map Sapphire. v3LATFGcwhWayVG4p9YlBGZAEoBuBTykiIxnRg8NBMffffve8wADMxQDMDSOoqAqIsBmPjw5DAwmQPQW
map weave racer. v3PAXVWY2VGISF2YlJH4pdXTnlTCFEEFA9BEfj7C2QuFYpoLPBBZUBEQQGVEEEEEkJ5RinEpfRnTlKpvVqkeFBRCCP3c5p7oxDSoOyx6DHuefpjdC2TbpN0P0aaFtkWQfimTzop0E6DaMNiGSvb6HRjpJ0U6TaGNnWQLpvpV0aaDtl2R7ph0b0AqP1j6Sdo2ULqJ9M14s0C3VvSDoepuUHqN9C1iaSNo6ytGVlqQlpHp6eK1onoqUFqM9AViKSFo8UOKLlhST3Rpoknlb40XiKSFocUW6eUGKNliSSXd6v8tfL9YfFyKXMoH
My first map :)
(I couldn't try it cuz my chromebook has a lag)
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Methodist Two main ways to beat
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Hi everyone
This is version 2 of a track a posted before with a moe consistent ending and an easier author time!
Have fun with: Red Burial V2
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(This is a repost of my first track I submitted)
Hello, all! I decided to go overboard and add an excessive amount of detail to the level I made. It takes about 50 seconds, and there no skips that I know of. (If you find one, Ill find you,) There's quite a few times, and I'm in 6th on my own track :\
Heres the Code:
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jump map selenite. v3MATVGbl5Wa0VGI4pdXUukUDDDEEVfYJZvF7EXsMcGYDFXEuNkLB32kYkUPeLG8iUP1zoeMWacSOvr9c9Ufvh3cFteirG5q33pLVSahKdf23zOXCKDVgGr0luXb91VfEFFhqeKexumfjdNj8UzqXxXrRcuakFVFRtIfx9Fd8UNyWPyE5Mpe0TaWUdHnPSjQFRngsau9vqnhSkXUnZ600cpuPTzT0AUk8iqG2eqq5wZTbG6FRPOSzHzbAXGw5GdbfZnRFoMUS08RKDVgG50NA5hi43gee9cvfF15ctjaTCmmi6hCQR2hRr4yq2hogmsWZG7PaeaazcRUA6ZUnoFIdfIeeO5hCQRyLBlVd1MUU3vToNRemwlGdrTjQFoMUCaQeTzuW3PKfppYTrgWGKBNQeGk26RXsuyceG595evHPhftu89efjyGfeZTtpk63RNlP6rHY9vAN1NHgC
Its very technical
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Straightforward map but what route do you take?
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
These are all the F1 tracks and their reverse version i have made.
Albert park
v3MABV3c0JXYslWY4pdTRukDCDDDE1Jm2AUuCsDWAr5erciBxffTYac8IqUjecr8MjdEZuM8sFv5cfK9l0bSvIdHUsQXy9RjOT6Epjg0CdI3HSFaHoJkmSKRfmYWMKgTjESRSjIpkaI1iz2Chathk6fbNfgKRb2eBZWobqrXMge57pbcej5qqPmBpzJN5OV1HUQ9UqLwMJVFuCftEeXq6sH1dc3af2D6H6OsCsIzofTecLrL6253HQxAz8TU38X9gmbgeEZMvDstpthi18M0XQeDgtgvRP
Albert park reverse
v3XABV3c0JXYslWYgIXZ2VmczVG4pdTRutECCDDENtBoq4fAfqeB9ZffDfFrjKeeL4STzOyM05kCd3NpisQGfsDvDDdF6LpXkuDKmpLDdRjOT6EINTHH6CpMtH0USzIloHJ6rRBsakQKSqikSqmUDWbyEq1aSqfrl8BViWH9BZWobqrXMgz5zkbsrRfqoP6Bp1JN5OV0HUQ9UqLRPJFFuCftCeXK6cA1tcia79geDnOsGsIzpfTecLby6anuPnsAz8TUXfv63Q9tYHbCaTFPDjf3gMh3Nxi7957TxzUsSeD4SXe2fB
Shanghai
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
Shanghai reverse
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
Monaco
v3IAN9mbhN2b4pdXSusVDDDDEdsdeopJB4DoLhFwaefL9DmntwpppBMy2SDcILSuWxWa0IDsDAOsHpn9OQKGnU6bSfi0lMJ7xPnpjkOQ6NhOnpXjT6JeL9kQRLGi2JU6dSHINT6MpUu2k1ss21aqP0Qqm0WuvNMW3f93ENak4L3o1o01le1HSGmpyXNyXoXiThFjcLWviiiEHMEZWKutQhem28FK55jGpKSmSeDG5GoeeB4lvrmfwXy6nCdf8fcxcPfKTDu7QQ9xS9dWt0Zso4wtSdAapr1kXHeHnNt2zbMPmdrVztCWlT9iT5TybPm5MOgFeeiKdPJfWtGfziqb0cm0UrO3Pmn7FOtzOUze2W0RN3ruYyZHRP1erwA74BUx4XjfACo56xE
Monaco reverse
v3TAN9mbhN2bgIXZ2VmczVG4pdXSusVDDDDEV2OPbSgya2CLg18fL9DmnF6phGAjkl0QPkF2X5YLNasJ6aSetTHD58sRfB03gWLEvn4SheOo9geKTfsQvkntT8H9ITZfaU2PhRvBaPoFQSW7KKljDtumTNgqBtB7rDr1ffeXhmciSYtAtlnXRXr91HcuWgyflTRlecec6kThTeeKpajdwUGZRdbmSDuKjKJe8JnMtFodxRnCjQl3TResWdWrRNrHY6uyfs6uXsy1Q4WuLVfoWfBvW2dMr40NcdIqFevmSc4MPWijIeD0V8cFiJa4MncyzDfEjoaJqH5viqheVb30SfpxY2LjtGLv36seso1ek60PxjbsOW8fD26y7uRaxf2KOZ75IzXYMrn4lWOFNvleLMAw1TL
Spa
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
Spa reverse
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
Singapore
v3aATlmbnFGcvJXZggSa0NHIhN3cpA4pdXS3mjECCDGAuUGVehK6uzcD2k9CMHQP6zrA9NT4PNPNgQbRRevIysch4kc5fgyT5qaRuceUPomqKgYTRqE1K1G1OVh6AxWtciTOU1PI20TEjV9CrmoWp2o2pKV9rcpn2tpHWF4LUbUrUZqEV06DNNI8dacQJuKydZbWpNNzVbz5Cka5ddvHxkIDzdIfphJGkPM0fh0CnnnDdDkLyXvspeq8u2en4ancLqz18AXfUNfil7eGzFpfV9OXEn1DOXvzu7CtvHcTqvf7PrfPMYvbYHZ2NzSxevgu0rH8aqBZfX9U0OTMfnt7CKy6ZVeBh320F
Singapore reverse
v3XATlmbnFGcvJXZgIXZ2VmczVG4pdXS3ldECCDFAelgIgfjxpd2B90VQXgu0bMQuP4L58hgxkgAfFAz4SjJcFnoiUBTZcFiUTUJTFN2Vlahajan6gqR9Sj9a5Uzcx0bN213asa6ju7C1G1O1BVz0X4SO9vm8yrgYjanajalahq69hU9e2Q6ZkFfMIs6zFprZu79MN7KE0KCQ81Ddf0wFwjptqY6xcSVs8orVJNOFPfoHUFq8Ob11oeeuKfDC9M3jystuw9T26KXfPdagRmyMz9nEwBfVlRO17BJimf2VmGv7HL3FfNnODysbzjfronUKjpV26pgPv0brErpV8viRUJvB
Azerbaijan
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
Azerbaijan reverse
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
:)