This is more a feature request than a bug report, and somewhat overlaps with the following other issues:
- viewtopic.php?f=23&t=92636
- viewtopic.php?f=71&t=99519
The easiest way to see the issue is with an inserter picking up from the far lane of a blue belt set to enable when not holding anything.

An inserter will only ever pick up one item off a belt each tick, but depending on item position, belt speed and inserter rotation, there are times when an inserter will pickup items in consecutive ticks and not have time to react to the signal from the previous pickup.
The main practical consequence of this is that attempts to 'count and limit number of items picked up by an inserter' can't work perfectly. In the screenshot below, the inserter has stack-size 3, and a 'limit' of 7, but picks up 2 items on the 3rd swing, with the combinator counting up to 8.

Editor consecutive ticks. Note that it picks up the second item in the same tick it becomes disabled. With the disable condition being satisfied in the previous tick.


Note that the stack-size limit here is not important, and a consecutive tick pickup can happen under any circumstance when the inserter swings back to find multiple items on the belt in its pickup window.
A graph of the circuit network signal for the red wire in this setup is below. A single lane of a yellow belt has an 8 tick spacing between items.

I have been unable to find a viable workaround to allow for perfect counting off a belt, other than setting stack size to 1 and ruining throughput.
The stack-size related issue indicates that the enable/disable status is 'snapshot' and propagated to the following tick, but the stack-size is not. Presumably there are reasons for this, so it won't get changed, but I can't think of any builds which are made possible by the current behaviour.
Blueprint string for experimentation:
0eNrtnd2OHEeypF/loK/JQcaPx4+wZ6/2Zq/38kAQKLIlNZZsCt3NwWgHeoB9j32yfZKtpsRibXlZhTmpo5EBOcAMRlIr2eluEWn5lVfYP2++f/vh9ueHu/unm2/+eXP3+v394803//HPm8e7H+9fvX3+e0+//Hx7883N3dPtu5sXN/ev3j3/1Zvb13dvbh9evn7/7vu7+1dP7x9ufn1xc3f/5vYfN9+kX18sL/D47tXbty/fvnr388m/mH/99sXN7f3T3dPd7W+/xse/+OW7+w/vvr99OFz587//4fvHp1dPd+/vD9f8+f3j3cf/e/jTDpd5mZK9uPnl8H/K4Ve5ub+9+/Gn799/eHi+ZH4xc/r2+Rc8u3TmLj07unJ6UQ7XzpeuXbhr94l/63q4drl07cpduyV07fLCDteul65t3LVrQdd+/q3t0pXbJSFcaGQuf/u9lXn8zQ6XPwj06eH92+++v/3p1d/vDrI7/OTru4fXH+6evjv8szfHf/2Hu4fHp+8WKvzw8Or+7sO7l7nYzW8XP9zl81IYz3/x7udXDx+l/c3Nv9/8+ts/v799/fwnPD5fMj3/z8Ptm1Ol3h3+qp/c8PNfp15+/fbXXy+UocfLMP/MMsyvKUMDNz3Ym86CvZ+u9wbKMONl0On9ADedNvauk2DzU3Ld76gQKV4InfanDd12Zm97U+x/cf2fqBAlXgih/md025W87TQV+2/n/R8JFcLihRDqf0W3zRq/NBT775zfQM4v9XghhPqPvF9izV/qiv137m8g95dmvBBC/Uf+L7P+LzXB/mfn/wbyfznFC6HT/4z8X2b9XzLF/jv/N5D/yyVeCKH+I/+Xaf9XFfvv/N9E/i9bvBBC/Uf+L9P+TxH8Zef/JvJ/uccLIdR/5P8y7f8U4V92/m8i/5dnvBBC/Uf+r9D+T5H/Fef/JvJ/JcULodP/gvxfof2fIvYqaLcvJX7bQrLPTvZw/bP+b1PEHgXt9sXity3U/3rW/7zB9c/6v00Rexa42/f4bQv1v7n+o/e/wvq/TRF7FPS2X2b8toX6P1z/0ftfZf3fpog9K3rbryl+2zr9r5vrP3r/q6z/2xSxR0X+r5b4bQv1P7v+I/9Xaf+niD0r8n/V4rct1H/n/+D8R6X9nyL2qMj/1R6/baH+O/8H5z8q7f8UsWdF/q/O+G0L9d/5Pzj/YbT/U+Q/hvyfpfht6/TfnP+D8x9G+z9F7GnI/1mJ37ZQ/53/g/MfRvq/qYj/DNk/s/BdC3XfuT84/WGk+5uK8M+Q+bMevmuh7jvvB2c/jPR+UxH9GbJ+NsN3LdR95/zg5Ecjnd9UBH8NGb+Wwnet0/3mfB+c+2ik75uK2K8h29dK+K6Fuu9cH5z6aKzrU4R+Dbm+ZuG7Fuq+c31w5qOxrk8R+TXk+loP37VQ953rK8j1Ndb1SX7FGbm+NsN3LdR95/oKcn2ddX2K3KMnVwe0G/QUroPOKuho5++s61Oknr247qPdoJdwHYS6j3b+Trq+ocg9+vlXPTIc/ugWroNQ9+HOT7q+ocg8e3fdh0e89HAdhLqP3vc76fqGIvfo03UfvQP2Ga6DUPfR+/4gXd9QZJ7DuT449jFSuA5CR/wg1zdI1zcUucdwrg8OfYwSroNQ95HrG6zrU2Sew7k+OPIxLFwHoe4j1zdY16fIPYZzfXDgY/RwHYS6D0/2Y12fIvMczvXBeY8xw3UQ6j5yfZN1fYqsbzrXB+c9ZgrXQaf7E7m+ybo+RdY3neuD8x6zhOsg1H3k+ibp+roi65vO9cF5j2nhOgh1H7m+Sbq+rsj6pnN9cN5j9nAdhLqPXN8kXV9XZH3TuT447zFnuA5C3ccnOpO2ryvCvrQ53wcnPg4/G66E0pHO8EznjbR+3SQV4LwfnPo4/Gy4EkoKgKc6b6z9q5IKcP6vw2OdNwtXQkkB8FznjbWARVIBzgPCSI/Dz4YroaQAeLLzxtrALKkA5wNhsMfhZ8OVUFIAdIJsuEfXzPZwTvBKuEcKV0JIATjdg4336JLpHi7eI+N4Dzbfo0vGe+B8Dzbgo0nme7iAj4wDPtiEjyYZ8IETPtiIjyaZ8OEiPjKO+GAzPppkxAfO+GBDPppkxocL+cg45INN+WiSIR/wlIfExnw0SSboYj4yjPlIbM5Hk2SCGee8kU6wSTJBF/SRYdBHYpM+miQThKc9JDbqo0kyQRf1kWHUR2KzPpokE4QnPiQ27KNJEiEX9pFh2Edi0z6aJBGCpz4kNu6jSVJhF/eRYdxHYvM+miQVhic/JDbwo0kyQRf4kWHgR2ITP5okE4SnPyQ28qNpJv46Jzhx5G8JV0JJAdAJsqEfJkmEyrkTLBt0gmwOiEkSIXgKRGJjP0ySCpfuFACdIJsEYpJUuEAnyAZ/mCQTLNMpADpBNgvEJJlggU6Qjf4wSSZYk1MAdIJsGohJMsEKnSAb/mGSTLAWpwDoBNk8EJNkghU6QTb+wySZYHVOMEEnyCaCmCQTrNAJsgEgJkmEqnOCCTpBNhPEJIlQhU6QjQAxSSpcnRNM0AmyqSAmSYUrdIJsCIhJMkFzTjBBJ8jmgpgkEzToBNkYEJNkguacYIJOkE0GMUkmaNAJskEgVZIImXOCGTpBNhykShIhg06QDQOpklTYnBPM0AmyASFVkgobdIJsIEiVZILmnGCGTpANCamSTNCgE2RDQaokE2zOCWboBNmgkCrJBBt0gmwwSJVkgs05wQydIBsWUiWZYINOkA0HqZJMsDknWKATZANDqiQTbNAJsgEhVZIJNucEC3SCbGhIlWSCDTpBNiSkSjLB5pxggU6QDQ6pkkywQSfIBoVUSRKGz4tgg0GqJAvtm1M+3APYsJCUP29+7c8sRfu6UjgriEcl2LyQ01L0P7MU/avig84KkWCCSGIjRFLOkppw5hAPT7ApIqel0NHEcJqAbpENFkk5SWrC2UU8TsFmi5yWQkcTaXOiwA+PwVZikxSFc5B4woKNHDkthZAoshMFfIyyMSQpTUVRuCCSgocu2CSS01IIieI8jDTBcJLEppOkNCRF4WwmnsNgA0pOSyEkCuczYWZJYkNLUuqSonA+E49msLklp6UQEoUzmjDKJLFZJik1SVE4o4mnNdg4k9NS6IgiO6M58IOUNZrJJEXhjCYe4GBTTk5LISQKZzRh8EmatNGsiqJw2ScFz3TMFC+FkCic0YR5KGnSRlOSZ7pIlILHPGaJl0JIFM5owpiUNGmjKQk0XVJKwZMf0+KlEBKFM5owPSVN2mhKEk0XoFLwMMjs8VLoiKI4oznxg5Q2mooYzx2bkfCxGXPGK6G0PIZbHmg6ILNZK2lTJDbuJI0MT9LIbNbKaSV0RHFotBNFh6VgjeamyHbd4RoZHq6R2fiV00ooiSI7UUxYCtZoborExp23kTe8Z1q8EkqiOH8lLR1vmqzR3BTZrjuCI294z+zxSiiJojlR4E2TNZqbIrFxp3LkDe+ZM14JJVE4owkjbHKijaYi23UHdWR4UEdOKV4JIVG4IZsCU21yoo2mIrFxZ3dkeHZHTiVeCSVROKMJg25yoo2mItt1x3nkhPdMi1dCSRTOaA68adJGUxFeuRM+csJ7Zo9XQkkUzmgOvGnSRlOR7bpDP3LCe+aMV0JJFM5owoSczCbFTEWg6Y4ByfAYkMwGxUxJnulGbAqMzMlsdMxUxJnuXJAMzwXJbHLMlKSZbsCmwAydzGbJTEWY6Q4KyRlvlxYuhJIknMWceL8kLeZURJnu5JCc8XbZw4VQkoQzmBPvl6TBnIog0x0lkjPeLme4EEqScPYSxu5kNn5mKmJMd7ZIhmeLZDZ9ZkpSTDdYU2AOT2bzaKYixHSHjWR42Ehm42imJMMszl7CCaPMBtRMya/bO3tZ8HZp4UIoSeLcXlY8X8Qm1kxJQuOGauqWYSV6uBI6i8MdUJLhASWZjbCZkiTXjdRUPGfFRthMRbrfs5ME+mJDZjNthiShcQM1dYOLg820GYrQrp8/ODI8pyWzITdDkuO6cZqKZ6zYkJuhiPZ7c5KAT1A29WZIEho3TFMTXhwWroSQJIaTRIWFIO3lkOS4bpSm4vkqNgZnKKL94exlxU9Q0l4OSULjBmlqwotjhishJAlnL+EBLZkNyhmSHNeN0VQ8W8UG5QxFtD+cvYTHs2Q2OWdIEho3RFMTXhwlXAkhSTh7CQ9nyWyUzpDkuObtJeS4bJTOkDwi09lLeDRLZrN1hiS9dDM0NePF0cOV0JHEdPYSHsyS2bCdIUkv3QxNxWNVbNjOUKSX09lLeCxLZtN3uiS9dDM0NcPFwabvdEV6OZ29hIeyZDaOp0vSSzdDU/FYFRvH0xXp5XT2Eh7Jktl8ni5JL90MTS14cVi4EkKScPYSBvZkNrCnS9JLN0NT8VgVG9jTm+QB7M5fNvwIJf1ll8SXboimFrw6ZrgSSppwBhOG+mQ21KdL8svuDCYerGJjfnqV1IRzmB0+RNmYny4JMF3KT8XDI2zKTy+SmnAWE8b8ZDbmp0sSzO4tJiSYbMpPz5KacB4TxvxkNuanSyJMl/JT8fgIm/LTJUN+3AEkGab8ZDblp0syTBfyUytkmGzIT5fM+HHnj2QY8pPZkJ8mCTFdxk/FAyRsxk+TjPhxx49kmPGT2YyfJkkxXcRPrZBishE/TTLhx50+kmHET2YjfpokxnQJPxWPkLAJP00y4McdPpJhwk9mE36aJMd0AT/VIMdkA36aJMd0p4/kgZ+ipMdskhzT5ftUPETC5vs0SY7pjh/JMN8ns/k+TZJjunifapBjsvE+TZJjuvNHMoz3yWy8T5NkVi7dpxpkVmy6T5NkVu4AkgzTfTKb7tMk2fb0HhPvmBauhJImnMeE4T6ZDfdpkhzTZftUPEjCZvs0SY7pjiDJMNsns9k+TZJjTucxG+SYbLZPk+SY7gySQ+dBJQob7WOKzKpszmPCPJvCRvuYJLNyh5AcOg8rQXpMm5KacB4TThcVNtnHJNl2cYfcweNYChvsY11SE85jdrw6LFwJJU24U+62CitBekxrkppwHhMmHBU218ckOWZ1x9xteMckPaaZpCacx+x4dcxwJZQ04c6526DHZFN9TJFjluQ8Jsw3Kmyqj0lyzOo8JjySpbChPlYkNeE8Zsero4QroaQJ5zET9Jhspo9lSU14jzlhJSxcCSVNOI8JD2UpbKSPJUlNOI858Oro4UoIacKcx0zQY7KJPrZJasJ5TJhtVNhEH5PkmOY8JjyWpbCBPlWSWWXnMeEkSWETfaokszLnMTP0mGyiT5Vk29l5TJhtVNhInyrJts15THgwS2Ejfaokx8zOY068OixcCSVNOI+ZocdkM32qJMfMzmPCdKPChvpUSY7ZnMfM+ClKeswqyTGz85gTr44ZroSSJpzHzNBjsqk+VZJjFucxYb5RYWN9qiTHbM5jwsNZChvrUyU5ZnEeE0+SsLk+VZJjNucxC/SYbK5PleSYxXtMyDHZYJ8qyTGb85jwdJbCBvtUSXrnziQpBb6LssE+VZLoupkawzM1bLJPyp+3TPszS2FfJwpnrQreKGa8FPXPLEX9OlUMpwrordhwn5SzpCqcuarwdZRN9zkthZAq3FyNwVSbwub7pJwkVeHsFTyEorABP6elUFJFdqqA2yYb8ZPyJqkKZ7Aq3jYtXgolVZxvm5bwtkl6zZSmoipcuk2peNvs8VIoqcK5zYS3TdZtpiGpCuc2K942Z7wUSqpwbhMm3BQ26yelLqkK5zbhYRSFDfs5LYWQKtyEjSW4bbJxPyk1SVU4t2lw22Tzfk5LoaQK5zZhzk1hE39SMklVOLdpeNu0eCmUVOHcZsbbJu02q6IqXNhNMbxt9ngplFTh3GbG2ybtNiXZpsu7KYa3zRkvhZIqnNvMcNtstNuUZJsu8qY0uG22FC+FkCrcrI3BzJvSaLcpyTZd6k2BB1OUVuKlUFKFc5sZbpuNdpuSQM8lABkeMmkWL4XSAplugcDP0dkMoLRJohsXAmR4zIQNATothY4qsju7peBzOtgUoLRJYl4XA2R40ISNATothZIqilMFnEhjc4DSJolu3NCNFbhA2CCg01IoqeL8YVrw+S1sElDaJDGviwKyghdIiZdCSRXdqQI+TNksoLRJohsXBmQVLxCLl0JJFc5t4jNcOu02JTGviwOyihdIj5dCSBXuFJfS8cOUdpuS6MYFAlnFC2TGS6GkCuc28Tkug3abkpjXRQIZjAQqI8VLoaQK5zZhJlAZtNuUpFguFMgqXiAlXgolVTi3ic9yGbTblMS8LhbIDC8Qi5dCSRXObcJcoMLmAk1JtOlygczw+ujhSghpwp3mUvBpLmwu0JQEmy4XyAyvjhmuhJImnNOEuUCFzQWakljT5QKZwdXB5gJNSarpTnMp+DQXNhdoSkJNlwtkhldHCVdCSRPOZcJcoMLmAk1JpOlygazh1WHhSihpwnlMfJoLmws0JYGmywWyhldHD1dCSBPuNJcy8VOU9ZiSONNNlxieLmFzgaYkzXSnuRR4mktlc4GmIsysbrbE4GxJZXOBpiTL9Ke5wFygyuYCTUlS407uqDD5pLK5QFOSZLrTKio8raKyuUAzSe4Tbl61TVgJC2tCqRLuDQym4VQ2F2hIkhp3akfd8FOU9JhDkmO6kyrqhlfHCGtCaXW4b0b1Aisxw5pQqoR7A4NpOJXNBRqSpMad2FFh8kllc4GGJMd0p1RUeEpFZXOBhiLHPCjerY4OK1HCmlCqhHsDg2k4lc0FGpKkxp3WUWHySWVzgYYkx3QnVNSEV0cLa0Jpdbjv3w/ottlcoFElK+Eo/8DPDtZjSpIad1JHhcknlc0FGpIc051OUeHpFJXNBRqSHDO5794P6LbZXKCRJSvhKD9Mw6lsLtCQ5JjulI4Kk08qmws0JDmmO5miZrw6algTQqsjO445oNtmc4GGJMd0c1Y28bOD9JhdkmO6EzoqTD6pbC5Ql+SYzTsrvDpGWBNKq8NxzAndNpsL1CU5ppuzMpiGU9lcoC7JMV0aToVHUlQ2F6hLckyXAVMLXB1sLlCX5JjFccwJ3TabC9QlOaabszKYhlPZXKAuyTFdGk6Fx1FUNheoS3LM7pxVwaujhTWhtDrOnx1tg26bzQXqkhzTzVm1DT87WI8pyTFdLFCFR1FUNhaoS3JMF4VTYRROZVOBuiTHdBNnDU+csaFAXZJjlukqAZ8dbCZQl+SYLhKowmMoKhsJ1CU5povBqRWvjhrWhNDqcBNnDU+csYFAXZJj1nOO2RJ+dpAes0lyTBcHVOERFJWNA2qSHHN4Z4VXxwhrQml1NLc6oNtmw4CaJMes3VUCPjvYLKAmyTFdFFCF509UNgqoSXJMF39TYfxNZZOAmiTHdBNnDU+csUFATZJjWnKVgM8ONgeoSXJMFwNU4fkTlY0BapIc00XfVMOro4U1obQ6HMfEE2dsCFCT5JjmOGbGzw7WY0pyTBf2UhvWBOsxJTmmC0Oq8CSOyiYANUl6Z47e4YkzNgCoSRJdN3vXYP5PZfN/miTHdPE/tWFNsB5TkmNO56zgSRyVTf9pkvSuOXqHJ87Y8J8mSXTd7F0r8CnKZv+YIscsm3+KYk2QHtOGZCXcewfMeKls8o9J0jsXB9XwxBkb/GOSRNfN3jU8hcjm/liXXB3uvQOfNcDG/liTrIRzVh1rIocrIbQ6XBRUwxNnbOiPSRJdN3vX8BQim/ljJrk6nNvGZw2wkT+myDGLO3WhdqyJFq6E0upw9A5PnLGBPyZJdN3sXcNTiGzejxXJ1eHeO/BZA2zcj2XJSjhnBXNdKpv2Y5Ic00VANTxxxob9mCTHdLN3DU8hslk/liRXh3Pb+KwBNurHNslKOGc1sCZquBJCq8PFPzU8ccYG/Zgkx3Szdw1PIbI5P1WSY2bntvFZA2zOT5XkmNk7K6yJEa6E0upwHBNPnLE5P1WSY7rZu4anENmcnyrJMbNz2xNXgvSYVZJjulMXKj51gc35qZL0zk2cNTxxxub8VEmi61KwGp5CZHN+qiTHzM5tT1wJ0mNWSY7pTl2o+NQFNuenStI7N3vX8Owdm/NTJYmuS8FqePaOzfmpkhyzuDPOcJIJm/NTJTmmO3XB4KkLxub8VEl65ybOGpy9Mzbnp0oSXZeC1eDsnbE5P1WSYxZ3shc8icPYnJ+qyKzMTZw1OGdlbM5Pyp83ivxnliJ/XSncY7RvsBQWL0X5M0tRvm59uJN0N7xTNLYUWVIVDlt1/CDt8VIIqaK6c862Bksx2FIkSVW4RykcOzM27Oe0FEqqcKfpwiwsY9N+Ut4UVeECTRocyzQ27ue0FEqqcJkNCT5M2byflKakKtwHpB0+TNnAn9NSKKnC+W6Yh2Vs4k9KQ1IV3m3C11I28ue0FEqqcG4z4QXCus3UJVXh3Sa0WGzoz2kphFThTqOwhEvBus3UJFXh3WaHpZjxUiipwrnNBN0mm/uTkimqInu3iUuR4qVQUoVzmzAXyzLtNqukKrzbnLAUJV4KJVU4t5mh28y025Rkm9m5zYEXiMVLoaQK5zZhNpZl2m1Ksk0XcNLg1z4s93gphFTRnNvM0G1m2m1Kss3s3ObA2+aMl0JJFc5twnwsK7TblAR6LgLI4CEdVlK8FEILxM1gNZhHa2wGUNok0Y07ksEKLkWJl0JJFe6TdPiNIGNTgNImiXldDJAVyDbZGKDTUiipwk0pDlwK1m1ukujGHctg8IAKY4OATkuhpAr3DZAB3SabBJQ2SczrooCsQF7BRgGdlkJJFW5SEeZXG5sFlDZJdOOOZjB4SIWxYUCnpRBSRfVuE76DVNptSmJeFwdkFbrNWuKlUFKFd5tw26y025REN+54BoMHVVi1eCmUVOHc5oSYt9JuUxLzukggq/hh2uOlUFKFc5sTP0xptylJsdwRDVbxtjnjpVBShXOb8LvXZrTblMS8LhbIDC4QS/FSCKnCp+HA76Ebmws0JdGmO6XBDFeihCuhpAnnNSckm2wu0JQEmy4XyAxaTTYXaEpyTZ+GM3ElSKc5JbGmO6/C4HkVxuYCTUmqad5nQqrJ5gJNSajp0nDMoM1kc4GmJNP0GTDwvApjc4GmJNJ051UYPK/C2FygKUk0m/eYkGiyuUBTEmi6XCBr0GOyuUBTkmf6DJgJd0w2F2hK4kx3XoXh8yrYXKApSTPdyFGHp7kYmws0FWFmdWk41vBTtIcroaSJ5jSBn6Ksx5QkNW26SkB+x+YCzSS5Oryzgn6CzQWakkzXZcB0fK4Nmws0N0lNuG8E4cNc2FygIUlqenGagPSOzQUaU1ITzlnhQzvYXKAhSXRdBkzfoMdkc4HGkNSE+zYQPpyBzQUakqSmd6cJSO/YXKChSO+qS8Mx/CV8NhdoSBLd7j0mfO9gc4FGk9SE+yYQ/rI1mws0JEnN8B4TVyKFK6GkCUfv8Jdq2VygIUl0h/eYkN6xuUCjSmrCfeccf3mSzQUakqRmOI+JTwBjc4GGJL1zaTiGvxnG5gINSaLrMmB6gvSOzQUaWVIT7vvm+BtAbC7QkOSYw3lMfCYcmws0JDmmS8Mx/E0PNhdoSHJMl3zSE+SYbC7QkOSY7uAWwxP9bC5Ql+SY03lMfEogmwvUJTmmS8MxPLnN5gJ1SY45vceEHJPNBeqSHNMd2mJ4RpfNBeqSHHN6jwmdFZsL1CU5pk/DwfOYbC5Ql+SY03tMyDHZXKAuyTGL45hw9q6xuUBdkWO2zXtMXIkUroSSJtzcNpyzamwuUK+SmvAec8JKlHAllDThjgaE00WNzQXqRVITzmNmvDosXAkhTfiTKOAkSWNTgXqW1ITzmDnBSvRwJZQ04Q6hhlMDjc0E6klSE85jZrxjznAllDThvhsIPyFubCJQV+SYzQUC9VxgJVK4EkqacAdQw08DG5sH1KakJpzHhOdPNzYOqElyTH8CBfzkp7FpQG1IasJ7TIOVsHAllDThDp9OeHWQHrN1SU14jwmdFRsF1CQ5pj9/IuFKkB6zNUlNeI/ZYSVmuBJKmnAxJ5jesTlATZJjZu8xcSVSuBJKmnAcE5MaNgWoSXLM7D0m5JhsCFCT5JguA6jht3I2A6hJMis3SdILXh0WroSQJvz5E/gNjE0AapJs2wUAdRjq0dgAoCbJtl3+T8Num83/aZLMyk2S9IJ3zBmuhJImHMfEzopN/2mSbLs4jwljXhob/tMk2XZzHBM/RdnsH5Okd+78iVbgU5SN/jFJZuXibhqMu2ls8o9Jsm03cdavVMLCmlCqhHsDu7I6SI9pkvTOnT/RCn6Kkh7TJJmVi7ppMOqmsak/Jsm23cRZh1FQjQ39MUmiW/wbGHzvYDN/TJLeufMnWoXvHWzkj0kyKxdz02DMTWMTf0ySbbuJs453TDbwxySJbvVvYPApyub9mCSpcedPtIp3TNZjSnJMF3HTYMRNY9N+TJJjuomzDuPiGhv2Y5KU381Z9Qr5BJv1Y5Kkxp0/0QxXgvWYkhzTxds0GG/T2KQfk+SYbuKsY2fFBv2YJOV3c1Ydu20256dKckx3/kQzSGrYnJ8qyTFduk2D6TaNzfmpkhzTTZz1iithYU0oVcJxzIpXB+kxqyS9c+dPNINvYGzOT5Ukui7dpsF0m8bm/FRJeucmzjp+A2Nzfqok0XVzVh2/lbM5P1WS3rnzJ1qDzorN+amSRNel2zSYbtPYnJ8qSe/cxFmHsbONzfmpkkTXzVn1Cp+ibM5PVaR35s6faA3vmKzHLJKVcBwTpts0NuenStI7n3iESQ2b81Mlia6bs+qY3rE5PzVJrg733tHws2OGK6GkCUfvDDorNucn5c/LI/2ZpUhfJwq/UTyr7Pdf8/lv4MqwAeY5S1bGvZI9oyquMpmtTJKsjF8+xlamsJXZFCuTnD1/RllcZUiPmtKUrIwDoc9oi6uMsZUZkpXxO/BgK9PYynTJyvgdeLKV6WxlmmRl3A78jMK4ygy2MqZYGReR0J/RGFeZyVamSlbG7cDPqIyqDJtDlJKkB3bH5ffGemA2lyglSQ+c3Q7cWA/M5hSlJOmBs9+BWQ/M5halJOmB/Vf8GuuB2RyjtEk6Pf9VnsZ6YDbXKG2SbwfFQbrGemA25yhtkk7Pf62jsR6YzT1Km+TbQXGDZ531wGwOUtoknZ4f8e+sB2ZzkdIm+XZQ3Q7cWQ/M5iSlTdLp+XHvznpgNjcpbZJvB9XtwJ31wGyOUtoknZ4f/e2sB2ZzldIm+XZgfgdmPTCbszQlLbCfAu2sBWZjl6akAza//7IOmE1hmpIG2M8DdtYAs6FMU9L/mtt9B+t/2YymKWl//WTYYO0vG9k0Jd1vc5vvIN1vZxOcpqT59TNCo7CFIc3vlPS+zW2+o7KFIb3vlDR4foJoGFsY0vpOyXeC7j5/G40tDJtiL2nw3Jk9fXS2MGyoveQrQXefvo3BFobNuJc0eO70lj4mWxg28l7ylaC7zXdubGFI5zskDZ47x6PPxBaGdL5D8pVguM13ss6XzZUakgbPnejQJ+t82ZipIflKMNzmO1nny6ZODUnnO/zmyzpfNoRqSDrf6Tdf1vmymVRd0vlOv/myzpeNqOqSznf6zZd1vmxiVZd0vtNvvqzzZQOsuqTzneeb79hY58vmWXVF59vcNz/HxjpfNt6qV8nCZFcY1vmyaVe9SBamusKwzpcNv+pZsjDNFYZ1vmwWVk+ShfGbL+t82Wisruh8W/KbL+t86aSsKVkYv/myzjfHw1mVCuM3X9b55nhWq1Jh/ObLOl86VqtJFsZtvol1vnTKlqTzdV94G4l1vnTolqTzdd93G4l1vnQGl6TBc193G4l1vnQkl+Qrgfu220is82UTupqkwct+82WdLxvY1SRfCYrffFnnS+d3SRo894WukVjnS8d5Sb4SFL/5ss6XTveSNHju61wjsc6XDvuSfCUobvPNrPOls78kDZ77MtfIrPOlo8AkXwmqc76Zdb50Mpik83Vf5RqZdb50UJik863O+WbW+dK5YZLO132Ra2TW+dIxYpLO15zzzazzZVPFqqTzdV/kGpl1vmzIWJV0vuacb2adL5s5ViUNnvsi18is82UjyKrkK4E551tY58smklVJg+e+yDUK63zZgLIq+UrQnPMtrPNl88qqpMFzX+QahXW+bHxZlXwlaM75Ftb50mlmkgavuadSYZ3vSbjZm9vXd29uH14efpHv7+4//iJXj85OE9Tn9wt9rs/jlQL9/e7h6cPh73zuz8efePnjw+3t/f9fpO2sSP/3f/+fw7/2/sPTzx/ilf/5l8Pv9+H+6bsfHt6/++7u/nCNm2+eHj7cBgp/4fzt8z6cGe3067cvbn67NXet6n708Jtk9o92wRJ9gz2v0Z7nvedXThY/73nne75oojuseyWKuhJFgqKwqCjSLoorh6qfi2J8xUawOKd8JQpbiQI/HVpUFNsuiivnyZ+LYvKisJUoekwUbSWKAkXRg6L4fAr+LooLR+mfiaJuvCjaShQjJoq+EkWFohhRUYxdFFdSBM5FkXhR9JUoZkwUYyUKg6KYUVH0XRRXAhTORZF5USya6DIJVqKYK1GgWLt+EgRKiqLtoriSHXEuisKLYq5EkUKi8Bo6F0WHokhRUdguiiuxGeeiqLQoVk10SRQrUaSVKAYURY6Kou6iuJIYci4K40WRVqIoMVHklSgmFEUUWKYdWF4LSzkXBQ8sV010+SMrUayI5oBEs0WJZtqJ5rWcmHNR8ERz1UQXvbISxYpoDkg0W5Ropp1oXovIORcFTzRXTXSpMytRrIjmgESzRYlm2onmtXSgc1HwRHPVRBcrsxLFimgOSDRblGhuO7y6Fox0JgrjiWZbcYoe4xRtRTQHJJotSjS3HXNfy4Q6FwVPNFcr+0KXr4tiRTQHJJotSjS3HV5di8M6FwVPNPuKU/Qgp1gRzQGJZo8SzW3H3NeSwM5FwRPN1XZ/octXRbESWRuQaPYo0dx2eHUtBO1cFDzR7CtO0WOcoq+I5oBEs0eJ5rZj7mv5b+eiCBDN1WcfPfbZx0pkbUCi2aNEc9vh1bXou3NR8ESzrzhFj3GKviKaExLNHiWa2465r6X+nYuCJ5qr7f5Cl6+LYkU0JySaPUo0tx1eXQs8PBcFTzT76pW0x+BVXxHNCYlmjxLNbcfc17Iez0XBE83Vdn+hy9dFsSKaExLNHiSacwea12IuzzTReKDZV0BzxIBmXwHNCYFmDwLNufPMawmf55rgeeZqs7/Q5OuaWPHMCXlmD/LMuePMa+Gm55rgceZY4cwRw5l9hTMnxJkjiDPnTjOv5bqea4Knmau9/kKTr2pipbE2Ic0cQZo5d5h5LdL2XBM8zBwrmDliMHOsYOaEMHMEYebcWea1NN9zTfAsc7XXX2jydU2sWOaELHMEWebcUea1IONzTfAoc6xQ5oi9i47Vu+0GUeYIosy5k8xrGc7nmuBJ5mqvv9Dk65pYaWyDJHMESebcmdW1+OpzTfAgc7muR+wjj7F6t90gyBxBkDl3uH0tuftcEzzHXPZwxPjEWMHyDXLMEeSYY2dW10LLzzTReY657OGIfeAxVu+2G+SYI8gxx862r+W1n2uC55jLHo4gn1ix8g1yzBHkmGNnVtei6s81EeCYqx7O2OcdY/Vuu0GOOYMcc+xsG7fJa4LnmMsezhifmCtWvkGOOYMcc+zMCrfJa4LnmMseztjnHXP1brtBjjmDHHPsbBu3yWuC55jLHs4Yn5grVr5BjjmDHHPszAq3yWuC55jLHs7Y5x1zxTsS5JgzyDHHzrZxm7wmeI657OGMse254pgJcswZ5Jhj55i4TV4TPMdc9nDGOOZcMbAEOeYMcsyxc0zcJq8JnmMuezhjHHOuGFiCHHMGOWbfOSZuk9PE4DnmsoczxjHnioElyDFnkGP2nWPiNnlN8Bxz2cMZ45hzxcAS5JgzyDH7zjFxm7wmeI656uHYYhxzrhhYQhzz458U0sTOMXGbvCZ4jrnq4dhCHPOChM410aEmghyz7xwTt8lrguaYyx6OLcc0sWJgaUBNBDlm3zkmbpPXhPGaSCtNlJgmVgwsTaiJIMfsO8fEbfKaaLwm8koTNaaJFQPLG9REkGP2nWPiNnlNdF4TZaUJi2lixcBygpoIcsy+c0zcJq+JwWuirjTRYppYMbCcoSaCHLPvHBO3yWti8pqwlSZ6TBMrBpYL1ESQY7adY+I2OU3MjddEW2lixDSxYmC5Qk0EOWbbOSZuk9dE4jXRV5qYMU2sOGY2qIkgx2w7x8Rt8prIvCZWHDNtMU2sOGaGHDMFOWbbOSZuk9dE4TWx4pgpxjHTimNmyDFTkGO2nWPiNnlN8Bxz1cORYhwzrThmhhwzBTlm2zkmbpPXBM8xVz0cKcas0opjZsgxU5Bjtp1ZndR9xTEnzzHTik+kGJ9IK45ZIMdMQY7ZdraN++g1wXPM1bq+0OTrmlhxzAI5ZgpyzLYzq5O6rzjm5DlmWvGJFOMTacUxC+SYKcgx2862cR+9JniOudrrLzT5uiZWHLNAjpmCHNN2ZnVS9wXHnBvPMdOKT+QYn0grjlkgx0xBjmk728Z99JrgOeaqh+F9YsUxC+SYKcgxbWdWJ3WfK03wHDOv+EQO8okVxyyQY+Ygx7SdbeM+ek3wHDMtOWbsc9GVxnqBHDMHOabtzOqk7mmlCZ5j5tW7aI4xq7zimAVyzBzkmLazbdxHrwn74/aJHPu8Y6WxXiDHzEGOaTvHPKl7WWmC55h5xTFzjGPmFceskGPmIMe0nWPiPnpN8Bxz1cPwPrHimBVyzBzkmLZzzJO620oTPMfMK46ZYxwzrzhmhRwzBzmm7RwT99FrYv6B+0SMT6w01ivkmDnIMevOMU/qvuKYieeYeckxY7N3ecUxK+SYOcgx684xcR+9JniOudrrLzT5uiZWHLNCjpmDHLPuzAovXa+JAMdcse0S+7wjrzhmhRyzBDlm3dk2bpPXBM8xVz0cJfbeUVYcs0KOWYIcs+7MCrfJa4LnmKsejhL7vKOsOGaFHLMEOWbd2TZuk9cEzzFXPRwlNmdVVhyzQo5Zghyz7swKt8lrgueYqx6OEvu8o6w4pkGOWYIcs+5sG7fJa4LnmKsejhLjE2XFMQ1yzBLkmHVnVrhNXhM8s1r1cPoP5q9rYsUxDXLMEg0sz58fHv1fLIr/+i8+4syWS9sxLSyJC/ThcsN6tGF5b9inhq0+ZyyDb1gLXmu1rzdWACMqgLQL4JMAVhCwzK9YsYtrrQRA7wAzKoBtF8AnAaxWbd14AYzgtVYCGKQAapAVpjR3AXwSwGrV1sQLYAavtRLAZAWQogIYuwA+CWC5ajMtgLoFr7UQwKUN47IAclQAfRfAJwEsV23hBZCC11oJILECKFEBtF0AvwugLVdt5QWQg9daCSCzAqhRAdgugE8CWK5a4wVQgtdaCaCwArCoAOougE8CWK7axgugBq+1EkBlBRAld2knd0cBLFctT+6qBa+1EoCxAoiSwLSTwKMAlquWJ4G1Ba+1EgBLAmuUBKadBB4FsFy1PAmsPXitlQBYElijJDDtJPAogNWqNR4E1RG81koALAm0KAncdhB0FMBq1RrPASwFr7UQgLEcwKIkcNtR8FEAy1XLfxZQZ/Baqx2ARcEWJYHbDoKOAlg2jecAy1kAi3EAYzmARUngtqPgTwLoKxJo/GcBFr3WSgDsZwEWJYHbDoKOAlg+t3kOsJwtsBgHMJYDWJQEbjsKPgpgRQKN/yzAotdaCYD9LMCiJHDbQdBRAMvnNs8BlrMFFuMAxnIAi5LAbUfBRwGsSKDxnwVY9ForAbCfBViUBG47CDoKYPXcbjwIWs4WtBgIMvo1MEoCtx0FHwWwJIH8ZwEWvdZKAOxnAS1IAucOAo/9Xz22Gw8Cl6MFLQYCGwsCWxAEzp0DHvu/4oCN54AWvdZq/bOfBLQgB5w7Bjz2f/nQ5jHgcrCgxTBgYzFgC2LAuVPAT/0fK3LXeArYotda9Z+lgC1IAecOAY/9Xz6zeQi4HCtoMQjYWAjYghBw7gzw2P8Vt2s8A2zRa636zzLAFmSAc0eAx/4vn9n8+99yqKDF3v8aiwBbEAHOnQAe+7+ido0ngC16rVX/WQLYggRw7vzn2P/lM5v/CGA5VdZiHwE0mv8EAeDcAfCx/6uedf79fzlT1GPv/419/+9B/jd2/nPs/+qZ3fkPAJYjRT32AUBjPwDoQf43dv577P9yzfLv/8uJoh57/+/s+38P8r+x859j/5drluf/y4GiHuP/neX/Pcj/xs5/P/V/Ltcs//6/nCfqsff/zr7/9yD/Gzv/OfZ/uWZ5/r8cJ+ox/t9Z/t+D/G/s/PfY/+Wa5d//l9NEPfb+39n3/x7kf2PnP8f+L9csz/+Xw0Q9xv87y/97kP+Nnf8e+79cszz/Xc4S9Rj/7Sz/6UH+N3b+d+z/cs3y/G85S9Rj/K+z/L8H+d/Y+d+x/6s1O3j+t5wlGjH+11n+N4L8r+/879j/1ZodPP9bzhKNGP/rLP8bQf7Xd/537P9yzfL8bzlLNGL8b7D8bwT5X9/537H/yzXL87/lLNGI8b/B8r8R5H9953+farwt1yzP/5azRCPG/wbL/0aQ//Wd/x37v1yzPP9bzhKNGP8bLP8bQf7Xd/537P9yzfL8bzlLNGL8b7D8bwT5X9/537H/yzXL87/lLNGI8b/B8r8R5H9953/H/i/XLM//lrNEI8b/Bsv/RpD/9Z3/Hfu/XLM8/1vOEo0Y/xss/xtB/td3/nfs/2rNTp7/LWeJZoz/DZb/zSD/azv/O/Z/tWYnz/+Ws0Qzxv8Gy/9mkP+1nf8d+79cszz/W84SzRj/myz/m0H+13b+d+z/cs3y/G85SzRj/G+y/G8G+V/b+d+nGqflmuX533KWaMb432T53wzyv7bzv2P/l2uW53/LWaIZ43+T5X8zyP/azv+O/V+uWZ7/LGeJZoz/TJb/zSD/azv/OfZ/uWb59//lLMGMvf9P9v1/Bvlf2/nvsf/LNcvz/+Us2Yzx/8ny3xnkf23nP8f+L3o2N/79fzVLMLfY+/+k3/+D/K/t/PfY/yX/4/n/jF5r1X+S/88tyP9s5z/H/vfVmqXf/+dqlmBuoff/i9vF5f4H+Z/t/PfY/7Hq2cb3f/uD1/9g+x/kf7bzn2P/l89s4/tfgtdarf/C9j/I/2znv5/6n7dVzzLf/xzcS1b939j+B/mf7fzn2P/lM7vz/bfgtVb9N7b/Qf5nO/899n+5ZusfuP5rrP+Z7X+Q/9nO/479Xz6zJ9//HrzWqv+d7X+Q/9nO/479r6ueNb7/7Q9e/5Xtf5D/2c7/jv1fPbNT4vs/g9da9X+y/Q/yP9v537H/yzU7/sD1P2L9Z/lfCvK/uvO/Y/9Xz+zEv/+tZglmCs1/XdwuLvc/yP/qzv+O/V/xvxTgf9FrrdY/y/9SkP/Vnf8c+798ZvP8fzVLNlOM/yeW/6Qg/6s7//3U/7LsGf/+v5olminm/xP7/p+C/K/u/OfY/+Uzm+f/q1mimWL8P7H8PwX5X93577H/yzXLv/+vZolmarH+s+//Kcj/6s5/jv1frlme/y9niVKM/yeW/6cg/6s7/z32f7lmef67miWaKcZ/E/3+H+R/ded/n2qcA8t79aqQ/avi1fayeC8F8V7d8d5xeS+3ZB7vLUfFUgzvJfbjnRzEe2V+6v7f7PALvLl7+K1UN9+0P0ANi7Z9UsI4U8J/uaIEQmAX1fDDq7ePsdXe4Aq9PNIZ1g9u4mdG9/jh+0ORPnbkQjh3+rR2n3t3f3v340/fv//wcLiv/0gvZs7fXrx45i7+/EWBy9fOL55/w5nL5esX7vp9ous//4rlcP16+fqVu/5z0PHl69fn3/3wX7t8feOuXwv+/esLezHLdvn6QQNePgN4+8/coZ/XwNX9+d+/YFXe/v324Zenn+7uf/xPfA67hWZ2fTfNLCzLPbqb7r26vouunnP0FvnZxt6+PfwiD3evX97e3z78+MvLu/un24cfXr2+vdSg0/Z8/+GHHw6deLz7X4fLpO34n4t/3mdf9fh0e/v25eufbh+frs9LHN6cLv7u5fMz+t3tm+cn4vEWfn7/9vb6h7D5bxYofy3PBXT70+Wdr3x+7Nzd/3B3f/iH8DZPPhYsH3+jT//Gd4+3T08HDT3+9iu9e//32+8+HP7Z20NTbt989+wIHn9/Gr+4+e1vP378tS+YhOf7/PAs7/Q83vju/ZuP7f7Hq9dPb3+5ef4j39z+43eNXLqdzw+623/8/HD7+Pjy7ftXh7V3/Xby4WY+2ZePmr947RIoVT9r3l+wVJVU98nbIFS3ffHzLf/JbyApsGv+GS+YxfHjCw829Mph4/rWWlhCVBq/booF103n183Jtf+yW8wI3E79628Dk++8td9vZrvw4rjUQd34wp18A2H7ixaufn5yPh0u+vjz+4enl9/fvn26PlDvS3fx4jlw8Ry9+Mnb2tOr1//z4J4ebx+ebhejoOn84vXyzv1pwznu3F8PC7zV/fXzxvZw++rNdz+9un/z/Cc+HW728bdd+PNPfPyHH3/styanyP68oT2z1kCPSrRHFrj4Fr14C1w8RS/e+YufWDDy4iNw8Rm9+Oet8IdXj0/XlsWJv3PL4rB0D7vSw8PBvnz3cX39/rZRLv2ZtgVuqAdvyCLmvv7ld1yLmPvyNY8qK4GuRBeIBfaNGl3aZvzefnLxf+He3h0IJvb2rzDY/mOZSx+jhdZwYDst0U3JAttpiW6n9nk7/dSQxYvblX0PfHhwuiV8yYvbh9/f2k42h8vNv/yKRL8C2QwUOroTt8A2X1r04ol+bp28kFzqH6/5FjCoJep+W2D7PXljJC9evwQRTbc9Lh8izb6EF42/6MO3tS8wR/PrNNa/BEp8SafGFyygr7y3+SUU4a8qjr59CUXuf+7dvHp6+fb21cffaXU76UuI1V/jdr598Zvx+ubm+7cfbn9+uLt//om3rw7b5+Hv/ffflf1v/+Pjc/bf/tvdqx/v3z8+3b1+PPzUQb2Pv73CjFT7zL2XfvAI9ddf/x/f+5W9