Adobe Illustrator 24.1 (Macintosh)
2023-08-21T18:43:44-04:00
256
256
JPEG
/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAEAAwER AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE 1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp 0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo +DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9U4q7FXYq7FXYq7FXYq7 FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqsmmigheaZ1jhiUvJIxoqqoqSSegAxV4Umv+Yf LX556DI872nlL8wVuHTSGFI47qNSI5eDfYlnrC8lKHk5DVIrir1NfzE8rr5vk8oXl0LDXwqS2tpc lU+tRSA8Xt2BKvurDgaPsfhpvirJcVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVd irsVdirsVdirsVdirsVdirsVYt578oar5hs4103WZtNkjeNpbSiyWd2kbhzBcpT1AklODGNweJ3D DbFWAf8AOTOm6p/g/wAv+arK35a15Z1eyvFjhJk/vXEZjRuKs3Kf0gDxFfDFXp3lvR2gjn1O/hRd a1VlnvzsxQKKQW4YdVt0oopsW5PSrHFU6xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2 KuxV2KuxV2KuxV2KuxV2KuxV2KuxVjvmOfzBLq2labpf1qxjklFzcavHDb3FqUhrztLhJHWVPWU/ DIg2am/UYqyCSKORQsiK6hlYBgCOSEMp37hgCMVXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXY q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqgta1e10fS7nU7pJntrVfUmW3iknl41AJWKIM7ca1 NB0xVE21xFc28VxCS0MyLJGxBUlWFQeLAEbHocVVMVdirsVdirsVdirsVdirsVdirsVdirsVdirs VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqXaxoGmau9i96shk065S8s3imlhKzR9CfSZOSk EqytVSCQRiqY4q7FXYq7FXYq7FXYq7FXYq0rKyhlIZT0I3GKt4q7FXYq7FXYq7FXYq7FXYq7FXYq 7FXYq7FXYq7FXYq7FXYq7FUg86eYX0fSQLVI7nV7+RbXS9Oe4Fq9zM27RxSsrhXEYZlJFKjcgb4q j9A0+407R7WyuLy51CaFaNdXrRvcMCSQJHiWNGKA8eQXelTU74qmGKuxV2KuxV2KuxV2KuxV2Kvn 78vNY1mDzR+a+vWurtbeXNAv7kWekzMn6Pe4QStOzFhyirIitWJhUtU8sVel/lt+auk+d/LtnrH1 K40f643pQx3q8YpZQWUrbXG0c3xRsKCjbH4RirNsVdirsVdirsVdirsVdirsVdirsVeYf9DIflX/ AIy/wr9fl+t+v9U+u+kfqfr8uHD1a1+38PLjx96YqyCw/NfyRqll5gutGvJNU/wynPVre1gmMqGj kKiuqeox9Jvs+GKoW4/NvTI/JFt5vh0LW7u0upzbpp1vZhr4EFx6jQM60T939rl3GKonWPzN03SZ vL0VxpGrSN5kEX1Yw2nqC3eYoFjuiG/dOPU3G/Q+GKoyH8xfJ83nWfySl/XzNbIJZbD0pdkMSzcv V4el9hwftVxVOdP1fSdSWR9OvYL1YmKStbypKFcEgqxQmhqOmKovFULq2q6fpGmXWp6jOttYWcTT XM7mioiCrE4q8I/J/WtR/NX809U/MK9jePy95cRtP8sWbj4UluB+8l8PV9H7f+uo6KMVfQOKuxV2 KuxV2KuxV2KuxV2KuxV886r+W035efkj5uvtavv0nreoCe6eOMUtoL3UuFryhBCtJIvMBXfdd+AX k1VWX+Q/IM+q/lZ5f8r6/ZyWGg29nbNe6c9Yrq6uARO4kKnlBEs29ARIxpXgAVZV6hY2UFjZw2lv z9CBQkfqSPM/EdKySs7t9JxVXxV2KuxV2KuxV2KuxV2KsU1b8wLL9E61N5UjTzVrGiNHHcaPYzp6 nqysAFZ/iC0HInr9kjqKYql+oeXfPXmzTfLl3dazc+Tbm3P1jXNI08xTGaQFSkX1kHZV4moHJWDU I2xV4frH/OKumaN5y/Ter+bLHTfJ/wBbNz/pbiC54B/U9ENIRFX9nny9+PbFXrsv5/fkzp0r2mna mt7clmZrbSrSe45Maktyhj9M1Pfl3xVdF+fGk3Bb6p5S813aLQ+pDo8zKQeh6g74qtf/AJyA8t27 ldR8v+ZNMVSA0l3pM6KK778eZ6b9MVRmkfnl+TWsXaND5hsoL5BwH15WspUr1TldJF37A4qj7T8t vJsWi61H5TroR8yov1nVdIl4yEry4SQtV0Ujm26AdfHfFUFfH8yvJvlPSLXSbdvPt/bzumq3N1Kl ncvbuzFClSylk5KpJrsK032VfPX/ADlF+dEvmLUz5I0Cblo1jIBqU0RqLq7RqempH2o4WFP8pt+y nFX0h+TfkVfJP5daRoboFvhH9Y1Mjqbqf45QT34VEYPgoxVmuKuxV2KuxV2KuxV2KuxV2KuxVZNB DMoWaNZFVldVcBgHRgyMK91YAg9jiq/FWO6L5PXRdV9fT72WLSmW6ln0xvj9a9vbgTy3Us7lpGYf YRewJxVObrU9OtLi0trq5ihuL+Qw2UUjBWlkVGkZYwd2IRCdsVROKuxV2KuxV2Kpfr/mDRvL2kXO sazdpZabaLznuJDRQCaACm5LE0AG5OwxVjEN35w8y695c8weXNXtIPIEtqLy5haBmvLt5VYLGeVA iBWVgQQQw3DDFUHrPmT8q/yphe2t7SK11LVZWmi0bS4fVv7uWRiaiJPipWoUuQo6DwxVKUi/PTzv xkmlh/LvQJP90RBb3WJE/wApiBFByHh8anriq65/Jz8p/Kel33mnzFZXHmS406B7q91HWJH1Gd0i Xkx9KQiEnb+TFXpOiQ6KmmW8mjQwQ6dPGktsLZFjiaN15IyqoUUINcVR2KuxVLNa8r+Wtci9LWtK s9Sj/lu4I5qdtuatTFWAXP5AaBYTve+R9X1HyZfseRGnztLZu3/F1pMWR1/yQVGKvP8A8wfzR/NL yzbap5O8wXVhPNHZrdXXmnS2aG4isnb0+DW5BWO6uWpHFxIC8uVKDkFXkP8Azjv5Kl87fmpBdSxK mn6ODqNwApaJGiIW1iAY7gScfhY7qpxV9UWfmbUvy28sxN+Z/mGLUln1H6lp2rwWzofRkXlG13wB VWHFuRAoBTdjir0aOSOSNZI2DxuAyOpBUqRUEEdQcVXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUt1v y/pms27R3cfGf0Z4IL6Oi3MC3MfpymCWhaNmXuMVRdjZ2un2FvZ249O1tIkhhUknjHEoVQSd9lHU 4ql3l3zZofmC0t7jT7j4rqD63DazD0rg2xkaNJjC1JBG7IeLEUOKpxirsVQmq6vpWkWL3+q3cNjY xlVkubh1ijUuwRauxAFWYDFWK6fo3m7Wde8xx+b00288lXHpRaHpAjW49SNP3n1iZnHViRVSDuPh oBV1Ug8zfmJ5h17XLjyR+WEcUmo2h9LW/Msy8rHTB04IKETXHYINgevRuKrIPIX5U+W/KDSX689V 8y3dW1HzFfH1byd2+1R2r6aH+Ve3WvXFWaYqk/nPTv0n5P13TaV+vafd21PH1YHT2/mxVgH/ADjl rk8vkeDy9eyepdaRb2k9o5NS+nahCLm0J3O8dXgPgY8Ver4q7FXYqxD8z/zCtfJPl364sP13Wb2Q Weh6UlTJdXkm0aBRvxBNWPht1IxV8X/nHrN1BfyeWp7sX+sC4N/5v1JTUXGrOpX0Fpt6NjG3oxgb Al/bFXsH5L/kn5s0/wDL3T/OnlnWZNI85X3K7itZ/jsLqyanoW91FTo4X1Fcbry8aEKvXvJP5haT 52S+8r+ZdLXTfNNgANa8tXyrKjAEETQ8gUmhJowIrTb2JVRM1/5o8s+Ztf13zRrdiv5efV4pbMyr 6U9pPURmKqj40frUkksQFHXFWawTw3EMc8EiywSqHilQhkZGFVZWGxBHQ4qvxV2KuxV2KuxV2Kux V2KuxV2KuxV2KuxVjHm7yHY6/bXL2l3c6HrU/osmt6dI0NyGthIIRIVI9WNfWesb7GvY0IVeL6j+ dv5s/lVqselfmTpMeu6RIxWz8xWIELTIB12AiZwBvGwRu9SKEqvWPIv50flz52CR6Jq0Yv3FTpl1 +4ugfARv/eU7mMsPfFUvdNK/M3Vta0DzF5auF0PyvqMDWN5dNJCl3dRKWf8Ac0TlGob9rkrKwOKo Dz35n13zN5kP5Z+Rrg2cscat5r8wRDbTrVx8MEJqP9JlXpT7I6dyirPfKPlHQfKWg22h6HbC2sbY fN5HP2pZW/bd+5/hiqc4q7FXYq8L8on/AA3pXkzzMp422nXF35N8wV/YtRqEtvZyOSTQQXMSCvZZ D0GKvUfN3m250KfSLKy0x9V1HWriS2tLdZY4ErDbyXLl5JNh+7ham2+Ko3yl5it/MvlrTdft4Xt4 NTt0uYoZeJdVcVAPEkYqiNc1vTND0i71fVJ1ttPsYmmuZ36Kq/rJ6Adztir5i17z3fNpt9+dWvJ6 N3cCTS/yw0WXf0FeqyX7oagtxq3I7E7dCmKvCvy48o3vnnz/AKXoRZ5DqFzzv7gkswgUmS4kLH9r gGpXq2Kv0ctreC2t4ra3jWKCBFjhiUUVUQcVUDwAGKsN/Mr8t4vNUFtqWmXJ0nzho5Muha3Fs8b7 n0Zf54ZOjKa9fmCqgPI/muz/ADB8v6r5W836bHb+YtPBsfM+hSiqHkPhnh3NYpftIwOx6H7LFVMP Leo6lpPm+TyLB5bksvKmm6bBJomsRM0kDBfgeGVmHwPX7K1J+EsftDFWa4q7FXYq7FXYq7FXYq7F XYq7FXYq7FXYq7FUBr2gaLr+lT6TrVnFf6dcrxmtpl5KfAjurDqGG4O4xV8ZfnR/zjrceTtVFz5c vkvtMnV7iOwkkX6/bxx7u5jHxSwpXeVV+H9ugHLFUm8tf85BfnF5MgOntqDXtq8R+rRamv1kKrqV SWGYnmyilV+Mpt0xV7D/AM4/fnj+U+l6BHoupXEuka/dytc6tqeofFHe3kprJK1yteI8PU4gDuTv ir6Ptbq1u7eO5tZkuLeVQ0U0TB0ZT0KspIIxVVxVSuvrX1Wb6oEN1wb0BKSI/UoePMqCeNetMVeK +VPzR1rQr5W85315qJ1BXsbrT0s1eex160ar2UENnHVorqCVZIGYtyCcuW5xVOPIOn2/mzyp588v apZT6dHeazqCvZXYT6zAmoRRXkbsqPIquGuea0bY++KsTjufzG1HRvLutavf3Guz6DrdzY6xoena cDNbXFvZ3lt67SIzyvX1IzXYESBvDFWX+R/LP5vaR5I0CG01zTy0Gm2kf6H1XTJI2gKwrWFp7e4V uUf2CTGelcVedXWteZ/zv85p5Nu0trPyd5Ym9fzVe6bcSTW15JExCJHLJHA3FipCim3xPU0XFXi3 58fmNB5085lNL4x+WNDT9H6FbxjjH6MdFaVV6D1Cu2w+AKO2KvZv+cMvIgisdV873Uf7y5J07TCR /upCHuHHsz8VB/yWxV9OYq7FXlv5weW9T0y6tfzO8rRcvMPl5P8AcnaLUDUNLBrPA9OrIPjQ9qdz xxVPvMMMv5iflwk3lLXJtIl1SKG70zVbdmRlIYPwkCENQ0KOtdj8sVT/AMt65p+q2DfVdTt9VnsH +paldWtBH9biVfWHEM/Ddq8eRpWlcVTXFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq888lP5H86+ bb38wNMhun1HSWuPLsdxcn/R2WGQO0tslW2bnsw47EgiuKvHr/8ALSfz1rvnPVPKmm2UnlbTb/6l a6BOGihvbuJAL+e0nVh9Ul9TiEeMcH25giuKvItX/J+6vGvZPJ5nvLrTyw1TyteqItasuPWsIoLq PfaSEb91GKsd8o/mJ578kXjNoGq3GnMrn17MnlCzDYiS3kDRk9t1qMVfQnkT/nM61k9O1876SYG2 B1PTasnhWS3c8l8SUc+y4q9Wn/Ne182Nb6N+WV5b6nql5EJ7rVHVjbabaluBmmjbgzTE7RQbEndq KN1UJL+Q9udTtr6LzHqCySywXevzy8Zrm+u7OQS2s6SvVbVo/iT90n92eAp3VT3yyfq35p+dbM/D 9bg0nUkH83OKW0c/R9TUYqog/wCGvzZ4/Y0rzvblh/Kmraegr7D6xafeYsVYX/zkJ+Z+qQy235Z+ TOVx5v8AMPGGdoT8VtbzbU5fsPItTX9hKttVTirD/wA17zS/yY/J+z/LzQZQfMPmBGbVb1NnaNgF uZvb1KejGD+wD3FcVfMGlaZe6rqdppljGZr2+mjt7aIdWklYIg+knFX6BfkveaTB5OtfKtvbPpur eWYo7LWNJnp60U5BZpqr8Lx3DcpEkX4Wr8wFWfYq7FXEAggioOxB6UxV5L+WSN5K/MPzB+W7/DpF 0Dr/AJVB2VLed+N1bL2/dS7qo3pU4qnNne+UPJn5kxeWLDSZrS887fWdVm1AOTayXUALSIEZ24OV qzcVA3XrXZV6DirsVdirsVdirsVdirsVdirsVdirsVdiqT+cdU1fSvK2qaho1i2pavbW8j2Fiqs/ qz0pGpVSrFeRHIA1pirFvM/mi68pfkzfeZLmxh0rWBpyzy2dsgSOPUrtVQLx6mlxKK13xVNvyq8p f4S/L3Q9CZeNzbWyve+Jupv3s9T3/eOw+WKoT8xPyp0PziIb5ZpdH8z2O+l+YbI8LqFhuqsQV9SO vVSfGhFcVeDectH0O+1RfLn506emg+Y5QU0j8xtNQJaXvGgU3agBC3TlyAoP99jcqvKfzJ/Irzv5 GU300S6r5eejW+uWNZICjboZQKtFUEdfh8GOKsD07U9R0y8jvdNuprK8hNYrm3dopFP+S6EMMVe3 eQ/+cu/Puiela+Y4Y/MVgtFMr0gvFUbbSoCj0/y0qf5sVeweRfzr8g+bvzYg1CwvfqLX2hNZz21+ FgkFxbXaywxBiTHIWW4lKhHP2TsMVTz/AJyS82aP5b8hw3k8/p69Fe2915bVQGf65ayLJz4kj92I yyyH+VqdSMVYj+Q3kw+X9E1X84vP8zHWtTilvRPcU5QWbDm0tO0k4+yo6JxUdSMVfL/5j+edR88e ctR8x3tV+tSUtbcmoht0+GKIf6q9adWqe+KvVf8AnELyINZ89XHma6j5WXl6OsBI2a8uAUj9jwj5 t7Hjir2/85vMEXl7zboGp6VJDpnmRIJml1XUXWHTJdMV1We2uW5CaZ1kkR4o4VZw2/QnFV/5Y/4w 1PzLb+ZY7zUb/QL+1l/SOo6ky21rds4R7STS9NUu8EUdD8UlC6sa8jir17FXYq8q/PVToknlX8wo Rxbytqka6hIP+rbqBFtcg/8ABLT54q8s/wCcw/MfnrTPMGhxadeXdj5dks+aTWrvCsl56r+oryRk cisaxMqn5jFXsX/OPep+bNT/ACq0i880NNJqD+qIp7mvry26yEQvIW+Ikr0Y/aFDvWuKvRsVdirs VdirsVdirsVdirsVdirsVdirF/zD0nzfqulWVr5V1OPSb4X9vLdXMjMpNpGSZ0j4pLydhSgIp7jF WLfnmv6Sl8keV+seteYrVrxBvytLMNcTLT/Yrir1HFXYqlnmTyzoPmXSJ9H12yjv9OuBSSCUd+zK woyMOzKQR2xV83w6h59/J7XtestCiuPN35ZaNNFDqdlcUeWy+swi4KxsKmiJIC548N/iCk8sVVNU /Jf8pvze0iTzJ+Wd9Fo2r05XelleMKytvwntxVrc9QGjqhpsD1xV87edvy983+StSOn+Y9Oks5CT 6M9OUEwH7UUo+B/oNR3pirHcVZx5f8kfm35yhsbrTtK1HWrCwpHYSXHJrVERuRijedlj416qpxV6 l/zkl+d2pa5ott5Ni0TUPLjiQS65a6hGsbOI6GCOIozB4uXx8qCpC02xV864q+1PyPg82+TPy8st I0/yHqVxfzs95qN1dT2FlE88v2ePOd5uKxoibx170xVmt2PzR1e4triTyt5ds5bJzJZT6jezX00L kFfUiWK0jCMRSvGQfPFUv8u+Q/zJ8vaI1gvnDTtK0mCW4uIooNNMot4ppXmMazXNxxEcXMheSbDF Ugn1S91eaS00HzV5l87XyM0cjaN9Q03S42HaXUEto4x3/u5Hb2rTFV9h/wA4+6nrVwl5518w37Qj caNZ6jfXCkbUE91dSMZPf0ooxirNvOPkXRY/yj1vylpFottYLpt0ljbKWcLKFaZDVyzMfW+Ikmpx VC+V3uvOn5G6cIrw2eoanoaQrqKkhobsQel6wIIYcJl5bGvvirJ/JUMsHlHSLabU01me1tYrefVY n9RbiSBRG8nOr8iWU8iTWvXFU6xV2KuxV2KuxV2KuxV2KuxV2KuxV2KsF/MTTPKeoeZfJI1rVHsd RtdTN1olqqlhdTxKKxsQrcaVBrUYqlPnspP+eP5ZWzV428et3RUgFWY2iRp9K7nFXqGKuxVjvmD8 wfKnl/UU07VLqWO8eEXPpw2t1chYmZkV5Ht4pUjDMjBeZFSNsVYf+UPnHytqF1r9lHfo+r6vrep3 yWbo6SPbRyCCJ+Lquxt4YzvuBirFfzH/AOcfdT07V287flLcnQ/MUJMk2lQkR28/dhED+7Xl3jYe m3t3VWeR/wA9vKXniGXyN+aWmQaZrnP6tPbXsfG0nmU8aD1N4Jg3QMev2WrtirBPM/5Hfl7of5ya dp9lJNdaBHb/AKU1XSHcSFAbuO0gtllrz4STzorc/iVankeyr62t7e3toI7e3iSG3hUJFDGoRERR RVVRQAAdAMVecf8AOQXkGx82fl1qcphVtV0iCS90+anxH0V5yQk/yyopHs3Fu2KvhzyVeeX9P846 ReeYYpJ9FtLuOW+hiUF3jjblx4sVqCR8Qr0xV+gp/NL8vB5dt/MR1+zGk3f+803qDnI/eNIh+9aQ d4wvIeGKpWfOPnzzD8HlHy+dOsm6a55iD2yEfzQ2Cf6VJXt6npDFXmg1TyXe+fIF85+ZZ/OWlrYX ErxT20y2EWoW90kQWPT7dPTYFC9PUEn2SeXTFXt3lLzF5a1zS2l8vPWxs5DaND6EtoYXRFf0zBMk Tp8DqR8PQgjbFU6xVp0SRGRwGRwVZT0IOxGKvL/+ccBHN+S+kWUpMq2739pIT8PJVvZwOn+QRiqd fkxpXl3SPy50vS/LurDW9ItGuFg1EKE5l7iSSQUH8sjsMVZvirsVdirsVdirsVdirsVdirsVdirs VYN+YWpeULDzJ5LbXNMkvtQudTNrod1GSBa3MygF3+NKggDsfliqUeeFWH89fyznYmlxBrluu2wZ LVJBU/5Qr92KvUMVdirEvNXknQ77U38x3er3+iyR2qWt3cWd4bKN4IZHkj9VxuODTPQ8h137Yq8r 8g6jz1a71DQrHXPOus6fqGpW2kajdajO+kJYyzUib65dySxE+kFU+irsaVIrTFXon+CfOnmEcvOP mJrezf7Wg+Xy9nB/qy3pP1uUEdeJjHtirE/zh/Ir8qZvIV7eizi8vSaHay3EGpWcah6IpcpMtR6/ NunJuVTs2+6r5L/LbXpNK1e9ginFpNqtm1nbXTFVWO5SaK7tSzNsqtc2sasxoFBqdhir7k/LH82f L/njTxGrCw8yWo4atoM/wXMEybSURqMychsw+mh2xVEfnB5ki8uflp5h1RwxZbOSCHipaktyPRjZ qA/CrSAmvbFXgX/OOuq/kjq/la68o+Y7SyXXtSuJnkF/BFH60cjD0ore6G9UoOK8lYN9kd8VVdf/ ACY87/k95mPnj8uo113SIQfrOmXEQmuoYW3ddhydBT+8jo47gipKr2v8qvzo8o/mLp/PTpfqusQq GvdHmYetH4sh29SOv7S/SAcVY+vkOwt/zMj8u6Vq+tadpK6Rc6nc2ltqt6saXFxfIsRjjLtGimk+ wHfFXonlbyrZeXLS6gtri5vJb25a8vLu8cSzyzMiRcnZVQGkcSKNugxVOsVcSACSaAbknpTFXlv/ ADjg0UX5M6VfPySK4l1C6YOKFUN7NTYV/ZUHFU8/Jm58mXf5d6bd+TNPuNM8u3DXDWlndsXmUrcS JKWLS3B+KRGI+M4qzbFXYq7FXYq7FXYq7FXYq7FXYq7FXYqw/wDNHzBr3l/y9b6rounQajNDe263 UdwCRHbOxWWVTyjCstRRmagxVjH5xXtpFefl55utJo7izsfMMEEl1EyvGLbUEeCSQOtRQEDocVZ3 5t88eUvKFgL7zJqkGmwPX0hK37yQrTkIol5SSEchXippirymX/nI238wytb+UjDYWnIodW1CG4vZ jvSsGm6essrHf4fWeP5YqutItB1C4jvtd0PzZ5+v1YPC+oac1rYIxp8VvY3TWVqo+LZmVm/ysVZM 35leb49ZsfL9r5Fksru9t5J9Oi1LULW1jeK2MayBTai9AZBKp4fap2xVMY5fzpu1V0Xy1p0b0IPO +1EgGn8osQe/Q4q8K/5ym8yed9G0ex8rar5mg1JtaBuL2wtLFbNEggdTGWZpriUh5VNPiA+E4q+Y 8VfSnl/8n/OFp+UkXnXU9YtIbqysZtQtLDUrCOWaKCKMtbIl+XjuISyqOK14ryG21MVeJebPzE89 +a7S0h8w6rc3tjbEi0hkY+kGUUJ/y3AanJiWoeuKsYxV7B+Vv/OTPnjyYIdP1Fjr2gJRRaXLn14k /wCKJzyYADorVXsKYq9ZufLH5a/m1MPN35XayPLP5gWv794B/o0jSDqbiFK9a0M0XIGvxcsVRn5Y /mdqOk/mLqmmfmyh0bzfqVvZWVhdyIsdlNDaGXjwlUlAZZJmaq/ATsKGi4q+hcVdirHfzG1pdE8g +YtWLcWs9OuZIie8giYRj6XIGKse8jW2peVfyK0sWFk17qtjoYuYNOVSxlu5ITOIaJueUr8TTFWU +Spry48paRc3unJpF5c2sU9xpkaGJbeSVRI0XAgFSpajA71xVOsVdirsVdirsVdirsVdirsVdirs Vdirw7/nLDyb518zeT9MXy3bzX8FldPLqOm21WlkDJSKQRjeT0zyFBU/F060VYN+U/5W+cLr8hfO ulapDLavfuLnRLCQ8Zo7qxAlrw+1E0kkaJQ0bbceKr33yLqmj+evJHl7zLd2lvdzXFqsnKWNJDFc bJcKhYHjSWMjbwxVliIkaBEUIiiiqooAPYDFW8VfOvmO980+fb6WCWxm1PW9CmvAnlqzSTTbOzZR JAPr+psfWnNzEfhht2QOrDlQb4q9M/JGCxtPy3sfq2ofWrbnPK0bRfVlsnaRmmshEzSPGtvJyXi7 kjxpTFXxR+cnnlvO35i6vriOWsTL9X0wHtawfBEQO3OhcjxY4qnn/OPH5Xnz557hF5EW0DSON3qr EfC9D+6t/wDnqw3/AMkNir1L/nI/8wdQ8263L+XXlgSy6PoqNe+a7m1T1KJa0eQEAqClsN2Fd5KL 1XFXveh/l15Dg8j2HleLTbbUPL0UKmFLhEmWUuORnJIoXkJ5ch47Yq+ex/zirpHmaDzBNoOpNpOp aZrN/Yx2k6+tatDHL6lutRSWMiCVAWq/Tpirxzz1+S/5jeSS8mt6TIbBDQana/v7UjxMifYr2EgU +2KsPsL++0+8ivbC4ltLyBg8FzA7RyIw7q6kMD8sVe26H/zkFpHmfR08rfnBpY1vTNhba9bqEvrZ jt6hC8eRA6slCQPiD1xV6d5S87eY/wAu9Nhu01E+fvylYhbfXbU+pf6UnZLmP7RjToQen+TshVe9 aHruj69pdvquj3cV9p10vKC5hbkrDuPEEHYg7g7HFXnP5+yNqum+X/IUBJuPOGqQW9wqmjCwtWFz dyCm/wAIRcVZT+YmnecL7y7HpvkzUYNI1eSeAi5kIBS1idTN6S8JAWpQUK0ptirK8VdirsVdirsV dirsVdirsVdirsVdirsVdirzzyTD5H8k+a77yFpt1dDUtXe48xR2Vyv7hEmcI0Vq/FAVXh9mrHYk nriqUfltJ/gz8xvMf5dTj09Ov3fzB5VJ+yYLg0urZf8AjDKKqvXjU4q9axV2KuxV8/f85IzzeQtE 1DW/LmoCwl84F9O1fSCKxzvJCQ19AAR6U6xrwkYbNUV+IA4q+OYIJp5o4IEaWaVgkUaAszMxoqqB 1JOKvre8mP5HflJpvlbRoxcfmR5qYBUhAklFzNxRnAFaiEMIoh0Z96faxV6L+Sn5P2PkTyhJa6gi Xev6wvqa/ct8YYsD/o4J6xoGI/yiSe9AqmP5UTTWFjqXku7YtdeUrn6nbsxJMmmyj1dPkqev7k+k f8pDiqA03zDp3lTX/wAzLvUWdNMsbiz1mb0kaVwlzp8UTkKnJjV7Q+w70G+KuX857HU7Q6foek3N 35xleSFfLM4VJbcKRxnvpFLxw27I6Pz5HkDRanFWMXn/ADin5K1nSJJdblePzVeSPc3uq6cBbwLL JQ+lDa09IQp0Hw8z1LVOKvD/AD5/zih+Y/l31LnRlTzLpy1PK0HC6C/5VsxJPyjZ8Vea+XPNfnHy PrTz6TdXGlX8R4XVswIV6dY54JBxcf5Lrir1TyF+c1pY6sdT0IweVdbuWDanokjFfL2ptXcrUk6d OR9lt4/EqtQVXtX5Za8PPv5tat5o1OE6bPoOnw6do+g3Do1xGLgCW6u+KmjI7Hgki7MhxVlVlaeT fOv5kR+ZbLUri61DyM1zpT2XClpHczqVldWZBycLVW4seg2HdV6FirsVdirsVdirsVdirsVdirsV dirsVdirsVYl+Y/6V07Q5/M3lvQbXWvNelxEaek0Zab0pGHrpCyD1CSorwVhy/DFUl/NPyrrPmPy zpfmbQrdrLzr5dZNV0i3l4mTmUBuLGXgWDeonwEA0LAb0xVkvkDzvpXnXyvaa9p3wCYend2rH95b 3KUEsEg2IZG9txQ9DirIsVdir4d/5ys89/4j/MqTSbaTlp3ltDZIAfhN0TyuW+YYCM/6mKqv/OOf lXSLBtS/NPzUPS8ueVVLWfIV9e/IHAID9po+Q4j+dl32OKvTvy88vfmdrXmdvzm1LQrPVbnU0ZdE 0e5vHtJ7OzO0TwcoZYvijJA5Faglv28VZr5y89+fJn0PSodK1TybdX+otDcaow0u9haJLG5n9GNu d2ObPEp3iGyncdMVSHy1531yTWPIvnLUdE1C1t9X0y10XzJrd2tpHbXMt0EeyuIo4JmcKbpnozRq AknQbYqyLzN5av8AV/zcvdJg1mbSdN1vy9A+qxW0cLzXSWd1NEyLJKJPSHC8AYhK77EYqlPkvQ/N Xlrz1a6ZYaffTR2cjaVq+oTxlbK70SJGm0y6+snir3dqJPq3FAxIB5cdjir2zFXYqxrzl+W3kfzl bmHzHpEF84XjHcleFwg6gJOnGRRXtypir5T/ADZ/5xvsdD81aPoPkrUZtT1fXGd4dEuAnqQW8YJa 4e4BRRGCOI5IOh3OKvPb2D80Py41O1i1S2vdIubJy2nyyVAjatXNrOvJCrb8lVijftA4q+jP+cf/ APnILybqSHy/rFnaeXNevZzO09uiwWd9cyBVaQgfDHO/EVB2Y9DU8cVfQ+KuxV2KuxV2KuxV2Kux V2KuxV2KuxV2KuxV2KvOZJbD8tdX1rzB5l80XEmgeZdQt10+xu1klWzuZQQ9JqvxiNOhCqiqMVSX zdpWrfl15ouPzE8r2zXvlnVKP500S3HJgBv+krZAQOag/vB3G56llVepaFruk69pNrq+kXSXmnXi CS3uIzVWU/iCDsQdwdjiqTfmb5zg8meRdX8xSlfVs4G+qRtT47mT4IE+mRhX2qcVfnpoGia35v8A NNppVnyudW1i54h3JNXkJZ5HPgoq7Hwrir6m8reS9N87azp3lPSxz/Kr8v5AlzNSi6xrC1MrGmzR qzEtTbc02YUVfRaqqqFUBVUUVRsABirF/O/lbWdZuNFv9IvLW2vdFuZbmOG/t3ubeX17aS1YOscs Djik7Eb9e2KoeL8u4W/KyLyHfXZuli01NOF+FKEPEgWGZF5MVMTKrL8W1BirEvLfmW61bzT5A1S+ Ai1h7XWvL+uw1+zfWvoSyrSooC9k7rt9kjFXr2KuxV2KsU/MX8w9L8laOlxNG17q9831fRNGg+K4 vLltljRRU8akcmpt8yAVWOeRvLX+ENP1j8w/zAvIv8UanH9Y1m8anpWNsoBSyt6FvgSgHw15tT7W 1VUdpflqHzZ5im843Gs/pryXq+mQQ6V5eeIiz4MebyzxS1Ej13UsgIqR2GKsH89/84h+Qtb9S58t zSeXb5qn0krcWjHrvE7B0r/kPQfy4qhfKPmP84/ypCaT+YGnTeYvJ0VEg8x6fyu5bRBsPVUATNEv +WoI/ZLUC4q9403VtM1O2S50+6iuoJEjlV4mDDhMgljJp05xuGFexxVFYq7FXYq7FXYq7FXYq7FX Yq7FXYq7FXYqg9X0bSdZ0+TTtWs4b+wm4mW1uEWSNijBlqrVGzAHFWLadq/nDSNf8yP5uOm2vkm2 EU2i6ssgg9ON/wB2beZHJFVpUuSNztUGiKsV1XyX5o/L/VLjzT+WkI1HQb1vrGt+SuVI3J3a401t xHJTf0wKN2r8KhV4n/zkz+dukeddO0TRNAeZLOLle6tBcRtDLHdAmJLeVD+3EOZahK/EKHFUu/JT yZq8sCW2kfufNXmuF4ob2lTpWhK3C7v/AGluXHow9DQE1owOKvsjyv5Z0byxoNnoWjQC30+xjEcK ftHuzuduTufiY9ziqaYq7FXYq8N8+pL5V/OTytcRqV0rzNrNvdI42WPURbSabcJsQB9YguYW36mM 4q9yxV2KvP8Az3+bun6HqC+W/L1q/mTzvcAi20S0IIi2/vLuT7MMa1BNTX5D4gqhPJ/kEaDeXHn7 8w9VgvvNsqcZb6VxFYabC/w/V7QSEKi/FxLndq+7clU0a080+ZPNGvaL5l0Wwf8ALz6vFFZCY+tN eTkiQy8QaIi9KEAhgCp64qzSCCG3hjggjWKCJQkUSAKioooqqo2AA6DFV+KuxVIf8G6ZHrkOrWcs 9k4uZr2+treQpFeXE0C24e6G7P6ca/AtQoO9NhiqYatrmlaQlq+o3AgF7cxWVqCGYyXFw3GONVUM SSfuFSdgcVRkckciB42DoejKQQe3UYquxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kpfr+gaN5g0i50fW bSO9027XhPbyiqkVqCO4ZSKqw3B3GKsM1G48x+QrjRbLR9LtG/LTTLB01S7kuGW7sltkZzMeZo6c EAoKlmJrx2xV8T3V7ffmB+Y93qdzBJPLq96ZjZwkeq4d+MNrEaH4mHGNTTb7R2BxV9P+UF/MD8qD fT6/5QXW7HUnSa61ny6xnnt4o4wkVq1pLxf0LZBwThRVUdycVeleV/zi/LTzMRHpevWwuyeJsblv qtyGGxX0Z/TckHrxBxVmWKuxV2Ksd87+VdD8wafZ/paY2iaRfW2q2t6GVDDNaSB1bm+wDCqn2OKs d1z8+/y50+6/R+nXknmTWG2i0vQomv5nPSgaL90Nz3fFUnaz/O3z8St7Iv5d+WpPtW9u63Oszoex lH7u3r7fGvcHFWS+UtD/AC38iXKeVtCa1h8wX0b3LW8syvqF36Y5NJM7VkNdzvt14jriqX2XlnVf zH8t8PzQ8vw6fHFqIvNN0mC5d2WKJeMYuihCuTyaorQg9FxV6LFFHFGkUSLHFGoVEUAKqgUAAGwA GKrsVdirsVdiqyaCGYASoG4nkhPVWoRyU9Qd+oxVCaHomlaFpNrpGk262unWaCO2gUswVRv9pizM STUkmpO5xVAaT5x0vUL86c6TWOoPLdpa2l0npyzw2MoiluY03b0S7DizU5dtsVQ3nf8AMHQPJUVh eeYGa20q+uPqh1AAMkM7KXjWRAfU4uqP8SqaU3oN8VZBZX1lf2sd3Y3Ed1azDlFcQuskbCtKqykg 4qrYq7FXYq7FXYq7FXYq7FXYq7FXgv8Azl758OjeRrfyzaycb3zDJScA7rZ25Dye45ycF9xyxVjn 5AfkDqkPk6580XV5JovmfWIOOgXQjEkljA//AB8emxUepMlVG9VQ9asaKvX7/wAxeffKOi+Xbe+0 i586X07GDXNS01Y4miYsOEv1cAclIYg0oBxqSO6qzzLD+S3mnzc/k/X7XTr/AM0iMObWaArdcDH6 o4XAVT/d/FRX6YqlVt+Qvk2MMfKnmPXdAjiYp6Ok6rIYUKmnBkl9fZSN1JxVERflP53t3rbfmbrY QKFVZ47Wc026l03O3WlcVaP5PeabgsNQ/MvzE8bNyItHgtG3rUBkjanXanTFUk81flL+UvlnRr7z B5rk1LzTNplu94IdW1Ga5mkKV+zGGiRix2qVpirDfyg/5yR0afUbnQbLyNFppa2nuNNstBRWlne1 iaYwtGEi5u0aNRupIpQk4q9bvh+ZPnXydpk+mTSfl/qVxcMdTguI47y5S1UuE9OvEK70RqEKRUiu 3xKsog8n+W4vMLeZW063bzHLCkE2q+mPWKIpX4Sa8Kg0NNyKA1AGKpzirsVdirsVdirsVdirsVQd 8+m2Ik1a6jVWgiKSXQjLyLCWBYVRWfhX4m7DqemKvmTz35tl/Mbz5d69p9iNc/Lz8s4jf3Vv6ogS 9nX4nKsyurgcK8SKFEb+cVVeq6XpfnvUNe8r+ZYUPl59WNxeeadMhHOD6mET6rBOrji15uoaUKr0 5D7KAYq9SxV2KuxV2KuxV2KuxV2KuxV2KvmrQvKI/OX859T86aqnreRvLsw0/SY2+KO8e1JoF7NE ZGaVvHkF8cVfSoAAoNgOgxV2KoZ9L02S+j1B7SF7+FSsV20aGZFYUIWQjkAR4HFWNad+VPkjSovM KaRZPp0vmiJodXuIJ5jK3JZF5xtI0npv++Y1QDffFUI35S6YPJA8oQ67rdvaLP8AWF1GK9pfg1rw E7I3wf5PHFVbVvys0nVIfLcdzq2rK3llI0tpY7sq1yYhGFe8+HjK59Lc0FeTeOKqmr/lJ+Xusa/e +YNT0lbrV7+3azurl5ZvigeH0CgjDiMfu9qha964qkP5d/8AOPH5e+Q9fk17SRd3WolXS2e9lSQW 6yVD+iEji3KnjVuRp33OKvTcVdirsVdirsVdirsVdirsVdirsVYrrvkO3uYL59CnXRb/AFBvUu2S FJrW5lFCHubV6I7HiOTqVcgULEbYq3+XvlzzNo+lzy+atW/TPmK+maS8u0+CBY1JWCKCILGqIqbm i7sWJJxVlOKuxV2KuxV2KuxV2KuxV2KsY896jqKWUGj6WRHqesl7e2nmt7mW1HEAyRzTW29uzxlv TkbuOhpiqb+X/L+keXtGtNF0e3W102yjEVvAtTQDckk7lidyTuTviqYYq7FXYq7FXYq7FXYq7FXY q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqoahf2enWNxf3sqwWdpG81xM/2 UjjUszH5AYq3ZXtnfWcN7ZTpc2lwiy29xEweN0YVVlZaggjFVbFXYq7FXYq7FXYq7FXYq7FXYq7F XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYql2u6O2rWS2yX93prpKky3Nk6pJWM 14NzWRGRujKykEYqj4oo4o0iiRY4o1CoigBVUCgAA2AAxVdirsVdirsVdirsVdirsVdirsVdirsV dirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqG1S8lstOubuG0mv5YI2kSzt+HrSlRXhH6 jRpyParDFUB5SGs/oK2k1e7a8upx6yyS2ws51il+NI54VZ1WWMHi9Kb9sVTjFXYq7FXYq7FXYq7F XYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWE/nD5+vPI/kXUNc062iv dTt0Vre1mJ48WljieZ0Uq7RxmZeXEjqBUVxVrSfPS2/lzTvMeqarY6h5avkj9TXbdDaR27yHirTo 8syiMyH02PIFGoGFOTKqzSCeGeGOeFxJDKoeORTVWVhUEHwIxVfirsVdirsVdirsVdirsVdirsVd irsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirz7W/LGp2nnu583ajcfpfy7eae2jXe iC3ZvqtrIUczBVaT6xylVvVHAHgw68N1XlnknynpmmfmtqP5f6Dep5i/LPWbUanf2McouIbCeGYP HG8ilh8TwqnGtWRhyrxrir6UxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV 2KuxV2Kv/9k=
21.166667
21.166667
Centimeters
1
False
False
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
RGB Red
RGB
PROCESS
255
0
0
RGB Yellow
RGB
PROCESS
255
255
0
RGB Green
RGB
PROCESS
0
255
0
RGB Cyan
RGB
PROCESS
0
255
255
RGB Blue
RGB
PROCESS
0
0
255
RGB Magenta
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
030 (651)
PROCESS
100.000000
RGB
149
10
22
PANTONE 185 CV
SPOT
100.000000
CMYK
0.000000
90.979999
76.080000
0.000000
PANTONE 2935 CV
SPOT
100.000000
CMYK
100.000000
47.060001
0.000000
0.000000
PANTONE Cool Gray 1 CVC
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
6.000000
PANTONE 298 C
SPOT
100.000000
LAB
68.627449
-22
-35
PANTONE 108 C
SPOT
100.000000
LAB
88.627449
1
95
PANTONE 487 C
SPOT
100.000000
LAB
75.294121
26
21
PANTONE 485 C
SPOT
100.000000
LAB
49.803921
69
55
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
204
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
153
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
R=241 G=241 B=242
GRAY
PROCESS
12
image/svg+xml