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generate a list of samples representing a sine wave at the given frequency, duration and sample ratept:as amostras de som com _ Hz de _ s amostrado a _ Hz
ca:_ Hz durant _ segons amb mostreig de _ Hz
440a 55=55
a 110=110
a 220=220
a 440=440
a 880=880
a 1760=1760
a 3520=352014410022.05 kHz=22050
44.1 kHz=44100
88.2 kHz=88200
96 kHz=96000pt:π
pt:_ radianos em graus
ca:graus de _ radiants
0.5pt:o som _
ca:so de nom _
§_soundsMenuquickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.pt:desenha o gráfico do som _
ca:dibuixa el so _
§_soundsMenu1offset-2records an audio snippet and reports it as a new sound, or zero if the user cancelspt:$circleSolid-1-255-0-0 uma nova gravação
ca:$circleSolid-1-255-0-0 enregistra
pt:a nota com _ Hz
ca:nota de _ Hz
440pt:a frequência da nota _
ca:freqüència (hz) de la nota _
69pt:o nome da nota _
ca:nom de la nota _
69data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnQmYZUV5v6vO7QVmgG53MCqikogiYnCNohARBOl7TruSv+ISd9xNjBrXuETcNUaNRqNGjRumz7k9MOI6LnGLGvd9QdwF9bYZmOnlnsrzO1T1//Tl9szt6e45Z+a853l4gJl7T1W9X1X9vvrqq7rW8EAAAhCAAAQgsN8J2P1eIgVCAAIQgAAEIGAQYDoBBCAAAQhAoAICCHAF0CkSAhCAAAQggADTByAAAQhAAAIVEECAK4BOkRCAAAQgAAEEmD4AAQhAAAIQqIAAAlwBdIqEAAQgAAEIIMD0AQhAAAIQgEAFBBDgCqBTJAQgAAEIQAABpg9AAAIQgAAEKiCAAFcAnSIhAAEIQAACCDB9AAIQgAAEIFABAQS4AugUCQEIQAACEECA6QMQgAAEIACBCgggwBVAp0gIQAACEIAAAkwfgAAEIAABCFRAAAGuADpFQgACEIAABBBg+gAEIAABCECgAgIIcAXQKRICEIAABCCAANMHIAABCEAAAhUQQIArgE6REIAABCAAAQSYPgABCEAAAhCogAACXAF0ioQABCAAAQggwPQBCEAAAhCAQAUEEOAKoFMkBCAAAQhAAAGmD0AAAhCAAAQqIIAAVwCdIiEAAQhAAAIIMH0AAhCAAAQgUAEBBLgC6BQJAQhAAAIQQIDpAxCAAAQgAIEKCCDAFUCnSAhAAAIQgAACTB+AAAQgAAEIVEAAAa4AOkVCAAIQgAAEEGD6AAQgAAEIQKACAghwBdApEgIQgAAEIIAA0wcgAAEIQAACFRBAgCuATpEQgAAEIAABBJg+AAEIQAACEKiAAAJcAXSKhAAEIAABCCDA9AEIQAACEIBABQQQ4AqgUyQEIAABCEAAAaYPQAACEIAABCoggABXAJ0iIQABCEAAAggwfQACEIAABCBQAQEEuALoFAkBCEAAAhBAgOkDEIAABCAAgQoIIMAVQKdICEAAAhCAAAJMH4AABCAAAQhUQAABrgA6RUIAAhCAAAQQYPoABCAAAQhAoAICCHAF0CkSAhCAAAQggADTByAAAQhAAAIVEECAK4BOkRCAAAQgAAEEmD4AAQhAAAIQqIAAAlwBdIqEAAQgAAEIIMD0AQhAAAIQgEAFBBDgCqBTJAQgAAEIQAABpg9AAAIQgAAEKiCAAFcAnSIhAAEIQAACCDB9AAIQgAAEIFABAQS4AugUCQEIQAACEECA6QMQgAAEIACBCgggwBVAp0gIQAACEIAAAkwfgAAEIAABCFRAAAGuADpFQgACEIAABBBg+gAEIAABCECgAgIIcAXQKRICEIAABCCAANMHIAABCEAAAhUQQIArgE6REIAABCAAAQSYPgABCEAAAhCogAACXAF0ioQABCAAAQggwPQBCEAAAhCAQAUEEOAKoFMkBCAAAQhAAAGmD0AAAhCAAAQqIIAAVwCdIiEAAQhAAAIIMH0AAhCAAAQgUAEBBLgC6BQJAQhAAAIQQIDpAxCAAAQgAIEKCCDAFUCnSAhAAAIQgAACTB+AAAQgAAEIVEAAAa4AOkVCAAIQgAAEEGD6AAQgAAEIQKACAghwBdApEgIQgAAEIIAA0wcgAAEIQAACFRBAgCuATpEQgAAEIAABBJg+AAEIQAACEKiAAAJcAXSKhAAEIAABCCDA9AEIQAACEIBABQQQ4AqgUyQEIAABCEAAAaYPQAACEIAABCoggABXAJ0iIQABCEAAAggwfQACEIAABCBQAQEEuALoFAkBCEAAAhBAgOkDEIAABCAAgQoIIMAVQKdICEAAAhCAAAJMH4AABCAAAQhUQAABrgA6RUIAAhCAAAQQYPoABCAAAQhAoAICCHAF0CkSAhCAAAQggADTByAAAQhAAAIVEECAK4BOkRCAAAQgAAEEmD4AAQhAAAIQqIAAAlwBdIqEAAQgAAEIIMD0AQhAAAIQgEAFBBDgCqBTJAQgAAEIQAABpg9AAAIQgAAEKiCAAFcAnSIhAAEIQAACCDB9AAIQgAAEIFABAQS4AugUCQEIQAACEECA6QMQgAAEIACBCgggwBVAp0gIQAACEIAAAkwfgAAEIAABCFRAAAGuADpFQgACEIAABBBg+gAEIAABCECgAgIIcAXQKRICEIAABCCAANMHIAABCEAAAhUQQIArgE6REIAABCAAAQSYPgABCEAAAhCogAACXAF0ioQABCAAAQggwPQBCEAAAhCAQAUEEOAKoFMkBCAAAQhAAAGmD0AAAhCAAAQqIIAAVwCdIiEAAQhAAAIIMH0AAhCAAAQgUAEBBLgC6BQJAQhAAAIQQIDpAxCAAAQgAIEKCCDAFUCnSAhAAAIQgAACTB+AAAQgAAEIVEAAAa4AOkVCAAIQgAAEEGD6AAQgAAEIQKACAghwBdApEgIQgAAEIIAA0wcgAAEIQAACFRBAgCuATpEQgAAEIAABBJg+AAEIQAACEKiAAAJcAXSKhAAEIAABCCDA9AEIQAACEIBABQQQ4AqgUyQEIAABCEAAAaYPQAACEIAABCoggABXAJ0iIQABCEAAAggwfQACEIAABCBQAQEEuALoFAkBCEAAAhBAgOkDEIAABCAAgQoIIMAVQKdICEAAAhCAAAJMH4AABCAAAQhUQAABrgA6RUIAAhCAAAQQYPoABCAAAQhAoAICCHAF0CkSAhCAAAQggADTByAAAQhAAAIVEECAK4BOkRCAAAQgAAEEmD4AAQhAAAIQqIAAAlwBdIqEAAQgAAEIIMD0AQhAAAIQgEAFBBDgCqBTJAQgAAEIQAABpg9AAAIQgAAEKiCAAFcAnSIhAAEIQAACCDB9AAIQgAAEIFABAQS4AugUCQEIQAACEECA6QMQgAAEIACBCgggwBVAp0gIQAACEIAAAkwfgAAEIAABCFRAAAGuADpFQgACEIAABBBg+gAEIAABCECgAgIIcAXQKRICEIAABCCAANMHIAABCEAAAhUQQIArgE6REIAABCAAAQT4AOsDcRy/OMuyZx1g1aa6QxBIkuRJxphdaZq+eYiPr+kj7Xb7aVEUzW3Gu9dUET68KQTiOH5RlmXP3pSX89JNI4AAbxrajX9xkiSTxpg/pGmK3TYeb+VvTJLkbcaYn+d5/o5Op/PDjapQu92+WRRFctouSdP0HzbqvbynHgSmpqau3Wq1LmNeqIc91lILJvK10Kr4s0mS3NgY8xMG2sYZYnp6+mkzMzMv37g37vubvAC3jDEPTNNU/173c8oppxw2OTk555z7sLX283UR4DpxXzfkil/AvFCxAdZRPAK8Dnj786tTU1M3b7VauxHgldSTJPlH59wvsix7/VrtUbeVgxfgWxhjbr9RTlaYnJ1zX7LWfiZN06esldNGf/6ss846cmxs7Ff72sYkSZ7jnNuZZdmrN7puB+L7ygKseWJ2dva7B2I7mljnTRPgJEleaIzppmn6yiaC3cg2n3LKKSMTExML1tqbSICNMcekaXrJRpZxoL4rSZJfGmPemqbpc9bahs1cObTb7dt0Op3/WUud4jj+iDHm+tbaW+yrOPWXF9qo8LMxZkeapg9bS53a7fYJnU7n62v5zt4+u17u3lE5MU3T2+ytrCb8vd9i+EG32z18YmLij1mWRU1o92a3MY7jZ1lrd2+mhm2mAGs/iz2nDeglpUn0GAT4/wON4/hka+2HjDHvX4uw+LDs74wxfyae8/PzN9y+ffvPN8BUxSv0fk2ExphfZ1l2/WHfmyTJJ4wxWgFft9/JarfbL4iiaGeapi9b7X2DPuMjJ9/x33n7sJxOOeWUQyYmJn5irb3uRoXDQ73vda97HT86OvqNbrc7Ojk5eUWapuPDMtLn4jjebq29S57ncnI2bK98LXWo02eTJDnFGPOJpaWlk0dGRj69Uc5bndpYRV3iOP5Xa+3PN3PbZjMF+J3GmB9aa984MzPz2yoA1q3MOI4fYYy5Msuy/xiwUlGC1W8GTUZBgHu93p1ardbnWAFfRS+O45dba+/muU0Na+8Sz+NarZbEaUMjCu12+7ZRFP23r8810jTthrrFcawkqG4In8ZxPJVl2az+XgLsnLubtVbjckWd/Kpvjw7toM+Eydk5t2SMSbMsu5/Karfb9+p0Ohd6jivqpD8LIqn/ttZebyPHcKiTMeZUCcdaBSOOY7G90lr7kTRNXzSs3Q/Wzw3LM0mShTRNxwZxiONYkZH5QXPTwcptT+1qt9vXj6LoxcYYOb1P2CwGmynA8ua/aox54kZ70JsFY7PfGzwqa+2HnXM6biI+xRMm7UGTUWkf737W2g8YY25T/u5m17uu75fg5Hnes9beMsuyOw1bz9KqsBAAY8xLnHOfC0I47HsGfS4kPRljijBgnue363Q6XwqfDZnOCpnL5tbaL4aQYRzH37HW3tx/9phut/vriYmJT6htaxHgbrf74omJiU9mWXbn0uQsJ+CraZqeqr3vKIp+u7CwcCOt/PVu55xW688M9Zyamjq71WoVjoExppem6ch6uJTaf3/n3J2ttU8MArywsHDURRdd9Oth358kibZhduxLhE3bOTt27JAzctA8wwhwmEP6WU9PT99Jc5ExRkfgiFj6CJYSF40x/65OMmzUaF861GYL8O+NMfce1sON4/gp1lods3l7uTGnnXbaxOjo6O7t27fP70sj6/IdP4l2nXOHyLPKsuxpoW5xHN9X4hpYKbyaZdmn9felELS8VIX2T03TVBPQQfH4laxN0/RvBzVotfOxSZK8M8/z70VR9PA0TRWeH+oprQqDQ/MV59zHy/YY9KJ2u33nKIq0J/Tl8t/HcfzPzrmvtVqtb/Z6vaOiKPqg/t4554wx98+y7IKSnT/iw1oPa7fbr7bWPmlubm5MouCFRZnuRuFEa+3lWqGrT/i+s8fJII7jD1hrlYDzVr9VcY08z+8YRdF2rbqDAJf60/MVXtPec6hTqGe73X58FEWvUxu0IrfW/sXi4uJ8FEUnRVF0yzRNn1xmIDbOuYXZ2dmw8h9oC9nMGHMXY4zaGRygNUUg4jhetNZq7Ny0f3WSJMnfGGP+d7XzzirfOffdLMu0ujkonjB35Hl+bhRF79Re8I4dO3aqcVNTU3ecnZ39fLC5+tW2bds+Exru7aEwvuxxwAvwalqxmrasMt8Up02cczPq+GmaTm9WR9lMAZaX+r/GmFtpr6fsdSZJ8lLn3FyWZf/oO4nCbkvWWg3qS/onQr9yvDRNUyV2LT/l8N1aAE1NTd1OIazZ2dlvreV7qxjrpPn5+Uu3b99+2d7eFSZR/7lrp2m6HDaN4/jp1trzNdn67FyFo4ujKCHJwhizQoD9HujxaZq+cW9l6+/1+TzPd+9tkhzmXev5zNTU1DGzs7PqH8XjuTwgTdMt5fcmSfLMPM//YK09SQJhjPldmqb/XPreJ/I8f2kURReKVZIkv+l2u0fv2LFD2eIDH89Z9r9P4Omc+7Yx5tshPNv/xTB4jTEKd6+YpM4888wbjI+P/0zfcc69xVqrleJDjTH/7Zz7srX2F+UwaZIk/+NXm2cqlOoT605SUp0X4GsYYyaMMaf1er1DtQrVqmV0dFRiLfFfNYnK7yFfsri4+ErtsSpS4py7g7X2X4wxv3fOfV+raU3KURTN+qzoaR/SVVj8HqHt3ika9ZxuYIx5lxfxx+sz/U51HMfqgxL53w5yoks2k1N5Q2PM0XmeP8GL/Hudc5/sdDqq58BHmdNq09zc3FGTk5NyxB8ue5R5xHH8RGutErOUcLYzz/Mryu/Uvrb2nI0xLyjv6/X3x/X07X39rh+bixLLYd4xPT391KWlpc96cVV/k2Me5ofCoQmRDjl4k5OTsuFP8jw/r9PpLM8X6o8ypxZ+Pklvr+fE1ecPOeSQw2dmZkJuwTBVXm083iHP8537MhcPmv+TJJHTuCvLsr8rFxjH8Xvk0PZ6vQucc73ghCRJ8gr12XJuRclB/aSGtaJG+9zAvXxxjwKsix/8yuDP11oBTSZa6Vlrjxywn/Vpf4zgTC8M/6p/W2vv6L3TYp9Kj88A/pU6x9zc3LkTExMS6CP9gPzlWjL+zjzzzHGtojVZWGt/vafNdTkJxpi7z8/P33nQyrvdbj9SHpJCecaYV/QbfBAvH+o7zFqrFfDJaZpq37d41HGMMed1u92tk5OTd1Ro1E+8X7XWnqP/z/P8sVEUafCoQxxnjNFxjGsaY16aZdnz+pj9XXBwSmXM+FXQXgfZnuwtm0xOTir8+w8hCUZOgrX2/tZaDfQ3rxYi95eJ/E7tHBsbay0sLMxPTk4qrJ70T+oh7Crv3Pelc/I8P7PT6SjxqtgzNcaoLfp3kaDmnHu8jiT5RKiXZ1n22FL7NUnpEb+jnXPPtNa+RMLunNN3X2KtPTbLspfGcfyMLMvO9/1T++7fNMYcLxHM8/wNOtYjJ6I0WCXAqte1rbW39f+tKMVkObSbJMnPnHM/t9a+1xijEwI/8uFUrUr+yTutN9SerXPuKRIo37biko40Tc8966yzjh4fHx+fmZn5/tTU1C2XlpZ+KwcwCLAx5h2+v5xrrf13v6csQT7cGPMy55z6l5K9TrTWPtIYo76jEwvLWcWevSYgCZ1WrJ/RmLXW3lNMgq2mp6ePy/P8BGPME6y1ckLlgCxp1eD7ydPSNH1JHMdi+1FjjKJbSjLTXqRsp7K1FbMtz/OjOp2O8iSKcT85Ofn6brf7OB8dUHhcDrvsrL1yrYAfUNrTvl8URe93zr3XRwHUZ1aE1WUrzS/GmHfu2rXryep7W7ZsufbY2JicpFXPXZ999tl3GRkZeXSe599eWlr6j4suuuinvv+daIx5cpqmEsB1PVpkiFu5v/q+9/cDxrH6jfYlLzfGPN0Yo7qrfxQ8FxcXbzUyMvJRzacaE/r/0dFRrYjl9BZRjxJjOauKShRs+stfbR4zxjy42+2OH3HEEQ/rdDrF/F1+Tj/99K1btmyRE/rvYRwNeleYi+fn589fS4QzOBea//1Y/6F0wedRHJllmebH5SeOY41hMdBCb/k8vHeI9d1lzUmSRHaVoyxH7vIsy+SwD/14R++/ut3unfe0GNALrcJnu3btevqWLVsUKpYhiieO4/9njHmuMeZPFxcXjxkdHX2MMeYhxphsSCMp/NbznWM5xORXbRcZY8Z7vd4JOrOm0JkGubX22s65r6rBCjumafradrv9kCiKNPjkLJwRQmu9Xk/nYj9XDrcEgVX9vUB/YW5u7qZ+AD88z/PjoyjSZFusZLIs0+Sjtp4RRdEVMzMz5dCM9r9Od85FWZZpJbD8+Dq93U/gmjB0xd9J7Xb7MWWPu5zo4stRqC/spd1VIhQM5MX5HGutsmeVWKLJWJOVBrdC+dfM8/ytCrd6T1e2OEUdXGFO59ytghj6CUMrjeUEID+hXeacuyC0W0dlJBA6XzwzM6MOKhZXG/D9PS90UGPMC9M0VR/R92RDrSrlMJwQ9gzb7fbzOp1OMeD9KqmlSd8593VrrVYyf2KM2SLO1tpb79q164/OOU2Matc1NSl4h+VG2js0xigD9uNpmr4ujuMfOOfOjKLoB35iVihNgnU931euGYSiJJQfd87dQo6hc+5t1lqtGrTfo0lMe7V3VWjT9zN5+H/hJzr9t5wLOaXq28+fm5t71cTEhFbohU0l4rpKUseIvO0+6Zx7lbX2qWFbJUkSfVcTuEREbZOgKeQlWz/fr96KMLQx5jXKoZAj6IXKzM/P33NsbOz71tqjNDa9gH9d4ulXM191zl3ocwUUilZ/0SORk8Mnp0Dj6GPOuT9aa3/rnHu2xDNN0yJj26/4n+ucU4heN2ipnxXRIu23+/cpoWfcrzge50VezoRW8IePjo5eZ2FhQe07Ulnm4+PjP5LDqr7qPyte/2Kt1bzyc+fcN8Ui2Cs42NZasfqcj4TLES0E2I+B52l1ornC1/XPtRWgzHjnnJylXHbduXNnwWDLli3HRlEk7ot+Mv6etVb97zjn3JvEQv1ZY+WII454lvqtdxjF6MfWWmXNvzFN0/NCf7bWPmJhYeGGe9vDLo+rdrt9qsZcr9fbHY6qJUmi+UbRrOWtlJAIl+f5sSVH967KITHGXGCtfaAcDtnSWisRfK3fy1WG/7Wcc+/WZ/I8f5QcTWvttcoCHBwSa+17Sivg5QhL//wV5rc4ji+11mpuVzRKK8jpNE21ii4ev3C7XJ/xAlzMs/7v7r60tDRfWoGq3d08z/V5/aOF0Vs9d2XKHxvmyPL8HqKC6lsjIyOHaaum2+0eOjk5qcWaxvNj0zTdHnQkjuNfaR5xzmkuf6c0LI5jRYe0GBSv+2RZ9llfxyKr3Dn3v9ZaRd32ur3VbrffF0XRyerTURRl0jHvtD8nsPFz8L1HR0cvXlhYeGGWZU/U3lIhlJoABcJaq9WuBtu4c06D78HWWlVA/6+xoxXAXaMo+mye52+LomjEOZfmef7NvrCi3qtnMQhtaRLWKkGe6NOdc2f5Qa5wmQyrsi4WEA1GP7HLc35jnufntFqt9znnXu6c+0oURe9R59TKy3v0D3DO/a219lJjzLnqC1rdWGvVNk3mCrtJ5I+x1n7JOffP1trba6VhrX19OEvqDaOOrQF8k16vd1wURQ/S6iTP8++2Wi152hJTCbQmkUf3er27+QzlU51zfyaOzrlH6t+9Xm/Or5Zk1MP8RHaMvhvub1WIRNFma63ESBO5GGnFUn60snmIc+7Ffg/sZ2ma3iyO49daa++R57n2Gi9RIo+1VnthX5ZttKrTVoZzTncMX9sY8xZNVBpA1tpdzrk/aCDrmIsmeq0irbWjzrmfOueO1Co/TdNiX9N3UHnfTzXGHKrJc3Fx8f6jo6Pf0+pHK1RrrcKlP+n1ei/wTN7snIv9gFQfu4XfW9REWGRlarWS5/mpURTJo5czdjPZzhhTJAI557QK0wC9tcr1g02iqNXsNxYXF+80OjoqJ0IdX59VyPoG/QLsnNOkq4m0eK00xddFoUn18R/kef70KIp0BOEwL5KLftWovcdQX/Wxd/q+G9AomUUMryNBzfNcg3K7t7MGvMThRn4lqn3ZIJBnKSyqydE5p5MDarseOYQSRTkVsf6g1+s9M4oifU+OmkRL9pSTcAc/aejCjR875x5orZVDImdTj/a5dcZYq3T15Xc55/5L4m6tvbcmJmvt17yQSyg1djQmNXHLSVB4WeNBEZer4F01Pzzat6nY87bWXiFbeqdRDst18zyfjqLoGdZa1fEPns+CL1OOtbaqNHH+aXCovcMkoS2cEX+RyK01l7Rare1LS0vnjoyMKHqhca7ohfqGyt6t7GiJWTjS5ceTxkHHrxSDgxPaoX4gli3nnETqM9ba++R5fvMoit7imyvmSlZT9vUJzrltOqLlnJNT+5xOpyMHNIwPOc3aRtD40Xw2pu2lPM//Looi2VYOkOYjzQVySM7x40M21Vz2ILXH20Y2eIZfzOg9j3LOvWNubu7lk5OTimpcwwutnIJifgj18P++UsfhNI+pb2qclxYemrvu5fu46lWcE5eD3ev1DtEcr37snNvearVkg/crqTCKIs3Hs8455a3ov9XH2nmenx1FkeyoHAnZ7jvaajTG/E1J3MRQWx1v7vV6H2+1Wpor5LRp3GjFqX6uca+jaeLzfmOM5kY5xTqCpxDzZdZa9d1w9EpOw1875+5trdX71WePXFhYeKkufPHff4AxRltFh+tWOOecQtL/qXnMWntfOTEhMlDKEVG/0NbMcp/3ER+x0nfUF/661+ud7rd0NF/ISdVconlIGvMka+3v5+fnTxwfH/+xd/T1XvW1cyTAX7hqXPee2mq1znfOafWggf+lLMveJM9Mk48Xrsf4sIYaE87uRX7gqcP8lYcvjzG31uozGrjykIqkoRDa0oqg3W63FTYyxvxCITuFBkLmmR90mixvkuf5Lbzn+icl71kTpDwrQdQEoolL359yzh3hy32stVYDqBA9hRSstWHwaaUgD12dX+EarXwk/Kf5cKea9Z/eOPd1zp3vGai953Y6nY5S9621ClVoItDqQitKrfA0US34crV3JsdAe7ztMKH4+p3oPbiJKIr+w09kWmGJlSaSe/qVokJ8esIA06Ucr56ZmdHALJ44jsVBk6b24JQIo4lbAq72yutTp858R9X39bVHy06avK21YqYVrERVg0GifAPx9kdY1E8moyjS6lXREbVXE4VWvPquVpDa17udtVZtvbcmVom4OqoxRmEcnSu9np/4tUpUH1m2R57nYqB9fjFUJ5Vz9zEfNpJjKKfvn/ykqLp+utvtak9QE5EETVsa6nNHOec+r75aEuDCq/Xci1Ws70tFdMEY80XnnP5bYVZNqreRAPuJXCvRh3qPWPuX4QkRnvD/EmplZcvT1lj6oI4j+bpobMix0iQjJ1ARAAmYJky1RbbR5KPJS3VVf9VAVrvuY639uva2rLVyshQu1GStELputpKIftA5JwGXEN3Wj4uTvdjpdducc/ey1r7bOTdtrZUT+y1rrfZ0jw790id8qZ6yi8RDIWK1XZnDssvytlWJYWi/Egw1D6hPaMxoXN3M/1uhzrv4CepE72zLGVE79W6tNjQRF9GykgDrI6qLrtNUv1T0TLZRyPATvV7vCa1W62W9Xu+vW62WrhSV8Go1pjCi/pGTp36oemuPXtGEYkvNOfcb77Dmzjn92S+ttdqa+Jyvi8aQ8hLekOf5xd6Z+oVfYWmiVR/+N/XxPM8/02q1FMX4ld5VinTJSbypdzbUBtlPnH6gz1hrtYJUX1c5cpA1t0q85aCoLI3V/yom66uc87cEAfXj/t2ad71dwvwgThIbhWEV1VTUQu3TXPy1Xq/3sFarJSfxC74fqt+rz0lsf+37hBxf9Vltsckp0TyhiJXao34jAT260+m8t91ua57Vdo3mAOU9qI2K4MnJk53ktGoO+Lgx5h7WWs0ld3POqe0P8tuUsocWYEWfMMZclue5tmBorvRuAAAeIklEQVS0sj9UiwSNETkMvk+HxUjQgZD0+OVer/eUkZERRZ/kVIW582d5nr8uiiKdMriVMebWGg9Zln1UiXtaaITco5DUFvqm5nNFe7xevcc5pzlS9g9DQI638hfkSGoBo7n2A1plJ0nyBOfcqb4eX8jzXH1QkQOFwiPbbrfv7X8l5WMqQCulXq93423btsnDl2C+2jl3tLV2Wt7p+Pj42CGHHCKP+JIoiopVpYzjvTB1xEujKFJHktrL6+oXYK0C9Ys+8pz0foUAbpPn+Y1nZ2cvj+NY3o28+mJVJE86y7Jb6nN+ZRM8bU12Moo6hybm82dnZ7crQWBsbOwnc3Nz11AmYJIk33DOSbjVyTSQbZ7nCrlJvBTKU+fXhr3q9RtrrTq+OqcmXa3WHmWM0UR4TJ7n4TKEFUlPSZLoV0heqD3axcXFba1WS8kzEhPtBcqL1BEZhbhkfHm0MtgXvSBrr08D9+HWWg3Q3QsLCyeMj49rr04DWStNdWiJxsXWWnnPs2maSsyXnyRJJL4znplWoicrvD89PX12nucKs6nDyMHQ5HrbPM+v2el0tFJYfvwFB1csLCz8zdjYmCYshRTlcMjReaNz7rVRFN3VOfcj/y5NzlqB/tAnID3aOxQ3jaJIq0Wx29Htdt81Pj5+hLy8ww47TCtTJUKIhfqGwsEadNt8qFO3z0hUFJbURKskEU3QWj29Tx66T6iQmL6pLBhi7R1ERTz0Pk3Gyhi/JI7j0/zKKLRXN2hpgi32dn3/lTOlieaV1lrtf2rFIHYSqXeoDznn5GAEEdJEJ5GWs6Uoktge5/9e4WRNEvqzhTzPH64MVe8oyrFQfoSOgCh8ez/nXDiCdIk/C1x43865f9MKohTJkU1ep+0iHWPSEackSR4fQrCe6Q18WPlFfoYQP03UWpnt0MrLWivBl6NdXJjjQ7ZyDDQHaAXcKmVfS4AloHJO5GzJ8dCkqBC2/l+P5gCFaWU3bUto4pSNTtO400rBOXeCH9uqhxyNk/yYk9MfnJniiJ2OikVRpHpoDGovU0IqQdIYloOqVc+n/LbMpK7Y9IsF2VnRKwmKVoc/1baOkry0X6vv+klcUYLf++Q+bSGcuHPnzuMPP/xw7a3/tt1uK9IgB1ahekWJFuRM5Xn+miiKzpufn7/p2NjYp6y1CvvKyThb/VO28mNWAtTrdruTRxxxxJESLIXT+5Popqam5HT1lGwn3u12WysmcdWd7zv8dpIibhpPN+o/1ubnULFUxK0IOXt7KrSvfjyzsLDwltHRUS025LRp1f4GH/rXOJHjpnGi7QzNL5qP5KjJib+9nJnFxcXnzM/P/+ywww7Tdtsr1GezLHtDee5ot9uap3pRFGl/Wv1J73mNT6BUnbQSlaMbFipyDPQ5laW5WIsYPXIcJhTxUFJg/3zut0a1EAxbQ5qr1Q6NW81VF/hcIUWC5FiGxZf2t4/zYX05HheFfd8kSdQflxP6/P9r4aZVqhzaMC600Jv3C7+o1+udolMRcrB27dqVHXLIIToBoe0wte0HIWlYEVVto1hr/1I2lc2ttVdGUXTZ1ZKwpqamzpSQBbhK646iaGnLli3PGHTdn/YFJAytVkthCIWD/tJ/9yu+U1ya5/njoijSHt5cFEWPWVpaemZpD0BJMm8orVSC910ktWRZFhK1FDLQalUThhJ+FNq4XJNJf/bq9PT0dcPFAV5Ufq2JzFq7Y2lp6Rg5Fz70vlMrqEMPPXTSZ7LKA1di02XlxIEkSeQFfqGctTxI/MqDw+93KjynMFSYEBRW1oR+qN+XUahXQqRVUdjP0xEK7edpJXi59sFLx1M0ichTflR/klPInC7tOQ5MKonjWGFvDc6rPUmSyAn4zczMjMRLRxiOiaLoUUoiCucn/REQRRq0t7F8FGrY6wW9PfR9rYIu1+AeHR3VykNipb3jk0rJRCHBSnw0oRYJJNqb8pPzlUpkK/GRuGjVrhCRnBp9pxBgP6jeKo9fHrS19lPy8H3kZXnv0U9oWv1r9SYx+UOWZS/wdZLzoDYXYUm/gtTqQisHCaoGu1ant9TqttvtKkz4EXnXunXLC7O+LwHWGeCjdu7c6bZu3arVjcLC+r6cktBec+WVVx6v/XC/VaPkvXx+fv4a27dv12RaPLJTq9WSw6tHDuTbFhYWnjQ+Pq7JQUy0qtF/i0e31+s9f2lp6UMjIyP6nlb+mni1albdJfyf9l6/9leV+PS3EjA/ESmyoNDy2coe96tAnXe+v4QpJIr5vWE509qSWU6KKZ1pV8RLER45Bn+prRC/Ej9N/cqHAeXgycmRuMlZULmFAHe73XtMTk5qVaXndP8dzQ2aTGX7+2psT0xMSMSVSPNXSZKIqyJ6EpAoSZLCYfU5Bns84hWy3fsTBdvt9jmKCmlVlabpdbVPuWvXrt7ExMQLe73eG8NCZnp6+iF5nmsxEc5WL48/n2j6mizLigzz8hOSjfwK8+lKfOo/x6yzvHmev8JaK4dSfHTn98lKfNMKVpe++DGiV8vGir5odazFyQd1FM73X83Z+nsdv9F+u/IMlvM8wtnwQU5AqLNPahrNskyiXjxJkkiUu4uLizPhBrTDDz9cv9AlBy3PsuxPzj777Fu3Wi05wEoMfKnfCy72o8vzeemdWpBpLKlvKOqgiOG0VtVhJavFl3fC9TWF108NdlREIcsyOUyqnxYvikRpu0jvkZAXYWwJp19AycH8vHNOC61vR1F01qCsfc3bu3bt0qJ1/sMf/rAWbsXTbrfvGZJHy/bdsGNIfoWhBighQJXVhKTVkWLh8hKLxCc/QIpJURXxCQ9P7HQ6r/IwyitdiUWRxerDBMfnef6mKIoeoqMO3kPRBFlkqw56yteJKWM0pLv7bNStIb5fznrtf48Pm+vy+L8fVEaYVLQvGRIGtFegFaMSh/I8v3ur1fqUvGh1FoXVQ9al99rv6UNWYqVs1BVp7yWBETNdJzgwi1m3t3Q6nV+Gf6/GZD1/rsQna+1W5QH0XwM4zG+S+tWaohE651pkoivkowlMHrruXfX74TpO89qxsTElWsnZGrfWvkgOiepfPruqDEe/StKAlIBpQGkFqslY4R9lTys0eocQvvM21cquSMQqT6z+QozP79y588lyPjWQ/KpbERmVXxyhUoKJtfbBPmlOq04NXonoD8s28n2wyO71k0ZRx9KZb63a3mSMudSHcLWdoolFonCrJEkkRGqPhO7scINV2Y5Jksj5LS4O8JffvE59XHXx464YbtrD1Gpcx1d8opM+Uzgrpb3nl5T7uhdTtU2OjfqoJnmxlaevcous6MBIq9EzzjhD0TEl0xXOXOjTpQlQY1ZbFf9Q2nuTIEqQb+rDlGp3mDN01lpbYXIUisnUO3NyUos6+FvGlHCkUOCxpRW8xpRWyDrZ8Ev/4x0XhAzcPM8VDbmy0+mo7FWfQf3bOwohQ10h/w1/hhnXvj/LwSoclEFziFal3oaKJrxbq3GfQaxEQjlwijwWR+C07ytBWlxcfEop67s4H1tOfO1vrM/m1py84hhQ+Fx5nvWLIF0OU2Tfh3vHh7kCMo5jJTdqYXWsVs3atlMujr8drbhHQg6Wnwt8F7zqPK9W60Fv/OfELfQ1rcrlrJ6niINPHNTWiyI9d1pcXLzthRdeqKjZhjwbJsDhdqGlpaUzer3et0dHR2/vLyQoBNg5p70NVfxBi4uLt1kta9CvNDRRaI/uWTrC0N9SCak/x7t8lnQ1GrogIM/zXdu2bZN3t/z40PTuYVLMlXG3uLioi0BWvS+4PwPaG7Y4WuQzEp/rQ6vaB9HKrTgD7M9ES4CV2KHVhc569gtw8OQkXP+0mXeT7q1XeeHTfvn1ylcs7u17A2yoyVST3tUu+vdHVjSxvjJJEu0BK6qy4vavdrutbFAd2/hs6DP+rKr2CJUcpz1xZfI+x+/dae9l+V5Xn3WucP+Tx8bGnptlmfZji8f/KIKy8ZcvSpEIScT/+Mc/vnhyclLhOa0eXi9v3W9fSHiVpPdhZbiWIxR+haqkEe1NF3uACr3rpqowAfikEEUGVqyAvdA8wme5nrenM9/tdvvZURRp5TU1Ozu7zR8FLPqUT0pTcpr2RcWycICTJFEyZMiCLbKdd+/efY+LL75YIcPi0blh/0tcSgDUZK294estLS09e2RkRGFdrf4UtSkYhax3//7i6Fffed3zr7jiipds3bpV2zK6aKRwKL1NrrDWPs5vbTzP79slzjldMqIwZ7FXqfeV+0Coa+lWKN0P/oA9/SiM2rVaHxy2P/tsXPXhDwZHYNjvbuTnhhTgkHWv5EydhgjH7JSQqYQihfqfnOf5hQqlOueep+hPuZ6D5rny36uv93q9PIj2ntroF0EKDS+fP9fnV5uzB71rT1rgL7pRlFFbDKveg+7D0hoD4ca64PTdWBeX7N69+xtbt25V2FhRuhVXy67XhhsmwN6Tunxubm5Sq8BwFEahPL+RfxOf+fzQPd2MVVqZnF8+P7nehvZ/30/a8ow37ZaT6elpJZ3IGx3RPdCaRHV0SUkM5VBU6aKNIqQ7QIAVqikSc8rHCDaayTDv8x7uw9dy/nqY9672mXBByZ7uay4J8IpB5v9cg0YioIQbZboXl7noogkl9ZTFojSJX+2HRFZzwuI4Pk8r9CuvvHJbWC0PakspHPb2Xq/3du2R9x17kLcejnIsh6DVFxS+khOxtxvlSketCmclHEvy9Qnv7Bfgu+tyliiKdPQtXMYw8OKBcMvQ+Pi4hFjOa1hxF0UMYlS+enPAGCwyWsMk7y//UKRg0t/qdEZZ1Fazc/m9JQFWVGPFjXrr6Yerfdcfl1E0TtGZNf8i10bVyTsvEjLtsc4q5F5+tz8Hq/30e/avYH30RLk0r5bz1mq1FO7X9t4JWZbpkppNeXzk6rubedVjSU+WQ9MD+mERNfCJcXJWdRpCCXIaB+VLTX6eZZm2gTbs2TABXqVRunkl1rkoH0pS4tT1sixTmGPg48NC2qNcPjC+Ya0tvcgbZlMv2lZx09PT15qZmfldSJIaNImWwkDq+MVlC32TSm0EWE6FcqkG7Wdskp3CLT+rXlfoQ5FKDFxNgJUUOFq+xENbBEtLS7oV7GpRFHn5Codv5MX0pcjOiixWMfPnMRXaV5hVCVLae9ZRLPWFh4XzoMMKcK/Xu44SGsNeug+NK3yuieaBvV7v+vr7vglaK0xtBQz9i0nD2FuOp5KYBoV3+1cvSZJoHzzcRaD9v/6brnT0T0ldq9YxCHDZ1sPUcz2fabfbugTkx/1XlK7nnWv9rs85UZRRSUIf6hc1f0GFnFCdd11xr0Hogwovh6sqN3MbK7TNHzG92s2Ha237nj4/jJ74X/5S5EnZy0q6UuhZx+aU2byma1LXWvdNF2A1wDmnkN2kQgGDMujKlVb4odVq6Xqyz4cVwlobNcznfXZ3kWAzzOfX+5kwMaw2iSp5Y2xs7F3WWjkFK64bLAmM9h11Q5PCno142u32g5Q9vJcVcJF8E87blga4sryVaKGECu1vbWj4aC0G8Pc0S+Cu5liW72ZWjoCuUIyiSEJThG79Kksh+T3+IEK4ajHkF/jtAm37fKf0zoERqNJKYTnvYi3t24jPln6BSXv+2vO+dXkshDrq/Ppqv1Djw+VKnDmo7kvfG1/lCShkrEjPagKsRdD8/PxjBt04Vf7J0/31W+P7Yw7WNoVyP6Io0uU9K+5w71vkFHkWPutZzqruOljzL3XtzU79f7/pAixvPIoiZVXqILUud7hHOIK01spu5Of39w88DJMlvNqF+/7PNSErC3S/hNY2kvV63hUcl7CqG/Su0sS8Qtx8WE5nF3V5h8Jyxd3jVTyr1VF1Kd0n/ejwIwK+7sreLfahB2WCDmpH+XP9v6AUx7EuqXn5ICdwmJXC/uCmG6N0zCPPc52hHi8L7Z4YhrqFcabrFzcyWWZ/tH09ZYREPZ/V/V4lnZXfF5yx/j/v51ZOJF1PfYb57v6eg/dUJ39KQpd4KPdIp020CNJRsE3TSNVn015eFhwf/jhKNxCVr1UbxkgHy2fCj8Dv6cfHVwuL9yVYNFKAh8kb6F9dem7q40dv5oXqw/RR/4tOOtf8lvKVp6UJ8BM6WhOOmPSL5zBl9H+m/x3+ikDdhFTc51x+pqam7hZFkU4cXJxlWbgze1+KXfd3Vvu5wbUI8GaHDtfdyA1+QRzHOj+vfXwlver2wxUnJfbWn/w1iUoOHfh7wRtc3dq9rnT7lY5EKlFW+/kHrgDriIOuAfNHAXQBgc7AKgFg+ahO7axQcYVWGyRlAdaFC+Wft6u4ypte/DCRAyXv6AIE55x+HGJ54vHcdHPOt6oW4LWCSpJEIVhNiLp+b58eHZvxR7v2+R37VPA6v1T6VahXl4VEIUtl6Q7Kzi05MsVRmSq3G9bZ/H36emkFpwsotq1VgPep0IPoS6Xz6Tr/r22b4rjhAbsClm10aXeWZTcKxxP0M2Th104OItttWFP2IMC6/1XXEZ7ewL2tYkLd00DQrwONjY3dttfrfbf8s2b+OJNu2bnaucgNMxov2nAC/mcadYvcimMw/kahay0sLHx9tSOBq12YseGVrNkLgwDrSJnuqe+PYuxtBVyz5uz36vj7KPRDCrr1rMjMD/q1mZXZtBB0udKaIHVH7p7O0W5mIw+Ud0swlLG6ytGYcJdxo5JLfGhMRxXCDxQMbU7tMW3dulU3HV1Q5RnNoSvMBwsCfsvq2CuuuOKWH/3oR5WQtaYnSZIfpWmqnJPGPKVkxRXn5QOAPR27awykIRqqc8xLS0uL+0ur9osAD9FuPnLVhQe6wnC+/4YpPykFAR44wAA4mEDYT9zMs4aw31gC/vjUiK5T3Ng3H7xvK51/HnhsZk9zy8FLpf4tQ4Drb6OwKggCvKnn0g4QHENX01+dqbtxVxztGvoFfHC/E/ACfLULafZ7RQ6gAvcmwAdQUxpVVQT4ADF3uOqzadmd6zVPuIwCAV4vyf33fX8X+Ej/j6zsvxoceCWFmweZHw4s2yHAB4i9SgflK7tM4gBBtaKaXoCVhDXwBywOxDYd7HVe7Tz8wd7u9bRvmNMC63k/390cAgjw5nDd8LcywPYNaZIkukVrxa8T7dub+Nb+IuAFuPgFo/1V5oFeDvPDgWlBBPgAsVtTj1es1zwcv1gvwf3/fWy2dubMD2tnVodvIMB1sMKQdUgS/YRsqt+65RmSgP9Bea2mDqjLKIZs3kH5sXa7/YIoinQnOjZbg4WZH9YAqyYfRYBrYgiqAQEIQAACzSKAADfL3rQWAhCAAARqQgABrokhqAYEIAABCDSLAALcLHvTWghAAAIQqAkBBLgmhqAaEIAABCDQLAIIcLPsTWshAAEIQKAmBBDgmhiCakAAAhCAQLMIIMDNsjethQAEIACBmhBAgGtiCKoBAQhAAALNIoAAN8vetBYCEIAABGpCAAGuiSGoBgQgAAEINIsAAtwse9NaCEAAAhCoCQEEuCaGoBoQgAAEINAsAghws+xNayEAAQhAoCYEEOCaGIJqQAACEIBAswggwM2yN62FAAQgAIGaEECAa2IIqgEBCEAAAs0igAA3y960FgIQgAAEakIAAa6JIagGBCAAAQg0iwAC3Cx701oIQAACEKgJAQS4JoagGhCAAAQg0CwCCHCz7E1rIQABCECgJgQQ4JoYgmpAAAIQgECzCCDAzbI3rYUABCAAgZoQQIBrYgiqAQEIQAACzSKAADfL3rQWAhCAAARqQgABrokhqAYEIAABCDSLAALcLHvTWghAAAIQqAkBBLgmhqAaEIAABCDQLAIIcLPsTWshAAEIQKAmBBDgmhiCakAAAhCAQLMIIMDNsjethQAEIACBmhBAgGtiCKoBAQhAAALNIoAAN8vetBYCEIAABGpCAAGuiSGoBgQgAAEINIsAAtwse9NaCEAAAhCoCQEEuCaGoBoQgAAEINAsAghws+xNayEAAQhAoCYEEOCaGIJqQAACEIBAswggwM2yN62FAAQgAIGaEECAa2IIqgEBCEAAAs0igAA3y960FgIQgAAEakIAAa6JIagGBCAAAQg0iwAC3Cx701oIQAACEKgJAQS4JoagGhCAAAQg0CwCCHCz7E1rIQABCECgJgQQ4JoYgmpAAAIQgECzCCDAzbI3rYUABCAAgZoQQIBrYgiqAQEIQAACzSKAADfL3rQWAhCAAARqQgABrokhqAYEIAABCDSLAALcLHvTWghAAAIQqAkBBLgmhqAaEIAABCDQLAIIcLPsTWshAAEIQKAmBBDgmhiCakAAAhCAQLMIIMDNsjethQAEIACBmhBAgGtiCKoBAQhAAALNIoAAN8vetBYCEIAABGpCAAGuiSGoBgQgAAEINIsAAtwse9NaCEAAAhCoCQEEuCaGoBoQgAAEINAsAghws+xNayEAAQhAoCYEEOCaGIJqQAACEIBAswggwM2yN62FAAQgAIGaEECAa2IIqgEBCEAAAs0igAA3y960FgIQgAAEakIAAa6JIagGBCAAAQg0iwAC3Cx701oIQAACEKgJAQS4JoagGhCAAAQg0CwCCHCz7E1rIQABCECgJgQQ4JoYgmpAAAIQgECzCCDAzbI3rYUABCAAgZoQQIBrYgiqAQEIQAACzSKAADfL3rQWAhCAAARqQgABrokhqAYEIAABCDSLAALcLHvTWghAAAIQqAkBBLgmhqAaEIAABCDQLAIIcLPsTWshAAEIQKAmBBDgmhiCakAAAhCAQLMIIMDNsjethQAEIACBmhBAgGtiCKoBAQhAAALNIoAAN8vetBYCEIAABGpCAAGuiSGoBgQgAAEINIsAAtwse9NaCEAAAhCoCQEEuCaGoBoQgAAEINAsAghws+xNayEAAQhAoCYEEOCaGIJqQAACEIBAswggwM2yN62FAAQgAIGaEECAa2IIqgEBCEAAAs0igAA3y960FgIQgAAEakIAAa6JIagGBCAAAQg0iwAC3Cx701oIQAACEKgJAQS4JoagGhCAAAQg0CwCCHCz7E1rIQABCECgJgQQ4JoYgmpAAAIQgECzCCDAzbI3rYUABCAAgZoQQIBrYgiqAQEIQAACzSKAADfL3rQWAhCAAARqQgABrokhqAYEIAABCDSLAALcLHvTWghAAAIQqAkBBLgmhqAaEIAABCDQLAIIcLPsTWshAAEIQKAmBBDgmhiCakAAAhCAQLMIIMDNsjethQAEIACBmhBAgGtiCKoBAQhAAALNIoAAN8vetBYCEIAABGpCAAGuiSGoBgQgAAEINIsAAtwse9NaCEAAAhCoCQEEuCaGoBoQgAAEINAsAghws+xNayEAAQhAoCYEEOCaGIJqQAACEIBAswggwM2yN62FAAQgAIGaEECAa2IIqgEBCEAAAs0igAA3y960FgIQgAAEakIAAa6JIagGBCAAAQg0iwAC3Cx701oIQAACEKgJAQS4JoagGhCAAAQg0CwCCHCz7E1rIQABCECgJgQQ4JoYgmpAAAIQgECzCCDAzbI3rYUABCAAgZoQQIBrYgiqAQEIQAACzSKAADfL3rQWAhCAAARqQgABrokhqAYEIAABCDSLAALcLHvTWghAAAIQqAkBBLgmhqAaEIAABCDQLAIIcLPsTWshAAEIQKAmBBDgmhiCakAAAhCAQLMIIMDNsjethQAEIACBmhBAgGtiCKoBAQhAAALNIoAAN8vetBYCEIAABGpCAAGuiSGoBgQgAAEINIsAAtwse9NaCEAAAhCoCQEEuCaGoBoQgAAEINAsAghws+xNayEAAQhAoCYEEOCaGIJqQAACEIBAswggwM2yN62FAAQgAIGaEECAa2IIqgEBCEAAAs0igAA3y960FgIQgAAEakIAAa6JIagGBCAAAQg0iwAC3Cx701oIQAACEKgJAQS4JoagGhCAAAQg0CwCCHCz7E1rIQABCECgJgQQ4JoYgmpAAAIQgECzCCDAzbI3rYUABCAAgZoQQIBrYgiqAQEIQAACzSKAADfL3rQWAhCAAARqQgABrokhqAYEIAABCDSLAALcLHvTWghAAAIQqAkBBLgmhqAaEIAABCDQLAIIcLPsTWshAAEIQKAmBBDgmhiCakAAAhCAQLMIIMDNsjethQAEIACBmhBAgGtiCKoBAQhAAALNIoAAN8vetBYCEIAABGpCAAGuiSGoBgQgAAEINIsAAtwse9NaCEAAAhCoCQEEuCaGoBoQgAAEINAsAghws+xNayEAAQhAoCYEEOCaGIJqQAACEIBAswggwM2yN62FAAQgAIGaEECAa2IIqgEBCEAAAs0i8H8/5oIWUwYCxwAAAABJRU5ErkJggg==