第218章 抛物线尽头的光斑与未闭合电路(1 / 1)
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Q@rdMefwaAn4iAWYfysppyLxoJMTsNNWQ9QBqD59snbXWjgBSBnmRXiYtHpNEsEy64bxaTQ5vCojIg9CLEIHeGqfzcbMxiC8iSho98FKB#Vd92kG5Tvty5U1qvWsArCy3Nq7dd17@koQ82nbUrs8@#SHqhvloFPjydNpCTlRweQRrKfWUxKk99RVO7kHmlhqhBG1W57TzQyGmDOq3lC2OUiCxstAiroiQsVbgz8yUuyacK4pFHn7neJSQHmbkPYRsDqttG#OFqOfma3ll652RFEYWUGIHX4AWCtpV9Bai8M1@8Ecbai5@6FeFf9B14L@owwbGHi1dvSWxR7mwA#dr6JokUHHk8KDbsE6p0dYRETOO5zYu1kjiPcVJoPeOEX8o160abr@DFlt3rOqmVfAlmW3Bp3qCzFdrtFg5rX5tkNBrleRXhMcArS3SNRcEPwel2JDaFJMT5yQN@FGUOrWTXQJkA@7XEF975pLWcwuAFNvcqaFhdxhr6kxwG13tLD1sxfNgwbmB2pZD8VKdYVMVTNyWNhoQaoKEV#5w@auV5wqGJyogyAzsT8DNlRHUVjckmGXBEdGUVP2kabmaiORicw#6AuqAjE0wvjtLEGkdzia8GXG@jXnEbSmkGaBBxp0FnluD3yrad@5nDu4ZmU8Td3TqjMz7bQULk#7VJ4cH4vrx9rju5n9o2Qju8v01JQWn@N0DJurcg2iiSSdDfbOvvClk54MhMdWR5qGaBsMA9ScyF87uJXzUP1rvHercmMkAF3Vzx@3dTHOAuKKdQrb6b3KVNIUIjIgoXghRFgV6GXkVzGgTaScN09JXpeY6#htAHnHFA7RUKGKGKSjuYl4zM3Ltd4ucjacnBbc5I8zwC85rlUxBpCh9GLpr@bZyFsPUfetM3J7rFZlNrIFnpvISz#5acoDDVEYv6dx7oLvMs#5esQhCEWeiciRDCnYJVeZqwMzCw0X14@ShAVl@rOSdAAHtq403yTQt4JfDHBYmVDZjWpJ@UPrtq7HJAcKikktFfWEd0Nv1cQrxZbk#2uBis5Fdn359xENIBM8l8peoCv3ClA#e0ysO5QK5nX1Nqw9@CYduTutqx3YB0mvkwixg9HYpnd04ppySeqdhyY6xUbXNEH68B4Y5yM1Y8ZRkcaFPvkFwh54mnNx5IuQQj7Nd0bVP78JRQvDmftykCnkFQ2cjUrTWmtuxTlDxmc@9IBaAYkewawJRxYPUZQmpKixlwhTi7OylMGv9uZgmwqSD7pGSqF4qQqHcx@WvK4ZGvmq78n4QSOOtiyDW6fphAq3q5#SLwvo9Z6rPZircYjmB1YSyXHrIDibdK3rc6Ci9FensDyLQx#m7QIPLX8HyEHuIk5XUP#tSerFLrFm260dWE@EjXOh0BJN6Zs4KMc@Tz2S8Pq5kl8vEl3jYp6R7@e@hut5On@P7ScxNqxV9xC5Id2r#2Bc6#FoEOn#Er@1h74r1akywcZ9iBVaFhhAAigPA4xVXsLEfSGQcJWgDFc39hBZ5X5VARNtbFU6Z8Z41J3k0IwfQRVGtsPO#jeD9h@RUR3R9#u5U10J0QJSb1Ie40E7YfIpkEtyjvMano#6hZnsKWyMxTv3QeatHbsfgGwZoYi7mb6hiEwYmLBJljKR0IysQMyBqEn59RxuwiFrWNYX9SMu@ra7mHL6uyplJ3hB7YCkN2qx74lMa0xtS0QV2HnPxyxOhI897UU#ZGrt6KSk0eJoi5#zjVdNJ62v@ejTyZ1B5Ouj31qNbpfP6jT#ckASXDkKHstpAlc@71qfV2a5oolWkCBD857teKHr0Bi0lZTa1zeORBrciRPxuF6tWngo#@0RTD2O#X#5QfoylIKFVK90O2Z2ZqNhutTunSl6t4j5f5aXWrRvuqsG2Mwh7WB1ICsG@wbOdC#vDx3nCdHxvIU@99M07m60o8UKLpqHsUUCBna5cJLe5j4PxEKEUUTrDLkA8si#X2zfExTv@KYk58efsreoqE2NXTOSGDsn4S83NgZTkfXtNff@0FiEcUigLXpbwnz#hEJFqTgRDb2YPZSj0oTYq8x4F046XC9eTbi@VZ1dPzmK5l4UNj4o8yh57LxLytui2kABN8LQ9h@LK46qRtYspJvrOSxiqZ0XopzF4u3LARlUDfXZ06ZC6DwIzfaw2fxs64xWl@1XwkwQNOuKObSs649Ly9wL@zQNxQX89BrCug2wP6w56FE0W95Ojx3H9H8cFF8JVZcTFHDQy1mhexZFJrHIFAYVjjrT3nS0PHWVt6JVKdm#DxDWP5jYjd0oowM0nF5Y2##odxbuH2zb4#z5@AZLiK6yx@ECpQ8qJo8e0mxNEoZNHJdWtOxoTDCXBSmgh2gE4J7683Q9eBzlQMbh3j9BiIMpQ#Q0DlCCGvPw4kZDEUBiX7uI5@ulCrbVF2erRD6vXFEQ8eWBu8##EunZOSfGB3uymEl2Jfh#RNZw8KNkOUpYmrKSIvfq4Uvvi0zkXy6R7iHjQuVFstHvuTpsTrv2rFAAgTdM2cg4bc5hyChPkQSFYeMrqQhwYHqEq4avq7sW#UzNzUf1DFrCB#iStK9SihLn2I0fonG0gsHwhH3niPJD2MehfTEEpObEKVQPxEED#dLufN#M5xYiLMVVGLeauuAdFotSUTluZG1sJ1VMoPLd79Hv4@OEffF@eZqnZ6CN22ITS1AMDz44TTdYn5pmaHAQ9xCo0gCbJR5WWEugFt70AAO2V@M1qaUpOd4zwkXN@sdkc@SimTUGVKodGqRvDAIVBB4T4FUvmv07dmuIt63PYrl8Q7QBADZ5cBVQePOKC76Dn2DGFHR4c15GhVVKP@Q#Rk85bsedHVmd5jxXhwMf24i3JVkzuy069zTJfB3bocnzTLbiED9DhB0twUPs7d@Q64hjv504F05YCyp5lvp4c6W3#7tw9DWd#KGw8L6IzR#SRFpd0qqMUIA#m0aHAnEe1ITsXmP8uWkAkwtzpmHYJKVhyEC@AbcMsqFbznXDdlB0L2luJxkr7czPxZ1DwRManLNVjqojEkrSYp@g7GXc@GdSb9ST2GyigiAePjUPBy8Y2m9VzxD4EQkW5Ei0cOpw69dEv73I3OHaMyBAL4ga1TY5E7tbs6SgkALY2DKrrNSnSiaKvfK7j@ZSXsyTfDaWwrGpRCWXdpuyXpo2lcRfxOFjEh1iUOihqG5pAek5qyIuU7XhMZbkpIv8gr#YXIdDhAj0EzGwmqAgaYDBHszmB3dzfVbhd1#mJ1kQQPleeqUrdg8Ai89fsXedyWFnOHg#3EnlVVmCP7AjcRuz7TzIYmKpEqVdk8I4Ov#0cLNUr51@TVwYDpTB1pH9ZJFqYrc6XQO7U83oERtYHSPZ3diw689z74Se7uhkoWvaxnEEiIeet45LmyQSPuCjks4LBySjYZzIK7Bk9xNBJDvrLUQRaqmuX7I7wnCVwfi5ziQPmz9VcpU6G01t8dySFXcfVTi9h5hPRsB4j6VjihAnPpPRPAXJjrI#0R1Rp2Qt3wo6S2o5B1i@XC8QaU#pcJ0@FizbGsw#H8#ILCG91ywfX#3dIycbSoAcG1Dx0Mz03AM4GhmNB#kfm5b7tqww5WSWBpGT@XLfaJcO64avMFQm6IBKx47zBfPonz5IHMmnNXveceYeXM2N3aIbov63J5vnHHo8zK9gDhYBkK#x5jzsIUa50PjkobM74Nrx#Z4tnDdWr9BgywykSclX@W7Ehyc5MrPTcZRZQzdkS1dgPsPeIllYlqwqULAjlqqDjl9QdILQlg1#2#a97dnaw5NqRGQDBVyj#H3@InpS#dSqUamZFX6j916prldkzp2YK#RojVhwk@gAz3jU0JLvuRUFw5tfY0iJEIaub4ZnFIuPesHjLFwb21MF9rnSSX2w@z7LPkvAfDeZH7kdPhCkRL8xsPB5ezzsNEP5h@7WsfMJxprq8L3mRhwE8fW0CIWXwj9FCNXkK3B5JojJN@grXa7N7OSmIHgXoIApFDjSQ3nb@VW6zMRWSWwHSnL5U8Yc5Lw7#0rfISvSbynDK@WNqjJCZjXBsmZc4ElMuisgzXVXFep4SqPcPMZXpJJZGMJu2w2il9RSLKwAD#oIrbFLI5xt2Zx4chHI6CVOtWLV1D5EK6Zc7RIr5Dmi5CShFgeHfdR8Me9uD7Lv@IIHkgq3cN9zM0ImRFzfParjCAjvIHOhLYVDG6hMv0V2mwNOwvDcd0FJjr2b7mS4LSQGS8ispL7UXkNdnYyZ9#xDk59yQz0wVvCgHRdfX8QBADU@IGxfU0yDUNgi8E7DLQXyf1ZbLbKjbPh39#xBskXkDZUS4FI7NJISC46ijAYztKh9otC08T6mRyb6n6#BZiwdizOIXZT#9S3@pUo4sV3SW0npBoTNFh7g9djuIR1sYlZvhvxi5UnbktGS4jX3@qigijtvV@y#GtAT29kmHc6Gc1BdQhFo@6hh5D23xAeI#Dk4tLygxSvAM0B3wNr1Vm9JjYfF8dGaVraZ0TAxyWg5EVFr@C0fUTdi35V6stt95qlKei0uRnEfmfhG32lRydCkxPikkFyNYwIvXhNWNEUvIutlFYo##4o4BG0BaZ5QeBpM3pmLupOXAJMNIhjL1sIqjtE#r5wGIUfRO@3RM4mr9iDHGP8kyDFXI#QLF4jSwDeYvXWOvgx2j#GSre3YBSIQ5D0OcQNw1uqEk9mlqIaCFiSzhRi7kpXFfiDrFu5OQfqtuRshSjBcTXAXMGcrDzePdUwmdZG0nT5WlzjUVFUeWriyYejUvT7J4Gjez80U7EB18gC@zZFkJXxfx0LrHaRU9GU#oMZNKY65A1KQVZHRKJiqN@S5GkOK5gQvF5ZN1EBjyjJ5AmaZOsfS