(116.72, 638.24) (123.26, 638.24) (123.26, 644.23) (116.72, 644.23)        /F1 15	<|special_separator|>
(150.01, 638.24) (159.83, 638.24) (159.83, 644.23) (150.01, 644.23)        /F1 300	<|special_separator|>
(183.31, 638.24) (196.39, 638.24) (196.39, 644.23) (183.31, 644.23)        /F1 6000	<|special_separator|>
(123.60, 629.76) (155.57, 629.76) (155.57, 638.58) (123.60, 638.58)        /F1 Solution	<|special_separator|>
(157.98, 629.76) (185.15, 629.76) (185.15, 638.58) (157.98, 638.58)        /F1 Length	<|special_separator|>
(105.76, 644.98) (113.94, 644.98) (113.94, 650.97) (105.76, 650.97)        /F1 0.0	<|special_separator|>
(105.76, 673.86) (113.94, 673.86) (113.94, 679.85) (105.76, 679.85)        /F1 0.5	<|special_separator|>
(105.76, 702.73) (113.94, 702.73) (113.94, 708.73) (105.76, 708.73)        /F1 1.0	<|special_separator|>
(104.89, 651.44) (104.89, 682.26) (096.06, 682.26) (096.06, 651.44)        /F1 Success	<|special_separator|>
(104.89, 684.67) (104.89, 702.60) (096.06, 702.60) (096.06, 684.67)        /F1 Rate	<|special_separator|>
(142.75, 710.19) (166.00, 710.19) (166.00, 719.33) (142.75, 719.33)        /F1 Rubik	<|special_separator|>
(199.63, 638.36) (206.16, 638.36) (206.16, 644.33) (199.63, 644.33)        /F1 10	<|special_separator|>
(232.81, 638.36) (242.60, 638.36) (242.60, 644.33) (232.81, 644.33)        /F1 200	<|special_separator|>
(265.98, 638.36) (279.04, 638.36) (279.04, 644.33) (265.98, 644.33)        /F1 4000	<|special_separator|>
(206.44, 629.88) (238.35, 629.88) (238.35, 638.70) (206.44, 638.70)        /F1 Solution	<|special_separator|>
(240.76, 629.88) (267.88, 629.88) (267.88, 638.70) (240.76, 638.70)        /F1 Length	<|special_separator|>
(216.13, 710.07) (241.07, 710.07) (241.07, 719.20) (216.13, 719.20)        /F1 Lights	<|special_separator|>
(243.56, 710.07) (258.18, 710.07) (258.18, 719.20) (243.56, 719.20)        /F1 Out	<|special_separator|>
(281.48, 638.41) (287.99, 638.41) (287.99, 644.38) (281.48, 644.38)        /F1 10	<|special_separator|>
(316.35, 638.41) (322.86, 638.41) (322.86, 644.38) (316.35, 644.38)        /F1 30	<|special_separator|>
(351.23, 638.41) (357.74, 638.41) (357.74, 644.38) (351.23, 644.38)        /F1 90	<|special_separator|>
(288.83, 629.97) (320.64, 629.97) (320.64, 638.75) (288.83, 638.75)        /F1 Solution	<|special_separator|>
(323.04, 629.97) (350.08, 629.97) (350.08, 638.75) (323.04, 638.75)        /F1 Length	<|special_separator|>
(302.36, 710.01) (336.53, 710.01) (336.53, 719.11) (302.36, 719.11)        /F1 Sokoban	<|special_separator|>
(365.60, 638.40) (368.87, 638.40) (368.87, 644.38) (365.60, 644.38)        /F1 9	<|special_separator|>
(396.94, 638.40) (403.48, 638.40) (403.48, 644.38) (396.94, 644.38)        /F1 27	<|special_separator|>
(429.92, 638.40) (436.45, 638.40) (436.45, 644.38) (429.92, 644.38)        /F1 81	<|special_separator|>
(369.33, 629.93) (401.25, 629.93) (401.25, 638.74) (369.33, 638.74)        /F1 Solution	<|special_separator|>
(403.66, 629.93) (430.79, 629.93) (430.79, 638.74) (403.66, 638.74)        /F1 Length	<|special_separator|>
(374.58, 710.14) (394.04, 710.14) (394.04, 719.27) (374.58, 719.27)        /F1 Digit	<|special_separator|>
(396.53, 710.14) (425.55, 710.14) (425.55, 719.27) (396.53, 719.27)        /F1 Jumper	<|special_separator|>
(442.70, 638.20) (449.25, 638.20) (449.25, 644.20) (442.70, 644.20)        /F1 40	<|special_separator|>
(474.19, 638.20) (484.01, 638.20) (484.01, 644.20) (474.19, 644.20)        /F1 120	<|special_separator|>
(507.32, 638.20) (517.14, 638.20) (517.14, 644.20) (507.32, 644.20)        /F1 360	<|special_separator|>
(448.14, 629.71) (480.15, 629.71) (480.15, 638.54) (448.14, 638.54)        /F1 Solution	<|special_separator|>
(482.56, 629.71) (509.77, 629.71) (509.77, 638.54) (482.56, 638.54)        /F1 Length	<|special_separator|>
(459.73, 710.23) (498.18, 710.23) (498.18, 719.38) (459.73, 719.38)        /F1 15-Puzzle	<|special_separator|>
(215.87, 612.72) (239.40, 612.72) (239.40, 622.10) (215.87, 622.10)        /F1 CRTR	<|special_separator|>
(241.96, 612.72) (273.13, 612.72) (273.13, 622.10) (241.96, 622.10)        /F1 without	<|special_separator|>
(275.70, 612.72) (304.33, 612.72) (304.33, 622.10) (275.70, 622.10)        /F1 Search	<|special_separator|>
(342.98, 612.72) (366.50, 612.72) (366.50, 622.10) (342.98, 622.10)        /F1 CRTR	<|special_separator|>
(369.06, 612.72) (386.96, 612.72) (386.96, 622.10) (369.06, 622.10)        /F1 with	<|special_separator|>
(389.52, 612.72) (418.69, 612.72) (418.69, 622.10) (389.52, 622.10)        /F1 BestFS	<|special_separator|>
(108.00, 591.62) (134.53, 591.62) (134.53, 600.17) (108.00, 600.17)      /F116 Figure	<|special_separator|>
(137.59, 591.62) (145.50, 591.62) (145.50, 600.17) (137.59, 600.17)      /F116 4:	<|special_separator|>
(149.73, 591.81) (175.28, 591.81) (175.28, 599.87) (149.73, 599.87)      /F107 CRTR	<|special_separator|>
(178.03, 591.81) (200.81, 591.81) (200.81, 599.87) (178.03, 599.87)      /F107 solves	<|special_separator|>
(203.56, 591.81) (222.35, 591.81) (222.35, 599.87) (203.56, 599.87)      /F107 most	<|special_separator|>
(225.12, 591.81) (244.94, 591.81) (244.94, 599.87) (225.12, 599.87)      /F107 tasks	<|special_separator|>
(247.69, 591.81) (277.67, 591.81) (277.67, 599.87) (247.69, 599.87)      /F107 without	<|special_separator|>
(280.42, 591.81) (317.35, 591.81) (317.35, 599.87) (280.42, 599.87)      /F107 requiring	<|special_separator|>
(320.10, 591.81) (334.33, 591.81) (334.33, 599.87) (320.10, 599.87)      /F107 any	<|special_separator|>
(337.10, 591.81) (364.62, 591.81) (364.62, 599.87) (337.10, 599.87)      /F107 search.	<|special_separator|>
(369.41, 591.62) (399.90, 591.62) (399.90, 600.17) (369.41, 600.17)      /F116 Adding	<|special_separator|>
(402.96, 591.62) (432.33, 591.62) (432.33, 600.17) (402.96, 600.17)      /F116 BestFS	<|special_separator|>
(435.39, 591.62) (461.92, 591.62) (461.92, 600.17) (435.39, 600.17)      /F116 results	<|special_separator|>
(464.99, 591.62) (472.89, 591.62) (472.89, 600.17) (464.99, 600.17)      /F116 in	<|special_separator|>
(475.95, 591.62) (504.17, 591.62) (504.17, 600.17) (475.95, 600.17)      /F116 shorter	<|special_separator|>
(108.00, 580.71) (147.25, 580.71) (147.25, 589.26) (108.00, 589.26)      /F116 solutions.	<|special_separator|>
(150.83, 580.71) (164.14, 580.71) (164.14, 589.26) (150.83, 589.26)      /F116 We	<|special_separator|>
(166.80, 580.71) (182.61, 580.71) (182.61, 589.26) (166.80, 589.26)      /F116 plot	<|special_separator|>
(185.27, 580.71) (197.69, 580.71) (197.69, 589.26) (185.27, 589.26)      /F116 the	<|special_separator|>
(200.35, 580.71) (231.95, 580.71) (231.95, 589.26) (200.35, 589.26)      /F116 fraction	<|special_separator|>
(234.61, 580.71) (243.07, 580.71) (243.07, 589.26) (234.61, 589.26)      /F116 of	<|special_separator|>
(245.73, 580.71) (303.88, 580.71) (303.88, 589.26) (245.73, 589.26)      /F116 configurations	<|special_separator|>
(306.53, 580.71) (332.92, 580.71) (332.92, 589.26) (306.53, 589.26)      /F116 solved	<|special_separator|>
(335.57, 580.71) (353.64, 580.71) (353.64, 589.26) (335.57, 589.26)      /F116 with	<|special_separator|>
(356.30, 580.71) (360.82, 580.71) (360.82, 589.26) (356.30, 589.26)      /F116 a	<|special_separator|>
(363.47, 580.71) (396.22, 580.71) (396.22, 589.26) (363.47, 589.26)      /F116 solution	<|special_separator|>
(398.88, 580.71) (424.29, 580.71) (424.29, 589.26) (398.88, 589.26)      /F116 length	<|special_separator|>
(426.94, 580.71) (435.40, 580.71) (435.40, 589.26) (426.94, 589.26)      /F116 of	<|special_separator|>
(438.07, 580.71) (445.40, 580.71) (445.40, 589.26) (438.07, 589.26)      /F116 at	<|special_separator|>
(448.07, 580.71) (467.83, 580.71) (467.83, 589.26) (448.07, 589.26)      /F116 most	<|special_separator|>
(470.49, 580.87) (476.18, 580.87) (476.18, 589.58) (470.49, 589.58)       /F27 x	<|special_separator|>
(476.18, 580.71) (478.72, 580.71) (478.72, 589.26) (476.18, 589.26)      /F116 ,	<|special_separator|>
(481.42, 580.71) (504.00, 580.71) (504.00, 589.26) (481.42, 589.26)      /F116 while	<|special_separator|>
(108.00, 569.80) (140.16, 569.80) (140.16, 578.35) (108.00, 578.35)      /F116 limiting	<|special_separator|>
(142.64, 569.80) (155.04, 569.80) (155.04, 578.35) (142.64, 578.35)      /F116 the	<|special_separator|>
(157.53, 569.80) (188.55, 569.80) (188.55, 578.35) (157.53, 578.35)      /F116 number	<|special_separator|>
(191.02, 569.80) (199.48, 569.80) (199.48, 578.35) (191.02, 578.35)      /F116 of	<|special_separator|>
(201.97, 569.80) (225.65, 569.80) (225.65, 578.35) (201.97, 578.35)      /F116 nodes	<|special_separator|>
(228.13, 569.80) (257.44, 569.80) (257.44, 578.35) (228.13, 578.35)      /F116 created	<|special_separator|>
(259.92, 569.80) (267.82, 569.80) (267.82, 578.35) (259.92, 578.35)      /F116 to	<|special_separator|>
(270.30, 569.80) (293.14, 569.80) (293.14, 578.35) (270.30, 578.35)      /F116 6000.	<|special_separator|>
(296.23, 569.80) (348.32, 569.80) (348.32, 578.35) (296.23, 578.35)      /F116 Surprisingly,	<|special_separator|>
(350.80, 569.80) (360.95, 569.80) (360.95, 578.35) (350.80, 578.35)      /F116 on	<|special_separator|>
(363.43, 569.80) (375.84, 569.80) (375.84, 578.35) (363.43, 578.35)      /F116 the	<|special_separator|>
(378.32, 569.80) (409.93, 569.80) (409.93, 578.35) (378.32, 578.35)      /F116 Rubik's	<|special_separator|>
(412.40, 569.80) (431.57, 569.80) (431.57, 578.35) (412.40, 578.35)      /F116 cube	<|special_separator|>
(434.06, 569.80) (459.98, 569.80) (459.98, 578.35) (434.06, 578.35)      /F116 CRTR	<|special_separator|>
(462.45, 569.80) (497.01, 569.80) (497.01, 578.35) (462.45, 578.35)      /F116 achieves	<|special_separator|>
(499.49, 569.80) (503.99, 569.80) (503.99, 578.35) (499.49, 578.35)      /F116 a	<|special_separator|>
(108.00, 558.89) (133.63, 558.89) (133.63, 567.44) (108.00, 567.44)      /F116 higher	<|special_separator|>
(136.12, 558.89) (166.21, 558.89) (166.21, 567.44) (136.12, 567.44)      /F116 success	<|special_separator|>
(168.70, 558.89) (183.73, 558.89) (183.73, 567.44) (168.70, 567.44)      /F116 rate	<|special_separator|>
(186.23, 559.03) (216.33, 559.03) (216.33, 567.62) (186.23, 567.62)      /F134 without	<|special_separator|>
(219.00, 558.89) (247.13, 558.89) (247.13, 567.44) (219.00, 567.44)      /F116 search,	<|special_separator|>
(249.62, 558.89) (279.16, 558.89) (279.16, 567.44) (249.62, 567.44)      /F116 solving	<|special_separator|>
(281.65, 558.89) (291.69, 558.89) (291.69, 567.44) (281.65, 567.44)      /F116 all	<|special_separator|>
(294.17, 558.89) (317.02, 558.89) (317.02, 567.44) (294.17, 567.44)      /F116 board	<|special_separator|>
(319.50, 558.89) (376.91, 558.89) (376.91, 567.44) (319.50, 567.44)      /F116 configurations	<|special_separator|>
(379.41, 558.89) (405.05, 558.89) (405.05, 567.44) (379.41, 567.44)      /F116 within	<|special_separator|>
(407.54, 558.89) (419.80, 558.89) (419.80, 567.44) (407.54, 567.44)      /F116 the	<|special_separator|>
(422.29, 558.89) (451.90, 558.89) (451.90, 567.44) (422.29, 567.44)      /F116 budget.	<|special_separator|>
(454.99, 558.89) (481.19, 558.89) (481.19, 567.44) (454.99, 567.44)      /F116 Figure	<|special_separator|>
(483.67, 558.89) (493.71, 558.89) (493.71, 567.44) (483.67, 567.44)      /F116 11	<|special_separator|>
(496.19, 558.89) (504.00, 558.89) (504.00, 567.44) (496.19, 567.44)      /F116 in	<|special_separator|>
(108.00, 547.98) (120.26, 547.98) (120.26, 556.53) (108.00, 556.53)      /F116 the	<|special_separator|>
(122.76, 547.98) (162.33, 547.98) (162.33, 556.53) (122.76, 556.53)      /F116 Appendix	<|special_separator|>
(164.82, 547.98) (170.95, 547.98) (170.95, 556.53) (164.82, 556.53)      /F116 E	<|special_separator|>
(173.45, 547.98) (206.33, 547.98) (206.33, 556.53) (173.45, 556.53)      /F116 presents	<|special_separator|>
(208.82, 547.98) (221.08, 547.98) (221.08, 556.53) (208.82, 556.53)      /F116 the	<|special_separator|>
(223.58, 547.98) (244.20, 547.98) (244.20, 556.53) (223.58, 556.53)      /F116 same	<|special_separator|>
(246.70, 547.98) (275.40, 547.98) (275.40, 556.53) (246.70, 556.53)      /F116 results,	<|special_separator|>
(277.90, 547.98) (290.52, 547.98) (290.52, 556.53) (277.90, 556.53)      /F116 but	<|special_separator|>
(293.02, 547.98) (304.71, 547.98) (304.71, 556.53) (293.02, 556.53)      /F116 for	<|special_separator|>
(307.22, 547.98) (335.33, 547.98) (335.33, 556.53) (307.22, 556.53)      /F116 CRTR,	<|special_separator|>
(337.83, 547.98) (346.19, 547.98) (346.19, 556.53) (337.83, 556.53)      /F116 as	<|special_separator|>
(348.69, 547.98) (365.96, 547.98) (365.96, 556.53) (348.69, 556.53)      /F116 well	<|special_separator|>
(368.46, 547.98) (376.82, 547.98) (376.82, 556.53) (368.46, 556.53)      /F116 as	<|special_separator|>
(379.31, 547.98) (391.57, 547.98) (391.57, 556.53) (379.31, 556.53)      /F116 the	<|special_separator|>
(394.07, 547.98) (439.93, 547.98) (439.93, 556.53) (394.07, 556.53)      /F116 Contrastive	<|special_separator|>
(442.43, 547.98) (456.91, 547.98) (456.91, 556.53) (442.43, 556.53)      /F116 and	<|special_separator|>
(459.41, 547.98) (504.00, 547.98) (504.00, 556.53) (459.41, 556.53)      /F116 Supervised	<|special_separator|>
(108.00, 537.07) (147.01, 537.07) (147.01, 545.62) (108.00, 545.62)      /F116 baselines.	<|special_separator|>
(108.00, 500.30) (120.45, 500.30) (120.45, 509.26) (108.00, 509.26)      /F107 5.3	<|special_separator|>
(130.42, 500.30) (138.17, 500.30) (138.17, 509.26) (130.42, 509.26)      /F107 Is	<|special_separator|>
(140.66, 500.30) (168.14, 500.30) (168.14, 509.26) (140.66, 509.26)      /F107 search	<|special_separator|>
(170.63, 500.30) (216.56, 500.30) (216.56, 509.26) (170.63, 509.26)      /F107 necessary?	<|special_separator|>
(108.00, 478.95) (120.11, 478.95) (120.11, 487.50) (108.00, 487.50)      /F116 Do	<|special_separator|>
(122.61, 478.95) (142.44, 478.95) (142.44, 487.50) (122.61, 487.50)      /F116 good	<|special_separator|>
(144.93, 478.95) (204.94, 478.95) (204.94, 487.50) (144.93, 487.50)      /F116 representations	<|special_separator|>
(207.44, 478.95) (229.21, 478.95) (229.21, 487.50) (207.44, 487.50)      /F116 allow	<|special_separator|>
(231.70, 478.95) (240.51, 478.95) (240.51, 487.50) (231.70, 487.50)      /F116 us	<|special_separator|>
(243.01, 478.95) (250.72, 478.95) (250.72, 487.50) (243.01, 487.50)      /F116 to	<|special_separator|>
(253.22, 478.95) (273.99, 478.95) (273.99, 487.50) (253.22, 487.50)      /F116 solve	<|special_separator|>
(276.49, 478.95) (331.55, 478.95) (331.55, 487.50) (276.49, 487.50)      /F116 combinatorial	<|special_separator|>
(334.05, 478.95) (370.95, 478.95) (370.95, 487.50) (334.05, 487.50)      /F116 problems	<|special_separator|>
(373.43, 478.95) (403.73, 478.95) (403.73, 487.50) (373.43, 487.50)      /F116 without	<|special_separator|>
(406.23, 478.95) (434.02, 478.95) (434.02, 487.50) (406.23, 487.50)      /F116 search,	<|special_separator|>
(436.52, 478.95) (444.78, 478.95) (444.78, 487.50) (436.52, 487.50)      /F116 or	<|special_separator|>
(447.27, 478.95) (454.42, 478.95) (454.42, 487.50) (447.27, 487.50)      /F116 at	<|special_separator|>
(456.92, 478.95) (475.09, 478.95) (475.09, 487.50) (456.92, 487.50)      /F116 least	<|special_separator|>
(477.58, 478.95) (504.00, 478.95) (504.00, 487.50) (477.58, 487.50)      /F116 reduce	<|special_separator|>
(108.00, 468.04) (120.09, 468.04) (120.09, 476.59) (108.00, 476.59)      /F116 the	<|special_separator|>
(122.58, 468.04) (152.26, 468.04) (152.26, 476.59) (122.58, 476.59)      /F116 amount	<|special_separator|>
(154.74, 468.04) (162.98, 468.04) (162.98, 476.59) (154.74, 476.59)      /F116 of	<|special_separator|>
(165.48, 468.04) (190.74, 468.04) (190.74, 476.59) (165.48, 476.59)      /F116 search	<|special_separator|>
(193.24, 468.04) (226.20, 468.04) (226.20, 476.59) (193.24, 476.59)      /F116 required	<|special_separator|>
(228.68, 468.04) (236.38, 468.04) (236.38, 476.59) (228.68, 476.59)      /F116 to	<|special_separator|>
(238.87, 468.04) (250.96, 468.04) (250.96, 476.59) (238.87, 476.59)      /F116 get	<|special_separator|>
(253.45, 468.04) (271.04, 468.04) (271.04, 476.59) (253.45, 476.59)      /F116 high	<|special_separator|>
(273.53, 468.04) (303.20, 468.04) (303.20, 476.59) (273.53, 476.59)      /F116 success	<|special_separator|>
(305.69, 468.04) (328.76, 468.04) (328.76, 476.59) (305.69, 476.59)      /F116 rates?	<|special_separator|>
(331.85, 468.04) (344.78, 468.04) (344.78, 476.59) (331.85, 476.59)      /F116 We	<|special_separator|>
(347.27, 468.04) (368.71, 468.04) (368.71, 476.59) (347.27, 476.59)      /F116 study	<|special_separator|>
(371.20, 468.04) (385.49, 468.04) (385.49, 476.59) (371.20, 476.59)      /F116 this	<|special_separator|>
(387.98, 468.04) (421.50, 468.04) (421.50, 476.59) (387.98, 476.59)      /F116 question	<|special_separator|>
(424.00, 468.04) (433.89, 468.04) (433.89, 476.59) (424.00, 476.59)      /F116 by	<|special_separator|>
(436.38, 468.04) (457.82, 468.04) (457.82, 476.59) (436.38, 476.59)      /F116 using	<|special_separator|>
(460.30, 468.04) (472.39, 468.04) (472.39, 476.59) (460.30, 476.59)      /F116 the	<|special_separator|>
(474.89, 468.04) (504.00, 468.04) (504.00, 476.59) (474.89, 476.59)      /F116 learned	<|special_separator|>
(108.00, 457.13) (168.31, 457.13) (168.31, 465.68) (108.00, 465.68)      /F116 representations	<|special_separator|>
(170.80, 457.13) (178.56, 457.13) (178.56, 465.68) (170.80, 465.68)      /F116 to	<|special_separator|>
(181.05, 457.13) (213.14, 457.13) (213.14, 465.68) (181.05, 465.68)      /F116 perform	<|special_separator|>
(215.63, 457.13) (242.73, 457.13) (242.73, 465.68) (215.63, 465.68)      /F116 greedy	<|special_separator|>
(245.22, 457.13) (280.09, 457.13) (280.09, 465.68) (245.22, 465.68)      /F116 planning	<|special_separator|>
(282.58, 457.13) (298.62, 457.13) (298.62, 465.68) (282.58, 465.68)      /F116 (see	<|special_separator|>
(301.12, 457.13) (317.99, 457.13) (317.99, 465.68) (301.12, 465.68)      /F116 Sec.	<|special_separator|>
(320.48, 457.13) (336.25, 457.13) (336.25, 465.68) (320.48, 465.68)      /F116 5.1)	<|special_separator|>
(338.74, 457.13) (350.36, 457.13) (350.36, 465.68) (338.74, 465.68)      /F116 for	<|special_separator|>
(352.85, 457.13) (362.81, 457.13) (362.81, 465.68) (352.85, 465.68)      /F116 up	<|special_separator|>
(365.30, 457.13) (373.05, 457.13) (373.05, 465.68) (365.30, 465.68)      /F116 to	<|special_separator|>
(375.55, 457.13) (395.47, 457.13) (395.47, 465.68) (375.55, 465.68)      /F116 6000	<|special_separator|>
(397.96, 457.13) (423.41, 457.13) (423.41, 465.68) (397.96, 465.68)      /F116 search	<|special_separator|>
(425.90, 457.13) (448.31, 457.13) (448.31, 465.68) (425.90, 465.68)      /F116 steps.	<|special_separator|>
(107.53, 440.74) (120.28, 440.74) (120.28, 449.30) (107.53, 449.30)      /F116 We	<|special_separator|>
(122.69, 440.74) (150.89, 440.74) (150.89, 449.30) (122.69, 449.30)      /F116 present	<|special_separator|>
(153.29, 440.74) (165.22, 440.74) (165.22, 449.30) (153.29, 449.30)      /F116 the	<|special_separator|>
(167.64, 440.74) (193.13, 440.74) (193.13, 449.30) (167.64, 449.30)      /F116 results	<|special_separator|>
(195.53, 440.74) (214.51, 440.74) (214.51, 449.30) (195.53, 449.30)      /F116 from	<|special_separator|>
(216.91, 440.74) (231.02, 440.74) (231.02, 449.30) (216.91, 449.30)      /F116 this	<|special_separator|>
(233.43, 440.74) (277.21, 440.74) (277.21, 449.30) (233.43, 449.30)      /F116 experiment	<|special_separator|>
(279.61, 440.74) (287.21, 440.74) (287.21, 449.30) (279.61, 449.30)      /F116 in	<|special_separator|>
(289.61, 440.74) (315.10, 440.74) (315.10, 449.30) (289.61, 449.30)      /F116 Figure	<|special_separator|>
(317.51, 440.74) (324.83, 440.74) (324.83, 449.30) (317.51, 449.30)      /F116 4,	<|special_separator|>
(327.26, 440.74) (360.10, 440.74) (360.10, 449.30) (327.26, 449.30)      /F116 showing	<|special_separator|>
(362.50, 440.74) (374.43, 440.74) (374.43, 449.30) (362.50, 449.30)      /F116 the	<|special_separator|>
(376.83, 440.74) (407.20, 440.74) (407.20, 449.30) (376.83, 449.30)      /F116 fraction	<|special_separator|>
(409.61, 440.74) (417.74, 440.74) (417.74, 449.30) (409.61, 449.30)      /F116 of	<|special_separator|>
(420.14, 440.74) (456.48, 440.74) (456.48, 449.30) (420.14, 449.30)      /F116 problems	<|special_separator|>
(458.90, 440.74) (484.23, 440.74) (484.23, 449.30) (458.90, 449.30)      /F116 solved	<|special_separator|>
(486.64, 440.74) (504.00, 440.74) (504.00, 449.30) (486.64, 449.30)      /F116 with	<|special_separator|>
(108.00, 429.84) (130.43, 429.84) (130.43, 438.39) (108.00, 438.39)      /F116 fewer	<|special_separator|>
(132.92, 429.84) (150.07, 429.84) (150.07, 438.39) (132.92, 438.39)      /F116 than	<|special_separator|>
(152.56, 429.84) (156.99, 429.84) (156.99, 438.39) (152.56, 438.39)      /F116 a	<|special_separator|>
(159.48, 429.84) (186.58, 429.84) (186.58, 438.39) (159.48, 438.39)      /F116 certain	<|special_separator|>
(189.07, 429.84) (219.50, 429.84) (219.50, 438.39) (189.07, 438.39)      /F116 number	<|special_separator|>
(221.99, 429.84) (230.29, 429.84) (230.29, 438.39) (221.99, 438.39)      /F116 of	<|special_separator|>
(232.78, 429.84) (255.20, 429.84) (255.20, 438.39) (232.78, 438.39)      /F116 steps.	<|special_separator|>
(258.29, 429.84) (271.32, 429.84) (271.32, 438.39) (258.29, 438.39)      /F116 We	<|special_separator|>
(273.81, 429.84) (308.11, 429.84) (308.11, 438.39) (273.81, 438.39)      /F116 compare	<|special_separator|>
(310.60, 429.84) (318.35, 429.84) (318.35, 438.39) (310.60, 438.39)      /F116 to	<|special_separator|>
(320.84, 429.84) (333.02, 429.84) (333.02, 438.39) (320.84, 438.39)      /F116 the	<|special_separator|>
(335.51, 429.84) (362.92, 429.84) (362.92, 438.39) (335.51, 438.39)      /F116 variant	<|special_separator|>
(365.41, 429.84) (373.71, 429.84) (373.71, 438.39) (365.41, 438.39)      /F116 of	<|special_separator|>
(376.19, 429.84) (401.62, 429.84) (401.62, 438.39) (376.19, 438.39)      /F116 CRTR	<|special_separator|>
(404.11, 429.84) (422.37, 429.84) (422.37, 438.39) (404.11, 438.39)      /F116 used	<|special_separator|>
(424.86, 429.84) (432.61, 429.84) (432.61, 438.39) (424.86, 438.39)      /F116 in	<|special_separator|>
(435.10, 429.84) (451.98, 429.84) (451.98, 438.39) (435.10, 438.39)      /F116 Sec.	<|special_separator|>
(454.47, 429.84) (466.92, 429.84) (466.92, 438.39) (454.47, 438.39)      /F116 5.2	<|special_separator|>
(469.41, 429.84) (484.36, 429.84) (484.36, 438.39) (469.41, 438.39)      /F116 that	<|special_separator|>
(486.85, 429.84) (504.00, 429.84) (504.00, 438.39) (486.85, 438.39)      /F116 uses	<|special_separator|>
(108.00, 418.93) (120.09, 418.93) (120.09, 427.48) (108.00, 427.48)      /F116 the	<|special_separator|>
(122.57, 418.93) (182.46, 418.93) (182.46, 427.48) (122.57, 427.48)      /F116 representations	<|special_separator|>
(184.95, 418.93) (192.64, 418.93) (192.64, 427.48) (184.95, 427.48)      /F116 to	<|special_separator|>
(195.12, 418.93) (226.98, 418.93) (226.98, 427.48) (195.12, 427.48)      /F116 perform	<|special_separator|>
(229.46, 418.93) (257.20, 418.93) (257.20, 427.48) (229.46, 427.48)      /F116 search.	<|special_separator|>
(260.29, 418.93) (271.28, 418.93) (271.28, 427.48) (260.29, 427.48)      /F116 As	<|special_separator|>
(273.76, 418.93) (283.10, 418.93) (283.10, 427.48) (273.76, 427.48)      /F116 an	<|special_separator|>
(285.59, 418.93) (318.96, 418.93) (318.96, 427.48) (285.59, 427.48)      /F116 example	<|special_separator|>
(321.44, 418.93) (329.68, 418.93) (329.68, 427.48) (321.44, 427.48)      /F116 of	<|special_separator|>
(332.15, 418.93) (348.94, 418.93) (348.94, 427.48) (332.15, 427.48)      /F116 how	<|special_separator|>
(351.42, 418.93) (359.12, 418.93) (359.12, 427.48) (351.42, 427.48)      /F116 to	<|special_separator|>
(361.60, 418.93) (395.12, 418.93) (395.12, 427.48) (361.60, 427.48)      /F116 interpret	<|special_separator|>
(397.60, 418.93) (411.90, 418.93) (411.90, 427.48) (397.60, 427.48)      /F116 this	<|special_separator|>
(414.37, 418.93) (432.24, 418.93) (432.24, 427.48) (414.37, 427.48)      /F116 plot,	<|special_separator|>
(434.72, 418.93) (446.81, 418.93) (446.81, 427.48) (434.72, 427.48)      /F116 the	<|special_separator|>
(449.29, 418.93) (461.93, 418.93) (461.93, 427.48) (449.29, 427.48)      /F116 red	<|special_separator|>
(464.41, 418.93) (479.25, 418.93) (479.25, 427.48) (464.41, 427.48)      /F116 line	<|special_separator|>
(481.73, 418.93) (489.43, 418.93) (489.43, 427.48) (481.73, 427.48)      /F116 in	<|special_separator|>
(491.91, 418.93) (504.00, 418.93) (504.00, 427.48) (491.91, 427.48)      /F116 the	<|special_separator|>
(108.00, 408.02) (140.23, 408.02) (140.23, 416.57) (108.00, 416.57)      /F116 leftmost	<|special_separator|>
(142.72, 408.02) (158.02, 408.02) (158.02, 416.57) (142.72, 416.57)      /F116 plot	<|special_separator|>
(160.51, 408.02) (184.85, 408.02) (184.85, 416.57) (160.51, 416.57)      /F116 shows	<|special_separator|>
(187.33, 408.02) (202.08, 408.02) (202.08, 416.57) (187.33, 416.57)      /F116 that	<|special_separator|>
(204.57, 408.02) (229.65, 408.02) (229.65, 416.57) (204.57, 416.57)      /F116 CRTR	<|special_separator|>
(232.14, 408.02) (265.47, 408.02) (265.47, 416.57) (232.14, 416.57)      /F116 (without	<|special_separator|>
(267.95, 408.02) (296.34, 408.02) (296.34, 416.57) (267.95, 416.57)      /F116 search)	<|special_separator|>
(298.83, 408.02) (312.48, 408.02) (312.48, 416.57) (298.83, 416.57)      /F116 can	<|special_separator|>
(314.98, 408.02) (335.58, 408.02) (335.58, 416.57) (314.98, 416.57)      /F116 solve	<|special_separator|>
(338.06, 408.02) (359.91, 408.02) (359.91, 416.57) (338.06, 416.57)      /F116 about	<|special_separator|>
(362.41, 408.02) (380.44, 408.02) (380.44, 416.57) (362.41, 416.57)      /F116 50%	<|special_separator|>
(382.92, 408.02) (391.11, 408.02) (391.11, 416.57) (382.92, 416.57)      /F116 of	<|special_separator|>
(393.60, 408.02) (424.19, 408.02) (424.19, 416.57) (393.60, 416.57)      /F116 Rubik's	<|special_separator|>
(426.68, 408.02) (445.25, 408.02) (445.25, 416.57) (426.68, 416.57)      /F116 cube	<|special_separator|>
(447.73, 408.02) (504.00, 408.02) (504.00, 416.57) (447.73, 416.57)      /F116 configurations	<|special_separator|>
(108.00, 397.11) (115.75, 397.11) (115.75, 405.66) (108.00, 405.66)      /F116 in	<|special_separator|>
(118.24, 397.11) (133.19, 397.11) (133.19, 405.66) (118.24, 405.66)      /F116 less	<|special_separator|>
(135.68, 397.11) (152.83, 397.11) (152.83, 405.66) (135.68, 405.66)      /F116 than	<|special_separator|>
(155.32, 397.11) (170.27, 397.11) (170.27, 405.66) (155.32, 405.66)      /F116 300	<|special_separator|>
(172.76, 397.11) (200.96, 397.11) (200.96, 405.66) (172.76, 405.66)      /F116 moves.	<|special_separator|>
(204.05, 397.11) (217.08, 397.11) (217.08, 405.66) (204.05, 405.66)      /F116 We	<|special_separator|>
(219.57, 397.11) (253.87, 397.11) (253.87, 405.66) (219.57, 405.66)      /F116 compare	<|special_separator|>
(256.36, 397.11) (264.11, 397.11) (264.11, 405.66) (256.36, 405.66)      /F116 to	<|special_separator|>
(266.60, 397.11) (278.78, 397.11) (278.78, 405.66) (266.60, 405.66)      /F116 the	<|special_separator|>
(281.27, 397.11) (300.65, 397.11) (300.65, 405.66) (281.27, 405.66)      /F116 CRL	<|special_separator|>
(303.14, 397.11) (317.52, 397.11) (317.52, 405.66) (303.14, 405.66)      /F116 and	<|special_separator|>
(320.01, 397.11) (364.29, 397.11) (364.29, 405.66) (320.01, 405.66)      /F116 Supervised	<|special_separator|>
(366.78, 397.11) (403.30, 397.11) (403.30, 405.66) (366.78, 405.66)      /F116 baselines	<|special_separator|>
(405.79, 397.11) (413.54, 397.11) (413.54, 405.66) (405.79, 405.66)      /F116 in	<|special_separator|>
(416.03, 397.11) (455.33, 397.11) (455.33, 405.66) (416.03, 405.66)      /F116 Appendix	<|special_separator|>
(457.82, 397.11) (466.39, 397.11) (466.39, 405.66) (457.82, 405.66)      /F116 E.	<|special_separator|>
(108.00, 380.72) (120.42, 380.72) (120.42, 389.27) (108.00, 389.27)      /F116 On	<|special_separator|>
(123.28, 380.72) (128.36, 380.72) (128.36, 389.27) (123.28, 389.27)      /F116 4	<|special_separator|>
(131.22, 380.72) (134.04, 380.72) (134.04, 389.27) (131.22, 389.27)      /F116 /	<|special_separator|>
(136.91, 380.72) (141.99, 380.72) (141.99, 389.27) (136.91, 389.27)      /F116 5	<|special_separator|>
(144.86, 380.72) (165.18, 380.72) (165.18, 389.27) (144.86, 389.27)      /F116 tasks	<|special_separator|>
(168.04, 380.72) (203.05, 380.72) (203.05, 389.27) (168.04, 389.27)      /F116 (Rubik's	<|special_separator|>
(205.92, 380.72) (229.91, 380.72) (229.91, 389.27) (205.92, 389.27)      /F116 Cube,	<|special_separator|>
(232.87, 380.72) (258.84, 380.72) (258.84, 389.27) (232.87, 389.27)      /F116 Lights	<|special_separator|>
(261.70, 380.72) (279.48, 380.72) (279.48, 389.27) (261.70, 389.27)      /F116 Out,	<|special_separator|>
(282.44, 380.72) (325.62, 380.72) (325.62, 389.27) (282.44, 389.27)      /F116 15-Puzzle,	<|special_separator|>
(328.57, 380.72) (343.25, 380.72) (343.25, 389.27) (328.57, 389.27)      /F116 and	<|special_separator|>
(346.11, 380.72) (367.00, 380.72) (367.00, 389.27) (346.11, 389.27)      /F116 Digit	<|special_separator|>
(369.86, 380.72) (405.70, 380.72) (405.70, 389.27) (369.86, 389.27)      /F116 Jumper),	<|special_separator|>
(408.66, 380.72) (434.60, 380.72) (434.60, 389.27) (408.66, 389.27)      /F116 CRTR	<|special_separator|>
(437.47, 380.72) (462.72, 380.72) (462.72, 389.27) (437.47, 389.27)      /F116 solves	<|special_separator|>
(465.59, 380.72) (490.98, 380.72) (490.98, 389.27) (465.59, 389.27)      /F116 nearly	<|special_separator|>
(493.84, 380.72) (504.00, 380.72) (504.00, 389.27) (493.84, 389.27)      /F116 all	<|special_separator|>
(108.00, 369.81) (141.74, 369.81) (141.74, 378.36) (108.00, 378.36)      /F116 problem	<|special_separator|>
(144.23, 369.81) (183.86, 369.81) (183.86, 378.36) (144.23, 378.36)      /F116 instances.	<|special_separator|>
(186.95, 369.81) (202.69, 369.81) (202.69, 378.36) (186.95, 378.36)      /F116 The	<|special_separator|>
(205.18, 369.81) (219.54, 369.81) (219.54, 378.36) (205.18, 378.36)      /F116 key	<|special_separator|>
(222.03, 369.81) (259.90, 369.81) (259.90, 378.36) (222.03, 378.36)      /F116 takeaway	<|special_separator|>
(262.39, 369.81) (269.14, 369.81) (269.14, 378.36) (262.39, 378.36)      /F116 is	<|special_separator|>
(271.63, 369.81) (291.32, 369.81) (291.32, 378.36) (271.63, 378.36)      /F116 thus:	<|special_separator|>
(294.41, 369.95) (306.22, 369.95) (306.22, 378.54) (294.41, 378.54)      /F134 for	<|special_separator|>
(308.71, 369.95) (327.83, 369.95) (327.83, 378.54) (308.71, 378.54)      /F134 most	<|special_separator|>
(330.32, 369.95) (370.07, 369.95) (370.07, 378.54) (330.32, 378.54)      /F134 problems,	<|special_separator|>
(372.56, 369.95) (397.31, 369.95) (397.31, 378.54) (372.56, 378.54)      /F134 CRTR	<|special_separator|>
(399.80, 369.95) (414.41, 369.95) (414.41, 378.54) (399.80, 378.54)      /F134 can	<|special_separator|>
(416.90, 369.95) (432.09, 369.95) (432.09, 378.54) (416.90, 378.54)      /F134 find	<|special_separator|>
(434.58, 369.95) (471.14, 369.95) (471.14, 378.54) (434.58, 378.54)      /F134 solutions	<|special_separator|>
(473.63, 369.95) (504.00, 369.95) (504.00, 378.54) (473.63, 378.54)      /F134 without	<|special_separator|>
(108.00, 359.05) (140.01, 359.05) (140.01, 367.63) (108.00, 367.63)      /F134 needing	<|special_separator|>
(142.50, 359.05) (157.10, 359.05) (157.10, 367.63) (142.50, 367.63)      /F134 any	<|special_separator|>
(159.59, 359.05) (186.03, 359.05) (186.03, 367.63) (159.59, 367.63)      /F134 search	<|special_separator|>
(188.51, 359.05) (196.38, 359.05) (196.38, 367.63) (188.51, 367.63)      /F134 at	<|special_separator|>
(198.87, 359.05) (209.55, 359.05) (209.55, 367.63) (198.87, 367.63)      /F134 all	<|special_separator|>
(209.55, 358.90) (212.08, 358.90) (212.08, 367.45) (209.55, 367.45)      /F116 .	<|special_separator|>
(215.16, 358.90) (247.17, 358.90) (247.17, 367.45) (215.16, 367.45)      /F116 Perhaps	<|special_separator|>
(249.66, 358.90) (262.02, 358.90) (262.02, 367.45) (249.66, 367.45)      /F116 the	<|special_separator|>
(264.51, 358.90) (284.17, 358.90) (284.17, 367.45) (264.51, 367.45)      /F116 most	<|special_separator|>
(286.66, 358.90) (329.36, 358.90) (329.36, 367.45) (286.66, 367.45)      /F116 interesting	<|special_separator|>
(331.84, 358.90) (354.31, 358.90) (354.31, 367.45) (331.84, 367.45)      /F116 result	<|special_separator|>
(356.80, 358.90) (363.54, 358.90) (363.54, 367.45) (356.80, 367.45)      /F116 is	<|special_separator|>
(366.03, 358.90) (378.39, 358.90) (378.39, 367.45) (366.03, 367.45)      /F116 the	<|special_separator|>
(380.87, 358.90) (412.34, 358.90) (412.34, 367.45) (380.87, 367.45)      /F116 Rubik's	<|special_separator|>
(414.83, 358.90) (436.45, 358.90) (436.45, 367.45) (414.83, 367.45)      /F116 cube,	<|special_separator|>
(438.94, 358.90) (463.64, 358.90) (463.64, 367.45) (438.94, 367.45)      /F116 where	<|special_separator|>
(466.13, 358.90) (477.92, 358.90) (477.92, 367.45) (466.13, 367.45)      /F116 we	<|special_separator|>
(480.41, 358.90) (504.00, 358.90) (504.00, 367.45) (480.41, 367.45)      /F116 found	<|special_separator|>
(108.00, 347.99) (122.82, 347.99) (122.82, 356.54) (108.00, 356.54)      /F116 that	<|special_separator|>
(125.30, 347.99) (138.48, 347.99) (138.48, 356.54) (125.30, 356.54)      /F116 our	<|special_separator|>
(140.96, 347.99) (200.78, 347.99) (200.78, 356.54) (140.96, 356.54)      /F116 representations	<|special_separator|>
(203.26, 347.99) (216.98, 347.99) (216.98, 356.54) (203.26, 356.54)      /F116 can	<|special_separator|>
(219.46, 347.99) (240.17, 347.99) (240.17, 356.54) (219.46, 356.54)      /F116 solve	<|special_separator|>
(242.65, 347.99) (252.54, 347.99) (252.54, 356.54) (242.65, 356.54)      /F116 all	<|special_separator|>
(255.01, 347.99) (287.95, 347.99) (287.95, 356.54) (255.01, 356.54)      /F116 problem	<|special_separator|>
(290.43, 347.99) (326.66, 347.99) (326.66, 356.54) (290.43, 356.54)      /F116 instances	<|special_separator|>
(329.14, 347.99) (336.83, 347.99) (336.83, 356.54) (329.14, 356.54)      /F116 in	<|special_separator|>
(339.31, 347.99) (354.13, 347.99) (354.13, 356.54) (339.31, 356.54)      /F116 less	<|special_separator|>
(356.60, 347.99) (373.62, 347.99) (373.62, 356.54) (356.60, 356.54)      /F116 than	<|special_separator|>
(376.10, 347.99) (395.87, 347.99) (395.87, 356.54) (376.10, 356.54)      /F116 6000	<|special_separator|>
(398.35, 347.99) (426.33, 347.99) (426.33, 356.54) (398.35, 356.54)      /F116 moves.	<|special_separator|>
(429.41, 347.99) (480.10, 347.99) (480.10, 356.54) (429.41, 356.54)      /F116 Surprisingly,	<|special_separator|>
(482.58, 347.99) (504.00, 347.99) (504.00, 356.54) (482.58, 356.54)      /F116 using	<|special_separator|>
(108.00, 337.08) (133.57, 337.08) (133.57, 345.64) (108.00, 345.64)      /F116 search	<|special_separator|>
(136.05, 337.08) (174.41, 337.08) (174.41, 345.64) (136.05, 345.64)      /F116 decreases	<|special_separator|>
(176.90, 337.08) (189.13, 337.08) (189.13, 345.64) (176.90, 345.64)      /F116 the	<|special_separator|>
(191.61, 337.08) (209.42, 337.08) (209.42, 345.64) (191.61, 345.64)      /F116 total	<|special_separator|>
(211.90, 337.08) (243.04, 337.08) (243.04, 345.64) (211.90, 345.64)      /F116 fraction	<|special_separator|>
(245.51, 337.08) (253.85, 337.08) (253.85, 345.64) (245.51, 345.64)      /F116 of	<|special_separator|>
(256.33, 337.08) (277.47, 337.08) (277.47, 345.64) (256.33, 345.64)      /F116 Cube	<|special_separator|>
(279.95, 337.08) (337.24, 337.08) (337.24, 345.64) (279.95, 345.64)      /F116 configurations	<|special_separator|>
(339.73, 337.08) (354.75, 337.08) (354.75, 345.64) (339.73, 345.64)      /F116 that	<|special_separator|>
(357.23, 337.08) (369.45, 337.08) (369.45, 345.64) (357.23, 345.64)      /F116 are	<|special_separator|>
(371.94, 337.08) (400.43, 337.08) (400.43, 345.64) (371.94, 345.64)      /F116 solved.	<|special_separator|>
(403.52, 337.08) (419.09, 337.08) (419.09, 345.64) (403.52, 345.64)      /F116 The	<|special_separator|>
(421.57, 337.08) (441.59, 337.08) (441.59, 345.64) (421.57, 345.64)      /F116 main	<|special_separator|>
(444.08, 337.08) (470.11, 337.08) (470.11, 345.64) (444.08, 345.64)      /F116 failure	<|special_separator|>
(472.59, 337.08) (494.84, 337.08) (494.84, 345.64) (472.59, 345.64)      /F116 mode	<|special_separator|>
(497.32, 337.08) (504.00, 337.08) (504.00, 345.64) (497.32, 345.64)      /F116 is	<|special_separator|>
(108.00, 326.17) (145.26, 326.17) (145.26, 334.73) (108.00, 334.73)      /F116 Sokoban,	<|special_separator|>
(147.75, 326.17) (172.09, 326.17) (172.09, 334.73) (147.75, 334.73)      /F116 where	<|special_separator|>
(174.58, 326.17) (204.46, 326.17) (204.46, 334.73) (174.58, 334.73)      /F116 success	<|special_separator|>
(206.95, 326.17) (225.76, 326.17) (225.76, 334.73) (206.95, 334.73)      /F116 rates	<|special_separator|>
(228.25, 326.17) (240.41, 326.17) (240.41, 334.73) (228.25, 334.73)      /F116 are	<|special_separator|>
(242.90, 326.17) (259.44, 326.17) (259.44, 334.73) (242.90, 334.73)      /F116 low,	<|special_separator|>
(261.93, 326.17) (284.53, 326.17) (284.53, 334.73) (261.93, 334.73)      /F116 likely	<|special_separator|>
(287.02, 326.17) (301.40, 326.17) (301.40, 334.73) (287.02, 334.73)      /F116 due	<|special_separator|>
(303.89, 326.17) (311.65, 326.17) (311.65, 334.73) (303.89, 334.73)      /F116 to	<|special_separator|>
(314.14, 326.17) (326.31, 326.17) (326.31, 334.73) (314.14, 334.73)      /F116 the	<|special_separator|>
(328.80, 326.17) (363.65, 326.17) (363.65, 334.73) (328.80, 334.73)      /F116 presence	<|special_separator|>
(366.14, 326.17) (374.44, 326.17) (374.44, 334.73) (366.14, 334.73)      /F116 of	<|special_separator|>
(376.93, 326.17) (417.32, 326.17) (417.32, 334.73) (376.93, 334.73)      /F116 dead-ends	<|special_separator|>
(419.81, 326.17) (427.56, 326.17) (427.56, 334.73) (419.81, 334.73)      /F116 in	<|special_separator|>
(430.05, 326.17) (442.23, 326.17) (442.23, 334.73) (430.05, 334.73)      /F116 the	<|special_separator|>
(444.72, 326.17) (468.74, 326.17) (468.74, 334.73) (444.72, 334.73)      /F116 game.	<|special_separator|>
(108.00, 309.79) (146.74, 309.79) (146.74, 318.34) (108.00, 318.34)      /F116 However,	<|special_separator|>
(149.24, 309.79) (184.40, 309.79) (184.40, 318.34) (149.24, 318.34)      /F116 avoiding	<|special_separator|>
(186.90, 309.79) (212.85, 309.79) (212.85, 318.34) (186.90, 318.34)      /F116 search	<|special_separator|>
(215.34, 309.79) (241.30, 309.79) (241.30, 318.34) (215.34, 318.34)      /F116 comes	<|special_separator|>
(243.80, 309.79) (251.14, 309.79) (251.14, 318.34) (243.80, 318.34)      /F116 at	<|special_separator|>
(253.63, 309.79) (258.14, 309.79) (258.14, 318.34) (253.63, 318.34)      /F116 a	<|special_separator|>
(260.64, 309.79) (279.84, 309.79) (279.84, 318.34) (260.64, 318.34)      /F116 cost:	<|special_separator|>
(282.94, 309.79) (295.35, 309.79) (295.35, 318.34) (282.94, 318.34)      /F116 the	<|special_separator|>
(297.84, 309.79) (334.55, 309.79) (334.55, 318.34) (297.84, 318.34)      /F116 solutions	<|special_separator|>
(337.04, 309.79) (360.75, 309.79) (360.75, 318.34) (337.04, 318.34)      /F116 found	<|special_separator|>
(363.25, 309.79) (394.30, 309.79) (394.30, 318.34) (363.25, 318.34)      /F116 without	<|special_separator|>
(396.79, 309.79) (422.74, 309.79) (422.74, 318.34) (396.79, 318.34)      /F116 search	<|special_separator|>
(425.24, 309.79) (437.65, 309.79) (437.65, 318.34) (425.24, 318.34)      /F116 are	<|special_separator|>
(440.14, 309.79) (475.71, 309.79) (475.71, 318.34) (440.14, 318.34)      /F116 typically	<|special_separator|>
(478.21, 309.79) (504.17, 309.79) (504.17, 318.34) (478.21, 318.34)      /F116 longer	<|special_separator|>
(108.00, 298.88) (124.81, 298.88) (124.81, 307.43) (108.00, 307.43)      /F116 than	<|special_separator|>
(127.16, 298.88) (147.77, 298.88) (147.77, 307.43) (127.16, 307.43)      /F116 those	<|special_separator|>
(150.10, 298.88) (172.88, 298.88) (172.88, 307.43) (150.10, 307.43)      /F116 found	<|special_separator|>
(175.22, 298.88) (192.58, 298.88) (192.58, 307.43) (175.22, 307.43)      /F116 with	<|special_separator|>
(194.92, 298.88) (222.30, 298.88) (222.30, 307.43) (194.92, 307.43)      /F116 search.	<|special_separator|>
(225.34, 298.88) (238.75, 298.88) (238.75, 307.43) (225.34, 307.43)      /F116 For	<|special_separator|>
(241.08, 298.88) (276.46, 298.88) (276.46, 307.43) (241.08, 307.43)      /F116 example,	<|special_separator|>
(278.83, 298.88) (288.59, 298.88) (288.59, 307.43) (278.83, 307.43)      /F116 on	<|special_separator|>
(290.93, 298.88) (302.86, 298.88) (302.86, 307.43) (290.93, 307.43)      /F116 the	<|special_separator|>
(305.20, 298.88) (335.57, 298.88) (335.57, 307.43) (305.20, 307.43)      /F116 Rubik's	<|special_separator|>
(337.92, 298.88) (358.53, 298.88) (358.53, 307.43) (337.92, 307.43)      /F116 Cube	<|special_separator|>
(360.86, 298.88) (372.79, 298.88) (372.79, 307.43) (360.86, 307.43)      /F116 the	<|special_separator|>
(375.13, 298.88) (405.14, 298.88) (405.14, 307.43) (375.13, 307.43)      /F116 average	<|special_separator|>
(407.48, 298.88) (438.95, 298.88) (438.95, 307.43) (407.48, 307.43)      /F116 solution	<|special_separator|>
(441.29, 298.88) (465.69, 298.88) (465.69, 307.43) (441.29, 307.43)      /F116 length	<|special_separator|>
(468.03, 298.88) (474.55, 298.88) (474.55, 307.43) (468.03, 307.43)      /F116 is	<|special_separator|>
(476.89, 298.88) (504.00, 298.88) (504.00, 307.43) (476.89, 307.43)      /F116 around	<|special_separator|>
(107.65, 287.97) (122.68, 287.97) (122.68, 296.52) (107.65, 296.52)      /F116 400	<|special_separator|>
(125.18, 287.97) (151.05, 287.97) (151.05, 296.52) (125.18, 296.52)      /F116 moves	<|special_separator|>
(153.55, 287.97) (169.69, 287.97) (169.69, 296.52) (153.55, 296.52)      /F116 (see	<|special_separator|>
(172.19, 287.97) (211.71, 287.97) (211.71, 296.52) (172.19, 296.52)      /F116 Appendix	<|special_separator|>
(214.21, 287.97) (223.67, 287.97) (223.67, 296.52) (214.21, 296.52)      /F116 E)	<|special_separator|>
(226.17, 287.97) (231.18, 287.97) (231.18, 296.52) (226.17, 296.52)      /F116 -	<|special_separator|>
(233.67, 287.97) (255.94, 287.97) (255.94, 296.52) (233.67, 296.52)      /F116 much	<|special_separator|>
(258.44, 287.97) (284.04, 287.97) (284.04, 296.52) (258.44, 296.52)      /F116 higher	<|special_separator|>
(286.54, 287.97) (303.80, 287.97) (303.80, 296.52) (286.54, 296.52)      /F116 than	<|special_separator|>
(306.30, 287.97) (318.55, 287.97) (318.55, 296.52) (306.30, 296.52)      /F116 the	<|special_separator|>
(321.05, 287.97) (351.68, 287.97) (351.68, 296.52) (321.05, 296.52)      /F116 optimal	<|special_separator|>
(354.17, 287.97) (362.52, 287.97) (362.52, 296.52) (354.17, 296.52)      /F116 of	<|special_separator|>
(365.02, 287.97) (375.04, 287.97) (375.04, 296.52) (365.02, 296.52)      /F116 26	<|special_separator|>
(377.53, 287.97) (403.40, 287.97) (403.40, 296.52) (377.53, 296.52)      /F116 moves	<|special_separator|>
(405.91, 287.97) (420.38, 287.97) (420.38, 296.52) (405.91, 296.52)      /F116 and	<|special_separator|>
(422.87, 287.97) (441.40, 287.97) (441.40, 296.52) (422.87, 296.52)      /F116 even	<|special_separator|>
(443.89, 287.97) (469.50, 287.97) (469.50, 296.52) (443.89, 296.52)      /F116 higher	<|special_separator|>
(471.99, 287.97) (489.25, 287.97) (489.25, 296.52) (471.99, 296.52)      /F116 than	<|special_separator|>
(491.75, 287.97) (504.00, 287.97) (504.00, 296.52) (491.75, 296.52)      /F116 the	<|special_separator|>
(107.25, 277.06) (122.20, 277.06) (122.20, 285.61) (107.25, 285.61)      /F116 100	<|special_separator|>
(124.69, 277.06) (150.40, 277.06) (150.40, 285.61) (124.69, 285.61)      /F116 moves	<|special_separator|>
(152.89, 277.06) (167.84, 277.06) (167.84, 285.61) (152.89, 285.61)      /F116 that	<|special_separator|>
(170.33, 277.06) (205.04, 277.06) (205.04, 285.61) (170.33, 285.61)      /F116 beginner	<|special_separator|>
(207.53, 277.06) (226.34, 277.06) (226.34, 285.61) (207.53, 285.61)      /F116 cube	<|special_separator|>
(228.83, 277.06) (258.17, 277.06) (258.17, 285.61) (228.83, 285.61)      /F116 solving	<|special_separator|>
(260.66, 277.06) (294.42, 277.06) (294.42, 285.61) (260.66, 285.61)      /F116 methods	<|special_separator|>
(296.91, 277.06) (327.62, 277.06) (327.62, 285.61) (296.91, 285.61)      /F116 require.	<|special_separator|>
(107.69, 260.67) (125.05, 260.67) (125.05, 269.22) (107.69, 269.22)      /F116 This	<|special_separator|>
(127.40, 260.67) (153.44, 260.67) (153.44, 269.22) (127.40, 269.22)      /F116 simple	<|special_separator|>
(155.80, 260.67) (182.36, 260.67) (182.36, 269.22) (155.80, 269.22)      /F116 greedy	<|special_separator|>
(184.72, 260.67) (220.51, 260.67) (220.51, 269.22) (184.72, 269.22)      /F116 approach	<|special_separator|>
(222.86, 260.67) (249.08, 260.67) (249.08, 269.22) (222.86, 269.22)      /F116 -just	<|special_separator|>
(251.44, 260.67) (280.73, 260.67) (280.73, 269.22) (251.44, 269.22)      /F116 picking	<|special_separator|>
(283.09, 260.67) (295.02, 260.67) (295.02, 269.22) (283.09, 269.22)      /F116 the	<|special_separator|>
(297.37, 260.67) (332.08, 260.67) (332.08, 269.22) (297.37, 269.22)      /F116 neighbor	<|special_separator|>
(334.43, 260.67) (361.01, 260.67) (361.01, 269.22) (334.43, 269.22)      /F116 closest	<|special_separator|>
(363.36, 260.67) (370.96, 260.67) (370.96, 269.22) (363.36, 269.22)      /F116 to	<|special_separator|>
(373.31, 260.67) (385.24, 260.67) (385.24, 269.22) (373.31, 269.22)      /F116 the	<|special_separator|>
(387.61, 260.67) (404.42, 260.67) (404.42, 269.22) (387.61, 269.22)      /F116 goal	<|special_separator|>
(406.77, 260.67) (439.50, 260.67) (439.50, 269.22) (406.77, 269.22)      /F116 -starts	<|special_separator|>
(441.85, 260.67) (449.45, 260.67) (449.45, 269.22) (441.85, 269.22)      /F116 to	<|special_separator|>
(451.81, 260.67) (472.17, 260.67) (472.17, 269.22) (451.81, 269.22)      /F116 show	<|special_separator|>
(474.52, 260.67) (493.51, 260.67) (493.51, 269.22) (474.52, 269.22)      /F116 hints	<|special_separator|>
(495.87, 260.67) (504.00, 260.67) (504.00, 269.22) (495.87, 269.22)      /F116 of	<|special_separator|>
(108.00, 249.76) (153.02, 249.76) (153.02, 258.31) (108.00, 258.31)      /F116 algorithmic	<|special_separator|>
(155.21, 249.76) (191.06, 249.76) (191.06, 258.31) (155.21, 258.31)      /F116 behavior.	<|special_separator|>
(194.04, 249.76) (205.98, 249.76) (205.98, 258.31) (194.04, 258.31)      /F116 On	<|special_separator|>
(208.16, 249.76) (238.54, 249.76) (238.54, 258.31) (208.16, 258.31)      /F116 Rubik's	<|special_separator|>
(240.72, 249.76) (263.77, 249.76) (263.77, 258.31) (240.72, 258.31)      /F116 Cube,	<|special_separator|>
(266.02, 249.76) (277.40, 249.76) (277.40, 258.31) (266.02, 258.31)      /F116 for	<|special_separator|>
(279.59, 249.76) (314.96, 249.76) (314.96, 258.31) (279.59, 258.31)      /F116 example,	<|special_separator|>
(317.21, 249.76) (322.64, 249.76) (322.64, 258.31) (317.21, 258.31)      /F116 it	<|special_separator|>
(324.82, 249.76) (348.14, 249.76) (348.14, 258.31) (324.82, 258.31)      /F116 learns	<|special_separator|>
(350.33, 249.76) (391.01, 249.76) (391.01, 258.31) (350.33, 258.31)      /F116 something	<|special_separator|>
(393.20, 249.76) (407.84, 249.76) (407.84, 258.31) (393.20, 258.31)      /F116 that	<|special_separator|>
(410.03, 249.76) (431.19, 249.76) (431.19, 258.31) (410.03, 258.31)      /F116 looks	<|special_separator|>
(433.37, 249.76) (447.92, 249.76) (447.92, 258.31) (433.37, 258.31)      /F116 like	<|special_separator|>
(450.11, 249.76) (454.44, 249.76) (454.44, 258.31) (450.11, 258.31)      /F116 a	<|special_separator|>
(456.63, 249.76) (504.35, 249.76) (504.35, 258.31) (456.63, 258.31)      /F116 rudimentary	<|special_separator|>
(108.00, 238.85) (127.70, 238.85) (127.70, 247.40) (108.00, 247.40)      /F116 form	<|special_separator|>
(130.18, 238.85) (138.62, 238.85) (138.62, 247.40) (130.18, 247.40)      /F116 of	<|special_separator|>
(141.10, 238.85) (200.57, 238.85) (200.57, 247.40) (141.10, 247.40)      /F116 block-building	<|special_separator|>
(203.05, 238.85) (221.05, 238.85) (221.05, 247.40) (203.05, 247.40)      /F116 (See	<|special_separator|>
(223.53, 238.85) (239.58, 238.85) (239.58, 247.40) (223.53, 247.40)      /F116 Fig.	<|special_separator|>
(242.67, 238.85) (250.27, 238.85) (250.27, 247.40) (242.67, 247.40)      /F116 5,	<|special_separator|>
(252.76, 238.85) (257.25, 238.85) (257.25, 247.40) (252.76, 247.40)      /F116 a	<|special_separator|>
(259.74, 238.85) (295.20, 238.85) (295.20, 247.40) (259.74, 247.40)      /F116 common	<|special_separator|>
(297.68, 238.85) (329.61, 238.85) (329.61, 247.40) (297.68, 247.40)      /F116 strategy	<|special_separator|>
(332.09, 238.85) (350.66, 238.85) (350.66, 247.40) (332.09, 247.40)      /F116 used	<|special_separator|>
(353.14, 238.85) (363.27, 238.85) (363.27, 247.40) (353.14, 247.40)      /F116 by	<|special_separator|>
(365.76, 238.85) (397.28, 238.85) (397.28, 247.40) (365.76, 247.40)      /F116 humans	<|special_separator|>
(399.76, 238.85) (411.57, 238.85) (411.57, 247.40) (399.76, 247.40)      /F116 for	<|special_separator|>
(414.06, 238.85) (443.89, 238.85) (443.89, 247.40) (414.06, 247.40)      /F116 solving	<|special_separator|>
(446.38, 238.85) (458.76, 238.85) (458.76, 247.40) (446.38, 247.40)      /F116 the	<|special_separator|>
(461.24, 238.85) (482.90, 238.85) (482.90, 247.40) (461.24, 247.40)      /F116 cube.	<|special_separator|>
(485.98, 238.85) (504.00, 238.85) (504.00, 247.40) (485.98, 247.40)      /F116 This	<|special_separator|>
(455.59, 136.80) (470.25, 136.80) (470.25, 148.37) (455.59, 148.37)        /F1 Step	<|special_separator|>
(472.31, 136.80) (480.56, 136.80) (480.56, 148.37) (472.31, 148.37)        /F1 86	<|special_separator|>
(456.37, 128.58) (479.88, 128.58) (479.88, 138.54) (456.37, 138.54)        /F2 Solved!	<|special_separator|>
(143.19, 136.80) (157.85, 136.80) (157.85, 148.37) (143.19, 148.37)        /F1 Step	<|special_separator|>
(159.91, 136.80) (164.03, 136.80) (164.03, 148.37) (159.91, 148.37)        /F1 1	<|special_separator|>
(127.25, 128.58) (143.66, 128.58) (143.66, 138.54) (127.25, 138.54)        /F2 Fully	<|special_separator|>
(145.42, 128.58) (179.89, 128.58) (179.89, 138.54) (145.42, 138.54)        /F2 scrambled.	<|special_separator|>
(211.41, 136.80) (226.08, 136.80) (226.08, 148.37) (211.41, 148.37)        /F1 Step	<|special_separator|>
(228.13, 136.80) (236.38, 136.80) (236.38, 148.37) (228.13, 148.37)        /F1 16	<|special_separator|>
(196.38, 128.58) (231.52, 128.58) (231.52, 138.54) (196.38, 138.54)        /F2 Assembled	<|special_separator|>
(233.29, 128.58) (251.46, 128.58) (251.46, 138.54) (233.29, 138.54)        /F2 lower	<|special_separator|>
(204.52, 119.99) (222.60, 119.99) (222.60, 129.95) (204.52, 129.95)        /F2 2x2x2	<|special_separator|>
(224.37, 119.99) (243.22, 119.99) (243.22, 129.95) (224.37, 129.95)        /F2 block.	<|special_separator|>
(289.27, 136.80) (303.93, 136.80) (303.93, 148.37) (289.27, 148.37)        /F1 Step	<|special_separator|>
(305.99, 136.80) (314.24, 136.80) (314.24, 148.37) (305.99, 148.37)        /F1 38	<|special_separator|>
(264.78, 128.58) (299.91, 128.58) (299.91, 138.54) (264.78, 138.54)        /F2 Assembled	<|special_separator|>
(301.68, 128.58) (319.76, 128.58) (319.76, 138.54) (301.68, 138.54)        /F2 2x2x3	<|special_separator|>
(321.53, 128.58) (338.58, 128.58) (338.58, 138.54) (321.53, 138.54)        /F2 block	<|special_separator|>
(270.42, 119.99) (282.52, 119.99) (282.52, 129.95) (270.42, 129.95)        /F2 and	<|special_separator|>
(284.28, 119.99) (307.91, 119.99) (307.91, 129.95) (284.28, 129.95)        /F2 aligned	<|special_separator|>
(309.69, 119.99) (332.97, 119.99) (332.97, 129.95) (309.69, 129.95)        /F2 smaller	<|special_separator|>
(282.83, 111.27) (300.91, 111.27) (300.91, 121.23) (282.83, 121.23)        /F2 1x1x3	<|special_separator|>
(302.68, 111.27) (324.54, 111.27) (324.54, 121.23) (302.68, 121.23)        /F2 blocks.	<|special_separator|>
(372.43, 136.80) (387.09, 136.80) (387.09, 148.37) (372.43, 148.37)        /F1 Step	<|special_separator|>
(389.15, 136.80) (397.40, 136.80) (397.40, 148.37) (389.15, 148.37)        /F1 66	<|special_separator|>
(353.93, 128.58) (377.10, 128.58) (377.10, 138.54) (353.93, 138.54)        /F2 Almost	<|special_separator|>
(378.88, 128.58) (386.61, 128.58) (386.61, 138.54) (378.88, 138.54)        /F2 all	<|special_separator|>
(388.38, 128.58) (407.80, 128.58) (407.80, 138.54) (388.38, 138.54)        /F2 pieces	<|special_separator|>
(409.57, 128.58) (415.81, 128.58) (415.81, 138.54) (409.57, 138.54)        /F2 in	<|special_separator|>
(350.95, 119.99) (372.57, 119.99) (372.57, 129.95) (350.95, 129.95)        /F2 correct	<|special_separator|>
(374.35, 119.99) (418.77, 119.99) (418.77, 129.95) (374.35, 129.95)        /F2 configuration.	<|special_separator|>
(108.00, 095.02) (133.49, 095.02) (133.49, 103.58) (108.00, 103.58)      /F116 Figure	<|special_separator|>
(135.79, 095.02) (143.38, 095.02) (143.38, 103.58) (135.79, 103.58)      /F116 5:	<|special_separator|>
(146.37, 095.22) (170.90, 095.22) (170.90, 103.28) (146.37, 103.28)      /F107 CRTR	<|special_separator|>
(172.97, 095.22) (201.77, 095.22) (201.77, 103.28) (172.97, 103.28)      /F107 without	<|special_separator|>
(203.84, 095.22) (228.08, 095.22) (228.08, 103.28) (203.84, 103.28)      /F107 search	<|special_separator|>
(230.15, 095.22) (259.43, 095.22) (259.43, 103.28) (230.15, 103.28)      /F107 exhibits	<|special_separator|>
(261.50, 095.22) (265.89, 095.22) (265.89, 103.28) (261.50, 103.28)      /F107 a	<|special_separator|>
(267.96, 095.22) (338.99, 095.22) (338.99, 103.28) (267.96, 103.28)      /F107 block-building-like	<|special_separator|>
(341.06, 095.22) (375.33, 095.22) (375.33, 103.28) (341.06, 103.28)      /F107 behavior.	<|special_separator|>
(378.35, 095.02) (427.69, 095.02) (427.69, 103.58) (378.35, 103.58)      /F116 Intermediate	<|special_separator|>
(429.99, 095.02) (451.68, 095.02) (451.68, 103.58) (429.99, 103.58)      /F116 states	<|special_separator|>
(453.98, 095.02) (472.96, 095.02) (472.96, 103.58) (453.98, 103.58)      /F116 from	<|special_separator|>
(475.25, 095.02) (504.00, 095.02) (504.00, 103.58) (475.25, 103.58)      /F116 solving	<|special_separator|>
(108.00, 084.12) (112.51, 084.12) (112.51, 092.67) (108.00, 092.67)      /F116 a	<|special_separator|>
(115.17, 084.12) (154.12, 084.12) (154.12, 092.67) (115.17, 092.67)      /F116 randomly	<|special_separator|>
(156.79, 084.12) (198.55, 084.12) (198.55, 092.67) (156.79, 092.67)      /F116 scrambled	<|special_separator|>
(201.21, 084.12) (222.94, 084.12) (222.94, 092.67) (201.21, 092.67)      /F116 cube,	<|special_separator|>
(225.64, 084.12) (269.69, 084.12) (269.69, 092.67) (225.64, 092.67)      /F116 illustrating	<|special_separator|>
(272.35, 084.12) (289.59, 084.12) (289.59, 092.67) (272.35, 092.67)      /F116 how	<|special_separator|>
(292.25, 084.12) (304.67, 084.12) (304.67, 092.67) (292.25, 092.67)      /F116 the	<|special_separator|>
(307.33, 084.12) (346.85, 084.12) (346.85, 092.67) (307.33, 092.67)      /F116 algorithm	<|special_separator|>
(349.52, 084.12) (387.90, 084.12) (387.90, 092.67) (349.52, 092.67)      /F116 gradually	<|special_separator|>
(390.56, 084.12) (415.21, 084.12) (415.21, 092.67) (390.56, 092.67)      /F116 builds	<|special_separator|>
(417.88, 084.12) (443.84, 084.12) (443.84, 092.67) (417.88, 092.67)      /F116 partial	<|special_separator|>
(446.50, 084.12) (484.60, 084.12) (484.60, 092.67) (446.50, 092.67)      /F116 structure.	<|special_separator|>
(488.20, 084.12) (504.00, 084.12) (504.00, 092.67) (488.20, 092.67)      /F116 The	<|special_separator|>
(108.00, 073.21) (138.63, 073.21) (138.63, 081.76) (108.00, 081.76)      /F116 average	<|special_separator|>
(141.12, 073.21) (162.00, 073.21) (162.00, 081.76) (141.12, 081.76)      /F116 solve	<|special_separator|>
(164.49, 073.21) (171.13, 073.21) (171.13, 081.76) (164.49, 081.76)      /F116 is	<|special_separator|>
(173.62, 073.21) (195.76, 073.21) (195.76, 081.76) (173.62, 081.76)      /F116 about	<|special_separator|>
(198.25, 073.21) (213.20, 073.21) (213.20, 081.76) (198.25, 081.76)      /F116 400	<|special_separator|>
(215.69, 073.21) (243.89, 073.21) (243.89, 081.76) (215.69, 081.76)      /F116 moves,	<|special_separator|>
(246.38, 073.21) (260.77, 073.21) (260.77, 081.76) (246.38, 081.76)      /F116 and	<|special_separator|>
(263.26, 073.21) (274.87, 073.21) (274.87, 081.76) (263.26, 081.76)      /F116 we	<|special_separator|>
(277.36, 073.21) (290.09, 073.21) (290.09, 081.76) (277.36, 081.76)      /F116 see	<|special_separator|>
(292.58, 073.21) (320.25, 073.21) (320.25, 081.76) (292.58, 081.76)      /F116 similar	<|special_separator|>
(322.74, 073.21) (344.88, 073.21) (344.88, 081.76) (322.74, 081.76)      /F116 block	<|special_separator|>
(347.37, 073.21) (380.39, 073.21) (380.39, 081.76) (347.37, 081.76)      /F116 building	<|special_separator|>
(382.88, 073.21) (417.54, 073.21) (417.54, 081.76) (382.88, 081.76)      /F116 behavior	<|special_separator|>
(420.03, 073.21) (444.93, 073.21) (444.93, 081.76) (420.03, 081.76)      /F116 across	<|special_separator|>
(447.42, 073.21) (474.66, 073.21) (474.66, 081.76) (447.42, 081.76)      /F116 solves.	<|special_separator|>
(303.51, 040.05) (308.49, 040.05) (308.49, 048.60) (303.51, 048.60)      /F116 9