offset系列,client系列,scroll系列回顾

时间:2023-03-08 16:10:49

一 scroll系列属性      ——滚动
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f2Zz6bm0sMN+l0umPHj82eNZvP5xNChgwecunSJeZ5Jj02m61Wq3d/vSu/IN/Pzz8u7mFCQnxgYOCtWzfnzZ+7bfu2X4/8qn9cCQDaNdwf6lisra0dHBw629n1D+x/4uRv1lY2Fy6eX7J4adeuXWtra5j3JjA6de5MCBEIBISQ0NC7P/z4g2+/fk5Ozrm5uVPemsJmszUaTQOLBQYPHsx8yM/PZyZhaDSa4CvBo4NG69dke3h4+Pn5i8Viw91zc3OCg4Md7B1ycnPMRGb6fq1Wt+yT5RER4YEBgfrHlQCgXcP5UIfTq5eXWCxOSEwoLS3tbNc5aFSQmZmZQqEQCoU7dm6Pi4sjhFRXV1tYWOTl5Xl69iKEdOrc2cjIqEuXLllZWSIzUXxCAiEkKjqKmdDw/lCdY8nl8qKiIju7LvoerVb7ysuv6EOIEMLn81csX2H4JJBUKpXJ5DNmzHRwcBCLxE6OTvp/+Hy+vb39tGlvu7i4PLefEAC0KpwPdThZWZk7d+5Ys3otIUSj0bz66kitVnv69ClXV1dfX79HSY88PT3DI8KnTpn63/9eCwoKysnOYbPZnp6ehJA7d24vWrRo//f7f/zpR41G49vPl/x9f4gQwuPx9G+Zi46OTkxMiIqOGjpkqOGLD4yMjB6/u1NeXq7WqPUvkbO2tra2/uv51pKSkviEeP1IwzM2AHgxIIc6EIFAYGJiIpGYv/P2O926dcvMzPjuu29ZhKUjOh6P5+buPnXKVGahgZ+vX0FBQUBAoLnE3Fzy1+t58vPzR48eI5FIFi1c/N1336pUKkJIp06dAv5+u88rr7yqP1afPn2USqWjk1OdZdnMPaE6qqurv/1ur1AoZF7kY8jIyEhgsAueXQV48bDwJuPnaubMGXPnzvP392/qjlKpNDQ09HmURFFtbS2Xy613tVtZWZlOp6tzl0ipVBIWEfD/cXsJT7DCs5BIJPqbl63m1KmTkVFRmzZuauXjthc4H4LW08CbSUUi0eOdhgscGAghgBcP1ikAAABNyCEAAKAJOQQAADQhhwAAgCbkEAAA0IQcAgAAmpBDAABAE3IIAABoQg4BAABNyCEAAKAJOQQAADQhhwAAgCbkEAAA0IQcAgAAmpBDAABAE3IIAABoQg4BAABNyCEAAKAJvxccAOAF9PPPP5eWlf7553937/q6S5cu+v74+Pir164SQtLT0rZv30GvwP9BDgEAvICmT59OCKlRKuv0e3h4eHh4EEKWLFls2L9m7ZqysjJCSGRkpKeHB18gKMjPX7V6dW+v3s+7VOQQAEBrKywsTEhIsLKy8vT0LCws7NSpk35Tdk52akqqi4tLp06dFAqFjY1NRWWFQq7gcrnMsISEBK1W6+npqd8l8VFiQX6Bl5eXpaVls0tS1dbu2rmLELJp08aPPppraWl58+bNrMwsfQ49jHtYUlzs3aePRCwhhNTW1hYVFYlEIpFIFBMbU1Za1q9fP6FQ2IxDI4cAAFrV3m/3VlRUdO/WLSMjY9XqlR/O+WjUqFGEkNra2g0b1ltZWzt27RocnHLhwvlPPllmY2OTmpIaHPzHrVu39n///RdffO7du09+Qb5Gq+nt1bu4uPjTT9f28fGxsrTct38fi8Vavmw5i8VqRlVcbt04EInM8vPzCSF5eXkbNqwPCAyUiMW7du2SiCULFy6UyWQHDh4oLS1lEdKnj49AwF++4rdpU6cFBAQ0+dDNKBcAAJotJTlZf2Nm3Lhx4eHhzOc9e76ZMWNm9+7dmWafPn2YC2Xe3t7e3t6PHj06eODA5s+2CAQC/VTbtm3dvHmLWCwmhEwg5ErIldNnTk+cMLEZVb3xxpt1enr0cBMIhISQ7du37dixkznXmTBh4omTJ65euzpi+IgF8xeMfO3VqyHXRCIRIWTSpMlLly7x8fHh8XhNOjTWywEAtCpXV9et27Zeu3b11q1bhJBXX32V6S8oKNCHECGkX79+Q4cO1TdNTU2XLVtuGEJKpdLIyIgJIcYrL78SFhravKq8vb3r9AiFQjc3N7lCbmFhYXjB7fXxr18NCWE+T5gwkQkhQgibzR4yZGh4RHhTD43zIQCAVjVv3vysrKyo6KjaGtmNG9dNTEwWLlz0+DAWi8XhcPRNNpvNZv/zzIFFdDrd866WzWI3cJSKigrDplarZbOafHqD8yEAgNZTVVW1bNknXbt2HT9u/BtvvLFy5aq8vDxmk62tbXx8nH5kZWVlTk5OA1MJ+IKampqSkhJ9z/nz5wID+7dswWKxWCqVlpeX63uOHTv28suvMJ/PnDktl8uZzxqN5saN675+vk09BM6HAABaj0AguHP3zvIVyz08PNgsdmRU5EvDXmI2Lfj44y2bN/N4v9vbOxQU5MtkskWLFhNCgq8E37l9OzQsdN26Twkh/fsPGDlyJLPLypWrNm3a6ODQ1dLSMiUl2crKet68eYQQrVa7YcN6Qsjdu3fz8/PNzMx6eXlNnjSZEBJyNeTWzZuEEP2EH3+80MLCghCSn5+/b993N2/eLC8v79HDbfbs2cxRVq1avWbtmm7duknEkoTEBFcXl+HDhzObJk6ctHPXzk62tkKhcWjo3QULPuZymhwrrFY4revIZs6cMXfuPH9//6buKJVKQ5t7nRcAnkQikQwePLiVD3rq1MnIqKhNGzcRQlQqlVQqtba2Tk5Jrqmp6ene0/CWDyGkuLg4PT3dxcVFvwi7urpKqazRD+Dz+cbGxoa7ZGdnFRQU9uzZ09TUlOnR6XQKhcJwDI/HMzExIYRUV1cr//lQkUgkYi4AqtVq/XkPl8s1MzMzHJaenl5SUuzh4ak/ukwm27N3z5rVa7KyskpKSjw9PZu6QuGvYzVjHwAAaB4jIyM7OztCiEdPj3oHWFlZWVlZGfYIhcZCoXG9gxkODl0dHLoa9rBYLHNz83oHC4XCJz3lw+Vyn7QXIcTZ2dnZ2VnfrKysjIyKzM3NvX//npWVtY+PTwMVNgz3hwAAoMmUSmVBQcGgQYMeJSUVFBQ8y1Q4HwIAgCaztLR85+13WmQqnA8BAABNyCEAAKAJOQQAADQhhwAAgCbkEAAA0IQcAgAAmpBDAABAE3IIAABoQg4BAABNyCEAAKAJOQQAADQhhwAAgCbkEAAA0IQcAgAAmpBDAABAE3IIAABoQg4BAABNyCEAAKAJOQQAADQhhwAAgCbkEAAA0IQcAgAAmpBDAABAE3IIAABoQg4BAABNXNoFwAsiLS3t3LnfaVcB0AgjHs/mgE3DY2bPmj1kyJDWqQcIcghaSoms5PqN67SrAGgBw4YNQw61po5+XS4iIiItLZV2FQAAHVdbPB8KDQ29H36/vLxcIhbPnTtP369Wq7/97ltCyI3r13/77USLHOvgwQM+Pj4uLq6Njvzxpx/Pnj377d5vO3Xq1CKHBgAA0jbPhwIDAxfMXzBj+oyqqirDfi6Xu2D+ggXzFzg4OBj2H/zh4IgRwxd8PL+wsJAQsnHjhpdeGvavf/3raY61ePGSMWPGPM3ImTNmDhgwQKvV1rv100/XPs0kAHocDqdOz+rVa3768acnjT929LiTkxMhhMVi1dkkEol5PF5LFwjQSpp8PqTRaNLS0rRaraura1lZqYWFpX6TWq1OSUkRGgsd7B1kMpmVlZVOp6uuriaE8Pl8DodTXV2dnp7u7u7OZv+Vf7W1tYmJiTY2Ns9ykjHrvVlJjx6tX7+Bz+cTQtasWSuXy7du3aofoFKpkpIeSSTmdnZ2+v+GNRpNTU2NnZ1dvf8BZ2dn19QoXVxctVptbW0tU7/+az569MjG1sbayprpqampkcll+tTkcrn4SwEaZWVlvXfv3tWrVyUkJDA9IpEoJyfnSeM9e3lmZGQQQpYvX8FiscpKS/WbRo0KkkqLZr438/lWDPB8NC2HkpKSdu/e5eXlxWazd3+9m8vl7tq5i9l08dLFqyEhPXt6qNSq1NQUPl/w2abPVCrVxo0bEhITln2yPDk5KSk52cHePvhK8KKFiwgh3+37Lisz09XVVS6XZ+fkrF+3XiKRtPg3PHXqZGhYmFuPHmVlZVnZ2cuXLbe1tSWEJCcn//TTj8XFxQEBAe+//4F+fGlp6dpP19rb25uZmcXv3m1pZZmXl790ydIePXoQQs6cPZOWltbT3b2gsNDdzX3SpEmEkOPHj98Lu7dx4wZmhkGDB48OGt3iXwReMIWFBWWlZR9++NHChR/rOwsKC5kPvXv3jo19qNPVc/4tFotv3bp5/vx5fc83e7553tUCPD9Ny6Eff/zhq6+2CoVCpnnw4AHmQ3p6emxMzLZt25mmSqXatm0bIYTH423Z8vmxY0cP/nBwzpw506fP0E/155//FYvFmzdvYZoymezLL7/QN5vh3LlzRkZ/fZ2ioiLmw4MHD8rKy7/84kumWVlZsXbtWqZOd3f3LVs+j4uLu3v3juE8u3bt/HjBx66uroSQ8vLy10aN/PHHn7p3685s7WRrO/ejucznJUsWMzn07rvvRkVFbtnyebOLh45p9epVlVVVnTt3njRxUlZWlpOTk5Ojk06rVSgU//rXv7dt33bo0M9cLjcoaDQhxNTEdPbs2aNHj0lN/cfKGqFQOGbMmN9++43SlwB4Vk3LodFjxmz6bNNrI1+ztLS0tbV9771ZTP/pM6cNM8bIyGjhwoWGO06bOs23n69hz6VLlz7//At908LCgsfjV1ZVmhibNPlLEEIIMTMzMzIyYj5zuX99rzNnz3h6ev7++/+ea8nIzKitreHx+E+ap7KykgkhZs4Jr08w3BoY2L955QE8LjcvlxCiUPx1QjNo8OCw0NCTp04SQt55593Q0LuEEI1GExUVKRKJuFxucHBwcHDwokWLHewd5s+b7+zs7ODgcP/+fUtLywsXLtS5nwrQXjQthwYOGNije4/r1/+Mj4+TyeV5eXnbtm7j8XgatUb/Vz9Df85Ub7NeHA5bq6l/FcDTGDZsGHN/iBBy/vw55kNlRYWZqRmX+78bwnM/msvlGj39tDqdrtklATSAw+HweLzRo0efOPHX4k/Hrl2PHz+mH8DcW9XpdNnZ2YMHDxYKhWKx5OHDWJVKlZ2Tff78+VGvjXJ0dPxu33d0vgBAC2laDm3cuGHZsuWTJ7/BNP9z4D/p6elubm5BQUG//np44cJFTL9OpysqKmJuwzyJn79/cHDwyJEjmWZVVVVJSYmZmVnTv0JDgoKC8vLypk17W9+j0+keX25kSCyWxMXHeXp4EkIUCsXJU6denzChgfEMlUplOHOjR4EOrnPnzuPHjTcxMZk3b/7Zs2dVKhUhxNW1W2JiIjPAxcWZ6WQMf2l4dXX1xwsWREREMD1sNpvFYrFYLF9fX7VaHR0d3frfAqBFNC2H5ArFgo8XvDTsJZFIlJWdlZyU9N7M9wghnp6eUdFRa9auCQwMrK6qCg0LHTx4yPhx46VS6ZEjR6KiIs0tLO7du2dsYvz+7PeZqSZPmvzV1q+io6O8vHrL5LLQ0LsrV65iNl2+fDkpKam0VBEZGclcQFuwYAGLxSopKTl8+DAhJDo6evfu3YSQgMCAAP+AixcvRERG7Nm7Z+aMmRYWFj/99GN0dPTevXvnzp07bNhL3+z5Zt36df5+/hqNOiYmRllTs37dOjabc/bs2czMzIKC/IyMjKqqah6f9+GcDwkhn3zyyZdffnHo0CE+j0dYrHFjxzJVXfvvtdu3byuVytmzZtvZ2e3fvy86OvrAgQOzZ88mhIwbP37jpo2+/XyLpEVJSUkTXp/g5+fXIv+G4IWUn5//3b7vLC0tx40bz+SNo6OjWqOuqKgghLBYLD5fUPj3mgUjI6O+fftVVFb8cvgXVxdXQoiZmdmcOXM8enpaWFgQFikoKEAOQfvFevrrTh3kClXio8SoyKjevXvz+fzU1NTLf1zesX1Hs2ebOXPG3Lnz/P39m7qjVCoNDQ1t9nFb3/3w+1u2bKZdRTtjaWl56uTpocOGjBgxopdnr127dwUGBpqbm09/d/rNW7f27t1DCOFyuR4enjExDx4+jOvVy5MQ8vnnXzx8GBCRhiQAABUXSURBVBsWFjZ0yFA7O7tTp0+tWb32w4/myOVy2l/oBbF///fM/2G3lFOnTkZGRW3auKkF52zLmno1qC2+T4Eudzf32prahISEImmRq4vLs4QQQMNsbGysra0DAwPlMvmu3bsIITExMQcOHHwQHf399/uZMWq1OibmQZ0dRWYiFxeX7Jzs7JzsLl26HPzhgLGxMXII2inkUD169+7du3dv2lXAi4zNZn/11db8vLy+/XxmvTdLYm5uxOMpFHJCyLp1nxJCAgICPT08iqRFp0+ffnz3rOysP/74Q9/s0aOHlZVVbm5uq9UP0IKQQwAUaLXayMiIo0ePajSavd/udXd3X7x4SR/vPiYm/3tuQSaXDR/+Ur37vvLyK06OTvqenj09+AL+vHlza2pqWqF4gJaFHAKgg1l0w0hMTJwz5/8aHj/h73WbK1eueI5lAbS6tvieUwB4XHJyEu0SAJ4L5BAAANCE63IAAM138+ZNmUzW8Jj79++npaefPXu20dlGjhwpEAhaqLR2AzkENL388iseHh60q4C27ujRI1OnTuUZNf7rVLJzco4ePdIKJenFxcdlZWY2PIbFYrm6uISFNf5E4EsvDUMOAbQqgUDQ4i9zghcPm81et269qYlpoyNv3rzZyjnEvIcFngXuDwEAAE3IIQAAoAk5BADtUlpaamVlJe0qoAUghwCg/SksLHxt1GvT3p6GV0i8AJBDANDOlJaWvjrylfT09IsXL8x+f3YH+VUALzDkEAC0J9XV1W++9UZ8fDzTPHbs6OIlixFF7RrWbQNAe5KXlzt9+ozp02cYdlZWVpqaNr6qG9om5BAAtCeurt1cXbvRrgJaEq7LAQAATcghAACgCdflAKAd2LJl89O8Xy4rK6sVioGWhRwCgHbAzc39aV4AymLjGk/7gxwCgHZg4sSJT/me040bN7RCPdCC8P8OAABAE3IIAABoQg4BAABNyCEAAKAJOQQAADQhhwAAgCbkEAAA0IQcAgAAmpBDAABAE3IIAABoQg4BAABNyCEAAKAJOQQAADQhhwAAgCbkEAAA0IQcAgAAmpBDAABAE3IIAABoQg4BAABNyCEAAKAJOQQAADQhhwAAgCbkEAAA0IQcAgAAmpBDAABAE3IIAABoQg4BAABNyCGApjly5NfIyMhGh1VVVV2+fCkvL6/erTqd7kk76nS6lJTk5tV2+/ats2fP1Du5RqOp03Pp0qUrV4IfH1lcXCyVSmtqavLz87OyssrLy0tLFfqtubm5MTExzSsPoF5c2gUAtDOVlZXGxsb1blKpVBwOh81mE0KMjY15PP6dO3cmT55suCOLxSKEPHr0KDMz09LS8vFJKirK09PTWSyWq2u3ptam1WoJYTGHeHzaS5cuv/baaxKJhOmpqVFaWnZ5fKRMJouKivTw8MzLy62qqvb39w8O/sPLqzeztba2Vq1WKZVKgUDQ1PIA6oUcAmhEbW0tj8fTN5VKpbm5ub6p1WqZ4CGEFBYWxsfHWVj8lS48npGVlVV4eDjTjIyMMDc3nzBhIpfL1Wo1AgHf19e33iMOG/bS4501NTUJCfF9+vgYdmo0GhaLpS9AqVSam0vqrU0sluh02ri4hwMHDtIPMDExYT7k5eV17txZH2BWVlZeXl4cDqeoqIgQYmlp+aRSAZ4dcgigEeHh9xWKUhsbG6ZZUVERHx+fnZ1NCCFEFxYWNn78eHt7h+rq6osXLwwdOszNzS03N9fa2ppJr8LCQolEotPp8vJy3d3dtVrtkw6UmZmp1WqdnZ3r3apWq3JycurkkFwuv3DhvKdnL6aZk5NjbGysT75HjxIdHLoOGTKEaY4ZM1YoFMrl8tTUVIlEUlFRkZaWVl1dLRQKQ0JCxowZ4+rq+gw/J4BmQg4BNEKn05mYGDMnBFqt9urVkIEDB+rPkMLCwkxMTJnPHh6eTk5OCoXi1KmTI0aM8PDwJISIxeLLly8JBIIxY8bqz070pFKpUCg0NTUlhISG3hWLxU/KoSepqanRn6xkZWV1797dy8uLaSoUCh7PSD/SzMyMEGJubs6Mf/gw1sfHx97enhBy69YtBwcH/cjCwsLLly/V1NSKxWJmnocPHzKb0tLS3Nzc3NzcmlQkQAOwTgGgCRQKBZ/Pl0qLDDuZy1lCoXDQoEFKZfUff1x+8823PDw8zp49GxcXJxAIXnttVGxsbEpKyuMTWltbP3r0KDY2tqAgXy6Xv/zyK89SXnGxtLKy8vHatFptdXW1XC7XxwkhRKEoZWKGEKLT6TgcDvPZ3Nx8wIABUmmxv7+/l1cvQoiZmVm3v/H5fK227pIHgGeB8yGAJsjOzu7Z06OkpCQ9PWPQoEF1thYWFmRnZ0+YMJHH4926dbO0tFSlUpWXl5uZmb311hQrK6t65+zXr9+NG9dDQq6MGTOWy/3Hf5JarVa/Nq+2tqa4uFh/zc3BwcHW1tZwcFVVlVqt7t69++nTp4KCRvP5fP2m8vLy3Nyc0tKyhISEXr16MTPX1CiZ8zBCSEVFuf7mkEajKSgoJISYmpqmp6dLJBIOh6NflcDhcOoUCfCM8OcJoAliY2PGjBkrkUjOnj1z/fqfQ4cOM9wqFktsbTsRQuLj49LS0qdMmcLhcK5cCXZ0dHJ3d693GRvD1tZWrVYXFOR3797dsJ/NZuuvuVVWVshksgbWC0RHRwUEBFhaWvbs6XHkyK9vv/22QWFisVhcVFSUm5vL9GRnZ1tYWDAl1dTUmJiY6K8ZlpWVVVZWEEIePHjAYjW0xBygReC6HMDTCg+/37u3N7Pu2dfX9/bt21Kp1HAAc9IQFRUZERExduxYlUqlVCr79x9w//69Awf+c/369ZiYmOLi4jrTlpWVhYWFzZgxIyIiIiMjvXm1lZSUSKXF/fr5EkLc3d3Lysru3bvXwPh798IGDhzIfC4uLra2tn58jLe398CBg6ysrEpKSsL/VlhY+PhdLoBngfMhgKeSnJwskZh36/bXMz2dOnW2tLSqc4VKrVbduXNXrVYRQgoKCvT9KpXKz88vIyNTIpHUuTpXVVV17drViRMnmZqaent7R0REOjk1bZ0CIUQmk2VkpI8ZM0bf4+7uzuPxq6uV9Y5/8OBBnz4+dnZdUlNTKysrIiIihw4dUu9ItVqt1WoN1237+Pggh6BlIYcAGqfVau3s7PRP2xBCOBzOnDlzDMdUVlZmZKQHBgZIpdKKioqePXvqN8XEPHBw6Ort3afOtCUlJSkpyUFBo5nVd/36+aam1rOWgcFms5/06KiRkRFzJqT36qsjCSEhISGGnQqFQqlUpqamurg4m5mJCCFOTk6XL1/q3z/QxeUfK7Y1Go1Kpbp+/XqXLl3qBKd+OQNAS0EOATSOzWYbhlC9TExM9M/xqNXqiooK/abH36nDEIvFAQGB+qZIJPLx6UsIiY2N5fF4ddZGC4XGT1pNxyzIboBGo/ntt+M+Pn2nTZsWHR2VlZXp4NCVCT/mRQnx8fFFRYWOjk7Ozs6JiQmPHj3y9fUdMGAgn8/Pzc01/DparebcuXOvvPKKjY1tQ4cEeGrIIYDG1XslqqSk5MqV4PLycsOVaYyqqqrc3Bx9U6mse33MyMiovLw8Ojq63sOVlJRotRoXF2cjI169AxqtTalU3r9/Lzz8flBQECGEw+H4+we4uLgQQvr27VdaqggPj5BKi9RqtX4XicSceXTJ27vP4MFD9O+M4PP55ubmhl/H19cXaxegBSGHABrh49PXyMjo8X5LS8sxY8ZWVlYKhULDfmtrm7Fjx+kfzSGEODo61bmk1r17j+7dezx7bebm5lOmTH28XyAQDB48xN7eXn+3iQkhhlgsGTFixJPmdHR0NGxaWVm99NLwZy8V4EmQQwCNeNJbTQkhpqam+kdw9Hg8nuH76Mjf6+ieBw6H83gBes7OLk/aBNB2YN0LAADQhBwCAACakEMAAEATcggAAGhCDgEAAE3IIQAAoAk5BAAANCGHAACAJuQQAADQhBwCAACakEMAAEATcggAAGhCDgEAAE3IIQAAoAk5BAAANCGHAACAJuQQAADQhBwCAACakEMAAEATl3YBAACN2759O4/Ha3RYZkbG868FWhhyCADagc6dO/H5gkaHVVRUtEIx0LKQQwDQDkydOs3UxLTRYTdv3vzii89boR5oQbg/BAAANCGHAACAJlyXA4D2JDk5+eixo4Y9PCPe/PnzTUxMaJUEzwg5BADtiaura1pa2i+/HGKaLBZr61fbEELtGq7LAUB7wmazD/znwMsvv8w0169b//HHH9MtCZ4RzocAoJ1hs9knfjs5fvw4N3f35ctX0C4HnhVyCADaHxMTk1OnTpuZmbFYLNq1wLNCDgFAuyQSiWiXAC0D94cAAIAm5BAAANCE63LNlJycvGbt6kaH3b9/Py8/z8LCouFhzs4uWzZvMezh8XiWlpbPVGLrEpk15yJJREREampKixcDLxiFQjFz5gwut/G/r4qLi1uhHmhZyKFm6tKly6qVjefQUxIKhXV6xGLxgAEDWmr+ViCTyZqxl0QiPvzLrw0MqKmpmT7j3WNHjze3LngRvP32tH//+xNjoXGjIyMjI69fv94KJUELQg41k7GxsZeXF+0q2j2hUNjwj1GpVAoEAvyoOziBQODp6fk07zlVKBStUA+0LNwfgjYnNjY2NjaWdhXQdul0up8P/Uy7CmgxyCFoW6Kjo0e+9mp2djbtQqDt0ul0H3zw/p69e2gXAi0DOQRtyNVrV4cMHSyVSmkXAm2dVqtdvHjR2k/X0i4EWgByCNqK8PDwiRMnVFdX0y4E2gedTvf551s+x2+9a/+QQ9BW9OnT56233qJdBbQnnp693nn7HdpVwLNCDkFbweVy9+/7ftGiRbQLgfbB3z/g+p/X7e3taRcCzwrrtqFt+erLrfb2Dnh5JTRs3LhxPxz8Ea+YezE0IYfwVwM0gMNhN+NPCIfNeXyvRQv/d0rE4XA4nHrGQIfC5rAN/6hwOJxTJ08/aeSz/2mp948lPD84HwKakpKTRo8Z3cAArVablpbW8Bh44aWkpEycNJHD4TQ6UiGXt0I90LKQQ0BTWVlZcPAfjQ57mjHwYrt6NYR2CfC8YJ0CAADQhBwCAACakEMAAEATcggAAGhCDgEAAE3IIQAAoAk5BAAANCGHAACAJuQQAADQhBwCAACakEMAAEATcggAAGhCDgEAAE3IIQAAoAk5BAAANCGHAACAJuQQAADQhBwCAACakEMAAEATl3YB8IKQmJsPHDCQdhUALcDGxpp2CR0LS6fT0a4BAAA6LlyXAwAAmpBDAABAE3IIAABoQg4BAABNyCEAAKAJOQQAADQhhwAAgCbkEAAA0IQcaqNWrlxx6dJF2lU8d/8354Owe2G0qwAAmpBDbZRWq+0Ir7rQarW0SwAAypBDAABAE3IIAABoQg4BAABNyCEAAKAJOQQAADQhhwAAgCbkEAAA0IQcAgAAmpBDAABAE5d2AfBECkWpVCqlXcXzVV1dTbsEAKCM1RFeHtMeLV++7PSZ02KxmHYhz1dmZubvv58L8A+gXQgAUIPzobZrx/YdQUGjaVfxfL3/wWzaJQAAZbg/BAAANCGHAACAJuQQAADQhBwCAACakEMAAEATcggAAGhCDgEAAE3IIQAAoAk5BAAANCGHAACAJuQQAADQhBwCAACa8L7tNkqtVrPZbDb7Bf8fBZVKxeVyWSwW7UIAgBrkEAAA0ITf+9BxFRcX/3L4F0KIrKRkw4aNhpvOnfs9NS2tWCqdMHFiv779nv1YSqVyx84dOdnZEomkX79+EydOevY5AeDFgPMhIEuXLtm2bfvj/X/8cZnD4bz88itMU6lULl26pLSsVCwSu3brtmTxkqc/xNfffD12zFgnJyfDzjt375hLzHv27PkMtQNAu4fzIXhaAoFgz569TwqthuXl5trb29fpLMjPb6HSAKAdQw61UYcPHw4Pv19bW8vj8UrLSvfv+57L5RJCNBrN7q93Z2Zk6HQ6c3Pz0tLSbdu2s9nsvd/ufRgb28vL672Z723fsV1aVGRmZrZx4yZCSFlZ2Y4d2+VyOSFEJBItWrTYwsKixQuuqanZtXtXXm4uIUQgECxcuKhz587M0VesWB52L0xRqmCz2ISQDRs2WlpaRkdHf/+f/xgbGx+2/YUpbMuWz1u8KgBoB3TQ9iQmJu7ctVPfXLbsk+rqaubz+vXrYmJimM9qtXr2+7P0wzQazfsfzF65ckVubq5Op8vIyNBoNDqdbtGihdnZ2cyYgoKCefPm1jnckiWL6y3j8uVLV64EP+XgtWvXZGRkMJ/Ly8vnzZtbW1ur37p8+TKVSlVnl5MnT9y+c7ve2QCg43jBlwW3UyYmJrKSEo1GwzRXr17DnAxVVFTwBQIvLy+mn8PhLFm8VGdwhy8nJ3fduvV2dnaEEEdHRzabHR0dHRjYX39NzNbWdtSoUTdv3WzZgvPz852dXRwdHZmmqanp+PHjr1272rJHAYAXEq7LtUX29vavjRq1ZMlitVptZGRkbm6+fPkKLpebmpraxa6L4UgPDw/DZm8vLyMjI8Oe+Pj4OgsB3NzcQ66GDB40uEVK/WbPN/PnzX/4MPb0mdP379/T92u0munTZ7TIIQDgxYYcaotiY2O7d+u+a9duppmYmLhn754li5e4u7sfOfJrk6bq27fv9RvXfXx89D337t3r168FlmIz0tPSCCG9e3sPHDjwk39/0lLTAkDHgetybZFMLlu+Yll1dTXTTEp6ZN/FnhDC5/OdnJ3Pnz/H9Ofn52/YsF6pVDYwlbu7e0529r2/z1QePHgQFRXp5+vXUqUyFwxtbW01Gs2ff/6X6aytrb148UJCQkLD+7q6drt79y7zOScn5+TJEy1VFQC0I3h+qC26dftWQX5B4qPE/Lw8IyOjwMD+U6ZM0W89c+b0n3/+qdPp7B0c3p/9vrm5OSFkw4b1hYWFao2ay+ESQpYsWerq6sqM1+l0Bw4cePgwlhDSvUePjz78iHldUHR09Pff7yeE6PeaNXs289Tqxk0bC/LztTotIYTNYtt16bJq5Srm+SH9YEb3Hj0WLVzEHOXQoUORkREajcbCwmL48OFDhgxlsVjMejnDvZj1csznU6dO3rhxgxDi4ur69rS39f0A0HEghwAAgCZclwMAAJqQQwAAQBNyCAAAaEIOAQAATcghAACgCTkEAAA0IYcAAICm/wem0g25QCJLmAAAAABJRU5ErkJggg==" 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" alt="" name="en-media:image/png:1da33a147bbe158504e65f3af478d217:none:none" width="381" />
       1 scrollHeight/scrollWidth 标签内部实际内容的高度/宽度
       ele.scrollHeight 有两种情况,
               当内容超出盒子范围后,返回的是内容的高度,包括padding,从顶部内侧到内容的最外部分。
               当内容不超出盒子范围时,返回的是盒子的高度,就是 ele.scrollHeight == ele.clientHeight,最小值就是ele.clientHeight
       ele.scrollWidth 情况同 ele.scrollHeight一样。
              当内容超出盒子范围后,返回的是内容的宽度,包括padding,从左边内侧到内容的最外部分。
               当内容不超出盒子范围时,返回的是盒子的宽度,就是 ele.scrollWidth == ele.clientWidth,最小值就是ele.clientHeight
       各个浏览器说法不一:
           IE、Opera 认为 scrollHeight 是网页内容实际高度,可以小于 clientHeight。
           NS、FF 认为 scrollHeight 是网页内容高度,不过最小值是 clientHeight。
       2 scrollTop/scrollLeft
        ele.scrollTop  滚动时返回的是被卷去部分的顶部到可视区域的顶部,看图
        ele.scrollLeft  滚动时返回的是被卷去部分的左侧到可视区域的左侧,看图
     函数封装    ----获取卷曲的宽度和高度
     
function myScroll() {
return {
top: window.pageYOffset || document.documentElement.scrollTop || document.body.scrollTop || 0,
left: window.pageXOffset || document.documentElement.scrollLeft || document.body.scrollLeft || 0  
}
}
     eg:document.documentElement-----html标签
       document.body            ------body内部
  ps! 想要实时获取页面卷曲的高度或宽度,必须在事件内进行
   window.onscroll = function(){}
       3 scrollTo
       window.scrollTo(1500,2000);//参数1 表示横向滚动到的位置 //参数2 表示纵向滚动到的位置
二 client系列属性        ——可视
      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" alt="" name="en-media:image/png:1bcc3a46c2e69fc5cc71bc47a3165ecb:none:none" />
   1.  clientWidth/clientHeight  
       ele.clientWidth 返回元素内部空间的宽度(width+padding),是一个只读属性。不包含border和margin以及纵向滚动条。
       (ele.clientWidth = width + padding - 滚动条的高度)
       ele.clientHeight 返回元素内部空间的高度(height+padding),是一个只读属性。不包含border和margin以及横向滚动条。
       (Ele.clientHeight = height + padding - 滚动条的宽度)
    @ 和offsetWidth/offsetHeight 的区别:
       offsetWidth包含border,而clientWidth不包含border。
       scrollHeight的最小值和clientHeight相同
    2  clientTop/clientLeft
         ele.clientTop 表示一个元素的左边框的宽度,以像素表示。是一个只读属性
            如果元素的文本方向是从右向左(RTL, right-to-left),并且由于内容溢出导致左边出现了一个垂直滚动条,则该属性包括滚动条的宽度(默认17px)。
            clientLeft 不包括左外边距和左内边距
           (ele.clientLeft = border-left-width + 滚动条的宽度)
        ele.clientLeft 一个元素顶部边框的宽度(以像素表示)。不包括顶部外边距或内边距。
       (ele.clientTop = border-top-width) 
  函数封装:
function myClient() {
return {
width: window.innerWidth || document.documentElement.clientWidth || document.body.clientWidth || 0,
height: window.innerHeight || document.documentElement.clientHeight || document.body.clientHeight || 0
}
}
三  offset系列的属性
                          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" alt="" name="en-media:image/png:550ce6f09f6dcfe22b31f52c0d082b06:none:none" />
 1.  offsetWidth/offsetHeight  
   ele.offsetWidth    它返回该元素的像素宽度,(box-sizing:content-box)默认情况下:宽度包含该元素的水平内边距和边框,(除了margin以外:border+padding+width)且是一个整数         ele.offsetHeight   它返回该元素的像素高度 (box-sizing:content-box)默认情况下:高度包含该元素的垂直内边距和边框,(除了margin以外:border+padding+width)且是一个整数       
       ps:元素的offsetHeight,offsetWidth是一种元素CSS高度的衡量标准,包括元素的边框、内边距和元素的水平滚动条或纵向滚动条(如果存在且渲染的话),不包含:before或:after等伪类元素的高度
   offsetWidth和offsetHeight是用来得到元素的大小
  @offsetHeight 和 style.height的区别
    demo.style.height只能获取行内样式,如果样式写到了其他地方,甚至根本就没写,便无法获取
    style.height是字符串(而且带单位),offsetHeight是数值
    demo.style.height可以设置行内样式,offsetHeight是只读属性
 2.  offsetLeft/offsetTop    
    ele.offsetLeft     到距离自身最近的(带有定位的)父元素的 左侧 的距离,如果所有父级都没有定位则以body 为准.
  offsetLeft 是自身border左侧到父级padding左侧的距离  -----数值
    ele.offsetTop      到距离自身最近的(带有定位的)父元素的 顶侧 的距离,如果所有父级都没有定位则以body 为准.      ----数值
  offsetLeft和offsetTop是用来得到元素的位置
  @offsetLeft和style.left的区别
    style.left只能获取行内样式
    offsetLeft只读,style.left可读可写
    offsetLeft是数值,style.left是字符串并且有单位px
  如果没有加定位,style.left获取的数值可能是无效的
  最大区别在于offsetLeft以border左上角为基准,style.left以margin左上角为基准
  计算方式:从定位的父盒子的边框内部,计算到子盒子的边框外部(边框到边框)
          特点:
          1、offsetLeft属性没有单位,是纯数值
          2、offsetLeft属性是只读的,不可修改
          3、offsetLeft属性若有小数,会四舍五入进位
 3.offsetParent   获取到当前元素外面的定位父盒子
  HTMLElement.offsetParent 是一个只读属性,返回一个指向最近的(closest,指包含层级上的最近)包含该元素的定位元素。如果没有定位的元素,则 offsetParent 为最近的 table, table cell 或根元素(标准模式下为 html;quirks 模式下为 body)。当元素的 style.display 设置为 "none" 时,offsetParent 返回 null。
  (offsetParent 很有用,因为 offsetTopoffsetLeft 都是相对于其内边距边界的。)
  @ offsetParent和parentNode的区别
    父元素parentNode,一定是亲爹,外面紧挨着的元素
    定位父盒子offsetParent,干爹(有可能是亲爹,也可能不是亲爹)
 方法:
// 获取所选元素到浏览器最左边的距离
var getOffsetLeft = function(obj){
var tmp = obj.offsetLeft;
var val = obj.offsetParent;
while(val != null){
tmp += val.offsetLeft;
val = val.offsetParent;
}
return tmp;
}

  

//获取所选元素到浏览器最上边的距离
var getOffsetTop = function(obj){
var tmp = obj.offsetTop;
var val = obj.offsetParent;
while(val != null){
tmp += val.offsetTop;
val = val.offsetParent;
}
return tmp;
}