MIME-Version: 1.0 Content-Type: multipart/related; boundary="----=_NextPart_01C7C6E5.345B5640" This document is a Single File Web Page, also known as a Web Archive file. If you are seeing this message, your browser or editor doesn't support Web Archive files. Please download a browser that supports Web Archive, such as Microsoft Internet Explorer. ------=_NextPart_01C7C6E5.345B5640 Content-Location: file:///C:/9F8BB24E/Solution.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" It is obvious the two circle must be tangent between themselves and = to two opposite corners of the rectangles as shown below

&n= bsp;

&n= bsp;

It is obvious the two circles must be tangent simultan= eously between themselves and to three of the four corners of the rectangles as sh= own below

 

 

 

 

 

------=_NextPart_01C7C6E5.345B5640 Content-Location: file:///C:/9F8BB24E/Solution_files/image001.wmz Content-Transfer-Encoding: base64 Content-Type: image/x-wmz H4sIAAAAAAACC7t+9tgsBjBwczTQdWADsdRtGRk4GRiYpRmBBAMHWJYViLmZYCweJgNdN0cQi4kR qAis5hdQlhFiFAMLEOsyQtSKAMWP8IFYwkydshCWCJwFEvtnDxODsISBOmBiCL0gMXYg6w8Tqi2M DCBRCRZGhv/2HbJlShC3MEHc0gBTxQSmP8Dd5KcDYYHM9dNBcX8Dwv0QPUxwPVaGMD1WhhA9LETb 46cD89MRPpifjvDBxJDdg+6zLtmjfL46MBOP8MFc4QcXe62SxA4Ra1NeBA3hcuFrEhCx43xahqgx 9B/Dh6g2pnO+UOoA2grRxYoWrwg/wnQxg2UBrteKFUwCAAA= ------=_NextPart_01C7C6E5.345B5640 Content-Location: file:///C:/9F8BB24E/Solution_files/image002.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhPwKOAXcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAA1 AocBgQAAAAAAAAAA/wCAAAL/hI+py+0Po5wu2Iuz3rz7D4biSJbmiabqyrbuC8PAQNX2jed2oPf+ DwwKh8TireOgMZDGpvMRUD6n1GP1is1qt0/NTTrxcsdhMPls5KHX7LZbl/mZj5j3OWrP49T6vv/f M7dkQSQIRwg4hZfImMDXCBn5Z3hQZ0TZYyn5s7gJ+OgZKqpFeUGFCWQ6urPqB9oKG9ukWoUqRCu7 lPv2uuv7K4F7ZUsk7NsLrIWczAxsjEWchngc3Vy0bJ0dqjRNVj2LHdqpfRVOfg5I03327bS+Oo7e JU8POfDO7obvaV7P6Q+wz758vPp9CugOocI1A9G0K2dQ4MJrEytmabjmIRaM/640WtT1MaS0GZM+ RdTnUSSCkypbNkCUchgjjrxitmTpMmelAzZrQcJJBqhOAEKHhqT5pufFoheNsnIK1RFTb5uQBo0a BivWqQSr/omndQHXsOTWKYUmyqqysx/HkrX2iq3MUW6Lya1Y960zBXd9wssDVq+BvIJlqS3Z6rCi vgsJF06ci/EYx3AkI6T8WNwuy1wwH+EM0HPmSL1ATzGtjE1gwaJHz1yA+knspmhW623t2lXpVrOX 3sk9GDg63F2PXQVOXHib5FSTMVfwfLjybNG59O7c+XrZ6c2QaZcNd4vtt9W5Q2TwHTzc6OPJljev qEF69dQ3Cn8Pfxa6+dir4P8Pnx8s/43BX3/xIRcgZPIUaKA7DO6VYFryMfOgeIshGCE/E1JYT2vt hTVghjl4Z02FFiaEoYg/AWTiiWncp+KKLIamX4oxfoVQiw3eoqNhNx4E2zk9usijjT/aQaKQCjn2 oVYhHvlSkPstaZeRUKo20ZA7+tDkVlfyUpGWW1Zm5ZeTWSTmmHukSZeZDElZD5tEkpnbk2bGFZCc qXGip4ZuHodAn/RNNJadvxh6JKJJHcUljH/OGaZIUymaC6UiWuqGoJBS0GVUmEYIiqanqMRUp1B9 GmCoaN40oqgyPupfAq6OyqoVZcL6okuz0vZUnbhSgWqmOQEVbJu/zpPTrrz/cqoskMfmSpJKzdpX g6lOFetotNIOxZK1RmGL4bR+DVttts/e4pS41AZj7rmppPstp+26mwlU6q4Lgbfc0huEvv7cW04Z t/JbLcBzxRuBv+QSHEhUBsea8MP6MAwHVhIDG/HAFOdrsacZ+7pxr/Z6CcXFWIY8gTpamXxgBSzX hrIEKq/sZMkax2wAN2G9jGyUN+Mc3M4gVjAv0NCRxXPPYhVt9E5Iu/dS0mc2zdNKb0mNolhYbyqL AF5/DTaHVj899BJb7zkK2GoL4MDaYY9iBriIlX30z3qoTQTef11NHkggN/I1FoFrxjfUS9uNxttc KP6aXmfX6Mjj+NoxuBuV/7NhiNxz072S5AFT7jUglxPoc+GGR454FaMnsvrBdTvO2uuuGcp22kgW 5jlFjjCdReit+H4y7LfJPtqAwMdy/NSC5a57Jcy3rEXyuUgvhC2ap1MYKAq7VB71vnjfMMe4Z4/6 36rXTg74X7A7fuydp/4D+vLIj/FjzxfzvvlOqJ8N/+ja/5hHbK9WT6AfQAwIreUFMH+zmwICD7g+ eQGQfM6Dnw38Rw8MVk2CE6QgUe6Xtby55IF8EZkCFxg0/QWBhBVhYcUyA8Ih8OF6pCmCC1vYvPZ5 kIavAoIGJ/LDhLkmhjIcDBFz6IMbqoR+KeEh9jKjhgGSaoVvQV9MnLg59/9JUVI+FAzbbIJFPxyx XylsYBIfo0QoDLF4ZWRjD9JoFDj6rYMUDKOzcCDHOI4oN2Mk4xYZlYM8tsQMgmyjDhf4x7YEko4H KKQd+9DHdyXSIkUpZEgM4Ug+NvCRrsCjeQTJyTxE8h+h1ANQLImVPJZyUWxc5e1qgEqtyNGVbRhl oyaJF1geEgJwpCXmNmnLf0wglpHSpRDX2MpgNmqYJzSmGjU5O1wSipkxuqEvfxlNZdYrAsQsjAuv mZE6SbMx3LwSC8HpEHFq84UP6GaOuli60axzD+OkUjuFB8/DIbN49bwML02XT+IxMnvohFnb/vTA gjaHn7wzgDtdk1DgzJP/Dg19aG4QqFDSZVOiA+ioRzvqUI/yBKQ5++hHRyoFkZbUpCSdQUtV6lKW pvSlNJUpSm+6UpaSBKY8lelMfwqAL/oUpzFFqU5XSlSfAhWpOTVpUmt61KIyNaZRFSkNemrTqWK1 qjU1qlO1CtWvSnWsSn3qTPsZkGVYdEFUMGBGh3HVlkIRrTRiwFqV1FaBGgWmLs2ZOJl2V+DQ760+ EGsJN8jQMgVWOPIj7Bf4ih4zTHQHjkUbAhYr2LEpBLIREMRkq0VXf7wCs82YD/oqyxfJfJZToe2Q AkibDP6cVkgp1QEqVhuG1tJjtCMjw2wpdFI52AK3wUDt5GDLWEPKQq5Z/yBuwoz7uUYy7Le8Ya5G oUiUdiE3s8plBGeLYN0HOFeNupXHI7a73DfUDlzBRYsNxku08kpHujrp0Xoh2d5GwDdK8j3Heeub h/vWskI22a8u+rsdh6KMbQOqLTZtC8wUoVc5DG7uSO0Q3vdG+G8TTi5uDIththh4aQjWhho6vA3W eea7ohzCiI9W4voEdZCMqLBwXZVhCGP3gxhCsSQEZeP35nhGO4YuxHycWYOweFVFhhGSGbsMEMMN NC8em5Ex9mTBPsLBm6EVCmMcnixnEXBqGDK8ilzlo4kZkpvoaJCBcZ00Z9eICFpziyeR3xmj08zg 3fGc62TnvS7ZoVe+hP+fC92FQItk0HZFdCEOfR9FL4TP/1wlpZ2QZgHKeSWSTicpuPzGP6/iQZlm YPE6vdDT5JmKnLz0aVBIZ0DnqRaoeXObW1Rqp8maj66moqgj0aMqay/SuOu1EQT84zsPT7OzQ7U9 GL0FZOOzb6aGorNdJ7NVW667emCTsMsHUXpEw9hskDZ+n0jtaqORrRvSliTMLbRlq9ubsy4pLOBN M3lX8KIL0vbvdJ0pUY24F2BuxrUxTe5NULeWbdb3vsOdjbMtPN6nm7cXI36OxoZTFAZGRsGZcfBH Z5zZW0g4KzlH8syEvIopd++o07075KxclnpVdSz2uwxHz2Lmqax5E0z/zmaUW/w2PM8B89zq8vQK /eGn9sXzMEo2kplN5l32B9QxLTap67PZVIuoobN+qmfu2mheFznYryV2rjeNhDqPYNhtNna4LYTt QXicc83xcecUvbNAJFogJEfcfuR9L3tPQt/93lu0i89XhdeJNR329sU3sPE5eXwNgA4L3Bqk7RSh /AiP2dkYrjYigz/UjJP9ESUqedKK/5gZPW/LXop3jJ89SemNc3rvikT2kWWyTmy/aad5fvccTNa+ mNVjnM1yr8cXGIcX/BTMl+j3Owh+Cnm+TkfOc57Esv6fZz7PTBqfe5+xUcjDf3mAL5r8tjLf8A8f +pb7novtN6OCKRZL/86jh4Am9PP9+dVN+ndYgLQmRtJpn+VCZiaAsjJFrWKAD+Z4hgd6HxFMk+J9 vFUclScf37CAfqVI26RC7wdBqVV/WfKBIGh/9OUuBnRFFEhJ76JYKziAe+CCucQnMUgKPYc/xURO qXCBdmVhUWFFRWSCPeiDA9NhzlU70jdH9eZP/6NCKvgo29V2RMQkFQUr6FWF9gSFKfhajzIAE6Zz MUQZt7cL4UBa4xWGkyNuaZUGP3hQfRYWPoZo9+MZZlgp/+RikPd/bIhXu+UgPyOCywUGWXZlzOMh cHhPIkJIysNu5tUFihiHCWJda2ZkuYMbeOgj5RQ+9SUIgQZdnkMcmv8YCxERS5+FScFDDpKTHKQo IBRgSSOGaqj1OMzRgTAoAYOYCKjgbJV1Ns9xi8JETfK0iAWhDVijGCjoRrBIjJMIGBjXHeIhicMo gSyHI6UVjdJoQVIIJ+unh3f0CzyDH66oIDdAQtpEaZRXUC/zH8G4TOY4HZ6XjLp3DAPijsroTBAn Cdd0MU9yj+zkScnyDbroSxJjJ+S4NzqwhJfUDrrIbSm2iQwxjXhkSw/hkOr3cqWIEtsIGxdZCBZp GKV0L/MIOV6okJOmER7pc8BWjhPDkQ2gkosDIXJnLK8UhQoZk1cQRFVhR81Ckhdyk3wHhLQVkADi CcoSLAhZk+nnjNj/WJTU4USz8pP+MZFCWYzEZ140JCpTWQ5VuUI5yYCBBJb9N2ad1AhKKSEF5HQn eRly0ydceRFeOQRgGRNjmQnYIidwuRapU5d2CUt+ySXBkiZ6qY1BGZahBpGLdBOfoiWEmR12wxY7 mRF9yS2W0iOO6YjLKDiFh3mS2ZYnxxCl9I97tDjYh5PuYSgVgpkGZZhtdXBA55lH8SQMspoSOTCz EZtfZ46AGRS1mTKT4Zu2eZPacZG8qRrBWY0QoVBoSTiH2Tu52YkXBJ2ngpwz2AXV6ZKtWZpJmJLT iZrEYRrPwAyjSYN90DpncJ4ZoglmJ0PiaZQmGWDp6ZreqRzuaXTt/+lozOkn7mae3nlp8vkncVBY gWmfwwGHoqI3FMCLjLMxYsCUrLWeePGD0+I28lmh9PkrTLB/g7ABzQefXXOhVJMKHXAPHABzeAZq phQDK/oCJcqiLwqjMSqjMxoCLkqjN4qjITBgWdV7OZUfTCiiGiZRmwGk9wlcQVpywpEe0GZb35E0 3teGQzp9XhaOUBql0KRq/FGkSMqISsqlX6p0WCqHojRRWwqmOAClliEnZ8EyVrpZXvqRx3imypGm LjYrHnExbsqDuGKmn5YnerqnYJh5c/olgMp6hHokdTp/3ThqhnpJcLqogRKmiIphkCpksTUHANOn lFo9buKoccqpQf8XqmI6qpVaqs14qsq2T9LyqZSqqDLDbsrSqmdGqskpp4ilX7NKqzGiq6kKjb4K rEjaqwyzqcH6c5Z6qO1mqsZKj7XqnL9qq8zKh86Kq9AqXgwnrSwppRsKK8WarYOCqtbpqd/acNsq rlfireQKrjDErVPqdnClrkeJrNUaWzqGbfFqD/PKn/UanfjqjfCBW1TmrzQ5sNc1pgVbrghrHbqp sKhHrWcnBw0bqOxKr2t5sP0qsQ67qk96rIU1rBliqB+bsYM6siVLiSa7iyLLq/pada+moCp7I4ra pkl3rSh7c3BqMnEWfzZ7s9MBqOnKswsbtEMbrkRrtFG3qj0rtBf/drSTKk8PwyAp2rS8oaQGQ2pT C2dVC0Mwey5pul9LhbUWy2v2kmdc6y5em5FZCgFmeyxoy3E/x2eSFbZiO0TNIhdMyrSSOreRQadx YnIZxra/ErjbIGUKWrN7S7Ij26dxi7hKm7TNCid9MW6Nm7iPi24e2FcbR7kEa7liRFWo8RCDK6jm mg5AS4JCurlvm7oRu7qJ2bpG+roaW7TdBg09Ibp/8qqiSqWxOyUc5bm8ax5WCkK3O6fE26jsCbyQ a7Sqlbza+rCpdglq2rz56rvCgnDTm6x1a70di71vWr3dy6luy6/3Cr7LukYvo7PlW5bjUyDSG4Tq q7vEqKXw+6M4/7u0nUq/Ndi31ZW/j9q/evu/oNm/xju6z8u9wgWBAYytWBobIoZrCmy+4WoaIibA EKy5PutdwWbBFXyqpgu7G3zB9EvA3cqyewixIAy9FAvAQFBgI2yyuYu5rPvBKAxgAeLCNMyoZyoo N0zCiKopPFzAnYuxv6lfOMzBu7TChmvEEQLDz2qVSrzEFCfE+wqqUSzFs+vEdSerVrzAUxzDdae6 XBzCKhytWbyBYSzGnmbAFfvFh5vGAIXF7crGb4zBP5ISQLy6eBwo96LHz9LHfEvHXRzHbuyugTzG A7W2mODBNGvIGUjGQmkIUNvI21uoRzrJgjyugHzJmFzJmrzJCcj8yHJ8YX88vU18rnJFyslryknc xlRMvZ8cwbwqMYsMy+/qx6mcun2My5RrymDwt1pCy7Vsr4/ryx57xMJ8zNPmysacwsj8u84qsHC1 y8KKrItsunjrzMkMx/eLwNksr0MatT+lyETlzWj8tGIiVsFczoxsP0MFVuKczl3VVO2FVV5Fz/L8 ufcMtmX1zvZcz+/MVfvszmQVVvpsVgF90PEs0Dz6z/nc0Ful0Alt0AAd0RQ90QTN0PjMzxjtzxpd 0A/90R4Nz/lVAAA7 ------=_NextPart_01C7C6E5.345B5640 Content-Location: file:///C:/9F8BB24E/Solution_files/filelist.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01C7C6E5.345B5640--