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x21Ynw43nFRyGQt161WKlBZsyxz2EaZ44IzKxQQda9+CByw/vIMWU8VljqGhtrFrRjRRFWsT+T+wjA4AiqRqYwR8OWI+h1zyqLGYzFFLcss82RyFaGaWVy0shmlWMku3fnvrGJx0mSyFGioYG27xxEAnlwjEcfrxzqdtCHzt0bXTtwMrSkPUOxEUgkP+7QXvieqrugV41VI6+Nx9eBFHCogViF/TnXfUXpRF/dUL/Aca4Lv5TY39LA3cGTDwAfR44jx/M673/36A0aNGgNGjRoDVJuyhPktu52nXDtYeqZa6Rjl5Jq7rYSMD/OKhf11d6NBU4LN1s1TSUDyb0SqmRoycrYpWR2eOSNwHA556SR3GqX2NNtbla9HL04rddpKlmFvStmCrSRSJ3+7Lw6nt94jvweFZbOOoWmkkkh6bD1zV9qrs8FxYC4k8tLMJWYLyAeAw1R7h2pLnazQfbFyExz1LNHzIoJlpTQDp64mUJOSw556pj3PPw7Ai7xQ4zxH2xkl7JbkxE0jendJzVkHw/CB/HXYfprj/i2tiAbKkkdXtRx5BZZ0TyxJJH7K3UFBPAJ5IHPbnXW60y2a9awv3Z4Ypl9PSRA49Pz0FFltl7Rzdn2zIY5Xslel5IZJYGk788yeSy8n6nv/AA7IO/8AZG2cJg0yOKgkrzRXIYpA080oljlBXjiZz3BAI4+v6dfbng8Dk8HgE8cn5c6514iNk22UrZOKtFdOSrGaOnI8sCjrl6Ol5AG+7xz29edBxV6dqOpVvPGRWtT2a8L/AL0lcRM4/TrX/wADT3gPDSxn8NjMtHlY6wtpOWikrmUgxzyQghlcdiFB9NXOe237P4ZYXiPi1jBWys3I/aD20nzkP5da8/6Gn/Z8Hs+19sR8cc4upKR9ZkEx/wB+g5ong9lzLZWTMUlhUr7PIsErySgjkl4yQF4/0m0wY7wk25XMEmRuXbrqo82NCtau7fHsgMvH/WD+7XSNGgjU8fjcfDHBRqV60Ma9CJXiSMAc8/hHPf1OtGbTzcLnovTzMXkI/T96u41Ya0XUMtO7EF6jJWnjCj1YtGygD89Bx/D4+HF4Hw/3PPG3lY+3nbdzoA62jeKZ4F5Pb3jEFX6yD56psJHXxW/Z5gpNLHHN5OMqO3siUbFuF+3wKlP46hZbOZihVzW02mL01kx1eRHJ5gkoRJHKkfB44ZlBb6rz+IlvNe2sda3ke5kk2nLjGKkdpRPFi+D/ANWVP/loN9lZZN67ahk5Dl9nRsG78M9SkWBP5k6+iP8Av1wWWIN4m42FuWEOVwiDt/zeCuB2/sjXetAaNGjQZ1jRo0Bo0aNAaNGjQcu8YYC2O2/Y4PEV6zBz8B50If0/sadNoWfa9r7Zm55P2ZVhY/NoF8gn+K6VfF//AJPYs/8AtqH/AOlsasPC6z5+0qcfqadu9WP6ye0D/t6B40rb2x8mVx2Kxqq7JczuKisdAJ4r9bvIx4HHAAJ7/wDnLzNnclbKbXbG1Ws4uSe1BmkjEPWiSLGsM3MnvAIepjwe/HHxGrS9Fcmp24qdk1bbwutewEjk8qXj3WKSqykc+vbQecjSiyOOyOPc9MV2pYqMVAJRZozH1AfMc8j8tRrGI8/DLiI7luoY6kFaG1RlkgniaFFVHVo2B47dxz3HbW/Erlkx1Bcu8L5JYQLj1+PKeUEjqXgAd+3PYam6CJjYL9ahSr37YuXIogk9oR+V5zAkBinJ78cc9/r8dS9GtVh3jr2ZE460hldOe46lQkc6DFe3StiU1bNewIpWglNeWOURyoeGRyhPDD4g681btO6s7VZllWvasU5ivI6LFeQxyRsCAeQR/f6Hk8iw2Anx9TBbux1zLWK1+oWzZpOUuVLBmJe1HCAVljRgQyMjcgE8EN+zs8BLmtoZ3PYzMzJMmcrX85j7MKlYp7cKyTSEKwAVmUHqBB4KqO/I6g5PmJ/astmbP/OMjdn+X+Mmd/79a1sL7FLU6GMj2Y5UcN2CdJV0K8d+o9BHf8P11FPJJJ9T31Kx8Zmv46Eccy260Y59OXlVdA+1A03iywHfozVzjn4LBBJ2/QDT/uXIbmgzmMjwrSSQ0cbLkctThiSaWevLYSBTFE3HU44ZlXrUkKQDy3dB2+ok8WLpJPuZncbD69KWV4On/NzT4LctHcMlaebE2cWcRlJoEeZqAima1HZdEBbo7nrPHbj58BwYLWYx1B6qX5Hre1SpBWklhm8iR2A6Q0yqY0JJ4AdlPbVjqjkxeKzUOTk9qNvE5yrEs0EUqyVnlj4VbMEikkNwqggHjlAeOeerxtiadK9/D2pzPbwFs4152YM9iuY1nrSvwT7xRlVu/qp0DBrGjRoDRo0aA0aNGg5z4vBjt3GHjsM1ByflzVscaieDtkNjtwU+e8F2vZ4+k8Rj5/2NW3irD5u1Hfgf1fI0pu544564e3+t/wCONJ/g/Z6Mvm6nP/GMcljjv3NedV/+86DtejRqlp4J6Wey+Xhvz+zZSCP2mg46oxcQqosI5Pb3R08cfH17AKE7KSZSLH3pMVHBLkI4i9WKz1eVK6+95Z6WU8sOQPeHcjntr3Qns2adKxarNVsTQRyT1nYO0EjKC0ZYAA8flqTo0BrzIiyRyRtz0ujI3B4PDAqeDr1o0CBjpcxsKtdp5KvYyG2qplmx1+kIWsVImkDGG3E7IeOWJBHPfn4HiOk3S+1crg81k4NwRzQSzR38XUb3rlLJvzHNEiswlWKUcFlK8A+8O3YsvifaFbaN+M/evWaVRD9RKLB/kh18/BJCrOFYopVWYAlVLc8An078Hj8tB51a7bRZNw7ZjYcq+axaMPmGtRg6qtXu0I/N3RtdeeOMtRk+f+LlEn92gcNmBpvErNygBgLG4JiT8A0zryP48frrtR4II9eeRx8/ppQzPh9tzJzPdqefismXMwt45mTmUnnreLnp557kgqfrpas3fEnBXcftqbJ0Mk2dWWpjrrLILtRDxGbMnHS3KclhyX+769uNB0GnXwlms0uKZI68t6Sy8mMcwxzWYXMMhbyeFYEqQ3Yg8c9/XUeht6LH5vN5mK3MTlwntFXy4UgDxkdMg8tQxYe93J79R559dRsTPtLB0catO8lfG5YiTGiyzx1yyxIG8t5lHBfgNwzDkkkep0ygggEEEEcjj5HQGjVXktw7dw5C5LJ060h9I5JQZuCOrnyk5fj9P9+qld9YNwrxUc/LE46o5YsRbaORD3Doen0PqNBZX8xOsk1LDVUyWRj5E6idIqtIke77XN34Y/BACxHfgD3tVkWc3fSfqzu3f6mfvWcHMbrQcMF6pq3+NK/HlQeAPT5RMZl4aGJn+zMUtLG14Xkr5DPZCtWjtWWkUSSWBE0k/J5ZiSvJ46eBz7sN7+5NywXquIzcLSMkUUkmErPDRpuw5IkylomRux6iI4g3oOVBJ0D1TuUshWguUp456thOuGWJupHHPB/UehHqCOPhqRqh2ztqntik9Svat2DM6zWHsyco03HDPHEPdUH4+p7DknjnVfvDe2O2xCYIwlnLyp1QVeo9EQI7S2SvcL8h6n6D3lCH4n5HGwbYu0Jp4xdvvU9jg+9I/lWI5XfgdwoAPf8AT46V/C3bOZiuLuKcGvRatNBXSRT5lxZQPfUH0QcAg/Hjt276nbZ2Tks3b/pLvMyTTTlZq9GwOC49VNlOwCD8MfA+vb3W6Zat0cfXks27EFatEB1yzusUaj0A5bt9ANBI14eaCNoUkljR5mZYUdlVpWVeohATySB37a5ZuLxZgj8yttyDzW7qb9xGWMeo5hgPDH5gtx/onShFLvSrew29M2t01o8pVjFi4elpEk6ndIYTwQhUNxwoHftoPoXRpa3jmb2IwwfGFPtPIXKmNxhYIw8+w3PV0ye76A8c9uSOfquW8Nu3bFOE4rct+zkMpkIxaF2OrLUR/JknsW3NhWZVAU8kH5c8/AOjkgAkkAAEknsAB35POucYLdWazO6J7qQTRbZeOLGReZKTGZHmnWvbCngdTsjRtwO3UoJPYmw3HuZLezDkMGXnfMtFiYG46HhlskxSCQE9mHDKPe9SDyR3O+lgsHNh904OGCRY4o62JslnJjexVx9eVZ4gOACGYFvmwJProIW8dz+HZiip5QjLy1bAsx0qMrsgnRWQGeSN1i7ckEEn1+6dUdXPXM/h7+Hh8P5/s62jNX+zitavHEQDHIsksIjMikcgj149PnWYHC7elszUcXg5s9k6cNO3Lcytj2HGqZ4iw/qxXrMY6lIBDdXBPIXjr6svFDETvuG1SliiR5LTJWEFOKIkdMEUJLMVXsq8kk9vieAHCF2Rn4crt/GZCJa8uYE8kaJJFJKkcCmSQMqnpDcDt3+P04Dpsyv4UTW8dZqT3K+XqskkcGXshGMyqQShQLE3x7Dv2+6PTWMNkKG687DuFbJgy2Jyhnkr2pVihj250NEPKLErynPVIeR3c/Ajpi4vZOB3PS3L7DajivUNwZGGlcrsZa9io3RLCJUB46e7AMvH9rjjQL+1MbuXcV/KQ4zOWqHsyPa6xYtKpLy9AUeUwPJ5/lpvhwm49uXzm9x5n7Sejhc42N6ZppJllirlyoktRnp5HVwe/f4HnvJ8Ntu5vAZTc8OTrmIivRWKRT1w2FaSU9cMg7Edu/xHI5A1a+I9TKW8fhY6FOzbLZaOOzDVQu71midmVuPRT0jknt6fPQR/EKnHY2zgcbCIhYsZXEU6CSdCftXjaIAdCgDse/CgfT4amU79fauM2rtuSxVOYeGCN4WaSboDSdUjLHCPMYkkrEO3J+IVSVsKuKyOUyGPzWeSKFqCu+KxULCVKUso4eezOOzy8cAAAKvHbk+9qRk9u1rln7So2JMbmQoUX6aRl5UAUCK1G/uunur2PB93jkDsQ04rEYOxLeykuAaC5Yt2D52XSKa7MrEMZOCz9K88qi9uAo7AHjRPk9w2Z5/sGjUs0q8jVXsWZ2hWSxH/AIwQccgovPST+8rD8Peps4XxHysk2OyWaxsGFkCixLi67x3LUR+/X4fnpB7gnr+P4gSodIIK9aGGvXijighjSKGKNQqRog6VVVHbgaClsbP2baleafB49pHADFYRHzwOB2j4H8tXNetWqQw1q0McMEKCOGKFQkcaj4Kq9tbdGgq8824lxtr7AjqPkiOmE236EQEHl0BBUuO3SGIHxPPHDcCjnz+2M+mRzmI9puiVpiuYSR1llJDGeKUHpLD8Le8B8uR2+jppYYIpp5nWOGGN5ZZHPCJGilmZifgB3OqFKc24o5ZczXQYabyJcfjH5EkiKS62L5HB6j2KoDwPjy3+LBJv+L9T2KP7Mxc32jIp8wXXU1a7fAgxHrf/AGP7tJ9uhvncsLZvNSWvZOuKOmbClTYmsOscUGOprxyzkjghQOxJbt36JuGjseWjevwYuxWs4OWNYLlKoMWqTxNwgSa2iV3UEAejc9gvJcdVht2TdGdkxF/cOJWnFQqyWKnVIQbN+U+QLL1m95CqdfSCP8qSPh0gqbe27mcBQny0u1aD3KkMthXyVma1eldT7kdarWjZFY9uDxz39ePS+3NaXcO0dxVLNeKpm6FWHJWsb7THYsVFhdZwzmMAe8nJ+gYc8E8C7z2Wkkt1dsYqTjLZNH9omiY/4KoAAy2nKdw5B4hHb3iCT6B1ZsRJlru689UpLPkam4shi7tCSUxnIYuOCtXMKOGBRyFLowI56iDyDxoKP7Qvbtn8NcXSl4s43GyZG0/3gtuoCkfmg9uT5S/+9037i3Pjslhq+Ow6x5LK7lrT0KdatKhesJoSk0k5B90JyeeePQ/BSVqMDjaGyt3Q1mrXDU3HShhxNuyE8ypKW8ySnP0e6SSFBI9Pd7HkkPeJ21tzCNNJjMfDBNN1+bN7zzMrN1FfMkJYL9AQOw+Wg4ptK/7LNldrZacU6tuzDMZLA92lkcdOk/LgkcdXl9Dd/UD9ei5TxDxVPBy3oTWnyFqzlK+PqwuHBigtS147NngkhSoVvrzwO3dVDxV277FkIc9WTitkiIrnSO0dxF7MeO37RRz+an56S6N+vFDuCosaRR5LFRwAvwzJNWkht8iRve4cxsOPmw/dGg6ngZdk5TAYfz5GlzlTDPXidpJqGSc1EZzDVmhKllX0Xgt2Hceo17xWF3Q4pZ+zaGfmqrDcx8Vy2y1bUL1w8clIRt0JYQl1JkjcHkEFT7wus/jobFWDIUaEd/GXUMmWq0YYBasQzQr5eQoyBQ5nj4HSAfeHb1A4xtG9Wx0Em2bliNbGMeRcfLIUjW/jJJHaCePnher7yuvJIKHn0PAKF7ZeJ3dOMptecUFe61TN0rkLwvSlXhpGWAfi+a88E+hHB46VgcBitu0Y6OPjIXnrmlcgzWJeODJKw+Py+A+Gq6904bcmJyEURWnuH/BOUdQojF5OGoTOAOepuXjJ5+Kj4DW+1kc9kXlg27FSEULsk2UyXW1RpY26Xhqww++5B7M3UFBBHc89AMGjgaU0y+68NOF3HTrWcbK0aJk8JHL01XdgvTcrSMZAv+cvPH6+7frlsO/T0X6jdUkUK9MqEGSUlUUEH1Y9hqzG2b0m5uY/am6NeetOSOpeR6jkcj89HmR+vWvHf8Q+HH11Db1o1jqXnjkc/LR1L8x/EaKzo0aNBX5fFQZmlNj7E9uKvPwJ/Y5RE8sffmJm6Sek/EfH09Oxpv6M56EJFS3hmYq0aKkUdiGjakUDtwZpIwx+nOmnRoKSht6GtPHdv3r+UyEfeOfIS8xQvx0lq1WPiBDx25C8+vf3jzCu0N52sllRRyFXHY2ytOFZmVrN5VhjJkkrRniJessV7kn3ee3OmjRoKTb+2cXt2GwlVp5rFqTzbdy46yWrDfAO4A7DvwOPj8SeTGlxeSxWVv5fERi1FlXibLY+SWOJzJGvlx2KcjgIGA561Y8H15BHBZdY0Cfu2XH3NutZumfGXqlj2vFG1GfOhylQl41XyetWDcEAjqBB5HPHa+xWVhyOGxuXJjSO1RitzeW4kSFjH1Sp1D9w9QP5ceo1ZaVM9mzt+3hq8VZ62Kf22xkLcVCaarHLIjiCJvZlPBZyXfgc+6P39BWZvFbz3Ri78iy0q1a7EBTw16Dl0hVhLFZltIepbB456eCoB6T3BOkXb3hrl8vBXyBylCtCZHA8oSWZ4pYZDGyvHwqcgg/jP8DyXT2yjub2aATX9wzmWNLFOKtdxGAqBn8wz2vMTrYKB7itJISV7KOokOtHHYbCVbEdGtWpVTJNcnCcRxBiOXkYseAAAPoAOOwGgr62PpbYx+QkTICKDyxIi5Gx0YypNwRxAjHmONmPPSGPr2+qHRy+JtbrhJbHvispXmjy6XhKMY9ln89BTF+GM9ZYB+k8jl2I7seHysmKzUsWWszUrtUMsmGi6g8ECcA+0NHKB+2Y/Er7o4A4PUZKbLrb3fl7W3YZTDt/FPWbOzxt796w4EyU4mHoF4Bc89j+Q6gqtw39s5t7VPF0MxmhBcrWcrJh5bT1YzBHN5KKQzLwzdj5cfp1EHqA1tm3li5o0oLlblGaBIVajgcLYF3mKv0y1kkvRsoHVwUPlIQAAfXkStsUYsNmrnRXatBmsjueCNI4jHAVx9mNqgC+g4X2goR2I/IatcdLBS3Du2paCKDLRy9GaQftPKyMcdSWNCRyB5kSjse/I+Wgh3+nNY2S/djhipVpaMLVWdbFyN0tKk3tjJykbhWZWVR1Dk8tweha6nYjgkxNaN4owtqtFFVpT2Zq3l+2VFCmNmeMdjLx9BzwCORbX2ylXdc1XCNTWxmsILdoWFdkrz0JxEluZV45Eit5XY8+6D6J3mGDxD6X4yOB6vIiMfVUs8Gc9PmBuG+4OX6Pj7q8+p40cXP4Y+OtsvL1/ZnM96sRYqVsLOxpWAvs0UUvMFUTGT2mF7HkKg+7xz5Xr6Hj4c6rdHINWgP2bI5Nq5ygWMSLFPHEIyyxHp6jxwx47EE88DvYNDvRp5Gilx6GOCnDzOZWrzyDy3mmjiQEjnhlAPB7+vbk63ob6k84HKUFEkCIGjWVGSRXZupAE7HuAe556R2+J5nLZdxb1sbNbeBTvplqkr0+pGhrsGALRrMtcxN1MilQAQBxyO3p9I8dTLqgBpy9fLFya0DAsWJ93nsB6AAdu311aLFvdWhDWcPJGk1cyEpOjyQqT5q8BCAzDgA/rx24PmWLfZIMNrBqD5hYSw2X7mRyoUqB2C9I789we/fXU7Fnxxerj+7pg0aNGs7YNGjRoDRo0aA0aNGgNGjRoDWqevWtQywWYYpoJVKSxTIskcin1VkYEEfpo0aBYPh34fMWY4VOSST02r6jueewE3GpG28ZjcPc3PQxsAr1I7dB0iDyOA0lKNmPVKzN3/PRo0ETdFq1FuHw3qRStHFZyl6afo4DOYYFQKSR90h2DD6/Tkbt4xRQY+bKxL03Ya0uOEgJHXUvcRyRSceoB6XT5MoPoSHNGgh7Vnly2ZyuVukPcrYXbdGFlARViu0o8nN7q9uWdv4AD4d3XRo0Bo0aNAaNGjQf/9k=

树的年轮:

你可以数数圈数就是我的年龄了。

我六岁啦!

创建时间:2021-11-03 12:42:00

大二班:教材选登