IM Geo.1.10 Lesson: Rigid Transformations
What do you notice? What do you wonder?
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[/img]
Draw each [b]rigid[/b] [b]transformation[/b]. Use the Style Bar to choose a different color for each one.[b][br][br]Translate[/b] figure [math]S[/math] along the line segment [math]v[/math] in the direction shown by the arrow. [br]Color:_____________
[b]Reflect[/b] figure [math]S[/math] across line [math]y[/math]. Color: _____________[br]
Reflect figure [math]S[/math] across line [math]m[/math]. [br]Color: _____________[br]
Translate figure [math]S[/math] along the line segment [math]w[/math] in the direction shown by the arrow. Reflect this [b]image[/b] across line [math]y[/math]. [br]Color: _____________[br]
How are the images the same? [br]
How are they different?
Here is an applet with 3 congruent L shapes on a grid.
Describe a sequence of transformations that will take Figure A onto Figure B.[br]
If you reverse the order of your sequence, will the reverse sequence still take [math]A[/math] onto [math]B[/math]?[br]
Describe a sequence of transformations that will take Figure [math]A[/math] onto Figure [math]C[/math].[br]
If you reverse the order of your sequence, will the reverse sequence still take [math]A[/math] onto [math]C[/math]?[br]
Construct some examples of sequences of two rigid transformations that take Figure A to a new Figure D where reversing the order of the sequence also takes Figure A to Figure D.
Make some conjectures about when reversing the order of a sequence of two rigid transformations still takes a figure to the same place.
IM Geo.1.10 Practice: Rigid Transformations
Here are 4 triangles that have each been transformed by a different transformation.
Which transformation is [i]not[/i] a rigid transformation?
What is the definition of congruence?
There is a sequence of rigid transformations that takes A to A', B to B', and C to C'. he same sequence takes D to D'. Draw and label D'":
Three schools are located at points A, B, and C.
The school district wants to locate its new stadium at a location that will be roughly the same distance from all 3 schools. Where should they build the stadium? Explain or show your reasoning.
[size=150]To construct a line passing through point [math]C[/math] that is parallel to the line [math]AB[/math], Han constructed the perpendicular bisector of [math]AB[/math] and then drew line [math]CD[/math].[/size][br][img]data:image/png;base64,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[/img][br]Is [math]CD[/math] guaranteed to be parallel to [math]AB[/math]? Explain how you know.
[size=150]This diagram is a straightedge and compass construction of a line perpendicular to line [math]AB[/math] passing through point [math]C[/math]. 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h+dOzYMfBz6wkzIyAGwO7du2c+oMQ+DZREV69ebTNoV6tWrcRg9ma4LN8htqCWUocccogpJJ2eN6P9sxXZ+mGJrxINBNq3b2/zNLAyKnUJlETr1q1rSWDWrFmljntB4+fCJfP8hg0bCvq92x+xjHZSm8ltu26PX7NmjS3vu+OOOxrqQKmEjwDzQCb8KDxkw0YjMBJt27atJdA777wz7DHH8vxz5swx5cqVCzTrOEvpSpUqRQIvnPErVKhg8OjQMtiRmBIj5WfC3DePAhKBkGjPnj0tgWpCkcKnnFwCu+66q1m+fHnhjbj85fPPP2/nzU2NJpencHX4vffea/tDkIFK+AiQtJlKsiQpKWXxnURxzGUfz0+fxqRPIG5G5OAMOoLo008/tXNH7R3KsZComfA/XoTpUsc+9SXf8c6x/AYrv5eCyxPXkxcp/7zsV6m2hT8x8+H1PMcJT19JdPbs2fbmr1GjhmYyL+KqQAPbYostDEt6v+X777+35AcRQpBsIXCTpL6OO+44k+2Vepz8vcMOO5gWLVqY++67r+ibDU0cgxeBAJSNUQkXAannVcrJm30lURL7ciO99NJL4c50zM9+xBFHGPIL+CUsyyA4KggI8W2//faWKP/617/a6p/sSUKwbgTthDDOW2+91bYlbfMOQT/++ONumis7luuJNqi7pRI+ApSkOfTQQ8PvSEg98I1EpfzqjTfeGNLQknFaiRCBxLwUCDGdOM844wzz2GOPbaItXnHFFeaggw7y7NSMA1I97LDDLBGipbI14LYoGuVLIFIqwKqEiwDXDHPxwgsvhNuRkM7uC4niksKSq06dOuann34KaWjJOC1PeS/zbEJWF154oYG8uPCFOLNpmaQm5DiqiHot9OXqq682aL2cA+3UTYG8li1b2t8999xzXndN23OBwNq1a82+++5rSjXXgS8k2q1bN3txa7YXF1dihkPR2iAXLwq6QVjsS9IepIU26ET7kwizGTNmZOihdx+hzYh2yg3pRPP+5JNPbFVK3J5UwkUAAxN+vCtWrAi3IyGc3XMSfeedd6wxws89vBBwCuWUPNkpGleMoGFKwmtKFUNW2bTOTOchygziHTp0aKavPf8M8sRoxTkh/XxEL25PGs3k+VS4alAMTIMGDXL1uyQc7DmJsvTcfffdzeLFi5OAT2hjYImEXyj7loUKv2XZLpqnG/JMPSfkSznmIAWyp9/0H0+BXMKDhgz/P/74Y67D9DufEWDrqRRdGT0lUUlfRqEzleIQEEf3QtyaIEtZul9wwQWuNM9MvSZrz0knnZTpK18/YxzsmaKV5lriiy9yr169fO2PNp4bATEw+b31k7sXwX/rGYniv7fffvtpVUCP5pAleP369V23hkuRaJ9eVQtgjzvMpDG4SskSP5tWevbZZ5udd95ZV0CurxjvfiAGpptuusm7RmPQkmckKhqDFrLyZtZxK7rhhhtcNQbBoLVBOIUu3TOdUDLNr1y5MtPXgX2GMYzxYcVPH9+7775rv/M7z2pggw35RGDN9cQLjwmnEUkYmLx0iQsZBken94REJ06caC9g9Ql1hHneg2ST/uWXX857rByA2xIEw8XvtRB5RtvMc9iC4Un2StNvbEmI8fbbb4fdzVifH2Me8423BA9k8ZrgGssn8jDDwFwq4gmJUmxOfUK9u2TuuOMOU6VKFUcp79DI0My46NmT8kPImkTYKZnmoyCMmRubbYtUV6gvv/zSujyxtFcpHAHZ20xtAZy5xlLxTv0+9W8qxVLCplSkaBKVJ09UbrAkTFyDBg1M69at8w4FMiFUE83MycWdt8EcB/ztb38zHTp0yHFEsF8xdtknTX14iMvT2LFjg+1Qgs7G1hzYpgp4OyVRHmJJKK1MmWj8pAk4obLCsccea31hU3Hh76JJtFOnTjYdVtj7ZekDi+v/n3/+ub1YnfhlCoGmL2v9GDtlSY488kg/mi6qTbwP0rVwXJ644FUKQwAChUhTBSWJhzVkmk94kOHmGBehFM4HH3xgKM5IyklctcgZwXUlL/Z5UWxI65kuRZEoqdIqV65sk7OmN6z/F4aAuIlBprlE9kD91kClD7fffrvZdttt5d9IvacTqbg8FZrgJFKDC6EzEAdbRGJY4m+2T5xea7Knzyo1arJkyRJrKCP3ApUbCE8XouSdrYimTZvatJNcP2Tw/+9//5tzGEWRqCRbBjQVbxDAJ5MLNpcIgaYuY3Md78V3L774or3YPv74Yy+a87wNiJQ9UtHKjz/+eE9zDnje4Yg2CH6QCQZKXmilBFtAqG4EMuLBG5Z8/fXXtlIthRYpYcLqBIVPCBOtmmKZJIqnZhkPiG+//bag7hZMoj///LOpVauWIQmEijcIrF+/3k5yLtcm2fQPkkAZ3dKlS23fxowZ481gPW6FZaYYmyCCwYMH2/6yTFNxjoAs21N/IdZ6N9cc+6JeJs5J7U/q3yTGwbmfvlHx4OSTT7a5ZoUsyYdLmr42bdoYyt2QrIacC15KwSQqy07dwPduOiRPZrZlE+SAtoXWFYaQYMIPFyqvxiJESnQTNz7VAG6++Wavmi+Jdri20o1KDJzP3Mw92l3VqlU9xYxVEA9xtOJWrVqZAw88sEyzhDSZd3LMEhyCbzMFMTdu3OhpHzI1VjCJNm7cuKCImkyd0M/+h8Bdd91lLwrKgaQLBMFFgrblZHM//fde/M+cR33lwYOGpRpbHviNHnDAAVrYzsXkc32lkyXXGyTlxgOHqgP8ppAQUKIfKQ+OgYokPBg02Y8X7XKnnXYyXIsYtUl4QoBPWPcE0BZEoiRfdQuqi3ks2UO58XfZZZeM4ycWHnKAJMISLlpIKerCzc71SWVZ3kePHh31Lkeif0KWshLiWiNaCS+QQh7e7Iv27ds369jINTx16lTz8MMPW2+AE0880Xr6CFlS3RX/c+pqMZes1PIZXLOezMcvCiJRTP1U+VO3Jm9nhlh5LKHpwkUdhYfWgw8+aPuxbt269C5G7n+STbP1gYHJic9t+gAgFArtySvMh1d63/z6X64zITHeRTMtRNPDLU4qgaKZjho1ynTv3t0mx6lZs6a9luRc5N1gzth+4bh58+b5NUzP23VNoqjnDJylkoq3CGy33XZ2iZLaKhcvy3gspGHLlClT7NxPnz497K7kPT+4obk3atTIRlu59SoQAx57gbTDNc88eJXUJe8AYnrAF198YcaPH2/YmiJoZMsttzRbbbVVGWGS3pEk2ldddZXBroIbVNxTGLomUUISuaCmTZsW02mOZrfFAkp0RKpIYhdZYqV+F/TflH1h7h955JGgT13Q+WRZT2VQ/ALdSLqBBVJGU2L8zFWpC9cCD1VWJ507d7aGJwxJ4MOrYsWKpnbt2vZvDEGvvPKKWbZsWSJhc02izZo1M1SfVPEWgUyWeSHWTNZSb8/uvLXq1avbTPnOfxHukWjwvNhbcyOyjE39DURKW2F5R6T2pdC/ic5xQ2bkTSABzYgRIwwJhnBb4hoQsuSdfXIMjhikKGWzYMEC2z0MRHyfdIXLFYniwIp6jguBircIZLLMc7NyEUZJ8+EmwgAQF0nd53NTjRLcMy3d0Uaj9FBzMw9URt16663tNYWjefq+IxGIJAO/7bbbTNu2bQ35Ekg8Axa8cBkjOTdVDghLJsgGf/Fcgp9m0g17rkhUwukmTZqUCzf9rgAE0i3zooWmxzAX0LSnPyHhLkbFOAmk58a/Vog308MLbSuOJIqTuZChvO+///6GktjsG4OPfF6pUiVz9NFHm0suucSWp3nttdcMClQhwlYKCkKSxRWJsvdBYL6K9wikW+bRQjFosISMkowcOdLebG6WhGH3H40SgsjmPpbeP4gymyEPAo0LiRIBN3PmTDNs2DBTr169MpIUsuSdxBrnnHOOobQKOHldG43rGt5IsrgiUayTmjncn8sh1TIvWqgb52Z/erV5q3PnzrU3I4aCOAnlTSANJwmbWbLzyiQ82KK2OqCfkN+4ceNsliFcusSoI4SZqmnKZ0GUfAFH8kEkWRyTKNlMAJ9EFCreIiCkKZZ5schHTQuVUZcvXz6nE7Ucl/7OOLHUEjjA9gXVSDMtmdN/58X/Yql3Un0BLTQ9aoc+iNtTmD6j+GazvAY7ltssu1l+CzFClizPWaYPHDjQ+rmuWrXKZiLCuCbH8U5opt9CHk4yJSVZHJMork24LWzYsCHJeIQyNvaYuajFjYkbIZsmFEoH005KBAsk6EbkwSBWb1kyy5jdtFXIsTyQwJhkFLlEjkvvF8TJvASlhWKwwXDz6KOPWp9sShGLNs04MPhg+MEARLYkjGb5Hki///67NQhhOArKYs42AdmTkiyOSZQkt4VEfiQZPK/GxtKYG4O6NKLt8B5VIQyPPTanIvu76cTk9PdeHUfCCrToXCL7p3IMfabyKgTql2sTLkG4BvFgwVUIlyGuB3nhUoRXBFo0rka4HEGIcRAeAoyDLPFJFUckunr1agsEmVFUvEdAcnWieaCBctFFdSnP6IljZlXiRCAhxhM2gdLX6667zvaFvcNsApEJeck7c+LFQw1jHMUHqT+EJs+DCBzlPJR8JuwXuwOp/Ni/xak9zjJhwgQ7viSnJHREojz9mOi4T2hUL0ZuavBlych7lJfyYEhYH/2cP39+XkgZS1Ss2eL87XeeS8IYCWckrJHwRsIcCXcEM16EQRKw0r59e+v+A54U2UuiSKXYXA+uuI/bEYniopApMUbcBx+V/uOMzM0Vh6U8mBEfTX/xG84lsr/ohRaX6zxuvqOKqpd5LvFWeOqpp2ziDB4YJNIQsuQdX0yq4eLozjyTiKOUhGzx4BBFTxOv5sERiZIJJ+m+Xl4BWkg7bJNwoUmEUpSX8jI+lp4QQy6J0lJe+nnUUUcZomjcCinYCM3FwHr++efb9HDsrwphEoBAJBeGJ1K7YbhZu3at29Mk7nj2bsGIrPJJFUckygVCogEVfxAQDRTfvqgv5QUBViZoWLlESDRKDwVIlJsat6CuXbtu1n32/0nyS7Jf8qeS/JckwEKWJAcmSTDJgkkaTPJgtglUMiNAkTewK2lNFKsaIHBhqfiDgJRaAedM/omZzgpBuS0elqmdQj/D+EFOyFwiJMp7FOSWW24pI0MhRWrvUNMKh3D8Q+Vz3rHmU4YCnCmDs3DhwigMI1Z9IPEyWHKNJ1XyaqKSQzLJLgphTy5O0XLzZkp6kal/csOHpeU99NBDts/cJNmEvkUhwofCZMSOUwtdcE59J76bAmcUOmNVQM5cCqCpFI9AKXj25CVRniBkb1HxDwGJpuHGdqK1cbyQqJPj/eg5Pq30N19tcXEZwtdSssRTz9uPfmPEIHBhwIAB5rLLLrNJgTEkCWGm7mHKZ35b6v3APk5tEmEF1iVtnefiJ1pCxT8EJA0eF1u+qBO0Oxy/0ZjQ8pxqrl73Hjce+utkmUZfiVQS4uLvYvrNPhthyJAxvp9NmzY11POR9nkn1PDcc8+1yZipE4Q2Ko70qcdNnDjRa2i0vRQEcN0C77jlWkgZQt4/82qi5A/UUiB5cSzqACyXcmPnawjNDi0Uwf/S6R5qvnYL+R53Hvwg/ZRFixbZ/cgePXoYapmTdUiw4h0s2M9kX/OJJ56wvrYkHs4maNBkIuO3/K3iLwLkKAVrtgWTKnlJdO+9945NOYi4ThKGCyGEXGNAS0ULlaUwJBpULHemfuFJgPubF7JixQqDVshWRaYyudS8J/SYhBYkasHQyX5bIULxNPDWZDqFoOfuN9S2AuuSjViSJRtlTVX8Q0BcnMjIk0vwI02N/kELTf0/12/9+I7KjfiLuhEqheJDSZ0mtoqaNGmyicGHfUsSnOCLiU8mRLd06VI3p8h7rFjp2TtV8RcBSZ3otlCgv73ytvWcmigXO0+RXBZYb7tTmq1JFqdchIgWylyQ0xUfTV78DeGEITifyz4ne7Nk60kXwkKJasIpH59SoncYg7xq1KhhS+qSLZ+oH264IESSYoS5FRLEOKNwDjRQ5psot6RKTs3SJ/IAAByPSURBVBJFQ5L9t6QCEIVxYfTgQiPDeDaBYHmxlJeXWPWz/cbPz0855ZQyMhRSJKkG2nLdunXLavnwHRnlWfZfeeWVBtco9iJ/+OEHP7uXs20plaFReDlh8uRLymtzDSTZRTInibLs8WrPy5MZSWgjGzdutBdaNqwhTS7EdMt9ts/9ggnigwBJ5ivEmfpOEUMIFCIlUxEZi7766iu/ulNwu3g40G8Sg6j4i4D4mSfZ7zYniZK/EOu8iv8IUIUxW/0qls0QU7oIGUCmXgrxznPmzDHUU2KpjSGGpXcqYWbyuWQPMy7CWPIlaI7LWKLcT/a0t9lmmyh3sei+5SRRfPCaN29e9Em0gfwIsK9IRE26iNEpXQuV4yADjilUMNqQFZ3s6Oedd57d50SjFMKkT/gJ4+bGXiLLM4xDlKeQY3hnvzNOSzb6zJ6yir8IkHuWDPxJlpwkivtMviQTSQYnyLGRb9LPMgoQ3OTJk617UKYyuRTKIzlHhw4drJsRdXyINsklaMBkLoJ0w9zjzNXHTN9J3lbc91T8RYCcqWeddZa/Jwm59Zwkik+elgQJZobEAbzYs+FojkV0+PDh5vrrrzcYgKRt0RzJFsW89uzZ04bj4dBeqLDvSbvz5s0rtInAfyd7yWRkUvEXAZJPcx0mWXKSKNUE8ddT8R8Btk0gIzeyZMkSQ0hj7969rWX/4IMP3mSJTSgkIZFsy1B7nBrk1CL3UjAc0W9clOIi4tVAsTcVfxFgr5/8qkmWnHctxoyLLrooyeOPxNief/55I4kyiEiS0snSua+//tq8/vrrpn///ubSSy81xxxzjF36i2bJfmrDhg3N5Zdfbi3naFok4whK2Iq4+eabgzpd0efBPxTsuMFV/EOAFQ44e2349K/HhbWck0Qpx0o2HBX/EMASnlp/R4gRn0s8I8igJZ+RkR2LMjkwKXsL+RKbHLbgKhSXZNJghXIApn7uQYc9J1E4vyR8iaKbm5f45CRREj6QfFfFewQIgxszZow15AhJpr4TTskSv1u3bobyIbNmzTK//fab9x3xoEWSkOACFRchaIEcomSsV/EPAbaZku7eBHo5SRTtQjM4FXeRUTqCEhJ9+/a1WyP169e3F5YQJst3+Tv1Het4XIQ9L/oeFws9rk3UdqfsjYp/CJCKMOnuTaCXk0Sx7CbdsubVJUR+ARK1QCi4hqWXya1QoYKpU6eOadeuna3bTtEziSeWeuhCoi1btvSqW4G0w7jpO3XS4yD0lblQFyd/Z4utp6S7N4FgThLFyZpMPSqbIkDZ21GjRllsWrRoYWsNCQHyTu0hPgc7jnPi/oPmKdZ1kg7HSahqybgHDx4c+W7LPh05SOO0BRF5YDN0kD38UlDCcpIomYLYkytVQVMcP368IfM8GiTaCxqlECYGITRO9gTRQNHIisl4JaWTSdIRNyFiKQ775xiV8GZgqcmSXsUfBFA0uE+S7t4EejlJFOs8F1vSZc2aNTbzNmWhyeyD4aFq1aplZMnmOHuZuHuxt0mpg2XLlnkOi8TCUzQtbsKyDdyiLuxBs9dPfykhouIPAlLBNunuTaCXk0TZq8MnMSmCdXv27NlmxIgRVsPG+o2RQTRL3tFO2JMk2zzW86CTyWI1piZ63ISMXzx4oiyylCfXAAXqWFmo+IMASWvQ+EtBcpLovffeG9tKn/hP4keJPyUaNVZCIlSEMPG/xA/z2muvNUOHDjXvvfdeJMrk0lf6mC3hSFQvSpIv02+SNUdVxD8UjZ9ILnIFqPiDACG1JLQpBclJohhFuDE2bNgQWSxWrVplS/GS45KIHSJ3eAIKWaLVUXaDSB8ifoj8IQIoqjJhwgTbd0pnxEkWLFhg+43XQVRFlvL0j73sRo0aRbWrse6XXMOjR4+O9Ticdj4niVIMDDJavHix0/Z8O46Yb2K/iQHv2rWradas2WZlcrFukx2eUhUs3Ygtj5uQvJasSNlyi0Z5PBUrVrR1kaLYR1nK847gfoMLn4r3CGBXwACb5ETMqajlJFFICBINujY3pM3FTpYhsg2RdUg0S97x7xMfVrIVkbUoytpyKuBO/hZXJ1K2xUkwvkU1YQ1L+dRSNxA+D2MV7xHAYIcLWalIThL9+eefLXlRmdEPIV8l/pEk+CVjFHtU5LUUwmT5xZKL/Jck5SAfZpwS/xaKGW5lYEDYbZwE74WwCuflwknyh0phOlzXwLeYZNa5zlfK3+ETDbZsr5WK5CRRQKDeN9UaixHIGMMNmdEJI8WJv1q1amVkyfKVEhhsRJNhnUzrcTOsFINP+m/xCpAHSZxwwP2LuSSpSpQEf2f2yTEoIeyLgy/XpIq3CHANgG2UDYzejjiPixMnY2lJdmqngoHhmWeeMTz18cWrVatWGSEAbvXq1a17CbV7qOFDLZ+o3XROx+rXcTjskwuUfSVCSOMi5AhgjpnTqIjshYoWSr/wB6afRFqpeIsArk3ZCi56e6botJZXE0VrbNy48WY9xtmcrOZUdSRtW7169Qz7TFycvMhChAZAFAvhgMRVxyVBxWaDDeEDXK8Ey7hooytWrLB9xg83KoIfMHuhooXSL7DV+krezxD3Nxo/q8lSkrwkit8ixcqIQKBuOE8Z6ojLDb7VVlsZSgCwcX/33Xcb3Bu+/PLLUsLQl7FSmhiM2RcmDj8uwrVCldgoiCRfTt/7xNFeLfPez5Bo/XjRlJJsQqJz5861ZR7IUk5oXHqZXOKjKVzHHik+YPPnzy8lrAIfK0XgJKIqLuFzTZo0iUSFWDRPHkCZQlEPPPBAtcz7cDVjAC7FAIYyEkWjFO2SPIvcDDh8sxznczbjVYJFQPbuiLaCTFOXpMH2xPnZMBxGYaks0UmZtkIwfqVrp85HqEdmQoBSIEQpEdBSalJGorgZ4Q/KvlaqcONComQyUgkWgW+++cZunbRq1cruNbH3HHXBA4PrZfXq1aF1Nd2lKbUj4vuslvlUVIr/m7SPGENLwQUxHa0yEk3/IvV/jEZx2pdL7Xvc/2aJxMqgT58+lpwk4iaq44KcIFGi3cIQHvpowrjMZRIJSVTLfCZ0CvuMByYRdqWaNtMRiRLZgTFJJXgECEaAlAh4YJ+afb4oRzJJgMagQYOCB8sY+7DHQpxpGU+HBgwYEInthlDA8emkrGLLly/vKPm4T10ItVlHJIrzOzdylPz/QkUt4JM3aNDAhtGhZaFhERUU5f1R0gl27NgxYJSM9U3mOs2lrZNbIW7lVwIH0uUJ8c6Jw1aTy2E5PtwRibI3J9qQ45b1QM8QkCgQcqGihaJpRZlI2cM99thjPRu/k4YwFHGNpjrVZ/odxg+S2Kh4g8ATTzxhcY9TYUVvRv5nK45IlMNJzkw6OZXgESCEjpR+JIpGhEij+vSnn4QLByW4f0GgWORzyYsvvmiPC9Polat/cfyOYBxys5ayOCZRCk4RAqoSDgKdOnUyVapUKdt3Es0LIo3a0l5i/7PtS3qJIA+UbP6g6efp0KFDRr/R9OP0f2cIiJGO2mClLI5JdNy4cfYpHsccnUmYYHDHuAcRiECkUVzaL1y40F4r7KX7KUKg7BM7eZCQQpGoOhVvEGjTpk1WLwhvzhCPVhyTKLHyLJlIGqISDgLEJDMH5CwQkaV91PZISWlIaRa/hAcIGqhTApUlf9A1s/waf9jtzpgxw16L5M4odXFMogCFlThOWYWSNrnUo8cSml4NVIgU/0j+joIQ/kfeBT9EtjLYA3WigdKHLl262IqtfvSnFNsk1y2+oeQELnVxRaJkvyF7uUp4CIg1ND1RNvuPaGVoqvjthS1sO1CCw0uBMNkDdmJESj8vmjo5IVSKR4DCjswBidJVHOQTTQVJlkRRLkaW2t+k/k3ORox8mVILslLgAifCzKmW5gdOEHm5cuXMxo0bPWkeDRsiZGxoom5Elp5hRVG56WvUjyUsvGbNmrbGWdT7GlT/XGmidIocoVF1rQkKtLDPIw8zcXlK748YnNgzDEsrlUgrL7YXGAPkiaZdSHvsJatnSfpVUtj/pMNkLt58883CGkjgr1yTKCo8RoMg3FcSiLdnQ0p3eUpvGC1UMhmhwUG8QQplqbnZ2H4oVOizaJ9o2IVq1qQUJLuUSnEIjB8/3s7pddddV1xDCfu1axKVzEKa1SncKyGTy1OmHkFEslcatE/pHnvsYW644YZM3cr5GQ9oVjyQMPlAi3kAzJo1y7aDT6NKcQgQhUZI77fffltcQwn7tWsSZfxoQWpgCv9KyOTylK1X/fr1sz6lLPHJExvESuKkk05ylUEesmQvF/KkpIfbvc9MY8cYmikxc6Zj9bPsCOCuxrxgVFLZFIGCSJSLHUDVwLQpmEH/Jy5PDRs2NOvWrct7elni46DP/EFYzz77bN7fFXoAbkW4weQS+vT444+XLduFPAtduqee66uvvrK1vh5++OHUj/Vvlwh88MEHNuyYwpMqmyNQEInSjBqYNgczjE9eeeUVS4hUIHAqEBRanizz8S/FSOW1dso5IOtVq1Zt0jUhTtE6OQZtMVf2pU0acPgP2hPLTx42KoUjgE8olS+mT59eeCMJ/mXBJKoGpuhcFXfeeaclK7LKuxVWFWKAgswgVMgNi3ghlvDU87///vu2X6NGjbLaJtsIYijiXJA42wxekzd9gDippdSrV6/ULunfLhEQn1DqqqlkRqBgElUDU2ZAw/qUOGbKVLP0KkTQDtEEsYKLhgrRsYcqqw60VV4QLC4umV4szTkGIqbUNm3Ii6U6hO0XcaaO+6GHHrJ7wH4QdOp5kvw3D1GqKtSpU8doJYDsM10widKkGpiyAxv0N+z/1a5d25CazCtBSyU/J0ttXpCgEGKud/ZcOR7CJGkKYape7HG6GRf7xJ07d3bzEz02BQGCJChWSf7VKVOmpHyjf6YjUBSJioHp+eefT29X/w8BAcmXSdpCvwVSZP7llU3ja926tYHQgpSxY8dasp86dWqQp03UufCr5UGpCYfyT2tRJErzlFrgiaUSDQR69+5tL/6nnnoqEh3q2bOnzYMaZGeoRaUlQApHXCq2steukh+BokkUVZ8nlvqP5Qc7qCOwppI7Mwpp39hn5fr45JNPAhn+5MmT7fm8tvQH0vkInESqtbrx9ohAt0PtQtEkSu/Ze2Lzef369aEORk/+PwRYWu+///6GRCVhy+LFiy2p+emPmjpGskeRslHFPQK//PKLDenGg0LFOQKekOiiRYtM1apVNWu4c9x9P1I0QCzlYUvlypUN2wx+y6uvvmoJuxBXL7/7Fof2jz/+eIsfCdhVnCPgCYlyOva+iE5Zvny587Prkb4iAIGylA6bSClyeO655/o6VhrHM+HMM8/0/TxJPAHGSK6VadOmJXF4vo7JMxIltyUuNt26dfO1w9q4OwS6du0aOpFSJdbvVHT333+/qVChgpKAu8vDHv3MM8/Ya0STLBcAnnGZlDnfKXBwJk3e3Llz8x2q3weIAP68YWqkAwYMsOffsGGDL6P+4osvrCGte/fuvrSf5Eafe+45OzfnnHNOkofp69g800Sll+yraH16QSM671JWI4yl/aRJk+yNOnPmTF8AwZKMMeSnn37ypf2kNorSw8PVywCNpGKVa1yekyhWWCZGM1/ngj2c73B9Ym769u0baAfIP8l5hw0b5vl5xZgUFb9YzwfoU4M9evSwc9K8eXOfzlA6zXpOokCHEUHTZkXzIjr11FPtzRO0BXuvvfYyfmRER4s677zzogl2RHslJT5atWoV0R7Gq1u+kCjhdmgegwYNihcaJdJbyRpPeGRQ0qxZM9O0aVNPT4cxqUqVKmbOnDmetpvkxq644gp7b1588cVJHmagY/OFRBkBIWOavCDQuXR1MiHS119/3dXvCj0YLwG0Ua9EjEl9+vTxqsnEtwNxotxovSlvp9o3EqWbLOuPOuoos2bNGm97ra15goAQaf/+/T1pL1cj7IdyA5NC0QvBmIT/6W+//eZFc4lvo127dhZ/9kJVvEXAVxJFWyCz+CWXXOJtr7U1zxDALQhy83tfkTynnAdLfbEyZMgQ21ZQoaTF9jfs36PMgH1Y5bPDHr/f5/eVROm8+KEFoe34DVZS28eTgpusVq1a5vPPP/dlmPiIco5irwO2H2jn7rvv9qWfSWqUvWKKBYIXybJV/EHAdxKl2/gmEk3ihRbiDwzaKkmdKafBDUdeUj/kkEMOKcqHGILfc889DcYRldwIjBgxwlSrVs2AOXW4VPxDIBASpftkFDriiCO0ZrV/c+lJy+w1QqSUY/ZaWFayj1moEMhB7fNff/210CZK4neEXjOHRCHxcFTxF4HASJTcluS4pGSESrQRwHWIm7Bt27aeJpTBkl6pUqWCBn/55ZfbPi1cuLCg35fCjxYsWGDED1gL9AU344GRKEMiqoSb85577gluhHqmghBgSc9y8NBDD/VsOSj74+QYdSNEWHHdTJgwwc3PSurYp59+2mZRq1Gjhuelp0sKyAIGGyiJ0j9JucWkq0QbgY8++siccMIJlsBuvPHGomPTyW4PGY4bN87xwF944QX7GzUkZYeMcsbgypaZ2wdU9lb1G6cIBE6idIyQUCZdidTpNIV3HNnOu3TpYueL6gXFzhmVQMk960RYunOdaIKMzGgtWbLElqYGIx5yKuEgEAqJMlTK6CqRhjPphZz1tddeMyeeeKKds4suuqhgjYfKnyRCcSJcH7xUNkUAdzE0cyLAdt99d4MlXiU8BEK9QrG0cpNoyeXwLgC3Z2Y/e6eddrI3L3lC3QruSQcddFDOn6H9brnllvbaoPSMyp8IDB8+3NStW9di0759ezN79uw/v9S/QkEgVBJlxHJBUKVRJR4IzJs3z0Y48QAkschbb73luOMDBw60BABRZhLq2VesWNEeQ017lf8hgK/nKaecYnFhFTd+/HiFJiIIhE6i4IBmwg2pT9WIXBUOu/Hkk0/ash/MnVPDk0RHzZgxY7OzrFixwlDUjvaUQP8HD/cE2ydgQuLpxx57bDPc9INwEYgEiQLBPvvsYy+UpUuXhouInt0VAt99990mhifCOvksm/AdhJBOBsw72wRKoP9DbuXKlfbBtM0229itkzvuuMNk096zYa2fB4NAZEiU4e688872JtKsT8FMvpdnwfAkXhcYPIiaYdmfSXhgXnvttWVfEYix2267KYH+gQiJQvbdd19Trlw5c8011xhVLMoulUj+ESkSBSFykKKNqMQTgenTp5urr77aPhDLly9vqO0EwaYKUTXHHXec/WjWrFnWysy8l/ISnixXZNSSra02bdoYsFSJPgKRZCtIlJfukUb/AsrWw+XLl1s3HHxLmUuy2rOHStSRrDh23XVX+zf/lyKBsuIaOnRoWagmeFx22WXmpZdeygarfh5BBCJJouDUuHFje/Ph0qESbwRGjRplTjvtNDufZPOSh6S8830pCcY16hyRkQoMiDSCTHPtJZcSPnEba2RJFCAlYbAfBc7iNlFJ6K+U6BXylPdSyLZOgvJ+/frZLFSMm4oPZMqaP39+Eqa2pMcQaRJlZiRpBcllKb2rEl8EMCAJcaa/k+iENHwEXvz+++/xHWRKz9nThDiJ0CJ7FcYi9otLcesiBZbE/Rl5EgVxNt2x3vJy49iduNmK8YBYwjZo0MBsscUWmxApe6WUbybXqLg4bbfddtax/IEHHvAt074fUHKdEkxACkFZqpMUmfI4ZDBTFyU/UA+/zViQKDCtWrXKPtHRYFgWqsQHASq/YqmHRCFTMjNBLvvtt99mg2DlAengJiXaKloqVn5CTjFMffnll5v9LowPMHySexVNE6MQ/cW6Tmgr5TjQvFWSj0BsSFSmAv9CLlb851SijQBZmFq2bGnni2XsunXryjrMfiBuTblk2rRp5qabbrL7h6KlCrGSDQpSxpqNgz+1l3BQ91LwMCCyCmIfNGiQ3aMneoitpR133NGOiwcBpE8SELIqqZQeArEjUaaIfSZuJm6isWPHlt6sxWDEeFWgTVLNANemdJE8oW60NazXECvtUbeLCqUYaFIJFncpSkGTPo9Y8zPOOMNqiiyxqaoA4XXs2NHuTWKwJFz1lltusfuxZ555pjnyyCNtv3F0F8LmnXPgrsUxPMDRNP0q6peOlf4fbQRiSaJAinYgWaC4mT788MNoI10ivaOuvNRpIoIpWzmPzz77zJLUmDFjPEEmnWC7du1qOnfubLcBWrdubX0xqdEE6bKVQAZ49tiJ1SdjFH/zHcfyW/Y2ye4/d+5c8+OPP3rSR20kmQjElkRlOtBK0XhYGpLh+4cffpCv9D1gBDAEsbxFc3NS6I4lMRqliiIQZwRiT6KAz7IK52Vu3oMPPniz5BZxnqA49J1VAUto8MfKPnXqVEfdJqCCPVMVRSDOCCSCRGUC8L9r3ry5vZmJkMESrOIfAjNnzjTnn3++xZul8rPPPuvqZJ06dTIHHHCAq9/owYpA1BBIFIkKuITQ1a5d297cWIWJFlHxDgH2PcnStPXWW1ucC3U5w+KN9ppqtfeul9qSIhAMAokkUaAjQzpho2RJpw4NVUazpWYLBupknEX2PatWrWoLzhWzBz1lyhRLopqtKBnXRqmOIrEkKhNKFAnaKC4qOHxffPHFuswXcFy8p+57YvX2ovYRDzo00UceecRFT/RQRSBaCCSeRAVuolywGGN44sYlc45X7jVyjqS944Z01113mfr161vMMAKhPXop1atX18AJLwHVtgJHoGRIVJD99ddfrfVeyv/isD948GDz888/yyEl/04+S8IsiWHfZZddDAYgv5JmYABs0qRJyWOuAMQXgZIj0dSpIg4bR30001q1apnevXtndQ5P/V0S/07XOnFZYv8TI5KfQsQQju4qikBcEShpEpVJo0RFly5d7M0MoVK6omfPnjbEUI5J6nuQWmcmDEeOHGkfYsSpqygCcURASTRl1lavXm1Gjx5tLr30Upv7EUJlDxXDVHqdoJSfxepPkmRAXIxJ9jqD0jozATVnzhxLotRVV1EE4oiAkmiOWZs4caLVUA877DB7o+MqxV4hluq4CCSF9ZsHgxjVeDiwF0xGLL/2Op3iQwJmvCb69u3r9Cd6nCIQKQSURB1OB2UcsFRL7SdqBTVr1sxcddVVNqckmtSnn37qsDX/DnvnnXdsP1u0aGGNQhAmr2OOOcb6yo4bN84sW7bMvw4U0PLhhx9uSDGnogjEEQEl0QJmDQdz8kditWYpjAVbyAqtisS8uFCRao1onkmTJhWdSBgDD3u348ePt5ole7Yk/+U89erVM3vssUdZH+gLn5GNiJRzfhuHCoBwk5+0a9fO9neTD/UfRSAmCCiJejRREBVLYyzamcgVYiNHJaGS1NshgxFWaTJQ4StJDDkp2shZSU7LRo0aWe1xn332MZkqZNIeUUNkfSdJMNsMWLqJX8eJPU5C5nsiy1QUgTgioCTq86ylkiup+og5Zy+SrFNokh06dDDt27e32Y9wZkezZJsA38lUcqQMBcEB7777rsEdaf369T73PLjm8RDgoaCVL4PDXM/kHQJKot5hqS0ViAAJYiDRp59+usAW9GeKQHgIKImGh72eOQUBtibQ1FUUgbghoCQatxlLaH8x0FG/SEURiBsCSqJxm7GE9nfIkCF2vzehw9NhJRgBJdEET64OTRFQBPxHQEnUf4z1DIqAIpBgBJREEzy5OjRFQBHwHwElUf8x1jMoAopAghFQEk3w5OrQFAFFwH8ElET9x1jPoAgoAglGQEk0wZOrQ1MEFAH/Efh/Ad63CpoInYUAAAAASUVORK5CYII=[/img][br]Select [b]all[/b] the statements that must be true.