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技术 2022年11月20日
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条件短语 IF   THEN     |    满足条件就执行 IF 后面的语句    不满足就执行 THEN 后面的语句;不管 IF 成功不成功,THEN 后面的语句都会执行到。 IF 只能编译,只能用于定义中 <img src="data:image/png;base64,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" /> // 定义  YIDA(n – result)   如果 n 等于12 就执行 IF 后面的语句 STAR, 否则就执行 THEN 后面的语句;   <img src="data:image/png;base64,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" />   // 每个  IF  后面都要有  THEN  对应以便回复到原程序。 <img src="data:image/png;base64,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" />    词 < 和 > 要求的栈顶顺序和算术运算符一直,即: 2  <  10   相当于   2  10  <   ;17  >  -39  相当于  17  -39  >  ; 词 0= ,0< 和 0> 只要求栈顶上的一个值 ,把该值与 0 比较。 <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYgAAAAzCAIAAAACWwhzAAAAA3NCSVQICAjb4U/gAAAACXBIWXMAABJ0AAASdAHeZh94AAAE5UlEQVR4nO2dWW7dMAxFjaBrNIqiK/Qq+/ECR08DTVET9XrOV+JouJpoWpaZ4++f3wcAgCe+VgsAAIjBMAGAOzBMAOAODBMAuAPDNITruq7rSn+GF7v3D/pH88uQp6oZ53mm6c/zzBZ1X1fWrkmvLyfbrpYqbGLSSq/rCq+8EqdXsgj6146jHllnpCGrM7yepu8oNUtpvFKppXkYXi/p77UuxnEr1Mize0xnQFRfeDF7/SXx7tnoukCYRZNe1i/8MHNo5X4I+yrNdeTGu0r/knE0kMrTpEwT+/EOSv1W6ucwl1BUKc1yqtbUm2HSO3XyDdygQ0M6bMfIMWjRH+U1FxU2OWubbL5SNs20cUzL1Nsag6QRtqnX+NqI9GfXhYxN/8yHPovHpJnN0/zku7qI9gKPTrZJuepCxye9f9ZaYY3+teNo8IAeL6bI7WqhyhB0R/l4q0kzQr9mMcrr9G2PqVZi7ahXPWRW1du3c+d7wud53uOkbMsZbJpkb6F6Vo1jF4TGyptN/sn280L9tpvBa2JHeR+nun2PSSi6VJ+Heaxhic7SBoFw28nuoRyV+ncfx3CPJv1TKctgUXlqffla/R2fGIaiuQEbDdNj0XKfNnZcOhG7P8qtmrtp/wgL77GcR9aO4wS82aZaSv1cMsS7tOsRy+Z3djZnM06buGfCnHq7MO4WJxfrcBwH4UH/rcGDGBu9JqrmrtbngOWc2Ry1Z9y+bC0+nWeDJKxSqYSWQsJt5hFbzrt4ryGPmu2b32mhpXtCqfpwx1cpIMrSMrqh2tTkzbR3hn7IYrsnLxlHA/rR2cU3KfWbQXb08mREw/V+QJ92EY8JALxh+SQF9kLwdCYrAVCCYfp8MECwHUQXAAB3YJgAwB0YJgBwx9sek/KNYO2xeuHcavQnzWvgME3p/ah8XjYqJ/urRo+s05wdAH48ptqzD+kx6+xBsuz1V123RYiu11Iqp1RvmEsoyqwHewTQyLdhMlil++eSn+V/fWYPEI44mwsAVXw/ylU5CBqr9Dqe639ty02ufarNpvfz6QzALjSdYxKskpA+m2Uo2XrbT+6nm1Pp1xJYJQADW8Zjqv2oslbPFWDRF5Qj1AIAJbaMx2RAfk+XXsSaACzEYpiyVmlaxIxdvh0/9oxHAeCB/eIxHVvFtcE2ARj43vxOD/gYjlmuiuOzKq5Nx3oB4A3iMQGAN/hWDgDcgWECAHdgmADAHRgmAHAHhgkA3PHzrZz+tf2qeEyP6aNP1Urxm0o6lZXKEH8KoJ23sCdVcYjmx2OS04dlprmO3Pqp+vRkfntLEH8KPp6voxCHSB8PxEM8plBD1jbZfKVsGg/ttUH8KdgFyx6TZpWO+LA+sjtZf6H2zq/Ruaq9I2iPP/UYeqE9KgPAm2GqnVLyKs2mb1zAt93R6xQ8gtr1M7+9NrL1tmvQPIruYqDBOfvFYyqtCuE2XtpLqtKzqr0H8afg/+PNMOk3gx+noLw22l39tJxoZ7qqnEeWt7eWUr0lw4o1AVfsFI9p3OaF8m3gY5YR8tK3im5ZZYXh8/g6kvlkcMinrdIRGHTOaW/2OEJH12aEHcE2QRd+/ktK6I9oZn9p4zP9U2manpXxmGrTl7D5IPPbW6JUjsEcnMSfAp8QjwkAvNH075s+DMHTmawE4D8Hw/QDBgjACf8ANltXIKwhHZcAAAAASUVORK5CYII=" /> 词  NOT  ,把测试值的条件值求反; =  NOT  IF   表示栈顶两个值不相等时便执行  IF  后面的词; <img src="data:image/png;base64,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" /> <img src="data:image/png;base64,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" />


选择短语   IF    ELSE    THEN <img src="data:image/png;base64,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" /> 定义词, /CHECK  ,从栈中弹出一个数查看是否 =0  ,如果相等就显示 INVALID  并且 运行 DROP 命令清除栈顶的数据;否则,就执行  /  操作。 <img src="data:image/png;base64,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" />


嵌套的 IF ……  THEN 语句 ** 每个  IF  必须保证有一个  THEN  语句对应 <img 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" /> <img src="data:image/png;base64,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" />  //最后的 ; 应该加一个 DROP 来清除栈中的原始值 FORTH 中的比较运算符最后会在栈顶放一个 “1”或 “0” ,1 表示真,0 表示假。 我这里显示 “-1” 表示真 , “0” 表示假;因为 IF 把任何非零值表示为真,“0”作为假  <img src="data:image/png;base64,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" /> NOT 把一个数的逐位二进制反码 : 0   NOT . -1       |       1  NOT . -2      |     -2  NOT . 1


逻辑操作词 OR     或操作,对栈中前两个数进行或操作, 1 OR -1 = -1   ANT   与操作,对栈中前两个数进行与操作


两个本身包含 IF 的词 ?DUP     表示当栈顶项为非零值时才复制栈顶元素。 :  /CHECK      ?DUP   IF   /   ELSE   DROP   THEN   ;                :   /CHECK       ?DUP   IF   /    THEN   ;   ABOUT"    :如果程序在运行中可能某处会出错,则可在该处使用词   ABOUT"   。这个词把栈顶值作为标志,若标志为真则使执行异常终止并清除堆栈,返回到终端等待输入信息。同时也可以打印出最后被解释的名词,以及我们想附加的任何信息。 :   /CHECK     DUP   0=   ABORT"   ZERO   DENOMINATOR"   /   ; <img src="data:image/png;base64,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" />   4 0 的时候堆栈中的数据都会被清除 改进: : ENVELOPE      /CHECK  ."  THE  ANSWER  IS"  .   ; <img src="data:image/png;base64,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" />   当分母为  0 的时候,程序中止;后面的输出 THE ANSWER IS 就不会执行到,打印到的也是 ENVELOPE的名字; 验证堆栈是否下溢,?STACK    eg:    :  ?STACK    ABORT"    STACK    EMPTY"  ;

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