbpuQNAI4ovTlmLjea9+RGgCFmycqzBW2+9JSbXmSIC5NPovxFv9S/QgCSi74gJaykYgzYRTRZZAHDPBqZHI9NpqBrJ66+/rocKj0TElDgS9YMaUBXbo/BOaChhRHcWEn3hC18QFLI/iUAFhe+88w4vlaXUmToHtQ61Ud+ppQS+66PZ0HO1JbCCGjB2tC9+8YvCxJ/+9KeR2XW5cEccIhEVINN74aXRmRFCs8qxe2S3hpqR0GFjfXRtcBYpqRe9mImFDJCpF2dxQFRRbDP/OkH3bDb7xr/EdyQAJC/kd14EsR2WXuw8BZs0mFC+LtGSxQDNVdFLgBtWHysns0dqEGppVELN/G4Dol5QiKZ7iioiAEYD1f31RsyArtWZ3abhaBVcrruJILmDLgHrEei0QAgogQjWBXMkyq8u1yroCE/XPeEsEaS+66fEeyFU6s7R//RcxA4ewcYG6erpotvg1WrHYM6ELzQMpOxmwxEsLxpGXAOyFmepbPa3dH8+NOIyg3vxzIYgAhytmN6jDkdebcW/EbjZneIWzK2CEig+ile0uSbYZsdTBcpu/TpvEiiJDg4EQO6LkzoTscWMDCexDYc45Fmt+JS787t3O151Z8lZYmmBi45/7nOfw3oVw7OOw/zIIJttZGyzze5CEQdwKRSDJz8+P5KnwIVlGhCxb0bRRoTJDMA8oMzLL78soUyILGQUPD3zzDPojAIvfRExibhhTt1B4PWXf/mXTz75pKQ5PUKv84Mf/EBoCFnro5toML/4xS9+8pOfSIR8+umndYQhgRSiLXG1wE731z01bFG8ztGrCZ3152c/+1mskOCCxE8eFCEO6xvazfe//31eeXOofERvPUhPxNik+dRponidqcvZD9hxgW/dqtutFIN1cCe0EVUD2aG7OMpiEzYyfnO2eHL8VxeVwRuDrMdCVx5hpwd6OA5aIRNhhmYw5xIKGs0UDgLXwsBR1OKDqqb/cGJkkZAuVV1CfqJeHdHEAusI0RG6mSWsVawyZgSUOS0fG3MsMGC0CEwUJeVAJ2t1cEJ0R3phaWWWuCGvdiqFC6JiZsL5if0mfqHYOoFCmG65DMzeZoJyVkd34JxuNzpckH23fnr8zqGbXnznvUS99OIqbbZhtaLIdCfex9qS8Pfu0Pbqma072F7COzLKiN8RjJujZPjzXFKpopVHs2b57xxrGh2Bz8mhhdErIYLV2QURSXgXHHZoEJgR8R7oI+Y/zfQSDRWJD4OOvotKkGq71X+seOJb/oxaJ2LS+SIm/kWYZZAJ601IQaxLmHg0ZlGYftVIBE+MDUmWORRcbnabiDj0LOG4QFNoGE+fxEOBqdBZY9bwBHZIcLpEB6kjpxvqKj1Fd0BC0Z9QGIsrgYUNX8MQ4wkfk46pidKr6c5PPPGEHoqUqiOaEMCa99Ul6Iw6H6Ntm4YzGGPYNByhI9ofpBULEfCBCpnpCsNzMp9s4TEQrXZ/N/tPobpwxObUI6SMbO1LSe9rxfq0lzgepvFgn9ns92Dn20tmUXdGzVLimbuTcQGOaKmABQsHfJ9K8oamHbWsX1Y51JyL5DBcoJWzxyyOENL8I17oS5YbugpYM6tsddgctCNG+cOfxsaPOS4sgLLY7bLLUzif7ZOhBp3OzsLiC8JH9ozI6dogq5yO0B3BC0zsVzUyeLUPQ0B5TBwa7DNsgDwviD6KDxsxmNfrJbwDET0iXkbc7RgJkPXL0KdR/OiovYweuoHIbpzjPC7rcZ2cANsd/MVxpC3oGD0x2D2mIUbLtjqFaNiix7aGoh0RRqdpvTUAieLDHo+6ZUkbFToIFHRcshhqMncWoOgSEYQASE/UJYKVL33pS4InNnNoN7OULYrR3s14kcUuAt5XI5RkiqdCzyJdHSrENSSYQwLF2iiKRLMOu0J5GsBXv/pVHf9f/+t/iUk0jRI89eVrX/vaP/3TP2nAEjz1q05j7fQgTQLmS7hR7yK01a96HY0KSBLL6SrJETpNY9YXwaJGLsUZxVMnjOlX0TgxsWP/Bq/RdOB/KIr9SS+u+ddC6CkIqstMiQuCoCUhV8KcMfyPEsobkaqX/LBIkZudKlhOA0m95IpUL0p29OguWGACQL2Yj9hyOD9GFW4eh0yMP8z55hSdyjJ7sSru9hphf4gkgdrbnTYHhfBeWuLHHnsMYVmXaCFEunhOuDZWHU24JuGtt94C9UTMSI44D3SJtjfdjSnSPVEFqjEBsTR+gooAqzO1IvEFlDKZ8PvJPu7FPquzYzNjGAkz8iL8G3NwJjYgs5a0lg/lxMDknetG7HYr1193R6IiGcEPS/GEMgXDESHYOLjVZsf8uIyt2/zpdgjEngo1c37EOtxJ3CE782qnbbTLSuunkk4Q9IwkqBEKUEbJem6OQITuYX48J4t93+AReI2gzuX4K/RdG+mbb74pSiI6gQnE0yrq0QlCh+eee05Qgj6VR8c0znJGhxJVSdtlMJudMyJiqbeQuGCFJFmJcjpH/8bbk5lZHbgzHNrKAnGhxiY6/uIXv6gZFrKDmLzas88+K4pH/tL4daaAUsq1ztQ2ECDQ49CREUB4oq7V+fpTGrRGK9DUcXD85Dg43VOP1rD1vgwVAiUUDJLlp+xkQRYCEkFAKC3aAPIy23Mvhpe9BMqhCwcF2mVB4qrZhBu5OWIL2za0sdiWDfScHZiRfS53hndYRyh2dyhbboIu2WxuijloswMdFotaEy8wUwp4RQCEcXop96CDWOhQa4B1PGmb/ai6Dz4QXatlTWzmr3/9a8YWomqzKFRmBlGDdSQek8nXOSgQrBTCZq5C1QDCwu+tpDYGMRbHVIUXxlRPcWpDivFH8eJZX5Ah4jyfYOUHM15V6yxtronpMPshWBA3y7mkEHT7Je5cnKM+O/AaJSiyZG4YBuacpfgcEQ/BxN2fmBqbwzJQG5msc8kGwcaUd+FucXsF/Ztd2CdXdmE/Ae5RE7LhjBJDy6P1pyQmoQwCI5TEPglJ6T5/OT+SdEL0AJDOEVFm99O12MKFRIK/n/70p7pKN5e4hxgl0sRI9/zzz+tuLBBoiLKcyWfAm4Nsh8OVMJ9DrBqwLhF7aACCMDzRmhBhMXZG4eBrr732+uuvY1AjNEfIrvv/6Ec/khDBqkmIENbrVgJN3At6CwGinig9XUd050Ahjlo9RS+oGwoxEWRwm6Af8RbMP+Xs9mkKRGDXvzqIk60Vk3e05pR9izjQ7R0KqUROidQQXtU5hKosDnUg0AcxcHdA+yiJXlFHMLmEhMCaxBJEU27W7oOMBxFylGDAZgs41N4csJ1YP/iXABdQI6CJ4IwxkUg7jVDkBEviWiGeibsx/2yuWl+4T4/Tuov2dENMyTEsRo/BTJR46TG92G26cTY7DCKXZEXuHNu3l7i6AM7mbNqIShEwm/XdsyP/t9LBKTIWEtJuv3M80dhSPljfuiR1b4xYO0p4dlVUs68GMXvJwMtNEgWdJd9LKm5Ic3FE8VoC9LqjZEZJqmH0mazYKEPK3XbuaMc3LrWwOn7iXHKk9Aii20dJWGSdbl35I1Oxlmw/RsLOn30PqFpmPLNuK8YWFgAEIiah1QsvvADN8W9E6egLqD+MRPAkntcRSZ1YKl966SXBn0Q50dw777wjzMU+KGENcN9c6KUVza4VbSBbLoIVk4MjGB1Ww67xsRqzMFGjFX59//vfJxhCb0dIo15NECk4Jqj7/85Pm7Z8Xahb6c7iJYnMwkcNQLCr+ZGeLmlalzONmOT1UJ2sAeD5QcSL5thn2ADDbiXlCS0e3wuSO0C2O+MCdKgYFOqPzSe7eMUpqPqm5OFxCVwUZsm+y7/ZqvkVfWK4WG8rXZY4oYqHiYjs1nObdUbcdGcH6p6c4hJLF2SzFw9nQlP3GZEGzGmGMU1A0tE5tLiwgJaMyCHUQe3Qeq6OtGkjWu3C1n0i7WJlgpKR8vQnYWT6Ceeb6IFFRG5YXbVsdewOIWV7CdUCIh+UVO7YrzLJwYFY3lmymMuyR4LOCRyO3sasZu9pyWMZl87lzYEveAkqDm4lAiOKGKM/lXD2ahhuV5+1BHJHHFscKc3j8s7dBQhCRr2E3VUJ9+QckpiTuerGMZKoWt2lB/YSnBiCZuJWF4sOWt24QA47xO4sgsWmHKgZSRDZUHQg4tC/+i5SE2wJOx577DHeFM8dblBRAyr2zYxGxhqCme/k6BaBhcQ0IZekRYIqdLLuKR0cPFpKtx2oZLcNF7xeXDmuWblgzCjFGuejjz4qwEXR0EHBn2ZJ4CXM1eWSBHGeSFbF14TnRLCo18TQoTugs/zTP/3Tf/7P/1mD16/o2vpJfALn6EX0OkgZGqe2Db2RRh4jBtkseK4TNaKNAYhMAB0BBqwXttSY3rqt2yxTDR+BPSKvMf+4pxZXCF3sjUEWRhmMGXfY4PjAyX+rnTP8mc0VYtZNcByB/ovDUffiYGyWhVmp3LPbjln5fHcB3YoR0ajQl/OIYas6qiUGWRw+SB63TnSJko5dmJgK3Ckiht0GBwj1NGNutLI6UxSi42+//TbuRxAAH7Seoi+ifD2awG/9JCrCF4/Tqbtz3rCtvLtMEVsRS5ZZDWpFF25WCFqJP41jA+44O4qo7ka5PIBzyh/d/qzIg5WXsNQMJ4dlAUbxumT3iyJZJSzeM0QTqe3sMMbdWnBSUNh81lLCl4eibYF9a3EUZiQMA7kpm3mzLByYzm4z7C3JDZOEGztO7BropMKC8wzaWF3zjttqaUUoUQ1YkqeeekrSnPAL9NFPwEREfR0UJQlrcDWwHEiL6EdEDrbp0Vtn3Im+EB194/BgtHKEmpPjkLrNAjBbXSkkQY1cqIquJ0rVnWEMDUaSHeZRn

History

When and how did slavery come to North America? How did the arrival of slavery impact the societies that emerged there?

What will be an ideal response?

History