rendered paste body⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 1, -1) = 1
⎼␊▒␍(3, "\1\30─\324@\2\0\0\0\0\0\0\330\23\214\277\274\"\24\10\200"..., 32) = 32
⎼␊▒␍┴(3, [π"\347\353\357\0\347\353\357\0\347\353\357\0\347\353\357"..., 2304£, π"", 0£], 2) = 2304
┬⎼␋├␊(3, "\220\3\┼\0£\33 \3⎼\27 \3\0\6@\0H\3\0\0\30\0\30\0\211\0"..., 60) = 60
⎼␊▒␍(3, 0│␉°▒␊°°8␌, 32) = -1 EAGAIN (R␊⎽⎺┤⎼␌␊ ├␊└⎻⎺⎼▒⎼␋┌≤ ┤┼▒┴▒␋┌▒␉┌␊)
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 1, -1) = 1
⎼␊▒␍(3, "\1\30⎽\324@\2\0\0\0\0\0\0\330\23\214\277\274\"\24\10\200"..., 32) = 32
⎼␊▒␍┴(3, [π"\347\353\357\0\347\353\357\0\347\353\357\0\347\353\357"..., 2304£, π"", 0£], 2) = 2304
┬⎼␋├␊(3, "\220\3\┼\0£\33 \3⎼\27 \3\0\6@\0◆\3\0\0\30\0\30\0\255\0"..., 440) = 440
⎼␊▒␍(3, 0│␉°▒°014␌, 32) = -1 EAGAIN (R␊⎽⎺┤⎼␌␊ ├␊└⎻⎺⎼▒⎼␋┌≤ ┤┼▒┴▒␋┌▒␉┌␊)
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 1, -1) = 1
⎼␊▒␍(3, "\1\30£\324\300\0\0\0\0\0\0\0\330\23\214\277\274\"\24\10"..., 32) = 32
⎼␊▒␍┴(3, [π"\310\313\317\377\310\313\317\377\347\353\357\0\347\353"..., 768£, π"", 0£], 2) = 768
┬⎼␋├␊(3, ";\3\5\0J\31 \3\0\0\0\0\3\0_\0\10\0\30\0008\0\4\0J\31 \3"..., 116) = 116
⎼␊▒␍(3, 0│␉°▒°014␌, 32) = -1 EAGAIN (R␊⎽⎺┤⎼␌␊ ├␊└⎻⎺⎼▒⎼␋┌≤ ┤┼▒┴▒␋┌▒␉┌␊)
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 1, -1) = 1
⎼␊▒␍(3, "\1\30\202\324⎻\24\0\0\0\0\0\0\330\23\214\277\274\"\24\10"..., 32) = 32
⎼␊▒␍┴(3, [π"\347\353\357\0\347\353\357\0\347\353\357\0\347\353\357"..., 20928£, π"", 0£], 2) = 16096
⎼␊▒␍┴(3, 0│␉°▒°00␊8, 2) = -1 EAGAIN (R␊⎽⎺┤⎼␌␊ ├␊└⎻⎺⎼▒⎼␋┌≤ ┤┼▒┴▒␋┌▒␉┌␊)
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 1, -1) = 1
⎼␊▒␍┴(3, [π"\347\353\357\0\347\353\357\0\347\353\357\0\347\353\357"..., 4832£, π"", 0£], 2) = 4832
┬⎼␋├␊(3, ";\3\5\0\206\33 \3\0\0\0\0\┴\0_\0\332\0\30\0008\0\4\0\206"..., 144) = 144
⎼␊▒␍(3, 0│␉°▒°014␌, 32) = -1 EAGAIN (R␊⎽⎺┤⎼␌␊ ├␊└⎻⎺⎼▒⎼␋┌≤ ┤┼▒┴▒␋┌▒␉┌␊)
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 1, -1) = 1
⎼␊▒␍(3, "\1\30\210\324\200\1\0\0\0\0\0\0\330\23\214\277\274\"\24"..., 32) = 32
⎼␊▒␍┴(3, [π"\347\353\357\0\347\353\357\0\347\353\357\0\347\353\357"..., 1536£, π"", 0£], 2) = 1536
┬⎼␋├␊(3, ";\3\5\0␊\27 \3\0\0\0\0\345\0_\0\20\0\30\0008\0\4\0␊\27"..., 212) = 212
⎼␊▒␍(3, 0│␉°▒°014␌, 32) = -1 EAGAIN (R␊⎽⎺┤⎼␌␊ ├␊└⎻⎺⎼▒⎼␋┌≤ ┤┼▒┴▒␋┌▒␉┌␊)
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 1, -1) = 1
⎼␊▒␍(3, "\1\30\215\324\300\0\0\0\0\0\0\0\330\23\214\277\274\"\24"..., 32) = 32
⎼␊▒␍┴(3, [π"\347\353\357\0\347\353\357\0\347\353\357\0\347\353\357"..., 768£, π"", 0£], 2) = 768
┬⎼␋├␊(3, ";\3\5\0\310\25 \3\0\0\0\0\365\0_\0\10\0\30\0\220\3\┼\0"..., 168) = 168
⎼␊▒␍(3, 0│␉°▒°017␌, 32) = -1 EAGAIN (R␊⎽⎺┤⎼␌␊ ├␊└⎻⎺⎼▒⎼␋┌≤ ┤┼▒┴▒␋┌▒␉┌␊)
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 1, -1) = 1
⎼␊▒␍(3, "\1\30\222\324\0\1\0\0\0\0\0\0\330\23\214\277\274\"\24\10"..., 32) = 32
⎼␊▒␍┴(3, [π"\364\366\370\377\364\366\370\377\364\366\370\377\364\366"..., 1024£, π"", 0£], 2) = 1024
┬⎼␋├␊(3, ";\3\5\0*\32 \3\0\0\0\0\3\0]\0\353\4\35\0008\3\4\0*\32 "..., 244) = 244
⎼␊▒␍(3, 0│␉°▒°03▒␌, 32) = -1 EAGAIN (R␊⎽⎺┤⎼␌␊ ├␊└⎻⎺⎼▒⎼␋┌≤ ┤┼▒┴▒␋┌▒␉┌␊)
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 1, -1) = 1
⎼␊▒␍(3, "\1\30\227\324\236\1\0\0\0\0\0\0\330\23\214\277\274\"\24"..., 32) = 32
⎼␊▒␍┴(3, [π"\310\313\317\377\310\313\317\377\347\353\357\0\347\353"..., 1656£, π"", 0£], 2) = 1656
┬⎼␋├␊(3, ";\3\5\0>\27 \3\0\0\0\0\356\4_\0\22\0\27\0008\3\4\0>\27"..., 228) = 228
⎼␊▒␍(3, 0│␉°▒°1340, 32) = -1 EAGAIN (R␊⎽⎺┤⎼␌␊ ├␊└⎻⎺⎼▒⎼␋┌≤ ┤┼▒┴▒␋┌▒␉┌␊)
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 1, -1) = 1
⎼␊▒␍(3, "\1\2\244\324\0\0\0\0\252W\342\2\231\0\0\0\2103┐\10\350"..., 32) = 32
␋⎺␌├┌(3, FIONREAD, [0]) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843248, 548276£, NULL) = 0
┬⎼␋├␊(3, "5\30\4\0\230\33 \3\\\0\0\0\20\0%\0038\0\4\0\16\0 \3\0 "..., 8624) = 8624
␋⎺␌├┌(3, FIONREAD, [0]) = 0
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN£, π°␍=10, ␊┴␊┼├⎽=POLLIN£, π°␍=14, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=16, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=17, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=18, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=5, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 7, -1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843253, 615062£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843253, 615112£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843253, 615153£, NULL) = 0
⎼␊▒␍(5, "\372", 1) = 1
␋⎺␌├┌(3, FIONREAD, [0]) = 0
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN£, π°␍=10, ␊┴␊┼├⎽=POLLIN£, π°␍=14, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=16, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=17, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=18, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=5, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 7, -1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843253, 656661£, NULL) = 0
┬⎼␋├␊(8, "8", 1) = 1
°┤├␊│(0│80␍2790, FUTEX_WAKE, 1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843253, 656839£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843253, 656881£, NULL) = 0
⎼␊▒␍(5, "\372", 1) = 1
␋⎺␌├┌(3, FIONREAD, [0]) = 0
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN£, π°␍=10, ␊┴␊┼├⎽=POLLIN£, π°␍=14, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=16, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=17, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=18, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=5, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 7, -1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843254, 175108£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843254, 175286£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843254, 175372£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843254, 175414£, NULL) = 0
⎼␊▒␍(5, "\372", 1) = 1
␋⎺␌├┌(3, FIONREAD, [0]) = 0
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN£, π°␍=10, ␊┴␊┼├⎽=POLLIN£, π°␍=14, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=16, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=17, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=18, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=5, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 7, -1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843268, 624070£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843268, 624120£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843268, 624160£, NULL) = 0
⎼␊▒␍(5, "\372", 1) = 1
␋⎺␌├┌(3, FIONREAD, [0]) = 0
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN£, π°␍=10, ␊┴␊┼├⎽=POLLIN£, π°␍=14, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=16, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=17, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=18, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=5, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 7, -1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843268, 664440£, NULL) = 0
┬⎼␋├␊(8, "8", 1) = 1
°┤├␊│(0│80␍2790, FUTEX_WAKE, 1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843268, 664612£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843268, 664652£, NULL) = 0
⎼␊▒␍(5, "\372", 1) = 1
␋⎺␌├┌(3, FIONREAD, [0]) = 0
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN£, π°␍=10, ␊┴␊┼├⎽=POLLIN£, π°␍=14, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=16, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=17, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=18, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=5, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 7, -1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843269, 184101£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843269, 184278£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843269, 184364£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843269, 184405£, NULL) = 0
⎼␊▒␍(5, "\372", 1) = 1
␋⎺␌├┌(3, FIONREAD, [0]) = 0
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN£, π°␍=10, ␊┴␊┼├⎽=POLLIN£, π°␍=14, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=16, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=17, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=18, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=5, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 7, -1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843283, 633076£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843283, 633125£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843283, 633165£, NULL) = 0
⎼␊▒␍(5, "\372", 1) = 1
␋⎺␌├┌(3, FIONREAD, [0]) = 0
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN£, π°␍=10, ␊┴␊┼├⎽=POLLIN£, π°␍=14, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=16, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=17, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=18, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=5, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 7, -1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843283, 673690£, NULL) = 0
┬⎼␋├␊(8, "8", 1) = 1
°┤├␊│(0│80␍2790, FUTEX_WAKE, 1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843283, 673857£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843283, 673897£, NULL) = 0
⎼␊▒␍(5, "\372", 1) = 1
␋⎺␌├┌(3, FIONREAD, [0]) = 0
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN£, π°␍=10, ␊┴␊┼├⎽=POLLIN£, π°␍=14, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=16, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=17, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=18, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=5, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 7, -1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843284, 189097£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843284, 189274£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843284, 189359£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843284, 189399£, NULL) = 0
⎼␊▒␍(5, "\372", 1) = 1
␋⎺␌├┌(3, FIONREAD, [0]) = 0
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN£, π°␍=10, ␊┴␊┼├⎽=POLLIN£, π°␍=14, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=16, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=17, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=18, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=5, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 7, -1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843298, 646059£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843298, 646108£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843298, 646149£, NULL) = 0
⎼␊▒␍(5, "\372", 1) = 1
␋⎺␌├┌(3, FIONREAD, [0]) = 0
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN£, π°␍=10, ␊┴␊┼├⎽=POLLIN£, π°␍=14, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=16, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=17, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=18, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=5, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 7, -1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843298, 689983£, NULL) = 0
┬⎼␋├␊(8, "8", 1) = 1
°┤├␊│(0│80␍2790, FUTEX_WAKE, 1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843298, 690391£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843298, 690432£, NULL) = 0
⎼␊▒␍(5, "\372", 1) = 1
␋⎺␌├┌(3, FIONREAD, [0]) = 0
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN£, π°␍=10, ␊┴␊┼├⎽=POLLIN£, π°␍=14, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=16, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=17, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=18, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=5, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 7, -1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843299, 194093£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843299, 194420£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843299, 194510£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843299, 194551£, NULL) = 0
⎼␊▒␍(5, "\372", 1) = 1
␋⎺␌├┌(3, FIONREAD, [0]) = 0
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN£, π°␍=10, ␊┴␊┼├⎽=POLLIN£, π°␍=14, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=16, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=17, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=18, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=5, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 7, -1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843313, 651036£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843313, 651087£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843313, 651128£, NULL) = 0
⎼␊▒␍(5, "\372", 1) = 1
␋⎺␌├┌(3, FIONREAD, [0]) = 0
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN£, π°␍=10, ␊┴␊┼├⎽=POLLIN£, π°␍=14, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=16, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=17, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=18, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=5, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 7, -1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843313, 695011£, NULL) = 0
┬⎼␋├␊(8, "8", 1) = 1
°┤├␊│(0│80␍2790, FUTEX_WAKE, 1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843313, 695180£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843313, 695221£, NULL) = 0
⎼␊▒␍(5, "\372", 1) = 1
␋⎺␌├┌(3, FIONREAD, [0]) = 0
⎻⎺┌┌([π°␍=3, ␊┴␊┼├⎽=POLLIN£, π°␍=10, ␊┴␊┼├⎽=POLLIN£, π°␍=14, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=16, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=17, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=18, ␊┴␊┼├⎽=POLLIN≠POLLPRI£, π°␍=5, ␊┴␊┼├⎽=POLLIN, ⎼␊┴␊┼├⎽=POLLIN£], 7, -1) = 1
±␊├├␋└␊⎺°␍▒≤(π1179843314, 199050£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843314, 199225£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843314, 199311£, NULL) = 0
±␊├├␋└␊⎺°␍▒≤(π1179843314, 199352£, NULL) = 0
⎼␊▒␍(5, "\372", 1) = 1
␋⎺␌├┌(3, FIONREAD, [0]) = 0