Wstęp:
W tym scenariuszu podnosimy poziom zaawansowania programowanych algorytmów. Dzięki definiowaniu funkcji nauczymy się organizować warsztat pracy tak, aby oszczędzić sobie wielokrotnego pisana powtarzalnych części kodu. Zagramy też w grę wymagającą przewidywania, współpracy w zespole i strategicznego myślenia.
Przygotowanie do zajęć
Przed zajęciami przygotowujemy planszę – szachownicę 5x5 pól. Możemy rozrysować ją na dużym arkuszu papieru pakowego lub wykleić kolorową taśmą bezpośrednio na podłodze. Zależnie od liczby dostępnych robotów możemy przygotować dwie plansze, aby umożliwić rozgrywkę większej liczbie drużyn w tym samym czasie.
Przebieg zajęć:
1. Rozmowa o szachach - wprowadzenie do zajęć
- Zaczynamy zajęcia od pytania, czy ktoś w klasie grał kiedyś w szachy. Pytamy, czy wiedzą jak poruszają się poszczególne figury. Rozmawiamy o tym, jak moglibyśmy najprościej programować ruchy w szachach, stojąc przy szachownicy (np. koń na E3). Zwracamy uwagę, że to ma sens, kiedy możemy sterować ruchami w czasie rzeczywistym, bo bazujemy na własnej wiedzy o ruchu figur. Trudniej, kiedy program sam musiałby rozpoznawać figury i znać zasady ich poruszania się. Prosimy uczniów o samodzielne wyszukanie hasła „Deep Blue”. Czy zawsze musielibyśmy przy ruchu koniem pisać 5 wierszy kodu? Czy można by to uprościć?
- Dzisiaj rozegramy naszymi robotami turniej „szachowy”, ale musimy się do tego przygotować.
2. Funkcje w Pythonie
- Podłączamy roboty do Magic Bridge i przechodzimy do Pythona.
- Będziemy mieli okazję utrwalić podstawowe metody, ale nauczymy się też definiować funkcje. Czasem używamy bardziej złożonych poleceń, albo nawet prostych, ale powtarzamy je bardzo często. Dzięki temu nie będziemy musieli pisać bardzo wiele razy go_forward() tylko definiujemy funkcję raz, a potem piszemy „prosto” albo „prawo”.
- Po zaimportowaniu biblioteki na górze programu wprowadzamy wszystkie definicje. Używamy do tego metody def nazwa_funkcji(): metody tworzące funkcję zapisujemy w kolejnych wierszach od wcięcia. Wiersz zapisany bez wcięcia będzie oznaczał osobny element programu, poza definicją funkcji.
- "W tym programie używamy metod z biblioteki photonrobot. Ilekroć padnie polecenie prawo wykonaj metody: obrót w prawo o 90 stopni, przejazd prosto o 30 cm"
- Przykład zaprezentowany jest na ilustracji na dole scenariusza.
- Prezentujemy uczniom przygotowaną szachownicę. Mierzymy wspólnie długość boku pola. Każda grupa uczniów definiuje funkcje Przód – tył – prawo – lewo. Zwracamy uwagę, że od nas zależy, czy funkcja „prawo” jedynie obróci robota, czy obróci i przesunie na sąsiednie pole.
3. Robotyczne szachy - rozgrywka
- Rozgrywamy partię. Roboty zaczynające w przeciwnych narożnikach uczestniczą w strategicznym pojedynku. Drużyny w każdej rundzie programują kod dla swojego robota pozwalający na przejechanie maksymalnie 3 pól i uruchamiają go równocześnie. Wygrywa ta drużyna, której robot jako pierwszy wjedzie na pole, na którym znajduje się robot przeciwnej drużyny.
- Gra wymaga, aby przewidywać ruchy przeciwnika i ustalać wspólnie strategię swojej drużyny. Drużyny mogą używać innych metod (wszystkie metody omówione są w dokumentacji), o ile nie wpływają one na pokonanie dodatkowych pól. [WSKAZÓWKA: Ustawianie prędkości robota].
- Zdefiniowane raz funkcje nie włączają się do dokumentacji. Program rozumie je tylko w obrębie tego jednego projektu. Gdybyśmy chcieli użyć ich w przyszłości, trzeba będzie je ponownie zdefiniować. Dlatego warto zapisać utworzone projekty. Dzięki temu w przyszłości będziemy mogli rozbudowywać i nadpisywać ten projekt lub do nowego wkleić zdefiniowane dzisiaj funkcje. Na pasku górnego menu ikony licząc od lewej: pozwala otworzyć przykładowe programy przygotowane przez twórców Photona, otwiera dokumentację wraz ze spisem metod, otwieranie zapisanego na dysku programu, zapisywanie bieżącego programu, zapisywanie kopii bieżącego programu (jeśli przerabiamy stary program i chcemy zachować obie jego wersje).
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HtlC2M5pF7i9lhi2JoMnYcpi1zXRA10aGIbb9J1tiLDo4wx6rUYdUEWHcsJp+i+lQMQxcQ1EMm3xSTqRfaANrLOLXIsNqtmJJ2LIUaajwWF0VsNwYBtLiDZYaak0ow6S/FlMkaFCby5j2hwgj6ntbHd63JTGxYdNl2TBtFbCa1332WtdEmFZmLGmcWYgZ6yfjuybEF9UEDoPTdbUsW9Ge2yDnzTtQ4NPrECowIYayayyHSBmtXLbvpBTsKLPyMk193wSXEDouAtRLUJIiIqiMtvSs+0JH/PcLWGfJ4lv0WAm35rPtCJIx1CGV+TxP8AZBX440i4npmKahIy08+HDgxnMaA4jIFWE6VMYA/zOLb8RVNpIH+c6oDt5Q+/FYyQgy/6VcX5jnKJb8RUw9KWLXPa01OJ8xWHG+wBekG3rG7EG4NLkd07gOgT8w4GYjajnu6TdpWm8rgBbi0ok/Rzhy4Fy2GB8hWnrXFnDgglERAWW6KrftzTbm3tO/8AaViSy3RTf9uqba19Z238JQdJ4glaLOU4wK+IPJiQ68UezcbFhD8IaLYjvWOnZQE52BHkqDTtEmBL06FCmHwjGcGOAeQM3AXsrdTNDctO06XmXYkDTFhhxBjOyPFF5r/+x2i12ZnZXLZ7Q8ldsN0LR/TJ9salRJKJMnJt7F35LE/oSl7Z4lAA6fXu81jE5h9+DsY0+WlKo6Pru+sIhIUk5s+09ZYL1AdYcohbdvSudRbYOhdEadiP2Ibf4iD9/Sud+koiURFQV9wCL4zpBBseVMHcrEr7gM/5zo52HlTPuQdN4lg4fj0v1eII0CHLaouY31T9y19UqXohkZGJOQ6hKRntB1YbHC7j0DYp9ICJGhUWmBjy3Xe8EA2ByG1at0dyEpVsWSctUbvgXLyC7K4zCLLPNH+jOFiGpuxLUZJ0tTtb1kvBc2xeNov0ELbddrdHwjSHTky9kCFCZZjQbXt/S1K3iCi4Xpb5yZiwocGEP3bGWAcehoAWlabXImlPHUKBVIjhIMcNWA02Bbc22ZXRGMY/xXW8VTwnZ2HEhSlyIAOTT936LEibDvW0dOcpAkalKScrCZChQmgNa0Af0jctXEAoAv0q1VL+J/tCuud1aql/E/2hSR6UT+ZQvzWWLE6J/MoX5rLOi4WsGZ+xZZou/wDWtO/+5/sViQ1j0LLNFxBxpTrHMRMx+RWsiHR1ySVR1Wly1Xk3SM4Lscqw5tsencp8ty4y61yYrS9HNCpE3DnZMxYcWGdYWIsVqvTO1jMXvewD7GFcf2rfzRmLfqtA6ZyDjGLa2cGENn+lawZmGB37kN9mrdBsUZk2K7VNM06V9FLCOGsR0HFceu0KTn4ktIF8F8xCDzDd6xouL7FrbRBSKVU9NMrSahIwJiTdNx2ugRWgsIGtYWW2vQwmYE7CxVhuBEDp2ap9oMK9i4mI3yWNaCdGWNZjTu2MaDMMhSc3HdGiPbYMB1rG53rhlNRKxi2row0f4AnPSCxpRqxhqnRaVIy0R8OXMEFsMCAHEtHR0lWanaWNE/0pQNGspoloEajRpkU8TUWRYZkuLrB+te1rLMdHTSz0htIzDbWbITI//VXL2GDbT/TQbi9ch3v+ILjFzbpUOmdGraXop9I0YEo+F6XGlKg9s1DmI0AGNBDy8gMd0AWsFrbTPjKUxdpzg4bm8H0KWgwJlgdEgS2rEjAkfXPStjVKYgy/pjUURIgaIknLBt+k2iLTmkGRnJX0li6PKxGh8zCIJYQCMthVr+qym7Zyo4f0aekLSsOYfwNQBAqDNdz4koNeE67B7BGzbf71hPpEY5NY09UzDX7MUaWMrVWvM5Al9WYiWcRZzukLIdKcaDB9KPC74z2tBhgAnLP1kNa+050+egek1JzMSVithxagHQ4hadVw1z0qVziTS2PpY0ZM0oabcP0ecihlOgU+UiThb9bU9Sf9wsXq+mTQ5h7GsLAtO0UUKco0J4lI81Ek2OmS82brB17bbrcEbF0hhjT7TIE5FgQ4tSpMlBlzFaC3XEJxzB2rUeOtL/pD4XxrEoLcA4LmI0aMXS0VuFpdxiAm7TrW22IzUrLkaXlUvRuww/TxJyUvDjNw3OSkWrNtawhw3gahytnmvZ+mzRVTtJzcCyeimhNpMvMcjE4JJnK9cG2uH3tsV90daStJtZ0xQ6PplkJCnVKPR5mUk2QJdkBjQ8gauq02vrFaTqmivHMtp3iUvmCYdEfU3Robg32XMLiA6+yy3HP7ZpsL026rFp2OqJVMPzUeTMKTl3S72O1XsBgjpHcvf0RcTV/E09iicxBV5moxm0+OGxY0QvI/cP6SrZ6dECLK4posvMN1IkKnyrHjcRAaCnoT5xsV2Hs8gjW8B6uWN4chzpiwn9pKiHE35QbrZHotUOjYi0v0em1ymS89JxIzWvgxmBzHDPaFrzEMpMz2Kp2VlILokSLMENa0XLiVtr0VKTUKVp1okjUZWJAi+uYSxwsbZ5rrnFYVDMYzMtl6SdLOinRzpAZguk6IqBNyMOIBMxZmRY6KNfqm+War8R4H0ZYU0kYcxnDoUhEwziuA+FyePCaWwor3Nhs1RsGZK1b6QmjPG0xptjw4NBmXieiQvUOa24dbM5juWcelFVmYOwdgXCUSMx1UpbBHfDG1jmRQ/P8ARcImYiKdKYLjrQ0ym+kRL4TpkgHU6pVARYTA32RAL7ZDcqD0pxhOl4xlcL4Uo0lJNp8rDZHdAhhpfFAIde3TcLqTCk/RMR4Dp+nKe9SZyjUT1cW4FxHHtrgfGVddiLE9Trj4zojp2bixWl5JsHOJsO7NdNnlMs5Y0s+X/hFGYNrJc7l9DnSUUXO5LnchSUUXO5LnchSUUXO5LnchSUNrZhRc7kudyFPqxuC3J3QrrhvEk9hudbNSUUgNP7xhORCtF88vrdA71e8LYWn8T1ES0s3VY2xiRCPZaO9JKbJnMOUbShJwapSYjJacY5vKBsBF8726bDJW3FGJKfgunvwphoj17RqzMZu2+w5jpVTUsZUzR9BhUHDbGRZiG5vr4hs7K+YN+mxX1XqLSdJNLFcowbCqcJv76G3LW6SLDp71zhWpHxHxnmK55c95JJJ/UqM7r0m5aYlIzpeZhGG6G4tLTkbheRI1ib5rV8kpKtOJP4Nn41dbq04kI5GzP+tMvohjY+sr+z6jfuCsA+sr+z6jfuC5w0+lV0ijTlcnGU+Rhl8V5yACpFdMNV+Yw1VIVTlWgvhkGxF1RkH0RYyJDzTomX+grPdEeBa/hytum6lKvhwi02JbboVi+n7ENs5eFl/0wsx0baT6ljCrGSnIbGtaCbtYB0XQY1pK0d4krmJpioSEm+JBe5xBDSelYn9EOMgD/h0T2tvsFbDx3pdquGK9GpkrCY5jHEAlgOxY59P2IbW5PCtfP92EGsZ2Qj06afJzLS2JDNiCvFVdWqMWrz8WfjgB8U3NhZUiDymfsIn4SrENn5q+zP2ET8JViGz81mR9IiKD6h/aN/EFflYYf2jfxBX5agFdsKzdLka7LTNZh68own1jbXvkrSio3MMYaJNUa1NN/wABUnGGiS+VNNvwFaXtvzQC3Sg3R+2GiTs0/IVBxhoktYUw63R7BWmUQXLEs1Izlam5ilQwyWdEBhjusrZ39B2IAACB0p+aCUREBXDD9Yj0Kry1VgC5logiHO17K3qCPyQdd4VxNT8UUeDPykdr9cWc29nNcNuW3avfEU5GkKVGm4EryiI0XazeuWMMYtq+FJozNMmHNDra7A6wdZbapfpAU+LBAq8gYT7Z+ra511JhYbBwZVJ2sUgTU7IiUikg6lrdCuVWq8nRZGNUZ6M2HDgtubnP8h0rWlR0/UGFLk0qTfFi2uGxGFov+S1RizH9exbGLpyO6FAvdsBrrsafzUpbU+NcTRsVV+YqUQarSQxo3gZAqxKLXzdmd6lWGZERFRBscibd6zjQ3Ny8njiDEmogYDBiMDjvNlg5AO0L0gx40vEEaBELIg2OG0INt4u0SYhreIZ2qSboToMxFc9h1xsJVn+g/FW6F4gWMwtIONYMNsKHiOba1osAHDyX39I2OP8A5lnPmHkgyL6D8V55QvEC+oehHFLYjXEQvECxs6RccH/4lnPmHko+kXG9h/mScy/1DyQZ/phEGn4RotEiRmumJXUDwCDYhpC04LtsHHMqsqVWqVXimPUp2JMPOd3np3qkt0nNBKIiAst0UgHHVNB6zv8A2lYkrphitnDtblquIYf6hxOqem4Qbk0+Ss1Fp8k+DBfEDNuqCbZrSgiVtjbNfOgdxfkt3xNN+C5+TZCqUnFe7LWZ6kkBU30paLwf5O4Xz+wPmjVtM+trRAAjz9/verrhOFU4+JJN8eBMRHh4zcHH/uto/SlousBzQ7I3+wPmvWW0t6NZKMJqVpcSG9uwtgG//dEmVfp1sMEtzNjHhXy2bVzuL77joK2fpS0n07F9PhU2mesMIkPdrtIzBWsB9/5bkRKIiAr7gEn9sqRs1TNNGZViXtIzcanzkKelnasWC4PYR0FBv/TdRJ6sUGQ5BAdFfAe4uaM8iBZaXksPYqkI4jyshMMitB9oMOX6LOJT0ga3Ly0OBGoUpMOYLa74rrle3/ERV7WGGZAb/wB4/NBhM/TsaVRgbOQpyIzqljrfesu0OYbrUpitszMyT4cOG0Eue0tvn3qo/wCIisE3OGpHu/euyUj0iqyNuG5Enf616Dw0+kGuwQMiAL536AtVK8YoxRUcVVB0/PO1b7GA3AVnQFaal/E/2hXZWmpfxP8AaFJHpQ8qlD/NZZfK6xOifzKEBtzWWZnYOK3hbMxztBNwB33WWaMHtZjOnxHvaxvrLG5t0FYpkch0bV6S8eNKR2zMtEMOKw3a9u0FbyuYIp1te+YIt96i53rm1ukjGLWhja3MAAW+t/4U/SVjLtuY+b/wuc4zLdw6SLgALuyvmdy5/wBMseHFxfFbCe17WwYew9Nla36R8ZPY6Ga5MgOGftDyWPTc1Mz8d01OxnRoztr3bVcYmGZqXiAls0t9ynVvuW2Yhe8G41xFgGsMruF6i6UnYZFngXA+8dK2TG9LnTjGa5jsSQGawsXQ5OGxx+8gXWm9U2sD/wDxLOvfWXPLZ3zppndO03aSKViGo4qk65qVKrw3QpqL6sHXa5uqRb7li0tiSryeIIeJ5ec1ajAjiZbF1b2iA3uraLjpUgWFhkOkb1uMIGW1XSrjitYwlMcztYMSsyYaIUyGhuqGg2yH3lXfE/pBaTMXRZSPXqzBjRJEgwXNlWNdcWtcgXOwLXRbttkOjuQXGYNjvUnCLGV4m0p41xdiCTxVW6sY9RkyHQowaGlpBBGQ7wFf8RekTpSxVClIVbrUGYElEESXdyZjXtcNntWuVrXVsbiw396jVO/Zs7k/HH8DK8U6UMa4yqsvW67V3R56UYyHBitGoYbWCzdncs0lPSt01SclDkYeI4DmQ26jHRJKG94H4iLrUJbc3dY7+9Lnek4Y/wC4F/qWOsU1fEn7Uz9WjRKo2KIwjgkWcCDl3ZbFsJvpZabzKiVGI4BDWageZSHr6u7WtdaeIJABOY6UIBN7BT8eCMpx5pMxjpJnYdQxbVDORYTQwEsAsALD9F84K0lYv0fOmjhapcjE3DdCi2aHazXNLSM+4lYwbkm/SgFvq5JoxkpdqXiqsUevMxJIzDWT8OIIoe5gcNYG97HLoW7PR80gVTFmnujYjxdVZZsb1rGPjuDILA0X+4DaufSAegI3Wa4ODiCN2SThjKum9L/pMaTsJ6QKjRsKYjk3SEIgw3eohxrXvezzf/utMyoxnpvxsGztUgR6pPXc+JNR2wYbWiwObjYZdCwo3cbk3vtupaSw3YdX7jZZx2cRHIdV6VKrIaGdC0poqp1Yl5uqz+q+e5PHbFY0apa4azSQuUiS3aAb/oF9uc92TnEjvN18htgR0npW8cJxJ5ovbLapv3JZM1qbYjEv3JfuTNM1Lk0ov3Kb9yZpmrcmlF+5TfuTNM1Lk0ov3Kb9FkzTPenM0o1tYEgWtkfuWT0fHU9Q6FFo8nCax0W9ow25lYzbMnftT/dOa6UviPiRHFzi9zjrPc45kq7YaxLO4cnmzUrEdqX9tl8i1Wi2WXShBO0q1KaV2xRX3Ykqpqb4DYV2huqNw6VaACWDZboU2ysc93co1bG6nOOcrGPNOwbFZ8SD/k2AddXixCtGJL8jZl/WpnlccljlP2xv+oK/s+o37grBlcX/AEV/YCGAHcuUW0+kRFoFs/QKf8yvIzOq7L+1awV2w5iapYYmzOU2KWPIIyNkGRaYj/nSaJOes7L81g6r63W52vz76jPxC+LEJJJN1QICIiDymfsIn4SrENn5q+zP2ET8JViGz81mR9IiKD6h/aN/EFflYIZHrG5j6wV812k2DwrErT7RRrN6w4prN6w4q2lJRRrN6w4prN6w4pZSUUazesOKazesOKWUlFGs3rDims3rDillJRRrN6w4prN6w4pZSUUazesOKazesOKWUIMhkDfvTWb1hxUXb1/1S1oJ4r6XzrN6w4qdZvWHFLKSijWb1hxTWb1hxS0pKKNZvWHFNZvWHFLKSijWb1hxTWb1hxSykoo1m9YcU1m9YcUspKKNZvWHFNZvWHFLKSijWb1hxTWb1hxSykoo1m9YcU1m9YcUspKg36AfyTWb1hxUFzT/AFDilrRszAsO9TYE3AyTWb0uHFRdt/rDillJsEtnboKazesOKguactYcUtKTkNa4tnkm/You21tYcU1m9YcUtafSKNZvWHFNZvWHFLSkoo1m9YcU1m9YcUspKKNZvWHFNZvWHFLKSijWb1hxTWb1hxSykoo1m9YcU1m9YcUspKtNS/if7QrprtH9Q4q1VE3j61xuUmVp6UW5qMOwBOf3rLL3yuT1VVej/AlJnSnS4U7BhRIJbF1mxAC0+yd67H5lwoCAaVTLkWI9Uy4Xpel9HjtsdWp+W919/wAvb9rOy/HMuLsyTv6Use5do8y4UGXNdMyy+yYp5kwp2ZTPCYvq3djP7njcYZ9qfDi2x7kse5dpcyYU7LpnhMUGiYU7LpnhMUj23DqOMM+1PhxdY7wlj3LtLmXCfZdM8Jicy4U7LpnhMTduPUsfMc+1PhxbnvCZ7wu0TRMKE/yumeEzyUcyYU7LpfhM8ld249Rxjn2p8OL894Q3O5do8yYT7MpnhM8k5kwn2ZTPCZ5Ju3HqTjHadqfDi6x23Ce1vXaPMmE+y6Z4TPJOZMKdl0vwmeSbtw6oWPmOfanw4usd4SxHSF2hzJhTsumeEzyU8yYT7LpnhM8k3bh1Qk/Mc+1PhxdnvT2t67Q5kwp2XS/CZ5JzJhTsul+EzyTdmHUvGOfanw4vz3pnvC7Q5kwp2XS/CZ5KRRcKZf4ZTPCYm7ceo4xz7U+HF3tb09reu0TRMKdl0zwmKOY8Kdl0zwmeSu7seo4xz7U+HF+e8JnvC7R5kwn2ZTPCYnMmFL/yymeExI9uxj90HGWfanw4u9rentb12jzJhToplM8JnkgomFOzKZ4TPJTd2PVCcY7TtT4cXWO9LHeu0eZMJ9mUzwmJzJhPsymeEzySfbsZ/dCcY7TtT4cXe1vTPeu0eZMJ9l0zwofknMmE+y6Z4TPJN24dSx8x2nanw4usd6e1vXaPMmFOml0zwmeScx4T7MpnhM8k3bh1QcZbTtT4cXe1vT2t67R5kwn2XTPCh+Scx4T7MpnhM8k3bh1QcZbTtT4cXe1vT2t67R5kwn2XTPCh+ScyYT7MpnhM8k3bh1QcZbTtT4cXe1vT2t67R5kwn2XTPCh+ScyYT7MpnhM8k3bh1QcZbTtT4cXe1vT2t67R5kwn2ZTPCZ5JzJhPsymeEzyTduHVBxltO1Phxd7W9M967R5kwn2ZTPCZ5JzJhPsymeEzyTduHVBxltO1PhxdnvCZ7wu0eZMJ9mUzwmJzJhPsymeExN249S8ZZ9qfDi7PeEsT0rtHmTCfZlM8JicyYUv/ACymeExWPbsb/VCT8y2kfWynw4use5WnEdxKMOsfr2G4rufmTCvZlM8KGtMelLT6JKYIkYlOlJODE5eNZ0FjQbap3Ljt/RxhjcS+72/5Ll63axhOzmL/AOOXBYW6Gk5/er836oHcFYAQHtJyaM7npV9hloaMxs3rybfs8YvG3oijWb1hxTWb1hxSykoo1m9YcU1m9YcUspKKNZvWHFNZvWHFLKSijWb1hxTWb1hxSynnM/YRPwlWIbPzV8mXt9Q/MZg9Ksext+9ZlafSKL936ohSzhzvZ9o7d69/WRNY+27iiLMKnXf13cU139d3FEWg139d3FNd/XdxREDXf13cU139d3FEQNd/XdxTXf13cURA139d3FNd/XdxREDXf13cU139d3FEQNd/XdxTXf13cURA139d3FNd/XdxREDXf13cU139d3FEQNd/XdxTXf13cURA139d3FNd/XdxREDXf13cU139d3FEQNd/XdxTXf13cURA139d3FNd/XdxREDXf13cU139d3FEQNd/XdxTXf13cURA139d3FNd/XdxREDXf13cU139d3FEQNd/XdxTXf13cURA139d3FNd/XdxREDXf13cU139d3FEQNd/XdxTXf13cURA139d3FNd/XdxREDXf13cU139d3FEQPWP67uK8oz3F/1jxREH1DmJiA8RYEeJDeBk5jiCPzCrIdZrHq2HnWcvb37vNEXo+l+n4/3z+7D7NZq9v5rOeO7zUCs1fP8AxWc8d3miL6cXgwjnmsdqznju8055rHas547vNEVho55rHas547vNOeax2rOeO7zRFQ55rHas547vNOeax2rOeO7zREDnmsdqznju8055rHas547vNEQOeax2rOeO7zTnmsdqznju80RA55rHas547vNOeax2rOeO7zREDnmsdqznju8055rHas547vNEQOeax2rOeO7zTnmsdqznju80RA55rHas547vNOeax2rOeO7zREDnmsdqznju8055rHas547vNEQOeax2rOeO7zTnmsdqznju80RA55rHas547vNOeax2rOeO7zREDnmsdqznju8055rHas547vNEQOeax2rOeO7zTnmsdqznju80RA55rHas547vNOeax2rOeO7zREDnmsdqznju8055rHas547vNEQOeax2rOeO7zTnmsdqznju80RA55rHas547vNOeax2rOeO7zREDnmsdqznju8055rHas547vNEQOeax2rOeO7zTnmsdqznju80RA55rHas547vNOeaxf8Ams547vNEWsP1CW1mr9qznju81TTNQn5rUZMz0xFbrXs+K5w/Uoiz6j9Evt9u/wAjFTFzvXW1jxXs2I+313cUReBj9y/fY/Sdd/XdxTXf13cURbU139d3FNd/XdxREDXf13cU139d3FEQNd/XdxTXf13cURBDnv1Xe27ZvXjrO1PrHiiIPsONtpREQf/Z)
4. Podsumowanie
- Podsumowujemy i odpowiadamy na pytania – bardzo możliwe, że wiele odpowiedzi poznamy na jednych z kolejnych zajęć.
![Przechwytywanie w trybie pełnoekranowym 11.12.2020 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)
Przykład skonstruowania kodu do wykonania zadania - w tym przypadku robot pojedzie do przodu 30 cm, a następnie cofnie się 30 cm.
Współautorem scenariusza jest Michał Nowak.