3. Einführung 2 - Das Koordinatensystem

Mathematische Einführung des Koordinatensystems in 2 Schritten
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YXU7oGHin/i5Vo9wHMbLnTkBxaG1UXJrU4/VmfGTsUfs7BRRr817BQfmEkPPPbF3zZ67Cf6m4ii57NDeMwHez163ej55Ac+i9E6s/OJx+nw0Df8YRYt85riAzNh80u03RIeuvPHF266kq7UxQ4h87DExTxa2ckPTKcFD935YxY22oKHrav4wEx64KHij9kpmCp1UVLAAvaQFPDO/WgLP1T8PYO814KHra84zymkdg88VPwTL9fqAZ7bcKEjP7AwrC5KbnX6sTozdir+mIWNMvqtYaf4wEx64KHij9kpmCp1UVLAAvaQFPDO/WgLP1T8PYO814KHra84zymkdg88VPwTL9fqAZ7bcKEjP7AwrC5KbnX6sTozdir+mIWNMvqtYaf4wEx64KHij9kpmCp1UVLAAvaQFPDO/Wi0H3523FPxx7rYaDQPdj7FOWbC6hdtt4SHij9mp2Cq1GXJISws5Yajg4SdT344DFOH1Y+xe+GFF4bdbjfNXWqo+JeUUfEvKcOcP3vvFuNcxb9wathDE223xUNYQOCGo3Vm5xMPh2HqsPods3vvvfeGy5cvq/hPyvrGMf1G61Z2io+RgH/ugce++BtA/UgDnQGdgegzcCwJPvPMM8Pzzz+v4u9rx9Q7pt9o2MrOzgvzaLU/dt0t+qHirwsfXfjpDNz1M/C1r31t+Pa3vz18/OMf39eO8WP/uYuPa9eu7S8S7HnOTq/pIlZn4PgZ2Bd/+22bfqSBzoDOQNQZGJPv3J3Xk08+Ody4ccMV/7m7SP3Ov6zOnM75u6LtjDPziF43er4t+qHirwsfXfjpDISfAab4293+4c9cIVHxL6sTXQzZ+bZYNMsU0iusftF2S3io+Cvxhyf+qLtHzdPvJxFM8U+pctDv/HMxsnZ0cYieb0mxydwqNqP3x863RT9U/FX8Vfx1BsLPwNLiX6wG2Qu688/EOGiyRS7abotF80B62I3WmZ1vCQ8VfyX+8MSvO/Z+79ij2C0t/kxyU/GHdWY/yOhnhtF2S4pNeffplej9sfNt0Q8VfxV/FX+dgfAzoOKfChpqbbHYIB0Ox9hiHW23RR4q/kr84Yk/6u5R8/T7CYKK/2FZ8/0tFhuvAO5FF3V2vi3yUPFX8Vfx1xkIPwMq/ri4jaNbLDaj73PPbLGOttsiDxV/Jf7wxK879n7v2KPYqfjPlbhtfpf8vCK3X40u6ux8Kv5jIdzZP70BP5eGYfdjw7C7Mgy7XxuG3f9z4kku92H07fD5/WHY/Xzm6wPDsPv+ift16EOpP+f/3Gul+dYcf2cYdv/VBdF9TZ1s7g60Gov/zZs3939kZkl47oexu379+v6fBNrz3Fz2GjNfSzvT55gPLffH6ic/8Llm9Yu2W8ID3/nnhWGu/SPDsPu9E07Y+d5RQv5gGHZPZIX/Y8Ow+9sT9gf5MDc25//ca3NzrvHai8Owu/eMwxrzX6Q5O9FqLP5WwJgHY6e/9i8ryehn7462M87MI3rd6Pm26Edd8R8LiCWkU0yw4/7s+XB/PxyG3X+RFf77hmH3XWB3+L6e+nP+z712t308pb3cbd+XrteJVir+8yVxi8VmXpHbr0YXdXa+LfI4Xvzz5HRrGHbvDsPu3w/D7vJB4fzXEyycpURpfvyX2f7trvNbJ7j/XPs7aZf8v5O51nxPL/tcUwN27k60UvGfL3VbLDbziqj4z+mzxkXMsuKfJyi7CHgoK6BfBMXzfxuG3ePDsPvIMOzsVwQ/Ogw7+536tcLfC/x/w7D7jWHYPXL2twX2NwY/Pgy7/3wYds+D+fP9oHYpUf5Stm8r/P83Mfd/HIbdk2f7GfdlFxD/x0rvzff+5pnW9vcW/83BevZ3FzZmOpm+Dw/D7n89s8nnONRnyWv/YRh2j50xsT384jDsXj/YRz4/yz3fw2E7n8/a9qnMfzsMu48Ow870/8/OztFbhX3k89n7l/jAnsN/OtuLrWX7sYvKw31b38bHX2vY3u19Ns6uY7a5P4ftwzVrtLJPxL5wdt5sr58Yht2Ns/2aH8+e+WKvfXoYdq9gn1X851K5/uCvpA5b5KLttngxdufF3xLOC1lS+uWDJJB/pH6YrKxvhWpMKjaXJawxQSJ7G7M5DxPdXD+fZ7R7KtuzJexvHJnTLnLyPwjM5xzbV4dh9x6Yp+a949z2bAV97FsRHn35v84K8vha/nyo//ie8Tm3HcfG5/w1+yO8vD+2LfmjC4DDdUf78TnnPo6h53Ev9vwnZxc3yM4uRkyH3N7aue0SH5aew/86W8suEA/3Yf3/lNmYvY0tXSf357Cdr1mrlV1oH85vzOwiM79ozm3yOD7bi4p/qbzdHt9isZlX5Par0UWdnW+LPOqK/9tZorA7+jEJ2V36mBzs7sASnb1mdzx29za+ZolmfI8V0HHcfq1gdyD2mn0cb3OMr413teP75p7H99iz2eVr29j/kK1fmsc+ucjnKbVt/4dz1LwXrWNJ2O7KbB27sLCLF2SHxg73ltvMvZbbHbbtk5D8vUu5H86X98d5zc9jF4X2acB4Nz2+L59rrn3ow9Jz+GrGwC4Sx/Xz5/zi8atnNkvXmfNhXGtNreYY5HF8thcV//lSt8ViM6+Iiv+cPmtcxNQVf/sYcExKdgc2JqH87wEO/zmg3SGP77FfB4zvscI2jh9+lGsXAONr9s8Mx/ccex7fY8/2TxPzvrXvOftnU6V57CP9/D12sWAXPGZvz//9wev5rwBq3mvz5+var0HsI+J8n7+V2Zgf4wWTMbGPuK0g5nPk7z2cf+41u8CwP+i0ea24WLEc57VfNeTvvRPux/byP2Xr2a8bxr/NsAvKvIAeXhSOe7TnJT7cyTm0C99xvcOza/3xNfs12ajXnaxzN7QyhmPM2oXmuHd7tv3br8jsLDyTvXZ4DobbH2tbgWOTFmOnv/YvlwdGP3t3tJ0uYjCTaJ3Z+ZbwqCv+eTKyj4HHxDb3bAVkTCj5eyyBjOP29wFWZOzjUvt3+HPzzb02zpc/2zqfytayi4LSHPkfBdrvOpHdf5fNld9F1rzX1sn3/L+DtfOP138fvJ7/SsbmOtx7Pv/ca3Yhkb/+vWxvOb/cBrVL3M12bi/5pyeH/wwzn9M+ks7Xzedc4sOdnMO8SP76wT7yC0S7kBn3eCfr3A2t8l+h2B/x5jr+n9n+84t4cA4sCan448Jgo0uSdHmW9ApbHKLt5EdikLeidWbnW8Kjrvjnd/52JzMmtvz5L87uSu0j90fP/vAvTyijbZ4k89ctsdgdniVwW2+0Z57zeaxtn068dnb3aBcY4+vjnc7hnPbJxGjzD4W1808lLKGPc9S81+YY17Xn8dOGcW57zovH+CuS/HW7aMrnyF+zNvsauviae++4Dsv92F6MWb5eqW0fS49rH865xIc7OYf5BZF9CjP+yxfjMnKy85Z/edSdrHPoV+6vtSO0Gvc+zp3rPffaaH/2bEnIftikxdjpzj8vL77N6GfviLZbUmz8jnEven/sfFv0o674WzIbk8P9B8nX7kZtbHy99DwmDfvCHftXACU7G7f57C/fx/cce87nsouT/K7G/lXB+Hrpd7Xj6/Y8t9Zol98BjWN38l5bK38/Ku621mhT2tv4OtrDnb52uLfDtZdyPzZf7me+58P24cVn/vrhHufWvNNzmP+h3PhJjD2P+7AL2Hwfd7rOOJ895/NZew2t5tabeW0s/pHfYKZv+MPfJmcFLlLnJfONF3j2nrmfVvtj192iH3XF337PPCaAz2bJ6HeycXvdvjnP/uLafi9rf/A0vseeDxOYfbT73Nlf2Od35+N7SoX6cB7rj++x58N/kmR/IJb/wVz+keY413jXZu8//J37aFO686957+Hex7Xy5/wuD93ZRt3552uO7VzXccye75R7aT6bM9dxySc/c3PavMdeX3oO7S/9xzntD1RtjfzXSy+Bs242S9cZ17Bne3/+s4ZWc+vNvDYWfysIzIOx051/WUlGP3t3tJ1xZh7R60bPt0U/7rz4WyK2fwM8JoDxbseS0bF//z++x57z5HXYtgJtv+/Of7+d310f2h/2j61jX0082tieDz/WzP+g7H8s7DX/nX/+e+ea95of475KGtk/+Rtt7Pf7h77bv7UfX0dz3Olrc3u7U+5ze8l1RH/7cOj32J+bc86H8f35M3MO7dMZ+8h/XNe+92Js28Uvc+HCrDPOac/5Hq29hlZz6828puI/XxK3WGzmFbn9anRRZ+fbIo/lxd+SnP3zpvyfL9lX49rHmGMyyj9+PEx69rtglDTyf8s+/tPAcT6bY3yPJdhx/Njz+B57LtnaX9KPdv/LgV2ewM3G/sJ5/L2tPdsfd43vteeXs/fXvNf2ms+L9p7/kZnd8eV/7W9r53eBNtfhHHPzz702t7c74W7z5e+zv63I/7DPPgUa92O/17c7aDsPdg6N1/ia/T1J7uM4bs/5+NguvV5zDvPzkF8IoH9Seqfr3G2tSjqZjjOvqfjPl7otFpt5RVT85/RZ4yLmePHPA7zUPrwj+2SWGJ4++zfYlrDtn7/ZXVA+z3i3nRdL+9h0/CM8+/ja7rrH9xz+NfWYzNHz+B57Rq/bmP0B4Ghnf6Q3FvfRPv+OgdEOPR9+yZG9v+a9+RrjXvJn+z+7Hf5zvvw9h+38vdbOX1/y2tx774S7zXd4oTJ+EY69Zn/Rz/h5+LH6nH9zPtScQ/t7lHzdsf3/gvN3p+vcba1GH+zZdMt/Zl5T8Z9L5fpr/5I6bJGLttvixVhd8bffydvvefOEYG37vX5+h5InCWs/mCXJ/I/wPpeNH77H+nZ3Zx+NHq5X6udzlGxsPP/mMvujw9zW7kSPFXF7f/7Jx/j+mvcye7dPYPLf/efvyf89vo2Pexqfc9txbHyee81sSq/fKXf7e5F8TruIGPdiz3ZGSn7a+/7dgf3cHsd58/XGsfG55hzmvwqzNeyfKo7zHj7fyTp3W6s5nWZeU/Evlbfb41ssNvOK3H41uqiz822Rx/Lib0nYPiq3f6o0fuHKYVKzvt0FWVG0OxW7SLCPQe3u2AqEfVHImDjs95T5++0LZezfyI93OLaeFV/7iHf8lCC3n2uPa9jznJ39miG/WEH/osA+tcj9sf1Z/ytH5rZ17+S97N7tS2RMV9PJfLDC+T+ffTQ+N8edvmb+zL33Trjbpy32BT62f/v05fACzNa0u2f7Tgb7Qh2zs7/ut7+wR3+oeWyPzOt3eg4P/9bCfh1j65V+lq5zt7WaYz3zmor/fKnbYrGZV0TFf06fNS5icPEvJSqNl5O4tJE2dgbyv1GwC7KlF6wX5Byp+M+lcn3sX1KHLXLRdlu8GFPxvyDJtnhnKf/WvygZC7z9D27yv0+wv3fZqP4q/qXydnt8i8VmXpHbr0YXdXa+LfJQ8d9oct5qUVrF7/zj77zN/K+iL+j5U/GfL3VbLDbziqj4z+mzxkWMiv8FTb6rFDlphe/k84I/ttEfIW5Iv7H4s9+wxtjpG/7K36LH6GcFJNrOONu8x36i142eb4t+qPhvKCHrgmClj+F/+uwPEO13/PatfuhLlzZ2zsbiz96xMHb6hr/yvSGjn7072s44M4/odaPn26IfKv4bS8q6AFjpAkDnyH0qouI/XxK3WGzmFbn9anRRZ+fbIg8VfyVtl7R1caCLg4gzoOI/X+q2WGzmFVHxn9NnjYsYFX8VfxV/nYHwM6DiP5fK9U/9SuqwRS7abosXYyr+SvzhiT/izlFz9P0JhIp/qbzdHt9isZlX5Par0UWdnW+LPFT8VfxV/HUGws+Aiv98qdtisZlXRMV/Tp81LmJU/JX4wxO/7tr7vmuP4KfiP5fK9bF/SR22yEXbbfFiTMVfxV/FX2cg/Ayo+JfK2+3xLRabeUVuvxpd1Nn5tshDxV+JPzzxR9w5ao6+Pz1Q8Z8vdVssNvOKqPjP6bPGRYyKv4q/ir/OQPgZGIt/5Dex6Rv+yt+kF6mzFRp2PuNs9sd+2Pla2W3Rj33xHwNVz18dpIE00BmIOwPsHZ3JesYAACAASURBVAtjp2/4K98bMvrZu6PtLFaYR/S60fNt0Q8V/6/GJToVDWmpM+DPQGSSVvEvl9lInZdcJGyxaJYppFd64LEv/mnL5VYrZ9h1dQgxO1a/aDvxEA9TIPJcqfjjMxWt85L5FOeYSeS5X4uHij9mF5q01oJX2Lob7uEQug0XOvIDC8PqchGStIo/PgM2yp6DaLuLcK5Mvy36oeJfiKfoIGHn2+IhLCBww6x+0Xbi4TBMnWidmflU/Cf5zzUY/exN0XaKj3Mo9gPROrPzLeGh4o/ZhQfJGvAKW3fD7LrRdksOodtwoRO9P3Y++YGBsPqxdrdu3cILZaMq/pkYB01W52g7xccBiLNutM7sfEt4qPhjdir+lbosOYSFpdwwe/ij7eSHwzB1InQ2bR955JHh0qVLw5UrV4bXXnttmh81VPyRKrfHInjks7PzKT5y1VKb1S/abgkPFf/Ey7WiobDzLYHnNlzosOtG28kPDCRaZ3a+U+Tx2GOPDS+99NJeqDfeeGO4//77sWhnoyr+ZXnYcxBtd4rnKleJ9XeLfqj45ycla7OHJtpui4cwk73YjNaZnU88MBJWP9bu5ZdfVvEHUrP6tbJTfABoK/xtBct3CY998bc36Eca6AzoDNztM/DBBx8MDz744LDb7YZnn312+N73vlfMRdeuXdvb2fPd3qfWU2xctDOgO3984abf+VfqYoHCPNgr2lZ28gNTjORhf+z35ptvDvfccw9e7GxUH/uX5YnkYauw8yk+MBNWv2i7JTxU/DE7+vC3hFfYuhuO3h8735JD6DZc6LDrRtvJDwwkQmf7I7/xd/43btwYHnjgAbzY2aiKf1meCB757Ox8io9ctdRm9Yu2W8JDxT/xcq1oKOx8S+C5DRc67LrRdvIDA4nWmZ3vFHnYX/c//PDD+7/2f/TRRwf7o7+5h4p/WR32HETbneK5ylVi/d2iHyr++UnJ2uyhibbb4iHMZC82o3Vm5xMPjITVj7X78MMP8ULZqIp/JsZBk9U52k7xcQDirButMzvfEh4q/pidPvav1GXJISws5YbZwx9tJz8chqkTrTMzn4r/JP+5BqOfvSnaTvFxDsV+IFpndr4lPFT8MbvwIFkDXmHrbphdN9puySF0Gy50ovfHzic/MBBWv0g7FX/MwkYjdV4yn+IDM+mBh4o/ZqdgqtRFSQEL2ENSwDv3oy38UPH3DPJeCx62vuI8p5DaPfBQ8U+8XKsHeG7DhY78wMKwuii51enH6szYqfhjFjbK6LeGneIDM+mBh4o/ZqdgqtRFSQEL2ENSwDv3oy38UPH3DPJeCx62vuI8p5DaPfDYF3/b6LGfmzdvHrWxOVrZ2SE85kPL/bG6yA98Fln9ou3E43R4XL9+ff8Nf/Z8LNajz0H0fDpXp3Ou7CxtkYfu/NPFmmvZgWAe0XZ2CJlH9LrR88kPTDFaZ3a+i8BDd/74TNkoew6i7S7CuTL9tuiHin8hnqKDhJ1vi4ewgMANs/pF24mHwzB1onVm5lPxn+Q/12D0szdF2yk+zqHYD0TrzM63hIeKP2YXHiRrwCts3Q2z60bbLTmEbsOFTvT+2PnkBwbC6hdpp+KPWdhopM5L5lN8YCY98FDxx+wUTJW6KClgAXtICnjnfrSFHyr+nkHea8HD1lec5xRSuwceKv6Jl2v1AM9tuNCRH1gYVhcltzr9WJ0ZOxV/zMJGGf3WsFN8YCY98FDxx+wUTJW6KClgAXtICnjnfrSFHyr+nkHea8HD1lec5xRSuwceKv6Jl2v1AM9tuNCRH1gYVhcltzr9WJ0ZOxV/zMJGGf3WsFN8YCY98FDxx+wUTJW6KClgAXtICnjnfrSFHyr+nkHea8HD1lec5xRSuwceKv6Jl2v1AM9tuNCRH1gYVhcltzr9WJ0ZOxV/zMJGGf3WsFN8YCY98NgXf9vosZ/ob7iKns8O4TEf7PXodaPnkx/4LEbrzM4nHqfDQ9/wh1m0zGuKD8yEzS/Rdkt46M4fX7jpSrpSFzuEzMMSF/NoZSc/MJ0WPHTnj1nYaAsetq7iAzPpgYeKP2anYKrURUkBC9hDUsA796Mt/FDx9wzyXgsetr7iPKeQ2j3wUPFPvFyrB3huw4WO/MDCsLooudXpx+rM2Kn4YxY2yui3hp3iAzPpgYeKP2anYKrURUkBC9hDUsA796Mt/FDx9wzyXgsetr7iPKeQ2j3wUPFPvFyrB3huw4WO/MDCsLooudXpx+rM2Kn4YxY2yui3hp3iAzPpgYeKP2anYKrURUkBC9hDUsA796Mt/FDx9wzyXgsetr7iPKeQ2j3wUPFPvFyrB3huw4WO/MDCsLooudXpx+rM2Kn4YxY2yui3hp3iAzPpgYeKP2anYKrURUkBC9hDUsA796Mt/FDx9wzyXgsetr7iPKeQ2j3wUPFPvFyrB3huw4WO/MDCsLooudXpx+rM2Kn4YxY2yui3hp3iAzPpgce++NtGj/1EfxNR9Hx2CI/5YK9Hrxs9n/zAZzFaZ3Y+8TgdHvqGP8yiZV5TfGAmbH6JtlvCQ3f++MJNV9KVutghZB6WuJhHKzv5gem04KE7f8zCRlvwsHUVH5hJDzxU/DE7BVOlLkoKWMAekgLeuR9t4YeKv2eQ91rwsPUV5zmF1O6Bh4p/4uVaPcBzGy505AcWhtVFya1OP1Znxk7FH7OwUUa/NewUH5hJDzxU/DE7BVOlLkoKWMAekgLeuR9t4YeKv2eQ91rwsPUV5zmF1O6Bh4p/4uVaPcBzGy505AcWhtVFya1OP1Znxk7FH7OwUUa/NewUH5hJDzxU/DE7BVOlLkoKWMAekgLeuR9t4YeKv2eQ91rwsPUV5zmF1O6Bh4p/4uVaPcBzGy505AcWhtVFya1OP1Znxk7FH7OwUUa/NewUH5hJDzxU/DE7BVOlLkoKWMAekgLeuR9t4YeKv2eQ91rwsPUV5zmF1O6Bh4p/4uVaPcBzGy505AcWhtVFya1OP1Znxk7FH7OwUUa/NewUH5hJDzz2xd82euwn+puIouezQ3jMB3s9et3o+eQHPovROrPzicfp8NA3/GEWLfOa4gMzYfNLtN0SHrrzxxduupKu1MUOIfOwxMU8WtnJD0ynBQ/d+WMWNtqCh62r+MBMeuCh4o/ZKZgqdVFSwAL2kBTwzv1oCz9U/D2DvNeCh62vOM8ppHYPPFT8Ey/X6gGe23ChIz+wMKwuSm51+rE6M3Yq/piFjTL6rWGn+MBMeuCh4o/ZKZgqdVFSwAL2kBTwzv1oCz9U/D2DvNeCh62vOM8ppHYPPFT8Ey/X6gGe23ChIz+wMKwuSm51+rE6M3Yq/piFjTL6rWGn+MBMeuCh4o/ZKZgqdVFSwAL2kBTwzv1otB+3bt3yC4Ceij8Q5Wwomgc7n+IcM2H1i7ZbwkPFH7NT8a/UZckhLCzlhqODhJ1PfjgMU4fVb87u1VdfHR555JHh0qVLw+XLlwfrzz1U/MvqzOmcvyvaTvGRq5va0Tqz8y3hoeKfeLkWK3a03RJ4bsOFTvT+2PnkBwbC6hdtd4o8rOC/9tpre6HeeOON4f7778einY2q+JfliT4v7HyneK5yleRHrkZqmy4q/kkP12IPTbSdgslhmDrROrPziceEwDVY/Vi7t956S8XfKXy7w+rXyk7xAaB18jcY++JvAPUjDXQGdAbu9hn47ne/O3z9618f7rvvvuHLX/7y8M1vfrOYi65duzbsdrvBnu/2PrWeYuOinQHd+eMLN/3Ov1IXCxTm0eqOhV1XfmCKrH7H7F588cXhypUrw+uvv44Xykb1sX8mxkHzmM6jebSd4mNU1j9H68zOt4SHir9nNvVYsaPtlsCbNjvTiN4fO5/8wFBY/aLtTpHHSy+9NDz99NPDBx98gMU6GFXxPxAk60afF3a+UzxXmSz0TdwW/VDxz09K1mYPf7TdFg9hJnuxGa0zO594YCSsfnN2Dz300P5jfPsof/zBq90eVfEvqzOnc/6uaDvFR65uakfrzM63hIeKf+LlWqzY0XZL4LkNFzrR+2Pnkx8YCKtftN2p88Bq+VEVf69H3os+L+x8p36u5Ed+SlLbdFHxT3q4Fntoou0UTA7D1InWmZ1PPCYErsHqF2mn4u8QuE6kzjYxO5/iw2GYOqx+0XZLeKj4T7h8IxoKO98SeH7HuMeuG20nP8TDFIg8Vyr++ExF67xkPsU5ZhJ57tfioeKP2YUmrbXgFbbuhns4hG7DhY78wMKwulyEJK3ij8+AjbLnINruIpwr02+Lfqj4F+IpOkjY+bZ4CAsI3DCrX7SdeDgMUydaZ2Y+Ff9J/nMNRj97U7Sd4uMciv1AtM7sfEt4qPhjduFBsga8wtbdMLtutN2SQ+g2XOhE74+dT35gIKx+kXYq/piFjUbqvGQ+xQdm0gOPffG3jR77uXnz5lEbm6OVnR3CYz603B+ri/zAZ5HVL9pOPE6Hx/Xr1/f/JNCej8V69DmInk/n6nTOlZ2lLfLQnT++cNsnl8JLbtgODvNg7ewQMg92vlZ28gNTFI8710V3/lg7G9W5wtqwumwxX6n44zOjYKrUZYvBVJDMDbPJKNruIvBQ8XdHyXWizws730U4VybkFv1Q8XchlDrs4Y+22+IhTKqXW9E6s/OJB2bC6hdpp+KPWdhopM5L5lN8YCY98FDxx+wUTJW6KClgAXtICnjnfrSFHyr+nkHea8HD1lec5xRSuwceKv6Jl2v1AM9tuNCRH1gYVhcltzr9WJ0ZOxV/zMJGGf3WsFN8YCY98FDxx+wUTJW6KClgAXtICnjnfrSFHyr+nkHea8HD1lec5xRSuwceKv6Jl2v1AM9tuNCRH1gYVhcltzr9WJ0ZOxV/zMJGGf3WsFN8YCY98FDxx+wUTJW6KClgAXtICnjnfrSFHyr+nkHea8HD1lec5xRSuwceKv6Jl2v1AM9tuNCRH1gYVhcltzr9WJ0ZOxV/zMJGGf3WsFN8YCY98NgXf9vosZ/ob7iKns8O4TEf7PXodaPnkx/4LEbrzM4nHqfDQ9/wh1m0zGuKD8yEzS/Rdkt46M4fX7jpSrpSFzuEzMMSF/NoZSc/MJ0WPHTnj1nYaAsetq7iAzPpgYeKP2anYKrURUkBC9hDUsA796Mt/FDx9wzyXgsetr7iPKeQ2j3wUPFPvFyrB3huw4WO/MDCsLooudXpx+rM2Kn4YxY2yui3hp3iAzPpgYeKP2anYKrURUkBC9hDUsA796Mt/FDx9wzyXgsetr7iPKeQ2j3wUPFPvFyrB3huw4WO/MDCsLooudXpx+rM2Kn4YxY2yui3hp3iAzPpgYeKP2anYKrURUkBC9hDUsA796Mt/FDx9wzyXgsetr7iPKeQ2j3wUPFPvFyrB3huw4WO/MDCsLooudXpx+rM2Kn4YxY2yui3hp3iAzPpgYeKP2anYKrURUkBC9hDUsA796Mt/FDx9wzyXgsetr7iPKeQ2j3wUPFPvFyrB3huw4WO/MDCsLooudXpx+rM2Kn4YxY2yui3hp3iAzPpgce++NtGj/1EfxNR9Hx2CI/5YK9Hrxs9n/zAZzFaZ3Y+8TgdHvqGP8yiZV5TfGAmbH6JtlvCQ3f++MJNV9KVutghZB6WuJhHKzv5gem04KE7f8zCRlvwsHUVH5hJDzxU/DE7BVOlLkoKWMAekgLeuR9t4YeKv2eQ91rwsPUV5zmF1O6Bh4p/4uVaPcBzGy505AcWhtVFya1OP1Znxk7FH7OwUUa/NewUH5hJDzxU/DE7BVOlLkoKWMAekgLeuR9t4YeKv2eQ91rwsPUV5zmF1O6Bh4p/4uVaPcBzGy505AcWhtVFya1OP1Znxk7FH7OwUUa/NewUH5hJDzxU/DE7BVOlLkoKWMAekgLeuR9t4YeKv2eQ91rwsPUV5zmF1O6Bh4p/4uVaPcBzGy505AcWhtVFya1OP1Znxk7FH7OwUUa/NewUH5hJDzxU/DE7BVOlLkoKWMAekgLeuR9t4YeKv2eQ91rwsPUV5zmF1O6Bh4p/4uVaPcBzGy505AcWhtVFya1OP1Znxk7FH7OwUUa/NewUH5hJDzz2xd82euwn+puIouezQ3jMB3s9et3o+eQHPovROrPzicfp8NA3/GEWLfOa4gMzYfNLtN0SHrrzxxduupKu1MUOIfOwxMU8WtnJD0ynBQ/d+WMWNtqCh62r+MBMeuCh4o/ZKZgqdVFSwAL2kBTwzv1oCz9U/D2DvNeCh62vOM8ppHYPPFT8Ey/X6gGe23ChIz+wMKwuSm51+rE6M3Yq/piFjTL6rWGn+MBMeuCh4o/ZKZgqdVFSwAL2kBTwzv1oCz9U/D2DvNeCh62vOM8ppHYPPFT8Ey/X6gGe23ChIz+wMKwuSm51+rE6M3Yq/piFjTL6rWGn+MBMeuCh4o/ZKZgqdVFSwAL2kBTwzv1otB9+dtxT8ce62Gg0D3Y+xTlmwuoXbbeEh4o/ZqdgqtRlySEsLOWGo4OEnU9+OAxTh9WPsXvllVeG3W43zV1qqPiXlFHxLynDnD977xbjXMW/cGrYQxNtt8VDWEDghqN1ZucTD4dh6rD6HbO7cePGcO+996r4T8r6xjH9RutWdoqPkYB/7oGHir9nNvV6gDdtdqYhP7A4rC5KbnX6HdP58uXLw3PPPafij2Vu9gnkMW7jdhUfoxL+mdUv2m4Jj33xtzfoRxroDOgM3O0z8P777++z5vix/9z6165d218k2POcnV7TOdYZOH4GdOfvL9imXvQVGTufHVrmwc7Xyk5+YIrigXUZiz9+9faofudfVkfnCmvD6rLFfKXij89Ms4/btngICwjcMBvE0Xbi4TBMnWidVfwnaV0jWufo+RQfDtfUidaZnW8JDxX/CZdvsGJH2y2B53eMe9H7Y+eTH+JhCrDnRcX/tM4Ly01xflrclvBQ8cfs6KTFBglrtwReYetumF032k5+OAxTJ1pndr5T5zEJNNPQx/5lcdhzEG136ueK9XeLfqj4F+KJPTTRdls8hAUEbjhaZ3Y+8XAYpg6rX6Sdiv8k/7lGpM42OTuf4uMciv0Aq1+03RIeKv6YHX34W8IrbN0NR++PnW/JIXQbLnTYdaPt5AcGEq0zM5+KP2Zho4x+a9gpPjCTHnio+GN2CqZKXZQUsIA9JAW8cz/awg8Vf88g77XgYesrznMKqd0DDxX/xMu1eoDnNlzoyA8sDKuLkludfqzOjJ2KP2Zho4x+a9gpPjCTHnio+GN2CqZKXZQUsIA9JAW8cz/awg8Vf88g77XgYesrznMKqd0Dj33xt40e+7l58+ZRG5ujlZ0dwmM+tNwfq4v8wGeR1S/aTjxOh8f169f33/Bnz8diPfocRM+nc3U658rO0hZ56M4/Xay5lh0I5hFtZ4eQeUSvGz2f/MAUo3Vm57sIPHTnj8+UjbLnINruIpwr02+Lfqj4F+IpOkjY+bZ4CAsI3DCrX7SdeDgMUydaZ2Y+Ff9J/nMNRj97U7Sd4uMciv1AtM7sfEt4qPhjduFBsga8wtbdMLtutN2SQ+g2XOhE74+dT35gIKx+kXYq/piFjUbqvGQ+xQdm0gMPFX/MTsFUqYuSAhawh6SAd+5HW/ih4u8Z5L0WPGx9xXlOIbV74KHin3i5Vg/w3IYLHfmBhWF1UXKr04/VmbFT8ccsbJTRbw07xQdm0gMPFX/MTsFUqYuSAhawh6SAd+5HW/ih4u8Z5L0WPGx9xXlOIbV74KHin3i5Vg/w3IYLHfmBhWF1UXKr04/VmbFT8ccsbJTRbw07xQdm0gMPFX/MTsFUqYuSAhawh6SAd+5HW/ih4u8Z5L0WPGx9xXlOIbV74KHin3i5Vg/w3IYLHfmBhWF1UXKr04/VmbFT8ccsbJTRbw07xQdm0gOPffG3jR77if6Gq+j57BAe88Fej143ej75gc9itM7sfOJxOjz0DX+YRcu8pvjATNj8Em23hIfu/PGFm66kK3WxQ8g8LHExj1Z28gPTacFDd/6YhY224GHrKj4wkx54qPhjdgqmSl2UFLCAPSQFvHM/2sIPFX/PIO+14GHrK85zCqndAw8V/8TLtXqA5zZc6MgPLAyri5JbnX6szoydij9mYaOMfmvYKT4wkx54qPhjdgqmSl2UFLCAPSQFvHM/2sIPFX/PIO+14GHrK85zCqndAw8V/8TLtXqA5zZc6MgPLAyri5JbnX6szoydij9mYaOMfmvYKT4wkx54qPhjdgqmSl2UFLCAPSQFvHM/2sIPFX/PIO+14GHrK85zCqndAw8V/8TLtXqA5zZc6MgPLAyri5JbnX6szoydij9mYaOMfmvYKT4wkx54qPhjdgqmSl2UFLCAPSQFvHM/2sIPFX/PIO+14GHrK85zCqndAw8V/8TLtXqA5zZc6MgPLAyri5JbnX6szoydij9mYaOMfmvYKT4wkx547Iu/bfTYT/Q3EUXPZ4fwmA/2evS60fPJD3wWo3Vm5xOP0+Ghb/jDLFrmNcUHZsLml2i7JTx0548v3HQlXamLHULmYYmLebSykx+YTgseuvPHLGy0BQ9bV/GBmfTAQ8Ufs1MwVeqipIAF7CEp4J370RZ+qPh7BnmvBQ9bX3GeU0jtHnio+CdertUDPLfhQkd+YGFYXZTc6vRjdWbsVPwxCxtl9FvDTvGBmfTAQ8Ufs1MwVeqipIAF7CEp4J370RZ+qPh7BnmvBQ9bX3GeU0jtHnio+CdertUDPLfhQkd+YGFYXZTc6vRjdWbsVPwxCxtl9FvDTvGBmfTAQ8Ufs1MwVeqipIAF7CEp4J370RZ+qPh7BnmvBQ9bX3GeU0jtHnio+CdertUDPLfhQkd+YGFYXZTc6vRjdWbsVPwxCxtl9FvDTvGBmfTAQ8Ufs1MwVeqipIAF7CEp4J370RZ+qPh7BnmvBQ9bX3GeU0jtHnio+CdertUDPLfhQkd+YGFYXZTc6vRjdWbsVPwxCxtl9FvDTvGBmfTAY1/8baPHfqK/iSh6PjuEx3yw16PXjZ5PfuCzGK0zO594nA4PfcMfZtEyryk+MBM2v0TbLeGhO3984aYr6Upd7BAyD0tczKOVnfzAdFrw0J0/ZmGjLXjYuooPzKQHHir+mJ2CqVIXJQUsYA9JAe/cj7bwQ8XfM8h7LXjY+orznEJq98BDxT/xcq0e4LkNFzryAwvD6qLkVqcfqzNjp+KPWdgoo98adooPzKQHHir+mJ2CqVIXJQUsYA9JAe/cj7bwQ8XfM8h7LXjY+orznEJq98BDxT/xcq0e4LkNFzryAwvD6qLkVqcfqzNjp+KPWdgoo98adooPzKQHHir+mJ2CqVIXJQUsYA9JAe/cj7bwQ8XfM8h7LXjY+orznEJq98BDxT/xcq0e4LkNFzryAwvD6qLkVqcfqzNjp+KPWdgoo98adooPzKQHHir+mJ2CqVIXJQUsYA9JAe/cj7bwQ8XfM8h7LXjY+orznEJq98Bjd+3atcGC6tiPfcHGMRt7vZWd/MAMxaNOF52rOv0iz98v/MIvDLvdbnj88ceP5qLIddfIazpXp3OujO8WeewsmPQjDXQGdAZ0BnQGdAY2dAbsiufzn//80R+7kj5lO/mBGbbiJh7iYfki8vzZHb8VJ3s+losi1432w+ZTfCg+Wp8r/c4//ZrGtXr4nY3bcKEjP7AwrC76nWadfqzOjJ19PGvF35LmsQczn83Ryk7nChMUjzpdlpwrFX+stZJCpS5LDmFhKTespODkmDqsLheBh4r/hP1cgz0H0XYX4VyZmFv0Q8X/XBjdHogOEna+LR7CAgI3zOoXbSceDsPUidaZmU/Ff5L/XIPRz94Ubaf4OIdiPxCtMzvfEh4q/phdeJCsAa+wdTfMrhttt+QQug0XOtH7Y+eTHxgIq1+knYo/ZmGjkTovmU/xgZn0wGP3J3/yJ3j3B6OtnGHX/bM/+7ODHeMuO18ru4sSTH/5l3+JARyMttKZXfcb3/jGwY5xl52vld2pn6sPP/wQC5uNXqTin7k122x1Xth133///dn9jy+y87Wyuyh+jHofezadd3/3d383fPaznx1+9Ed/dLj//vuHr3zlK/B9raCw67799tvn/skicoSdr5XdmKRfeOGFvT/IBxtrtT923Rs3bgyPPPLIcOnSpeHKlSvDa6+9Bl1h52tl94d/+IeTH5cvXx5effXVLv0Yz9Urr7xyMufqb//2b4dPfepT+zPy6KOPDtafe1yU4n+MQa5Bq3M/t67FwBjbczFx6n5YTIx+zOWoU/dj3N+xmjHa2bPx3f3qr/7q8Fu/9Vv78ddff30vRm40tucOw2hjz63szPHPfe5z+VZgu9X+2HX/+I//eHjvvfcGCyr7y+bSg52vld3P/dzPDS+99NJ++2+88cb+whL50mp/7LoPPfTQdOHSsx/2SYxdkN17770nc65++Zd/efid3/md/bH43d/93f1NCDoj49hFKP4Mg9Ffe2bP6d20s9w0Xsz/+Z//eTG2T92Pxx57bMpRPfthOjM145DH7qMf/ejwr//6r/k4bN/Nw5VvgF33qaee2t9B2J2m3UV861vfyqeZ2ux8rey+//3vD88888zw/PPPn0ySnsRbkIz+6Z/+aXrbyy+/XEwQrXRm180/Dnzrrbe69sOS9nPPPXcy5+ojH/nI8MMf/nB/Tuxj/x//8R+fzgxqXITizzDIfWfPaSu7v/7rvy7GRE9+zOWoHvxgasahHzv7uP/nf/7n94XzE5/4xP6K7gc/+MH+itMO1Phz8+bNqT2Ooee7YTcmDHPG2vbzmc98ZvjCF74w3Lp1a/jSl740fPKTnxwsoRzu8W7s73BN66N1D/3453/+5+Hb3/728DM/8zN7TuOdPztfK7tDP2wf9pGasXjwwQf3xebZZ58d/uVf/qUrHqMfH3zwwfAXf/EXw0/+5E8OL7744mAXBIdaI76HNta/G3ZzPOxgncK5OtzHv/3bv+1zkI0j3WzMAVcWmQAAIABJREFUvrjH9m7PJZtx/G7oPK6VPx9b12Li0Pf8/YftY/ON9nfbboyJ++67rxgT497s+W7vb1z72LpMjhrnOkU/rGZ85zvfoWrGoR87u9q2j/vtYX/897GPfWzfPvyPvZF53A27J554Yp8ELBFcvXp1v60xqMY92icA6HE39seui/x48skn9x/P2hxjkmbna2WH/BjvmI3Lm2++Odxzzz1oe/skDl84GLwb3JAff/M3f7NPbvY7wTFODra2796N/bHrIj/G3/nbHKdyrn7sx35sf4Foe7ILwy3c+Y8M5xiMNvZ8Sucq35ddBFtM/Omf/mk+XGyfqh+24WM5KnfqFP1ga8ahH7tf+ZVfmf7Iz5K0Xcmhxyk6ne/zp37qp/ZJ2sa++MUv7r8CNH99bJ+6H5YUDn/GvefPp+6H8Rh/52+/53zggQfy7U/tU/fDktzTTz892J3O3OPU/TjF4v9Lv/RL0+/8f/u3f3uw/tzjInzsP/rXc/G3uGZiYvTVnk8xPuziZcxRf/RHf1TMUafux2G9YM6W8djZX8n/4i/+4v4jt5/+6Z+e7jpzh08VXr5HS24PP/zw3o9Pf/rTg/mFHqd4CNE+bWwO4qn7kfOwv8GwP5ZDj1P3w/7g7zC4evTjFIv/4V/7l2J21FvFf1Ti/PPdjCM2JvJd3s39sevaHy2ONWMuR7HznYLdXM043N/uInxsY07ZpxbM4xQPYb7vPEnn44ftU/fjovA4dsc/cjl1Hqd+rvTv/MeT5J9P/Vz53ZZ7p+6H/e6ceZy6H4wPZmN+6Bv+Cmq1gnzqSZrVRX7gg8XqF213EXhcpDv/i8DDTrj86DfOVfwxu2a/o1IwYSDRxZCdTzxOh4eKP2Zho+x5jrZTfGAm0Tqz8y3hoeKP2SmYKnVZcggLS7lh9vBH28kPh2HqROvMzKfiP8l/rsHoZ2+KtlN8nEOxH4jWmZ1vCQ8Vf8wuPEjWgFfYuhtm1422W3II3YYLnej9sfPJDwyE1S/STsUfs7DRSJ2XzKf4wEx64KHij9kpmCp1UVLAAvaQFPDO/WgLP1T8PYO814KHra84zymkdg889sXfNnrs59g3JY3vb2Vnh3Dcw9xzq/2x68oPfBZZ/aLtxON0eFyEb/gbc5PO1emcK2OyRR66808Xa65lB4J5RNvZIWQe0etGzyc/MMVondn5LgIP3fnjM2Wj7DmItrsI58r026IfKv6FeIoOEna+LR7CAgI3zOoXbSceDsPUidaZmU/Ff5L/XIPRz94Ubaf4OIdiPxCtMzvfEh4q/phdeJCsAa+wdTfMrhttt+QQug0XOtH7Y+eTHxgIq1+knYo/ZmGjkTovmU/xgZn0wEPFH7NTMFXqoqSABewhKeCd+9EWfqj4ewZ5rwUPW19xnlNI7R54qPgnXq7VAzy34UJHfmBhWF2U3Or0Y3Vm7FT8MQsbZfRbw07xgZn0wEPFH7NTMFXqoqSABewhKeCd+9EWfqj4ewZ5rwUPW19xnlNI7R54qPgnXq7VAzy34UJHfmBhWF2U3Or0Y3Vm7FT8MQsbZfRbw07xgZn0wEPFH7NTMFXqoqSABewhKeCd+9EWfqj4ewZ5rwUPW19xnlNI7R54qPgnXq7VAzy34UJHfmBhWF2U3Or0Y3Vm7FT8MQsbZfRbw07xgZn0wGNf/G2jx36ivzktej47hMd8sNej142eT37gsxitMzufeJwOD33DH2bRMq8pPjATNr9E2y3hoTt/fOGmK+lKXewQMg9LXMyjlZ38wHRa8NCdP2Zhoy142LqKD8ykBx4q/pidgqlSFyUFLGAPSQHv3I+28EPF3zPIey142PqK85xCavfAQ8U/8XKtHuC5DRc68gMLw+qi5FanH6szY6fij1nYKKPfGnaKD8ykBx4q/pidgqlSFyUFLGAPSQHv3I+28EPF3zPIey142PqK85xCavfAQ8U/8XKtHuC5DRc68gMLw+qi5FanH6szY6fij1nYKKPfGnaKD8ykBx4q/pidgqlSFyUFLGAPSQHv3I+28EPF3zPIey142PqK85xCavfAQ8U/8XKtHuC5DRc68gMLw+qi5FanH6szY6fij1nYKKPfGnaKD8ykBx4q/pidgqlSFyUFLGAPSQHv3I+28EPF3zPIey142PqK85xCavfAQ8U/8XKtHuC5DRc68gMLw+qi5FanH6szY6fij1nYKKPfGnaKD8ykBx774m8bPfYT/U1E0fPZITzmg70evW70fPIDn8Vondn5xON0eOgb/jCLlnlN8YGZsPkl2m4JD9354ws3XUlX6mKHkHlY4mIerezkB6bTgofu/DELG23Bw9ZVfGAmPfBQ8cfsFEyVuigpYAF7SAp45360hR8q/p5B3mvBw9ZXnOcUUrsHHir+iZdr9QDPbbjQkR9YGFYXJbc6/VidGTsVf8zCRhn91rBTfGAmPfBQ8cfsFEyVuigpYAF7SAp45360hR8q/p5B3mvBw9ZXnOcUUrsHHir+iZdr9QDPbbjQkR9YGFYXJbc6/VidGTsVf8zCRhn91rBTfGAmPfBQ8cfsFEyVuigpYAF7SAp453402g8/O+6p+GNdbDSaBzuf4hwzYfWLtlvCQ8Ufs1MwVeqy5BAWlnLD0UHCzic/HIapw+rH2L3yyivDbreb5i41VPxLyqj4l5Rhzp+9d4txruJfODXsoYm22+IhLCBww9E6s/OJh8MwdVj9jtnduHFjuPfee1X8J2V945h+o3UrO8XHSMA/98BDxd8zm3o9wJs2O9OQH1gcVhcltzr9jul8+fLl4bnnnlPxxzI3+wTyGLdxu4qPUQn/zOoXbbeEx7742xv0Iw10BnQG1joD77777pQd33nnnSnfvP/++/vx8WP/ufWvXbu2v0iw5zk7vaZzrDNw/Azozn9KSb4RfUXGzmeHlnmw87Wykx+Y4lZ5PPHEE/vCbUX+6tWr58QZi/+5F7IB/c4/E+OgudVzdSDDuS6ryxbzlYr/ueNye4A9NNF2WzyEBQRuOFpndj7xcBimDqsfa6fiP0nrGqx+rewUHw7X1OmBh4r/hMs3eoDnd4x78qNOFyW3Ov3Y86fif3d0ZnmwdoqP0+K2hIeKP2bX7A9tlsArbN0Ns0EcbSc/HIapE60zO9+p85gEmmnoY/+yOOw5iLY79XPF+rtFP1T8C/HEHppouy0ewgICNxytMzufeDgMU4fVL9JOxX+S/1wjUmebnJ1P8XEOxX6A1S/abgkPFX/Mjj78LeEVtu6Go/fHzrfkELoNFzrsutF28gMDidaZmU/FH7OwUUa/NewUH5hJDzxU/DE7BVOlLkoKWMAekgLeuR9t4YeKv2eQ91rwsPUV5zmF1O6Bh4p/4uVaPcBzGy505AcWhtVFya1OP1Znxk7FH7OwUUa/NewUH5hJDzxU/DE7BVOlLkoKWMAekgLeuR9t4YeKv2eQ91rwsPUV5zmF1O6Bx77420aP/dy8efOojc3Rys4O4TEfWu6P1UV+4LPI6hdtJx6nw+P69ev7Lwqy52OxHn0OoufTuTqdc2VnaYs8dOefLtZcyw4E84i2s0PIPKLXjZ5PfmCK0Tqz810EHrrzx2fKRtlzEG13Ec6V6bdFP1T8C/EUHSTsfFs8hAUEbpjVL9pOPByGqROtMzOfiv8k/7kGo5+9KdpO8XEOxX4gWmd2viU8VPwxu/AgWQNeYetumF032m7JIXQbLnSi98fOJz8wEFa/SDsVf8zCRiN1XjKf4gMz6YGHij9mp2Cq1EVJAQvYQ1LAO/ejLfxQ8fcM8l4LHra+4jynkNo98FDxT7xcqwd4bsOFjvzAwrC6KLnV6cfqzNip+GMWNsrot4ad4gMz6YGHij9mp2Cq1EVJAQvYQ1LAO/ejLfxQ8fcM8l4LHra+4jynkNo98FDxT7xcqwd4bsOFjvzAwrC6KLnV6cfqzNip+GMWNsrot4ad4gMz6YGHij9mp2Cq1EVJAQvYQ1LAO/ejLfxQ8fcM8l4LHra+4jynkNo98FDxT7xcqwd4bsOFjvzAwrC6KLnV6cfqzNip+GMWNsrot4ad4gMz6YHHvvjbRo/9RH/DVfR8dgiP+WCvR68bPZ/8wGcxWmd2PvE4HR76hj/MomVeU3xgJmx+ibZbwkN3/vjCTVfSlbrYIWQelriYRys7+YHptOChO3/MwkZb8LB1FR+YSQ88VPwxOwVTpS5KCljAHpIC3rkfbeGHir9nkPda8LD1Fec5hdTugYeKf+LlWj3AcxsudOQHFobVRcmtTj9WZ8ZOxR+zsFFGvzXsFB+YSQ88VPwxOwVTpS5KCljAHpIC3rkfbeGHir9nkPda8LD1Fec5hdTugYeKf+LlWj3AcxsudOQHFobVRcmtTj9WZ8ZOxR+zsFFGvzXsFB+YSQ88VPwxOwVTpS5KCljAHpIC3rkfbeGHir9nkPda8LD1Fec5hdTugYeKf+LlWj3AcxsudOQHFobVRcmtTj9WZ8ZOxR+zsFFGvzXsFB+YSQ88VPwxOwVTpS5KCljAHpIC3rkfbeGHir9nkPda8LD1Fec5hdTugYeKf+LlWj3AcxsudOQHFobVRcmtTj9WZ8ZOxR+zsFFGvzXsFB+YSQ889sXfNnrsJ/qbiKLns0N4zAd7PXrd6PnkBz6L0Tqz84nH6fDQN/xhFi3zmuIDM2HzS7TdEh6688cXbrqSrtTFDiHzsMTFPFrZyQ9MpwUP3fljFjbagoetq/jATHrgoeKP2SmYKnVRUsAC9pAU8M79aAs/VPw9g7zXgoetrzjPKaR2DzxU/BMv1+oBnttwoSM/sDCsLkpudfqxOjN2Kv6YhY0y+q1hp/jATHrgoeKP2SmYKnVRUsAC9pAU8M79aAs/VPw9g7zXgoetrzjPKaR2DzxU/BMv1+oBnttwoSM/sDCsLkpudfqxOjN2Kv6YhY0y+q1hp/jATHrgoeKP2SmYKnVRUsAC9pAU8M79aAs/VPw9g7zXgoetrzjPKaR2DzxU/BMv1+oBnttwoSM/sDCsLkpudfqxOjN2Kv6YhY0y+q1hp/jATHrgoeKP2SmYKnVRUsAC9pAU8M79aAs/VPw9g7zXgoetrzjPKaR2DzxU/BMv1+oBnttwoSM/sDCsLkpudfqxOjN2Kv6YhY0y+q1hp/jATHrgsS/+ttFjP9HfRBQ9nx3CYz7Y69HrRs8nP/BZjNaZnU88ToeHvuEPs2iZ1xQfmAmbX6LtlvDQnT++cNOVdKUudgiZhyUu5tHKTn5gOi146M4fs7DRFjxsXcUHZtIDDxV/zE7BVKmLkgIWsIekgHfuR1v4oeLvGeS9FjxsfcV5TiG1e+Ch4p94uVYP8NyGCx35gYVhdVFyq9OP1ZmxU/HHLGyU0W8NO8UHZtIDDxV/zE7BVKmLkgIWsIekgHfuR1v4oeLvGeS9FjxsfcV5TiG1e+Ch4p94uVYP8NyGCx35gYVhdVFyq9OP1ZmxU/HHLGyU0W8NO8UHZtIDDxV/zE7BVKmLkgIWsIekgHfuR6P9uHXrll8A9FT8gShnQ9E82PkU55gJq1+03RIeKv6YnYp/pS5LDmFhKTccHSTsfPLDYZg6rH5zdq+++urwyCOPDJcuXRouX748WH/uoeJfVmdO5/xd0XaKj1zd1I7WmZ1vCQ8V/8TLtVixo+2WwHMbLnSi98fOJz8wEFa/aLtT5GEF/7XXXtsL9cYbbwz3338/Fu1sVMW/LE/0eWHnO8VzlaskP3I1Utt0UfFPergWe2ii7RRMDsPUidaZnU88JgSuwerH2r311lsq/k7h2x1Wv1Z2ig8ArZO/wdgXfwOoH2mgM6AzsNYZePfdd6cs+c4770z55rvf/e7w9a9/fbjvvvuGL3/5y8M3v/nN6bXDvVy7dm3Y7XaDPR++pr7Ors7AsjOgO/8pJfmGrqS9HmOP1cUCkXmw87Wykx+Y4lIeTzzxxL5wW/G+evXqNOmLL744XLlyZXj99densVJDH/uXlNFf+5eUYc/pFuNcxb9wathDE223xUNYQOCGo3Vm5xMPh2HqsPrN2b300kvD008/PXzwwQfTvHMNFf+yOnM65++KtlN85OqmdrTO7HxLeKj4J16uxYodbbcEnttwoRO9P3Y++YGBsPpF250ij4ceemj6NMA+EbCfuYeKf1md6PPCzneK5ypXSX7kaqS26aLin/RwLfbQRNspmByGqROtMzufeEwIXIPVj7Vzkxc6Kv4FYTr5A7Py7tMr7HmJtttinKv4p3PnWtGHi51vi4fQCV/osPpF24kHBhKtMzOfij9mYaOMfmvYKT4wkx54qPhjdgqmSl2UFLCAPSQFvHM/2sIPFX/PIO+14GHrK85zCqndAw8V/8TLtXqA5zZc6MgPLAyri5JbnX6szoydij9mYaOMfmvYKT4wkx54qPhjdgqmSl2UFLCAPSQFvHM/2sIPFX/PIO+14GHrK85zCqndAw8V/8TLtXqA5zZc6MgPLAyri5JbnX6szoydij9mYaOMfmvYKT4wkx547Iu/bfTYz82bN4/a2Byt7OwQHvOh5f5YXeQHPousftF24nE6PK5fv77/54D2fCzWo89B9Hw6V6dzruwsbZGH7vzxhds+uRRecsN2cJgHa2eHkHmw87Wykx+YonjcuS6688fa2ajOFdaG1WWL+UrFH58ZBVOlLlsMpoJkbphNRtF2F4GHir87Sq4TfV7Y+S7CuTIht+iHir8LodRhD3+03RYPYVK93IrWmZ1PPDATVr9IOxV/zMJGI3VeMp/iAzPpgYeKP2anYKrURUkBC9hDUsA796Mt/FDx9wzyXgsetr7iPKeQ2j3wUPFPvFyrB3huw4WO/MDCsLooudXpx+rM2Kn4YxY2yui3hp3iAzPpgYeKP2anYKrURUkBC9hDUsA796Mt/FDx9wzyXgsetr7iPKeQ2j3wUPFPvFyrB3huw4WO/MDCsLooudXpx+rM2Kn4YxY2yui3hp3iAzPpgYeKP2anYKrURUkBC9hDUsA796Mt/FDx9wzyXgsetr7iPKeQ2j3wUPFPvFyrB3huw4WO/MDCsLooudXpx+rM2Kn4YxY2yui3hp3iAzPpgce++NtGj/1Ef8NV9Hx2CI/5YK9Hrxs9n/zAZzFaZ3Y+8TgdHvqGP8yiZV5TfGAmbH6JtlvCQ3f++MJNV9KVutghZB6WuJhHKzv5gem04KE7f8zCRlvwsHUVH5hJDzxU/DE7BVOlLkoKWMAekgLeuR9t4YeKv2eQ91rwsPUV5zmF1O6Bh4p/4uVaPcBzGy505AcWhtVFya1OP1Znxk7FH7OwUUa/NewUH5hJDzxU/DE7BVOlLkoKWMAekgLeuR9t4YeKv2eQ91rwsPUV5zmF1O6Bh4p/4uVaPcBzGy505AcWhtVFya1OP1Znxk7FH7OwUUa/NewUH5hJDzxU/DE7BVOlLkoKWMAekgLeuR9t4YeKv2eQ91rwsPUV5zmF1O6Bh4p/4uVaPcBzGy505AcWhtVFya1OP1Znxk7FH7OwUUa/NewUH5hJDzxU/DE7BVOlLkoKWMAekgLeuR9t4YeKv2eQ91rwsPUV5zmF1O6Bh4p/4uVaPcBzGy505AcWhtVFya1OP1Znxk7FH7OwUUa/NewUH5hJDzz2xd82euwn+puIouezQ3jMB3s9et3o+eQHPovROrPzicfp8NA3/GEWLfOa4gMzYfNLtN0SHrrzxxduupKu1MUOIfOwxMU8WtnJD0ynBQ/d+WMWNtqCh62r+MBMeuCh4o/ZKZgqdVFSwAL2kBTwzv1oCz9U/D2DvNeCh62vOM8ppHYPPFT8Ey/X6gGe23ChIz+wMKwuSm51+rE6M3Yq/piFjTL6rWGn+MBMeuCh4o/ZKZgqdVFSwAL2kBTwzv1oCz9U/D2DvNeCh62vOM8ppHYPPFT8Ey/X6gGe23ChIz+wMKwuSm51+rE6M3Yq/piFjTL6rWGn+MBMeuCh4o/ZKZgqdVFSwAL2kBTwzv1oCz9U/D2DvNeCh62vOM8ppHYPPFT8Ey/X6gGe23ChIz+wMKwuSm51+rE6M3Yq/piFjTL6rWGn+MBMeuCh4o/ZKZgqdVFSwAL2kBTwzv1oCz9U/D2DvNeCh62vOM8ppHYPPFT8Ey/X6gGe23ChIz+wMKwuSm51+rE6M3Yq/piFjTL6rWGn+MBMeuCxL/620WM/0d9EFD2fHcJjPtjr0etGzyc/8FmM1pmdTzxOh4e+4Q+zaJnXFB+YCZtfou2W8NCdP75w05V0pS52CJmHJS7m0cpOfmA6LXjozh+zsNEWPGxdxQdm0gMPFX/MTsFUqYuSAhawh6SAd+5HW/ih4u8Z5L0WPGx9xXlOIbV74KHin3i5Vg/w3IYLHfmBhWF1UXKr04/VmbFT8ccsbJTRbw07xQdm0gMPFX/MTsFUqYuSAhawh6SAd+5HW/ih4u8Z5L0WPGx9xXlOIbV74KHin3i5Vg/w3IYLHfmBhWF1UXKr04/VmbFT8ccsbJTRbw07xQdm0gMPFX/MTsFUqYuSAhawh6SAd+5Ho/24deuWXwD0VPyBKGdD0TzY+RTnmAmrX7TdEh4q/pidin+lLksOYWEpNxwdJOx88sNhmDqsfnN2pu0jjzwyXLp0abhy5crw2muvTfOjhoo/UuX22JzO+bui7RQfubqpHa0zO98SHir+iZdrsWJH2y2B5zZc6ETvj51PfmAgrH7RdqfI47HHHhteeumlvVBvvPHGcP/992PRzkZV/MvyRJ8Xdr5TPFe5SvIjVyO1TRcV/6SHa7GHJtpOweQwTJ1ondn5xGNC4Bqsfqzdyy+/rOLvFL7dYfVrZaf4ANA6+RuMffE3gPqRBjoDOgNrnYF33313ypLvvPPOlG8++OCD4cEHHxx2u93w7LPPDt/73vem1w73cu3atb2dPR++pr7Ors7AsjOgO/8pJfmGrqS9HmOP1cUCkXmw87Wykx+Y4lIeTzzxxL5wW5G/evWqm9T+2O/NN98c7rnnHjd+2NHH/oeKpP5SHumduMXOp/io04/VmbVbwkPFH7PTH/xV6rLkEBaWcsPs4Y+2kx8Ow9SJ0Nn+yG/8nf+NGzeGBx54YJofNVT8kSq3xyJ45LOz8yk+ctVSm9Uv2m4JDxX/xMu1oqGw8y2B5zZc6LDrRtvJDwwkWmd2vlPkYX/d//DDD+//2v/RRx8d7I/+5h4q/mV12HMQbXeK5ypXifV3i36o+OcnJWuzhybabouHMJO92IzWmZ1PPDASVj/W7sMPP8QLZaMq/pkYB01W52g7xccBiLNutM7sfEt4qPhjdvrYv1KXJYewsJQbZg9/tJ38cBimTrTOzHwq/pP85xqMfvamaDvFxzkU+4Fondn5lvBQ8cfswoNkDXiFrbthdt1ouyWH0G240IneHzuf/MBAWP0i7VT8MQsbjdR5yXyKD8ykBx4q/pidgqlSFyUFLGAPSQHv3I+28EPF3zPIey142PqK85xCavfAQ8U/8XKtHuC5DRc68gMLw+qi5FanH6szY6fij1nYKKPfGnaKD8ykBx4q/pidgqlSFyUFLGAPSQHv3I+28EPF3zPIey142PqK85xCavfAY1/8baPHfm7evHnUxuZoZWeH8JgPLffH6iI/8Flk9Yu2E4/T4XH9+vX9FwXZ87FYjz4H0fPpXJ3OubKztEUeuvNPF2uuZQeCeUTb2SFkHtHrRs8nPzDFaJ3Z+S4CD9354zNlo+w5iLa7COfK9NuiHyr+hXiKDhJ2vi0ewgICN8zqF20nHg7D1InWmZlPxX+S/1yD0c/eFG2n+DiHYj8QrTM73xIeKv6YXXiQrAGvsHU3zK4bbbfkELoNFzrR+2Pnkx8YCKtfpJ2KP2Zho5E6L5lP8YGZ9MBDxR+zUzBV6qKkgAXsISngnfvRFn6o+HsGea8FD1tfcZ5TSO0eeKj4J16u1QM8t+FCR35gYVhdlNzq9GN1ZuxU/DELG2X0W8NO8YGZ9MBDxR+zUzBV6qKkgAXsISngnfvRFn6o+HsGea8FD1tfcZ5TSO0eeKj4J16u1QM8t+FCR35gYVhdlNzq9GN1ZuxU/DELG2X0W8NO8YGZ9MBDxR+zUzBV6qKkgAXsISngnfvRFn6o+HsGea8FD1tfcZ5TSO0eeKj4J16u1QM8t+FCR35gYVhdlNzq9GN1ZuxU/DELG2X0W8NO8YGZ9MBjX/xto8d+or/hKno+O4THfLDXo9eNnk9+4LMYrTM7n3icDg99wx9m0TKvKT4wEza/RNst4aE7f3zhpivpSl3sEDIPS1zMo5Wd/MB0WvDQnT9mYaMteNi6ig/MpAceKv6YnYKpUhclBSxgD0kB79yPtvBDxd8zyHsteNj6ivOcQmr3wEPFP/FyrR7guQ0XOvIDC8PqouRWpx+rM2On4o9Z2Cij3xp2ig/MpAceKv6YnYKpUhclBSxgD0kB79yPtvBDxd8zyHsteNj6ivOcQmr3wEPFP/FyrR7guQ0XOvIDC8PqouRWpx+rM2On4o9Z2Cij3xp2ig/MpAceKv6YnYKpUhclBSxgD0kB79yPtvBDxd8zyHsteNj6ivOcQmr3wEPFP/FyrR7guQ0XOvIDC8PqouRWpx+rM2On4o9Z2Cij3xp2ig/MpAceKv6YnYKpUhclBSxgD0kB79yPtvBDxd8zyHsteNj6ivOcQmr3wEPFP/FyrR7guQ0XOvIDC8PqouRWpx+rM2On4o9Z2Cij3xp2ig/MpAce++JvGz32E/1NRNHz2SE85oO9Hr1u9HzyA5/FaJ3Z+cTjdHjoG/4wi5Z5TfGBmbD5JdpuCQ/d+eMLN11JV+pih5B5WOJiHq3s5Aem04KH7vwxCxttwcPWVXxgJj3wUPHH7BRMlbooKWABe0gKeOd+tIUfKv6eQd5rwcPWV5znFFK7Bx4q/omXa/UAz2240JEfWBhWFyW3Ov1YnRk7FX/MwkYZ/dawU3xgJj3wUPHH7BRMlbooKWABe0gKeOd+tIUtD1VgAAAEXElEQVQfKv6eQd5rwcPWV5znFFK7Bx4q/omXa/UAz2240JEfWBhWFyW3Ov1YnRk7FX/MwkYZ/dawU3xgJj3wUPHH7BRMlbooKWABe0gKeOd+tIUfKv6eQd5rwcPWV5znFFK7Bx4q/omXa/UAz2240JEfWBhWFyW3Ov1YnRk7FX/MwkYZ/dawU3xgJj3wUPHH7BRMlbooKWABe0gKeOd+tIUfKv6eQd5rwcPWV5znFFK7Bx4q/omXa/UAz2240JEfWBhWFyW3Ov1YnRk7FX/MwkYZ/dawU3xgJj3w2Bd/2+ixn+hvIoqezw7hMR/s9eh1o+eTH/gsRuvMzicep8ND3/CHWbTMa4oPzITNL9F2S3jozh9fuOlKulIXO4TMwxIX82hlJz8wnRY8dOePWdhoCx62ruIDM+mBh4o/ZqdgqtRFSQEL2ENSwDv3oy38UPH3DPJeCx62vuI8p5DaPfBQ8U+8XKsHeG7DhY78wMKwuii51enH6szYqfhjFjbK6LeGneIDM+mBh4o/ZqdgqtRFSQEL2ENSwDv3oy38UPH3DPJeCx62vuI8p5DaPfBQ8U+8XKsHeG7DhY78wMKwuii51enH6szYqfhjFjbK6LeGneIDM+mBh4o/ZqdgqtRFSQEL2ENSwDv3o9F++NlxT8Uf62Kj0TzY+RTnmAmrX7TdEh4q/pidgqlSlyWHsLCUG44OEnY++eEwTB1WP8buhRdeGHa73TR3qaHiX1JGxb+kDHP+7L1bjHMV/8KpYQ9NtN0WD2EBgRuO1pmdTzwchqnD6nfM7r333hsuX76s4j8p6xvH9ButW9kpPkYC/rkHHir+ntnU6wHetNmZhvzA4rC6KLnV6XdM52eeeWZ4/vnnVfyxzM0+gTzGbdyu4mNUwj+z+kXbLeGxL/72Bv1IA50BnYG1zsC77747Zcd33nln+NrXvjZ8+9vfHj7+8Y/vx8eP/efWv3bt2v4iwZ7n7PSazrHOwPEzoDv/KSX5RvQVGTufHVrmwc7Xyk5+YIpb5fHEE0/sC7cV+atXr+7FefLJJ4cbN27s22Pxx6rdHtXv/MvqbPVclRW5/QqryxbzlYp/4fSwhybabouHsIDADUfrzM4nHg7D1GH1m7Ozgn/4My0AGir+QJSzoTmd83dF2yk+cnVTO1pndr4lPFT8Ey/XYsWOtlsCz2240IneHzuf/MBAWP2i7U6dh+78T+u8sOfv1M+V/CifKxV/rE2zP7RRMGEgbBBH24nH3eGBV/GjuvP3euS96HPPzqf4yCmkNqtftN0SHir+iZdrRUNh51sCz2240GHXjbaTHxhItM7sfBeBh4o/PlM2yp6DaLuLcK5Mvy36oeJfiKfoIGHn2+IhLCBww6x+0Xbi4TBMnWidmflU/Cf5zzUY/exN0XaKj3Mo9gPROrPzLeGh4o/ZhQfJGvAKW3fD7LrRdksOodtwoRO9P3Y++YGBsPpF2qn4YxY2GqnzkvkUH5hJDzz+f7QycBSoJWCfAAAAAElFTkSuQmCC[/img]
1. Das Koordinatensystem mit nur positiven Achsen
2. Das Koordinatensystem mit allen Achsen
AUFGABE
Notiere dir die wichtigsten Erkenntnisse, neue Begriffe und Definitionen aus den Videos mit Hilfe eines von Dir beschrifteten Koordinatensystems, wo alle Begriffe, Definitionen und Erklärungen dran stehen

Information: 3. Einführung 2 - Das Koordinatensystem