俯仰角、偏摆角、倾斜角
大神,请问X轴线运动的角度偏差a)在平行于移动方向的 ZX垂直平面内;(俯仰)b)在XY水平面内;(偏摆)
c)在垂直于移动方向的YZ垂直平面内。(倾斜)
各指什么意思,一直搞不明白data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAg8AAADYCAYAAABsgQAcAAAgAElEQVR4Ae2dX+gWVRrHvSmiFhFEXNCLboRNlroQMULwd6GwwVISgbsgspCCQYRokKDBQgkJJbEIBq4gEpQQUSIU6EVCSGGCRmiQF10oFCoskYukMMtn2udt3nln3jkzc2bmzMz3wLwz75kz58/3nDnnO895znMWRXJCQAgIASEgBISAECiBwKISYRVUCAgBISAEhIAQEAKRyIMagRAQAkJACAgBIVAKAZGHUnApsBAQAkJACAgBISDyoDYgBISAEBACQkAIlEJA5KEUXAosBISAEBACQkAIiDyoDQgBISAEhIAQEAKlEBB5KAWXAgsBISAEhIAQEAIiD2oDQkAICAEhIASEQCkERB5KwaXAQkAICAEhIASEgMiD2oAQEAJCQAgIgZ4i8K9//auTnIs8dAK7EhUCQkAICAEh4I7A9evXo08//XRy/PDDD/HDGzZsiG7cuOEekaeQIg+egFQ0QkAICAEhIASaQuDMmTPR999/Hx8bN26Mz6S1bNmy6MMPP2wq2dx4RR5yodENISAEhIAQEAJhIfDPf/4z+uKLL+JMQSYWLVoU7du3r/VMijy0DrkSFAJCQAgIASFQHoG33347+uSTTyYPcg15ePrppyd+bV2IPLSFdIDpXL16Nbp582aAOVOWhIAQEAJCIInAqVOnoiNHjiS9or1798bkYcWKFVP+bfwReWgD5UDTOHr0aCdzZYHCoWwNEAHEuj/99NMAS6YijQkBFCJ37NgRF5nr999/P75+8cUXowcffDB69NFHo3v37rUKichDq3B3kxgSBubEjh8/Hu3cuXPSCHft2tXJXFk3KCjVMSDw3//+d6qYtPmPP/54yk9/hEDfEPjmm2+i06dPxystaNOQYnNdTFmQtsiD1cAIzv/5z3+i5557Lvr111/j0i4sLEQs85ETAkNA4MqVK9ETTzwRf4G9/PLL0eXLl6M9e/aIIA+hclWGXAREHnKh0Q0fCEAYnn/++QgGa2758uXxMh/7r7MQ6DsC27Zti5C0XbhwIS4K5HjLli19L5byLwRyERB5yIVGN3wgwBdYci0wUgi0dDmkNOkDYcURAgKvvfZa9Oqrr06ysmTJkmjdunWT/7oIEwHqDGkRHzgvvPBCfM18Pn528N/8LAznZ555ZuLP8/z/+9//Hq9AYGDlP2eX49lnn43j6gql9LSbSz5EHlxQUphKCBw6dGiipWtWybBUZuTh888/rxSvHhICoSGwe/fu6LvvvouzhQSCNv6HP/whtGwqPykEXnrppZRPd3//8Y9/tJL47du3o7t378ZpcY1DJ62sYyq6Cyedhy5QbzFNmCxs/dy5cxFrhOlczR08eDBWwDEdCPPXWQj0FYHkVxga6UaQ0X+QCxcB+qhQXFt5QRp88uTJ2LQ00hVclX0qkJZUdSz9tHeG1RxlpNAiD1VRH8Bzaa3dARRJRRgxAufPn49F3rZkjSVtiLVZacQ0nVy4CLT1te+CQFt5gdAiFT579uwkW0mdtIlnwQV6PlXdnTt34ikelI2R1JVxIg9l0BpYWJGHgVWoijODAF9ympabgSU4j7YGbJeCt5mXxx9/vNTXflb+60pKkFxUkXiIPGTVxkj83nzzzan1wiMptoo5IgREHvpR2W0O2EWItJUXppSr6Dik849CaB3HaqQqipoiD3VQD/BZ9BgQRbk4JA+aC3ZBSmFCQqDMvKzIQ0g1l5+Xtgbs/Bz8fqetvLAvxXvvvfd7whWv6k5bVNWZEHmoWGFdP8aqCdvDnbNdHzhwwDlrmKdGkVJOCPQFAfQaUPx1dSIPrkh1G66tAdullG3lBcmv7Y7pkq+8MFUHf+JDqZj9Maq4UZAHlKVYmljnQKmF5zmzrzoKJl06OsXXX389zgJKYWYUB+1dV4fkgTJVcUg31qxZMyEtGOOpouxTJW09M3wEML+LNjoOSYNtCMTZiLILCoSvq/PAFsi2xJl3Tu3cBflyYdoasF1yFVJeXPKLbYsu3CjIA4PkK6+8Eu/twHWdA+3Yd999N1q/fn0X9TVJk3XBLLHB3vn169cn/mW0yuuQBxI8fPhw3DGz29vPP/88yYMuhIAPBGwJGe30l19+iaO0Qdw1fh/kgS/Er776KiYNZci5ax4VLopCGrDbzMv9+/fjdsX0BYay/v3vf5duDvaelHkQcv7WW2/FH49VN44bBXlANFP36yNdMVUqLB1H3f9r164tvbwmmSYda1XJA/HwBUYeXHUskmnrWggUIYDkgS/9OnZIfExbXLx4MbZ8qCm+ohqrfr/NAbsol03nhf6Sdk3fuXTp0oktEmySsGUAY0uZAyuqFp4pDFZfmKXNbdu2TSx0mqVOzhs3bpxK1+LAQqurVH0U5MHH10e6wXVNHlC2wQQrX0RVHToPdcgDX4Rd41C17HoufAQgD7y7dZwP8sD6dzpbueYQaHrALpNz2/q6zDNVwjL9hiQLnQMG/RUrVkx2PC4TH22zLMFmqwLIClt5kzakgen4MlOCoyAPx44dG5TkgfIgdkJ5jPnYqo4pmKrkAaU1pk5gtmW036vmVc+NCwHEuEzB0b7quLrkgWkSOlXyIQlbnZqY/2xI5CGkvMxH7be7VT7gaMt1p5pHQR74wh7KtMW3334bUR4c0wbMx1ZZo8vzVXUe+Bq0uV+ufSw3+u010O/YEaBDQ6x66dKluF1v2rQpbudVcalDHiDWZoCHPLEMWq4ZBEIasLdv395MIRuKtQp58JGVUZCHOh1IHshdVVg6P3S2dHInTpxI3yr8j9QiaRq18IH/B+AZSRtc0VK4LhFo4t3vsjxDTTsk8hBSXlzqu6uxaBTkYUg6D4hQUbZBIWbVqlUTpZcHH3wwNjFKZ2kH5f7oo4/i/5ALpjuQNnCfOS92Y2NeGfLheqBrYZsNMV9GPpB+8HxdMZjLi6Iw40SAFUVVDJpVJQ9l5n7HWSN+Sx3SgB1SXlxQ1lJNF5QqhqnagcxLriu2hzgXAsCyHsyS/vGPf4wH88WLF8dzs5999lk8RcM0DYfZpeCaAZ4pBggIZxod8TAFwUG8RQdTJkYeHnrooVjhBhKCSJe05YRAXQSYjqMdMlVAGzeSvHLlyqm2bW183pk43nnnHafnUD4mrg8++CBu46RL+vv3749JeNmNg+riMKbnQxqwQ8qLSxvAvHQXbhSShyGRh6xGwhQCypNlHbigeFnWIcUwo1Rln1V4ITAPAbTGIbxMqUHQly1bNiGrSLqQfJmUjCXYtEX8kLIhTeMaIkzb5oAgo7dg/7POWGVN+rMLpxFkzg888ECEETTiIX45/wiENGCHlBcXpCV5cEGpYhg6Br4ofLquJA8+y8BqiyrkwWceFJcQKEKANsr0W5WBu8q7jwIyy+cgJ3o/imrHz/2QBuyQ8uKCrsiDC0oVw1TpQIqSGgJ54OtOnWNRTet+nxFo4t3vMx6h5j2kATukvLjUF1NzXThNW1REvat5porZzXxM5CETFnkOCAGRh35UZkgDdkh5cam9rj5kRR5caicjTFeiooysVPZirreKBnvlBPWgEGgZAZGHdgGnP2Ew46CPxHoh561bt8bXfCWzkV9699+QBuyQ8uJSe1gadnF1rBFnxS/ykIWKg59rhTlE1VkQJA+udsw7y6QSFgI1EBB5qAFehUdRZkXJlB13Wa2CkisH1xyrV6+O93TAL+lCGrBDyksSo7xrCFqRY3qad8GnE3moiGZds7kVk/X6mKYtvMKpyAJEQOSh3UqBPLDJEtO6yRUryWtWxog8+KkXxiFs/EDMzGHPB9s7tH32vWAlHsq/VXfPtHjTZ5GHNCKO//vGTrOKJfKQhYr8hoSAyEO7tWmSh82bN8dG6MwGx5dffhnb7oBEUCchk4c+madm+bBJeqymzVgfdnfMpLpv4kBaIg+GeMnzEHQeRB5KVrqC9w4BkYd2q8zIw8LCQmzkK5k6ovM+kAfbzySZ91CvsXMCpulpdDZ0a3p3UJGHiq0CozF9dyIPfa9B5b8IAZGHIoT83retnlGYTC8h7At5SOfbL0J+Y0NBFfLALsfm2I2Wj1uTQJi/77PIQ0VE00yvYjSdPiby0Cn8SrwFBEQeWgA5kYRJHjDrTR8JYbDDvpKZjw952qJPkgegR+chaWEY3JE84CASTTmRh4rIsp9Dnx3LdtavXx/PS1pDyysPCk5yQqCPCIg8tFtrRh7+8pe/xF/EfBWnD77sQyYPu3btahe0mqmxssWkDFhixXIw9fDWW2/F55rR5z4u8pALzfwbXRnmmJ8r97smXuTFNvKAcg2dLQdir4sXL0Z37tyJhrCyxB0ZhRwKAuy/wjI2viSLvsD4OqbDlSuHAP0IZMAO+kX6FDbqS5MG+8+X8sMPPzx5hmfXrVtXLuEGQ+/evbvB2P1HzeqKLtyoyQOb8DA4MnjaAMomU9i2L3J9Jw82/8iyKnOGwblz52JDLvhzzUZFckKgbwjQqdqAZW2bMiBJM2kaAxf3IMza7K18DfNhga0Ym5oAQ/sAmXdmd157xgxLlU+9mSeGsJKuGWSmYx01eWBtrHUu885Zm2oNYbUFXwdpxU9eaObMIFa4GzduTLcY/RMCPUGAgYz3eunSpVM5ZstvNr7iQ8E220oqnE0F1p+5CEC+fLiQBuyQ8uID26biGD15oKGsXLkynoOjo+H6T3/6UyxGQ4yPXxZ56LvOAw3qySefjNh+2NyPP/4YG3dpYk2wpaGzEGgLASSIiMfR7Uk7/Ez6wL179+6lg+i/AwK+JLAhDdh9svPgUEWNBRk1eUBpB+YMQWDOjReBL3HOzMu99tpr8TlrLtTXS9NYzTpEzDpgLI/hkDRAiEy8WzRH7BC9ggiBzhFYu3Zt/I6nM4LlPaYs5eoh4KsfDIk8NG0foR7i4Tw9avLAtIVZ6LJB06qGTgdR5iOPPJIpefD10lh6XZzRyrWNsVg+xUvDcioIVVdKOF3goDSHiwCbMCUlDJQUzfQhLLUOodZ89YMiDyHUZrk8jJo8LFu2bEIe0kqSTzzxREwe8qYtfL005arLb2jmfs0heaBTRcdBX2SGis59RwClvS+++GKqGPjt2bNnyk9/qiHgqx8UeaiGf5dPjZo8IHmwDVzSlcA9Opkhk4d0mfVfCAwNgatXr0Z3796dKtYvv/wS3b59e8pPf6ohMETy0Dc7D9Vqrv5ToyEP6a8PoGNKwqYtsIiGiBNxJnP/3BN5qN/AFIMQEALDRWCI5OHVV18dboV5LNkoyAPz+VkrJpAqoDjFOeswYpH1rK+XxmNdKiohIASEQKsI+OoHNW3RarV5Saz35AGlRhpw+kB6YH5MQdhqCoyaYHVu69atmYQhi0QglUCJ0A5IxYoVKyb/Yap2z87MqUJa5MJGwOxZWC5ZZWKmXs1PZyEgBLIR8EUe6FNDcfThcsUI9J48MLAn12jbNfOaKEEyt3ngwIHo9OnT8TJE/rOyInkwL2r/Mcls13a+du1a7Ec47n/33XcR9sRROCTMpUuXYskG95BSMEXCmTByYSIAmcTGBcTvlVdeidgkjA6M//v374/PXBPmpZdeilei8HU07+D55H06IUzdMofKNYSVuPDjIDxpscrFnt25c+dUHBYfYey6yplysH6dfJAWZ8qMP/8pq+XT8lIlnfQzybi4trQMc/JBHsgLmJAPpgvl+oEA/a8PR7sJxUnnwa0mek8eXJgvnRGWE306l3RdwvjMk+JyR4BBSy5MBPTehFkvWblCiuvDhUQeILJyxQiMhjwgNfDpXDo4lzA+86S43BHgC1guTAT03oRZL1m58lVXIg9Z6IbtNwrygF4EW1D7dC4vjUsYn3lSXO4IaKdQd6zaDqn3pm3Eq6fnq66Y0gvFSfLgVhOjIA9YUkRPwadzeWlcwvjMk+JyR0B1445V2yFVN20jXj09XzoP6PqE4kQe3GpiFOSBVQ+atnBrEGMJ5Wuudix4tVlOkYc20a6Xlq+6QlE2FIcCr1wxAqMgD0xbJE0xF8NSHMLlpdEAVYxjVyGGsKV6V9g1na7Lu9V0HoYUPybnURjPOmxFmYVhm3KWK9t/TNXbcmaeN9P1Zs4fOzk+XEhf+yHlxQe2TcUxCvLA7phabdFUE+pnvFgTlQsTAZEHf/UCGWCfHlYXuRyQaqzsEtZs5eBHnWQd2LvxsQNvSArMIg9u7W8U5IGlmjBsn86lg3MJ4zNPissdgZC0u91zPY6Qem/81fN7770XHT161F+EqZiI+6OPPkr5lv+L3Y9QXEh5CQWTrHyMgjwwbSHykFX94/XTaotw617bZfurG7D0IRnIyxHTGz7epZC+9jFWJleMwCjIw969e0UeitvCqELo6zbc6paukL+6aQNLH3oPIZEHKUy6tb9RkAfm7yR5cGsQYwnVRqc6Fix9l1PEzg+iKInz4dS0o3+tu5otpAFbkge3FlObPLCXhO3lwH4O7O+Q/I8fBpoYvL/88sv4Pg0NP2wv4O96XL9+fRLWrtmjoMh1RR58rYEuKp/ul0dAdVMes7ae2LJlS1tJDTqdw4cPR2fOnGm8jKTx7rvv1konJD2DNghXLbACebg2efj000+jDRs2xJvZoJhoB7YVEEWx0oFrzqzlpWI4GNB9HI8++mghlKTXleSBrygGKs55R959xIHr16+Ptw3nmq/lhYWFaO3atdFTTz0VH3S0rBxg3jGZFhrSx44dK8RmrAHASi5MBKTz4KdesNpoyyz9xJgdC2nUtRCpaYtsbEP29UIeIAxdOZdBoCvJAwN8V44XmnLLZSMgOw/ZuITgq3brpxbalODUTSsk8hBSXvy0hGZiEXmoiKsLaXEJUzF5p8fUCefD1HXd5OdMd6SPUr8NYNemTT0CBtzLly9XznhIA3ZIeakMaAsPijxUBNll8HEJUzF5p8dEHvJh6rpu8nOmOxgnkquHAPv5oG/Wljt79mx08ODBysmFpGewa9euyuUY04O9Jw8uy4QYRH3rPLh8HXU9dyvykP8qizzkY9P1HVn/rF8DTMuZCen6sRXHgOI8um9VXUhf+yFZu6yKZxvP9Z48uOgVNKEw6UIeUGzsykGWRB7y0Rd5yMem6zvSR6lXA+w/0QWGkAfb+6JsCUIiDyFt0lUWxzbD9548rF69uhCvJiQPLoNPl+QBy28iD/lNw6X+8p/WnSYRULuth+4nn3wSr3qrF0v5p7HkS9pVXEgD9o4dO6oUYXTPdEoe7t69G9t9YLUGoqIq7HPTpk2FldYEeXCxE1BlgLp06VI8V3n79u3Ccs0LIMnDPHSiaM2aNTHOzAvPO8AxeR9FNOyV4Mc197FXwjX2S/jfxEF7IF5MDf/888/xgah4iK7usr8hYlKmTPR3vncRdkmfNKuK/Ldv3+6SRCthQspLKwWumEjr5MGWEK5atSpatGjR1LF06dLYVgG6AmxchO0CXgQOGqVdJ88udh4IT8fr07nMy7Kbndm94Pz+++/H/48cORJfw9Kxk8Fh15Ahw4Ud61Aee/311yMUksrYqGcw82Fz3idmIcWFxCpZN2WuUUbLCk89mf+ePXtieybYN0Hrnf/Jdlv3mveBNkg8iKghqhwsmWNKjWvbFdHucU6GTfrPuyY+S4s2xcE7miwDfuTJ4iEfXFtezL/ojOibeOWqI+CiB1Y99vlPVtV7COlrX+1vfh3b3dbJgyXM4Hby5Mm4o2CQfeSRRyKsReKfd0AA0vdcdB5oDL7JA51gkaNcGGpi5zkbVDgfP348gkAk/ewao1BGHpYsWRJBJhiAIB5lyUPVr4Cicg3hvkv9DaGcfSuDfVz0Ld+h5Jf+0eXDpqn8QiLJQ1kX0i63Ig9utdcZecjK3q1bt7K85/p1MW1BPl2Wk1UZoL7++utYEoH57Trup59+0hfcHACr1M2c6HTLIwLqvKuDyUeJjy2yq+aAtMlDWRcSeQgpL2VxbDN8UOShSsFdBoEmJA8w7CLnkreiOKre97VVbtX0Q3+uy7oJHZuu8yeJWfUaYFoK6U1XjtUWVd6tkAbskPLSVT26pNt78hDyaguX5ZwulVQlDFMc+oLLR65KB5cfm+74REDtthqaKNB2sUQzndsqOhchEcaQ9C/S2Ib0v/fkIWSdh6rKQ74aiIt0xFdafYtH5CHcGlO7rVY37GjMcsmuHYrD7JpcxoU0YEvy4FZzvScP7DJZ5PiSYTmdT+cy+HTdCOtuVuMTr9Dicqm/0PI8lvy46BONBYsy5WT34rKDdpn4XcOyZHn//v2uweNwIS2P3LlzZ6m8jzVw78mDy9d9EzoPLoNPFfGdz4bYpda1z3I0EZdL/TWRruIsRiAkEXZxbsMJ0fXHShKJsrY6QpqqanNDsSRmfbvuPXlgOWSR64o8uEypFOW96n3pPMxHTuRhPj5d3tW0RTX0yw7Y1VJxe4ppiDKmqkUe3HANKVRt8nDu3LnYXkFXhepKYdJl06suByg0rvUFl98qu6yb/FzpDghIYla+HVy4cCHCeFkojuWajA2ubvfu3a5BGw+nftMN4trkAeuIGDjqymFmuMjRMH0aibp//35sya8o3S7nbilvSGy+CKu274s8tI24e3pdvjfuuQwr5IEDByJsxITirl27VurjJaRtsEOa/gmlPrPy0Xvy4DII+J62YKtbF9Fql0s1tTFWVnP/3c+l3fweWldtIjDWLz+mGtMWdPl/5cqVTP9kWKZv2Vsi6Vf22iz40ncgubT9VPhvzsIU7avCfTYGdLU5EVKdh7Tyw3AP8eyFPDCQfvjhh9GpU6cmezUgkUj/t30cXM5oDRMO0Rf7Opw5cyY6f/58fM1LwYty+fLlyEWvwDd5oCJdyIOLMmdTjQKMJHnIR1fkIR+bru+4vFtd57GJ9HlfUdYzU/Xzznv37o3YiRLT9TyXdSBxzfL37cfAT5xM5VJ3HLa3Ce9Z1mH7GNm95cuXZ4az+2xEyDUfZMRtaZIu18n/6fJBBubdT4cnHbliBLyQBwyTzGvoZe+x5Cj5DC8IO26yfjhd0S7bXvOMz2kLYCXOIoc+hjV+O9P47UWwlyH5n4aOv72IKEExB8xz6ZeS1RwWb/oMcXHJY1EZhnofvOTCRICOfoyuiX4qVBzrTA1AilwlGoRjB1z6UJPEMBaYBMX8ON+8eXMicQkVt5Dy5YU8MNB35VwGgSZeSpeB2SVvTeGmvS3mI9tl3czP2bjvst34WMXGSB18f+SE2prqkAc+JMs4MHXpr8vEqbBR5IU8sJ10V85lEPBNHpgLdGmMLnlrCjdNW8xHtsu6mZ+zcd8ds66O734q5JYk8hBy7bjlzQt5YLvorpzLIOD7pYTJhr5UU+Rhfot0aTfzY9DdJhBAdKxpiyaQDStOkYew6qNKbryQhypbsFbJbNYzLoOAb/LAagtJHrJqoz9+Lu2mP6UZTk7HLGL23U+F3CpEHkKuHbe81SYPJ0+ejDi6ci6DgO+X0rWDc8lbU7hJ8jAf2S7rZn7Oxn33+vXrTsR8iCj57qdCxqgOeSi7b4Zrfx0yXiHmrTZ5YIlml9MWrLZA52Le8k8GChqQL0dcxMkAPe/QUk1fiPuPR+TBP6Y+Yhwz6RV5cGtBUph0w6npUF7IAwSiKwdxSC7rzLqGYPgmDyzD5GWfd3S5CmXMnXBRW0SjX+ShCKVu7tNux2qeWuTBrc2V3bhKkgc3XMuGqk0eGCD56g/Z8VKy1jcpJaBBcZgfSxvZyAUrb/ijuIXL2tylDwNzH/LYVZsReegK+eJ0x9xuRR6K2wchMI5VxtGf79mzp8wjCuuAwCjIA9YpEXXZsXLlyggLbfynIZq/nbkHu+VlZm6OAwtods25Sz0Ph3qNSRH5l5tF4NatWxF7okAoqxxffPFFTDCvXr06ef7ixYsRB4MfnRUWULGSav/x83lAgFgyTFmIF/KLIi/kF39zRWaELVwoZ5EHf9OrodRpVj7oQ6s6+mcMRdFf00/b2a6tb7f+fOfOnUFtGla13KE9V5s8HDt2LHjJQxr0KmLRvom5x9wJp+s7/Z/BdtWqVZnTXVgzZXdCm/56++23IzYd4mxH8p51VFhF5RrCVnQsW7asMExRHMn7WB7lP22UThmLr1xzsKSYc9LP7uWdV6xYEZt9z7uf9Eevh/+cIWRYQrX7TBfaddF506ZNcVjqhbKM0VFu2uYYXB3yMAZ8+lDG2uShD9MW6Yqgsy3r6Pz65CAPDGZyswjQQXc5QIXelsCG9tOFGzPpFXnoosUpzaoI1CYP2Hjo0sJklYLzFVbWhd7hp8sz5k44jUX6v8hDGpHp/yIP03i09U/koS2klY4PBGqTh6NHj/Zu2mJhYaE0diIPpSEL9gGRh/lVI/IwH5+m7oo8NIWs4m0CgdrkoY/TFlXsL/SRPDB/LzeLAOShSxPIobclkYfZNtOGj8hDGygrDV8IjJI8sJV1WRd6h58uD9MWbGEuN4sA5KHK1NVsTNV8Qm9LIg/V6rXuUyIPdRHU820iUJs8oPMQup2HNKBVOu8qz6TTbfM/5EGSh2zEWdbISgCMm504cWKysgJLqUXWSs2SKc/adZkzy4ZDb0sMYleuXMkGr2HfMevqiDw03LgUvVcEapOHPuo8VOm8qzzjtaZKRkYnzFpouVkEkDysX78+On78eO5Bu07eZ3ou+Z/rdBi7f/jw4ZiQHDx4cMaGCHb5y7Yl9nswgjJbmvk+2KTAHkUZew8MYs8888yUXROW1rkeO3bsiLZv3x6H55opIqR9xItdFdrlrl274jSee+65CB2krVu3xuHBhnBjdJSbuh6D01LN/tdybfLQR50HvjqRmPDVacepU6cis1lBR538An3vvfdKd/hdNw3Ig5ZqZtdCyAqTGH9CAoLUiAF36dKl0aJFi+IDGwgQFtou7x1n/pv0hPZr9/GjTfOMPf/YY4/F0zWEu3DhQjY4URQP3rSfLpwkD7Lz0EW7U5rlERglebh8+fLkS86+6JKEgU7XNvyio8/Qm6EAAB1eSURBVP3oo4/mdrblYW/+CTphDBfJzSIQMnnASiRtkbrDwBPWUG3wZz8V2ibE1sgtbROykWzHXOOHJASDT/b84sWLY+NPEBPuQ1SyHF/AIg9ZyDTrB+60zTE4SR76X8ujJA/9r7biEtD5S2EyG6eQyUNWjjE5ffbs2ZggZN2f5wfJgCiU0WEQeZiHaHP3xkQeulzt1FwNjitmkYeB1jfkAdvucrMI9I08zJagWR+Rh2bxzYsdvY+x6DxoSjWvFfTHX+ShP3VVKqeatsiHS+QhHxvuiDzMx6epu+y5MxbyoA+bplpRe/F2Th7oyBnoio68+dn2oOpXSuCJUp3cLAIiD7OYJH1EHpJotHfNnjsiD+3hrZTqIdApeWC9PUpgdFZFB0vrhuJYnsaStOSBZn3yPx0J/6s65rjZBVJuFgGRh1lMkj4iD0k02rvGcBkKs2NwbJ8t128EOiUPsGw6Khc3JO3cl156yaXItcgDa/sleciGWeQhGxfz7Zo8jNU+SZ2PBau7vpyl89CXmsrPZ6fkoUwnPiTtXFciVKczQfIg8pDd8Mu0u+wY6vnWqdd6Kbs93TV52LNnj1tGBxYq9HbhE+4h9ec+celTXL0hD64Dbh/Ady1Lnc7k3LlzIg85jaEv5AEbIxDAskfSiBTPslSTA9PYLq5r8uAqjXQpS5/C8L6XsQTap7Kl8+raB6af0/9wEBB56KAuXF+cOuQBuwCSPGRXbtfkAcNN1O28Ax2YJ554Ysb4U9IYlBmKMj+sSnJte3YYiTDyQXrPPvvsRL8I09EM1OkDq5Rg1IVD0VfkoQvk201Tkod28W4itd6Qh1deeaWJ8ncSZxvkgT0NRB6yq7dr8pCdq2lfvkDrkMfp2H77x54bWKik/POOLjX+x04esuptiH6ufeAQyz6UMvWGPGBAZSjO9cWpM3jwBSrykN1i+kAeyHmd+s8qOftelLE0mRVH034iD00jHEb8rn1gUW7ZagBJla1W48ymbkz5YZlVrjkEekMefDW25qB0j9m1LHUGD5GH/PoYEnnA/gkD7o0bN/IL/P87TGMQNmRH/saqiV/nfQ+5TrPyxpRZHQdpYGkr0x8XL16ciur27dsxeQBPfUBNQeP1T+fkwVWz2nXA9YpOQ5G5lqVOZyLykF95QyAP1C/tY9OmTfGXFx3pU089FZsk//XXXzMLzxbhoZMHBgWRh8zqG5RnHb0WFH/ZNM6FMCOBcO1vBwVwC4XpnDy4NqLNmze3AEc7Sbg2ZpGHZuqjz+Thl19+iZjCe/XVVyOMrCUdehJsHw+hwM5H2mESOP2Vlg7T9X/IDSRnjK7O+943vFz7wHS52EV2//79ae+5/7/88suorqRjbgIjvdkb8jAkwzGuL06dzkSSh/w3us/kgbbDKot5jrnetWvXRohvk+7AgQPBSx4gD2MVNdd535P13Idr1z4wWRbafdVVGqw+G6tEK4mhz+vekIeqjcYnWL7icn1x6nQmIg/5tdVX8nDhwoVoy5Yt+QVL3GG5JtKJpEPyEPq0BWUUeUjW2jCvXftAKz26PfSHd+7cMa/S5zfffDNexlz6QT2QiYAX8vD5559nRl7kWaYTdzXpXJSm3Uf8i4j3+PHjk+PQoUOTa/MnjG/n+uKIPPhG/rf4yrS7ZnLgFmu6/pmuuHTpktvDURT99a9/nQrbB/LAtIrIw1S1DfKPax9ohWepfnrKjWk73uWi4/79+xZNxL5Cd+/enfzXRXUEvJAHvnKruDKdOJXu05H2okWLnA6f6RKX64uTHjzK5EOSh3y0yrS7/FiavcMXVrr+UYgs49AnSiqV9YE8nD9/XuShTCX3NKxrH0jxaMNZOgsYM3Ppw5MfgEjkWLIsVx+B3pCHMo3NBRZYLA0PURbnhx9+OFqyZEl8vXjx4ujBBx+MXn/99fi/b5OxrmVJDx4u5bIwIg+GxOy5D+QBvYV0/af/z5Zs2idNFtL/p0OH8U86D2HUQ9O5cO0DyQd9dJZ0G/KwYcOG6NFHH42PRx55JFq2bFl8jSVVdByw5pokD8RXJu2mcehz/F7IA/OUVVyZThzDHz6dkQd0KWhgKJO99tpr8TbW+EEoEJ9y9r1NrmvjLTtYJPGBPLBMSW4WgTLtbvbpdnz42qIDTDokD2WILO0saSinD+RhzBu61Xnfk+2kD9eufSBl4T3Iavf029yjjzYjUWDIaiM+/pC8QTCYgk66IenPJcvV9nVt8oCeQBvTFtu3b/eKDUyWRocC2uOPPz4VN4NLkjxM3fTwx/XFqTNVI8lDfkX5JA8ocpnuzMmTJ2d0Zui4Pv7440x/wp8+fTq+R3vk+Oyzz+Izz6UHEwZ/wrs4OtssnQfWyFN+my82U9TJzjl57ZKWzzBj3ko+Xd8+cQ0tLtc+kHznDfYQAz4qH3rooZnigSXkYfny5TPkAUnGN998M/OMPMohUJs88HXehuShTGNzgcDIwwsvvDDTSRt5ePvtt2MS4RJfmTCuZanTmYg85NeIT/IAznRunNMHO1myWRXvCB0ZX0nMt/Kfe8y/QiD4nz6YQkvX/82bN+POMr9kv9+h7aa/uCAf9pWGkR0UMGn/XFMG2qX9x2/dunXxlxv5mHcgEfEl5ZLOw+91OOQr1z4QDGiTWY53hHfqgQcemLlNe+WdYxqD/VySjveCd1WuHgK1yQMVhFW4Kq5MJ56lMFMlTXuGLxw6UjrNtCIa864hSB7Sg4fl3eXMy8GAJDeLAHVPu/XhwDk9SGfFW7Y++KpiAE87JH3o4sxzDMC0nbQEAfKAONd1uSYE26UN+dRTGPNW8nXe93ntIcR7ZcgDBCHLQQzAjL467fDnHWdqI/1+ijyk0ar2fxb1kvFQQa6dUTrqMuShTGNLp5P1n10naXTkn3PWQceZ1TCz4nP1w3Swa1lQBqrqGKzYy0BuFoEy7W726WmfJsgDX/Fsx43J6SyHbg6dY5q0o9+AbQc626Sug8UBeeBrrcjIlIXvgjyUJVmW1yGcRR6yazEPFxQl+fijjyYMB22fD01IA307BEPkIRvXur61yQOmZLNM4bpkrEwn7jrgModLvFkHFvfM/4MPPogbHQ0wizjgt379+vjerVu3JsVhjruO4/mdO3c6RVFHSXTMnXARuNeuXetE8oDUoMihH0Hnx5zsvPrnPp0jZtsJt7CwEHeeac3yZHqQBxSF0aWBPBc5kYcihPzezxsk/aYSRmzz+nPaJm3PjjVr1kyuzQ/dHfpolCPz+m+7R7u3fp8zNiP4MEz6ce1bMT4MpJvLRW3ygPJJ1W1+qTA6QBc3r7HZ84g8mYIgzuTBnBkdps3n8pKiKMmXvTFWH+fVq1dbVnLPaNG7lIUI0tMpuZFm3BB5yADl/15l2l1+LL/d8Sl5IF90eEinslZbFOWl6D6dKFJCpBK0LVOWzHuuDHlAx8KHG3O7FXmI4vZJ22Rwzzsg4UjfkC7Y8vosAsHSTfzBlQ0Yk2NC+popQsYyOXcEapMH5l9Dmbag4+lSVO/y8oOVK3lwiS+vqsfcCedhYv721W7/65x9kgeWm5kWeJPkgfKi5IzC5DznSh58Lq8cc7ut877Pq8cQ7+X1gfSPDOxtu67SbbucPtOrTR7qSB7KVBiiXOaAYaNonWc55nK535Wbp6OAxUDyRxn27dvnlMV58RVFMOZOuAgbvvB9bZLjizyw+iLdaTKlhh9fWXw5ceY/17x3WV9mTCNm+eOHVIN3zhzkAeXKPOdKHnwqOY653Yo8/CZ5SL8Hee3Tp3+Zschnun2OqzZ5oKKTHVIZMMqKj9EXYEtWWCuDMGJYOjibq+L6sccem8wBMzVBWM5/+9vf4qkL/vs4UEwjfUgN8YEDa4qTjq9IOnM6aToGxG32ZZkMl3ddpzNheVKXRCqvTCH4M6dK3flwPsgDqyKwNZLeBZNpha+//jrWU7B5YM52zbwvthwQzaLzQJ3zDnBwz64hq7RRbKUk31Xin6dXwfMubQg9CpdwLniLPLig1P8wtMcs19Ug3lW6WRj0xa82eaDTmPf1Mg+IsuQhHReiV77AGGQhCGipE2eZFQ3pOO0/ceCQGJiSJH7mzxkJCPPHdMCki6gZ6QIvBtryEAr+p5fMWRpF523bthUFyb1PJ9zlFE5uxgK4AYHj692H80EesPdQZb6V+sWsOss6WYKZJU2hXUIu0DpnPXxaL4c2lqez5EoeJHnw0ZKiWAfLT0zhxzKPPJhdB5cdNOl/q/avSZR4B4qWQCfD6zqKapMHAGev9CquLnlIpslXFEpbEAnE/WjoQmzqHBj4oYNmqY9dEx8a7fgzcNDxI+1giRBz1uBBuXy4vKV6LnGP+QuuCB+f7c4HeWAAT0oEivJv92mLSBxwtHuLh7jsIH+QB4g2BqogGknHu5tHpFzJA2kxpeLDkR/KNUZXR9LYN7zyyANkgH7P+nGUIrlu4uBdYGrQ4mbqUM4dgdrkga/rriQPecWkAdJpzjsQ8XKfjgpiwDVEIP0MfmZUxKwFYhUQ8sA9Ixd5ehh5eXTxR3pR1VnZqj4/5OdCIg98Na1du7YS3GnyQGfI+wiJQHucDhoiDXlggKcdp8kDEjQ6zyznSh6wN0G6PhwkR+TBB5JhxwHpTfe16f/0rXyQpf3L/IeMpsPTrvGH8Jp1WAuHBMKIt51p30jXaJuYJTB/1zMS6SE6L+SB+dUqzmcnXiX90J+xr8oq+eSFGWsnXISXz3YHzmkjNFnpo6eQVR/oNFQdeNPkISseOrh55IG8MuXHXhdp50oeSMNVCTidRvo/fUkWTulwQ/yfR+KGWFb2aOEjDB02zkhz7cz7ZPvFcG1Hlp/da/KMrho6UmyeyNkO9NmYboTkWBi7lzwPtV5rkwdEnrC2Ks5nJ14l/dCfqfpFSrn6Sh5s6omVAcmd8ky0aF8iderOZ7tzJQ959YEEDIlWFeeLPORNPZYhD7LzUKUGp58Z6iAzXcrx/csi9UNAoTZ5QPSDOKeK89mJV0k/9GfqdCYMVjDivjnE6lmGvngBOZijhECYEmuV8oW0twV1hEi0iuOrx6RTtJWsTspF8gB5ydrYSuShSq1Uf6bO+149VT3ZNAJMjQzR1SYPfHHQQVVxLLFkIPD11VIlD6E+w+BfpzPJ+9INtbyWL8jDvPYAJrYhDtdVDsyOEwdtD+mOWVpktQLxIYLEocfCfcT6hOWw9CA4XLN6gTyb9IA5UwuD7g0O8SbhID5IVOw+55UrV8ZpmB/3Ub61vS1Y5ku6KJEl00eXAWWyJHnIwoV8Fk1b5LUVkYe4+lr7oQ3IDQ+BLFI/hFLWJg/M7bDOu45DCxzz0d9++22daAbxLNIYFN3Atc7XNQMCc4h9c7afCIMqgy3H0qVL4zPLElluWHd+3afEC5yZby1yeQP0G2+8Ufn9wdbIn//859ieA3YiaDc//vhj3G4g5vfv34+++uqrmDyQR8hRWmGSfOfZBClDHoxwFeFQdD8Pp6LnhnBf5GEItThbBkkeZjGJfWBVVSUPySj5SuMLD1Gs2VJI3h/DNUuFIFE+8KQT7uO0BV/75B3ik7X6Bf2auu2DaYu85Yll2xl5rUMeeBZbIFUcq5wgU0gWsPOQVd9ghRSDMBxZAxS6E2CddmXIgy8lR5GHdC3of98REHnIqUE64ao6D1lRIv5FbFtXmpEVd6h+kAVE0hAnHwZPKCedMIfcLAKsfMgyqDQbstinLnnAYBX13oYzS6zptPLeYZGHNFLN/s8ids2mqNjbQICl00N0tactfEkekuBiWYy5XptHTt4b2jVffHQaPqQNSWz4mhV5SCLy+zUDdijkgSWSdYyB/V6q6lfoT2RZ83MlD+h5SPJQHX97UuTBkBjW2SxmDqtUHixMMu/qe+ADZOZr0YVgKmOIUggwY46aTpey+nZmBMt3vEOI79q1axHt1oerK3kgDyhJ5kkFfORxXhzof+Ttb+FKHmjLrIH34cDTFxHxkZ824xB5aBPt9tLiQ3iILkjJQxJo5sD5MkOBsO5cdzLerq4pAx0tFgCbsEpp5aITluTB0Jg+M23hy5yyD/LAYJmlczCd62b+kXbWMk1SK0MefA34Ig/N1LNi7Q4B+vohuuDJg4GOAh26EDYops8MCKyXx58zWuaIU9HH4ODryA7Mjdq1rzNfcMQFIWB3RPuPaVKWAnIPBTdExC4KdlbuqmdNW+Qjx6AYEnmgzaDz0oVjKWrWlAV5cSUPvG8iD/VrT5KH+hiGGIOWaubUShM6DzlJxQMwndS8AxsB3GfpGIpozG1z5j/+3CfPu3fvjs9cp49599Jhs/6jXcs8F50BB2JhzjBQSEUbjpUbECm5WQTQeaAt+HBg7EIGCTcvTdpLVUutVcuBKeh5uh+u5AFSPK9sZfJXhFOZuPoWVuShbzXmll8pTObgxODJ0je5sBDADrzIQ3adsJ+Ez8HOB3lAcXLdunXR3bt3szPt2ZdVPdjUQEqW51zJA1I+n3j6iiuvXKH6izyEWjP18pWnU1Qv1u6f9jJtgeiTKQVAwqIdX96IYe0/92ybVV4Q1yNpUQ/7BzxHXOnnLS38uba0ks/nPZuOy+W/SRJglHwxotQJieIa6QLl555JJbjPPfzNr86Zr0We54z+BHsTIIan08WAEmfKIfKQ/YKhgOtrgAJjH+SBnCJ58KXImV3y331ZnolC8jznSh6YBvSJp6+45pUtxHu8s3LDQ4B+f4jOC3lgPn/MLss2g+k8JHUqsvy4b/52Tj7jco1uBwMPYRHJo+PB4CDykN0qXQfF7KenfcGYnQGLHOFcBkVIYdP1xpSWy/JQV5xcy1aEEfd9xuWSXkhhRB5Cqg1/eRF5yMGSzo5BSy4sBNDeb3oQCqvE7rlxHRRdYgRjX5IH0sMkOdK1pvQfUKRFIpenJJkssytOPgd8n3Ely9KHa5GHPtRS+TzyPg/RSfIwxFqNovhrWOQhu3JdB8Xsp6d9wRj9kiJXZlCEQLC3B1NSPnUgWO6MTYksSVlW/l1xKlO2rHSSfj7jSsbbh2uRhz7UUvk8Mm09RCfyMMRajaJ47T4dsdwsAr51Hhjki6aX2HcCvZSicHafgQSpHkqN6BTUcUxrsUQYo2TE6epEHlyR8hNO5MEPjqHFIjsPOTWiaYscYDr2Zn5d5CG7ElwHxeynp32x0YCSI++BHXWX+jKIoJNAp8OAjxIyCreQgDKOVVA8x9bd7KbJag42ySL+ogNR65o1a+K0yQv/d+zYMSkjzzOXyxmFafQofDhJHnygqDhCQoB3ZIhOkoch1moUxcp5Ig/ZleuTPGSn4N8XHQjIxMLCQmyrBKXYtN4C/1k2iV0TCAedVlO6E/5L+FuMIg9NIat4u0JAOg85yEvykANMx96SPORXQB/Jg5WGrevZtwT9Bb78kQowp8pSZqQU+HMfvYk+ujGTh6HaA+hjO/SZZ0kectAUecgBpmNvkYf8Cugzecgv1TDuQB7QDxmjG+ogM8a6TJZZkockGolrkYcEGAFdijzkV4bIQz42Xd8Zs+RB5KHr1tdM+i42VZpJudlYpfPQLL6dxS7ykA+9yEM+Nl3fEXnougaUvm8EhkoKRR58t5RA4hN5yK8IkYd8bLq+M3by8M4778RGxzA81sbBbsXz0uE+7wv1cvr06YjN1MwPfw787LrpM8usLQ2uURC+dOlS7Mc199hhGUu7HKw4wnJvWwc7KCfT+vHHH2PbKl2/V02k74U8pLW+m8io4iyHgMhDPl50MOAjFx4CYyYP2Pig/OmDLc/Tfk3+N+u0kAS7Ziku/7FQStropdj5xIkTMQEhDO+VHYThsP++z6wqsl2UiRs7KrZcmjMm+pP/Xa/TS69dn8sLR96G6LyQBxq9XFgI0GB5ueVmERB5mMUkFB/a7FA721AwVj6EgA8ERB58oBhgHPZlEGDWOs+SyEPnVZCbgbGRh3lboueCpBtCIAAERB4CqIQmssBOj5I8ZCMr8pCNSwi+YyMPIWCuPAiBKgiIPFRBrQfPaNoiv5JEHvKx6fqOyEPXNaD0hYAbAl7Iw40bN9xSU6jWEBB5yIda5CEfm67viDx0XQNKXwi4ISDy4IZT70JJ5yG/ykQe8rHp+g7a/LRdOSEgBMJGwAt50GqL8Cr56NGj0nnIqRaRhxxgAvBG8iDyEEBFKAtCoACB2uSBtbXs4Gcb9GBNi93/Nm7cGBvH4H/VA5vgPEvcyTPXbCJj8XI/uV0w623ZJIgzmwfZ+lvytW3btsl//NP/LWzynLful3XEtpZ47969EQfTBQcPHmxsbTPxc9DBckASbO01HS+bInFmK2bOcrMIiDzMYhKKD23W1/beoZRJ+RACQ0SgNnloApRff/01jpYzx82bNyfJsKugGaXizH3O7CJIOKx7IQlp6rh8+fJU3GyNjCUzM+Ry/vz52OIanaDvA5LAKgojCxhwwTrcsWPHYkJhxlqMYEgXZdJspi4gD0au0nXEFtZYqMP/ypUr8ZFsS9R38n/da5f2SrumLmn79+7dm7R5ew+mCtfzP+Au8tDzSlT2R4FAkORhFMirkJ0hcPfu3bkmedPmeg8fPhxLkw4dOhSTNCzbcc321z6Offv2Zcaze/fuaNeuXRFnpF9I0ew/kjGkazt37ozPXPs+tm/fHueL/JE2kjXywkFamzdvjiV+SP3AwfJGWJ7lXCZPW7dujSWKkDc5ISAEwkZA5CHs+lHuhIAQEAJCQAgEh4DIQ3BVogwJASEgBISAEAgbAZGHsOtHuRMCQkAICAEhEBwCIg/BVYkyJASEgBAQAkIgbAREHsKuH+VOCAgBISAEhEBwCIg8BFclypAQEAJCQAgIgbAREHkIu36UOyEgBISAEBACwSEg8hBclShDQkAICAEhIATCRkDkIez6Ue6EgBAQAkJACASHgMhDcFWiDAkBISAEhIAQCBsBkYew60e5EwJCQAgIASEQHAIiD8FViTIkBISAEBACQiBsBEQeWq4fdg1kB1A5ISAEhIAQEAJ9RUDkoeWaYwtxdkiUEwI+EWCnz40bN85EyfbsbOUtJwSEQDTZ1l5Y1EdA5KE+hrkxXLhwIfrkk0+io0ePRpAGcydPnoyQQMgJAV8IQBJWrVo1E92dO3eibdu2zfjLQwiMEQH64UOHDk31x2PEwUeZRR58oJgTx/Lly6Pr169HTz75ZHTw4MFJqGvXrkW7d++e/NeFEKiLAOThgQceiN56661oy5Yt0ffffz+Jkrb3+eefT/7rQgiMCYHvvvtuaqqY/wcOHBgTBI2UVeShEVh/i/Ts2bMRnfrKlSujl19+eZISHfvevXsn/3UhBOoiQDtbtmxZHM3TTz8dvfjii5MokX5xX04IjAkBpAwbNmyITp06Fa1evTr64YcfJsV//vnnJ9e6qIaAyEM13AqfYp55yZIl0YkTJ6KFhYUp8nDkyJHo3LlzhXEogBBwRQByYNMWEFUIhDn0ISCyckJgTAgwNWyE+v3335/S/Um+H2PCxGdZRR58opmI68aNG9GiRYuiF154Ie7UYcA42PC+ffsSIXUpBOojkCQPfFWZpIv2xn/OckJgTAgcO3Ys7oPv3bs3VWz+izxMQVLpj8hDJdjcHkJMhs7DrVu3JnPQ33zzTXT//n23CBRKCDgiwFcW87gff/xxrE9jy4HRd7h69apjLAomBIaDAH3v4sWLozfeeCO6ePHiRO/h+PHj0gHyUM0iDx5AVBRCIEQE+MKSxCHEmlGe2kKADzhWV9jqNqaTz5w501byg05H5GHQ1avCCQEhIASEgBDwj4DIg39MFaMQEAJCQAgIgUEjIPIw6OpV4YSAEBACQkAI+EdA5ME/popRCAgBISAEhMCgERB5GHT1qnBCQAgIASEgBPwjIPLgH1PFKASEgBAQAkJg0AiIPAy6elU4ISAEhIAQEAL+ERB58I+pYhQCQkAICAEhMGgERB4GXb0qnBAQAkJACAgB/wiIPPjHVDEKASEgBISAEBg0AiIPg65eFU4ICAEhIASEgH8ERB78Y6oYhYAQEAJCQAgMGgGRh0FXrwonBISAEBACQsA/Av8DKCp5XppuKf4AAAAASUVORK5CYII=
头仰脚翻
侧身摇摆
原地打转 这种语言表达不清楚,最好贴图出来解释才准确! 不明白啊
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