with(plots):Warning, the name changecoords has been redefinedplot([t^4,t,t=-1..1]);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plot([t^3,t^2,t=0..1]);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({[t^3,t^2, t=0..1], [t,t,t=0..1]});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([sin(2*t),cos(2*t),t=0..Pi/4]);LSUlUExPVEc2JS0lJ0NVUlZFU0c2JDdTNyQkIiIhRiskIiIiRis3JCQiMyUqUTYpeS4/S1UkISM+JCIzZ0chZVoxUlQqKiohIz03JCQiM0tmOmpZQGkpUidGMSQiM0cnKT4lMyN5XXoqKkY0NyQkIjNvZi4nb0xleXQqRjEkIjMpPik9MEFUWl8qKkY0NyQkIjMpPWlwTEQ9KTM4RjQkIjNHUS4lXHd6UiIqKkY0NyQkIjMwN2A1OjV5UztGNCQiMzkkPnE6XnRXJykqRjQ3JCQiM1lfeFBoKTRwJT5GNCQiM1NbdlQoR1knMykqRjQ3JCQiM3EuUShcQykqPUUjRjQkIjNmayNwW1VLM3UqRjQ3JCQiMzdocVI9ZD0mZSNGNCQiM2stV3J4RzFnJypGNDckJCIzRGcpKmVFK2UvSEY0JCIzJUd0TSE0dSgpbyYqRjQ3JCQiMypvQDkvU3AoSEtGNCQiMzFbSCxXJG9TWSpGNDckJCIzI2ZmNGYpZTM4TkY0JCIzVXk5aWxzZmkkKkY0NyQkIjNiaHlQPU1AR1FGNCQiMyJRWXZaJ1JBUSMqRjQ3JCQiMyk9W0RnXTgtOSVGNCQiMyhHZGNEcXJFNSpGNDckJCIzJCpSJzNmSmFqViVGNCQiM1VNJj1BV3Q/JyopRjQ3JCQiMzVNY053ajosWkY0JCIzIkcqeVUyJFtnIykpRjQ3JCQiM24iPj40MyFmNV1GNCQiMyE9W3VCQEpUbClGNDckJCIzYVoya3FTI3lFJkY0JCIzI0g2cClRPCsrJilGNDckJCIzLy8pUiQ9RTJoYkY0JCIzMlRmYixgNTYkKUY0NyQkIjN3UTt1XUcsOmVGNCQiMzU8aGxYW1hOIilGNDckJCIzP19TJ1FkUXMzJ0Y0JCIzdy9mKGZvQFEkekY0NyQkIjN0W1hrRkkoKlJqRjQkIjMhKjQtUXNETkx4RjQ3JCQiMyEpW3MpKVF4aidmJ0Y0JCIzQUImKT1oJTNjXihGNDckJCIzJFFheitSZ2Qjb0Y0JCIzWFk5Sy9lOTN0RjQ3JCQiM1UkW2lmRyRlbHFGNCQiM2UkRzFyM1tsMihGNDckJCIzQD1acU9GUDF0RjQkIjM5KltuJm8jZXcjb0Y0NyQkIjMjZiVIOCIpbyYpM3ZGNCQiM3NQKCkqUSU+Sy9tRjQ3JCQiM2heWiJbJlwoKT54RjQkIjNdXyhRazt4ak4nRjQ3JCQiM2RbSHk+MEdIekY0JCIzKWZRMy52X0o0J0Y0NyQkIjNVcmFvTE1ZRCIpRjQkIjNgKCopKSlcJWYnKkdlRjQ3JCQiMzkkUV87eDJwSSlGNCQiMykqcDo6czJNbmJGNDckJCIzIVIjNDk3d1wpXClGNCQiMyN5RjAxSl0tRiZGNDckJCIzPyZSaSY+dGZoJylGNCQiM0llcnJYRW4oKlxGNDckJCIzKFtjOkonKSozRSkpRjQkIjN1U2ksZSR5NXElRjQ3JCQiMyMqZic0TWsiUW0qKUY0JCIzVz8mPTBbU3dVJUY0NyQkIjM6ZCIqeiF6aSs2KkY0JCIzJGZNTksjWyNSNyVGNDckJCIzP3NZNShmbmVCKkY0JCIzSSlvSDUmWypRJFFGNDckJCIzKTQoW10xMl1kJCpGNCQiMyMzV181cVFtXyRGNDckJCIzK0gmUWpDVGxZKkY0JCIzLyZ6KFthU15BS0Y0NyQkIjMtV1tmW3Q1cSYqRjQkIjM0XDpaNV1fK0hGNDckJCIzJ1IweHUlW11mJypGNCQiM11ZXlM0K0YoZSNGNDckJCIzRXchbyMqW0MudSpGNCQiM2tSRXNbWDNrQUY0NyQkIjNZTnUpUTkqejQpKkY0JCIzTS53eXFFNFQ+RjQ3JCQiMyk+aiczLzI/aykqRjQkIjNZWWVUMy5VVTtGNDckJCIzQ11uPkh2TzoqKkY0JCIzbWQnWyR5SEUpSCJGNDckJCIzN2shKTR4UCc0JioqRjQkIjMnelhbW2EwNSopKkYxNyQkIjNZbWwlPmErJHkqKkY0JCIzQ3YlXHhoNVVlJ0YxNyQkIjM7Zig+ZkN3VCoqKkY0JCIzT0FVXWZ3TTdNRjE3JEYsJCEzXzZMOiZHTTUwIyEjRi0lJkNPTE9SRzYmJSRSR0JHJCIjNSEiIiRGK0ZfW2xGYFtsLSUrQVhFU0xBQkVMU0c2JFEhNiJGZFtsLSUlVklFV0c2JDskISIjRltcbCQiJC0iRltcbDskITInXDAjNC0rKysjRjQkIjEtVCsrKys/NSEjOg==spacecurve([sin(2*t), 3*t, cos(2*t)] ,t=0..Pi/4, axes=frame);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spacecurve([sin(2*t), 3*t, cos(2*t)] ,t=0..Pi/4, axes=normal);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spacecurve([t, t^2, t^4] ,t=0..1, axes=box);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