{"{0} bits":"{0} 位","<< (shift left)":"<<（左移）",">> (shift right)":">>（右移）","Angle with the x-axis":"与x轴的夹角","Arithmetic and bitwise operations on whole numbers of any size, entered in binary, octal, decimal, or hexadecimal. Division discards the remainder, as integer division does in programming languages; mod gives the remainder. AND, OR, and XOR compare the bits one by one, and shifting left by n multiplies by 2ⁿ. Negative results are also shown in two's complement, the way computers store them.":"对任意大小的整数执行算术和按位运算，支持以二进制、八进制、十进制或十六进制输入。除法会丢弃余数，就像编程语言中的整数除法一样；mod会给出余数。AND、OR和XOR逐位进行比较，左移n位相当于乘以2ⁿ。负数结果也会以二进制补码显示，这是计算机存储负数的方式。","as a fraction {0}":"分数形式{0}","Binary":"二进制","Binary (base 2)":"二进制（基数2）","Binary calculator":"二进制计算器","Decimal":"十进制","Decimal (base 10)":"十进制（基数10）","Distance":"距离","Distance between the points":"两点之间的距离","Distance from each point to the midpoint":"每个点到中点的距离","Division by zero is not defined.":"除以零没有定义。","Does not fit":"不适用","Enter a length above zero.":"请输入大于零的长度。","Enter both points.":"请输入两个点。","Enter whole numbers using only the digits of the chosen base; prefixes such as 0x and 0b are fine.":"请输入整数，只能使用所选进制中的数字；可以使用0x和0b等前缀。","Equation":"方程","First number":"第一个数","Golden ratio calculator":"黄金比例计算器","Golden rectangle":"黄金矩形","Golden rectangle divided into a square and a smaller golden rectangle":"黄金矩形分割为一个正方形和一个较小的黄金矩形","grade {0}%":"坡度{0}%","Hexadecimal":"十六进制","Hexadecimal (base 16)":"十六进制（基数16）","Longer part (a)":"较长部分（a）","Midpoint":"中点","Midpoint calculator":"中点计算器","Numbers are in":"数字进制","Octal":"八进制","Octal (base 8)":"八进制（基数8）","Operation":"运算","or {0} × {1}":"或{0} × {1}","Positions to shift (decimal)":"移位数（十进制）","Second number":"第二个数","Shift by 0 to 4,096 positions.":"可移位0到4,096位。","Shorter part (b)":"较短部分（b）","Slope":"斜率","Slope calculator":"斜率计算器","Slope is rise over run: m = (y₂ − y₁) ÷ (x₂ − x₁). The line then passes through both points as y = mx + b, with b = y₁ − m·x₁. A positive slope rises to the right, zero is horizontal, and a vertical line has no defined slope. As a percentage grade, used for roads and ramps, it is m × 100.":"斜率是上升量与水平距离之比：m = (y₂ − y₁) ÷ (x₂ − x₁)。直线随后可表示为y = mx + b，并经过这两个点，其中b = y₁ − m·x₁。正斜率表示向右上升，零表示水平线，垂直线的斜率没有定义。用于道路和坡道的百分比坡度为m × 100。","Slope m":"斜率m","The midpoint averages the coordinates: M = ((x₁ + x₂) ÷ 2, (y₁ + y₂) ÷ 2). The distance between the points comes from Pythagoras: d = √((x₂ − x₁)² + (y₂ − y₁)²). Going the other way, if you know one end and the midpoint, the other end is 2M minus the known end.":"中点是两个坐标的平均值：M = ((x₁ + x₂) ÷ 2, (y₁ + y₂) ÷ 2)。两点之间的距离根据勾股定理得出：d = √((x₂ − x₁)² + (y₂ − y₁)²)。反过来，如果已知一个端点和中点，另一个端点就是2M减去已知端点。","The two points and the line through them":"两个点及经过它们的直线","The two points and their midpoint":"两个点及其中点","The two points are the same, so they do not define a line.":"两个点相同，因此无法确定一条直线。","Two lengths are in the golden ratio when the whole is to the longer part as the longer part is to the shorter: (a + b) ÷ a = a ÷ b = φ = (1 + √5) ÷ 2 ≈ 1.6180. A golden rectangle cut into a square leaves a smaller golden rectangle, and so on, which traces the spiral in the drawing. Ratios of consecutive Fibonacci numbers, 8 ÷ 5, 13 ÷ 8, 21 ÷ 13, approach φ.":"当整体与较长部分之比等于较长部分与较短部分之比时，这两个长度处于黄金比例：(a + b) ÷ a = a ÷ b = φ = (1 + √5) ÷ 2 ≈ 1.6180。将黄金矩形切出一个正方形后，会留下一个较小的黄金矩形，依此类推，形成图中的螺旋。相邻斐波那契数的比值8 ÷ 5、13 ÷ 8、21 ÷ 13会趋近于φ。","Two's complement ({0} bits)":"二进制补码（{0}位）","Two's complement width":"二进制补码位宽","Undefined (vertical line)":"未定义（垂直线）","Whole length (a + b)":"整体长度（a + b）","x-intercept {0}":"x轴截距{0}","y-intercept":"y轴截距","You know":"已知"}