Kalian tau gak sih cara nentuin kemungkinan dari suatu kejadian gimana? Sebenarnya ada dua cara buat bisa nentuin kemungkinan dari suatu kejadian. Satu itu dengan cara tabel. Kita pake contoh lain deh sekarang. Misalnya di suatu kantong ada empat bola, 2 yang kuning dan 2 yang biru. Kalian disuruh ambil dua bola. Kita bisa tabulasikan di tabel jadi kayak gini nih:
![](data:image/png;base64,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)
Nah, jadi ruang sampel disini itu: {(K, K), (K, B), (B, K), (B, B)}
Bisa juga kalian tau kemungkinan nya dengan cara pohon. Kayak gini jadinya.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAncAAAHXCAYAAADePnwRAAAgAElEQVR4AezdCXxU1d3/8U8CQggxCWExCSL7IosGoQiWv2UTbN0i0lpRFIWnti5YccEFfHwpuFFcafuogFAsrS1i3J4WBEz7UMUIEmTfd8IaIIYQUGb+rzszIZPJJJlJZrn3zjevly9m7j33nN95nxF+OefeM3FOp9OJfiQgAQlIQAISkIAEbCEQb4teqBMSkIAEJCABCUhAAi4BJXf6IEhAAhKQgAQkIAEbCSi5s9FgqisSkIAEJCABCUhAyZ0+AxKQgAQkIAEJSMBGAkrubDSY6ooEJCABCUhAAhJQcqfPgAQkIAEJSEACErCRgJI7Gw2muiIBCUhAAhKQgASU3OkzIAEJSEACEpCABGwkoOTORoOprkhAAhKQgAQkIAEld/oMSEACEpCABCQgARsJKLmz0WCqKxKQgAQkIAEJSEDJnT4DEpCABCQgAQlIwEYCSu5sNJjqigQkIAEJSEACElByp8+ABCQgAQlIQAISsJGAkjsbDaa6IgEJSEACEpCABJTc6TMgAQlIQAISkIAEbCSg5M5Gg6muSEACEpCABCQggfoiCEYgLpjCKiuBKgXeWJ1d5TmdkEC4BcbtnB3uJlS/BCQQoIDzhpQASwZeTDN3gVuppAQkIAEJSEACEjC9gJI70w+RApSABCQgAQlIQAKBCyi5C9xKJSUgAQlIQAISkIDpBZTcmX6IFKAEJCABCUhAAhIIXEDJXeBWKikBCUhAAhKQgARML6DkzvRDpAAlIAEJSEACEpBA4AJK7gK3UkkJSEACEpCABCRgegEld6YfIgUoAQlIQAISkIAEAhdQche4lUpKQAISkIAEJCAB0wsouTP9EClACUhAAhKQgAQkELiAkrvArVRSAhKIiICT0rz1TMr6muW7HNW06FvO9301l+qUBCQgARsL6LtlbTy46pqNBIoP89GN/2Hx4fI+pVzbjREjW3FJ1wT0rcflLnolAQlIINYFlNzF+idA/beEgPNoCXsPpzLkrSu4vk8D4AcO5qxh+shVHJnXm8Fdz7NEP0IbZBwJfbrybH5Zrc6yF/pTAhKQQEwLaFk2podfnbeuQH0uuL4j1/Q7Qe5nxym1bkcUuQQkIAEJhFhAM3chBlV1Eoi0wImNJRQ5IMH4Va2kmM2LdvHPp7ew1Qikd0duG9+eH51buj3D5te+YC6dGNvve1a/tYHFK0pJufYSxv62Da2blf2+56Bo/T5yX17nOl/epwS6PN2f32QnEccPHMrbx3JPHdCCIc9czIBrm5DsqsarrctP8X+T1pB3OIEOd3bjxlszSDlUcK7+yu27W3QcLCQvZzPvvnMIV/3TLmHY4CQauk4b99htYMqTMOqDi+mUVB5l+Ssnp3cdYVXOFua56ihrvyWtXH0tq8PJiFeac2rJVne55q248ZVuDOiuJe9yS72SgASsIlD2N7lV4lWcEpCAj0BKl0R3MuUoYfVLK/jnnuaM/iab1/OvZ/JvG7H5gVUsXf99hatOvPMtH355Hn1fH8br3wxlRP2dzJh+gBOe5xechw7wyQN7iPvVAF7Lz+a1xVdwVe9U+k670pPYOTiUs4ZFGxq56zDKLGpD8RuryV1xpnJbX5/P9Quzef2Ly+m2Zh1vPbac2fOcXO7d/p+P+sxA7uOvbx2iYXYfd1/eSmPnQytYmFex/gqN+bxx7trN7LeLaOKqI5vXv7mSnxzbwlu+bR3ewsxXj9DI09azj9Vn6YOb+PZQdQ90+DSmtxKQgARMIqDkziQDoTAkEJSAo5Rd8zbx6dYMRtzSlATAuecw//lPC66+s7ln5iye5O4X0ufa05WXbvtdzC/vz6RFYhzEN6Lzz9LhP8c5WGLct+bk9M7jbCCVzl0buh7WiGuWSucesGHtSU67Ao2nRXZPbrujhbsOIK5ZMu06lPL1lycqJmlGW/e2cMeUmEKPa5tyYlcaVz/Wigtc7SeQkXU+Jz45zO5i7/vmWjJyUhcubW0sMMST3KcdV99J5fqrgYtr3Zq7J7ens6sOo5rA2kq5PJMfcYxdO3+opnadkoAEJGBOAS3LmnNcFJUE/AgcZ/Gv/pfFrjPJ9HmwM6NmXECnFsbvaA4OrzrExsP72Nh/c6VrU+6sdKjygcMnKTzqhKR4GrZJ5WJ2smn9aTr2SYAjx9m0Bi6+pbFnSdRospQ9/z7Aqnc3Vli6TelSuerqj8SRnNmYlOoLAfVJbd2YEwu9lqFrvMZYXj7E+s+2e5ZlPRc071TjlVDK3v1ncNJATyMHoKUiEpCAeQSU3JlnLBSJBGoQ8H5atoqizTtxn+v+sxBsjtKwHic++IIHflXkvt/tmUu5dmCiJ9FxcOijNUz9pDFjJg3hdWNmzFHM8nuX8WkVoUXjsHPXHt4duY8Lp13C1HzjXj1jOXklk38fjWjUpgQkIIHICCi5i4yzWpFAmAU8s1/nZt/qktw5OPzFPjb0bsXDT2Vy2/N+QneUsH3hUVJ6tClf8vRTLLSHfuD4rpOcu8ewxso9s5nNUxlyudeMY43XqYAEJCABawvonjtrj5+il4BHII6E3m0Ykf0dn769k11HPA8ClBSzac4aPg7iIQSII6VTGs1z8ph0WQ7jsjz/jV3H8rxi9z138Q1I65LAiTVFHDbu0yu7B/DLUG7Kso95z25k9S7jvjcHRXnb+ec7DRlwVarrHsOah74s4T3Bnt2eOtbuZNHv99V8qUpIQAISsLCAZu4sPHgKXQIVBOITufTRPiT8fRMzhnzLCeNk746M/FVbhro2Pq5Quvo3ieeR1q8Hj0xrRyvjoQcjuVq7k48eXMGhKe6NlDv9V2/GvP0tU69Y41m2bcs1o74L3bJs846M+W1Tjrz9b8Z9UgTG9iTv9mRAwBs2G5scd+L+aZv568hP+RBjG5SuDLu3PZu0LFv9+OusBCRgaYE4p9Pp/XiapTsT/uDrstQV/ujUgnUE3lidbeJgjf3plrO49WWebU88obruqfuSb4b1q3jcxD1RaP4Fxu2c7f+EjkpAAhEXcN5Q8+NkwQalZdlgxVReAjEh4KBgxSF2ly3vGhsWf76bvK0t+PEVZQ9VxASEOikBCUjAcgJalrXckClgCYRboAEdb81ixKfbypd3XUuaF3P1jJaerVfCHYPql4AEJCCB2goouautnK6TgI0FjE2LL72jl+s/G3dTXZOABCRgSwEty9pyWNUpCUhAAhKQgARiVUDJXayOvPotAQlIQAISkIAtBZTc2XJY1SkJSEACEpCABGJVQMldrI68+i0BCUhAAhKQgC0FlNzZcljVKQlIQAISkIAEYlVAyV2sjrz6LQEJSEACEpCALQWU3NlyWNUpCUhAAhKQgARiVUDJXayOvPotAQlIQAISkIAtBZTc2XJY1SkJSEACEpCABGJVQMldrI68+m0hASeleeuZlPU1y3c5Qhz3GTa/lsu43+ziUKirDnGkqk4CEpCABAITUHIXmJNKSUACEpCABCQgAUsIKLmzxDApSAlIQAISkIAEJBCYgJK7wJxUSgISkIAEJCABCVhCoL4lolSQEpBABQHnkUN88thqdvy/3tx9RxMa4uT0riOsytnCvHcOAQl0uLMbN97aklbNyn+Hcx45xtd/3sC7rjItGPJMW1r84F21cX/fBqb86iTXfNiLvq091xYf5qMbV7L33v78JjuJOOOSkmI2L9rFP5/ewlbjfe+O3Da+PT/qmuA+712tXktAAhKQQMQElNxFjFoNSSA0AucSu0svZfQoI7ED56EC3h+7k/OnXMZrDyQQ5yhl17x1vPXYGX71ejtaJcaBo4Rvp69meZNOTPyiHy0STrvKzJh7HPoFGZujmOUTtnDy1o7cnd+Nhjg4sWQNv3tgO6kfXEynJFf6F2SlKi4BCUhAAqEQKP+VPhS1qQ4JSCCsAo6DB/nksfWcGNCL0fe2INn1f7CDw1/sY8O1Hbmqj2fWLD6B1tkX8aNde1i19ntXTM49h/lPTmP6ZKfTwkj2jDK39WDUnanBxxyfRN83ejK4b5IruYR4kjukknH4EBvXu9sLvlJdIQEJSEACoRDQzF0oFFWHBCIicJIVb61l63mdmDgyzZPY4ZqR277wKCe+3Mej7/gGksoQ1yEHh1cdYmPzxgxpGppZNeeR46xdto/Py5ZlXe2kcqFvCHovAQlIQAIRFVByF1FuNSaBugg0pvfYdJpNWsdf5yZ77rUrry/lzh/z5APNSSg/5PUqxJvYOYr5atLX5HXpxi+/uME1E+jctYs/3rDDq029lIAEJCCBaAhoWTYa6mpTArUUiM/I5KbXOsIrG1iUV4rTqCe+AWldEjixsYSiKnO4OJIzG5Ny+CSFR11XuSNw/MCpY1VeVGWUzj1H+ebL82jTr5l7ibfKkjohAQlIQAKRFlByF2lxtSeBOgnE0bBrW+6Y1pi8Jzfw1U7jUdcGdLylE323bmPRvEJPgmc8PXuIJU9vYnOxkczFkdA9gwG9j5P30RF3GUcpm3+fz8ycIq+I4kjo2pwfNf+OrauKOW08rHGkkM9fWMPiw+XF4pomcmHzUnZuOHmuTO7b29hYXkSvJCABCUggSgJK7qIEr2YlUHuBeFIGdmbU9aeYN3kXe0qcxLXI4KYZ3cnYmM/Ey3IYl7WQN3NO0erO9uVPriY2YdALvehxcK27zLB17PlRNx55umXFUJKaMuC1jiR/8gWPZOXw1KvHyBybxch+9crLJTVj2IxLaPN/X7nKPPBYAY2vbc/A5uVF9EoCEpCABKIjEOd0Or3WaKIThHVaDc2N6NbpryINl8Abq7PDVbXqlUCNAuN2zq6xjApIQAKREXDekBLyhjRzF3JSVSgBCUhAAhKQgASiJ6DkLnr2alkCEpCABCQgAQmEXEDJXchJVaEEJCABCUhAAhKInoCSu+jZq2UJSEACEpCABCQQcgEldyEnVYUSkIAEJCABCUggegJK7qJnr5YlIAEJSEACEpBAyAWU3IWcVBVKQAISkIAEJCCB6AkouYuevVqWgAQkIAEJSEACIRdQchdyUlUoAQlIQAISkIAEoieg5C569mpZAhKQgAQkIAEJhFxAyV3ISVWhBCQgAQlIQAISiJ6Akrvo2atlCUhAAhKQQJgFHLDmGcjuCV/uC3NbYah+2+uQ3QUWbwlD5fatUsmdfcdWPZOABCQggVgXcGyD9+dB2o1waYb1NNr+FLKAeX+BEof14o9SxEruogSvZiUgARMLnD3OkmtzGJeVz+ojzsqBOkpY/fRSxmXl8Myc4+ifnMpEOmISgQPLIf8ADBgAiT7/5LtmxVLhtY/9B1v4MdyVCtnXwraT/ssEevRsPvzaqOtBOPZD5asce2D6FZCdCjn55efjL4L+faHwn7DagjOP5T2J6CufkY5o22pMAhKQgAUFvmfP3NXMzCmC3l345TXJ6C9SCw5jTIR8FBbPxDX11bNbcD0uXQkvPwKF6TDiIWjbOLjrgyp9Aj56CBavh+6Pw0+6el3dELoOBtbDwlz0m5QXTTUv9XdSNTg6JQEJSKCigIOivG188MpBaN6akRM70KmZ/hqtaKR3phEoWQe5+ZA2CNo3CTwsRwHMnwJrD8DAp2DETwjfbzBnYM3/wOxFkDYKfnMPNGlQMdb0vpCVDvlL4MDpiuf0zq+A/lbyy6KDEpCABHwFnJzeuZePntzIVlpw1ZSLubxNfd9Cei8B8wgU5EMhcGnPykuyVUb5HSx9DuYvdc+i3T4CEsKVKjhg33x45XlgEDz4BLQ8v3JkZUuzLIf1uyuf15FKAuEasUoN6YAEJCABKws4jxxm0eT15B1Opu+0LK7tk0CclTuk2G0ucBp2fAOkQ7cuAfbVmEX7A0yfC2ljYfyDlWfRAqwpoGLH/gV/fAYKu8KE16BHVQ98nAcXtAMOwP6CgKqO9UJK7mL9E6D+S0ACNQs4Svh2+lo+WwEdHuzJTYMTldjVrKYSURU4AutWu5O7C9ICi6RwoWcWbSg8OQnSfJZHA6slsFLGAxR/fhLWAqPfgH6tqrkuHpq2dZ//Ih/OVlNUp1wCSu70QZCABCRQrUD5AxQp2Zdwx6gmNKy2vE5KwAQCZw/Dhh1AG2iaVHNA5x6gMGbRpkH7lJqvqXUJrwcohkyF63vVXFNqazBy1AM7oMjP07Y11xBTJZTcxdRwq7MSkEBwAj9w6NN1vGU8QNG7B796NIMU/a0ZHKFKR0fgdBGcMZpuAo3qVR/D2fUw4/4AZ9Gqr6rms8Xwr6fdD1B0fw7GXhPYwxoNk8E1kbgFCvVQRU3O+muqJiGdl4AEYljgDMXHy9aAvudUiZ8972JYR103scDpE+6HKdKaQMMa/qkvPFy+1FlcFObtRo5CUakH7js4FeAsXL3mcLFnadbE7GYJTY96mWUkFIcEJGBCgUTa3dKRdseKmJmzkbnTk3n4qcyIzN4ZGySH7yc1fFWr5toL5Byv/bVVXdkgtebkrvlPYNRPYPUomP8ktH+vhnvgqmoskOOt4dpxULQOFj8Pf+4K91wX2Oydq/piKDGSw3DuuxdIP8xdRsmducdH0UlAAtEWiE/k0kd7csPer/gw51vmtG3E3XeE/7671/Ozw9bzcTtnh61uVWxRgbRr4Mnn4KEn4MWHYNrb4bvvLq4VjH0DDtwKix+BCzMhO4D77ixKG42wa5irjUZIalMCEpCAyQQSU+k/viMdKGXrKxtYlFeKFmhNNkYKx7/AmeNwOpAvyIuH9rfC6KHAInjnf+CY66Y9//XW9WhCT7hznHt7k9lTYE0NW5w4SuDYKSAJEhPq2rrtr1dyZ/shVgclYE+BvZtO8P3psvvhwt3HOBp2bcsd09qSwiE+e3IT3x4K5B/McMel+iVQg0DhsQCTO6OeFLh+GgzpCmuNJdOFYbz/zkgmx8KEscBSeGUaFFaTTDpPwoEDNXRWp8sElNyVSehPCUjAMgLHD57ir8/k8+UHuyIYczwpAzsyIjsZDu9g/ut7OagHLCLor6aCEkhu5dq/GI7BqSB+CYpvBSMfd287YtwTt3R9UM0GV7gBXP6AO5ksnAFz50NpFb80nXv6tyOkaTOimpyV3NUkpPMSkICpBEpOnGHG+DxXTJcMrGpH+zCFHJ/IJfd156reCZz4ZD3v/f042pQhTNaqtm4C554u3QlHi4OrK20YPPg4sB6mPw3bTlS83tiAePoVkD0A1hyteC7Yd0YyeesU6J4Onz8D/1zlv4bju9xP/6a3hWQ9LuAfqfyokrtyC72SgARMLmAsw3746jp2rzvG2Jf7kHpBo4hHHNesOUPP3X+3iveXlOj+u4iPghqsWaAZdLvUfU/bQeMLZoP5aQA9fl1+/92UZysumTqPwlpjRu8EFJdtaxJM/T5lm/zE6/67++HLPT4FHHDU2JAZuCILati2z+fimHyr5C4mh12dloA1Bf73jxtdS7G/nX1lVBI7t5px/11rbn66NSkUsfyVfewNYtXLmvKK2noCXt/Hum5jLcJPgaufhoFdwVgy/be/5dkUSArFww3G/Xej4L5R7tnCOR+U77vnivwUbDNm69MhM8Kz9bWQM8MlcU6nUw99BTwS+prwgKlUsFqBN1aHb5uLahu28Ml//3U781/4ljHT+nDp4EwL9yT6oWsrlOiPQUQiKPk33Hc9MB6mT4TEEM3n7J8L99wPxjdMTPw1JISo3qpQHFvgmesgvy/84U3ItNc9d84bQv9Vb2EekapGSsclIAEJBC6w8ctDrsRuxGOXKLELnE0lY10gsRsMyILCpbDtWIg0jsLimcBQuPPW8Cd2RtQHlkP+AcgaDOn2SuxCNCiVqlFyV4lEByQgATMJbM8v5A+/+YJ+N7bmyl+2M1NoikUCJhdoAj0HAfmwal1oYt3/v7DgAIyeEL5NjitEehrWL3EvyfbvG8Q3WVSoJObeKLmLuSFXhyVgHQFjy5MFU9e4Ejtj1k4/EpBAMALx0O0WyEqH3FwoqWKbkYCrPAF5H0P3cXB1z4CvqlNBx25YthzSRsIV7etUVSxdrOQulkZbfZWAhQS8tzz56a+7cF5DPSJnoeFTqGYRiG8PN42Ewg9gdQ3fAlFjzCmQ/TeYfE9klmONeHb8wzXxyPXXhO6ewRr7af0CeqAiqDHUAxVBcalwlQJ6oKJKGtcJY8sT4+EJY5PiZxYOi+KTsdXHadWzeqDCqiOnuO0ooAcq7Diq6pMEJFBJwBxbnlQKSwckIAEJWEJAy7KWGCYFKYHYETC2PFkye4try5N2WWmx03H1VAISkECIBJTchQhS1UhAAnUX0JYndTdUDRKQgASU3OkzIAEJmEJAW56YYhgUhAQkYAMBJXc2GER1QQJWF9CWJ1YfQcUvAQmYSUDJnZlGQ7FIIAYFtOVJDA66uiwBCYRVQMldWHlVuQQkUJ2AseXJh6+uY/e6Y4x9uY+2PKkOS+ckIAEJBCig5C5AKBWTgARCL6AtT0JvqholIAEJKLnTZ0ACEoiKgLY8iQq7GpWABGJAQMldDAyyuigBswloyxOzjYjikYAE7CSg5M5Oo6m+SMACAtryxAKDpBAlIAFLCyi5s/TwKXgJWEtAW55Ya7wUrQQkYE0BJXfWHDdFLQHLCWjLE8sNmQKWgAQsKqDkzqIDZ8qwi2BCJgybBY5qAixaCplxMGuzp1CA11VTpU6ZXEBbnph8gBSeBCRgKwEld+EcTk/SEhcHZf9l3gELVlaf/IQzJNUtgWgIaMuTaKirTQlIIFYFlNyFceQdByC/AB5dAk6n+7+lP4H7esPLK8PYsMmrTh4E+51wVyeTB6rwQiKgLU9CwqhKJCABCQQsoOQuYKrQFOwyGiYPhZf/BkWhqVK1SMC0AtryxLRDo8AkIAEbCyi5i9LgFuTDAa8b0zYvhQkDy5dvJ8yBAq/zSydA5gTI8ypnLPHmFVTsgKMA5kwor6dsOThuGGz21FdTW6574jJhQR787g5PXQNhzkr4wbv+THglz88S81lYMQcGepajB06AzcXlcZbVv7S67LYYls4qryPO0/45Es+S94QFFcvd8UpFt/JW9SrSAtryJNLiak8CEpCAW0DJXZQ+CRlZkO7R37cABjwLw+a5l27P7of0pTDyZfDKiSh4CSYshDEfg/MsTK8P2RNhX1nG44CciTC7Huw/6y6z5HHIuAv2/gM6xcPmWTDlG08dTji7F448Dq/m+kAUwE0T4LIX3DGtuAZGXwdXjYSzd7qP7Z0OU7Mh1ydJW/QreP98+Niofz/0y3P3z6eYT4Nebx0w65fwTSt3HcaS9t774fHrKrf10k2wMNXT1l6oPxUm5vhJOL2q18vwC2jLk/AbqwUJSEACVQkouatKJhzHHZD3GkxcA9PHQbLRhgMWvgmjJsGgDHej8Rkw5g7Y9DLkeWdEQ+HN56FTEhAPQ24F/gGbyjLAYvjqH9BnCGQYIxsPvYdULNPpLpjzsKcOo0gG/LgHzF1YeZl45pvlMfW8HoYWQJ9JcFcXd5wZ3aFHASxcURFr6Ex4fji4wsyAxyYBc2GFd18qXlLxXTzc9Qk8fJW7DuNkQG21hFtHwT++qpgUV6xc78ItoC1Pwi2s+iUgAQlUL6DkrnqfkJx9abBnabMe/P4svJsLw1u6q3ZshfcWwbkynqXMlMHgs+LqP5YC2HnAcyoJLv8p5C32LE06YMVi4KfQ2ci0jB8HrPzQawm4HoxZ5DkX5B/x6ZDlSUiruzTpQncSeC7O6gp7zhnLyx96LcvW6wyBhum75B1AcyoSIgFteRIiSFUjAQlIoA4CSu7qgBfopd5PyxqzZoP8PCXqXabsyVrnfhjkmt4LtCV3ucx90KsexNWDZ8/Cx5OhpWekN8+G3q/C5W+6l1aN5d2ZQ4OrP+ylHTB7NLy6Cd78zrNUvQnMFmbYHSzYgLY8seCgKWQJSMB2AvVt1yOLdahs9it/p/s+sbpk28Ys4Jv/gLu/hj/P8QPhgGXvQUYfGOInwfRzRUgOFe+FNRkwIT2w6spmM/tMKF8+DuxKlYqmgLY8iaa+2paABCRQLlCXXKK8Fr2qvUAyjJsOaybCa15Pnm7+DMY8Ufk+uOoais+EqzrDTRdWfFp2wizP06rx0CYLCvJgi3GfXtk9gIGud1bXuNe5RWPg8QXu+96M5dUXnoXO46FPgLOQZQlv3jfldbw2JfBlWa9Q9DJCAtryJELQakYCEpBAAAJK7gJACneRlsMhdw7kZ0M9zz13M/fAhCc8D10EEUDaRTB1hWfJ1fO0avq/yp9WHTQJ3u8Dvc93L9u+nwaTxwfRQABFH30fhmyHTnFQLxP2XQ/zxpc/HFFjFckwKRf6fArnG3WMhLTbYHwA9/fVWLcKhFxAW56EnFQVSkACEqiTQJzTadzhpZ/ABOICKxalUsb+cV1ehFzPtidlYRjbn3R+Dzb5HC87rz8jL/DG6uzINxqGFo0tT2aMz6Nlp2RGPHYJ5zWsF4ZWVGWoBcbtnB3qKlWfBCRQSwHnDSm1vLLqyzRzV7WNNc+sgU9XuO/fMzpQvBlmzoW77oYOGm1rjqlJo9aWJyYdGIUlAQnEvID+ubfRRyB5AHw8veLy7vl3Q+dJ8Npw17Z3NuqtuhJNAW15Ek19tS0BCUigegE9LVu9j7XOxkOv4TDH+M9akStaiwloyxOLDZjClYAEYkpAM3cxNdzqrATqLqAtT+puqBokIAEJhFNAyV04dVW3BGwmoC1PbDag6o4EJGBLASV3thxWdUoCoRfQliehN1WNEpCABMIhoOQuHKqqUwI2EzC2PFkwdQ39bmzt2vLEZt1TdyQgAQnYSkDJna2GU52RQOgFtOVJ6E1VowQkIIFwCii5C6eu6paAxQW05YnFB1DhS0ACMSmg5C4mh12dlkBgAtryJDAnlZKABCRgJgEld2YaDcUiARMJaMsTEw2GQpGABCQQhICSuyCwVFQCsSKgLU9iZaTVTwlIwI4CSu7sOKrqkwTqIKAtT+qAp/TQRaoAACAASURBVEslIAEJmEBAyZ0JBkEhSMAsAtryxCwjoTgkIAEJ1F5AyV3t7Uxz5dIJEDcMNjtME5ICsaCAtjyx4KApZAlIQAJ+BJTc+UHRIQnEmoC2PIm1EVd/JSABOwsouQvj6BYthcxM+GwjzDFm1+Lc/01YAMU+7RZvhlleZQZOgJUF5YXK6lqQBxMGeuqZDxMyYfBLwCLoXM99fNZmz3XFsHQWDPS0GzcQ5qyEcxN8Re7rjXg++x1klsU3Bwp+gJVzyq+94xUoOHehu/7NS8tjMfo2wbjOp0x5D/TKzALa8sTMo6PYJCABCQQnoOQuOK/gSxfA0N/A+WPA6YT9SyDvJnh2aXlVjn3wwADYOgzOOsF5Fl5Mh+tGwkrvLLAAbpoAw+a563pxBLy4H5Y8CgyFTWfdx+/qhCuDm/VL+KYVfGzU6YS998Pj10FuUXnbxquXboLPL4O9TvhuBeSNhpFXwetn3dee3Qv1p8KrueXXbZ4FU76BMR+76zbKHHm8Ypny0nplZgFteWLm0VFsEpCABIIXUHIXvFnQV8x8E4YbCReQMQgmPQpzF0JZjrV1IfxjFDw2CFwDEg99xsCoTfC3vIrNTf0dDMqoeMzvu3i46xN4+CpI8hTI6A49CmDhiopXDJ0Jkz1tJ/WEUUai2AfeuMt9bXwG/LhHxZg73QVzHoZOnsr9lanYit6ZUUBbnphxVBSTBCQggboJKLmrm1+trr6wMxTkwwFjCdMBy96DgpcgpWz51PgzBV7yWpYtayjt/LJXNf/pKIAPvZZl63V2rd7WfKFviXhok+Vz0AErP/Ralq0HYxb5lNFbUwtoyxNTD4+Ck4AEJFBrASV3taYL7YUZj8IJz/KpsYRa9t+Lg2rZjgNmj4ZXN8Gb33mWTje5Vm9rWWHFyzbPht6vwuVvemI9CzOHViyjd+YV0JYn5h0bRSYBCUigrgJK7uoqWIvr926CjCxIN/Q9s2LnZvJqUZ+/Sxxb4b1F0GdY+dKpv3K1OuaZbczoA0M8y821qkcXRUVAW55EhV2NSkACEoiYgJK7CFCPuRsWeJ5gLVgKz74E438ByZ62B4yDu9bAlNfKnzY1np793RhYWnZjXjVxGsu8nIHvSoASKHZAfDpkZUDeN+4nc40l2tem1HJZ1rftsoQ0D7YYD3w4IO81mKhlWV8p073XliemGxIFJAEJSCDkAkruQk5aucKp98P2Ke5tSjKfhdErYHyv8nLxLeG1XOiRD5me7UyumwmXTYBBZRlgefFKrzr9AmZeBL3Ph7gOkGckXMkwKRf6fArnx0G9kZB2G4wP5GGMSi1UPjBoErzfx9NmPXg/DSaPr1xOR8wloC1PzDUeikYCEpBAOATinE7j7i79BCYQF1gxTyljb7oug2HyJnBtTxLU1SpsZ4E3VmdHvHvGlifzX/iWMdP6cOngzIi3rwbNIzBu52zzBKNIJBDjAs4bUkIuoJm7kJOqQgmYT0BbnphvTBSRBCQggXAJ1A9XxaoXkgfBfs2L6qMQZQFteRLlAVDzEpCABCIsoJm7CIOrOQlEUkBbnkRSW21JQAISMIeAkjtzjIOikEDIBbTlSchJVaEEJCABSwgoubPEMClICQQnoC1PgvNSaQlIQAJ2ElByZ6fRVF8k4BHQlif6KEhAAhKIXQEld7E79uq5TQWMLU+WzN7i2vKkXVaaTXupbklAAhKQQFUCSu6qktFxCVhQQFueWHDQFLIEJCCBEAsouQsxqKqTQLQEtOVJtOTVrgQkIAFzCSi5M9d4KBoJ1EpAW57Uik0XSUACErClgJI7Ww6rOhVLAtryJJZGW32VgAQkULOAkruajVRCAqYV0JYnph0aBSYBCUggagJK7qJGr4YlUHcBbXlSd0PVIAEJSMBuAkru7Dai6k/MCGjLk5gZanVUAhKQQFACSu6C4lJhCZhDQFuemGMcFIUEJCABMwoouTPjqCgmCVQjoC1PqsHRKQlIQAISQMmdPgQSsJCAtjyx0GApVAlIQAJRElByFyV4NSuBYAW05UmwYiovAQlIIDYFlNzF5rir1xYT0JYnFhswhSsBCUggigJK7qKIr6YlEKiAtjwJVErlJCABCUhAyZ0+AxIwuYC2PDH5ACk8CZha4Cj8aQBkPwjHfjB1pH6DO5sPv06Fp+eCw28JHfQjoOTOD4oORU+gsBCmT4fs7OjFYKaWteWJmUZDsUjAggL7/xcW5MPwG6FJfet1oN7FMCIb8mfCuqPWiz9KEVtwpKMkpWbDKmAkdfPmwf33u5t54w04dQoaNQp9syt/B70fgdvfhznDK9e/bwH86CYoaA8rNkKvKP1foi1PKo9NRI44ill+7zLmfVnqv7neHRl5ywW069eUFolx/svoqARMIXAa1i8BsqBnN5+ITkLOzTB7H0z4BPq19Dl/Br58Al6cAenPwO/HQT2fIsG83T8X7vH8Be97XfcH4PoboXcWlffwaAhdBwP3w7++gG7X+SnjW6Hea+ZOn4GoCpTN1DVt6k7sjKTu6FG4777wJHY1dbZ4JdxmJHbA429BzygldtrypKaRCuN55w+c3FNFYmc0u2IL8x5axuQb8lm+04LLXGGkU9UmEyj5CublQNogaN8kiOAcsG2GO7FjENz787oldkbLp45V3f7a1+C5AfDGPCj1s/aa3hey0mHx+3DgdNX16Mw5gSj903Wufb2IUQF/M3UjR0JaWvRAHAXw3MOQC9w+E54YFJ1fELXlSfQ+AxVbbkyfaf25bbDX9LGjlD2fbOODp7aw9fAu5k1OpuXr7WilGbyKdHpnAgEjQcuFQmD4AEgMYi7n2L/gndeBrnDfZOiREbr+jM6F7Kzy+hwHIfcP8Ppr8PlbMGgY9Ghaft54FX8R9O8L+cth/W7I7FjxvN5VEghitCtdqwMSCFqgupm6aCZ2FMPsx+D5XBjwOLwwGpKC7l3dL9CWJ3U3DGsN8Qm0uv5i7pjWlhSjoRV7WLX2+7A2qcolUDuBU7AtD2gLHdsHXkXpevjTk7AWGDEFBnUN/NralIy/AAaNg+FGwpcPq9b5qaVsafYALFuuByv8CPke0sydr4jeh0XAjDN15zrqgKXPwZg/QcZd8O5kyIjSrz3a8uTcqJj4RTwplzanMzvIo5S9+8/gpAG6+87EQxaLoTn2Q/5WoC+0bhaYgLF8MX8ifL4ehsyFkQMjtHyRAh17upO7qiJNbQ3Gys7uHe6l22BmIquq08bHldzZeHDN0DVTJ3UeoH05cNvzwAD4+DVoGaXETluemOETqxgkYBOBExsh/wCktYPU8wLo1Bn4ahrMXwrdn4Ox10QosTNCOwFbVgHpkFnFEnBCBlyUDvl5UHAK2jcOoE+xW0TJXeyOfVh7boWkzgA49wBFBrz/LvSKxlosoC1PwvpxDHnlzpPfU+SqNYELMzVrF3JgVVh3gcId7jouagsJNf3G6vUARdpYGD82gGvqHqKrhtKt8M/fubdrMZLK/lUsIcenQTsjudsHh44ruauBX8ldDUA6HZyAVZI6o1c/bIYH7nM/QDH1YxjuuxNAcF2vdWlteVJruihd6ODwqkNsNFpv3oIuXQOZFYlSqGo2RgUcUHLc3fcmqTXPwO1/D96eDAyFJydBWoPwuc0eALP9VJ82Hp74dTVJZQIkG79958PBw0CU/sL2E7oZD9WUzpsxZsVkQgEjqTM2H/a3pUlUH5Soxmr/YSjbyKLwRHTu0dWWJ9UMkBlPGU/LfrSBvz69D0im72Nt6Jiku+3MOFSxHZMDij1bjzRxPfpTDccpKCrbpuQHKCmppmwYTxW+DPfdA1sOVtFIQ7hAT8lWgVPpsGbuKpHoQDACVpqp8+3XRT+G534Mn90Ez98Gvb+O7OydtjzxHRGzvT9J3kMLMZ43rPyTQJen+3DL4MSwPUgxLiuncrMhO5IasppUUQgFcjyzbSGskuTkGmprBF3GQpfT7n3tXpkGv3sufLN3vluhGN8ptn8ZLH4VFvwVnk+quf0i900RNXQspk8ruYvp4a99562c1Hn3uuVw+Hiq+xsrbroNVnwcmfvuvLc8eWbhMFIv8NpLzTtAvTapQCkbn17MUysuYexv29C6WegXQV7PD9938I3b6W9dzKTUCisCAg2g3yQYvRtmz4CX28HE6pZIQxlSPGReCb9oDJvXw9pP4Ju7YYhm6eqirOSuLnoxeK1dkjrvoev1a5j6KTySCw8/B/MisBWKtjzxHgGzvvaziTHgPHKctcv28fnTW9j6ybdMO+DkEW1kbNZBVFwBz3KlwNUTYMW3sPZ1mH9xBLdCARK6w4C+sDYH1m30k9ydhZOe5eMaZyM17KH/dVOmthSw4j11AQ9EEox/F+7KgNznYWJOeO+/+9OfYMnsLYyZ1od2WVH8So6AgVTQWyCuWSo9sr03Mt7F/315Cqd3Ib2WgFkEjp0IPJKEXjB+KqQdgPlPwld7Ar827CV/gOIjYW/FLg1o5s4uIxmmfthxps4fVXxLeGY6/OMmmHUf/Lgr3NXFX8m6H7vjDncdMx/yfzdX3VuIrRrCuXxZtWQ8KZdn8qPmO1h8uIgNa09yenAiCVVfoDMSiKBAfWjR1t3esePu31YDncpJGwb/NdZ9/93bL8FFz0HL88Mfu+MQbNzs3uuum7+/fEuhqNj9jRsXNA9/PBZvQcmdxQcwXOHHSlLn7dcyG959HAY/D2N+A5eG6f47pxPeWB2++6m8+6TXYRRISqL15Y3hk5OcOPw9Z4yVpTA2p6olEJRAmie5C/obHRrA5Q/BiO0wfy788eLK998VfgwPjwLGw/SJwX1vrb9OHFsJH0+BxevB2GfvstaVSzkKYfsBoAO00ANBlYEqHlFyV9Ej5t/FYlJ3btDjYdATMPVL9/131z0AX78dvW+sOBeXXphT4OxpjuSfdMWW0vw8wrgzmDn7r6jMLZDSBbKMTX+3w/HvIbFh4PHGZ8CIJ2Gj8YDDEzCjFdxzXfl+ecd2QKFR3TE47QguuatqnztXdIPgwYf8P6lbWgC7jW/cGAkZegCtpsEMdKK2pnp03uICtr6nLpixSYJf/xFuz4CCWfAX4xtx9COBSgJOSlfuJ3evcSKVH/VL0axdJSMdiKpA2Tc6sBp21eJetYSe8Jun3N/nuvhN2OH+RaZCn9KaQMMA04hGTSpcWvHNILjvPXjnr9Cjiq8fK8h3J5QBfeNGxdpj8Z1m7mJx1L36HIszdb0eBufDXgg+L5O6wJz9MMfnuN5KwCVgbGT8yTY+eGqL8Y2Y0LsVPbvrWyr06TCbQBPoOQgWvAxbtkE/3290aAzZn0CVd4jEQ8uRMGukT8dOw45v3PfGXX9N4LN2maMgx1jKrc2PV5v9+5bPINamqhi5RsldjAy0bzdjManzNdB7CVQvUN0mxu4rU65173PXKlHfUlG9pc5GXiAe2g+AtJchNxdG9A88Easu2JKvYF4OGN8De3XP6kqG7pxjNyxbDvSFrheFrl4b16TkzsaD669rSur8qeiYBLwE4urTuFUC7C31Ouj9MoEOd3bhJ/2a0aVPEkHcyeRdiV5LIPwCid1gQBYsWArb7oUeTevY5mn4YhYUGt9Be2s13wNbx2Z8Lz+wHPIPQNZgSNf/cb48/t4rufOnYsNjSupsOKjqUngE4pPo+8erjTkC/UjA4gJNYcgYWHA/rFoHPa6sW39K10Luahg9A9rX9J21dWuq/OrTsH4JkAU3/UxLsuUw1b5Sclctj/VPKqmz/hiqBxKQgARqLZD5Mxg+ExZ8ANddAU3q8M++scnx5Ag/ZXZ2A8z3LAN3rO6hjFoL2fLCOoyyLT1s0ykldbYZSnVEAhKQQB0EmsLtuXB7HaqI5qX1suB/jkczAku2reTOksNWddBK6qq20RkJSEACEpBALAgoubPJKCups8lAqhsSkIAEJCCBOgoouasjYLQvV1IX7RFQ+xKQgAQkIAFzCSi5M9d4BByNkrqAqVRQAhKQgAQkEFMCSu4sNtxK6iw2YApXAhKQgAQkEGGBAL8UzjeqUjbP+gVxcXHEZT7B0iKHTwEHRUufIDMuk2GzNuJ7Fo6wdEJv4uJ+wazN/jYK9Zz3Wzfg2MisYZmu9jMnLKXIp3X327I2ejNhaS2+V89vndE7aCR106dD06Zw//3wxhtw9Cjcdx+kpUUvLrUsAQlIQAISkIC5BGqX3Dl2suy9bxhw+0gGFCxi4YpCn17Fk9x7CKMyClizaT/FPmcp+paFc1cCy3hv2c7KyZ/nfMaoIfROrhyiY+sXvLeoM7ffPoCCuYtZUSm59G3Quu+V1Fl37BS5BCQgAQlIIBoClTOnAKJwJ1eXMerxhxk1dD9zF35befYs+RKGjerlN/lyHNhJfoHRUAGL3vuCrT5Te+7zvRg17BKSK8VTytZl/2TR0FE8/vgohvpNLitdZLkDSuosN2QKWAISkIAEJGAKgVokd2XJ1dX073Qx/W/u7zeBgzR6DxtKRqXky3N9xr1MfT4bFv2TZVu9l2bLzg9lWG8/642eWcOhN19Bp05XcHNVyaUpeIMPQkld8Ga6QgISkIAEJCCBcoHgk7vib/lo7jcYyVWH+Aakt+ngJ4EzGogn6cIO9GA/+TuPeC29FrN303YyRg1n7PDrGMp2Nu31Wrh1JW/LoEcHLkzyDc9B8ap/MHfRZdzcvw3x8c1ok5VZRXJZ3kkrvFJSZ4VRUowSkIAEJCAB8wv4Zk81ROygKC+Hl3NTyWrTjHjK7q1byUsvfsRmn+XV+A7GzBoVl15d99Ptp0fnTJLT25CVsbLism7xfjatwZM8+oZTSN7f/kxuRgfapDegfHZwNi/O3+yVQPpeZ973SurMOzaKTAISkIAEJGBFgSCTu0JWLFxEQYbXkqnn3rrKy6vG5F0b17Kt9zn3/XT93TNvle7Lc1C0YjFzCzznfUUrPWhRllz6v3fP93IzvVdSZ6bRUCwSkIAEJCAB+wgEl9xVSq4MCM+9dX6ffE2gQ/+rvZZey+6n851528rOA2cAT/I49Gr6d0jwUS5L/HwetKguufSpwQxvldSZYRQUgwQkIAEJSMC+AkEkd2XJVYZrSTXpnEnZvXX+Z8/ivZdePffTlW9xUjbz5tkSxXGEnfn7ychqQ3qlyDyJH+3ofGF565DEhZ3bVb2tyrk4o/tCSV10/dW6BCQgAQlIIFYEKqVQVXbcsYfFf/6YAmP7kjEXU8/YwNjzX73OY1hkXFjpyVfAe+l13x42rcmsuMVJUiade7jvy9u82di/zue8JyDHvn/zZ9feeH9nTOdG59qOi2tE5zF/r3JblSr7E6ETSuoiBK1mJCABCUhAAhJwCQSc3Dm2LuHNWWvJeHQJJ5xOnBX+O8uJJY+Twd+ZOPMLnz3vyrZE2UDeex8yt8Bn5q3svrw1m1i7dhNrvO/nOzdIpWxd+FdmFfTi0SWHfdo2YjnMkkd7waI/MDPXHN9GoaTu3ODphQQkIAEJSEACERQIMLnz3CvHz5k85go/GwvHkzzgdiYPzfCzLUnZ0msOjz/yewoq3U/nuS+v4CV+/vOXwN+3UpRtjzL0HsYMaOaHpxkDxtzDUHyevPVTMtyHlNSFW1j1S0ACEpCABCRQnUBgyd255Mrfgw6e6stm4CptWly+NAsZfrc4cW+ZkgH4PCzhqdr9jRhVbY/iLlRWR/nXkZXdi7eSlwY391rGNZaTw/N9s6dO6btfq/uw6ZwEJCABCUhAAuEXiHMa66v6CVAgrtpyxqxddjb83//BlCnw4IPQqFG1l+hkjAq8sTo7RnuubptBYNzO2WYIQzFIQAKA84aUkDsENnMX8mbtWWFaGixcCHPmwJNPwk9+Avn59uyreiUBCUhAAhKQgDkFlNyFeFyMmbrbb4dNmyAzE3r2hOeeA2PJVj8SkIAEJCABCUgg3AJK7sIk3KkT/OUvmsULE6+qlYAEJCABCUigCgEld1XAhOKwZvFCoag6JCABCUhAAhIIRkDJXTBatSyrWbxawukyCUhAAhKQgASCFlByFzRZ7S7QLF7t3HSVBCQgAQlIQALBCSi5C86rzqU1i1dnQlUgAQlIQAISkEA1AkruqsEJ1ynN4oVLVvVKQAISkIAEJKDkLoqfAc3iRRFfTUtAAhKQgARsKqDkLsoDq1m8KA+AmpeABCQgAQnYTEDJnUkGVLN4JhkIhSEBCUhAAhKwuICSOxMNoGbxTDQYCkUCEpCABCRgUQEldyYcOM3imXBQFJIEJCABCUjAIgJK7kw6UJrFM+nAKCwJSEACEpCAyQWU3Jl8gDSLZ/IBUngSkIAEJCABkwkouTPZgPgLR7N4/lR0TAISkIAEJCABfwJK7vypmPSYZvFMOjAKSwISkIAEJGAiASV3JhqMQELRLF4gSiojAQlIQAISiF0BJXcWHXvN4ll04BS2BCQgAQlIIMwCSu7CDBzO6jWLF05d1S0BCUhAAhKwpoCSO2uOW4WoNYtXgUNvJCABCUhAAjEtoOTOJsOvWTybDKS6IQEJSEACEqijgJK7OgKa7XLN4pltRBSPBCQgAQlIILICSu4i6x2R1jSLFxFmNSIBCUhAAhIwpYCSO1MOS2iC0ixeaBxViwQkIAEJSMBKAkrurDRatYhVs3i1QNMlEpCABCQgAQsLKLmz8OAFE7pm8YLRUlkJSEACEpCAdQWU3Fl37IKOXLN4QZPpAglIQAISkIDlBJTcWW7I6h6wZvHqbqgaJCABCUhAAmYVUHJn1pEJc1yaxQszsKqXgAQkIAEJRElAyV2U4M3SrGbxzDISikMCEpCABCQQGgEld6FxtHQtmsWz9PApeAlIQAISkEAFASV3FThi+41m8WJ7/NV7CUhAAhKwh4CSO3uMY8h6oVm8kFGqIglIQAISkEBUBJTcRYXd/I1qFs/8Y6QIJSABCUhAAv4ElNz5U9Exl4Bm8fRBkIAEJCABCVhPQMmd9cYs4hFrFi/i5GpQAhKQgAQkUGsBJXe1poutCzWLF1vjrd5KQAISkIB1BZTcWXfsohK5ZvGiwq5GJSABCUhAAgELKLkLmEoFywQ0i1cmoT8lIAEJSEAC5hNQcme+MbFMRJrFs8xQKVAJSEACEoghASV3MTTY4eiqZvHCoao6JSABCUhAArUXUHJXeztd6SWgWTwvDL2UgAQkIAEJRFFAyV0U8e3WtGbx7Dai6o8EJCABCVhRQMmdFUfN5DFrFs/kA6TwJCABCUjA1gJK7mw9vNHrnGbxomevliUgAQlIILYFlNzF9viHvfeaxQs7sRqQgAQkIAEJVBBQcleBQ2/CIaBZvHCoqk4JSEACEpCAfwEld/5ddDQMAprFCwOqqpSABCQgAQn4CCi58wHR2/AKaBYvvL6qXQISkIAEJKDkTp+BqAhoFi8q7GpUAhKQgARiQEDJXQwMslm7qFk8s46M4pKABCQgASsLKLmz8ujZJHbN4tlkICPYjeMHT7E9v5CSE2ci2KqakoAVBY7CnwZA9oNw7AfrdeBsPvw6FZ6eCw7rhR+tiOtHq2G1KwFvgbJZvL594dFHoWdPOHoU0tK8S+l1rAkYyVvx8TMUbC3ixOFS9m06wZcf7DrHcM8fr6BLvxbn3uuFBCTgI7D/f2FBPgx/BppY8J/8ehfDiGyYPhPW/Qx6NPXpoN76E7DgSPvrho7ZRaBsFm/PnjAldg6Y9VMYs8i/2KMz4Rc/hV4Z/s/raPgEDu0qpvjYGY7sKaZg23ds+foIu9cdO9fgRd2a0PFHzbjt2cto1iqJpCYNaNE66dz5kL44e5wlN+Ty4d42jFl8KZc2i6tYvaOE1c8sZ2ZOEc0eHMDEO1LRMkhFIr0zg8BpWL8EyIKe3XwCOg2L74bpOT7HjbfpMPxx+PHV0P4CP+drc+gk5NwMs/fBhE+gX0ufSs7Al0/AizMg/Rn4/TioZxRpCF0HA/fDv76Abteh/9l86Py8VXLnB0WHoitgzOIZSV5YfhxQuK3qml8aAy9lwMylcFeXqsvpTO0FvGfjDu4o5ui+kxVm44ya+93Ymj7XteKquzqS0SGZJumNOK+h62/62jccsiu/Z8/c1a7Ejt5d+OU1yfq3JmS2qiikAiVfwbwcSBsP7Zv4VP0DFB/xOVb29gAseAAWdIX7ZsCQrmUnwvSnA7bNcCd2DIJ7f+5J7DzNpfeFrHRY/D4MHwqZDcMUh32qVXJnn7FUT4IRaA8rNkIvr/8DClbCqw/DS7kw8R0Y8SIkB1OnylYSCHQ2bsy0PpzfNIG0jEakXtCoUj3mOeCgKG8bH7xyEJq3ZuTEDnRqpjk784yPIikXMBKmXCgEhg+AxKo+p/1h2nvQvnH5pcdWwsdTYMFSmDcfrphYzfXll9X61bF/wTuvA0YyORl6+CydxF8E/ftC/nJYvxsyO9a6qVi50OuftljpsvopAf8CGb3gyUkwNxcK5sKKJ2GQsjv/WD5Hjdm4wgOnOLr3JMZs3K51x1jzeUGFUuaejasQahVvnJzeuZePntzIVlpw1ZSLubyN/gqtAkuHoy5wCrblAW2hY/vgomnSC0b8FnKXQuFS2HZv+O51K10Pf3oS1gIjpsAgf7OEZUuzObBsOQzqqKXZGkZUfzPVAKTTsSWQfDFcBfwptrodVG+N2bjC/SUUHSl13Ru3ZPaWCtf3GJjhuhfOmI1remFjklIbmHw2rkL4Vb5xHjnMosnryTucTN9pWVzbJwGfO/GqvFYnJBBxAcd+yN8K9IXWzYJvPrE9XNoWPg/+0oCvcBTA/Inw+XoYMhdGDqw6aUttDcYDdrt3QKkjvDOJAXfAvAWV3Jl3bBRZFASKNsBnRrs94MIw3asfhW7VqslAZuMGj+7IiMcucSVzaZmJJrs3rlbd9n+Ro4Rvp6/lsxXQ4cGe3DQ4UYmdfykdNYvAiY2QfwDS2kHqecFHVbINVu8AsqFpOP4yPANfTYP5S6H7czD2mqoTOyP6hAy4KB3y86DgPUn+awAAGp9JREFUVMVl5OB7Z/srlNzZfojVwUAFNn8GU+4AYzFx6nPQqapbVAKt0CLlvj99lmMHTrlm44xZOeN1rMzGBTZE5Q9QpGT34Y5RTYzn9/QjAXMLFBqJGXBRW0gI5i8zB+z/HP4+CQrTYfT9YXiAwesBirSxMH5szTHGp0E7I7nbB4eOK7mr4dOn5K4GIJ22qcA26F3FL7OPLoGHe9mz38bmv8a+cca9cTvXHMNI5nzvjTNm44ztRpKbJWDr2biAhvgHDn26jvnGAxS9e/CrRzNICebfyYDaUCEJhFrAASXH3ZU2Sa1+Roxl8JDvtiSeeIZ/BNlh+Mtw/3vw9mRgqPtG57QGAQAkQLIxg5gPBw8DVcQcQE2xUETJXSyMsvoYlMBLg+HAy/DCA5Bh0X/IA52Na92tCX2ubeW6Ny4tvRGJKYH8JRsUp8ULG5sol5l8z6kSJyTqTjuLD2oMhO+AYs8ekU1Sat/fBdfDsalw+x3QpOz/g9pX577yFBSV7V/5A5SUAIHE2BAuMJ6SXVbXAGLieiV3MTHM6mQlAT9boVAMS/8Gz46BP42H+q3h7eE1/NJbqeLIHzBm4woLTvHd0dKAZ+PCtvlv5Lsf5hYTaXdLR9odK2JmzkbmTk/m4acyNXsXZnVVH0KB5Joe+fezFQrfwZoceG8KfP4I1EuHe0K1eXAj6DIWupx272v3yjT43XMQ0Oydx6WoKIRA9qxKyZ09x1W9qo1AEgy6C1IKofcjMOtNmJBtnnvvymbjqvoqLqPLxnYjmo2rzeBXc018Ipc+2pMb9n7FhznfMqdtI+6+I/z33Y3L8vfNAdXEGdSp1KBKq3CEBHI8S6kRaq7qZs6HHrdC4nfw0BNh2Dy4AfSbBKN3w+wZ8HI7mPjrmu+7qzpgnfERUHLnA6K3Euh5PQx9BBYtgrUHoZPPfpqREPKdjYvqV3FFosNmbyMxlf7jO7Ju5Bq2vrKBRRdfFvatUF7Pzw6byrids8NWtyo2mUCtZ7nioe1VkPU65K+GXUcgM5T3uaXA1RNgxbew9nWYf3H1W6FwFk56lnNrnI002RhEIRwld1FAV5MSKBPw/iquE4dL2bfphN+v4rpkYMa5r+Iy9o3TvXFlgpH6M46GXdtyx7RifvfQDj57chMX/bkHl7aw6E2ZkWJTO9EXOHYi+jFUFUFCLxg/FR4eBfOfhPbvQb9WVZSu7uvSqrgkhg8ruYvhwVfX/QsUrIU1xqmh0D1U35nt1dRXX8G7z33DgW3fsXtd2Y3FcFG3JnT8UTPXk6rNWiWR1KSBa/84r0v1MqoC8aQM7MiI7KPMzNnB/NebkP5EKy7QAxZRHRU17k+gPrRo6z5x7Dg4qN3Nw8c3wu4D7r3uarMRsr/QfI+lDYP/Guu+/+7tl+Ci56Dl+b6lgFIoKnZ/48YFzf2c1yFvASV33hp6HdsCDlg5Fx4e7d7r7q67oUMYJmbefRfyPtrNwNvan5uNa5LeiPMa1ottfyv0Pj6RS+7rzlV7v+GzT9bzXsfzI3L/nRVoFKPJBNI8yV2tvtHhDGz7AN75b/d30w65CdK9d3c8A18+4U7IjO1Sbr+yDp1vAJc/BCO2w/y58MeL/d9/5yiE7Uai2QFa6J7RmsCV3NUkpPP2FKhmnzujwwMeh8nZtftltyawCRPgX+sy+PzdbVw6pKVm52oCM9n5uGbNGTq+Iztc99+t4v0L+3KLvrHCZKOkcEjpAlnGpr/b4fj3kOidnHn7VLPPnVGs++Nw6zCfvwy/h4Mb3ZWEYtk3PgNGPAkb18PaJ2BGq8pP55YWuGcR00ZCRiPvDui1H4EwzEv4aUWHJGAWgXhIq+Y7tAc8CjkrYMlz4dvj7sILYfQLvV1Ptr46+t9szy80i47iCEjAuP+uNTc/3ZoUilj+yj72ng3oQhWSQOQEyr7RAc/DEJVarg9J1XznbPcH4IlceGZC9Xvc1WUfPe+YEnrCb55yf3/s4jdhx0nvs1CQ755FDPobNypWEyvv4pxOpzNWOlv3fmrz0robqgZD4I3V2Rhbm8x/4VvXAxS/nX0l7bKMb8XWjwTCL6CnZcNvHP0WHLBmMkx6Geq8dOrTG8cWeOY6yL8Epr0N7QPZhNinjqDenobFd8P05XDfxzDE2MzYPj/OG0Lvp5k7+3w+1BOLCRj32I147BLN4Fls3BSuBKwhEA/tB7hnwnJzocR4qiIUPw5Y9xfXt4AxekIEEjvAsRuWLQf6QteLQtEJ29eh5M72Q6wOmllACZ6ZR0exScDiAondYEAWFC6FbeVP5tepV45t8P486D4Oru5Zp6oCvvjAcsg/AFmDfR7sCLiGmCuo5C7mhlwdNpuAEjyzjYjikYBdBJrCkDG4ptlWrQtBpxyw4zP3cuydt0boGyVOw/olQBbc9DOfBztC0CWbVqHkzqYDq25ZS0AJnrXGS9FKwDICmT+D4Vmw4AM49kMdwzaWeu+BnL9FZjnWiPbsBpifA91/AR2b1DH+2LlcW6HEzlirpyYXKEvwjDCNp2j1kIXJB0zhScASAk3h9ly43RLBVg6yXhb8j1m+c7dyeGY9opk7s46M4opJgbIEr9+NrV0JnrZJicmPgTotAQlIoE4CSu7qxKeLJRB6ASV4oTdVjRKQgARiSUDJXSyNtvpqGQEleJYZKgUqAQlIwHQCSu5MNyQKSAJuASV4+iRIQAISkEBtBJTc1UZN10ggQgJK8CIErWYkIAEJ2EhAyZ2NBlNdsaeAEjx7jqt6JQEJSCBcAkruwiWreiUQQgEleCHEVFUSkIAEbC6g5M7mA6zu2UdACZ59xlI9kYAEJBBOASV34dRV3RIIsYBvgvfvv24PcQuqTgISkIAErC6gb6iw+ggq/pgTKEvwjI7Pf+FbV/+v/GW7mHNQhyUgAQlIwL+Akjv/LjoqAVMLlCV4TVs2VoJn6pFScBKQgAQiL6DkLvLmalECIREwEryhYzuRkFRfCV5IRFWJBCQgAXsIKLmzxziqFzEsULYkqyXaGP4QqOsSkIAEvASU3Hlh6KUErCqgBM+qI6e4JSABCYReQMld6E1VowSiIqAELyrsalQCEpCA6QSU3JluSBSQBGovoASv9na6UgISkIBdBJTc2WUk1Q8JeASU4OmjIAEJSCC2BZTcxfb4q/c2FVCCZ9OBVbckIAEJBCCg5C4AJBWRgBUFlOBZcdQUswQkIIG6Cyi5q7uhapCAaQWU4Jl2aBSYBCQggbAJKLkLG60qloA5BJTgmWMcFIUEJCCBSAkouYuUtNqRQBQFlOBFEV9NS0ACEoiwgJK7CIOrOQlES0AJXrTk1a4EJCCByAoouYust1qTQFQFlOBFlV+NS0ACEoiIgJK7iDCrEQmYR0AJnnnGQpFIQAISCIeAkrtwqKpOCZhcwDfB63dja85rWM/kUSs8CUhAAhIIREDJXSBKKiMBGwp4J3j7Np1gxGOXKMGz4TirSxKQQOwJKLmLvTFXjyVwTsA7wTMOKsE7R6MXEpCABCwroOTOskOnwCUQGgEjwWvROok//OYLV4VK8ELjqlokIAEJREsgPloNq10JSMA8Al36teC3s6/kyw92Mf+Fb/n+9FnzBKdIJCABCUggKAEld0FxqbAE7CvQLitNCZ59h1c9k4AEYkhAyV0MDba6KoGaBJTg1SSk8xKQgATML6DkzvxjpAglEFEBJXgR5VZjEpCABEIuoOQu5KSqUALWF1CCZ/0xVA8kIIHYFVByF7tjr55LoFoBJXjV8uikBCQgAdMKKLkz7dAoMAlEX0AJXvTHQBFIQAISCFZAyV2wYiovgRgTUIIXYwOu7kpAApYXUHJn+SFUByQQfgEleOE3VgsSkIAEQiWg5C5UkqpHAjYXUIJn8wFW9yQgAdsIKLmzzVCqIxIIv4ASvPAbqwUJSEACdRVQcldXQV0vgRgTUIIXYwOu7kpAApYTUHJnuSFTwBKIvoASvOiPgSKQgAQkUJWAkruqZHRcAhKoVkAJXrU8OikBCUggagJK7qJGr4YlYH0B3wTv+MFT1u+UeiABCUjA4gJK7iw+gApfAtEW8E7wZozPQwletEdE7UtAArEuoOQu1j8B6r8EQiBQluDtXncMJXghAFUVEpCABOogoOSuDni6VAISKBcwErxnFg5zHVCCV+6iVxKQgAQiLaDkLtLiak8CNhZIvaARY1/u4+qhEjwbD7S6JgEJmFpAyZ2ph0fBScB6AkrwrDdmilgCErCXgJI7e42neiMBUwgowTPFMCgICUggRgWU3MXowKvbEgi3gBK8cAurfglIQAL+BZTc+XfRUQlIIAQCSvBCgKgqJCABCQQpoOQuSDAVl4AEghNQghecl0pLQAISqKuAkru6Cup6CUigRgEleDUSqYAEJCCBkAkouQsZpSqSgASqE1CCV52OzklAAhIInYCSu9BZqiYJSKAGASV4NQDptAQkIIEQCCi5CwGiqpCABAIXUIIXuJVKSkACEqiNgJK72qjpGglIoE4CSvDqxKeLJSABCVQroOSuWh6dlIAEwiWgBC9csqpXAhKIdQEld7H+CVD/JRBFASV4UcRX0xKQgG0FlNzZdmjVMQlYQ0AJnjXGSVFKQALWEVByZ52xUqQSsK2Ab4K3Pb/Qtn1VxyQgAQmEW0DJXbiFVb8EJBCQgHeC9+rof6MELyA2FZKABCRQSUDJXSUSHZCABKIlUJbg9RiYgRK8aI2C2pWABKwuoOTO6iOo+CVgMwEjwRv9Qm/63dhaCZ7NxlbdkYAEIiOg5C4yzmpFAhIIQuC8hvUY8dglSvCCMFNRCUhAAmUCSu7KJPSnBCRgKgEleKYaDgUjAQlYSEDJnYUGS6FKINYElODF2oirvxKQQCgElNyFQlF1SEACYRNQghc2WlUsAQnYVEDJnU0HVt2SgJ0ElODZaTTVFwlIINwCSu7CLaz6JSCBkAgowQsJoyqRgARiQEDJXQwMsrooAbsIKMGzy0iqHxETKPk33JUKr30csSZD29BJyLkWskfD/tOhrdrGtSm5s/HgqmsSsKOAd4Jnx/6pTxIIncBp+GIWFGbBoCtCV21Ea2oMfW4GcmDxVxFt2cqN1bdy8IpdAhKITQEjwbvlv3uGrfPOXbv44w2r2Oivhd4dGXlbS7pemUqyfj32J6RjZhFw7IZlyyFtJLRvUjEqxxZ45jrIP1DxuOvdILjvbug1EJo08HO+Fofq0l56X8hKh9yP4Nq+kBaimGrRDatcor+arDJSilMCEoiYgPPkGY5U1dqKLcz7bS5Tn9rNwRJnVaV0XAJRFnDAur+4k7cBAyDR559750k44C+xM8JeCtNvhocegn3fhaYfdWkv/iLo3xcKP4FvdoUmHpvXopk7mw+wuicBCdReoNmDA5h4Ryrn/ll0lLLnk2188NQWtn6yna+uT+f6PppFqL2wrgyfwDFYtRTIgp7dqm4m/Rn4/TioV1bkDGz7AN75b1g7F5b8HG6/suxk3f+sVXsNoetg99KsMRM5qCPl/1PWPSQ71nDu7yw7dk59koAEJBBSgfgEWl3fkavvTAWO8/WXJygNaQOqTAIhEji7B77IB3rChSlBVNoA2v8cbh7pviY3F0ocQVwfbNEA2ytbms1fAgf0YEVNykruahLSeQlIQAIVBM4jvbuR3OlHAiYWOLgGjFXXrMsgJdhFuni4MHz3tFZWC6C9+DRolw7shKPFlavQkQoCSu4qcOiNBCQggZoEvufA2uNAAhmtG9GwpuI6L4GIC/wAu75xt9qudS2WMB2wd5X7+ovaQkK4U4VA2kuCzDZAPmzbE3FRqzUY7hGzmofilYAEJFC1QEkxm+asYe47x6F3R64b2pi4qkvrjASiJHAaDm4B0iEzI8gYvoPV/wOvvAwMhVHX1yI5DKbJQNs7Dy5o5654l5K7moSDnautqT6dl4AEJGAbgSOv5PLbV/x0p3kn7nu1Ha0Sldr50dGhqAuUQpGxdNkIGidWH82Bp+Cmp/yUyYJn/wjtg7lfz081vodq3V48JHpuh9iwA87i9RCIbyN6r5k7fQYkIAEJBCtweDPTb/yGz9eWos1QgsVT+fALlMKxE0AKJCXUsrl8mHQdfPQVhPN5inPRBdBeWttzpfWiegHN3FXvo7MSkEAMC1TaCgUnp3cdYVXOFua9s4cPHqxP2p97cGkL/Z4cwx8TE3c9CRJrSO4qbU0ClG6FZXNh+msw60Fo/h70axWafoaivTPH4bSj8t59oYnQFrUoubPFMKoTEpBAZATiaNi6OX3/qz4n1xTx4YoC/vNFey7JTgr5vXfjsnLC2CU97RtG3NpXnWM8qGOCn4QOMGQ8FG+A2YtgYS5cPip8995Fuj0TEIc7BCV34RZW/RKQgP0EElPocW1TPlyxj40rivguO4nkEPfy9fzsENdYXt24nbPL3+iVjQWKocTYibFxLfqYAn2ucyd3+d/AiVugSThThgDaO+VJfhukQkPNllc3qNKpTkfnJCABCUhAApYVOAHFNtpm+9Qxy45EpANXchdpcbUnAQlYX8BRSkG+8Z2bCXTpncz51u+RemArgVRo3RI4BSdLatmzM7BrtfvaWm2EHGyzNbXngBLPzN3FbfWkbA28Su5qANJpCUhAAt4CziPHyHsjn5k5RdA8gx9fkRjy++2829NrCQQv0BAu6IjrKyr2FwR/ueMgLJ0CL84AusKwARXvt3PsgelXQPYAWHM0+Pp9r6ipPVf57+HgdveVrUP0cIdvHDZ6H84FdBsxqSsSkEAsClS5z50LowVXTenMJXpSNhY/Gibvc31ofRnwDmzf5d7KpKqpnCr3nTO6mA4jpsDlPsmU8yisXQ+0DX7ZtzbtubSLYf9O4/vUoL1PPCYfjWiEp+QuGupqUwISMLVAXOMGNAOO+I2yBUOebkfP/i1o1ayqfzH9XqiDEoicQGprSDO+rauKhyHiGkN6OhwwvoDW9ycdhj8OP776/7d3x65xF3AUwF+7KKkgsYOlgxlKFy3YThYtpejSMTh00EU7dnB1dfDf0F2HLoqTlg6llCwNFMWli4qkg0IHBQeNpEFIpKWxPYL5vs+W3OXyu/d5y8v9cvdLTrz47zt3fP8fPkfvaY/354/JzfUkq8nR53Y8B18+TMC4e5iK2wgQqBY4tLKSK+sr1QbCH3CBpVeSC6eTq7eTn+4ny0d3Bzp8Mvno+9237fW7e3cenPHNqUvJyeW9Peppjrd1hH+Oefqt5JgrOj8O3Z+djxNyPwECBAgQOHACy8mZN7deuktuf7vAZ/9L8vUn29edff/d5Nn9mBF/JN99s32a+NzZ3f//t8Bkk37VfrQyyUsWAgQIECBwAAQOJycubJ+avX49+X1B1xD7+avk6kby3oeLv+7so1T/+iG5cSvJ2eTllx71U27fIWDc7cDwJQECBAgQGCOw9Fryzmry67Xk7iI+I+5+svZFcuqD5OKZ/WPauJWsbyRvX06OOyW7F3jjbi9KfoYAAQIECBw4gWeS1y8nL6wn124u4Nk/n6x+nnx8ZZ9Ox2495d+Stc+2TwO/8eoCMnT8Cm+o6OhZSgIECBBoFFg6n3z6P7lm7RP5H0lWv3zwJtknenjpg7xyV1q82AQIECBAgMBMAeNuZq9SESBAgAABAqUCxl1p8WITIECAAAECMwWMu5m9SkWAAAECBAiUChh3pcWLTYAAAQIECMwUMO5m9ioVAQIECBAgUCpg3JUWLzYBAgQIECAwU8C4m9mrVAQIECBAgECpgHFXWrzYBAgQIECAwEwB425mr1IRIECAAAECpQLGXWnxYhMgQIAAAQIzBYy7mb1KRYAAAQIECJQKGHelxYtNgAABAgQIzBQw7mb2KhUBAgQIECBQKmDclRYvNgECBAgQIDBTwLib2atUBAgQIECAQKmAcVdavNgECBAgQIDATAHjbmavUhEgQIAAAQKlAsZdafFiEyBAgAABAjMFjLuZvUpFgAABAgQIlAoYd6XFi02AAAECBAjMFDDuZvYqFQECBAgQIFAqYNyVFi82AQIECBAgMFPAuJvZq1QECBAgQIBAqYBxV1q82AQIECBAgMBMAeNuZq9SESBAgAABAqUCxl1p8WITIECAAAECMwWMu5m9SkWAAAECBAiUChh3pcWLTYAAAQIECMwUMO5m9ioVAQIECBAgUCpg3JUWLzYBAgQIECAwU8C4m9mrVAQIECBAgECpgHFXWrzYBAgQIECAwEwB425mr1IRIECAAAECpQLGXWnxYhMgQIAAAQIzBYy7mb1KRYAAAQIECJQKGHelxYtNgAABAgQIzBQw7mb2KhUBAgQIECBQKmDclRYvNgECBAgQIDBTwLib2atUBAgQIECAQKmAcVdavNgECBAgQIDATAHjbmavUhEgQIAAAQKlAsZdafFiEyBAgAABAjMFjLuZvUpFgAABAgQIlAoYd6XFi02AAAECBAjMFDDuZvYqFQECBAgQIFAqYNyVFi82AQIECBAgMFPAuJvZq1QECBAgQIBAqYBxV1q82AQIECBAgMBMAeNuZq9SESBAgAABAqUCxl1p8WITIECAAAECMwWMu5m9SkWAAAECBAiUChh3pcWLTYAAAQIECMwUMO5m9ioVAQIECBAgUCpg3JUWLzYBAgQIECAwU8C4m9mrVAQIECBAgECpgHFXWrzYBAgQIECAwEyBQ5ubm5szo0lFgAABAgQIEOgT8MpdX+cSEyBAgAABAoMFjLvB5YpGgAABAgQI9AkYd32dS0yAAAECBAgMFjDuBpcrGgECBAgQINAnYNz1dS4xAQIECBAgMFjAuBtcrmgECBAgQIBAn4Bx19e5xAQIECBAgMBgAeNucLmiESBAgAABAn0Cxl1f5xITIECAAAECgwWMu8HlikaAAAECBAj0CRh3fZ1LTIAAAQIECAwWMO4GlysaAQIECBAg0Cdg3PV1LjEBAgQIECAwWMC4G1yuaAQIECBAgECfgHHX17nEBAgQIECAwGAB425wuaIRIECAAAECfQLGXV/nEhMgQIAAAQKDBYy7weWKRoAAAQIECPQJGHd9nUtMgAABAgQIDBYw7gaXKxoBAgQIECDQJ2Dc9XUuMQECBAgQIDBYwLgbXK5oBAgQIECAQJ/A3yO4gV03CJtHAAAAAElFTkSuQmCC)
Nah gampang kan?