Result of VizieR Search within 5'' of 076.8350911120100-68.5357137006100 (J2000=05:07:20.4-68:32:09)\n1 0.486 9161 1421 05 07 20.489 -68 32 08.25 1 0.01 11.60 0.01 11.70 0\n1 0.230 0507-685#012 05 07 20.419 -68 32 08.34 2 16.38 0 0 0\n1 0.685 13477 11.67 V B0 05 07 20.503 -68 32 09.09 05 07 32.54 -68 35 57.0 23 34 1975.85 0\n1 0.22 0916100749 076.83497 -68.53567 0.2 11.55 0.40 6 0 06B0 1979.193\n2 0.27 0916100749 076.83498 -68.53565 0.2 11.75 0.34 6 0 05ZW 1987.064\n1 0.067 9161 749 1 -1.0 -1.4 11.608 11.961 76.83504056 -68.53571472\n1 0.077 S013203064 076.835034 -68.535718 1985.560 11.61 0.07 0\n1 0.121 05 07 20.426 -68 32 08.45 11.61 1894.013 0.168 0.212 4423749 916100074901 11.961\n1 0.066 076.83504090 -68.53571454 -1.02 -1.29 11.701 12.000 11.736 11.751 11.753 B\n1 0.079 0214-0070296 076.835034 -68.535720 0 0 2000.0 -2 -2 0 11.40 12.13 11.78 12.16 12.36\n1 0.006 01930654 076.8350921 14 -68.5357153 14 11.65 8 4 -0.2 -0.6 120559003 11.736 11.754\n1 0.006 0214-0070889 YM 076.8350919 -68.5357153 C -0.1 1.5 -0.6 1.9 11.692 T 11.992 T 12.160 B 11.736 11.751 11.754 R\n1 0.074 S1HO000064 076.835035 -68.535716 2000.000 11.96 0\n1 0.007 050720.4-683208 076.835087 -68.535715 0.27 -1.07 11.750 11.935 11.736 11.751 11.754 6 S\n1 0.007 076.835087 -68.535715 0.3 -1.1 11.736 11.754 11.75 11.70 11.94 12.00 6 2\n1 0.224 580000977 076.8350752 38.5 -68.5357756 40.2 -1.86 2.52 -8.07 2.56 1977.97 4 2 0 11.69 11.99 11.736 11.751 11.754 2M 0 A\n1 0.001 108-007111 076.8350918 -68.5357137 24 11.896 0 0 -1.8 0.1 11.736 11.754 11.628 11.665 11.797 12.014 3 1 0 0 0 0 0 0 1\n1 0.002 076.835092 -68.535714 0.018 0.013 11.728 0.073 12.129 0.174 12.054 0.572 12.295 0.572 1983.8900 1983.8900 -1.8 1.5 0.1 1.2\n1 0.028 076.8351124069 0.186 -68.5357130605 0.371 4661289626521994368 -0.04 1.628 1.254 0.553 0 3.6118e+05 4.0043e+02 11.630 NOT_AVAILABLE\n1 0.028 9161-749-1 4661289626521994368 076.8351124069 0.186 -68.5357130605 0.371 -0.04 0.45 1.628 0.987 1.254 1.169 0 361179.36096 400.42956 11.630 NOT_AVAILABLE 076.8350938692 -68.5357182855\n1 0.028 4661289626521994368 076.8351124069 0.186 -68.5357130605 0.371 -0.04 0.45 1.628 0.987 1.254 1.169 0 361179.36096 400.42956 11.630 NOT_AVAILABLE 9161-749-1 11.608 11.961 076.8350938692 -68.5357182855\n1 0.004 076.8350940307 -68.5357131007 6654264860774830082 1.614 0.009 11.736 11.751 11.754 11.75 11.70 11.94 12.00 4661289626521994368 11.630\n1 0.029 076.8351125 -68.5357153 4661289626521994368 76.8351125 0.2 -68.5357131 0.4 1 8 1999.291 0.0 0.9 0.5 0.9 11.630 11.936 12.160 11.736 11.751 11.754\n1 0.029 076.83511301206 0.0330 -68.53571308910 0.0454 4661289630893455488 -0.0170 0.0420 1.814 0.061 0.338 0.084 0 4.1803e+05 3.5794e+02 11.6354 0.0009 3.3000e+05 1.6434e+03 11.5551 0.0054 1.7332e+05 4.4497e+02 11.6648 0.0028 -0.1097 8712.00\n2 3.351 076.83751877845 0.3362 -68.53599132658 0.5550 4661289630893456512 0 6.1583e+02 8.4412e+00 18.7147 0.0149\n1 0.029 4661289630893455488 076.83511301206 -68.53571308910 6746.566655076489951 5729.987893647459714 8008.467114610400131 501.331540712843 1 1\n1 0.029 076.8351130121 -68.5357130891 4661289630893455488 6.950671 -0.080457 -0.076601 9920.61 2.862288 -1.538135 3.274703 -0.090948 -0.050735 -0.069473 -2.516209 -7.265161 -5.647361 -3.931742 9.201915 0.998732\n1 0.030 076.83511390596 0.0212 -68.53571298104 0.0237 4661289630893455488 -0.0087 0.0236 1.884 1.877 0.026 0.162 0.030 0.794 4.2207e+05 3.5913e+02 11.623919 0.002906 3.1769e+05 8.2287e+02 11.583550 0.003962 1.7115e+05 4.0070e+02 11.664439 0.004555 -0.080890 495925126 11.623919 0.002906 4.2207e+05 76.83509111201 -68.53571370061\n2 3.352 076.83751988532 0.3435 -68.53599126140 0.4231 4661289630893456512 0.1935 0.2933 2.052 1.903 0.415 0.769 0.577 1.016 4.5954e+02 4.0265e+00 19.031551 0.009904 2.0586e+03 3.3403e+02 17.054625 0.176199 1.3148e+03 1.4216e+02 16.950787 0.117460 0.103838 19.031019 0.009900 4.5977e+02 76.83749677600 -68.53599467772\n3 3.902 076.83765524920 2.0409 -68.53517096766 3.3411 4661289630864353152 1.1585e+02 2.7364e+00 20.527582 0.025792 9.4798e+02 1.8763e+02 17.896545 0.214915 3.1909e+02 1.3791e+01 18.488104 0.047078 -0.591558 20.527582 0.025792 1.1585e+02 76.83765524920 -68.53517096766\n1 0.067 9161-749-1 76.83504056000 -68.53571472000 -1.0 -1.4 1.70 1.72 11.608 11.961 76.83503296881 -68.53571860889\n1 0.030 4661289630893455488 076.83511390596 -68.53571298104 14489.44630000 11136.03030000 20366.87500000 18330.41800000 13383.25100000 23273.35550000 10022\n2 3.352 4661289630893456512 076.83751988532 -68.53599126140 3030.51904000 1716.15857000 5908.10205000 4911.98291000 1928.08374000 6518.93555000 10122\n1 0.029 S1HO000064 076.83511301206 -68.53571308910 2013203064 2015.500 0 11.635357 11.617000 11.659000 11.555 11.797 11.991 11.736 11.751 11.754\n2 0.082 S1HO641193 076.83503000000 -68.53571000000 20132030641193 2001.006 0 11.569 11.746 12.038 12.350 11.735 11.746 11.720 11.703 11.704 10.468 5.772\n1 0.030 076.83511390596 0.0212 -68.53571298104 0.0237 4661289630893455488 -0.0087 0.0236 1.884 1.877 0.026 0.162 0.0297991690 0.794 422065.12357 3.5913e+02 11.623919 3.1769e+05 8.2287e+02 11.583550 1.7115e+05 4.0070e+02 11.664439 -0.080890 0 0 0 1 1 0 0 0 0 1 0 19928.4 3.3784 0.5161 10912.8360 0.5066 495925126 9161-749-1 J050720.41-683208.5 36292005 S1HO000064 05072041-6832085 76.83509111201 -68.53571370061\n2 3.352 076.83751988532 0.3435 -68.53599126140 0.4231 4661289630893456512 0.1935 0.2933 2.052 1.903 0.415 0.769 0.5768519600 1.016 459.76807 4.0285e+00 19.031020 2.0586e+03 3.3403e+02 17.054625 1.3148e+03 1.4216e+02 16.950787 0.103838 0 0 0 0 0 0 0 0 0 0 0 76.83749677600 -68.53599467772\n3 3.902 076.83765524920 2.0409 -68.53517096766 3.3411 4661289630864353152 115.91161 2.7377e+00 20.527050 9.4798e+02 1.8763e+02 17.896545 3.1909e+02 1.3791e+01 18.488104 -0.591558 0 0 0 0 0 0 0 0 0 0 0 76.83765524920 -68.53517096766\n1 0.030 4661289630893455488 076.83511390596 -68.53571298104 0.00000000 0.00000000 0.00004993 0.99994960 0.00000050 19928.3730 3.3784 0.5161 10912.8360 0.5066 0.5057 0.5892 0.3151 0.2741 -4.0535 11.0339\n2 3.352 4661289630893456512 076.83751988532 -68.53599126140 0.00000004 0.01653311 0.98346680 0.00000003 0.00000000\n3 3.902 4661289630864353152 076.83765524920 -68.53517096766 0.03812322 0.00237959 0.95591086 0.00358633 0.00000000\n1 0.030 4661289630893455488 076.83511390596 -68.53571298104 1636148068921376768\n1 0.030 4661289630893455488 076.83511390596 -68.53571298104 4545469030156206080 22 0.999995 1423 22 1.277078 2.23111e+03 25 0 0 24 0.999998 2206 42 1.466883 4.62840e+03 39 0 0\n1 0.030 4661289630893455488 076.83511390596 -68.53571298104 336 2.6187605e-15 1.7436850e-16\n2 0.030 4661289630893455488 076.83511390596 -68.53571298104 338 2.6934845e-15 1.5139967e-16\n3 0.030 4661289630893455488 076.83511390596 -68.53571298104 340 2.6339233e-15 1.4161844e-16\n4 0.030 4661289630893455488 076.83511390596 -68.53571298104 342 2.4889004e-15 1.3677727e-16\n5 0.030 4661289630893455488 076.83511390596 -68.53571298104 344 2.4071692e-15 1.3849481e-16\n6 0.030 4661289630893455488 076.83511390596 -68.53571298104 346 2.3951068e-15 1.4366502e-16\n7 0.030 4661289630893455488 076.83511390596 -68.53571298104 348 2.3785016e-15 1.5488667e-16\n8 0.030 4661289630893455488 076.83511390596 -68.53571298104 350 2.2693889e-15 1.6535658e-16\n9 0.030 4661289630893455488 076.83511390596 -68.53571298104 352 2.1823778e-15 1.8321491e-16\n10 0.030 4661289630893455488 076.83511390596 -68.53571298104 354 2.2070022e-15 1.9086027e-16\n11 0.030 4661289630893455488 076.83511390596 -68.53571298104 356 2.2155566e-15 1.8228541e-16\n12 0.030 4661289630893455488 076.83511390596 -68.53571298104 358 2.1531603e-15 1.5942027e-16\n13 0.030 4661289630893455488 076.83511390596 -68.53571298104 360 2.1408762e-15 1.4597050e-16\n14 0.030 4661289630893455488 076.83511390596 -68.53571298104 362 2.1390223e-15 1.3855236e-16\n15 0.030 4661289630893455488 076.83511390596 -68.53571298104 364 2.1216003e-15 1.3489319e-16\n16 0.030 4661289630893455488 076.83511390596 -68.53571298104 366 2.0902888e-15 1.3710200e-16\n17 0.030 4661289630893455488 076.83511390596 -68.53571298104 368 2.0550620e-15 1.3699006e-16\n18 0.030 4661289630893455488 076.83511390596 -68.53571298104 370 2.0340253e-15 1.4295466e-16\n19 0.030 4661289630893455488 076.83511390596 -68.53571298104 372 2.0559710e-15 1.4031392e-16\n20 0.030 4661289630893455488 076.83511390596 -68.53571298104 374 2.0987617e-15 1.4626205e-16\n21 0.030 4661289630893455488 076.83511390596 -68.53571298104 376 2.0980845e-15 1.4833465e-16\n22 0.030 4661289630893455488 076.83511390596 -68.53571298104 378 2.0705710e-15 1.4744640e-16\n23 0.030 4661289630893455488 076.83511390596 -68.53571298104 380 2.0551350e-15 1.5641602e-16\n24 0.030 4661289630893455488 076.83511390596 -68.53571298104 382 2.0719294e-15 1.4232838e-16\n25 0.030 4661289630893455488 076.83511390596 -68.53571298104 384 2.1022883e-15 1.3876734e-16\n26 0.030 4661289630893455488 076.83511390596 -68.53571298104 386 2.0968370e-15 1.2832482e-16\n27 0.030 4661289630893455488 076.83511390596 -68.53571298104 388 2.0461510e-15 1.0414851e-16\n28 0.030 4661289630893455488 076.83511390596 -68.53571298104 390 1.9799133e-15 9.9080766e-17\n29 0.030 4661289630893455488 076.83511390596 -68.53571298104 392 1.9344191e-15 8.3526905e-17\n30 0.030 4661289630893455488 076.83511390596 -68.53571298104 394 1.9046887e-15 6.8790850e-17\n31 0.030 4661289630893455488 076.83511390596 -68.53571298104 396 1.8804023e-15 6.9048010e-17\n32 0.030 4661289630893455488 076.83511390596 -68.53571298104 398 1.8548997e-15 5.8473670e-17\n33 0.030 4661289630893455488 076.83511390596 -68.53571298104 400 1.8243336e-15 5.0441556e-17\n34 0.030 4661289630893455488 076.83511390596 -68.53571298104 402 1.7989982e-15 5.3905415e-17\n35 0.030 4661289630893455488 076.83511390596 -68.53571298104 404 1.7710559e-15 4.7108770e-17\n36 0.030 4661289630893455488 076.83511390596 -68.53571298104 406 1.7473172e-15 4.0601880e-17\n37 0.030 4661289630893455488 076.83511390596 -68.53571298104 408 1.7300160e-15 4.5312408e-17\n38 0.030 4661289630893455488 076.83511390596 -68.53571298104 410 1.7164725e-15 4.2118930e-17\n39 0.030 4661289630893455488 076.83511390596 -68.53571298104 412 1.7015619e-15 3.4650427e-17\n40 0.030 4661289630893455488 076.83511390596 -68.53571298104 414 1.6874706e-15 3.8680385e-17\n41 0.030 4661289630893455488 076.83511390596 -68.53571298104 416 1.6638694e-15 3.9884880e-17\n42 0.030 4661289630893455488 076.83511390596 -68.53571298104 418 1.6330813e-15 3.2486730e-17\n43 0.030 4661289630893455488 076.83511390596 -68.53571298104 420 1.6014440e-15 3.2303987e-17\n44 0.030 4661289630893455488 076.83511390596 -68.53571298104 422 1.5762900e-15 3.7351860e-17\n45 0.030 4661289630893455488 076.83511390596 -68.53571298104 424 1.5623679e-15 3.3787827e-17\n46 0.030 4661289630893455488 076.83511390596 -68.53571298104 426 1.5600800e-15 2.7825890e-17\n47 0.030 4661289630893455488 076.83511390596 -68.53571298104 428 1.5558599e-15 3.1346250e-17\n48 0.030 4661289630893455488 076.83511390596 -68.53571298104 430 1.5432234e-15 3.4223082e-17\n49 0.030 4661289630893455488 076.83511390596 -68.53571298104 432 1.5157460e-15 2.9451733e-17\n50 0.030 4661289630893455488 076.83511390596 -68.53571298104 434 1.4748154e-15 2.5321972e-17\n51 0.030 4661289630893455488 076.83511390596 -68.53571298104 436 1.4333201e-15 2.8567887e-17\n52 0.030 4661289630893455488 076.83511390596 -68.53571298104 438 1.4041993e-15 3.0188270e-17\n53 0.030 4661289630893455488 076.83511390596 -68.53571298104 440 1.3879581e-15 2.6203125e-17\n54 0.030 4661289630893455488 076.83511390596 -68.53571298104 442 1.3837632e-15 2.3048218e-17\n55 0.030 4661289630893455488 076.83511390596 -68.53571298104 444 1.3842384e-15 2.5325996e-17\n56 0.030 4661289630893455488 076.83511390596 -68.53571298104 446 1.3815874e-15 2.6877777e-17\n57 0.030 4661289630893455488 076.83511390596 -68.53571298104 448 1.3703167e-15 2.4294045e-17\n58 0.030 4661289630893455488 076.83511390596 -68.53571298104 450 1.3494584e-15 2.1242585e-17\n59 0.030 4661289630893455488 076.83511390596 -68.53571298104 452 1.3240798e-15 2.2031830e-17\n60 0.030 4661289630893455488 076.83511390596 -68.53571298104 454 1.3004096e-15 2.3820287e-17\n61 0.030 4661289630893455488 076.83511390596 -68.53571298104 456 1.2819979e-15 2.2960133e-17\n62 0.030 4661289630893455488 076.83511390596 -68.53571298104 458 1.2724386e-15 2.0416541e-17\n63 0.030 4661289630893455488 076.83511390596 -68.53571298104 460 1.2672666e-15 1.9422634e-17\n64 0.030 4661289630893455488 076.83511390596 -68.53571298104 462 1.2640129e-15 2.0424166e-17\n65 0.030 4661289630893455488 076.83511390596 -68.53571298104 464 1.2583111e-15 2.0819666e-17\n66 0.030 4661289630893455488 076.83511390596 -68.53571298104 466 1.2456037e-15 1.9542276e-17\n67 0.030 4661289630893455488 076.83511390596 -68.53571298104 468 1.2302153e-15 1.7998122e-17\n68 0.030 4661289630893455488 076.83511390596 -68.53571298104 470 1.2098130e-15 1.7651598e-17\n69 0.030 4661289630893455488 076.83511390596 -68.53571298104 472 1.1893958e-15 1.8065256e-17\n70 0.030 4661289630893455488 076.83511390596 -68.53571298104 474 1.1716266e-15 1.7898092e-17\n71 0.030 4661289630893455488 076.83511390596 -68.53571298104 476 1.1568169e-15 1.6894822e-17\n72 0.030 4661289630893455488 076.83511390596 -68.53571298104 478 1.1445814e-15 1.5900760e-17\n73 0.030 4661289630893455488 076.83511390596 -68.53571298104 480 1.1359038e-15 1.5636427e-17\n74 0.030 4661289630893455488 076.83511390596 -68.53571298104 482 1.1254514e-15 1.5707008e-17\n75 0.030 4661289630893455488 076.83511390596 -68.53571298104 484 1.1155611e-15 1.5459520e-17\n76 0.030 4661289630893455488 076.83511390596 -68.53571298104 486 1.1017592e-15 1.4709460e-17\n77 0.030 4661289630893455488 076.83511390596 -68.53571298104 488 1.0872483e-15 1.3960638e-17\n78 0.030 4661289630893455488 076.83511390596 -68.53571298104 490 1.0728754e-15 1.3642716e-17\n79 0.030 4661289630893455488 076.83511390596 -68.53571298104 492 1.0601259e-15 1.3642460e-17\n80 0.030 4661289630893455488 076.83511390596 -68.53571298104 494 1.0477193e-15 1.3500072e-17\n81 0.030 4661289630893455488 076.83511390596 -68.53571298104 496 1.0364744e-15 1.3017989e-17\n82 0.030 4661289630893455488 076.83511390596 -68.53571298104 498 1.0278884e-15 1.2403112e-17\n83 0.030 4661289630893455488 076.83511390596 -68.53571298104 500 1.0208401e-15 1.1978098e-17\n84 0.030 4661289630893455488 076.83511390596 -68.53571298104 502 1.0105889e-15 1.1812284e-17\n85 0.030 4661289630893455488 076.83511390596 -68.53571298104 504 1.0012989e-15 1.1771121e-17\n86 0.030 4661289630893455488 076.83511390596 -68.53571298104 506 9.8983390e-16 1.1573996e-17\n87 0.030 4661289630893455488 076.83511390596 -68.53571298104 508 9.7752490e-16 1.1172601e-17\n88 0.030 4661289630893455488 076.83511390596 -68.53571298104 510 9.6563000e-16 1.0715629e-17\n89 0.030 4661289630893455488 076.83511390596 -68.53571298104 512 9.5375880e-16 1.0379706e-17\n90 0.030 4661289630893455488 076.83511390596 -68.53571298104 514 9.4341990e-16 1.0234219e-17\n91 0.030 4661289630893455488 076.83511390596 -68.53571298104 516 9.3495100e-16 1.0173888e-17\n92 0.030 4661289630893455488 076.83511390596 -68.53571298104 518 9.2785440e-16 1.0047578e-17\n93 0.030 4661289630893455488 076.83511390596 -68.53571298104 520 9.1986070e-16 9.7762190e-18\n94 0.030 4661289630893455488 076.83511390596 -68.53571298104 522 9.1330440e-16 9.4472560e-18\n95 0.030 4661289630893455488 076.83511390596 -68.53571298104 524 9.0647170e-16 9.1573290e-18\n96 0.030 4661289630893455488 076.83511390596 -68.53571298104 526 8.9739600e-16 8.9620445e-18\n97 0.030 4661289630893455488 076.83511390596 -68.53571298104 528 8.8701867e-16 8.8564850e-18\n98 0.030 4661289630893455488 076.83511390596 -68.53571298104 530 8.7533317e-16 8.7642325e-18\n99 0.030 4661289630893455488 076.83511390596 -68.53571298104 532 8.6057740e-16 8.5975515e-18\n100 0.030 4661289630893455488 076.83511390596 -68.53571298104 534 8.4516020e-16 8.3629650e-18\n101 0.030 4661289630893455488 076.83511390596 -68.53571298104 536 8.3135540e-16 8.1182420e-18\n102 0.030 4661289630893455488 076.83511390596 -68.53571298104 538 8.1821795e-16 7.9084310e-18\n103 0.030 4661289630893455488 076.83511390596 -68.53571298104 540 8.0586164e-16 7.7659140e-18\n104 0.030 4661289630893455488 076.83511390596 -68.53571298104 542 7.9638043e-16 7.6963270e-18\n105 0.030 4661289630893455488 076.83511390596 -68.53571298104 544 7.8996370e-16 7.6541450e-18\n106 0.030 4661289630893455488 076.83511390596 -68.53571298104 546 7.8356625e-16 7.5626970e-18\n107 0.030 4661289630893455488 076.83511390596 -68.53571298104 548 7.7887550e-16 7.4183750e-18\n108 0.030 4661289630893455488 076.83511390596 -68.53571298104 550 7.7521355e-16 7.2293450e-18\n109 0.030 4661289630893455488 076.83511390596 -68.53571298104 552 7.7223983e-16 7.0316465e-18\n110 0.030 4661289630893455488 076.83511390596 -68.53571298104 554 7.6656160e-16 6.8392612e-18\n111 0.030 4661289630893455488 076.83511390596 -68.53571298104 556 7.6136996e-16 6.7109544e-18\n112 0.030 4661289630893455488 076.83511390596 -68.53571298104 558 7.5481660e-16 6.6333433e-18\n113 0.030 4661289630893455488 076.83511390596 -68.53571298104 560 7.4642640e-16 6.5811408e-18\n114 0.030 4661289630893455488 076.83511390596 -68.53571298104 562 7.3710120e-16 6.5294580e-18\n115 0.030 4661289630893455488 076.83511390596 -68.53571298104 564 7.2751136e-16 6.4548365e-18\n116 0.030 4661289630893455488 076.83511390596 -68.53571298104 566 7.1841090e-16 6.3483668e-18\n117 0.030 4661289630893455488 076.83511390596 -68.53571298104 568 7.0957410e-16 6.2097524e-18\n118 0.030 4661289630893455488 076.83511390596 -68.53571298104 570 7.0307070e-16 6.0732953e-18\n119 0.030 4661289630893455488 076.83511390596 -68.53571298104 572 6.9854283e-16 5.9586610e-18\n120 0.030 4661289630893455488 076.83511390596 -68.53571298104 574 6.9279070e-16 5.8582374e-18\n121 0.030 4661289630893455488 076.83511390596 -68.53571298104 576 6.8680380e-16 5.7875110e-18\n122 0.030 4661289630893455488 076.83511390596 -68.53571298104 578 6.7883230e-16 5.7222212e-18\n123 0.030 4661289630893455488 076.83511390596 -68.53571298104 580 6.7067550e-16 5.6564773e-18\n124 0.030 4661289630893455488 076.83511390596 -68.53571298104 582 6.6079894e-16 5.5547114e-18\n125 0.030 4661289630893455488 076.83511390596 -68.53571298104 584 6.4891623e-16 5.3996640e-18\n126 0.030 4661289630893455488 076.83511390596 -68.53571298104 586 6.3889027e-16 5.2209250e-18\n127 0.030 4661289630893455488 076.83511390596 -68.53571298104 588 6.2924410e-16 5.0153790e-18\n128 0.030 4661289630893455488 076.83511390596 -68.53571298104 590 6.2139820e-16 4.8124370e-18\n129 0.030 4661289630893455488 076.83511390596 -68.53571298104 592 6.1682090e-16 4.6447908e-18\n130 0.030 4661289630893455488 076.83511390596 -68.53571298104 594 6.1092990e-16 4.4981374e-18\n131 0.030 4661289630893455488 076.83511390596 -68.53571298104 596 6.0561560e-16 4.4006215e-18\n132 0.030 4661289630893455488 076.83511390596 -68.53571298104 598 6.0270300e-16 4.3674516e-18\n133 0.030 4661289630893455488 076.83511390596 -68.53571298104 600 6.0027940e-16 4.3749736e-18\n134 0.030 4661289630893455488 076.83511390596 -68.53571298104 602 5.9775140e-16 4.4007047e-18\n135 0.030 4661289630893455488 076.83511390596 -68.53571298104 604 5.9346315e-16 4.4113393e-18\n136 0.030 4661289630893455488 076.83511390596 -68.53571298104 606 5.8820140e-16 4.3946646e-18\n137 0.030 4661289630893455488 076.83511390596 -68.53571298104 608 5.8139800e-16 4.3361200e-18\n138 0.030 4661289630893455488 076.83511390596 -68.53571298104 610 5.7397630e-16 4.2417730e-18\n139 0.030 4661289630893455488 076.83511390596 -68.53571298104 612 5.6641395e-16 4.1228808e-18\n140 0.030 4661289630893455488 076.83511390596 -68.53571298104 614 5.5869420e-16 3.9924620e-18\n141 0.030 4661289630893455488 076.83511390596 -68.53571298104 616 5.5097863e-16 3.8657934e-18\n142 0.030 4661289630893455488 076.83511390596 -68.53571298104 618 5.4436436e-16 3.7608880e-18\n143 0.030 4661289630893455488 076.83511390596 -68.53571298104 620 5.3651570e-16 3.6652083e-18\n144 0.030 4661289630893455488 076.83511390596 -68.53571298104 622 5.3077885e-16 3.5983176e-18\n145 0.030 4661289630893455488 076.83511390596 -68.53571298104 624 5.2888360e-16 3.5635197e-18\n146 0.030 4661289630893455488 076.83511390596 -68.53571298104 626 5.2727030e-16 3.5273270e-18\n147 0.030 4661289630893455488 076.83511390596 -68.53571298104 628 5.2676120e-16 3.4879026e-18\n148 0.030 4661289630893455488 076.83511390596 -68.53571298104 630 5.2698970e-16 3.4392788e-18\n149 0.030 4661289630893455488 076.83511390596 -68.53571298104 632 5.2636464e-16 3.3724000e-18\n150 0.030 4661289630893455488 076.83511390596 -68.53571298104 634 5.2620747e-16 3.3018296e-18\n151 0.030 4661289630893455488 076.83511390596 -68.53571298104 636 5.2346477e-16 2.9133030e-18\n152 0.030 4661289630893455488 076.83511390596 -68.53571298104 638 5.1692954e-16 2.8939913e-18\n153 0.030 4661289630893455488 076.83511390596 -68.53571298104 640 5.0852450e-16 3.7151457e-18\n154 0.030 4661289630893455488 076.83511390596 -68.53571298104 642 5.0251717e-16 5.3920410e-18\n155 0.030 4661289630893455488 076.83511390596 -68.53571298104 644 4.8862200e-16 6.4977550e-18\n156 0.030 4661289630893455488 076.83511390596 -68.53571298104 646 4.7620290e-16 6.3203816e-18\n157 0.030 4661289630893455488 076.83511390596 -68.53571298104 648 4.7196845e-16 6.1585190e-18\n158 0.030 4661289630893455488 076.83511390596 -68.53571298104 650 4.7502126e-16 6.2983356e-18\n159 0.030 4661289630893455488 076.83511390596 -68.53571298104 652 4.7939105e-16 6.2516135e-18\n160 0.030 4661289630893455488 076.83511390596 -68.53571298104 654 4.8125956e-16 5.9818260e-18\n161 0.030 4661289630893455488 076.83511390596 -68.53571298104 656 4.7954160e-16 5.9380033e-18\n162 0.030 4661289630893455488 076.83511390596 -68.53571298104 658 4.7580324e-16 5.9987283e-18\n163 0.030 4661289630893455488 076.83511390596 -68.53571298104 660 4.7171974e-16 5.8074117e-18\n164 0.030 4661289630893455488 076.83511390596 -68.53571298104 662 4.6658920e-16 5.5968550e-18\n165 0.030 4661289630893455488 076.83511390596 -68.53571298104 664 4.5843490e-16 5.5899232e-18\n166 0.030 4661289630893455488 076.83511390596 -68.53571298104 666 4.4604700e-16 5.4786360e-18\n167 0.030 4661289630893455488 076.83511390596 -68.53571298104 668 4.3219573e-16 5.2209345e-18\n168 0.030 4661289630893455488 076.83511390596 -68.53571298104 670 4.2061216e-16 5.1526730e-18\n169 0.030 4661289630893455488 076.83511390596 -68.53571298104 672 4.1393812e-16 5.1751850e-18\n170 0.030 4661289630893455488 076.83511390596 -68.53571298104 674 4.1342108e-16 4.9690520e-18\n171 0.030 4661289630893455488 076.83511390596 -68.53571298104 676 4.1883405e-16 4.7433240e-18\n172 0.030 4661289630893455488 076.83511390596 -68.53571298104 678 4.2442820e-16 4.7603032e-18\n173 0.030 4661289630893455488 076.83511390596 -68.53571298104 680 4.2655160e-16 4.7641510e-18\n174 0.030 4661289630893455488 076.83511390596 -68.53571298104 682 4.2328979e-16 4.5548593e-18\n175 0.030 4661289630893455488 076.83511390596 -68.53571298104 684 4.1476170e-16 4.3956597e-18\n176 0.030 4661289630893455488 076.83511390596 -68.53571298104 686 4.0431913e-16 4.4057803e-18\n177 0.030 4661289630893455488 076.83511390596 -68.53571298104 688 3.9590116e-16 4.3224340e-18\n178 0.030 4661289630893455488 076.83511390596 -68.53571298104 690 3.9128917e-16 4.1388933e-18\n179 0.030 4661289630893455488 076.83511390596 -68.53571298104 692 3.8962033e-16 4.0927007e-18\n180 0.030 4661289630893455488 076.83511390596 -68.53571298104 694 3.9041646e-16 4.1008340e-18\n181 0.030 4661289630893455488 076.83511390596 -68.53571298104 696 3.8954450e-16 3.9394655e-18\n182 0.030 4661289630893455488 076.83511390596 -68.53571298104 698 3.8575392e-16 3.7979357e-18\n183 0.030 4661289630893455488 076.83511390596 -68.53571298104 700 3.7891699e-16 3.8520110e-18\n184 0.030 4661289630893455488 076.83511390596 -68.53571298104 702 3.7209175e-16 3.8509877e-18\n185 0.030 4661289630893455488 076.83511390596 -68.53571298104 704 3.6544530e-16 3.6335385e-18\n186 0.030 4661289630893455488 076.83511390596 -68.53571298104 706 3.6157295e-16 3.5237977e-18\n187 0.030 4661289630893455488 076.83511390596 -68.53571298104 708 3.6111492e-16 3.6494610e-18\n188 0.030 4661289630893455488 076.83511390596 -68.53571298104 710 3.6163203e-16 3.6348417e-18\n189 0.030 4661289630893455488 076.83511390596 -68.53571298104 712 3.6216480e-16 3.3870337e-18\n190 0.030 4661289630893455488 076.83511390596 -68.53571298104 714 3.6158380e-16 3.2984588e-18\n191 0.030 4661289630893455488 076.83511390596 -68.53571298104 716 3.5968820e-16 3.4790054e-18\n192 0.030 4661289630893455488 076.83511390596 -68.53571298104 718 3.5630390e-16 3.4971794e-18\n193 0.030 4661289630893455488 076.83511390596 -68.53571298104 720 3.5134545e-16 3.2279208e-18\n194 0.030 4661289630893455488 076.83511390596 -68.53571298104 722 3.4737745e-16 3.1071915e-18\n195 0.030 4661289630893455488 076.83511390596 -68.53571298104 724 3.4280683e-16 3.2863584e-18\n196 0.030 4661289630893455488 076.83511390596 -68.53571298104 726 3.3882438e-16 3.3442515e-18\n197 0.030 4661289630893455488 076.83511390596 -68.53571298104 728 3.3622957e-16 3.1080451e-18\n198 0.030 4661289630893455488 076.83511390596 -68.53571298104 730 3.3339055e-16 2.9369823e-18\n199 0.030 4661289630893455488 076.83511390596 -68.53571298104 732 3.3006860e-16 3.0871317e-18\n200 0.030 4661289630893455488 076.83511390596 -68.53571298104 734 3.2687001e-16 3.2006490e-18\n201 0.030 4661289630893455488 076.83511390596 -68.53571298104 736 3.2431624e-16 3.0236790e-18\n202 0.030 4661289630893455488 076.83511390596 -68.53571298104 738 3.2120990e-16 2.8110940e-18\n203 0.030 4661289630893455488 076.83511390596 -68.53571298104 740 3.1795430e-16 2.8984310e-18\n204 0.030 4661289630893455488 076.83511390596 -68.53571298104 742 3.1501936e-16 3.0643816e-18\n205 0.030 4661289630893455488 076.83511390596 -68.53571298104 744 3.1181607e-16 2.9765410e-18\n206 0.030 4661289630893455488 076.83511390596 -68.53571298104 746 3.0890667e-16 2.7554129e-18\n207 0.030 4661289630893455488 076.83511390596 -68.53571298104 748 3.0611186e-16 2.7499191e-18\n208 0.030 4661289630893455488 076.83511390596 -68.53571298104 750 3.0443746e-16 2.9282407e-18\n209 0.030 4661289630893455488 076.83511390596 -68.53571298104 752 3.0242640e-16 2.9457798e-18\n210 0.030 4661289630893455488 076.83511390596 -68.53571298104 754 3.0101772e-16 2.7711624e-18\n211 0.030 4661289630893455488 076.83511390596 -68.53571298104 756 2.9854240e-16 2.6687152e-18\n212 0.030 4661289630893455488 076.83511390596 -68.53571298104 758 2.9601530e-16 2.7767922e-18\n213 0.030 4661289630893455488 076.83511390596 -68.53571298104 760 2.9333347e-16 2.8612026e-18\n214 0.030 4661289630893455488 076.83511390596 -68.53571298104 762 2.8989136e-16 2.7587561e-18\n215 0.030 4661289630893455488 076.83511390596 -68.53571298104 764 2.8682153e-16 2.6283426e-18\n216 0.030 4661289630893455488 076.83511390596 -68.53571298104 766 2.8459550e-16 2.6678684e-18\n217 0.030 4661289630893455488 076.83511390596 -68.53571298104 768 2.8301385e-16 2.7771996e-18\n218 0.030 4661289630893455488 076.83511390596 -68.53571298104 770 2.8255290e-16 2.7640320e-18\n219 0.030 4661289630893455488 076.83511390596 -68.53571298104 772 2.8147850e-16 2.6389481e-18\n220 0.030 4661289630893455488 076.83511390596 -68.53571298104 774 2.7978530e-16 2.5990462e-18\n221 0.030 4661289630893455488 076.83511390596 -68.53571298104 776 2.7766222e-16 2.6886007e-18\n222 0.030 4661289630893455488 076.83511390596 -68.53571298104 778 2.7472735e-16 2.7318308e-18\n223 0.030 4661289630893455488 076.83511390596 -68.53571298104 780 2.7114896e-16 2.6433743e-18\n224 0.030 4661289630893455488 076.83511390596 -68.53571298104 782 2.6683670e-16 2.5480194e-18\n225 0.030 4661289630893455488 076.83511390596 -68.53571298104 784 2.6379540e-16 2.5969246e-18\n226 0.030 4661289630893455488 076.83511390596 -68.53571298104 786 2.6120431e-16 2.6851755e-18\n227 0.030 4661289630893455488 076.83511390596 -68.53571298104 788 2.5927784e-16 2.6482003e-18\n228 0.030 4661289630893455488 076.83511390596 -68.53571298104 790 2.5807175e-16 2.5110217e-18\n229 0.030 4661289630893455488 076.83511390596 -68.53571298104 792 2.5694594e-16 2.4605108e-18\n230 0.030 4661289630893455488 076.83511390596 -68.53571298104 794 2.5595192e-16 2.5650930e-18\n231 0.030 4661289630893455488 076.83511390596 -68.53571298104 796 2.5463822e-16 2.6433746e-18\n232 0.030 4661289630893455488 076.83511390596 -68.53571298104 798 2.5244978e-16 2.5450350e-18\n233 0.030 4661289630893455488 076.83511390596 -68.53571298104 800 2.5034920e-16 2.3670560e-18\n234 0.030 4661289630893455488 076.83511390596 -68.53571298104 802 2.4795751e-16 2.3302352e-18\n235 0.030 4661289630893455488 076.83511390596 -68.53571298104 804 2.4571812e-16 2.4669229e-18\n236 0.030 4661289630893455488 076.83511390596 -68.53571298104 806 2.4448030e-16 2.5598014e-18\n237 0.030 4661289630893455488 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2.4549773e-18\n248 0.030 4661289630893455488 076.83511390596 -68.53571298104 830 2.1732299e-16 2.2550770e-18\n249 0.030 4661289630893455488 076.83511390596 -68.53571298104 832 2.1672837e-16 2.0382822e-18\n250 0.030 4661289630893455488 076.83511390596 -68.53571298104 834 2.1577729e-16 2.0611837e-18\n251 0.030 4661289630893455488 076.83511390596 -68.53571298104 836 2.1485275e-16 2.2796812e-18\n252 0.030 4661289630893455488 076.83511390596 -68.53571298104 838 2.1426875e-16 2.4237270e-18\n253 0.030 4661289630893455488 076.83511390596 -68.53571298104 840 2.1253624e-16 2.3309218e-18\n254 0.030 4661289630893455488 076.83511390596 -68.53571298104 842 2.1087309e-16 2.0990413e-18\n255 0.030 4661289630893455488 076.83511390596 -68.53571298104 844 2.0808252e-16 1.9705204e-18\n256 0.030 4661289630893455488 076.83511390596 -68.53571298104 846 2.0699943e-16 2.1155082e-18\n257 0.030 4661289630893455488 076.83511390596 -68.53571298104 848 2.0608080e-16 2.3357231e-18\n258 0.030 4661289630893455488 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2.2160098e-18\n269 0.030 4661289630893455488 076.83511390596 -68.53571298104 872 1.9059283e-16 2.3789063e-18\n270 0.030 4661289630893455488 076.83511390596 -68.53571298104 874 1.9045597e-16 2.3563024e-18\n271 0.030 4661289630893455488 076.83511390596 -68.53571298104 876 1.9103072e-16 2.1837792e-18\n272 0.030 4661289630893455488 076.83511390596 -68.53571298104 878 1.9160677e-16 2.0222362e-18\n273 0.030 4661289630893455488 076.83511390596 -68.53571298104 880 1.9281937e-16 2.0611740e-18\n274 0.030 4661289630893455488 076.83511390596 -68.53571298104 882 1.9213357e-16 2.2503525e-18\n275 0.030 4661289630893455488 076.83511390596 -68.53571298104 884 1.9048682e-16 2.4096261e-18\n276 0.030 4661289630893455488 076.83511390596 -68.53571298104 886 1.8771560e-16 2.4019313e-18\n277 0.030 4661289630893455488 076.83511390596 -68.53571298104 888 1.8460515e-16 2.2447330e-18\n278 0.030 4661289630893455488 076.83511390596 -68.53571298104 890 1.8154678e-16 2.0824522e-18\n279 0.030 4661289630893455488 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7.3322160e-18\n332 0.030 4661289630893455488 076.83511390596 -68.53571298104 998 1.3298745e-16 7.6570025e-18\n333 0.030 4661289630893455488 076.83511390596 -68.53571298104 1000 1.3225025e-16 7.5704370e-18\n334 0.030 4661289630893455488 076.83511390596 -68.53571298104 1002 1.2980663e-16 7.1212440e-18\n335 0.030 4661289630893455488 076.83511390596 -68.53571298104 1004 1.2569936e-16 6.7943855e-18\n336 0.030 4661289630893455488 076.83511390596 -68.53571298104 1006 1.2270814e-16 7.4217320e-18\n337 0.030 4661289630893455488 076.83511390596 -68.53571298104 1008 1.1746015e-16 9.0073440e-18\n338 0.030 4661289630893455488 076.83511390596 -68.53571298104 1010 1.1412939e-16 1.1303247e-17\n339 0.030 4661289630893455488 076.83511390596 -68.53571298104 1012 1.1239341e-16 1.3614771e-17\n340 0.030 4661289630893455488 076.83511390596 -68.53571298104 1014 1.1033492e-16 1.5051480e-17\n341 0.030 4661289630893455488 076.83511390596 -68.53571298104 1016 1.1351230e-16 1.5897996e-17\n342 0.030 4661289630893455488 076.83511390596 -68.53571298104 1018 1.1563592e-16 1.5205373e-17\n343 0.030 4661289630893455488 076.83511390596 -68.53571298104 1020 1.2346760e-16 1.4446125e-17\n1 0.030 4661289630893455488 076.83511390596 -68.53571298104 4545469030156206080 1368 1423 22 1.277078300 2.231111e+03 22 0.999994900 2151 2206 42 1.466883000 4.628405e+03 24 0.99999803 6827685205 55 184347500535 1485 6827685205 55 184347500535 1485\n1 0.030 4661289630893455488 76.83511390596 -68.53571298104 0.0064 2.43102e-15\n1 0.02 100269050 11.540 -0.070 -0.890 3 149 GEN# +1.00269050 076.83509 -68.53572\n2 0.02 100269050 11.680 -0.050 -0.950 3 328 GEN# +1.00269050 076.83509 -68.53572\n3 0.02 100269050 11.700 -0.070 5 1277 GEN# +1.00269050 076.83509 -68.53572\n4 0.02 100269050 11.700 -0.070 2 8033 GEN# +1.00269050 076.83509 -68.53572\n1 0.73 J050720.49-683209.2 05 07 20.49 -68 32 09.2 5066 11.676 5066 11.681\n1 0.059 076.835052 -68.535706 05072041-6832085 11.736 0.021 11.751 0.025 11.754 0.026 AAA 222 111 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2015-10-02T08:38:10 0.0 Image R78 05 07 19.99 -68 32 09.9\n31 2.70 92 2015-10-02T08:38:12 0.0 Image R78 05 07 19.99 -68 32 09.9\n32 2.70 92 2015-10-02T08:39:11 30.0 Data R78 05 07 19.99 -68 32 09.9\n33 2.70 92 2015-10-02T08:38:28 0.0 Image R78 05 07 19.99 -68 32 09.9\n34 2.70 92 2015-10-02T08:38:25 0.0 Image R78 05 07 19.99 -68 32 09.9\n35 2.70 92 2015-10-02T08:38:37 0.0 Image R78 05 07 19.99 -68 32 09.9\n36 2.70 92 2015-10-02T08:40:28 30.0 Data R78 05 07 19.99 -68 32 09.9\n37 2.70 92 2015-10-02T08:39:49 30.0 Data R78 05 07 19.99 -68 32 09.9\n38 2.70 92 2015-10-02T08:46:13 30.0 Data R78 05 07 19.99 -68 32 09.9\n39 2.70 92 2015-10-02T08:47:18 30.0 Data R78 05 07 19.99 -68 32 09.9\n40 2.70 92 2015-10-02T08:39:08 170.0 Data R78 05 07 19.99 -68 32 09.9\n41 2.70 92 2015-10-02T08:38:41 0.0 Image R78 05 07 19.99 -68 32 09.9\n42 2.70 92 2015-10-02T08:45:06 30.0 Data R78 05 07 19.99 -68 32 09.9\n43 2.70 92 2015-10-02T08:38:16 0.0 Image R78 05 07 19.99 -68 32 09.9\n44 2.70 92 2015-10-02T08:38:21 0.0 Image R78 05 07 19.99 -68 32 09.9\n45 2.70 92 2015-10-02T08:38:43 0.0 Image R78 05 07 19.99 -68 32 09.9\n46 2.70 92 2015-10-02T08:41:12 30.0 Data R78 05 07 19.99 -68 32 09.9\n1 0.03 HD 269050 11.70 V B illum star of neb 1936AnHar.100..205C 05 07 20.42 -68 32 08.6 U Simbad\n2 0.03 LHA 120-N 100 11.70 V em 1956ApJS....2..315H 05 07 20.42 -68 32 08.6 T Simbad\n3 0.03 RMC 78 11.70 V B0Ia(e?) H-beta sl filled? 1960MNRAS.121..337F 05 07 20.42 -68 32 08.6 U Simbad\n4 0.03 Sk-68 52 11.50 V OB 1970CoTol..89....1S 05 07 20.42 -68 32 08.6 U Simbad\n5 0.03 HD 269050 11.50 V B0Ia 1977ApJ...215...53W 05 07 20.42 -68 32 08.6 U Simbad\n6 0.03 Sk-68 52 11.50 V B0Ia IUE spectra 1999AJ....117.2856S 05 07 20.42 -68 32 08.6 U Simbad\n7 0.03 [BE74] 212 11.70 V em 2012A&A...548A..16H 05 07 20.42 -68 32 08.6 U Simbad\n1 4.11 LMC V1111 * 05 07 32.10 -68 35 53.0 SDOR: 11.54 B0Ia 05 07 20.06 -68 32 05.0\n1 0.01 235111 B LMC V1111 0 SDOR: 11.540 V 11.730 V 076.83509 -68.53571


Gebraucht - HELVETIA - Mi nr 68A - cachet "SCHAFFHAUSEN - AUFGABE" - Cote 30,00 € - (ref. 113)\nHELVETIA - Mi nr 68A - cachet "SCHAFFHAUSEN - AUFGABE" - Cote 30,00 € - (ref. 113) (Artikelnummer: #646149643)\nfilanton 100% (95843x)\nBeginn der Auktion: Donnerstag, 4. Oktober 2018 um 12:53\n15.10.2018 - 12:57:47\nNeu HELVETIA - Mi nr 70 D - gest./obl. - Cote 45,00 € - (ref. 1509)\nNeu HELVETIA - Mi nr 61 YC - cachet "RAPPERSWIL" - (ref. 1465)\nHELVETIA - Mi nr 77 A - gest./obl. - Cote 20,00 € - (ref. 913)\nHELVETIA - Mi nr 53 - cachet "LES PLANS" - (ref. 1419)\nNeu HELVETIA - Mi nr 61 YC - Bahnstempel "SURSEE" - (ref. 1459)\nNeu HELVETIA - Mi nr 61 YC - cachet "BASEL" - (ref. 1466)\nNeu HELVETIA - Mi nr 91 D - gest./obl. - Cote 65,00 € - (ref. 1525)\nHELVETIA - Mi nr 84 - Wapenschild - cachet "ZUG" - (ref. 159)


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1 Luke Bafia Western Michigan SR D 9 9 0 3 3 0.00 0.33 0.33 0 0 0 0 0 0 7 8 -1 11 1.22 .000 0 0 --- 23 2.56 3 6\nJosh Kosack Union JR F 11 11 0 2 2 0.00 0.18 0.18 0 0 0 0 0 0 4 6 -2 10 0.91 .000 6 9 .400 23 2.09 1 2\n3 Nolan Schaeffer Robert Morris SO D 8 8 0 0 0 0.00 0.00 0.00 0 0 0 0 0 0 3 2 +1 2 0.25 .000 0 0 --- 21 2.62 3 6\n4 Matt Hellickson (NJD) Notre Dame JR D 7 7 2 3 5 0.29 0.43 0.71 2 1 3 0 2 0 6 10 -4 9 1.29 .222 0 0 --- 20 2.86 2 4\nKris Myllari Penn State SR D 8 8 0 1 1 0.00 0.12 0.12 0 0 0 0 0 0 4 5 -1 13 1.62 .000 0 0 --- 20 2.50 4 8\nDylan Woolf St. Lawrence JR D 9 9 0 3 3 0.00 0.33 0.33 0 2 2 0 0 0 3 10 -7 15 1.67 .000 0 0 --- 20 2.22 5 10\n7 Spenser Young Providence SR D 7 9 0 0 0 0.00 0.00 0.00 0 0 0 0 0 0 3 6 -3 13 1.86 .000 0 0 --- 19 2.71 1 2\nJoe Rutkowski Ferris State SR D 8 8 1 5 6 0.12 0.62 0.75 0 2 2 0 1 0 6 9 -3 9 1.12 .111 0 0 --- 19 2.38 2 4\nSeamus Donohue Michigan Tech JR D 8 8 0 3 3 0.00 0.38 0.38 0 3 3 0 0 0 5 4 +1 12 1.50 .000 0 0 --- 19 2.38 2 4\nLuke Martin (CAR) Michigan SR D 9 9 0 2 2 0.00 0.22 0.22 0 0 0 0 0 0 7 5 +2 13 1.44 .000 0 0 --- 19 2.11 1 2\nKale Bennett Western Michigan SR D 9 9 1 0 1 0.11 0.00 0.11 0 0 0 0 1 0 8 3 +5 5 0.56 .200 0 0 --- 19 2.11 4 8\n12 Tory Dello Notre Dame SR D 7 7 0 3 3 0.00 0.43 0.43 0 1 1 0 0 0 5 8 -3 9 1.29 .000 0 0 --- 18 2.57 1 2\nGriffin Luce Michigan SR D 8 9 0 1 1 0.00 0.12 0.12 0 0 0 0 0 0 3 3 E 10 1.25 .000 0 0 --- 18 2.25 3 17\nAdam Brubacher RIT SR D 9 9 1 6 7 0.11 0.67 0.78 0 4 4 0 0 0 10 2 +8 22 2.44 .045 0 0 --- 18 2.00 5 21\nGordi Myer Ohio State SR D 9 9 0 3 3 0.00 0.33 0.33 0 1 1 0 0 0 6 4 +2 21 2.33 .000 1 0 1.000 18 2.00 1 2\n16 Alex Mehnert Air Force JR D 9 9 0 4 4 0.00 0.44 0.44 0 0 0 0 0 0 6 8 -2 13 1.44 .000 1 0 1.000 17 1.89 4 8\nTyler Nanne (NYR) Minnesota SR D 9 9 1 1 2 0.11 0.11 0.22 0 0 0 0 0 0 7 7 E 14 1.56 .071 0 0 --- 17 1.89 0 0\nTyler Inamoto (FLA) Wisconsin JR D 9 9 1 1 2 0.11 0.11 0.22 0 0 0 0 0 0 10 12 -2 5 0.56 .200 0 0 --- 17 1.89 3 6\nMichael Underwood Clarkson SO D 9 9 0 1 1 0.00 0.11 0.11 0 0 0 0 0 0 8 5 +3 9 1.00 .000 0 0 --- 17 1.89 2 4\nPaul Meyer Colgate SR D 9 9 0 1 1 0.00 0.11 0.11 0 0 0 0 0 0 1 5 -4 9 1.00 .000 0 1 .000 17 1.89 2 4\n21 Jerad Rosburg Michigan State SR D 7 7 1 3 4 0.14 0.43 0.57 0 2 2 0 0 0 3 4 -1 16 2.29 .062 1 0 1.000 16 2.29 2 4\nAlex Wilkinson Army West Point SR D 7 7 1 2 3 0.14 0.29 0.43 1 1 2 0 0 0 4 8 -4 22 3.14 .045 0 1 .000 16 2.29 0 0\nNick Perbix (TBL) St. Cloud State SO D 7 7 1 1 2 0.14 0.14 0.29 1 0 1 0 0 0 3 8 -5 12 1.71 .083 0 0 --- 16 2.29 0 0\nTommy Miller Michigan State JR D 7 7 0 2 2 0.00 0.29 0.29 0 2 2 0 0 0 5 1 +4 8 1.14 .000 0 0 --- 16 2.29 0 0\nChris McKay RIT SR D 8 9 0 3 3 0.00 0.38 0.38 0 0 0 0 0 0 6 1 +5 11 1.38 .000 0 0 --- 16 2.00 5 10\nJosh Dunne Clarkson SO F 9 9 5 6 11 0.56 0.67 1.22 3 0 3 0 1 0 9 6 +3 27 3.00 .185 70 83 .458 16 1.78 2 4\nK'Andre Miller (NYR) Wisconsin SO D 9 9 3 1 4 0.33 0.11 0.44 1 1 2 1 0 0 9 11 -2 17 1.89 .176 0 3 .000 16 1.78 3 6\nAnthony Baxter UMass Lowell JR D 11 11 0 1 1 0.00 0.09 0.09 0 0 0 0 0 0 7 7 E 15 1.36 .000 0 0 --- 16 1.45 7 14\n29 Charlie Marchand Bentley JR D 7 8 0 1 1 0.00 0.14 0.14 0 0 0 0 0 0 5 2 +3 3 0.43 .000 0 0 --- 15 2.14 0 0\nAnthony Vincent Holy Cross SO F 8 8 1 1 2 0.12 0.12 0.25 1 0 1 0 0 0 3 3 E 18 2.25 .056 1 3 .250 15 1.88 6 12\nPaul DeNaples Penn State SO D 8 8 1 1 2 0.12 0.12 0.25 0 0 0 0 0 0 9 3 +6 7 0.88 .143 0 0 --- 15 1.88 1 2\nBrendon Michaelian Robert Morris SO D 8 8 1 1 2 0.12 0.12 0.25 1 1 2 0 0 0 2 4 -2 7 0.88 .143 0 0 --- 15 1.88 2 4\nBrinson Pasichnuk Arizona State SR D 9 9 2 7 9 0.22 0.78 1.00 0 4 4 0 1 0 10 6 +4 33 3.67 .061 0 0 --- 15 1.67 3 6\nGrant Gabriele Ohio State JR D 9 9 1 3 4 0.11 0.33 0.44 0 1 1 0 1 0 5 4 +1 15 1.67 .067 0 0 --- 15 1.67 1 2\nTaylor Brierley Union JR D 9 11 0 1 1 0.00 0.11 0.11 0 0 0 0 0 0 3 6 -3 7 0.78 .000 0 0 --- 15 1.67 2 4\nAntti Virtanen Alaska SO D 10 11 0 3 3 0.00 0.30 0.30 0 0 0 0 0 0 5 5 E 13 1.30 .000 0 0 --- 15 1.50 5 10\nMax Newton Alaska JR F 11 11 3 4 7 0.27 0.36 0.64 0 2 2 0 0 0 7 7 E 35 3.18 .086 155 90 .633 15 1.36 6 31\nBrandon Estes Union JR D 11 11 0 0 0 0.00 0.00 0.00 0 0 0 0 0 0 5 10 -5 14 1.27 .000 0 1 .000 15 1.36 6 12\n39 Luke Jaycox St. Cloud State JR D 7 7 0 0 0 0.00 0.00 0.00 0 0 0 0 0 0 4 4 E 5 0.71 .000 0 0 --- 14 2.00 1 2\nAidan Spellacy Robert Morris SO F 8 8 2 2 4 0.25 0.25 0.50 2 0 2 0 1 0 4 5 -1 16 2.00 .125 53 54 .495 14 1.75 1 2\nBen Finkelstein (FLA) Boston College SR D 8 8 0 1 1 0.00 0.12 0.12 0 0 0 0 0 0 9 5 +4 9 1.12 .000 0 0 --- 14 1.75 0 0\nSean Giles Robert Morris SR D 8 8 0 0 0 0.00 0.00 0.00 0 0 0 0 0 0 3 1 +2 4 0.50 .000 0 0 --- 14 1.75 5 10\nNick Austin Colgate JR D 9 9 0 4 4 0.00 0.44 0.44 0 0 0 0 0 0 7 8 -1 24 2.67 .000 0 0 --- 14 1.56 1 2\nEdwin Hookenson Minnesota State SR D 9 9 2 1 3 0.22 0.11 0.33 0 0 0 0 1 0 6 3 +3 9 1.00 .222 0 0 --- 14 1.56 0 0\nRylan Yaremko Northern Michigan JR D 9 9 1 1 2 0.11 0.11 0.22 0 0 0 0 0 0 7 5 +2 9 1.00 .111 1 0 1.000 14 1.56 3 6\nRyan Johnson (BUF) Minnesota FR D 9 9 0 2 2 0.00 0.22 0.22 0 1 1 0 0 0 6 9 -3 16 1.78 .000 0 0 --- 14 1.56 2 4\nJordan Schneider Clarkson SR D 9 9 0 1 1 0.00 0.11 0.11 0 0 0 0 0 0 5 6 -1 15 1.67 .000 0 0 --- 14 1.56 5 10\nVas Kolias Union SR D 11 11 0 2 2 0.00 0.18 0.18 0 0 0 0 0 0 4 14 -10 10 0.91 .000 0 0 --- 14 1.27 3 6\n49 Patrik Demel American International SR D 6 6 0 4 4 0.00 0.67 0.67 0 0 0 0 0 0 5 2 +3 5 0.83 .000 0 0 --- 13 2.17 2 4\nNate Clurman (COL) Notre Dame SO D 7 7 0 3 3 0.00 0.43 0.43 0 0 0 0 0 0 15 3 +12 7 1.00 .000 0 0 --- 13 1.86 1 2\nChris Harpur Niagara JR D 7 7 1 1 2 0.14 0.14 0.29 0 0 0 0 0 0 2 5 -3 6 0.86 .167 0 0 --- 13 1.86 3 6\nJacob Bernard-Docker (OTT) North Dakota SO D 8 8 1 6 7 0.12 0.75 0.88 1 0 1 0 0 0 13 7 +6 19 2.38 .053 0 1 .000 13 1.62 0 0\nHugh McGing (STL) Western Michigan SR F 8 9 2 4 6 0.25 0.50 0.75 0 2 2 0 0 0 6 4 +2 17 2.12 .118 65 64 .504 13 1.62 4 16\nDerek Daschke Miami SO D 8 8 1 5 6 0.12 0.62 0.75 0 2 2 0 0 0 11 6 +5 20 2.50 .050 0 0 --- 13 1.62 4 8\nNick Jenny Robert Morris JR D 8 8 3 1 4 0.38 0.12 0.50 0 0 0 0 1 0 7 5 +2 6 0.75 .500 0 0 --- 13 1.62 3 6\nConnor Moore Boston College SR D 8 8 1 3 4 0.12 0.38 0.50 1 1 2 0 0 0 5 5 E 11 1.38 .091 0 0 --- 13 1.62 1 2\nDalton Skelly Holy Cross SR D 8 8 0 3 3 0.00 0.38 0.38 0 2 2 0 0 0 3 7 -4 16 2.00 .000 0 0 --- 13 1.62 1 2\nQuinn Wichers Mercyhurst JR D 8 8 0 0 0 0.00 0.00 0.00 0 0 0 0 0 0 2 0 +2 7 0.88 .000 0 1 .000 13 1.62 1 2\nJD Greenway (TOR) Maine JR D 9 9 1 3 4 0.11 0.33 0.44 0 0 0 0 0 0 5 6 -1 17 1.89 .059 0 0 --- 13 1.44 6 12\nTy Emberson (ARI) Wisconsin SO D 9 9 0 1 1 0.00 0.11 0.11 0 0 0 0 0 0 10 8 +2 6 0.67 .000 0 0 --- 13 1.44 4 19\nMax Luukko Sacred Heart SR D 10 10 1 2 3 0.10 0.20 0.30 0 0 0 0 0 0 3 9 -6 13 1.30 .077 1 2 .333 13 1.30 3 6\nLukas Kaelble Lake Superior State JR D 11 11 1 3 4 0.09 0.27 0.36 0 1 1 0 0 0 9 15 -6 18 1.64 .056 0 1 .000 13 1.18 3 6\n63 Matt Miller Ohio State SR D 4 9 2 3 5 0.50 0.75 1.25 2 1 3 0 0 0 2 2 E 9 2.25 .222 0 0 --- 12 3.00 0 0\nCam York (PHI) Michigan FR D 6 9 1 3 4 0.17 0.50 0.67 0 2 2 0 0 0 4 1 +3 11 1.83 .091 0 0 --- 12 2.00 1 2\nCade Townend Mercyhurst FR D 6 8 1 0 1 0.17 0.00 0.17 0 0 0 0 0 0 2 6 -4 6 1.00 .167 0 0 --- 12 2.00 3 6\nHugo Reinhardt American International SR F 6 6 0 0 0 0.00 0.00 0.00 0 0 0 0 0 0 1 2 -1 6 1.00 .000 58 68 .460 12 2.00 5 10\nDean Stewart (ARI) Omaha SR D 7 7 0 4 4 0.00 0.57 0.57 0 2 2 0 0 0 6 3 +3 11 1.57 .000 0 0 --- 12 1.71 5 10\nGreg Moro Clarkson SR D 7 9 0 2 2 0.00 0.29 0.29 0 0 0 0 0 0 4 2 +2 6 0.86 .000 0 0 --- 12 1.71 5 10\nNate Knoepke Omaha JR D 7 7 0 0 0 0.00 0.00 0.00 0 0 0 0 0 0 5 1 +4 5 0.71 .000 0 0 --- 12 1.71 3 6\nNate Kallen Ferris State SR D 8 8 3 3 6 0.38 0.38 0.75 1 1 2 0 0 0 6 11 -5 18 2.25 .167 1 2 .333 12 1.50 3 6\nBrett Orr Bentley SR D 8 8 0 3 3 0.00 0.38 0.38 0 2 2 0 0 0 1 4 -3 9 1.12 .000 0 0 --- 12 1.50 1 2\nRourke Russell Miami JR D 8 8 0 3 3 0.00 0.38 0.38 0 0 0 0 0 0 5 7 -2 7 0.88 .000 0 0 --- 12 1.50 3 6\nMarcus Walter Bentley FR D 8 8 0 2 2 0.00 0.25 0.25 0 0 0 0 0 0 5 3 +2 6 0.75 .000 0 0 --- 12 1.50 4 8\nCase McCarthy (NJD) Boston University FR D 8 8 0 1 1 0.00 0.12 0.12 0 0 0 0 0 0 5 9 -4 15 1.88 .000 0 0 --- 12 1.50 2 4\nJarrod Gourley Arizona State SO D 8 9 0 0 0 0.00 0.00 0.00 0 0 0 0 0 0 4 6 -2 5 0.62 .000 0 0 --- 12 1.50 4 8\nMichael Bevilacqua Mercyhurst SO D 8 8 0 0 0 0.00 0.00 0.00 0 0 0 0 0 0 1 6 -5 7 0.88 .000 0 0 --- 12 1.50 1 2\nMike Lee Sacred Heart SR D 9 10 0 7 7 0.00 0.78 0.78 0 5 5 0 0 0 10 6 +4 18 2.00 .000 0 0 --- 12 1.33 2 4\nWill Calverley RIT SO F 9 9 4 2 6 0.44 0.22 0.67 0 0 0 0 1 0 6 1 +5 17 1.89 .235 48 60 .444 12 1.33 4 8\nRonnie Attard (PHI) Western Michigan FR D 9 9 4 1 5 0.44 0.11 0.56 2 0 2 0 2 0 8 4 +4 20 2.22 .200 0 0 --- 12 1.33 1 2\nJackson LaCombe (ANA) Minnesota FR D 9 9 0 4 4 0.00 0.44 0.44 0 1 1 0 0 0 4 9 -5 9 1.00 .000 0 0 --- 12 1.33 4 8\nScott Reedy (SJS) Minnesota JR F 9 9 3 0 3 0.33 0.00 0.33 0 0 0 0 0 0 4 9 -5 16 1.78 .188 61 89 .407 12 1.33 2 4\nLiam Dennison Merrimack FR D 9 9 0 3 3 0.00 0.33 0.33 0 1 1 0 0 0 4 11 -7 8 0.89 .000 0 0 --- 12 1.33 2 4\nRyan Garvey St. Lawrence SR F 9 9 1 0 1 0.11 0.00 0.11 0 0 0 0 0 0 1 5 -4 7 0.78 .143 10 12 .455 12 1.33 2 4\nScooter Brickey Western Michigan FR D 9 9 0 1 1 0.00 0.11 0.11 0 0 0 0 0 0 5 6 -1 10 1.11 .000 0 0 --- 12 1.33 3 6\nBen Brinkman (DAL) Minnesota SO D 9 9 0 0 0 0.00 0.00 0.00 0 0 0 0 0 0 5 6 -1 5 0.56 .000 0 0 --- 12 1.33 1 2\nCollin Saccoman Lake Superior State SR D 11 11 6 3 9 0.55 0.27 0.82 3 1 4 0 1 0 11 13 -2 20 1.82 .300 0 0 --- 12 1.09 2 4\n87 Ethan Roswell Bentley SO D 5 8 1 0 1 0.20 0.00 0.20 0 0 0 0 0 0 1 2 -1 7 1.40 .143 0 0 --- 11 2.20 0 0\nTroy Robillard Alaska Anchorage FR D 5 7 0 1 1 0.00 0.20 0.20 0 0 0 0 0 0 3 2 +1 4 0.80 .000 0 0 --- 11 2.20 4 8\nZach Berzolla Colorado College JR D 6 6 1 1 2 0.17 0.17 0.33 0 0 0 0 0 0 4 8 -4 8 1.33 .125 0 0 --- 11 1.83 4 8\nCarter Long Vermont SO D 6 6 0 0 0 0.00 0.00 0.00 0 0 0 0 0 0 0 5 -5 8 1.33 .000 0 0 --- 11 1.83 0 0\nBrady Ferner Rensselaer SO D 7 7 1 2 3 0.14 0.29 0.43 1 0 1 0 0 0 7 8 -1 6 0.86 .167 0 0 --- 11 1.57 0 0\nRyan Cook Niagara SR D 7 7 1 1 2 0.14 0.14 0.29 0 0 0 0 0 0 4 5 -1 11 1.57 .091 0 0 --- 11 1.57 6 23\nAnthony Stark Colgate FR D 7 9 0 0 0 0.00 0.00 0.00 0 0 0 0 0 0 0 1 -1 7 1.00 .000 0 1 .000 11 1.57 0 0\nJacob Wilson Arizona State JR D 8 9 2 3 5 0.25 0.38 0.62 0 0 0 0 1 0 8 5 +3 18 2.25 .111 0 0 --- 11 1.38 3 6\nZach Metsa Quinnipiac SO D 8 8 0 3 3 0.00 0.38 0.38 0 0 0 0 0 0 8 10 -2 14 1.75 .000 0 0 --- 11 1.38 0 0\nChris Lipe Michigan Tech FR D 8 8 0 2 2 0.00 0.25 0.25 0 0 0 0 0 0 5 5 E 6 0.75 .000 0 0 --- 11 1.38 4 8\nKārlis Čukste (SJS) Quinnipiac SR D 8 8 0 2 2 0.00 0.25 0.25 0 1 1 0 0 0 6 8 -2 12 1.50 .000 0 0 --- 11 1.38 1 2\nDan Willett RIT JR D 8 9 0 2 2 0.00 0.25 0.25 0 1 1 0 0 0 3 4 -1 11 1.38 .000 0 0 --- 11 1.38 2 15\nConnor Sodergren UMass Lowell JR F 8 11 0 1 1 0.00 0.12 0.12 0 0 0 0 0 0 1 1 E 17 2.12 .000 21 27 .438 11 1.38 4 8\nTim Doherty Maine SR F 9 9 5 7 12 0.56 0.78 1.33 2 2 4 0 2 0 10 5 +5 40 4.44 .125 78 67 .538 11 1.22 2 4\nAlec Rauhauser Bowling Green SR D 9 9 4 6 10 0.44 0.67 1.11 0 2 2 2 0 0 12 5 +7 24 2.67 .167 0 0 --- 11 1.22 5 10\nBrady Tomlak Air Force SR F 9 9 4 4 8 0.44 0.44 0.89 0 1 1 0 0 0 8 6 +2 15 1.67 .267 94 86 .522 11 1.22 1 2\nDeclan Carlile (00) Merrimack FR D 9 9 1 6 7 0.11 0.67 0.78 0 3 3 0 0 0 7 13 -6 12 1.33 .083 0 0 --- 11 1.22 4 8\nZach Uens (01) Merrimack FR D 9 9 2 4 6 0.22 0.44 0.67 1 2 3 0 0 0 4 8 -4 24 2.67 .083 0 0 --- 11 1.22 4 19\nIan Scheid Minnesota State SR D 9 9 0 6 6 0.00 0.67 0.67 0 3 3 0 0 0 8 4 +4 9 1.00 .000 0 0 --- 11 1.22 6 12\nZack Mirageas Air Force JR D 9 9 1 2 3 0.11 0.22 0.33 0 1 1 0 1 0 5 12 -7 23 2.56 .043 0 0 --- 11 1.22 4 8\nRiese Zmolek Minnesota State JR D 9 9 1 2 3 0.11 0.22 0.33 0 1 1 0 0 0 8 4 +4 8 0.89 .125 0 0 --- 11 1.22 5 10\nRyan Shea (CHI) Northeastern SR D 9 9 0 3 3 0.00 0.33 0.33 0 1 1 0 0 0 7 6 +1 14 1.56 .000 0 0 --- 11 1.22 3 6\nBen Mirageas (NYI) Providence JR D 9 9 0 3 3 0.00 0.33 0.33 0 1 1 0 0 0 12 4 +8 18 2.00 .000 0 0 --- 11 1.22 1 2\nDarren Brady RIT SR D 9 9 0 3 3 0.00 0.33 0.33 0 0 0 0 0 0 7 6 +1 12 1.33 .000 0 0 --- 11 1.22 2 4\nCam McDonald (01) Providence FR D 9 9 2 0 2 0.22 0.00 0.22 0 0 0 0 2 0 10 3 +7 13 1.44 .154 0 0 --- 11 1.22 0 0\nJake Levin Air Force JR D 9 9 1 1 2 0.11 0.11 0.22 1 0 1 0 0 0 7 7 E 17 1.89 .059 0 0 --- 11 1.22 3 6\nConnor James Alabama Huntsville SR D 9 9 0 2 2 0.00 0.22 0.22 0 1 1 0 0 0 4 10 -6 16 1.78 .000 0 0 --- 11 1.22 3 6\nBailey Newton Alabama Huntsville SO D 9 9 0 1 1 0.00 0.11 0.11 0 0 0 0 0 0 6 8 -2 3 0.33 .000 2 0 1.000 11 1.22 4 8\nJeppe Urup Sacred Heart FR D 10 10 0 3 3 0.00 0.30 0.30 0 1 1 0 0 0 7 7 E 13 1.30 .000 0 0 --- 11 1.10 0 0\nNolan Sawchuk UMass Lowell SO D 11 11 0 0 0 0.00 0.00 0.00 0 0 0 0 0 0 4 6 -2 7 0.64 .000 0 0 --- 11 1.00 3 6\n117 33 Players Tied With 10


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cd Au Danny Miki archivos • Cuarto Mundo\npor Óscar Cayul, Fantasma Rojo, Felipe Toro, Super Takato y Rodrigo Méndez · Published 18/11/2020\nMR 11/11/2020 - Este torneo se nos fue de las manos\nEl 11 del 11 nos trajo comics bastante interesantes en las 2 grandes editoriales. Se acaba Hawkman, Superman vuelve a sus raíces, Lobo entra con todo en Death Metal, Cantwell continua su interesante trabajo con Iron Man,...\npor Kishin · Published 13/11/2018 · Last modified 30/12/2018\nMarvel Salvat - El Increíble Hulk: Planeta Hulk Parte I\nOtra semana más, otro tomo de la Colección de Novelas Gráficas de Marvel que llega a los kioscos y que en esta oportunidad nos trae una de las historias más populares y adaptadas del gigante esmeralda...\npor Óscar Cayul, Aaron Martinez y Fantasma Rojo · Published 24/10/2018\nMR DC 188 - La venganza de Batman\nEsta semana en las MR DC: Batman, Justice League, Justice League Dark, Aquaman, Nightwing, Teen Titans y Cover.\npor Óscar Cayul, Aaron Martinez, Fantasma Rojo, Jorge Sanhueza y Zombi Rodros · Published 26/09/2018 · Last modified 28/09/2018\nMR DC 184 - ¿Es eso un batarang o es que te alegras de verme?\nEl Joker ha muerto y Batman anda desnudo por ahí... esta semana es especial en MicroReseñas DC


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Ap A0 OCPNC | Annie\nOCPNC > Annie\nORANGE COMMUNITY PLAYERS PRESENTED “ANNIE”\nThursday, Jul 27 through Sunday, Jul 30. Orange High School Auditorium, 500 Orange High School Road, Hillsborough\nBased upon Harold Gray’s famous comic strip, “Annie” the musical is the story of a young orphan girl whose plucky optimism in the midst of the Great Depression charms everyone who comes in contact with her. Winning seven Tony awards, this ever popular program contains unforgettable songs like “Tomorrow,” and “It’s the Hard-Knock Life.” It’s just the tonic we need today to remind us that hard and uncertain times can be overcome with a positive attitude.\nAnnie: Sarah Fox\nMolly: Laci Sykes\nKate: Faye Allen\nTessie: Lily Allen\nPepper: Hannah Vacca\nJuly: Emma Vacca\nDuffy: Bridget Hight\nMiss Hannigan: Megan Gifford\nBundles McCloskey: Shannon Peace\nApple Seller: Callie Williamson\nDog Catcher: Alexandria Matthews\nAssistant Dog Catcher: Ava Grasty\nPolice Lt. Ward: Dan Darlington\nSophie: Diane O’Leary\nMan 1: Isaac Dorris\nMan 2: Ian Johnson\nMan 3: Richard Johnson\nMan 4: Isaiah Knight\nWoman 1: Julie Painter\nWoman 2: Merilee Nixon\nWoman 3: Laura Darlington\nWoman 4: Christina Morelli\nEddie: James Gifford\nPoliceman: Jared Little\nGrace Farrell: Jessalyn Carpino\nDrake (English Butler): Sean Purner\nCecille (French Maid): Lexi Owens\nAnette (French Maid): Michele Metzger\nMrs. Greer (Housekeeper): Laura Emery\nMrs. Pugh (Cook): Terri Leonard\nMan Servant 1: Jaxon Wilkerson\nMan Servant 2: Isaac Dorris\nMan Servant 3: Jared Little\nMan Servant 4: Ian Johnson\nOliver Warbucks: R. David Boss, Jr.\nChauffeur: Shannon Peace\nStar-To-Be: Chantel Bryant\nUsherette: Geneva Hendrickson\nKid #1: Molly Kruse\nKid #2: Sheya Wehrman\nRooster: Davis Leonard\nLily: Kathleen Jacob\nSound Effects Man: Emily Adams\nJimmy Johnson: Special Guest?\nFred McCracken w/Wacky: Jaxon Wilkerson\nBoylan Sisters: Savannah Durfey, Leigh Talley, Emma Roe\nBert Healy: Ross Emery\nHarold Ickes: Dan Darlington\nFrances Perkins: Kaitlin Case\nCordell Hull : Ross Emery\nHenry Morgenthau, Jr: Ian Johnson\nLouis Howe: James Gifford\nMarine Guard: Isaiah Knight\nFDR: Reid Dalton\nJustice Brandeis: Richard Johnson\nEnsemble/Chorus Emma Butler, Sydney Butler, Ava Cecil, Abigail Davis, Isabella Fox, Micah Hughes, Sarah Jones, Miranda Lindblom, Josephine Little, Jacy Macneir, Victoria Matthews, Isabella Morelli, Ainsley Rasinske, Kathryn Scully, Isabel Sutton, Olivia Sutton, Bella Tesoro, Emma Watkins\nCopyright 2021 | Orange Community Players