automated/ase-interval-tests.el automated/ase-metric-tests.el \
automated/ase-neighbourhood-tests.el \
automated/ase-permutation-tests.el \
- automated/ase-reclass-tests.el automated/base64-tests.el \
+ automated/ase-reclass-tests.el automated/base64-tests.el \
automated/bloom-tests.el automated/byte-compiler-tests.el \
- automated/case-tests.el automated/ccl-tests.el \
+ automated/case-tests.el automated/ccl-tests.el \
automated/cl-loop-tests.el automated/c-tests.el \
automated/database-tests.el automated/ent-tests.el \
automated/extent-tests.el automated/hash-table-tests.el \
### dont use staged build
##all: stage1 stage2
-
(Assert (= (ase-interval-lebesgue-measure tiny) 3))
(Assert
(almost= (ase-interval-lebesgue-measure (ase-interval 0.1 1.2)) 1.1 1e-4))
- (Assert
+ (Assert
(almost= (ase-interval-lebesgue-measure (ase-interval -0.1 0.2)) 0.3 1e-4))
(Assert
(almost= (ase-interval-lebesgue-measure (ase-interval -1.2 -1.1)) 0.1 1e-4))
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
;; Keywords: tests
;;
;; This file is part of SXEmacs.
-;;
+;;
;; SXEmacs is free software: you can redistribute it and/or modify it
;; under the terms of the GNU General Public License as published by the
;; Free Software Foundation, either version 3 of the License, or (at your
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;
;;; Synched up with: Not in FSF.
;;
(b3 (make-bloom 512))
(b4 (make-bloom 512 26)))
(eval `(Assert (eq (bloom-order ,b1)
- (bloom-order ,b2))))
+ (bloom-order ,b2))))
(eval `(Assert (eq (bloom-order ,b3) 512)))
(eval `(Assert (eq (bloom-order ,b4) 512)))
(eval `(Assert (eq (bloom-degree ,b1)
- (bloom-degree ,b2))))
+ (bloom-degree ,b2))))
(eval `(Assert (eq (bloom-degree ,b4) 26)))
(eval `(Assert (eq (bloom-size ,b1) 0)))
(eval `(Assert (eq (bloom-size ,b2) 0)))
;;; moved to man/lispref/lists.texi -hroptatyr
;; ;; when we add 8-times-degree-times more elements than the order
;; ;; of the bloom we expect it to turn into a universe
-;;
+;;
;; (dotimes (i (* 8 (bloom-degree b4) (bloom-order b4)))
;; (bloom-add b4 i))
-;;
+;;
;; (eval `(Assert (bloom-owns-p ,b4 'a-symbol-i-never-added)))
;; (eval `(Assert (bloom-owns-p ,b4 "a-string-i-never-added")))
;; (eval `(Assert (bloom-owns-p ,b4 [a vector i never added])))
(b3 (make-bloom-universe 512))
(b4 (make-bloom-universe 512 26)))
(eval `(Assert (eq (bloom-order ,b1)
- (bloom-order ,b2))))
+ (bloom-order ,b2))))
(eval `(Assert (eq (bloom-order ,b3) 512)))
(eval `(Assert (eq (bloom-order ,b4) 512)))
(eval `(Assert (eq (bloom-degree ,b1)
- (bloom-degree ,b2))))
+ (bloom-degree ,b2))))
(eval `(Assert (eq (bloom-degree ,b4) 26)))
(eval `(Assert (eq (bloom-size ,b1)
- (bloom-size ,b2))))
+ (bloom-size ,b2))))
(eval `(Assert (eq (bloom-size ,b3)
- (bloom-size ,b4))))
+ (bloom-size ,b4))))
(eval `(Assert (bloom-owns-p ,b1 21)))
(eval `(Assert (bloom-owns-p ,b1 'a-symbol)))
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
(Assert (eq 1 (search-backward string nil t 5)))
(goto-char (point-max))
(Assert (not (search-backward string nil t 6))))))
-
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Section 0. Useful functions to construct test suites.
ccl-test-last-register-state
string)))
(if (not not-check-coding-system)
- (Assert (string=
+ (Assert (string=
str2
(decode-coding-string
string 'ccl-test-coding-system))))
'(1 (read r0)
(loop
(write-read-repeat r0))))
- (make-coding-system
+ (make-coding-system
'ccl-test-coding-system
'ccl
"CCL TEST temprary coding-system."
(string= (ccl-test-on-stream `(1 ((read r0)
(loop
(r0 += 3)
- (write-read-repeat r0))))
+ (write-read-repeat r0))))
str)
str2)))
"...")))
(Assert
(string=
- (ccl-test-on-stream
+ (ccl-test-on-stream
`(1 ((loop
(read-multibyte-character r0 r1)
(write-multibyte-character r0 r1)
(10000 . -1) (10001 . -1) (10002 . -1) (10003 . -1)
(10004 . -1) (19999 . -1) (20000 . 5) (20001 . 5)
(20002 . 5) (30000 . 6) (20004 . 5) (20005 . 5) (20006 . 5)))
-
+
(Assert-Equal
(mapcar
(lambda (val)
[72 lambda]
[20000 20000 20001 20002 nil 20004 20005 20006]
[1006 2006 2007 2008 2009 2010]
- ([20003 30000 30010 ccl-test-arith-1 30030 30040
+ ([20003 30000 30010 ccl-test-arith-1 30030 30040
ccl-test-arith-1 30060]
[1001010 50 51 52 53 54 55]))
[t t 0 1000000]
;; multi-for
(Assert
(equal
- (cl:loop for x from 1 to 10
- for y = nil then x
+ (cl:loop for x from 1 to 10
+ for y = nil then x
collect (list x y))
'((1 nil) (2 2) (3 3) (4 4) (5 5) (6 6) (7 7) (8 8) (9 9) (10 10))))
(Assert
(equal
- (cl:loop for x from 1 to 10
- and y = nil then x
+ (cl:loop for x from 1 to 10
+ and y = nil then x
collect (list x y))
'((1 nil) (2 1) (3 2) (4 3) (5 4) (6 5) (7 6) (8 7) (9 8) (10 9))))
(Assert
(= (let* ((series '(1.25 4.5 5.5)))
- (cl:loop for v in series
+ (cl:loop for v in series
sum (* 2.0 v)))
22.5))
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;
;;; Synched up with: Not in FSF.
;;
(Assert (bigzp (coerce-number 0 'bigz)))
(Assert (bigzp (coerce-number 1 'bigz)))
(Assert (and (bigzp (factorial 100))
- (bigzp (coerce-number (factorial 100) 'bigz))))
+ (bigzp (coerce-number (factorial 100) 'bigz))))
(Assert (bigzp (coerce-number 1.0 'bigz)))
(Assert (intp (coerce-number (factorial 100) 'int)))
(Assert (zerop (coerce-number (factorial 100) 'int)))
(Assert (let ((more-than-mpf (1+ most-positive-fixnum)))
- (equal (coerce-number more-than-mpf 'float)
- (1+ (coerce-number most-positive-fixnum 'float))))))
+ (equal (coerce-number more-than-mpf 'float)
+ (1+ (coerce-number most-positive-fixnum 'float))))))
(when (featurep 'bigq)
(Assert (bigqp (coerce-number 0 'bigq)))
(Assert (bigqp (coerce-number 1 'bigq)))
(Assert (and (bigqp 3/2)
- (bigqp (coerce-number 3/2 'bigq))))
+ (bigqp (coerce-number 3/2 'bigq))))
(Assert (bigqp (coerce-number 1.5 'bigq)))
(Assert (intp (coerce-number 3/2 'int)))
(Assert (bigzp (coerce-number 3/2 'bigz)))
(Assert (bigzp (denominator 3/2)))))
(when (and (featurep 'bigg)
- (featurep 'bigc))
+ (featurep 'bigc))
(Assert (biggp (coerce-number 1.0+2.0i 'bigg)))
(Assert (bigcp (coerce-number 1+2i 'bigc))))
;;-----------------------------------------------------
(when (featurep 'bigz)
(let ((num1 2)
- (num2 2.0))
+ (num2 2.0))
;; this test should reveal re-canonicalisation
(eval `(Assert (intp (+ ,num1 (coerce-number ,num1 'bigz)))))
(eval `(Assert (intp (* ,num1 (coerce-number ,num1 'bigz)))))
;;-----------------------------------------------------
(when (featurep 'bigg)
(let ((read-real-as 'bigfr)
- (default-real-precision 128))
+ (default-real-precision 128))
;; testing bigg selector
(Assert-Not-Equal (real-part (read "2+3i")) 2)
(Assert-Equal (make-bigg 1.0 2.0) (read "1+2i"))
(Assert-Equal (make-bigg 1 2) (read "1+2i"))
(Assert (and (= (real-part (make-bigg 1.0 2.0))
- (real-part (read "1+2i")))
- (= (imaginary-part (make-bigg 1.0 2.0))
- (imaginary-part (read "1+2i")))))
+ (real-part (read "1+2i")))
+ (= (imaginary-part (make-bigg 1.0 2.0))
+ (imaginary-part (read "1+2i")))))
(Assert (and (= (real-part (make-bigg 1 2))
- (real-part (read "1+2i")))
- (= (imaginary-part (make-bigg 1 2))
- (imaginary-part (read "1+2i")))))))
+ (real-part (read "1+2i")))
+ (= (imaginary-part (make-bigg 1 2))
+ (imaginary-part (read "1+2i")))))))
(when (featurep 'bigc)
(let ((read-real-as 'bigfr)
- (default-real-precision 128))
+ (default-real-precision 128))
;; testing bigc selector
(Assert-Equal (real-part (read "2.3+3.2i"))
- (read "2.3"))
+ (read "2.3"))
(Assert-Equal (imaginary-part (read "2.3+3.2i"))
- (read "3.2"))
+ (read "3.2"))
;; use numerical equality
(Assert (= (real-part (read "2.3+3.2i"))
- (read "2.3")))
+ (read "2.3")))
(Assert (= (imaginary-part (read "2.3+3.2i"))
- (read "3.2")))
+ (read "3.2")))
;; testing bigc constructor
(Assert-Not-Equal (real-part (make-bigc 1 2)) 1)
(Assert-Equal (make-bigc 1.0 2.0) (read "1.0+2.0i"))
(Assert-Equal (make-bigc 1 2) (read "1.0+2.0i"))
(Assert (and (= (real-part (make-bigc 1.0 2.0))
- (real-part (read "1.0+2.0i")))
- (= (imaginary-part (make-bigc 1.0 2.0))
- (imaginary-part (read "1.0+2.0i")))))
+ (real-part (read "1.0+2.0i")))
+ (= (imaginary-part (make-bigc 1.0 2.0))
+ (imaginary-part (read "1.0+2.0i")))))
(Assert (and (= (real-part (make-bigc 1 2))
- (real-part (read "1.0+2.0i")))
- (= (imaginary-part (make-bigc 1 2))
- (imaginary-part (read "1.0+2.0i")))))))
+ (real-part (read "1.0+2.0i")))
+ (= (imaginary-part (make-bigc 1 2))
+ (imaginary-part (read "1.0+2.0i")))))))
;; floats
(let ((forms
'(1.0 1.00000 0.5 0.005 5.000005 4.0625 8.03125
- 9876.54321 10000.00001 12004.40021
- 1.5e+10 1.125e+11 1.0703125e+12
- 1.1e+15 1.2e+16 1.4e+20 1.45e+24
- 1.52e+28 1.55e+30 1.52105432e+31 1.5445633221e+32
- 1.7777777777777e+33 1.7777777777777776e+33
- 1.8999999999999e+33 1.999989999999999e+33
- 1.99999999e+35 1.9999999999e+36 1.999999999999e+37
- 1.99999999999999e+38 1.999999999999999e+39
- 1.9999999999999999e+40 2.000000000000000000e+40
- 2.000000000000001e+42 2.000000000000009e+44
- 2.002000200002000002000000e+48
- 2.000000200000200002000200e+50
- 200000020000020000200020.0e+50
- 12345555555555555555.999999999e+60
- 12344444444444444444.999999999e+60
- 1234545454545454545454545454545.000
- 123454545454545454545454545454545454545454545.000
- 4444444444444.55555555555e+100
- 5555555555555.55555555555e+102
- 5555555555555.44444444444e+104
- 5555555555555.99999999998e+106
- 50505050505050505050505.0e+200
- 1e+300 1e+301 1e+302 -1e+300 -1e+301 -1e+302
- 1e+304 -1e+304 1e+305 -1e+305 1e+306 -1e+306
- 1e+307 2e+307 8e+307 -8e+307
- 1e+308 -1e+308 8e+308 -8e+308
- 1e+309 -1e+309 -8e+309 8e+309
- ;; we should be outta range of double floats
- 1.00e+310 2.50e+310 2.55e+310
- 2.125e+312 2.0004500045e+313 1.2e+314 1.2e+320
- 1.22229e+320 100e+320 101e+321 102e+322
- ;; we're still alive?
- most-positive-float most-negative-float
- ;; the following two may not work correctly if the number
- ;; distribution has many subnormal numbers
- ;;(1+ most-positive-float) (1- most-negative-float)
- ;;(1- most-positive-float) (1+ most-negative-float)
- 1.0e+340 1.0e+350 1.0e+380 1.0e+400
- 1.2e+300 1.2e+310 1.2e+320 1.2e+400
- 1.2e+2000 1.2e+3000 1.2e+4000 1.2e+5000))
+ 9876.54321 10000.00001 12004.40021
+ 1.5e+10 1.125e+11 1.0703125e+12
+ 1.1e+15 1.2e+16 1.4e+20 1.45e+24
+ 1.52e+28 1.55e+30 1.52105432e+31 1.5445633221e+32
+ 1.7777777777777e+33 1.7777777777777776e+33
+ 1.8999999999999e+33 1.999989999999999e+33
+ 1.99999999e+35 1.9999999999e+36 1.999999999999e+37
+ 1.99999999999999e+38 1.999999999999999e+39
+ 1.9999999999999999e+40 2.000000000000000000e+40
+ 2.000000000000001e+42 2.000000000000009e+44
+ 2.002000200002000002000000e+48
+ 2.000000200000200002000200e+50
+ 200000020000020000200020.0e+50
+ 12345555555555555555.999999999e+60
+ 12344444444444444444.999999999e+60
+ 1234545454545454545454545454545.000
+ 123454545454545454545454545454545454545454545.000
+ 4444444444444.55555555555e+100
+ 5555555555555.55555555555e+102
+ 5555555555555.44444444444e+104
+ 5555555555555.99999999998e+106
+ 50505050505050505050505.0e+200
+ 1e+300 1e+301 1e+302 -1e+300 -1e+301 -1e+302
+ 1e+304 -1e+304 1e+305 -1e+305 1e+306 -1e+306
+ 1e+307 2e+307 8e+307 -8e+307
+ 1e+308 -1e+308 8e+308 -8e+308
+ 1e+309 -1e+309 -8e+309 8e+309
+ ;; we should be outta range of double floats
+ 1.00e+310 2.50e+310 2.55e+310
+ 2.125e+312 2.0004500045e+313 1.2e+314 1.2e+320
+ 1.22229e+320 100e+320 101e+321 102e+322
+ ;; we're still alive?
+ most-positive-float most-negative-float
+ ;; the following two may not work correctly if the number
+ ;; distribution has many subnormal numbers
+ ;;(1+ most-positive-float) (1- most-negative-float)
+ ;;(1- most-positive-float) (1+ most-negative-float)
+ 1.0e+340 1.0e+350 1.0e+380 1.0e+400
+ 1.2e+300 1.2e+310 1.2e+320 1.2e+400
+ 1.2e+2000 1.2e+3000 1.2e+4000 1.2e+5000))
(failures
- ;; known errors (due to precision issues, not SXE's fault)
- '(1e-300 1e-301 1e-302 1e-303 1e-304 1e-305 1e-306
- 1e-307 1e-308 1e-309
- 2.5e-310 2.55e-311 2.55e-312
- 1.2e-320 1.201e-320 1.25e-320
- 1.22229e-320 100e-306 100e-307 100e-308 100e-309
- 100e-310 100e-311 100e-312 100e-313 100e-314 100e-315
- 100e-316 100e-317 100e-318 100e-319 100e-320 100e-321
- 100e-322 100e-323 100e-324 100e-325 100e-326 100e-327
- 100e-328 100e-329 100e-330 1.2e-330 1.25e-330
- 0.5e-306 0.5e-307 0.5e-308 0.5e-309 0.5e-310 0.5e-311
- 0.5e-312 0.5e-313 0.5e-314 0.5e-315 0.5e-316 0.5e-317
- 0.5e-318 0.5e-319 0.5e-320 0.5e-321 0.5e-322 0.5e-323)))
+ ;; known errors (due to precision issues, not SXE's fault)
+ '(1e-300 1e-301 1e-302 1e-303 1e-304 1e-305 1e-306
+ 1e-307 1e-308 1e-309
+ 2.5e-310 2.55e-311 2.55e-312
+ 1.2e-320 1.201e-320 1.25e-320
+ 1.22229e-320 100e-306 100e-307 100e-308 100e-309
+ 100e-310 100e-311 100e-312 100e-313 100e-314 100e-315
+ 100e-316 100e-317 100e-318 100e-319 100e-320 100e-321
+ 100e-322 100e-323 100e-324 100e-325 100e-326 100e-327
+ 100e-328 100e-329 100e-330 1.2e-330 1.25e-330
+ 0.5e-306 0.5e-307 0.5e-308 0.5e-309 0.5e-310 0.5e-311
+ 0.5e-312 0.5e-313 0.5e-314 0.5e-315 0.5e-316 0.5e-317
+ 0.5e-318 0.5e-319 0.5e-320 0.5e-321 0.5e-322 0.5e-323)))
(mapc-internal
#'(lambda (str)
(unless (or (infinityp (eval str)) (zerop (eval str)))
- (eval `(Assert (= (read (format "%f" ,str)) ,str)))
- (eval `(Assert (eql (read (format "%f" ,str)) ,str)))))
+ (eval `(Assert (= (read (format "%f" ,str)) ,str)))
+ (eval `(Assert (eql (read (format "%f" ,str)) ,str)))))
forms)
(mapc-internal
#'(lambda (str)
(unless (or (infinityp (eval str)) (zerop (eval str)))
- (eval `(Assert (not (= (read (format "%f" ,str)) ,str))))
- (eval `(Assert (not (eql (read (format "%f" ,str)) ,str))))))
+ (eval `(Assert (not (= (read (format "%f" ,str)) ,str))))
+ (eval `(Assert (not (eql (read (format "%f" ,str)) ,str))))))
failures))
;; now testing bigz formatting
(when (featurep 'bigz)
(let ((forms
- '((("%Z" 2) . "2")
- (("%2Z" 2) . " 2")
- (("%2Z" 200) . "200")
- (("%+Z" 2) . "+2")
- (("%+4Z" 2) . " +2")
- (("% Z" 2) . " 2")
- (("%Z" -2) . "-2")
- (("% Z" -2) . "-2")
- (("%+Z" -2) . "-2")
- (("%-4Z" 2) . "2 ")
- (("%.2Z" 2) . "02")
- (("%4.2Z" 2) . " 02")
- (("%04.2Z" 2) . " 02")
- (("%-4.2Z" 2) . "02 ")
- (("%0-4.2Z" 2) . "02 ")
- (("%Z" (factorial 20)) .
- "2432902008176640000")
- (("%40Z" (factorial 20)) .
- " 2432902008176640000")
- (("%-40Z" (factorial 20)) .
- "2432902008176640000 ")
- (("%.40Z" (factorial 20)) .
- "0000000000000000000002432902008176640000")
- (("%040Z" (factorial 20)) .
- "0000000000000000000002432902008176640000")
- (("%.8Z" (factorial 20)) .
- "2432902008176640000")
- (("%08Z" (factorial 20)) .
- "2432902008176640000")
- (("%24.8Z" (factorial 20)) .
- " 2432902008176640000")
- (("%36.28Z" (factorial 20)) .
- " 0000000002432902008176640000")
- (("%036.28d" (factorial 20)) .
- " 0000000002432902008176640000")
- (("%0-36.28d" (factorial 20)) .
- "0000000002432902008176640000 ")
-
- ;; now the same with the %d specifier
- (("%d" 2) . "2")
- (("%2d" 2) . " 2")
- (("%2d" 200) . "200")
- (("%+d" 2) . "+2")
- (("%+4d" 2) . " +2")
- (("% d" 2) . " 2")
- (("%d" -2) . "-2")
- (("% d" -2) . "-2")
- (("%+d" -2) . "-2")
- (("%-4d" 2) . "2 ")
- (("%.2d" 2) . "02")
- (("%4.2d" 2) . " 02")
- (("%04.2d" 2) . " 02")
- (("%-4.2d" 2) . "02 ")
- (("%0-4.2d" 2) . "02 ")
- (("%d" (factorial 20)) . "2432902008176640000")
- (("%40d" (factorial 20)) .
- " 2432902008176640000")
- (("%-40d" (factorial 20)) .
- "2432902008176640000 ")
- (("%.40d" (factorial 20)) .
- "0000000000000000000002432902008176640000")
- (("%040d" (factorial 20)) .
- "0000000000000000000002432902008176640000")
- (("%.8d" (factorial 20)) . "2432902008176640000")
- (("%24.8d" (factorial 20)) . " 2432902008176640000")
- (("%36.28d" (factorial 20)) .
- " 0000000002432902008176640000")
- (("%036.28d" (factorial 20)) .
- " 0000000002432902008176640000")
- (("%0-36.28d" (factorial 20)) .
- "0000000002432902008176640000 ")
-
- ;; testing base converters on big ints
- ;; moved to format-tests
+ '((("%Z" 2) . "2")
+ (("%2Z" 2) . " 2")
+ (("%2Z" 200) . "200")
+ (("%+Z" 2) . "+2")
+ (("%+4Z" 2) . " +2")
+ (("% Z" 2) . " 2")
+ (("%Z" -2) . "-2")
+ (("% Z" -2) . "-2")
+ (("%+Z" -2) . "-2")
+ (("%-4Z" 2) . "2 ")
+ (("%.2Z" 2) . "02")
+ (("%4.2Z" 2) . " 02")
+ (("%04.2Z" 2) . " 02")
+ (("%-4.2Z" 2) . "02 ")
+ (("%0-4.2Z" 2) . "02 ")
+ (("%Z" (factorial 20)) .
+ "2432902008176640000")
+ (("%40Z" (factorial 20)) .
+ " 2432902008176640000")
+ (("%-40Z" (factorial 20)) .
+ "2432902008176640000 ")
+ (("%.40Z" (factorial 20)) .
+ "0000000000000000000002432902008176640000")
+ (("%040Z" (factorial 20)) .
+ "0000000000000000000002432902008176640000")
+ (("%.8Z" (factorial 20)) .
+ "2432902008176640000")
+ (("%08Z" (factorial 20)) .
+ "2432902008176640000")
+ (("%24.8Z" (factorial 20)) .
+ " 2432902008176640000")
+ (("%36.28Z" (factorial 20)) .
+ " 0000000002432902008176640000")
+ (("%036.28d" (factorial 20)) .
+ " 0000000002432902008176640000")
+ (("%0-36.28d" (factorial 20)) .
+ "0000000002432902008176640000 ")
+
+ ;; now the same with the %d specifier
+ (("%d" 2) . "2")
+ (("%2d" 2) . " 2")
+ (("%2d" 200) . "200")
+ (("%+d" 2) . "+2")
+ (("%+4d" 2) . " +2")
+ (("% d" 2) . " 2")
+ (("%d" -2) . "-2")
+ (("% d" -2) . "-2")
+ (("%+d" -2) . "-2")
+ (("%-4d" 2) . "2 ")
+ (("%.2d" 2) . "02")
+ (("%4.2d" 2) . " 02")
+ (("%04.2d" 2) . " 02")
+ (("%-4.2d" 2) . "02 ")
+ (("%0-4.2d" 2) . "02 ")
+ (("%d" (factorial 20)) . "2432902008176640000")
+ (("%40d" (factorial 20)) .
+ " 2432902008176640000")
+ (("%-40d" (factorial 20)) .
+ "2432902008176640000 ")
+ (("%.40d" (factorial 20)) .
+ "0000000000000000000002432902008176640000")
+ (("%040d" (factorial 20)) .
+ "0000000000000000000002432902008176640000")
+ (("%.8d" (factorial 20)) . "2432902008176640000")
+ (("%24.8d" (factorial 20)) . " 2432902008176640000")
+ (("%36.28d" (factorial 20)) .
+ " 0000000002432902008176640000")
+ (("%036.28d" (factorial 20)) .
+ " 0000000002432902008176640000")
+ (("%0-36.28d" (factorial 20)) .
+ "0000000002432902008176640000 ")
+
+ ;; testing base converters on big ints
+ ;; moved to format-tests
)))
(mapc #'(lambda (f)
- (let ((format (cons 'format (car f)))
- (expected (cdr f)))
- (eval `(Assert (string= ,format ,expected)))))
- forms)))
+ (let ((format (cons 'format (car f)))
+ (expected (cdr f)))
+ (eval `(Assert (string= ,format ,expected)))))
+ forms)))
;; now testing bigq formatting
(when (featurep 'bigq)
(let ((forms
- '((("%Q" 2) . "2")
- (("%2Q" 2) . " 2")
- (("%2Q" 200) . "200")
- (("%+Q" 2) . "+2")
- (("% Q" 2) . " 2")
- (("% +Q" 2) . "+2")
- (("%+ Q" 2) . "+2")
- (("%Q" -2) . "-2")
- (("% Q" -2) . "-2")
- (("%+Q" -2) . "-2")
- (("% +Q" -2) . "-2")
- (("%+ Q" -2) . "-2")
- (("%-4Q" 2) . "2 ")
- (("%.2Q" 2) . "2")
- (("%4.2Q" 2) . " 2")
- (("%-4.2Q" 2) . "2 ")
-
- ;; testing with proper fractions
- (("%Q" 2/3) . "2/3")
- (("%5Q" 2/3) . " 2/3")
- (("%5.5Q" 2/3) . " 2/3")
- (("%+Q" 2/3) . "+2/3")
- (("% Q" 2/3) . " 2/3")
- (("% +Q" 2/3) . "+2/3")
- (("%+ Q" 2/3) . "+2/3")
- (("%Q" (float 1.5)) . "3/2")
- (("%Q" (float 0.66666)) . "3002369727582815/4503599627370496")
- (("%-10Q" 2/3) . "2/3 ")
-
- ;; testing coercion to Z
- (("%d" 4/3) . "1")
- (("%Z" 2/3) . "0"))))
+ '((("%Q" 2) . "2")
+ (("%2Q" 2) . " 2")
+ (("%2Q" 200) . "200")
+ (("%+Q" 2) . "+2")
+ (("% Q" 2) . " 2")
+ (("% +Q" 2) . "+2")
+ (("%+ Q" 2) . "+2")
+ (("%Q" -2) . "-2")
+ (("% Q" -2) . "-2")
+ (("%+Q" -2) . "-2")
+ (("% +Q" -2) . "-2")
+ (("%+ Q" -2) . "-2")
+ (("%-4Q" 2) . "2 ")
+ (("%.2Q" 2) . "2")
+ (("%4.2Q" 2) . " 2")
+ (("%-4.2Q" 2) . "2 ")
+
+ ;; testing with proper fractions
+ (("%Q" 2/3) . "2/3")
+ (("%5Q" 2/3) . " 2/3")
+ (("%5.5Q" 2/3) . " 2/3")
+ (("%+Q" 2/3) . "+2/3")
+ (("% Q" 2/3) . " 2/3")
+ (("% +Q" 2/3) . "+2/3")
+ (("%+ Q" 2/3) . "+2/3")
+ (("%Q" (float 1.5)) . "3/2")
+ (("%Q" (float 0.66666)) . "3002369727582815/4503599627370496")
+ (("%-10Q" 2/3) . "2/3 ")
+
+ ;; testing coercion to Z
+ (("%d" 4/3) . "1")
+ (("%Z" 2/3) . "0"))))
(mapc #'(lambda (f)
- (let ((format (cons 'format (car f)))
- (expected (cdr f)))
- (eval `(Assert (string= ,format ,expected)))))
- forms)))
+ (let ((format (cons 'format (car f)))
+ (expected (cdr f)))
+ (eval `(Assert (string= ,format ,expected)))))
+ forms)))
(when (featurep 'bigfr)
(let ((forms
- '((("%f" (exp 1)) . "2.718282")
- (("%2.2f" (exp 1)) . "2.72")
- ;; this test uses a wrong output string deliberately
- ;; it's wrong because the precision of IEEE-754 doubles is
- ;; not enough to have 20 correct digits in the fractional part
- ;; however, since we _can_ have long doubles now, this test
- ;; is no longer feasible since lisp should know a shit about
- ;; the internal representation of fpfloats. -hroptatyr
- ;;(("%2.20f" (exp 1)) . "2.71828182845904509080")
-
- ;; now testing with %F
- (("%F" (exp 1)) . "2.718281828459045235360287471352662497759")
- (("%2.2F" (exp 1)) . "2.71")
- (("%+2.2F" (exp 1)) . "+2.71")
- (("%10.0F" (exp 1)) . " 2")
- (("%10.1F" (exp 1)) . " 2.7")
- (("%12.12F" (exp 1)) . "2.718281828459")
- (("%30.12F" (exp 1)) . " 2.718281828459")
- (("%5.5F" (exp 13)) . "442413.39200")
- (("%F" (/ (exp 1))) .
- "0.3678794411714423215955237701614608674462")
- (("%2.2F" (/ (exp 1))) . "0.36")
- (("%3.3F" (/ (exp 1))) . "0.367")
- (("%.5F" (bigfr 1)) . "1.00000")
-
- (("%.4F" (bigfr 23213231 25)) . "23213231.0000")
- ;; stupid assumption
- ;;(("%.4F" (bigfr 23213231 8)) . "23200000.0000")
- (("%Z" (bigfr 23213231 25)) . "23213231")
- (("%Z" (bigfr 23213231 8)) . "23199744")
-
- (("%+.4f" 2) . "+2.0000")
- (("%+.4F" 2) . "+2.0000")
- (("% .4F" 2) . " 2.0000")
- (("%+10.4F" 2) . " +2.0000")))
- (default-real-precision 128))
+ '((("%f" (exp 1)) . "2.718282")
+ (("%2.2f" (exp 1)) . "2.72")
+ ;; this test uses a wrong output string deliberately
+ ;; it's wrong because the precision of IEEE-754 doubles is
+ ;; not enough to have 20 correct digits in the fractional part
+ ;; however, since we _can_ have long doubles now, this test
+ ;; is no longer feasible since lisp should know a shit about
+ ;; the internal representation of fpfloats. -hroptatyr
+ ;;(("%2.20f" (exp 1)) . "2.71828182845904509080")
+
+ ;; now testing with %F
+ (("%F" (exp 1)) . "2.718281828459045235360287471352662497759")
+ (("%2.2F" (exp 1)) . "2.71")
+ (("%+2.2F" (exp 1)) . "+2.71")
+ (("%10.0F" (exp 1)) . " 2")
+ (("%10.1F" (exp 1)) . " 2.7")
+ (("%12.12F" (exp 1)) . "2.718281828459")
+ (("%30.12F" (exp 1)) . " 2.718281828459")
+ (("%5.5F" (exp 13)) . "442413.39200")
+ (("%F" (/ (exp 1))) .
+ "0.3678794411714423215955237701614608674462")
+ (("%2.2F" (/ (exp 1))) . "0.36")
+ (("%3.3F" (/ (exp 1))) . "0.367")
+ (("%.5F" (bigfr 1)) . "1.00000")
+
+ (("%.4F" (bigfr 23213231 25)) . "23213231.0000")
+ ;; stupid assumption
+ ;;(("%.4F" (bigfr 23213231 8)) . "23200000.0000")
+ (("%Z" (bigfr 23213231 25)) . "23213231")
+ (("%Z" (bigfr 23213231 8)) . "23199744")
+
+ (("%+.4f" 2) . "+2.0000")
+ (("%+.4F" 2) . "+2.0000")
+ (("% .4F" 2) . " 2.0000")
+ (("%+10.4F" 2) . " +2.0000")))
+ (default-real-precision 128))
(mapc #'(lambda (f)
- (let ((format (cons 'format (car f)))
- (expected (cdr f)))
- (eval `(Assert (string= ,format ,expected)))))
- forms)))
+ (let ((format (cons 'format (car f)))
+ (expected (cdr f)))
+ (eval `(Assert (string= ,format ,expected)))))
+ forms)))
(when (featurep 'bigg)
(let ((forms
- '((("%B" 2+i) . "2+1i")
- (("%+B" 2+i) . "+2+1i")
- (("% B" 2+i) . " 2+1i")
- (("%B" 2+i) .
- (format "%Z%+Zi" (real-part 2+i) (imaginary-part 2+i)))
- (("%B" 1) . "1+0i")
- (("%+10.4B" 1.2) . " +0001 +0000i")
- (("%-10.4B" 0+2i) . "0000 +0002 i"))))
+ '((("%B" 2+i) . "2+1i")
+ (("%+B" 2+i) . "+2+1i")
+ (("% B" 2+i) . " 2+1i")
+ (("%B" 2+i) .
+ (format "%Z%+Zi" (real-part 2+i) (imaginary-part 2+i)))
+ (("%B" 1) . "1+0i")
+ (("%+10.4B" 1.2) . " +0001 +0000i")
+ (("%-10.4B" 0+2i) . "0000 +0002 i"))))
(mapc #'(lambda (f)
- (let ((format (cons 'format (car f)))
- (expected (cdr f)))
- (eval `(Assert (string= ,format ,expected)))))
- forms))
+ (let ((format (cons 'format (car f)))
+ (expected (cdr f)))
+ (eval `(Assert (string= ,format ,expected)))))
+ forms))
;; Gaussian numbers shall not be coerced to comparables
(Check-Error domain-error (format "%d" 1+i))
(when (featurep 'bigc)
(let ((forms
- '((("%.2C" 2+i) . "2.00+1.00i")
- (("%+.2C" 2+i) . "+2.00+1.00i")
- (("% .2C" 2+i) . " 2.00+1.00i")
- (("%.2C" 2+i) .
- (format "%.2F%+.2Fi" (real-part 2+i) (imaginary-part 2+i)))
- (("%.2C" 1) . "1.00+0.00i")
- (("%+10.4C" 1.5) . " +1.5000 +0.0000i")
- (("%-10.4C" 0+2i) . "0.0000 +2.0000 i"))))
+ '((("%.2C" 2+i) . "2.00+1.00i")
+ (("%+.2C" 2+i) . "+2.00+1.00i")
+ (("% .2C" 2+i) . " 2.00+1.00i")
+ (("%.2C" 2+i) .
+ (format "%.2F%+.2Fi" (real-part 2+i) (imaginary-part 2+i)))
+ (("%.2C" 1) . "1.00+0.00i")
+ (("%+10.4C" 1.5) . " +1.5000 +0.0000i")
+ (("%-10.4C" 0+2i) . "0.0000 +2.0000 i"))))
(mapc #'(lambda (f)
- (let ((format (cons 'format (car f)))
- (expected (cdr f)))
- (eval `(Assert (string= ,format ,expected)))))
- forms))
+ (let ((format (cons 'format (car f)))
+ (expected (cdr f)))
+ (eval `(Assert (string= ,format ,expected)))))
+ forms))
;; complex numbers shall not be coerced to comparables
(Check-Error domain-error (format "%d" (sqrt -2)))
(when (featurep 'bigz)
;;; addition
(let ((sums '((1 2 3)
- (12332112344321 10000000000000 22332112344321)
- (12332112344321 1 12332112344322)
- (1 12332112344321 12332112344322)
- (10101010101010 1010101010101 11111111111111)
+ (12332112344321 10000000000000 22332112344321)
+ (12332112344321 1 12332112344322)
+ (1 12332112344321 12332112344322)
+ (10101010101010 1010101010101 11111111111111)
(-10101010101010 10101010101010 0)))
- (prods '((2 3 6)
- (1002004002001 402010204 402815833253238418204)
+ (prods '((2 3 6)
+ (1002004002001 402010204 402815833253238418204)
(-1002004002001 402010204 -402815833253238418204)))
(pows-!clslash
'((2 2 4)
(32 32 1461501637330902918203684832716283019655932542976)
(32 -32 1/1461501637330902918203684832716283019655932542976)))))
(mapc #'(lambda (sum)
- (eval `(Assert (= (+ ,(car sum) ,(cadr sum)) ,(caddr sum))))
- (eval `(Assert (= (- ,(caddr sum) ,(cadr sum)) ,(car sum))))
+ (eval `(Assert (= (+ ,(car sum) ,(cadr sum)) ,(caddr sum))))
+ (eval `(Assert (= (- ,(caddr sum) ,(cadr sum)) ,(car sum))))
(unless (bigzp (caddr sum))
(eval `(Assert (= (bigz (+ (bigz ,(car sum))
(bigz ,(cadr sum))))
;; | a + b | <= |a| + |b|
(eval `(Assert (<= (abs (+ ,(car sum) ,(cadr sum)))
(+ (abs ,(car sum)) (abs ,(cadr sum))))))))
- sums)
+ sums)
(mapc #'(lambda (prod)
- (eval `(Assert (= (* ,(car prod) ,(cadr prod)) ,(caddr prod))))
- (eval `(Assert (= (/ ,(caddr prod) ,(cadr prod)) ,(car prod))))
+ (eval `(Assert (= (* ,(car prod) ,(cadr prod)) ,(caddr prod))))
+ (eval `(Assert (= (/ ,(caddr prod) ,(cadr prod)) ,(car prod))))
(unless (bigzp (caddr prod))
(eval `(Assert (= (bigz (* (bigz ,(car prod))
(bigz ,(cadr prod))))
;; | a b | = |a| |b|
(eval `(Assert (= (abs (* ,(car prod) ,(cadr prod)))
(* (abs ,(car prod)) (abs ,(cadr prod))))))))
- prods)
+ prods)
(let ((common-lisp-slash nil))
(mapc #'(lambda (pow)
(eval `(Assert (= (^ ,(car pow) ,(cadr pow)) ,(caddr pow))))
(Assert (= 16 (% (coerce -1 'bigz) 17)))
(dotimes (j 30)
(let ((x (random))
- (y (- (random))))
+ (y (- (random))))
(eval `(Assert (= ,x (+ (% ,x 17) (* (/ ,x 17) 17)))))
(eval `(Assert (= (- ,x) (+ (% (- ,x) 17) (* (/ (- ,x) 17) 17)))))
(let ((z (+ (% y 17) (* (/ y 17) 17))))
- (if (bigzp y)
- (eval `(Assert (= ,y (- ,z 17))))
- (eval `(Assert (= ,y z)))))
+ (if (bigzp y)
+ (eval `(Assert (= ,y (- ,z 17))))
+ (eval `(Assert (= ,y z)))))
))
;;; remove-factor
(rf-1 `(factorial ,(1- i))))
;; check if (factorial i) == 1*2*...*i
(eval `(Assert (= ,rf (* ,i ,rf-1))))
- (if (featurep 'mpfr)
- (eval `(Assert (> (log ,rf) (- (* ,i (log ,i)) ,i))))
- (eval `(Assert (or (> (log ,rf) (- (* ,i (log ,i)) ,i))
- (eq +infinity (log ,rf))))))))
+ (if (featurep 'mpfr)
+ (eval `(Assert (> (log ,rf) (- (* ,i (log ,i)) ,i))))
+ (eval `(Assert (or (> (log ,rf) (- (* ,i (log ,i)) ,i))
+ (eq +infinity (log ,rf))))))))
'(60 100 120 150 200 300 500 1000))
(mapc #'(lambda (i)
(eval `(Check-Error wrong-type-argument (factorial ,i))))
(when (featurep 'bigq)
;;; addition
(let ((sums '((1/2 2/3 7/6)
- (1233211/2344321 10000/125897 25528682181/42163282991)
- (12332112344321/2 1 12332112344323/2)
- (1/3 12332112344321 36996337032964/3)
- (10101/10101 101589/101589 2/1)
+ (1233211/2344321 10000/125897 25528682181/42163282991)
+ (12332112344321/2 1 12332112344323/2)
+ (1/3 12332112344321 36996337032964/3)
+ (10101/10101 101589/101589 2/1)
(-100/99 -50/51 -3350/1683)))
- (prods '((2/3 3/4 1/2)
- (1002004/2001 5/2 2505010/2001)
+ (prods '((2/3 3/4 1/2)
+ (1002004/2001 5/2 2505010/2001)
(-1002004/2001 5/2 -2505010/2001)))
(pows '((2/3 2 4/9)
(-4/10 4 256/10000)
(7/3 -16 43046721/33232930569601))))
(mapc #'(lambda (sum)
- (eval `(Assert (= (+ ,(car sum) ,(cadr sum)) ,(caddr sum))))
- (eval `(Assert (= (- ,(caddr sum) ,(cadr sum)) ,(car sum))))
+ (eval `(Assert (= (+ ,(car sum) ,(cadr sum)) ,(caddr sum))))
+ (eval `(Assert (= (- ,(caddr sum) ,(cadr sum)) ,(car sum))))
(unless (bigqp (caddr sum))
(eval `(Assert (= (bigq (+ (bigq ,(car sum))
(bigq ,(cadr sum))))
;; | a + b | <= |a| + |b|
(eval `(Assert (<= (abs (+ ,(car sum) ,(cadr sum)))
(+ (abs ,(car sum)) (abs ,(cadr sum))))))))
- sums)
+ sums)
(mapc #'(lambda (prod)
- (eval `(Assert (= (* ,(car prod) ,(cadr prod)) ,(caddr prod))))
- (eval `(Assert (= (/ ,(caddr prod) ,(cadr prod)) ,(car prod))))
+ (eval `(Assert (= (* ,(car prod) ,(cadr prod)) ,(caddr prod))))
+ (eval `(Assert (= (/ ,(caddr prod) ,(cadr prod)) ,(car prod))))
(unless (bigqp (caddr prod))
(eval `(Assert (= (bigq (* (bigq ,(car prod))
(bigq ,(cadr prod))))
;; | a b | = |a| |b|
(eval `(Assert (= (abs (* ,(car prod) ,(cadr prod)))
(* (abs ,(car prod)) (abs ,(cadr prod))))))))
- prods)
+ prods)
(mapc #'(lambda (pow)
- (eval `(Assert (= (^ ,(car pow) ,(cadr pow)) ,(caddr pow))))
+ (eval `(Assert (= (^ ,(car pow) ,(cadr pow)) ,(caddr pow))))
(eval `(Assert (= (bigq (^ (bigq ,(car pow))
,(cadr pow)))
(bigq ,(caddr pow))))))
- pows)))
+ pows)))
;; ceil/floor stuff
(let ((one-arg-floor-list `((0 0)
- (1 1)
- (-1 -1)
- (7.4 7)
- (-7.4 -8))))
+ (1 1)
+ (-1 -1)
+ (7.4 7)
+ (-7.4 -8))))
(when (featurep 'bigz)
(setq one-arg-floor-list
- (append one-arg-floor-list
- `((,(factorial 20) ,(factorial 20))
- (,(- (factorial 20)) ,(- (factorial 20)))))))
+ (append one-arg-floor-list
+ `((,(factorial 20) ,(factorial 20))
+ (,(- (factorial 20)) ,(- (factorial 20)))))))
(when (featurep 'bigq)
(setq one-arg-floor-list
- (append one-arg-floor-list
- `((1/2 0)
- (-1/2 -1)
- (40/3 13)
- (-40/3 -14)))))
+ (append one-arg-floor-list
+ `((1/2 0)
+ (-1/2 -1)
+ (40/3 13)
+ (-40/3 -14)))))
(when (featurep 'bigf)
(setq one-arg-floor-list
- (append one-arg-floor-list
- `((,(bigf 7.4) 7)
- (,(bigf -7.4) -8)))))
+ (append one-arg-floor-list
+ `((,(bigf 7.4) 7)
+ (,(bigf -7.4) -8)))))
(when (featurep 'bigfr)
(setq one-arg-floor-list
- (append one-arg-floor-list
- `((,(bigfr 7.4) 7)
- (,(bigfr -7.4) -8)
- (,(sqrt 2) 1)
- (,(log 2) 0)
- (,(log 0.1) -3)))))
+ (append one-arg-floor-list
+ `((,(bigfr 7.4) 7)
+ (,(bigfr -7.4) -8)
+ (,(sqrt 2) 1)
+ (,(log 2) 0)
+ (,(log 0.1) -3)))))
(mapc #'(lambda (arg-list)
- (eval `(Assert (= (floor ,(car arg-list))
- ,(cadr arg-list)))))
- one-arg-floor-list))
+ (eval `(Assert (= (floor ,(car arg-list))
+ ,(cadr arg-list)))))
+ one-arg-floor-list))
(let ((two-arg-floor-list `((0 1 0)
- (1 2 0)
- (-1 2 -1)
- (7.4 2 3)
- (-7.4 2 -4))))
+ (1 2 0)
+ (-1 2 -1)
+ (7.4 2 3)
+ (-7.4 2 -4))))
(when (featurep 'bigz)
(setq two-arg-floor-list
- (append two-arg-floor-list
- `((,(factorial 20) 100001 24328776793998)
- (,(- (factorial 20)) 100001 -24328776793999)))))
+ (append two-arg-floor-list
+ `((,(factorial 20) 100001 24328776793998)
+ (,(- (factorial 20)) 100001 -24328776793999)))))
(when (featurep 'bigq)
(setq two-arg-floor-list
- (append two-arg-floor-list
- `((1/2 2 0)
- (1/2 1/2 1)
- (2 -1/2 -4)
- (3/2 -1/3 -5)
- (40/3 1/5 66)
- (40/3 -1/5 -67)))))
+ (append two-arg-floor-list
+ `((1/2 2 0)
+ (1/2 1/2 1)
+ (2 -1/2 -4)
+ (3/2 -1/3 -5)
+ (40/3 1/5 66)
+ (40/3 -1/5 -67)))))
(when (featurep 'bigf)
(setq two-arg-floor-list
- (append two-arg-floor-list
- `((,(bigf 1) 2 0)
- (2 ,(bigf 0.5) 4)
- (,(bigf 3880.5) 2 1940)
- (,(bigf -3880.5) 2 -1941)))))
+ (append two-arg-floor-list
+ `((,(bigf 1) 2 0)
+ (2 ,(bigf 0.5) 4)
+ (,(bigf 3880.5) 2 1940)
+ (,(bigf -3880.5) 2 -1941)))))
(when (featurep 'bigfr)
(setq two-arg-floor-list
- (append two-arg-floor-list
- `((,(bigfr 1) 2 0)
- (2 ,(bigfr 0.5) 4)
- (,(sqrt 12) 2 1)
- (1 (log 1.2) 5)
- (,(exp 37) 37 316733577643313)))))
+ (append two-arg-floor-list
+ `((,(bigfr 1) 2 0)
+ (2 ,(bigfr 0.5) 4)
+ (,(sqrt 12) 2 1)
+ (1 (log 1.2) 5)
+ (,(exp 37) 37 316733577643313)))))
(mapc #'(lambda (arg-list)
- (eval `(Assert (= (floor ,(car arg-list) ,(cadr arg-list))
- ,(caddr arg-list)))))
- two-arg-floor-list))
+ (eval `(Assert (= (floor ,(car arg-list) ,(cadr arg-list))
+ ,(caddr arg-list)))))
+ two-arg-floor-list))
;;-----------------------------------------------------
-;; Testing relations
+;; Testing relations
;;-----------------------------------------------------
(when (featurep 'ent)
(let ((ones)
- (twos))
+ (twos))
(and (featurep 'bigz)
- (add-to-list 'ones (coerce 1 'bigz))
- (add-to-list 'twos (coerce 2 'bigz)))
+ (add-to-list 'ones (coerce 1 'bigz))
+ (add-to-list 'twos (coerce 2 'bigz)))
(and (featurep 'bigq)
- (add-to-list 'ones 101/100)
- (add-to-list 'twos 202/100))
+ (add-to-list 'ones 101/100)
+ (add-to-list 'twos 202/100))
(and (featurep 'bigf)
- (add-to-list 'ones (coerce 1.01 'bigf))
- (add-to-list 'twos (coerce 2.02 'bigf)))
+ (add-to-list 'ones (coerce 1.01 'bigf))
+ (add-to-list 'twos (coerce 2.02 'bigf)))
(and (featurep 'bigfr)
- (add-to-list 'ones (coerce 1.01 'bigfr))
- (add-to-list 'twos (coerce 2.02 'bigfr)))
+ (add-to-list 'ones (coerce 1.01 'bigfr))
+ (add-to-list 'twos (coerce 2.02 'bigfr)))
(dolist (one ones)
(dolist (two twos)
- (eval `(Assert (< ,one ,two)))
- (eval `(Assert (<= ,one ,two)))
- (eval `(Assert (<= ,two ,two)))
- (eval `(Assert (> ,two ,one)))
- (eval `(Assert (>= ,two ,one)))
- (eval `(Assert (>= ,two ,two)))
- (eval `(Assert (/= ,one ,two)))
- (eval `(Assert (not (/= ,two ,two))))
- (eval `(Assert (not (< ,one ,one))))
- (eval `(Assert (not (> ,one ,one))))
- (eval `(Assert (<= ,one ,one ,two ,two)))
- (eval `(Assert (not (< ,one ,one ,two ,two))))
- (eval `(Assert (>= ,two ,two ,one ,one)))
- (eval `(Assert (not (> ,two ,two ,one ,one))))
- (eval `(Assert (= ,one ,one ,one)))
- (eval `(Assert (not (= ,one ,one ,one ,two))))
- (eval `(Assert (not (/= ,one ,two ,one))))
- ))
+ (eval `(Assert (< ,one ,two)))
+ (eval `(Assert (<= ,one ,two)))
+ (eval `(Assert (<= ,two ,two)))
+ (eval `(Assert (> ,two ,one)))
+ (eval `(Assert (>= ,two ,one)))
+ (eval `(Assert (>= ,two ,two)))
+ (eval `(Assert (/= ,one ,two)))
+ (eval `(Assert (not (/= ,two ,two))))
+ (eval `(Assert (not (< ,one ,one))))
+ (eval `(Assert (not (> ,one ,one))))
+ (eval `(Assert (<= ,one ,one ,two ,two)))
+ (eval `(Assert (not (< ,one ,one ,two ,two))))
+ (eval `(Assert (>= ,two ,two ,one ,one)))
+ (eval `(Assert (not (> ,two ,two ,one ,one))))
+ (eval `(Assert (= ,one ,one ,one)))
+ (eval `(Assert (not (= ,one ,one ,one ,two))))
+ (eval `(Assert (not (/= ,one ,two ,one))))
+ ))
(when (featurep 'bigc)
;; now check complexes, these are not comparable
(dolist (one ones)
- (eval `(Check-Error relation-error (< ,one 1+i)))
- (eval `(Check-Error relation-error (<= ,one 1+i)))
- (eval `(Check-Error relation-error (<= 1+i 1+i)))
- (eval `(Check-Error relation-error (> ,one 1+i)))
- (eval `(Check-Error relation-error (>= ,one 1+i)))
- (eval `(Check-Error relation-error (>= 1+i 1+i)))
- (eval `(Check-Error relation-error (not (/= ,one 1+i))))
- (eval `(Check-Error relation-error (= ,one 1+i)))
- ))))
+ (eval `(Check-Error relation-error (< ,one 1+i)))
+ (eval `(Check-Error relation-error (<= ,one 1+i)))
+ (eval `(Check-Error relation-error (<= 1+i 1+i)))
+ (eval `(Check-Error relation-error (> ,one 1+i)))
+ (eval `(Check-Error relation-error (>= ,one 1+i)))
+ (eval `(Check-Error relation-error (>= 1+i 1+i)))
+ (eval `(Check-Error relation-error (not (/= ,one 1+i))))
+ (eval `(Check-Error relation-error (= ,one 1+i)))
+ ))))
;;-----------------------------------------------------
;; Testing infinities
(funcall ASSERT-EQUAL+=-nc '(+ +infinity complex-infinity) 'not-a-number)
(funcall ASSERT-EQUAL+=-nc '(+ -infinity complex-infinity) 'not-a-number)
(funcall ASSERT-EQUAL+=
- '(+ complex-infinity complex-infinity) complex-infinity)
+ '(+ complex-infinity complex-infinity) complex-infinity)
(funcall ASSERT-EQUAL+=-nc '(+ 0 not-a-number) 'not-a-number)
(funcall ASSERT-EQUAL+=-nc '(+ 1 not-a-number) 'not-a-number)
(funcall ASSERT-EQUAL+=-nc '(^ +infinity -infinity) 'not-a-number)
(funcall ASSERT-EQUAL+=-nc '(^ -infinity -infinity) 'not-a-number)
(funcall ASSERT-EQUAL+= '(^ complex-infinity -infinity) 'complex-infinity)
-
+
(funcall ASSERT-EQUAL+= '(^ 0 complex-infinity) 'complex-infinity)
(funcall ASSERT-EQUAL+= '(^ 1 complex-infinity) 'complex-infinity)
(funcall ASSERT-EQUAL+= '(^ -1 complex-infinity) 'complex-infinity)
;; testing lifts
(let ((lift-types
(remove-if-not
- #'(lambda (type)
- (condition-case nil
- (coerce-number 0 type)
- (error nil)))
- '(int bigz integer bigq rational bigf bigfr float real
- bigc quatern))))
+ #'(lambda (type)
+ (condition-case nil
+ (coerce-number 0 type)
+ (error nil)))
+ '(int bigz integer bigq rational bigf bigfr float real
+ bigc quatern))))
(mapc-internal
#'(lambda (type)
(eval `(Assert (zerop (coerce-number 0 ',type))))
;; lifts are idempotent
(eval `(Assert-Equal
- (coerce-number 0 ',type)
- (coerce-number (coerce-number 0 ',type) ',type)))
+ (coerce-number 0 ',type)
+ (coerce-number (coerce-number 0 ',type) ',type)))
(eval `(Assert-Equal
- (coerce-number 1 ',type)
- (coerce-number (coerce-number 1 ',type) ',type)))
+ (coerce-number 1 ',type)
+ (coerce-number (coerce-number 1 ',type) ',type)))
(eval `(Assert (= (coerce-number 0 ',type)
- (coerce-number (coerce-number 0 ',type) ',type))))
+ (coerce-number (coerce-number 0 ',type) ',type))))
(eval `(Assert (= (coerce-number 1 ',type)
- (coerce-number (coerce-number 1 ',type) ',type))))
+ (coerce-number (coerce-number 1 ',type) ',type))))
;; lifts are homomorphic wrt negation (equal'ity needs not hold)
(eval `(Assert (= (coerce-number -1 ',type)
- (- (coerce-number 1 ',type)))))
+ (- (coerce-number 1 ',type)))))
;; infinity lifts
(eval `(Assert (indefinitep (coerce-number +infinity ',type))))
(eval `(Assert (= +infinity (coerce-number +infinity ',type))))
(eval `(Assert (= -infinity (coerce-number -infinity ',type))))
(if (comparablep (coerce-number 0 type))
- (eval `(Check-Error domain-error
- (coerce-number complex-infinity ',type)))
- (eval `(Assert (infinityp
- (coerce-number complex-infinity ',type))))
- (eval `(Assert (= complex-infinity
- (coerce-number complex-infinity ',type)))))
+ (eval `(Check-Error domain-error
+ (coerce-number complex-infinity ',type)))
+ (eval `(Assert (infinityp
+ (coerce-number complex-infinity ',type))))
+ (eval `(Assert (= complex-infinity
+ (coerce-number complex-infinity ',type)))))
(eval `(Check-Error domain-error
- (coerce-number not-a-number ',type))))
+ (coerce-number not-a-number ',type))))
lift-types))
;; testing string conversion
cosh sinh tanh sech csch coth
acosh asinh atanh
erf erfc log-gamma))
- (more-funs '(abs sqrt cbrt log log10 log2
+ (more-funs '(abs sqrt cbrt log log10 log2
ceiling truncate round
ffloor fceiling ftruncate fround
next-prime
(eval `(Check-Error wrong-type-argument (,fun ,val))))
vals))
'(;;logb
- logand logior logxor lognot)))
+ logand logior logxor lognot)))
(when (featurep 'bigz)
(bigcs (when (featurep 'bigc)
(list 2.3+1.22i (make-bigc (exp 1) (exp 1)) (bigc 0)))))
(mapc #'(lambda (cat)
- (mapc #'(lambda (num)
+ (mapc #'(lambda (num)
;; zeroes
- (eval `(Assert (zerop (zero ,num))))
+ (eval `(Assert (zerop (zero ,num))))
(when (comparablep num)
(eval `(Assert (= (+ (zero ,num) ,num) ,num)))
(eval `(Assert (= (* (zero ,num) ,num) (zero ,num)))))
(eval `(Assert
(equal (* (zero ,num) ,num) (zero ,num)))))
;; ones
- (eval `(Assert (onep (one ,num))))
- (eval `(Assert (zerop (1- (one ,num)))))
- (eval `(Assert (onep (1+ (zero ,num)))))
+ (eval `(Assert (onep (one ,num))))
+ (eval `(Assert (zerop (1- (one ,num)))))
+ (eval `(Assert (onep (1+ (zero ,num)))))
(when (comparablep num)
(eval `(Assert (= (* (one ,num) ,num) ,num)))
(eval `(Assert (= (zero ,num) (1- (one ,num))))))
(unless (comparablep num)
(eval `(Assert-Equal (* (one ,num) ,num) ,num))
(eval `(Assert-Equal (zero ,num) (1- (one ,num))))))
- (symbol-value cat)))
- '(ints bigzs bigqs floats bigfs bigfrs biggs bigcs)))
+ (symbol-value cat)))
+ '(ints bigzs bigqs floats bigfs bigfrs biggs bigcs)))
;;-----------------------------------------------------
(dotimes (i 1000 some)
(setq some
(or some (bigzp (random (factorial 20)))))))))
-
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
(set-extent-properties e props)
(put e 'detachable nil)
(Assert (not (get e 'detachable)))
-
+
(Assert (not (extent-detached-p e)))
(delete-region 4 5)
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;
;;; Synched up with: Not in FSF.
;;
;; floats
(let ((forms
'(1.0 1.00000 0.5 0.005 5.000005 4.0625 8.03125
- 9876.54321 10000.00001 12004.40021
- 1.5e+10 1.125e+11 1.0703125e+12
- 1.1e+15 1.2e+16 1.4e+20 1.45e+24
- 1.52e+28 1.55e+30 1.52105432e+31 1.5445633221e+32
- 1.7777777777777e+33 1.7777777777777776e+33
- 1.8999999999999e+33 1.999989999999999e+33
- 1.99999999e+35 1.9999999999e+36 1.999999999999e+37
- 1.99999999999999e+38 1.999999999999999e+39
- 1.9999999999999999e+40 2.000000000000000000e+40
- 2.000000000000001e+42 2.000000000000009e+44
- 2.002000200002000002000000e+48
- 2.000000200000200002000200e+50
- 200000020000020000200020.0e+50
- 12345555555555555555.999999999e+60
- 12344444444444444444.999999999e+60
- 1234545454545454545454545454545.000
- 123454545454545454545454545454545454545454545.000
- 4444444444444.55555555555e+100
- 5555555555555.55555555555e+102
- 5555555555555.44444444444e+104
- 5555555555555.99999999998e+106
- 50505050505050505050505.0e+200
- 1e+300 1e+301 1e+302 -1e+300 -1e+301 -1e+302
- 1e+304 -1e+304 1e+305 -1e+305 1e+306 -1e+306
- 1e+307 2e+307 8e+307 -8e+307
- 1e+308 -1e+308 8e+308 -8e+308
- 1e+309 -1e+309 -8e+309 8e+309
- ;; we should be outta range of double floats
- 1.00e+310 2.50e+310 2.55e+310
- 2.125e+312 2.0004500045e+313 1.2e+314 1.2e+320
- 1.22229e+320 100e+320 101e+321 102e+322
- ;; we're still alive?
- most-positive-float most-negative-float
- ;; the following two may not work correctly if the number
- ;; distribution has many subnormal numbers
- ;;(1+ most-positive-float) (1- most-negative-float)
- ;;(1- most-positive-float) (1+ most-negative-float)
- 1.0e+340 1.0e+350 1.0e+380 1.0e+400
- 1.2e+300 1.2e+310 1.2e+320 1.2e+400
- 1.2e+2000 1.2e+3000 1.2e+4000 1.2e+5000))
+ 9876.54321 10000.00001 12004.40021
+ 1.5e+10 1.125e+11 1.0703125e+12
+ 1.1e+15 1.2e+16 1.4e+20 1.45e+24
+ 1.52e+28 1.55e+30 1.52105432e+31 1.5445633221e+32
+ 1.7777777777777e+33 1.7777777777777776e+33
+ 1.8999999999999e+33 1.999989999999999e+33
+ 1.99999999e+35 1.9999999999e+36 1.999999999999e+37
+ 1.99999999999999e+38 1.999999999999999e+39
+ 1.9999999999999999e+40 2.000000000000000000e+40
+ 2.000000000000001e+42 2.000000000000009e+44
+ 2.002000200002000002000000e+48
+ 2.000000200000200002000200e+50
+ 200000020000020000200020.0e+50
+ 12345555555555555555.999999999e+60
+ 12344444444444444444.999999999e+60
+ 1234545454545454545454545454545.000
+ 123454545454545454545454545454545454545454545.000
+ 4444444444444.55555555555e+100
+ 5555555555555.55555555555e+102
+ 5555555555555.44444444444e+104
+ 5555555555555.99999999998e+106
+ 50505050505050505050505.0e+200
+ 1e+300 1e+301 1e+302 -1e+300 -1e+301 -1e+302
+ 1e+304 -1e+304 1e+305 -1e+305 1e+306 -1e+306
+ 1e+307 2e+307 8e+307 -8e+307
+ 1e+308 -1e+308 8e+308 -8e+308
+ 1e+309 -1e+309 -8e+309 8e+309
+ ;; we should be outta range of double floats
+ 1.00e+310 2.50e+310 2.55e+310
+ 2.125e+312 2.0004500045e+313 1.2e+314 1.2e+320
+ 1.22229e+320 100e+320 101e+321 102e+322
+ ;; we're still alive?
+ most-positive-float most-negative-float
+ ;; the following two may not work correctly if the number
+ ;; distribution has many subnormal numbers
+ ;;(1+ most-positive-float) (1- most-negative-float)
+ ;;(1- most-positive-float) (1+ most-negative-float)
+ 1.0e+340 1.0e+350 1.0e+380 1.0e+400
+ 1.2e+300 1.2e+310 1.2e+320 1.2e+400
+ 1.2e+2000 1.2e+3000 1.2e+4000 1.2e+5000))
(failures
- ;; known errors (due to precision issues, not SXE's fault)
- '(1e-300 1e-301 1e-302 1e-303 1e-304 1e-305 1e-306
- 1e-307 1e-308 1e-309
- 2.5e-310 2.55e-311 2.55e-312
- 1.2e-320 1.201e-320 1.25e-320
- 1.22229e-320 100e-306 100e-307 100e-308 100e-309
- 100e-310 100e-311 100e-312 100e-313 100e-314 100e-315
- 100e-316 100e-317 100e-318 100e-319 100e-320 100e-321
- 100e-322 100e-323 100e-324 100e-325 100e-326 100e-327
- 100e-328 100e-329 100e-330 1.2e-330 1.25e-330
- 0.5e-306 0.5e-307 0.5e-308 0.5e-309 0.5e-310 0.5e-311
- 0.5e-312 0.5e-313 0.5e-314 0.5e-315 0.5e-316 0.5e-317
- 0.5e-318 0.5e-319 0.5e-320 0.5e-321 0.5e-322 0.5e-323)))
+ ;; known errors (due to precision issues, not SXE's fault)
+ '(1e-300 1e-301 1e-302 1e-303 1e-304 1e-305 1e-306
+ 1e-307 1e-308 1e-309
+ 2.5e-310 2.55e-311 2.55e-312
+ 1.2e-320 1.201e-320 1.25e-320
+ 1.22229e-320 100e-306 100e-307 100e-308 100e-309
+ 100e-310 100e-311 100e-312 100e-313 100e-314 100e-315
+ 100e-316 100e-317 100e-318 100e-319 100e-320 100e-321
+ 100e-322 100e-323 100e-324 100e-325 100e-326 100e-327
+ 100e-328 100e-329 100e-330 1.2e-330 1.25e-330
+ 0.5e-306 0.5e-307 0.5e-308 0.5e-309 0.5e-310 0.5e-311
+ 0.5e-312 0.5e-313 0.5e-314 0.5e-315 0.5e-316 0.5e-317
+ 0.5e-318 0.5e-319 0.5e-320 0.5e-321 0.5e-322 0.5e-323)))
(mapc-internal
#'(lambda (str)
(unless (or (infinityp (eval str)) (zerop (eval str)))
- (eval `(Assert (= (read (format "%f" ,str)) ,str)))
- (eval `(Assert (eql (read (format "%f" ,str)) ,str)))))
+ (eval `(Assert (= (read (format "%f" ,str)) ,str)))
+ (eval `(Assert (eql (read (format "%f" ,str)) ,str)))))
forms)
(mapc-internal
#'(lambda (str)
(unless (or (infinityp (eval str)) (zerop (eval str)))
- (eval `(Assert (not (= (read (format "%f" ,str)) ,str))))
- (eval `(Assert (not (eql (read (format "%f" ,str)) ,str))))))
+ (eval `(Assert (not (= (read (format "%f" ,str)) ,str))))
+ (eval `(Assert (not (eql (read (format "%f" ,str)) ,str))))))
failures))
;; now testing bigz formatting
(when (featurep 'bigz)
(let ((forms
- '((("%Z" 2) . "2")
- (("%2Z" 2) . " 2")
- (("%2Z" 200) . "200")
- (("%+Z" 2) . "+2")
- (("%+4Z" 2) . " +2")
- (("% Z" 2) . " 2")
- (("%Z" -2) . "-2")
- (("% Z" -2) . "-2")
- (("%+Z" -2) . "-2")
- (("%-4Z" 2) . "2 ")
- (("%.2Z" 2) . "02")
- (("%4.2Z" 2) . " 02")
- (("%04.2Z" 2) . " 02")
- (("%-4.2Z" 2) . "02 ")
- (("%0-4.2Z" 2) . "02 ")
- (("%Z" (factorial 20)) .
- "2432902008176640000")
- (("%40Z" (factorial 20)) .
- " 2432902008176640000")
- (("%-40Z" (factorial 20)) .
- "2432902008176640000 ")
- (("%.40Z" (factorial 20)) .
- "0000000000000000000002432902008176640000")
- (("%040Z" (factorial 20)) .
- "0000000000000000000002432902008176640000")
- (("%.8Z" (factorial 20)) .
- "2432902008176640000")
- (("%08Z" (factorial 20)) .
- "2432902008176640000")
- (("%24.8Z" (factorial 20)) .
- " 2432902008176640000")
- (("%36.28Z" (factorial 20)) .
- " 0000000002432902008176640000")
- (("%036.28d" (factorial 20)) .
- " 0000000002432902008176640000")
- (("%0-36.28d" (factorial 20)) .
- "0000000002432902008176640000 ")
-
- ;; now the same with the %d specifier
- (("%d" 2) . "2")
- (("%2d" 2) . " 2")
- (("%2d" 200) . "200")
- (("%+d" 2) . "+2")
- (("%+4d" 2) . " +2")
- (("% d" 2) . " 2")
- (("%d" -2) . "-2")
- (("% d" -2) . "-2")
- (("%+d" -2) . "-2")
- (("%-4d" 2) . "2 ")
- (("%.2d" 2) . "02")
- (("%4.2d" 2) . " 02")
- (("%04.2d" 2) . " 02")
- (("%-4.2d" 2) . "02 ")
- (("%0-4.2d" 2) . "02 ")
- (("%d" (factorial 20)) . "2432902008176640000")
- (("%40d" (factorial 20)) .
- " 2432902008176640000")
- (("%-40d" (factorial 20)) .
- "2432902008176640000 ")
- (("%.40d" (factorial 20)) .
- "0000000000000000000002432902008176640000")
- (("%040d" (factorial 20)) .
- "0000000000000000000002432902008176640000")
- (("%.8d" (factorial 20)) . "2432902008176640000")
- (("%24.8d" (factorial 20)) . " 2432902008176640000")
- (("%36.28d" (factorial 20)) .
- " 0000000002432902008176640000")
- (("%036.28d" (factorial 20)) .
- " 0000000002432902008176640000")
- (("%0-36.28d" (factorial 20)) .
- "0000000002432902008176640000 ")
-
- ;; testing base converters on big ints
+ '((("%Z" 2) . "2")
+ (("%2Z" 2) . " 2")
+ (("%2Z" 200) . "200")
+ (("%+Z" 2) . "+2")
+ (("%+4Z" 2) . " +2")
+ (("% Z" 2) . " 2")
+ (("%Z" -2) . "-2")
+ (("% Z" -2) . "-2")
+ (("%+Z" -2) . "-2")
+ (("%-4Z" 2) . "2 ")
+ (("%.2Z" 2) . "02")
+ (("%4.2Z" 2) . " 02")
+ (("%04.2Z" 2) . " 02")
+ (("%-4.2Z" 2) . "02 ")
+ (("%0-4.2Z" 2) . "02 ")
+ (("%Z" (factorial 20)) .
+ "2432902008176640000")
+ (("%40Z" (factorial 20)) .
+ " 2432902008176640000")
+ (("%-40Z" (factorial 20)) .
+ "2432902008176640000 ")
+ (("%.40Z" (factorial 20)) .
+ "0000000000000000000002432902008176640000")
+ (("%040Z" (factorial 20)) .
+ "0000000000000000000002432902008176640000")
+ (("%.8Z" (factorial 20)) .
+ "2432902008176640000")
+ (("%08Z" (factorial 20)) .
+ "2432902008176640000")
+ (("%24.8Z" (factorial 20)) .
+ " 2432902008176640000")
+ (("%36.28Z" (factorial 20)) .
+ " 0000000002432902008176640000")
+ (("%036.28d" (factorial 20)) .
+ " 0000000002432902008176640000")
+ (("%0-36.28d" (factorial 20)) .
+ "0000000002432902008176640000 ")
+
+ ;; now the same with the %d specifier
+ (("%d" 2) . "2")
+ (("%2d" 2) . " 2")
+ (("%2d" 200) . "200")
+ (("%+d" 2) . "+2")
+ (("%+4d" 2) . " +2")
+ (("% d" 2) . " 2")
+ (("%d" -2) . "-2")
+ (("% d" -2) . "-2")
+ (("%+d" -2) . "-2")
+ (("%-4d" 2) . "2 ")
+ (("%.2d" 2) . "02")
+ (("%4.2d" 2) . " 02")
+ (("%04.2d" 2) . " 02")
+ (("%-4.2d" 2) . "02 ")
+ (("%0-4.2d" 2) . "02 ")
+ (("%d" (factorial 20)) . "2432902008176640000")
+ (("%40d" (factorial 20)) .
+ " 2432902008176640000")
+ (("%-40d" (factorial 20)) .
+ "2432902008176640000 ")
+ (("%.40d" (factorial 20)) .
+ "0000000000000000000002432902008176640000")
+ (("%040d" (factorial 20)) .
+ "0000000000000000000002432902008176640000")
+ (("%.8d" (factorial 20)) . "2432902008176640000")
+ (("%24.8d" (factorial 20)) . " 2432902008176640000")
+ (("%36.28d" (factorial 20)) .
+ " 0000000002432902008176640000")
+ (("%036.28d" (factorial 20)) .
+ " 0000000002432902008176640000")
+ (("%0-36.28d" (factorial 20)) .
+ "0000000002432902008176640000 ")
+
+ ;; testing base converters on big ints
;; oct
- (("%o" (factorial 20)) . "207033167620255000000")
- (("%+o" (factorial 20)) . "+207033167620255000000")
- (("% o" (factorial 20)) . " 207033167620255000000")
- (("% +o" (factorial 20)) . "+207033167620255000000")
- (("%+ o" (factorial 20)) . "+207033167620255000000")
- (("%#o" (factorial 20)) . "0o207033167620255000000")
- (("%#+o" (factorial 20)) . "+0o207033167620255000000")
- (("%# o" (factorial 20)) . " 0o207033167620255000000")
- (("%# +o" (factorial 20)) . "+0o207033167620255000000")
- (("%#+ o" (factorial 20)) . "+0o207033167620255000000")
- (("%o" (- (factorial 20))) . "-207033167620255000000")
- (("%+o" (- (factorial 20))) . "-207033167620255000000")
- (("% o" (- (factorial 20))) . "-207033167620255000000")
- (("% +o" (- (factorial 20))) . "-207033167620255000000")
- (("%+ o" (- (factorial 20))) . "-207033167620255000000")
- (("%#o" (- (factorial 20))) . "-0o207033167620255000000")
- (("%#+o" (- (factorial 20))) . "-0o207033167620255000000")
- (("%# o" (- (factorial 20))) . "-0o207033167620255000000")
- (("%# +o" (- (factorial 20))) . "-0o207033167620255000000")
- (("%#+ o" (- (factorial 20))) . "-0o207033167620255000000")
+ (("%o" (factorial 20)) . "207033167620255000000")
+ (("%+o" (factorial 20)) . "+207033167620255000000")
+ (("% o" (factorial 20)) . " 207033167620255000000")
+ (("% +o" (factorial 20)) . "+207033167620255000000")
+ (("%+ o" (factorial 20)) . "+207033167620255000000")
+ (("%#o" (factorial 20)) . "0o207033167620255000000")
+ (("%#+o" (factorial 20)) . "+0o207033167620255000000")
+ (("%# o" (factorial 20)) . " 0o207033167620255000000")
+ (("%# +o" (factorial 20)) . "+0o207033167620255000000")
+ (("%#+ o" (factorial 20)) . "+0o207033167620255000000")
+ (("%o" (- (factorial 20))) . "-207033167620255000000")
+ (("%+o" (- (factorial 20))) . "-207033167620255000000")
+ (("% o" (- (factorial 20))) . "-207033167620255000000")
+ (("% +o" (- (factorial 20))) . "-207033167620255000000")
+ (("%+ o" (- (factorial 20))) . "-207033167620255000000")
+ (("%#o" (- (factorial 20))) . "-0o207033167620255000000")
+ (("%#+o" (- (factorial 20))) . "-0o207033167620255000000")
+ (("%# o" (- (factorial 20))) . "-0o207033167620255000000")
+ (("%# +o" (- (factorial 20))) . "-0o207033167620255000000")
+ (("%#+ o" (- (factorial 20))) . "-0o207033167620255000000")
;; hex
- (("%x" (factorial 20)) . "21c3677c82b40000")
- (("%+x" (factorial 20)) . "+21c3677c82b40000")
- (("% x" (factorial 20)) . " 21c3677c82b40000")
- (("% +x" (factorial 20)) . "+21c3677c82b40000")
- (("%+ x" (factorial 20)) . "+21c3677c82b40000")
- (("%#x" (factorial 20)) . "0x21c3677c82b40000")
- (("%#+x" (factorial 20)) . "+0x21c3677c82b40000")
- (("%# x" (factorial 20)) . " 0x21c3677c82b40000")
- (("%# +x" (factorial 20)) . "+0x21c3677c82b40000")
- (("%#+ x" (factorial 20)) . "+0x21c3677c82b40000")
- (("%x" (- (factorial 20))) . "-21c3677c82b40000")
- (("%+x" (- (factorial 20))) . "-21c3677c82b40000")
- (("% x" (- (factorial 20))) . "-21c3677c82b40000")
- (("% +x" (- (factorial 20))) . "-21c3677c82b40000")
- (("%+ x" (- (factorial 20))) . "-21c3677c82b40000")
- (("%#x" (- (factorial 20))) . "-0x21c3677c82b40000")
- (("%#+x" (- (factorial 20))) . "-0x21c3677c82b40000")
- (("%# x" (- (factorial 20))) . "-0x21c3677c82b40000")
- (("%# +x" (- (factorial 20))) . "-0x21c3677c82b40000")
- (("%#+ x" (- (factorial 20))) . "-0x21c3677c82b40000")
- ;; test overflow
- (("%Z" (factorial 120)) . "6689502913449127057588118054090372586752746333138029810295671352301633557244962989366874165271984981308157637893214090552534408589408121859898481114389650005964960521256960000000000000000000000000000")
- (("%Z" (factorial 4000)) . "182880195151406501331474317557391904421737771073043921970645269542089597979731773648503702868704841073364430415692855717546724618615435573339426156179569967167452848315973174988187609374828049804195765129487206105589281297880978006205934295377053267406244538842850917439517567461444473623787224694361945759295799001142129733606589980739777146972612050486637259363374904040660979666371702540213488009442803422853559466496813162601634597438035771759033947331700768417647790821668911845293242300334141454978018325982185184065522570973925300245827389829191044067821687088714956035019058673999662987985348777479231791957914165044080548789747703086507071208788376249865760733404494148545783673833017157063581941274008498556040804733051968334824080794209642751875388891152966555223977239248871546248106597883210056205583696047786579047719183880543192515139819542967416884472461850212504022250101164330168185880366901801776914617797131043016403957082747347011867727569660646110236565287651387357041908762006971458046921252368210668053371752206057453775574525922086539398532785238414483140265488023098603910879397832189461295826479284307399855548838061987498316336401962112027560860160391716077440787768762196616037027594548879452476057492055434640958836645149602938732448424098038014805666001244152937898314963095541171138885615694943149261344704775135164165601029840587519062088655701836838507913173957028613508214646536004694432790777339785687114042447740895092167279225106609414117164124674434454140011889159665472837739886707397928188973147620825689140419522117791940553114052591585389323887452923243868268301359048864722922899938484822892543076284676145232925192226876891802197883771840052462908967032605249103621366273211359765153585281501437967981168362630532297339716122751848961395396131293290084492147231967037891198209712059221955139155468147047786823734877189465608228116230388538870543573162906223784723220453166394184917985170772758396375254276014529618356744844344988856988406924685508257651316109259665853395618544561542290482957422747251262187997454480313918262952211143818906006832084415580882712286180065890594441088066529927878546344974871586757709834226109365906006271705009724813994441453985227568706260972502302291957992772999218449547156908832425535692566571325156635449318303933175188289864439421389716091426213976468083518096946037348729779841480026999651378704481998661671629492564350404161468868239421444591051750334883958699104052075213290168426731685638375315189183396277240661529336272367305611554182278886735139374545081038261028277061215603309060164041624200513733136545701111020033195778785022169191701120746087228523767999431915904806516239580629828294520352271190365024265837525121998240897256117110591539354344189851092414041350690471095275147306485020646304313711859225230369416210263927838134355401958005319886454303447452988456400170827326232488384737716034783363266625792191376014226320576487588079352339155275628179423786752439198868000562094347314076856919423270924641011362547954991593511035427477234345444363663131049963736616549894654981808927164628050422270382221047840626260274801515673778418213162920952956863686193004178633275307643013230819024359711659251635132255111762589194716734375533209349169105739990209660872076631338715165303917875357554203481745199540130159991933352050325711764601050057161153057486693646826752650143102232717628076202428056174355949278906764089530573848907196812258404003966981556247938888161565850436047829617049713977649594047513584458569145819571865335732076903558941507766477279941564256419537555177279654860966753842222323441855372798887805708540920842219936607611547883597774397984908511480312751237592867932246601885937688972917491803572971856504307350631260352783217496299957022001157223866000467728830189631662734637151868125433561735503412333101756008177714471706565175053852587720690671396654785062638983805263943882180363887689991615386454329321164711463925629922042594508892919282617805319256181483111512590885198697876379136078660799208307814332752984685342485954714853544207940898546931676443201159004044444712660309427463760741879828098572928743828297343068794203087830107407847671558943630331861291837486983735992932677956206900039003485421405532082447711655937391173694524742950754451694883565501008544239290309671634013482235036740458218345267108303925209554788592023031753098157062595924161303887705354495701465861619542895292342093424320754612611732463831807028621720096248288525178612140082429449031624648169392786452106564311416530192247839060380628180064342584919527053417087812317673240265441652400124314579955652273319120562163961412779269323167836318998331068104928900458909472947317940163893853482940793609217575897156980984916122548982037875461240910578623872299874421317384997643910624222283957360997512778806612809092463696747923260569522205088612438756424828081757933037039333941912248321659503883379316266433399131920888087536190303869288083499317338810366904985137795878017644778657913514202229498607382289957280657634592836250969446785933783499902113174033583273676773588823770959181858404413460457604355800639185879568880861270345580641548324560982246645324221145836537639895345598016832611137311620395000687292246615093822672864838418675423039551642133916635360727499665907378984081440926996757967931657758914299924919554858606396295424169557575651632238278741933212741199386187094820206277490949174737543463206531656901298097418068832467640539667172535211400108014099983184944705312190519203547525561834783782383985834027653379238431677497383550496367145298405341459503765988094592948191924860962005036525388354176130029839336344770538264388147912353639344409528352132408065438025052414459009811527538437786340213008322933324324734000401097542818289506254643314091519612923192878635357403824457711285223435330549930718725245641279623062982185216623042066100106384884611503617861518325951820550132102380350594734798414176444450665502170939947469595657304632019968457569995750319504013313856886835768834292892744192028161012390718177718536125346200888580749040952394064710090988517960383601012430537363613466402118725703754413192615671312381686522348641823596672855369138411229769560098929709094091788659284720566919045715969614586468951329725890120906138875844360186920389474759327530852681065075543945672016547579309572246295734019486771572378250055402826358398955090192542402569164222275900326850030873200172326584206812096813893641748540343191521117062465647338965516362717484116279204664754724212430338054920525422376470912525778119523762448368440256735709362169455392068757306841201877796647584515086787865398871549667329956922125442075294575349368539006635206651025922785812101921048460165948462655250003942642019463154926671746704894545766109937220636687209369496983086416844370464852929060403682187089471948829913338234006765845521086739136693061185491593697348330713195066808726618868982253981718963292887324995093378364631643846149676902832841841363340061846709700382751534581330987764931716932498367217076329735375182736929285274970681217796068651639436926065968489411436836276291698731711147391897946327757065361774095268699365381363483696307626101634906949869119031788599277394237965965824391059125992045838107447404793424045505139767133605918334757114969768363320058851512310308189863890331263251192263095848180583014297631494729039257396597743373071096879402978137007968734005660952812492515591379237431134690445848205845427707464900475358983709614509952879304413288335429336365393860978513787391740781581325938774635675248684707953137403756470593526505838710016460823648427093333145329331417253142625103330470996811283297929836942877271060085191845383770650899645465790005422604527151470771374520763028791128020943082244020607062823082086788502630377333514447560652857219008330836340238609203563213563823184844219951410743871499425425501330399261391550101906146331967271994697681701212090976135983020483211484971750071501845554232801524764072300651089634938643098052624587317158865931756897475305673590883325989611923198811869614000553562949451404508061142144904204944881954171364039671322868694440626156228152333363962795174854698628808099560419383781613361569795267137934543543190185355261391969592770088286344400087647821717269082791324493469248071124588959518815423829524971020615661694813610274494294162288590295917985321920885317724058313324101041723918286822082392665571461686422101544010869743970036471703562179054655949449331700651752919812405728350243743610179776950843633732264708462554983680675356987517681038175206057794897209850900025950789264750292391244032770407191840104869628442111609869229521449384309637569634087871479331841079043128389859949639827844966881906439089363948584045988377626532459688482999014552600805726278726530993370926863126506065460846562022108450539326791317068413908899518656288107086701944852076540792444173213322321960411802258149977079883976373692688049550104092931390796086206898567561398637863554618182763692926655687492821548184796632837047136636668422362730097905379689733790936625177953160517464102798319753397916517048611889798341564189985057323840207303500750526696955945947530816166328853115723516093526311871293937295573989933217945181582696580736834175842602741842350308466836981938791099338635614350599935495973335142179739959157427962068898565845844938751938055046851073210114205022178151281184041375212505903613293851469974272920358295092058113673958856222475049508117521881656275521376810956188609556645053727634697884660679737487366587591055480490546582372000962937544792963441159155602311384325182484503832762347954001805356555512225366693907993170678967977562367834417529079488918024882982812456155901135124823445910922309096494239339917145571089413238495484686805093352037709704937850066367183942423260574161555090292700660962938130808773397877184427730148332327547557367833137895471455351295571935818859621586847564844752192308284237777560127212347313687852185643629532630922865351391604408387130138613284166629477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- (("%b" (factorial 4000)) . 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-
- ;; testing base converters on small ints
+ (("%x" (factorial 20)) . "21c3677c82b40000")
+ (("%+x" (factorial 20)) . "+21c3677c82b40000")
+ (("% x" (factorial 20)) . " 21c3677c82b40000")
+ (("% +x" (factorial 20)) . "+21c3677c82b40000")
+ (("%+ x" (factorial 20)) . "+21c3677c82b40000")
+ (("%#x" (factorial 20)) . "0x21c3677c82b40000")
+ (("%#+x" (factorial 20)) . "+0x21c3677c82b40000")
+ (("%# x" (factorial 20)) . " 0x21c3677c82b40000")
+ (("%# +x" (factorial 20)) . "+0x21c3677c82b40000")
+ (("%#+ x" (factorial 20)) . "+0x21c3677c82b40000")
+ (("%x" (- (factorial 20))) . "-21c3677c82b40000")
+ (("%+x" (- (factorial 20))) . "-21c3677c82b40000")
+ (("% x" (- (factorial 20))) . "-21c3677c82b40000")
+ (("% +x" (- (factorial 20))) . "-21c3677c82b40000")
+ (("%+ x" (- (factorial 20))) . "-21c3677c82b40000")
+ (("%#x" (- (factorial 20))) . "-0x21c3677c82b40000")
+ (("%#+x" (- (factorial 20))) . "-0x21c3677c82b40000")
+ (("%# x" (- (factorial 20))) . "-0x21c3677c82b40000")
+ (("%# +x" (- (factorial 20))) . "-0x21c3677c82b40000")
+ (("%#+ x" (- (factorial 20))) . "-0x21c3677c82b40000")
+ ;; test overflow
+ (("%Z" (factorial 120)) . "6689502913449127057588118054090372586752746333138029810295671352301633557244962989366874165271984981308157637893214090552534408589408121859898481114389650005964960521256960000000000000000000000000000")
+ (("%Z" (factorial 4000)) . 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+
+ ;; testing base converters on small ints
;; octal
- (("%o" 126) . "176")
- (("%+o" 126) . "+176")
- (("% o" 126) . " 176")
- (("% +o" 126) . "+176")
- (("%+ o" 126) . "+176")
- (("%#o" 126) . "0o176")
- (("%#+o" 126) . "+0o176")
- (("%# o" 126) . " 0o176")
- (("%# +o" 126) . "+0o176")
- (("%#+ o" 126) . "+0o176")
- (("%6o" 126) . " 176")
- (("%+6o" 126) . " +176")
- (("% 6o" 126) . " 176")
- (("% +6o" 126) . " +176")
- (("%+ 6o" 126) . " +176")
- (("%-6o" 126) . "176 ")
- (("%+-6o" 126) . "+176 ")
- (("% -6o" 126) . " 176 ")
- (("% +-6o" 126) . "+176 ")
- (("%+ -6o" 126) . "+176 ")
- (("%#8o" 126) . " 0o176")
- (("%#+8o" 126) . " +0o176")
- (("%# 8o" 126) . " 0o176")
- (("%# +8o" 126) . " +0o176")
- (("%#+ 8o" 126) . " +0o176")
- (("%#-8o" 126) . "0o176 ")
- (("%#+-8o" 126) . "+0o176 ")
- (("%# -8o" 126) . " 0o176 ")
- (("%# +-8o" 126) . "+0o176 ")
- (("%#+ -8o" 126) . "+0o176 ")
- (("%o" -126) . "-176")
- (("%+o" -126) . "-176")
- (("% o" -126) . "-176")
- (("% +o" -126) . "-176")
- (("%+ o" -126) . "-176")
- (("%#o" -126) . "-0o176")
- (("%#+o" -126) . "-0o176")
- (("%# o" -126) . "-0o176")
- (("%# +o" -126) . "-0o176")
- (("%#+ o" -126) . "-0o176")
- (("%6o" -126) . " -176")
- (("%+6o" -126) . " -176")
- (("% 6o" -126) . " -176")
- (("% +6o" -126) . " -176")
- (("%+ 6o" -126) . " -176")
- (("%-6o" -126) . "-176 ")
- (("%+-6o" -126) . "-176 ")
- (("% -6o" -126) . "-176 ")
- (("% +-6o" -126) . "-176 ")
- (("%+ -6o" -126) . "-176 ")
- (("%#8o" -126) . " -0o176")
- (("%#+8o" -126) . " -0o176")
- (("%# 8o" -126) . " -0o176")
- (("%# +8o" -126) . " -0o176")
- (("%#+ 8o" -126) . " -0o176")
- (("%#-8o" -126) . "-0o176 ")
- (("%#+-8o" -126) . "-0o176 ")
- (("%# -8o" -126) . "-0o176 ")
- (("%# +-8o" -126) . "-0o176 ")
- (("%#+ -8o" -126) . "-0o176 ")
+ (("%o" 126) . "176")
+ (("%+o" 126) . "+176")
+ (("% o" 126) . " 176")
+ (("% +o" 126) . "+176")
+ (("%+ o" 126) . "+176")
+ (("%#o" 126) . "0o176")
+ (("%#+o" 126) . "+0o176")
+ (("%# o" 126) . " 0o176")
+ (("%# +o" 126) . "+0o176")
+ (("%#+ o" 126) . "+0o176")
+ (("%6o" 126) . " 176")
+ (("%+6o" 126) . " +176")
+ (("% 6o" 126) . " 176")
+ (("% +6o" 126) . " +176")
+ (("%+ 6o" 126) . " +176")
+ (("%-6o" 126) . "176 ")
+ (("%+-6o" 126) . "+176 ")
+ (("% -6o" 126) . " 176 ")
+ (("% +-6o" 126) . "+176 ")
+ (("%+ -6o" 126) . "+176 ")
+ (("%#8o" 126) . " 0o176")
+ (("%#+8o" 126) . " +0o176")
+ (("%# 8o" 126) . " 0o176")
+ (("%# +8o" 126) . " +0o176")
+ (("%#+ 8o" 126) . " +0o176")
+ (("%#-8o" 126) . "0o176 ")
+ (("%#+-8o" 126) . "+0o176 ")
+ (("%# -8o" 126) . " 0o176 ")
+ (("%# +-8o" 126) . "+0o176 ")
+ (("%#+ -8o" 126) . "+0o176 ")
+ (("%o" -126) . "-176")
+ (("%+o" -126) . "-176")
+ (("% o" -126) . "-176")
+ (("% +o" -126) . "-176")
+ (("%+ o" -126) . "-176")
+ (("%#o" -126) . "-0o176")
+ (("%#+o" -126) . "-0o176")
+ (("%# o" -126) . "-0o176")
+ (("%# +o" -126) . "-0o176")
+ (("%#+ o" -126) . "-0o176")
+ (("%6o" -126) . " -176")
+ (("%+6o" -126) . " -176")
+ (("% 6o" -126) . " -176")
+ (("% +6o" -126) . " -176")
+ (("%+ 6o" -126) . " -176")
+ (("%-6o" -126) . "-176 ")
+ (("%+-6o" -126) . "-176 ")
+ (("% -6o" -126) . "-176 ")
+ (("% +-6o" -126) . "-176 ")
+ (("%+ -6o" -126) . "-176 ")
+ (("%#8o" -126) . " -0o176")
+ (("%#+8o" -126) . " -0o176")
+ (("%# 8o" -126) . " -0o176")
+ (("%# +8o" -126) . " -0o176")
+ (("%#+ 8o" -126) . " -0o176")
+ (("%#-8o" -126) . "-0o176 ")
+ (("%#+-8o" -126) . "-0o176 ")
+ (("%# -8o" -126) . "-0o176 ")
+ (("%# +-8o" -126) . "-0o176 ")
+ (("%#+ -8o" -126) . "-0o176 ")
;; hexadecimal
- (("%x" 126) . "7e")
- (("%+x" 126) . "+7e")
- (("% x" 126) . " 7e")
- (("% +x" 126) . "+7e")
- (("%+ x" 126) . "+7e")
- (("%#x" 126) . "0x7e")
- (("%#+x" 126) . "+0x7e")
- (("%# x" 126) . " 0x7e")
- (("%# +x" 126) . "+0x7e")
- (("%#+ x" 126) . "+0x7e")
- (("%6x" 126) . " 7e")
- (("%+6x" 126) . " +7e")
- (("% 6x" 126) . " 7e")
- (("% +6x" 126) . " +7e")
- (("%+ 6x" 126) . " +7e")
- (("%-6x" 126) . "7e ")
- (("%+-6x" 126) . "+7e ")
- (("% -6x" 126) . " 7e ")
- (("% +-6x" 126) . "+7e ")
- (("%+ -6x" 126) . "+7e ")
- (("%#8x" 126) . " 0x7e")
- (("%#+8x" 126) . " +0x7e")
- (("%# 8x" 126) . " 0x7e")
- (("%# +8x" 126) . " +0x7e")
- (("%#+ 8x" 126) . " +0x7e")
- (("%#-8x" 126) . "0x7e ")
- (("%#+-8x" 126) . "+0x7e ")
- (("%# -8x" 126) . " 0x7e ")
- (("%# +-8x" 126) . "+0x7e ")
- (("%#+ -8x" 126) . "+0x7e ")
- (("%x" -126) . "-7e")
- (("%+x" -126) . "-7e")
- (("% x" -126) . "-7e")
- (("% +x" -126) . "-7e")
- (("%+ x" -126) . "-7e")
- (("%#x" -126) . "-0x7e")
- (("%#+x" -126) . "-0x7e")
- (("%# x" -126) . "-0x7e")
- (("%# +x" -126) . "-0x7e")
- (("%#+ x" -126) . "-0x7e")
- (("%6x" -126) . " -7e")
- (("%+6x" -126) . " -7e")
- (("% 6x" -126) . " -7e")
- (("% +6x" -126) . " -7e")
- (("%+ 6x" -126) . " -7e")
- (("%-6x" -126) . "-7e ")
- (("%+-6x" -126) . "-7e ")
- (("% -6x" -126) . "-7e ")
- (("% +-6x" -126) . "-7e ")
- (("%+ -6x" -126) . "-7e ")
- (("%#8x" -126) . " -0x7e")
- (("%#+8x" -126) . " -0x7e")
- (("%# 8x" -126) . " -0x7e")
- (("%# +8x" -126) . " -0x7e")
- (("%#+ 8x" -126) . " -0x7e")
- (("%#-8x" -126) . "-0x7e ")
- (("%#+-8x" -126) . "-0x7e ")
- (("%# -8x" -126) . "-0x7e ")
- (("%# +-8x" -126) . "-0x7e ")
- (("%#+ -8x" -126) . "-0x7e ")
+ (("%x" 126) . "7e")
+ (("%+x" 126) . "+7e")
+ (("% x" 126) . " 7e")
+ (("% +x" 126) . "+7e")
+ (("%+ x" 126) . "+7e")
+ (("%#x" 126) . "0x7e")
+ (("%#+x" 126) . "+0x7e")
+ (("%# x" 126) . " 0x7e")
+ (("%# +x" 126) . "+0x7e")
+ (("%#+ x" 126) . "+0x7e")
+ (("%6x" 126) . " 7e")
+ (("%+6x" 126) . " +7e")
+ (("% 6x" 126) . " 7e")
+ (("% +6x" 126) . " +7e")
+ (("%+ 6x" 126) . " +7e")
+ (("%-6x" 126) . "7e ")
+ (("%+-6x" 126) . "+7e ")
+ (("% -6x" 126) . " 7e ")
+ (("% +-6x" 126) . "+7e ")
+ (("%+ -6x" 126) . "+7e ")
+ (("%#8x" 126) . " 0x7e")
+ (("%#+8x" 126) . " +0x7e")
+ (("%# 8x" 126) . " 0x7e")
+ (("%# +8x" 126) . " +0x7e")
+ (("%#+ 8x" 126) . " +0x7e")
+ (("%#-8x" 126) . "0x7e ")
+ (("%#+-8x" 126) . "+0x7e ")
+ (("%# -8x" 126) . " 0x7e ")
+ (("%# +-8x" 126) . "+0x7e ")
+ (("%#+ -8x" 126) . "+0x7e ")
+ (("%x" -126) . "-7e")
+ (("%+x" -126) . "-7e")
+ (("% x" -126) . "-7e")
+ (("% +x" -126) . "-7e")
+ (("%+ x" -126) . "-7e")
+ (("%#x" -126) . "-0x7e")
+ (("%#+x" -126) . "-0x7e")
+ (("%# x" -126) . "-0x7e")
+ (("%# +x" -126) . "-0x7e")
+ (("%#+ x" -126) . "-0x7e")
+ (("%6x" -126) . " -7e")
+ (("%+6x" -126) . " -7e")
+ (("% 6x" -126) . " -7e")
+ (("% +6x" -126) . " -7e")
+ (("%+ 6x" -126) . " -7e")
+ (("%-6x" -126) . "-7e ")
+ (("%+-6x" -126) . "-7e ")
+ (("% -6x" -126) . "-7e ")
+ (("% +-6x" -126) . "-7e ")
+ (("%+ -6x" -126) . "-7e ")
+ (("%#8x" -126) . " -0x7e")
+ (("%#+8x" -126) . " -0x7e")
+ (("%# 8x" -126) . " -0x7e")
+ (("%# +8x" -126) . " -0x7e")
+ (("%#+ 8x" -126) . " -0x7e")
+ (("%#-8x" -126) . "-0x7e ")
+ (("%#+-8x" -126) . "-0x7e ")
+ (("%# -8x" -126) . "-0x7e ")
+ (("%# +-8x" -126) . "-0x7e ")
+ (("%#+ -8x" -126) . "-0x7e ")
)))
(mapc #'(lambda (f)
- (let ((format (cons 'format (car f)))
- (expected (cdr f)))
- (eval `(Assert (string= ,format ,expected)))))
- forms)))
+ (let ((format (cons 'format (car f)))
+ (expected (cdr f)))
+ (eval `(Assert (string= ,format ,expected)))))
+ forms)))
;; now testing bigq formatting
(when (featurep 'bigq)
(let ((forms
- '((("%Q" 2) . "2")
- (("%2Q" 2) . " 2")
- (("%2Q" 200) . "200")
- (("%+Q" 2) . "+2")
- (("% Q" 2) . " 2")
- (("% +Q" 2) . "+2")
- (("%+ Q" 2) . "+2")
- (("%Q" -2) . "-2")
- (("% Q" -2) . "-2")
- (("%+Q" -2) . "-2")
- (("% +Q" -2) . "-2")
- (("%+ Q" -2) . "-2")
- (("%-4Q" 2) . "2 ")
- (("%.2Q" 2) . "2")
- (("%4.2Q" 2) . " 2")
- (("%-4.2Q" 2) . "2 ")
-
- ;; testing with proper fractions
- (("%Q" 2/3) . "2/3")
- (("%5Q" 2/3) . " 2/3")
- (("%5.5Q" 2/3) . " 2/3")
- (("%+Q" 2/3) . "+2/3")
- (("% Q" 2/3) . " 2/3")
- (("% +Q" 2/3) . "+2/3")
- (("%+ Q" 2/3) . "+2/3")
- (("%Q" (float 1.5)) . "3/2")
- (("%Q" (float 0.66666)) . "3002369727582815/4503599627370496")
- (("%-10Q" 2/3) . "2/3 ")
-
- ;; testing coercion to Z
- (("%d" 4/3) . "1")
- (("%Z" 2/3) . "0"))))
+ '((("%Q" 2) . "2")
+ (("%2Q" 2) . " 2")
+ (("%2Q" 200) . "200")
+ (("%+Q" 2) . "+2")
+ (("% Q" 2) . " 2")
+ (("% +Q" 2) . "+2")
+ (("%+ Q" 2) . "+2")
+ (("%Q" -2) . "-2")
+ (("% Q" -2) . "-2")
+ (("%+Q" -2) . "-2")
+ (("% +Q" -2) . "-2")
+ (("%+ Q" -2) . "-2")
+ (("%-4Q" 2) . "2 ")
+ (("%.2Q" 2) . "2")
+ (("%4.2Q" 2) . " 2")
+ (("%-4.2Q" 2) . "2 ")
+
+ ;; testing with proper fractions
+ (("%Q" 2/3) . "2/3")
+ (("%5Q" 2/3) . " 2/3")
+ (("%5.5Q" 2/3) . " 2/3")
+ (("%+Q" 2/3) . "+2/3")
+ (("% Q" 2/3) . " 2/3")
+ (("% +Q" 2/3) . "+2/3")
+ (("%+ Q" 2/3) . "+2/3")
+ (("%Q" (float 1.5)) . "3/2")
+ (("%Q" (float 0.66666)) . "3002369727582815/4503599627370496")
+ (("%-10Q" 2/3) . "2/3 ")
+
+ ;; testing coercion to Z
+ (("%d" 4/3) . "1")
+ (("%Z" 2/3) . "0"))))
(mapc #'(lambda (f)
- (let ((format (cons 'format (car f)))
- (expected (cdr f)))
- (eval `(Assert (string= ,format ,expected)))))
- forms)))
+ (let ((format (cons 'format (car f)))
+ (expected (cdr f)))
+ (eval `(Assert (string= ,format ,expected)))))
+ forms)))
(when (featurep 'bigfr)
(let ((forms
- '((("%f" (exp 1)) . "2.718282")
- (("%2.2f" (exp 1)) . "2.72")
- ;; this test uses a wrong output string deliberately
- ;; it's wrong because the precision of IEEE-754 doubles is
- ;; not enough to have 20 correct digits in the fractional part
- ;; however, since we _can_ have long doubles now, this test
- ;; is no longer feasible since lisp should know a shit about
- ;; the internal representation of fpfloats. -hroptatyr
- ;;(("%2.20f" (exp 1)) . "2.71828182845904509080")
-
- ;; now testing with %F
- (("%F" (exp 1)) . "2.718281828459045235360287471352662497759")
- (("%2.2F" (exp 1)) . "2.71")
- (("%+2.2F" (exp 1)) . "+2.71")
- (("%10.0F" (exp 1)) . " 2")
- (("%10.1F" (exp 1)) . " 2.7")
- (("%12.12F" (exp 1)) . "2.718281828459")
- (("%30.12F" (exp 1)) . " 2.718281828459")
- (("%5.5F" (exp 13)) . "442413.39200")
- (("%F" (/ (exp 1))) .
- "0.3678794411714423215955237701614608674462")
- (("%2.2F" (/ (exp 1))) . "0.36")
- (("%3.3F" (/ (exp 1))) . "0.367")
- (("%.5F" (bigfr 1)) . "1.00000")
-
- (("%.4F" (bigfr 23213231 25)) . "23213231.0000")
- ;; stupid assumption
- ;;(("%.4F" (bigfr 23213231 8)) . "23200000.0000")
- (("%Z" (bigfr 23213231 25)) . "23213231")
- (("%Z" (bigfr 23213231 8)) . "23199744")
-
- (("%+.4f" 2) . "+2.0000")
- (("%+.4F" 2) . "+2.0000")
- (("% .4F" 2) . " 2.0000")
- (("%+10.4F" 2) . " +2.0000")))
- (default-real-precision 128))
+ '((("%f" (exp 1)) . "2.718282")
+ (("%2.2f" (exp 1)) . "2.72")
+ ;; this test uses a wrong output string deliberately
+ ;; it's wrong because the precision of IEEE-754 doubles is
+ ;; not enough to have 20 correct digits in the fractional part
+ ;; however, since we _can_ have long doubles now, this test
+ ;; is no longer feasible since lisp should know a shit about
+ ;; the internal representation of fpfloats. -hroptatyr
+ ;;(("%2.20f" (exp 1)) . "2.71828182845904509080")
+
+ ;; now testing with %F
+ (("%F" (exp 1)) . "2.718281828459045235360287471352662497759")
+ (("%2.2F" (exp 1)) . "2.71")
+ (("%+2.2F" (exp 1)) . "+2.71")
+ (("%10.0F" (exp 1)) . " 2")
+ (("%10.1F" (exp 1)) . " 2.7")
+ (("%12.12F" (exp 1)) . "2.718281828459")
+ (("%30.12F" (exp 1)) . " 2.718281828459")
+ (("%5.5F" (exp 13)) . "442413.39200")
+ (("%F" (/ (exp 1))) .
+ "0.3678794411714423215955237701614608674462")
+ (("%2.2F" (/ (exp 1))) . "0.36")
+ (("%3.3F" (/ (exp 1))) . "0.367")
+ (("%.5F" (bigfr 1)) . "1.00000")
+
+ (("%.4F" (bigfr 23213231 25)) . "23213231.0000")
+ ;; stupid assumption
+ ;;(("%.4F" (bigfr 23213231 8)) . "23200000.0000")
+ (("%Z" (bigfr 23213231 25)) . "23213231")
+ (("%Z" (bigfr 23213231 8)) . "23199744")
+
+ (("%+.4f" 2) . "+2.0000")
+ (("%+.4F" 2) . "+2.0000")
+ (("% .4F" 2) . " 2.0000")
+ (("%+10.4F" 2) . " +2.0000")))
+ (default-real-precision 128))
(mapc #'(lambda (f)
- (let ((format (cons 'format (car f)))
- (expected (cdr f)))
- (eval `(Assert (string= ,format ,expected)))))
- forms)))
+ (let ((format (cons 'format (car f)))
+ (expected (cdr f)))
+ (eval `(Assert (string= ,format ,expected)))))
+ forms)))
(when (featurep 'bigg)
(let ((forms
- '((("%B" 2+i) . "2+1i")
- (("%+B" 2+i) . "+2+1i")
- (("% B" 2+i) . " 2+1i")
- (("%B" 2+i) .
- (format "%Z%+Zi" (real-part 2+i) (imaginary-part 2+i)))
- (("%B" 1) . "1+0i")
- (("%+10.4B" 1.2) . " +0001 +0000i")
- (("%-10.4B" 0+2i) . "0000 +0002 i"))))
+ '((("%B" 2+i) . "2+1i")
+ (("%+B" 2+i) . "+2+1i")
+ (("% B" 2+i) . " 2+1i")
+ (("%B" 2+i) .
+ (format "%Z%+Zi" (real-part 2+i) (imaginary-part 2+i)))
+ (("%B" 1) . "1+0i")
+ (("%+10.4B" 1.2) . " +0001 +0000i")
+ (("%-10.4B" 0+2i) . "0000 +0002 i"))))
(mapc #'(lambda (f)
- (let ((format (cons 'format (car f)))
- (expected (cdr f)))
- (eval `(Assert (string= ,format ,expected)))))
- forms))
+ (let ((format (cons 'format (car f)))
+ (expected (cdr f)))
+ (eval `(Assert (string= ,format ,expected)))))
+ forms))
;; Gaussian numbers shall not be coerced to comparables
(Check-Error domain-error (format "%d" 1+i))
(when (featurep 'bigc)
(let ((forms
- '((("%.2C" 2+i) . "2.00+1.00i")
- (("%+.2C" 2+i) . "+2.00+1.00i")
- (("% .2C" 2+i) . " 2.00+1.00i")
- (("%.2C" 2+i) .
- (format "%.2F%+.2Fi" (real-part 2+i) (imaginary-part 2+i)))
- (("%.2C" 1) . "1.00+0.00i")
- (("%+10.4C" 1.5) . " +1.5000 +0.0000i")
- (("%-10.4C" 0+2i) . "0.0000 +2.0000 i"))))
+ '((("%.2C" 2+i) . "2.00+1.00i")
+ (("%+.2C" 2+i) . "+2.00+1.00i")
+ (("% .2C" 2+i) . " 2.00+1.00i")
+ (("%.2C" 2+i) .
+ (format "%.2F%+.2Fi" (real-part 2+i) (imaginary-part 2+i)))
+ (("%.2C" 1) . "1.00+0.00i")
+ (("%+10.4C" 1.5) . " +1.5000 +0.0000i")
+ (("%-10.4C" 0+2i) . "0.0000 +2.0000 i"))))
(mapc #'(lambda (f)
- (let ((format (cons 'format (car f)))
- (expected (cdr f)))
- (eval `(Assert (string= ,format ,expected)))))
- forms))
+ (let ((format (cons 'format (car f)))
+ (expected (cdr f)))
+ (eval `(Assert (string= ,format ,expected)))))
+ forms))
;; complex numbers shall not be coerced to comparables
(Check-Error domain-error (format "%d" (sqrt -2)))
;; the new %b thing
(let ((forms
'((("%b" 12) . "1100")
- (("%8b" 12) . " 1100")
- (("%08b" 12) . "00001100"))))
+ (("%8b" 12) . " 1100")
+ (("%08b" 12) . "00001100"))))
(mapc #'(lambda (f)
- (let ((format (cons 'format (car f)))
- (expected (cdr f)))
- (eval `(Assert (string= ,format ,expected)))))
- forms))
+ (let ((format (cons 'format (car f)))
+ (expected (cdr f)))
+ (eval `(Assert (string= ,format ,expected)))))
+ forms))
;; exterior precision
(Assert-Equal (format "%*d" 10 4) " 4")
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
(value 4 6 25))
do
(let* ((ht (make-hash-table :weakness weakness))
- (my-obj (cons ht ht)))
+ (my-obj (cons ht ht)))
(garbage-collect)
(puthash my-obj 1 ht)
(puthash 2 my-obj ht)
(puthash 32 (cons ht ht) ht)
(puthash (cons ht ht) (cons ht ht) ht)
(let ((k-sum 0) (v-sum 0))
- (maphash #'(lambda (k v)
- (when (integerp k) (incf k-sum k))
- (when (integerp v) (incf v-sum v)))
- ht)
- (Assert (eq 38 k-sum))
- (Assert (eq 25 v-sum)))
+ (maphash #'(lambda (k v)
+ (when (integerp k) (incf k-sum k))
+ (when (integerp v) (incf v-sum v)))
+ ht)
+ (Assert (eq 38 k-sum))
+ (Assert (eq 25 v-sum)))
(Assert (eq 6 (hash-table-count ht)))
(garbage-collect)
(Assert (eq expected-count (hash-table-count ht)))
(let ((k-sum 0) (v-sum 0))
- (maphash #'(lambda (k v)
- (when (integerp k) (incf k-sum k))
- (when (integerp v) (incf v-sum v)))
- ht)
- (Assert (eq expected-k-sum k-sum))
- (Assert (eq expected-v-sum v-sum))))))
+ (maphash #'(lambda (k v)
+ (when (integerp k) (incf k-sum k))
+ (when (integerp v) (incf v-sum v)))
+ ht)
+ (Assert (eq expected-k-sum k-sum))
+ (Assert (eq expected-v-sum v-sum))))))
;;; Test the ability to puthash and remhash the current elt of a maphash
(let ((ht (make-hash-table :test 'eql)))
;; Keywords: tests
;;
;; This file is part of SXEmacs.
-;;
+;;
;; SXEmacs is free software: you can redistribute it and/or modify it
;; under the terms of the GNU General Public License as published by the
;; Free Software Foundation, either version 3 of the License, or (at your
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;
;;; Synched up with: Not in FSF.
;;
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
;; ---------------------------------
(dolist (strings '((#r"xyz" "xyz") ; no backslashes
(#r"\xyz" "\\xyz") ; backslash at start
- (#r"\\xyz" "\\\\xyz") ; backslashes at start
- (#r"\nxyz" "\\nxyz") ; escape seq. at start
- (#r"\"xyz" "\\\"xyz") ; quote at start
- (#r"xy\z" "xy\\z") ; backslash in middle
- (#r"xy\\z" "xy\\\\z") ; backslashes in middle
- (#r"xy\nz" "xy\\nz") ; escape seq. in middle
- (#r"xy\"z" "xy\\\"z") ; quote in middle
- ;;(#r"xyz\" "xyz\\") ; backslash at end: error
- (#r"xyz\\" "xyz\\\\") ; backslashes at end
- (#r"xyz\n" "xyz\\n") ; escape seq. at end
- (#r"xyz\"" "xyz\\\"") ; quote at end
- ))
+ (#r"\\xyz" "\\\\xyz") ; backslashes at start
+ (#r"\nxyz" "\\nxyz") ; escape seq. at start
+ (#r"\"xyz" "\\\"xyz") ; quote at start
+ (#r"xy\z" "xy\\z") ; backslash in middle
+ (#r"xy\\z" "xy\\\\z") ; backslashes in middle
+ (#r"xy\nz" "xy\\nz") ; escape seq. in middle
+ (#r"xy\"z" "xy\\\"z") ; quote in middle
+ ;;(#r"xyz\" "xyz\\") ; backslash at end: error
+ (#r"xyz\\" "xyz\\\\") ; backslashes at end
+ (#r"xyz\n" "xyz\\n") ; escape seq. at end
+ (#r"xyz\"" "xyz\\\"") ; quote at end
+ ))
(Assert (apply #'string= strings)))
;; Odd number of backslashes at the end
;; ------------------------------------
(dolist (string '("#r\"xyz\\\"" ; `#r"abc\"': escaped delimiter
- "#r\"xyz\\\\\\\"" ; `#r"abc\\\"': escaped delimiter
- ))
+ "#r\"xyz\\\\\\\"" ; `#r"abc\\\"': escaped delimiter
+ ))
(with-temp-buffer
(insert string)
(Check-Error end-of-file (eval-buffer))))
;; Alternate string/regex delimiters
;; ---------------------------------
(dolist (string '("#r/xyz/" ; Perl syntax
- "#r:ix/xyz/" ; Extended Perl syntax
- "#r|xyz|" ; TeX syntax
- "#r[xyz]" ; (uncommon) Perl syntax
- "#r<xyz>" ; Perl6 syntax?
- "#r(xyz)" ; arbitrary santax
- "#r{xyz}" ; arbitrary santax
- "#r,xyz," ; arbitrary santax
- "#r!xyz!" ; arbitrary santax
- ))
+ "#r:ix/xyz/" ; Extended Perl syntax
+ "#r|xyz|" ; TeX syntax
+ "#r[xyz]" ; (uncommon) Perl syntax
+ "#r<xyz>" ; Perl6 syntax?
+ "#r(xyz)" ; arbitrary santax
+ "#r{xyz}" ; arbitrary santax
+ "#r,xyz," ; arbitrary santax
+ "#r!xyz!" ; arbitrary santax
+ ))
(with-temp-buffer
(insert string)
(Check-Error-Message invalid-read-syntax "unrecognized raw string"
- (eval-buffer))))
+ (eval-buffer))))
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
(when (featurep 'number-type)
(let ((nums))
(and (featurep 'bigz)
- (setq nums (cons (factorial 20) nums)))
+ (setq nums (cons (factorial 20) nums)))
(and (featurep 'bigq)
- (setq nums (cons (// (factorial 20) 71) nums)))
+ (setq nums (cons (// (factorial 20) 71) nums)))
(and (featurep 'bigfr)
- (setq nums (cons (exp 2) nums)))
+ (setq nums (cons (exp 2) nums)))
(and (featurep 'bigc)
- (setq nums (cons (sqrt -3) nums)))
+ (setq nums (cons (sqrt -3) nums)))
(loop for x in num do
(Assert (eq t (= x)))
(Assert (eq t (< x)))
;;; "%u" was undocumented, and support for it has been dropped
(Check-Error-Message error "Invalid converter character"
- (format "%u" most-positive-fixnum))
+ (format "%u" most-positive-fixnum))
(Check-Error-Message error "Invalid converter character"
- (format "%u" most-negative-fixnum))
+ (format "%u" most-negative-fixnum))
;; Check all-completions ignore element start with space.
(Assert (not (all-completions "" '((" hidden" . "object")))))
;; Keywords: tests
;;
;; This file is part of SXEmacs.
-;;
+;;
;; SXEmacs is free software: you can redistribute it and/or modify it
;; under the terms of the GNU General Public License as published by the
;; Free Software Foundation, either version 3 of the License, or (at your
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;
;;; Synched up with: Not in FSF.
;;
(defmacro Assert-set-equality (s1 s2)
(let* ((m1 (if (arrayp s1) 'across 'in))
- (m2 (if (arrayp s2) 'across 'in)))
+ (m2 (if (arrayp s2) 'across 'in)))
`(progn
(Assert-Equal (type-of ,s1) (type-of ,s2))
(Assert (= (length ,s1) (length ,s2)))
(Assert
- (loop
- for i ,m1 ,s1
- always (loop
- for j ,m2 ,s2
- thereis (equal i j)))))))
+ (loop
+ for i ,m1 ,s1
+ always (loop
+ for j ,m2 ,s2
+ thereis (equal i j)))))))
(defmacro Assert-tup-equality (s1 s2)
(let* ((m1 (if (arrayp s1) 'across 'in))
- (m2 (if (arrayp s2) 'across 'in)))
+ (m2 (if (arrayp s2) 'across 'in)))
`(progn
(Assert-Equal (type-of ,s1) (type-of ,s2))
(Assert
- (loop
- for i ,m1 ,s1
- for j ,m2 ,s2
- always (equal i j))))))
+ (loop
+ for i ,m1 ,s1
+ for j ,m2 ,s2
+ always (equal i j))))))
\f
;; test trivial cases
(Assert
(equal
(mapfam nil :mode 'pntw :result-type #'vector :glue #'vector :arity 2
- [1 2 3 4 5 6 7])
+ [1 2 3 4 5 6 7])
[[1 2] [3 4] [5 6]]))
(Assert
(equal
(mapfam nil :mode 'pntw :result-type #'vector :glue #'vector :arity 3
- [1 2 3 4 5 6 7])
+ [1 2 3 4 5 6 7])
[[1 2 3] [4 5 6]]))
;; larger glue than sequence
(Assert
(loop for j in (list rl rv rd) do
(eval
`(Assert
- (equal
- (mapfam #'+ ,i :arity 2 :result-type #',(car j))
- ,(cdr j))))))
+ (equal
+ (mapfam #'+ ,i :arity 2 :result-type #',(car j))
+ ,(cdr j))))))
;; seq length coprime to arity
(loop for i in (list l2 v2 d2) do
(loop for j in (list rl rv rd) do
(eval
`(Assert
- (equal
- (mapfam #'+ ,i :arity 2 :result-type #',(car j))
- ,(cdr j))))))
+ (equal
+ (mapfam #'+ ,i :arity 2 :result-type #',(car j))
+ ,(cdr j))))))
;; arity 3
(loop for i in (list l v d) do
(loop for j in (list rl2 rv2 rd2) do
(eval
`(Assert
- (equal
- (mapfam #'+ ,i :arity 3 :result-type #',(car j))
- ,(cdr j))))))
+ (equal
+ (mapfam #'+ ,i :arity 3 :result-type #',(car j))
+ ,(cdr j))))))
;; seq length coprime to arity
(loop for i in (list l2 v2 d2) do
(loop for j in (list rl2 rv2 rd2) do
(eval
`(Assert
- (equal
- (mapfam #'+ ,i :arity 3 :result-type #',(car j))
- ,(cdr j)))))))
+ (equal
+ (mapfam #'+ ,i :arity 3 :result-type #',(car j))
+ ,(cdr j)))))))
(Assert
(equal
;;
;; Now with #'mapfam...
;;
-;; First, with the exact same syntax as we did with #'mapconcat (because it is
+;; First, with the exact same syntax as we did with #'mapconcat (because it is
;; our plan to replace all of our #'map* functions with aliases to #'mapfam)
;;
;; (mapfam #'concat (split-string "unsplit this split string") " ")
;; wrong-type-argument error.
;;
;; Now lets try to wing it with more fancy syntax...
-;;
+;;
;; (mapfam nil :separator " " :result-type #'concat
;; (split-string "unsplit this split string"))
;; => "unsplitthissplitstring"
;; (mapfam #'concat :result-type #'concat
;; (split-string "unsplit this split string") " ")
-;; => Wrong type argument: sequencep, ?\
+;; => Wrong type argument: sequencep, ?\
;;
;; hrop: um, I can't see what that is supposed to do, but yes, the wrong-type
;; error is because of the second sequence (" ") which is kinda like [?\ ]
;; (Assert
;; (string=
;; (mapfam #'concat :result-type #'concat
-;; (split-string "unsplit this split string") '(" " " " " " ""))
+;; (split-string "unsplit this split string") '(" " " " " " ""))
;; "unsplit this split string"))
-;;
+;;
;; (when-fboundp #'divisiblep
;; (Assert-set-equality
;; (let ((divisors))
;; (mapfam :result-type 'void
-;; #'(lambda (p)
-;; (garbage-collect)
-;; (if (divisiblep 5041 p) (push p divisors))
-;; (garbage-collect))
-;; '(1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
-;; 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37
-;; 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54
-;; 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 69 70
-;; 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87
-;; 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103
-;; 104 105 106 107 108 109 110 111 112 113 114 115 116
-;; 117 118 119 120 121 122 123 124 125 126 127 128 129
-;; 130 131 132 133 134 135 136 137 138 139 140 141 142
-;; 143 144 145 146 147 148 149 150 151 152 153 154 155
-;; 156 157 158 159 160 161 162 163 164 165 166 167 168
-;; 169 170 171 172 173 174 175 176 177 178 179 180 181
-;; 182 183 184 185 186 187 188 189 190 191 192 193 194
-;; 195 196 197 198 199 200 201 202 203 204 205 206 207
-;; 208 209 210 211 212 213 214 215 216 217 218 219 220
-;; 221 222 223 224 225 226 227 228 229 230 231 232 233
-;; 234 235 236 237 238 239 240 241 242 243 244 245 246
-;; 247 248 249 250 251 252 253 254 255 256 257 258 259
-;; 260 261 262 263 264 265 266 267 268 269 270 271 272
-;; 273 274 275 276 277 278 279 280 281 282 283 284 285
-;; ))
+;; #'(lambda (p)
+;; (garbage-collect)
+;; (if (divisiblep 5041 p) (push p divisors))
+;; (garbage-collect))
+;; '(1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
+;; 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37
+;; 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54
+;; 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 69 70
+;; 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87
+;; 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103
+;; 104 105 106 107 108 109 110 111 112 113 114 115 116
+;; 117 118 119 120 121 122 123 124 125 126 127 128 129
+;; 130 131 132 133 134 135 136 137 138 139 140 141 142
+;; 143 144 145 146 147 148 149 150 151 152 153 154 155
+;; 156 157 158 159 160 161 162 163 164 165 166 167 168
+;; 169 170 171 172 173 174 175 176 177 178 179 180 181
+;; 182 183 184 185 186 187 188 189 190 191 192 193 194
+;; 195 196 197 198 199 200 201 202 203 204 205 206 207
+;; 208 209 210 211 212 213 214 215 216 217 218 219 220
+;; 221 222 223 224 225 226 227 228 229 230 231 232 233
+;; 234 235 236 237 238 239 240 241 242 243 244 245 246
+;; 247 248 249 250 251 252 253 254 255 256 257 258 259
+;; 260 261 262 263 264 265 266 267 268 269 270 271 272
+;; 273 274 275 276 277 278 279 280 281 282 283 284 285
+;; ))
;; divisors)
;; '(1 71))
-;;
+;;
;; (Assert-set-equality
;; (let ((divisors))
;; (mapfam #'(lambda (p)
-;; (garbage-collect)
-;; (if (divisiblep 5041 p) (push p divisors))
-;; (garbage-collect))
-;; '(1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
-;; 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37
-;; 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54
-;; 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 69 70
-;; 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87
-;; 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103
-;; 104 105 106 107 108 109 110 111 112 113 114 115 116
-;; 117 118 119 120 121 122 123 124 125 126 127 128 129
-;; 130 131 132 133 134 135 136 137 138 139 140 141 142
-;; 143 144 145 146 147 148 149 150 151 152 153 154 155
-;; 156 157 158 159 160 161 162 163 164 165 166 167 168
-;; 169 170 171 172 173 174 175 176 177 178 179 180 181
-;; 182 183 184 185 186 187 188 189 190 191 192 193 194
-;; 195 196 197 198 199 200 201 202 203 204 205 206 207
-;; 208 209 210 211 212 213 214 215 216 217 218 219 220
-;; 221 222 223 224 225 226 227 228 229 230 231 232 233
-;; 234 235 236 237 238 239 240 241 242 243 244 245 246
-;; 247 248 249 250 251 252 253 254 255 256 257 258 259
-;; 260 261 262 263 264 265 266 267 268 269 270 271 272
-;; 273 274 275 276 277 278 279 280 281 282 283 284 285
-;; ))
+;; (garbage-collect)
+;; (if (divisiblep 5041 p) (push p divisors))
+;; (garbage-collect))
+;; '(1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
+;; 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37
+;; 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54
+;; 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 69 70
+;; 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87
+;; 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103
+;; 104 105 106 107 108 109 110 111 112 113 114 115 116
+;; 117 118 119 120 121 122 123 124 125 126 127 128 129
+;; 130 131 132 133 134 135 136 137 138 139 140 141 142
+;; 143 144 145 146 147 148 149 150 151 152 153 154 155
+;; 156 157 158 159 160 161 162 163 164 165 166 167 168
+;; 169 170 171 172 173 174 175 176 177 178 179 180 181
+;; 182 183 184 185 186 187 188 189 190 191 192 193 194
+;; 195 196 197 198 199 200 201 202 203 204 205 206 207
+;; 208 209 210 211 212 213 214 215 216 217 218 219 220
+;; 221 222 223 224 225 226 227 228 229 230 231 232 233
+;; 234 235 236 237 238 239 240 241 242 243 244 245 246
+;; 247 248 249 250 251 252 253 254 255 256 257 258 259
+;; 260 261 262 263 264 265 266 267 268 269 270 271 272
+;; 273 274 275 276 277 278 279 280 281 282 283 284 285
+;; ))
;; divisors)
;; '(1 71)))
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
(progn
(set-ucs-char code scaron)
(Assert (eq scaron (ucs-char code)))))
-
+
(Assert (eq nil (set-ucs-char #x1ffff scaron)))
(Check-Error wrong-type-argument (set-ucs-char -10000 scaron)))
-
+
)
;; Keywords: tests
;;
;; This file is part of SXEmacs.
-;;
+;;
;; SXEmacs is free software: you can redistribute it and/or modify it
;; under the terms of the GNU General Public License as published by the
;; Free Software Foundation, either version 3 of the License, or (at your
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;
;;; Synched up with: Not in FSF.
;;
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
(with-temp-buffer
;; Using active regions
(let ((zmacs-regions t)
- (first-buffer (current-buffer)))
+ (first-buffer (current-buffer)))
(Silence-Message
(insert (buffer-name)))
(Assert (not (region-exists-p)))
;; Keywords: tests
;;
;; This file is part of SXEmacs.
-;;
+;;
;; SXEmacs is free software: you can redistribute it and/or modify it
;; under the terms of the GNU General Public License as published by the
;; Free Software Foundation, either version 3 of the License, or (at your
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;
;;; Synched up with: Not in FSF.
;;
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
(let ((len (length (weak-list-list weak-list))))
(Assert (not (zerop len)))
(garbage-collect)
- (unless (featurep 'bdwgc)
- (Assert (eq (length (weak-list-list weak-list))
- (if (not reversep) 0 len)))))))
+ (unless (featurep 'bdwgc)
+ (Assert (eq (length (weak-list-list weak-list))
+ (if (not reversep) 0 len)))))))
(let ((weak-list (make-weak-list))
(gc-cons-threshold most-positive-fixnum))
;; Symbols created with `make-symbol' and `gensym' should be fresh
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
skipped-test-reasons)
(Print-Skip "comment and parse-partial-sexp tests" reason))
(c-mode)
-
+
(insert "// comment\n")
(forward-comment -2)
(Assert (eq (point) (point-min)))
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
;;; Definitely do not use Silence-Message with Check-Message.
;;; In general it should probably only be used on code that prepares for a
;;; test, not on tests.
-;;;
+;;;
;;; You run the tests using M-x test-emacs-test-file,
;;; or $(EMACS) -batch -l .../test-harness.el -f batch-test-emacs file ...
;;; which is run for you by the `make check' target in the top-level Makefile.
(let ((buffer-file-name filename)
(default-major-mode 'emacs-lisp-mode)
(enable-local-eval nil))
- (normal-mode)
- (setq filename buffer-file-name)))
+ (normal-mode)
+ (setq filename buffer-file-name)))
(test-harness-from-buffer input-buffer filename)
(kill-buffer input-buffer)
))
(with-current-buffer buffer
(save-excursion
- (when (re-search-forward ";;;###eval-me-first" nil t)
- (let* ((p1 (point))
- (p2 (progn
- (forward-sexp)
- (point))))
- (eval-region p1 p2)))))
+ (when (re-search-forward ";;;###eval-me-first" nil t)
+ (let* ((p1 (point))
+ (p2 (progn
+ (forward-sexp)
+ (point))))
+ (eval-region p1 p2)))))
(goto-char (point-min) buffer)
(condition-case error-info
`(let ((test-harness-failure-tag "KNOWN BUG")
(test-harness-success-tag "PASS (FAILURE EXPECTED)"))
,@body))
-
+
(defmacro Implementation-Incomplete-Expect-Failure (&rest body)
`(let ((test-harness-failure-tag "IMPLEMENTATION INCOMPLETE")
(test-harness-success-tag "PASS (FAILURE EXPECTED)"))
,@body))
-
+
(defun Print-Failure (fmt &rest args)
(setq fmt (format "%s: %s" test-harness-failure-tag fmt))
(if (noninteractive) (apply #'message fmt args))
(Print-Failure "Assertion failed: (equal %S %S) => (equal %S %S)"
(quote ,object1) (quote ,object2) ,object1 ,object2)
(incf assertion-failures))
- (t (Print-Failure "(equal %S %S) ==> error: %S"
+ (t (Print-Failure "(equal %S %S) ==> error: %S"
(quote ,object1) (quote ,object2) error-info)
(incf other-failures)
)))
(Print-Failure "Assertion failed: (not (equal %S %S)) => (not (equal %S %S))"
(quote ,object1) (quote ,object2) ,object1 ,object2)
(incf assertion-failures))
- (t (Print-Failure "(not (equal %S %S)) ==> error: %S"
+ (t (Print-Failure "(not (equal %S %S)) ==> error: %S"
(quote ,object1) (quote ,object2) error-info)
(incf other-failures)
)))
(point))
(point-max))
(funcall temp-buffer-show-function show-buffer))
- (select-window
- (prog1 (selected-window)
- (select-window (display-buffer (current-buffer)))
- (goto-char test-harness-results-point-max)
- (recenter 1)))))))))
+ (select-window
+ (prog1 (selected-window)
+ (select-window (display-buffer (current-buffer)))
+ (goto-char test-harness-results-point-max)
+ (recenter 1)))))))))
(defun batch-test-emacs-1 (file)
(condition-case error-info
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
(Assert-Equal (weak-list-list weaklist2) testlist)
(Assert-Equal (weak-list-list weaklist3) testlist)
(Assert-Equal (weak-list-list weaklist4) testlist)))
-
+
(garbage-collect)
;; tests for key-assoc weak-lists
(garbage-collect)
-
(defmacro bm-profile-time-multi-ord (count &rest body)
`(let* ((cnt ,count)
- (sttb (current-time)))
+ (sttb (current-time)))
(while (< 0 cnt)
,@body
(setq cnt (1- cnt)))
(defmacro bm-profile-time-btime (&rest body)
`(let* ((none (garbage-collect))
- (sttb (current-btime)))
+ (sttb (current-btime)))
,@body
(- (current-btime) sttb)))
(defmacro bm-profile-time-multi-btime (count &rest body)
`(let* ((cnt ,count)
- (sttb (current-btime)))
+ (sttb (current-btime)))
(while (nonnegativep cnt)
,@body
(setq cnt (1- cnt)))
(defun bm-compute-sample-points (test-range &optional grain)
(let* ((lo (car test-range))
- (hi (cdr test-range))
- (grain-ratio (// hi lo grain))
- (lol (log lo))
- (hil (log hi))
- (step (// (- hi lo) grain))
- (stepl (// (- hil lol) grain))
- (i (coerce-number lol 'int))
- (logp (> grain-ratio 1))
- (result (make-vector (1+ grain) nil))
- logf linf)
+ (hi (cdr test-range))
+ (grain-ratio (// hi lo grain))
+ (lol (log lo))
+ (hil (log hi))
+ (step (// (- hi lo) grain))
+ (stepl (// (- hil lol) grain))
+ (i (coerce-number lol 'int))
+ (logp (> grain-ratio 1))
+ (result (make-vector (1+ grain) nil))
+ logf linf)
(fset #'logf
- #'(lambda (unused)
- (let* ((exp (exp lol))
- (this (coerce-number exp 'int)))
- (setq lol (+ lol stepl))
- this)))
+ #'(lambda (unused)
+ (let* ((exp (exp lol))
+ (this (coerce-number exp 'int)))
+ (setq lol (+ lol stepl))
+ this)))
(fset #'linf
- #'(lambda (unused)
- (let* ((this (coerce-number lo 'int)))
- (setq lo (+ lo step))
- this)))
+ #'(lambda (unused)
+ (let* ((this (coerce-number lo 'int)))
+ (setq lo (+ lo step))
+ this)))
(mapc-inplace (if logp #'logf #'linf) result)
result))
(defun bm-util-average (dllv c)
(let* ((size (dllist-size dllv))
- (res 0))
+ (res 0))
(mapc-internal
#'(lambda (v)
- (setq res (+ res (aref v c))))
+ (setq res (+ res (aref v c))))
dllv)
(// res size)))
(defun bm-util-deviation (dllv avg c)
(let* ((size (dllist-size dllv))
- (res 0))
+ (res 0))
(mapc-internal
#'(lambda (v)
- (setq res
- (+ res (^ (- (aref v c) avg) 2))))
+ (setq res
+ (+ res (^ (- (aref v c) avg) 2))))
dllv)
(sqrt (// res size))))
(defun bm-determine-time-stability (test-funv result)
"Examine RESULT and try to guess if time data behaves like O(1)."
(let* ((vlen (length test-funv))
- (resv (make-vector (1+ vlen) 0))
- (j 0)
- (avgsum 0)
- (devsum 0))
+ (resv (make-vector (1+ vlen) 0))
+ (j 0)
+ (avgsum 0)
+ (devsum 0))
(while (< j vlen)
(let* ((fun (aref test-funv j))
- (name (function-documentation fun))
- (avg (bm-util-average result j))
- (adev (bm-util-deviation result avg j))
- (rdev (* (// adev avg) 100)))
- (setq avgsum (+ avgsum avg)
- devsum (+ devsum adev))
- (aset resv j (vector name avg adev rdev)))
+ (name (function-documentation fun))
+ (avg (bm-util-average result j))
+ (adev (bm-util-deviation result avg j))
+ (rdev (* (// adev avg) 100)))
+ (setq avgsum (+ avgsum avg)
+ devsum (+ devsum adev))
+ (aset resv j (vector name avg adev rdev)))
(setq j (1+ j)))
(aset resv vlen (vector "SUM" avgsum devsum (* (// devsum avgsum) 100)))
resv))
(defun bm-examine-time-stability (test-funv point)
(princ (format "Testing time stability on %d ...\n" point)
- 'external-debugging-output)
+ 'external-debugging-output)
(let* ((grain 100)
- (pile (dllist)))
+ (pile (dllist)))
(loop for i below grain
do (dllist-append
- pile
- (prog2
- ;; for the log
- (insert (format "%d" point))
- (mapvector
- #'(lambda (f)
- (let* ((time
- (bm-profile-time
- (funcall f point))))
- ;; for the log
- (insert (format " %d" time))
- time))
- test-funv)
- ;; for the log
- (insert (format "\n" point)))))
+ pile
+ (prog2
+ ;; for the log
+ (insert (format "%d" point))
+ (mapvector
+ #'(lambda (f)
+ (let* ((time
+ (bm-profile-time
+ (funcall f point))))
+ ;; for the log
+ (insert (format " %d" time))
+ time))
+ test-funv)
+ ;; for the log
+ (insert (format "\n" point)))))
(let* ((ts (bm-determine-time-stability test-funv pile)))
;;(bm-dump-pile test-funv pile ts)
(mapc-internal
#'(lambda (v)
- (let* ((name (aref v 0))
- (avg (aref v 1))
- (adev (aref v 2))
- (rdev (aref v 3)))
- (princ (format "%32s, avg: %10d us (±%d us = %3.2f %%%s)\n"
- name avg adev rdev
- (if (< rdev 25) "" " = UNSTABLE!"))
- 'external-debugging-output)))
+ (let* ((name (aref v 0))
+ (avg (aref v 1))
+ (adev (aref v 2))
+ (rdev (aref v 3)))
+ (princ (format "%32s, avg: %10d us (±%d us = %3.2f %%%s)\n"
+ name avg adev rdev
+ (if (< rdev 25) "" " = UNSTABLE!"))
+ 'external-debugging-output)))
ts)
(vector pile ts))))
(defun bm-estimate-time (test &optional grain)
(let* ((test-funv (plist-get test :test-funv))
- (test-range (plist-get test :test-range))
- (grain (or grain (plist-get test :grain) 20))
- (pf (plist-get test :plot-file))
- (buf (get-buffer-create (or pf "dontcare")))
- (tflen (length test-funv))
- (sample-points (bm-compute-sample-points test-range grain))
- (samples (make-skiplist)))
+ (test-range (plist-get test :test-range))
+ (grain (or grain (plist-get test :grain) 20))
+ (pf (plist-get test :plot-file))
+ (buf (get-buffer-create (or pf "dontcare")))
+ (tflen (length test-funv))
+ (sample-points (bm-compute-sample-points test-range grain))
+ (samples (make-skiplist)))
(with-temp-buffer
;; for the log
(insert "N")
(loop for j from 1 to tflen
- do (insert (format " t%d" j)))
+ do (insert (format " t%d" j)))
(insert "\n")
;; now run the tests
(mapcar
#'(lambda (point)
- (put-skiplist samples point (bm-run-tests test-funv point)))
+ (put-skiplist samples point (bm-run-tests test-funv point)))
sample-points)
(write-region-internal (point-min) (point-max) pf)
(princ "\n" 'external-debugging-output))
(insert (format "\n### component %d\n" c))
(map-skiplist
#'(lambda (key val)
- (let* ((pile (aref val 0))
- (ts (aref val 1))
- (tslen (length ts))
- (vec (aref ts c)))
- (insert (format "%d %f %f %f\n"
- key (aref vec 1) (aref vec 2) (aref vec 3)))))
+ (let* ((pile (aref val 0))
+ (ts (aref val 1))
+ (tslen (length ts))
+ (vec (aref ts c)))
+ (insert (format "%d %f %f %f\n"
+ key (aref vec 1) (aref vec 2) (aref vec 3)))))
samples)
(insert "\n")))
(with-current-buffer (get-buffer-create buf)
(map-skiplist
#'(lambda (key val)
- (insert (format "%s %S\n" key val)))
+ (insert (format "%s %S\n" key val)))
samples)
(insert "\n")))
(defun bm-dump-pile (test-funv pile ts)
(with-temp-buffer
(let* ((vlen (length test-funv))
- (resv (make-vector (1+ vlen) 0))
- (j 0))
+ (resv (make-vector (1+ vlen) 0))
+ (j 0))
(while (< j vlen)
- (let* ((fun (aref test-funv j))
- (name (function-documentation fun))
- (i 0))
- (insert "\n\n## " name "\n")
- (mapc-internal
- #'(lambda (v)
- (insert (format "%d %f\n" i (aref v j)))
- (setq i (1+ i)))
- pile))
- (setq j (1+ j)))
+ (let* ((fun (aref test-funv j))
+ (name (function-documentation fun))
+ (i 0))
+ (insert "\n\n## " name "\n")
+ (mapc-internal
+ #'(lambda (v)
+ (insert (format "%d %f\n" i (aref v j)))
+ (setq i (1+ i)))
+ pile))
+ (setq j (1+ j)))
(write-region (point-min) (point-max) "benchmark.plot")
(princ "\n" 'external-debugging-output))))
(provide 'benchmark)
-
(check-frame-geometry x (+ y 3))
(set-frame-property frame 'left (+ x 3))
(check-frame-geometry (+ x 3) (+ y 3))))
-
-(set-extent-begin-glyph
+(set-extent-begin-glyph
(make-extent (point) (point))
(setq im (make-glyph [xbm :file "xemacsicon.xbm"])))
-(set-extent-begin-glyph
+(set-extent-begin-glyph
(make-extent (point) (point))
(make-glyph [string :data "xemacs"]))
;; button in a group
(setq ok-select nil)
-(set-extent-begin-glyph
+(set-extent-begin-glyph
(make-extent (point) (point))
- (make-glyph
- (setq radio-button1
+ (make-glyph
+ (setq radio-button1
[button :face widget
:descriptor ["ok1" (setq ok-select t)
:style radio :selected ok-select]])))
;; button in a group
-(set-extent-begin-glyph
+(set-extent-begin-glyph
(make-extent (point) (point))
- (make-glyph
+ (make-glyph
(setq radio-button2
- [button :descriptor ["ok2" (setq ok-select nil) :style radio
+ [button :descriptor ["ok2" (setq ok-select nil) :style radio
:selected (not ok-select)]])))
;; toggle button
-(set-extent-begin-glyph
+(set-extent-begin-glyph
(make-extent (point) (point))
(setq tbutton
- (make-glyph [button :descriptor ["ok3" (setq ok-select nil)
- :style toggle
+ (make-glyph [button :descriptor ["ok3" (setq ok-select nil)
+ :style toggle
:selected (not ok-select)]])))
-(set-extent-begin-glyph
+(set-extent-begin-glyph
(make-extent (point) (point))
- (make-glyph
+ (make-glyph
(setq toggle-button
- [button :descriptor ["ok4" :style toggle
- :callback
+ [button :descriptor ["ok4" :style toggle
+ :callback
(setq ok-select (not ok-select))
:selected ok-select]])))
;; normal pushbutton
-(set-extent-begin-glyph
+(set-extent-begin-glyph
(make-extent (point) (point))
- (setq push-button
+ (setq push-button
(make-glyph [button :width 10 :height 2
:face modeline-mousable
:descriptor "ok" :callback foo
:selected t])))
;; tree view
-(set-extent-begin-glyph
+(set-extent-begin-glyph
(make-extent (point) (point))
- (setq tree (make-glyph
+ (setq tree (make-glyph
[tree-view :width 10
:descriptor "My Tree"
:items (["One" foo]
"Three")])))
;; tab control
-(set-extent-begin-glyph
+(set-extent-begin-glyph
(make-extent (point) (point))
- (setq tab (make-glyph
+ (setq tab (make-glyph
[tab-control :descriptor "My Tab"
:face highlight
:orientation right
["Three" foo :selected nil])])))
;; progress gauge
-(set-extent-begin-glyph
+(set-extent-begin-glyph
(make-extent (point) (point))
- (setq pgauge (make-glyph
+ (setq pgauge (make-glyph
[progress-gauge :width 10 :height 2 :value 0
:descriptor "ok"])))
;; progress the progress ...
(sit-for 0.1)))
;; progress gauge in the modeline
-(setq global-mode-string
+(setq global-mode-string
(cons (make-extent nil nil)
- (setq pg (make-glyph
+ (setq pg (make-glyph
[progress-gauge :width 5 :pixel-height 16
:descriptor "ok"]))))
;; progress the progress ...
(redisplay-frame)
(sit-for 0.1)))
-(set-extent-begin-glyph
+(set-extent-begin-glyph
(make-extent (point) (point))
- (make-glyph
+ (make-glyph
[button :face modeline-mousable
:descriptor "ok" :callback foo
:image [xpm :file "../etc/xemacs-icon.xpm"]]))
;; normal pushbutton
-(set-extent-begin-glyph
+(set-extent-begin-glyph
(make-extent (point) (point))
(setq pbutton
(make-glyph [button :descriptor ["A Big Button" foo ]])))
;; edit box
-(set-extent-begin-glyph
- (make-extent (point) (point))
+(set-extent-begin-glyph
+ (make-extent (point) (point))
(make-glyph (setq edit-field [edit-field :pixel-width 50 :pixel-height 30
:face bold-italic
:descriptor ["Hello"]])))
;; combo box
-(set-extent-begin-glyph
+(set-extent-begin-glyph
(make-extent (point) (point))
(make-glyph (setq combo-box
- [combo-box :width 10 :descriptor ["Hello"]
+ [combo-box :width 10 :descriptor ["Hello"]
:items ("One" "Two" "Three")])))
;; label
-(set-extent-begin-glyph
+(set-extent-begin-glyph
(make-extent (point) (point))
(make-glyph (setq label [label :pixel-width 150 :descriptor "Hello"])))
;; string
-(set-extent-begin-glyph
+(set-extent-begin-glyph
(make-extent (point) (point))
- (make-glyph
+ (make-glyph
(setq str
[string :data "Hello There"])))
;; scrollbar
-;(set-extent-begin-glyph
+;(set-extent-begin-glyph
; (make-extent (point) (point))
; (make-glyph [scrollbar :width 50 :height 20 :descriptor ["Hello"]]))
(set-extent-begin-glyph (make-extent (point) (point)) sw)
;; layout
-(setq layout
+(setq layout
(make-glyph
`[layout :descriptor "The Layout"
:orientation vertical
;; another test layout
(set-extent-begin-glyph
- (make-extent (point) (point))
+ (make-extent (point) (point))
(setq layout-2
(make-glyph `[layout :descriptor "The Layout"
:orientation vertical
:items ([progress-gauge :value 4 :width 10 :height 2
:descriptor "ok"])])
(setq test-toggle-widget nil)
-
+
(defun test-toggle (widget)
- (set-extent-begin-glyph
+ (set-extent-begin-glyph
(make-extent (point) (point))
(make-glyph (vector 'button
:descriptor "ok"
(setq str "Hello\nAgain")
(setq str-ext (make-extent 0 5 str))
-(set-extent-begin-glyph
+(set-extent-begin-glyph
str-ext
(make-glyph [xpm :file "../etc/xemacs-icon.xpm"]))
(set-extent-property str-ext 'mouse-face 'highlight)
(setq str2-ext (make-extent 0 1 str2))
(set-extent-begin-glyph
str2-ext
- (make-glyph
+ (make-glyph
[button :width 5 :height 1
:face modeline-mousable
:callback (set-specifier bottom-gutter-visible-p '(str2))
(set-specifier bottom-gutter-height 'autodetect)
(set-specifier bottom-gutter-border-width 2)
-(set-gutter-element
+(set-gutter-element
bottom-gutter 'str
- (make-glyph
- [layout :orientation vertical
- :justify left :margin-width 4
+ (make-glyph
+ [layout :orientation vertical
+ :justify left :margin-width 4
:items ([string :data "Fontifying glyphs.c..."]
- [layout :orientation horizontal
- :items
+ [layout :orientation horizontal
+ :items
([progress-gauge :value 0 :pixel-height 24
- :pixel-width 250 :descriptor
+ :pixel-width 250 :descriptor
"Progress"]
[button :pixel-height 24
- :descriptor " Stop "
+ :descriptor " Stop "
:callback (quote quit)])])]))
(set-gutter-element bottom-gutter 'str2 str2)
(set-gutter-element-visible-p bottom-gutter-visible-p 'str t)
(set-gutter-element-visible-p bottom-gutter-visible-p 'str2 t)
-
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Just load the file to run the test.
(test-match 0 "[^\e$(B4A\e(Ba]" "b\e$(B4A\e(Bab\e$(B4A;z\e(Bba")
(test-match 5 "\e$(B4A\e(B[^\e$(B4A\e(Ba]" "a\e$(B4A\e(Bab\e$(B4A4A;z\e(Bba")
)
-
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
;; General Public License for more details.
;; You should have received a copy of the GNU General Public License
-;; along with this program. If not, see <http://www.gnu.org/licenses/>.
+;; along with this program. If not, see <http://www.gnu.org/licenses/>.
;;; Synched up with: Not in FSF.
(defbug 7
(string-match "\\(\\s-\\|$\\)" "å"))
-
+
;;;; -------------------------------------------------------------------
;;;; Bugs below this line have been fixed.
;;;; Keep these for regression testing
projects / sxemacs / commitdiff