If significant digits are switched on and the number of decimal places is zero, then an error occures
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Ojqq/qj1jz2px/u/6ozxNx3z86Nye+X4r2Yx2f6rU58b0409t6Nfz8jNfOjOccs9sJPz7Rj7OqvrhEPG5x98s9hYSdIilIjBHo4IC0b2pHlJkePmqiFxH6VdMxU+9gdKCS+G9hDnVwCkc0gQ5uY/AUjijbIplI9kag3UFKd3xIHEzyjpDVl+eFATZl/W63291ZXjmzIiL9EW5xWNc/6CWbwhFW321c3K/68ryzL54OS/fLnjMQvZ+jHPngFA6xt/39FXbwxpkZcdBXvl+BtW4P1TMi/Nvtrl+ZOyfvuvT9tVuo2qOM3pHXyFM41hc8O7K+EHJ8+u+XcHx6o/uh+6WewiG+xZ6RV28PncrS88T7WOmPzs25/VG2H3cKh2cU3zk/V9SfC0U7nsehu+e5f9K53Tex/4FzI3icw/dLXr/fZwGMv1/BbUUP1DRTwwu0b6HoxFEGnh1qYgIdNE1XnJ2x6aUldw607xJB3zWEkhoRBdo7K8M3JWPDuTRQehEhUziynuwJdFAsJPM6QgVaMQ8kRKCVPxEVAq3+CRpHoBX7FSLQiu2OdOQDzYYLtChkmgRa8f5Oh0CHHwebGjwHur4cOoWjO5RAK9sfk0CrfuEJbSeGQAv56NzcgF/8ut34Am0vFM+B+PsV3BZUOqgxjEDHUmcfNfnb2BGS6CDQHkFZXxg8Ai2r31suF2ivcPiyNT9/bdOeN2k3G1I/hkCr9iuaGImpxpsDvX5VPIY+X5SJhSBM61dmJjYC3b02J+zvzvLaTOAXCfH9DRNodxfE91GM8H55TsKt+bAR+mp/Lr57fK7ORBmBrkr7I4rpiALd78P6gjgHOqR9X38GCfSMZ16+/frGmaj3tXDbWVi3t+WM/noFXThhxOXRBDpsv6T1e7vjU/aw/VJ/7pL23Qt1bAKturgw3KGDNRFoQmIlSwItzN+Y8Q1xOcsXri7MXOhdoOOb0iAgwfpb63blhfXeFUL9S/36lPcOerLr4bw/I2X1/f2Zc39y2zNSfFcvSfZr5dwQ/Ywt0L2Lz/z75b+NoPTixZW5/oimer8k7dii6VkujMSrpqasSE8Jyfu74/ahf/cD7ywgxfvoxnP2ihcpLizYd7JT7pd4fNbm5yPsV1XaH8/xCZ/CsRN6PrsXQboXfYa37+tPyGe5d/HfllvffV8871ekKRwLV4XrSr2/LEned0//3VFh9Xkr36+w+l3ZpKaw/UKgs0QNeRcOqQoPdGgEmpARkyWBhkoAFXeUcZRtJZEK+evE2LeVdKo30DvNPYSCEjP8faClUziiX0SIQBMyRBBoqCmghEG7MyvHvK0kUsLxiXCbs+Ts1zFS7nAyZxRUQqisPYmQkGQHgYaCgoKCgtJOIdCEJCkINBQUFBQUlHYKgSYkSUGgoaCgoKCgtFMINCFJCgINBQUFBQWlnRqPQEe5fNCpiUATMnQQaCgoKCgoKO3UGAQ67oNUEGhChg4CDQUFBQUFpZ1CoAlJUhBoKCgoKCgo7dRggQ55XnfII1RUt4h2/uusQqAJiR4EGgoKCgoKSjsVYwTap8u+JdEl21cNgSYkehBoKCgoKCgo7VSMEehwgfYtUVHByhMU6I2l04urt3qvb60unj69tBHDXG6tLro4IXqCQENBQUFBQWmnBj/KO+IItGpJyDxpjQItqjQhCQoCDQUFBQUFpZ0yqt5EF+i4Y9LTI9C3VhfjjT0TMjURBTqfzxeLxXK5XKlUqoQQQgiZVGJP4ZBeEeib3Bxy6aF+gV4NDD7fWl083Y/t1RtLpxdXN/rL7erCsLWL9IiNpdOLS0v2pBDZ2tXVpdOe1ggZJoxAQ0FBQUFBaacy9STCjSWPJbsL+0vcWc4bS47qehb6XtRqG0uLq7d69SWeLax1XZrRbzJCEGgoKCgoKCjtVNYEujeuLIwCe+dzbCz1/uGZI+1fKIxY2z4uHZyWrWX2NRktCDQUFBQUFJR2KnsCfcs7DDxYoJ0aokD7RpF9Aq1ei0CT0YJAQ0FBQUFBaacyKdCeW9L5pnC4My2EqsJU5lvetYGWI6xFoMnwQaChoKCgoKC0U2ECHS7To6i2yGq6D7Tgue6kC4/mLi0tSq4sDM7T8E/SCF+LQJORgkBDQUFBQUFpp45RoAc+1HDiAh09aC6Z0iDQUFBQUFBQ2qnYD1KJPvyMQBMy9iDQUFBQUFBQ2qkxCHTIXaJ9C4P/NAwDgSYkehBoKCgoKCgo7dSoAh3loYPhjyqcSoEmZEqDQENBQUFBQWmnIj2JUPrf4FhyiECr6iDQhMQKAg0FBQUFBaWdGoNAq+Y3S0egEzIHmpApDQINBQUFBQWlnYp0H+gQY2YKByGTDAINBQUFBQWlnRpVoKUXCEpHoxN1ESEhUxoEGgoKCgoKSjuVqScREpL4INBQUFBQUFDaKQSakCQFgYaCgoKCgtJOIdCEJCkINBQUFBQUlHbKqHqDQBMyzREFOp/PF4vFcrlcqVSqhBBCCJlUGIEmJElhBBoKCgoKCko7lSmBLljC3T+sQq1WypmGmSupbaVHhFYhZJJBoKGgoKCgoLRTWRPoWC5csHqe3U8pZxpWIXYrhIwxCDQUFBQUFJR2CoEOCapMpi4INBQUFBQUlHYq4wLtLClYhpnL9ad4mLmSON/D/qfDCq9LObNfJxdcaI9fBxsnZMgg0FBQUFBQUNqprAm0Zwq0V6CFZf61qtdu1VLONEQXL/Urui7ub5yQYYJAQ0FBQUFBaaeyJtChI9ASPw4V6FLOdNsTFopPKrcK6nYIiR0EGgoKCgoKSjuFQB+HQPvGmBFoMrYg0FBQUFBQUNopBDqiQAteXLCMAVM4fJtBoMnYgkBDQUFBQUFpp7Im0G68lwYOFGiBtixxlrPdmvQiQqZwkDEHgYaCgoKCgtJOZUqgjzOSmRuEjD8INBQUFBQUlHYKgR5PgvM2CDmOINBQUFBQUFDaKQR6lPjnahBy3EGgoaCgoKCgtFMDBNrwBoEmRG8QaCgoKCgoKO3UYIEO+ScCTciEg0BDQUFBQUFppxBoQpIUBBoKCgoKCko7NaRA+yZ1BF9L/+mbB9L7JwJNSPQg0FBQUFBQUNopo+pN3DnQjhkPXOV74fwTgSYkekSBzufzxWKxXC5XKpUqIYQQQiaVeCPQUrH2VVOtCgo0I9CExA0j0FBQUFBQUNqpYQTap8tSS2YEmpDjCAINBQUFBQWlnUKgCUlSEGgoKCgoKCjtlLYpHFxESMgQQaChoKCgoKC0UzyJkJAkBYGGgoKCgoLSTmVKoDeWTi+u3hrdYcbVDiGxg0BDQUFBQUFppxDoW6uLp5c2YkkxAk20BYGGgoKCgoLSTiHQQwSBJtqCQENBQUFBQWmntAm0jrtwyMT31uri6X6WNvyLFEs2lk4vrm70l7kt+rmNpdOLq6tLp33VCBkhCDQUFBQUFJR26rgEemA70yHQG0uOJd9aXeyt3VhyxNm7wkP1F7kNCI1vLNkNCSu9jRIyXBBoKCgoKCgo7VS2Bbo//9ldvbTRH0j2jiv73Fdsx34tjGTbY9CyaoSMFgQaCgoKCgpKOzX4PtDiHZ1DHpgSrBDu0Doe5R1NoJ01px2fjijQEaoRMloQaCgoKCgoKO1U1AepqJ4jGFwSrDC9I9D+KRz+qRuOGgemcATNeGPJP9EZgSbjDwINBQUFBQWlnRqbQKsWTplAu+n7rDv1wp3B7L+q0L9IYcbiLA6mcJDjCQINBQUFBQWlnRqnQKtkemoEmpDEB4GGgoKCgoLSTo0q0OIM6amfwkFI4oNAQ0FBQUFBaaeGFGiVOkefxaHjIkJCEh8EGgoKCgoKSjtlVL1J9ZMICUl8RIHO5/PFYrFcLlcqlSohhBBCJpVMPcqbkMSHEWgoKCgoKCjtFAJNSJKCQENBQUFBQWmnJAI94SDQhEQPAg0FBQUFBaWd8gv0hDff7XYRaEKiB4GGgoKCgoLSTiHQhCQpCDQUFBQUFJR2CoEmJElBoKGgoKCgoLRTCDQhSQoCDQUFBQUFpZ1KuUBvE5KuINBQUFBQUFDaqZQLNCEpCwINBQUFBQWlnUq5QOv+ezshYw4CDQUFBQUFpZ1CoAlJUhBoKCgoKCgo7RQCTUiSgkBDQUFBQUFppxBoQpIUBBoKCgoKCko7hUATkqQg0FBQUFBQUNopBJqQJAWBhoKCgoKC0k4h0IQkKQg0FBQUFBSUdgqBJiRJQaChoKCgoKC0U0ZVdyYv0AXLMKyCd4GZK4kvJpbAFks5c9J9IEmKKND5fL5YLJbL5UqlovtzTAghhGQo2RuBLuVM07JMUVKnSaAJCQ0j0FBQUFBQUNqpzAl0KWeauVLvv/YyBJokJgg0FBQUFBSUdiprAm2bs8egZQJdyplGL73ZHv5/10S20F9pFdx6TvMFy/CSBcswLcs0DKvg2XSvQkgfRFC+NpezfFsnKQsCDQUFBQUFpZ3KmEC73iwadFCgBYstWGauVCtYPnG2U7AcXRVeBudZexsXWjd6A+JObXUfJKB/revSiu6SpAeBhoKCgoKC0k5lS6BFaxakNeCs7uCuZ2BZNqwrzsFQvHaHoIMTRQqWYZqeywbVfZAPTsvWMjMkvUGgoaCgoKCgtFOZEmjXZL2TKqQCLRnB7VmrZApHiEC7TTn27qtmmKa4tZA++ARavRaBTm8QaCgoKCgoKO1UlgTab5WOhEqncMgN1Hv1YW2wQDvL3PvTSap5x6tVfQiYd6SekFQFgYaCgoKCgtJOZUigg1JpG3T4RYT2xX7SawgHT+GwG3Lvnaeu5nNpXx98exC2FoFObRBoKCgoKCgo7VSGBJqQFASBhoKCgoKC0k4h0IQkKQg0FBQUFBSUdgqBJiRJQaChoKCgoKC0Uwg0IUkKAg0FBQUFBaWdQqAJSVIQaCgoKCgoKO0UAk1IkoJAQ0FBQUFBaacQaEKSFAQaCgoKCgpKO4VAE5KkINBQUFBQUFDaKQSakCQFgYaCgoKCgtJOGVXdQaAJiR5RoPP5fLFYLJfLlUpF9+eYEEIIyVAYgSYkSWEEGgoKCgoKSjuVcoHeJiRdQaChoKCgoKC0UykXaEJSFgQaCgoKCgpKO5Vygdb993ZCxhwEGgoKCgoKSjuFQBOSpCDQUFBQUFBQ2qkpEui9Wr10u/HGzdal6/HKGzdbpduNvRoCTdIfBBoKCgoKCko7NUUCXdo+KO209xrt5mEnVtlrtEs77dL2AQJNUh8EGgoKCgoKSjs1RQK9tnVYa3TqjcPa41asUm8c1hqdta1DBJqkPgg0FBQUFBSUdmqKBPrS9Vaj2Xm03xqiNJqdS9dbCDRJfRBoKCgoKCgo7RQCTUiSgkBDQUFBQUFppxIp0H/47XdP/8EGAk0yGAQaCgoKCgpKO5U8gS5tPXjmxPm3rlXjC3TBMtxYhVqtlDMNM1caUWkKVuxGhkAmmPEcFnIsQaChoKCgoKC0U8kT6BfmfvzS194cagrHMWnreAV6ut2a6A4CDQUFBQUFpZ1KmEC/da0aHH5GoEl2gkBDQUFBQUFpp6ZdoD+59/jebtP55xe/tBocfh5BoJ0lBcswc7n+FA+3Uiln9pfkHNadCGIV3EYKTk0/69SL0JowyaQH+RtR9FPYH0nfvPXdJsO3UlL2OW6vyBiDQENBQUFBQWmnpl2gf/urP3lh7scPas1H+62VN25Lh5+HmgPtM8WCJS4LvCrlzIAZellXTgUjL/UrmrlSnNacVfJGAr0LJny/nDoBXXa34uKBPg/dKzKGINBQUFBQUFDaqWkX6O/92QfPnDj/u7//5i9u13711wrS4eexjUD7tLWUM93qHmu0LTzI2lrqGeY1DKswTGvBRlR6Le6Qsm+yfoZvRdrnIXpFxhcEGgoKCgoKSjtlVHVn4Bzo3/rKG8+cOH/icxdUw88TFehSznTHZIOsvdqtZmeI1oKNhKvqgL55rd1pOGQrA/ocrVdkrBEFOp/PF4vFcrlcqVR0f44JIYSQDGXaR6Af7bfee/9+z55Vw8/HJdDSCeBOgcYAACAASURBVAzOSs9sDRt25VJY6G4rYmtiT4KNqFV1cGvOQt9cDlVDqikccXpFxhpGoKGgoKCgoLRTCRDoR/utP/rjd0OGn4e7D3Rgsq9ipNZ/CZ1zVZ1lCaO8lmWKc6trNe9UB1eqB7Zm1/Jf3hdlsoS8b776waMQthVJn+P2iowzCDQUFBQUFJR2KhkC/dnDg28tvB1ye7tjfxKhZN5CxsIRmI4g0FBQUFBQUNqpZAj0wHLcAh2ctZC1cASmJAg0FBQUFBSUdgqBDklwEkbWwhGYuiDQUFBQUFBQ2ikEmpAkBYGGgoKCgoLSTk2RQK9tHT7a7zystx7U4pWH9daj/c7a1iECTVIfBBoKCgoKCko7NUUCXdo+2NxuP6i36wedWOVBvb253f7Z7QMEmqQ+CDQUFBQUFJR2aooEeq9W3/z4YO1m69L1eGXtZmvz44O9Wh2BJqkPAg0FBQUFBaWdmiKBro81CDRJZRBoKCgoKCgo7RQCTUiSgkBDQUFBQUFppxBoQpIUBBoKCgoKCko7hUATkqQg0FBQUFBQUNqplAv0NiHpCgINBQUFBQWlnUq5QBOSsiDQUFBQUFBQ2qmUC7Tuv7cTMuYg0FBQUFBQUNopBJqQJAWBhoKCgoKC0k4ZVd1BoAmJHlGg8/l8sVgsl8uVSkX355gQQgjJUBiBJiRJYQQaCgoKCgpKO4VAE5KkINBQUFBQUFDaKQSakCQFgYaCgoKCgtJOIdCEJCkINBQUFBQUlHYKgSYkSUGgoaCgoKCgtFOZEuiCZZi5UviSKKvGmGG3UsqZUcCCZViFYfqVqRQso58xHiy3UcPovVXOkpHOKwQaCgoKCgpKO4VADxToYzXpWF2Km1LOnMDvAAlPKWc63lzK5Qq1Mb0F/kbcf4/WPAINBQUFBQWlnUKg0yvQpZzJ8PPASI73cQi08MvMaL/XINBQUFBQUFDaKQTaHRb0/hm/t0r4Q3xveSlnev5dsAwzV+gvtFsXN+QV8ZxlyGsWLMMwLMu/OVHAgttVNtsnnDYUe+froX8b2UjB8hw33ztesAzTssz+ISk5b3Qu4Me+YxY42QqWYVgF+39DB4GGgoKCgoLSTmVNoINRKbV0BFp4XbDcia2uf4YgPUW27dfjweI0Aunwp3S7Ic3WFNOfQ3cquxOm+14sewtEvXaPbylnqn9bcUHvb0PO7ycjHWUEGgoKCgoKSjuVNYFWz5dwhUct0O4QrWeE0mnTVlD1CLRsoem5HlAm0GHbDfd7oVX53gmvA1aYrZRy9jiz4pB6pl54Dpr/zfGBduvu6P8IDo1AQ0FBQUFBaacQaEeDnLHFcIEO+Uu9szqWQBumKbaqEmjVdlWTMYRGwvbOv8WeEGZzJNo+TnEE2kXDp3CIw/sjTYJGoKGgoKCgoLRTCLR3QoRkGobqD/qBJR5PFYcbB4xA50q+kXDpFI7gdkPHkkWdk+ydtIf9ZOvmHYWc+PuP92yoBd/9OFM4fAJtH3DJr0MxgkBDQUFBQUFppxBo7/VzpmUFxmj70x/8FxH6LjLzTm51pkxY1sApHG4H3FnVIRcRDp7CEbC54N7Jehi40jAbCVwn6nkLvOeMXTdwEaG0WW8F4R3kIkIoKCgoKKhEU5kS6OOIdMBYb3zTn8kxZLRR5FGCQENBQUFBQWmnEOgRM4UCTY49wSk1EwsCDQUFBQUFpZ1CoEcMAp2d+KfRaAkCDQUFBQUFpZ0yqrqTcIEmZKIRBTqfzxeLxXK5XKlUdH+OCSGEkAyFEWhCkhRGoKGgoKCgoLRTCDQhSQoCDQUFBQUFpZ1CoAlJUhBoKCgoKCgo7RQCTUiSgkBDQUFBQUFppxBoQpIUBBoKCgoKCko7hUATkqQg0FBQUFBQUNopBJqQJAWBhoKCgoKC0k6lXKC3CUlXEGgoKCgoKCjtVMoFmpCUBYGGgoKCgoLSTqVcoHX/vZ2QMQeBhoKCgoKC0k4h0IQkKQg0FBQUFBSUdgqBJiRJQaChoKCgoKC0Uwg0IUkKAg0FBQUFBaWdQqAJSVIQaCgoKCgoKO0UAk1IkoJAQ0FBQUFBaacQaEKSFAQaCgoKCgpKO4VAE5KkINBQUFBQUFDaKaOqOxMT6FLONHyxChJDKeVMw8yVhnCbgjWo7cjtxOyA2+f4LElURIHO5/PFYrFcLlcqFd2fY0IIISRDyeoIdMEaSXGVjdryWsqZw7c/igQj0CkPI9BQUFBQUFDaqWwK9LHos1dedUkwAp3yINBQUFBQUFDaqSwKtH902J3b0VvqG0g2DMMwc7ngwoCEC2DBclf66wd535KCZZi5grNpp0XTssx+FWWflWzA7AtWb7c8NRW7TKYmCDQUFBQUFJR2KnsC7Z/i7LFeM1fyKqbovIFJxv36YlPBKdCB+qJbyzrUb8ffhYIlFWJZn/sv5ROjvTXdtv2vhF0mUxQEGgoKCgoKSjuVNYEO2Krv0kKr4CpmKWe6VYWFyssQfUPXivo+M5XMllYPGPuHwAN99k7hsF19UIPhu0ymKQg0FBQUFBSUdipbAi25wUaIvyoFWjV9WjROu56ifs+BFRWiCLQKkfUBgU5REGgoKCgoKCjtVKYEWmqE4tQIXzXVFA6VV8pGoNX1bVmVTuEY6Lthfe6vcj1bMG53vXJeB1M4pjkINBQUFBQUlHYqQwLtuUuz/KI+33QIl1FcRBicwuFEUE9ffbeWOE9aXDRQoEP67Fxr6O2dswXLChuBVu0ymZog0FBQUFBQUNqpDAn0SBnpvs7JTAZ3OQlBoKGgoKCgoLRTCHSkhMzbSGsyuMuJCAINBQUFBQWlnUKgQ6Kcq5HeZHCXExYEGgoKCgoKSjuFQBOSpCDQUFBQUFBQ2ikEmpAkBYGGgoKCgoLSTiHQhCQpCDQUFBQUFJR2CoEmJElBoKGgoKCgoLRTCDQhSQoCDQUFBQUFpZ1CoAlJUhBoKCgoKCgo7ZRR1R0EmpDoEQU6n88Xi8VyuVypVHR/jgkhhJAMhRFoQpIURqChoKCgoKC0Uwg0IUkKAg0FBQUFBaWdQqAJSVIQaCgoKCgoKO1UpgS6YBnGMTyoumAZZq40rtY0JuKOpGZ/ExkEGgoKCgoKSjuVNYG2za+UM8em0KkRyrgCnZodT1IQaCgoKCgoKO1UVgV6nPKXGo9EoBMQBBoKCgoKCko7lVWBLljuAHQpZ3qmdRQsw7Qss/9P/9rgooJlmLlCf5mwATOX688Z8Sz0G7y0prsRM5cLeqo7GaXfKWnLvn4G9yTKjqi2JcyH6S2XHUbJfpHRgkBDQUFBQUFpp7Im0MEp0B6rNnOlXjWJ8vbXlnKmTwcLlmOIBUvQR/Gl4JQSgZbWFL1U5Z/SwWD7tfhLQi3wz6g7ErItxYi+cBgDe0NGDQINBQUFBQWlncqaQItzoB0f9l1a6KvmXSuZPK0eVx56YSlnum4rmynh/i4Q2khgSNv7zyg7ErKt0AN1XBNmsh4EGgoKCgoKSjuVVYF2/DHcI4Nrp0Gg3T449ZS22jNb3+yTwTvusXDVtsIvykSgjyUINBQUFBQUlHYqqwLtzl8QJ2wEqknWSmc+RHRlQTPdhpXzOpRTODzthbTs9lj8t/3PaDsi2ZZqH6McFjJqEGgoKCgoKCjtVNYE2vDORqjVat7pB/65B8G1nnbca+8iCbSAWlbEmrKLCJ0LDC3LVLcc7KZ3N6LtSHBbbrU+77+IkCkcxxgEGgoKCgoKSjuVKYFOZsZ5y2qS+CDQUFBQUFBQ2ikEetoTnBtBshwEGgoKCgoKSjuFQE9nJBNHCKkh0FBQUFBQUFNAIdCEJCkINBQUFBQUlHYKgSYkSUGgoaCgoKCgtFNGVXcQaEKiRxTofD5fLBbL5XKlUtH9OSaEEEIyFEagCUlSGIGGgoKCgoLSTiHQhCQpCDQUFBQUFJR2CoEmJElBoKGgoKCgoLRTCDQhSQoCDQUFBQUFpZ1CoAlJUhBoKCgoKCgo7VTKBXqbkHQFgYaCgoKCgtJOpVygCUlZEGgoKCgoKCjtVMoFWvff2wkZcxBoKCgoKCgo7RQCTUiSgkBDQUFBQUFppxBoQpIUBBoKCgoKCko7hUATkqQg0FBQUFBQUNopBJqQJAWBhoKCgoKC0k4h0IQkKQg0FBQUFBSUdgqBJiRJQaChoKCgoKC0Uwg0IUkKAg0FBQUFBaWdypRAFyzDMKyCz0hKOdMwzFxJISylnGn0EiA9ddQt1ApW2NqIjUTLWBqZQJtk2CDQUFBQUFBQ2qmsCbRpmj4XLFiGoRboUs7si7P7KnaiCfTw9UmGgkBDQUFBQUFpp4yq7kxYoC3La9AFy7AstbAKLluwEGiiPaJA5/P5YrFYLpcrlYruzzEhhBCSoWRuBDpXEkW4lDN7S/rC2huOFuZrOKu8A9D+eR1OtYJlmLlcvxVBvc1coY+4aixvxO2CMPQdqObfhG8fPe2buVxo98RNOPvY/2XDMKyCrE2xM3a1uF0lw4QRaCgoKCgoKO1UBgVaGEru+bNkxNcrxCXfLGDPsLSZK3nrC/YovBLW+5xb2oizNWm14CakPRcNfED33AMi1PT8AlBSdiZQLWJXyTBBoKGgoKCgoLRTWRRo25sdk/bO0zDEAVN3leuWwnitPdga7r6yhREbCavma1m+j9F64qqt5JhE6vMQXSXDBIGGgoKCgoLSTmVSoHt2WXAUM6iSjn6K2mcvlFxOOJxAR2gkrFpNh0CrOxO7q2SYINBQUFBQUFDaqWwKtGdWhbvcM+E5xGXFeQu+liMLdIxGVNVqYQKtnMIh74kwhSMwwyRSn4foKhkmCDQUFBQUFJR2KqsCXSvlTGe41CPOhmEI9+rwXP8nu4hw2CkcYY3YE0n8FxHGmcLhthK4iDCsJ9KWI/U5flfJMEGgoaCgoKCgtFOZEuisZoRbWJNpCwINBQUFBQWlnUKg05/g1AqS3CDQUFBQUFBQ2ikEOq3xT6cg6QgCDQUFBQUFpZ1CoAlJUhBoKCgoKCgo7RQCTUiSgkBDQUFBQUFppxBoQpIUBBoKCgoKCko7hUATkqQg0FBQUFBQUNopBJqQJAWBhoKCgoKC0k4h0IQkKQg0FBQUFBSUdgqBJiRJQaChoKCgoKC0Uwg0IUkKAg0FBQUFBaWdMqq6c6wCvU1IuiIKdD6fLxaL5XK5Uqno/hwTQgghGUrKR6AJSVkYgYaCgoKCgtJOpVygdf+9nZAxB4GGgoKCgoLSTiHQhCQpCDQUFBQUFJR2CoEmJElBoKGgoKCgoLRTCDQhSQoCDQUFBQUFpZ1CoAlJUhBoKCgoKCgo7RQCTUiSgkBDQUFBQUFppxBoQpIUBBoKCgoKCko7hUATkqQg0FBQUFBQUNqp7Al0wTLsmLlSVG0p5cyI1aPXJCR+EGgoKCgoKCjtVMYEumAJ2jxQdQsWKkwmldnZ2SjVEGgoKCgoKCjtVKYEupQzDasQtsAbBJpMLrOzs1EcGoGGgoKCgoLSTmVJoCW6XMqZPUUuWIaZK+RMd2qHMNXDKggy7alpFWql/kvHtQXtdtb1t1uwDNOyTMOwCh479zaes/wzTEpOx3I4fVozaye8GgINBQUFBQWlncqYQPvl03HqguUYqzuzQ+W4RvBlrWCJluzHC5Yj5RLP9jXuNBN4VcqZsWZukwRlVkhINQQaCgoKCgpKO5UxgQ4fgbbFtGA5Vq0YJPYvlFVwh5+Dw9hxGvd4P7NKUhtGoKGgoKCgoJJCZUmgw+ZAi2IqDkuPKNA+X0egiTLMgYaCgoKCgkoKlSmBFmdD1AITKuzXcquOL9DeW34E6gt+7VZUzutgCkfqw104oKCgoKCgkkIZVd3ReB9oYXzYubzPs7xfN3gRYcRRZHEWh38Kh9ATyxrQuF2TiwiJKND5fL5YLJbL5UqlovtzTAghhGQoGRuBViYhUyMG3HePpD+MQENBQUFBQWmnEOhekiHQwUkhJGtBoKGgoKCgoLRTCHQv0yzQ/okgJMtBoKGgoKCgoLRTCDQhSQoCDQUFBQUFpZ1CoAlJQP4DISTh0fITFgoK6pgoBJqQBMT5mBBCkhgEGgoqZRQCTUgCgkATkugg0FBQKaOmSKD3avXS7cYbN1uXro+hFDYbf7X1ZCxNUSjay+gfkzdutkq3G3s1fs8kZKJBoKGgUklNkUCXtg+u77RrjfbhYWf0sr/fODrqtlptCiUFRfyYlHbae41287ATq+w12qWddmn7AIEmZJJBoKGgUklNkUCvbR3WDzqN5uHjg9bo5f7D3SdH3f1Gk0JJQRE/JrVGp944rD1uxSr1xmGt0VnbOkSgCZlkHIHe399vNpudTufo6OiXv/zlZH7CQkFBHRM1RQJ96XqredjZb7TGUu492O087dYfNymUFBTxY9Jodh7tt4YojWbn0vUWAk3IJOMIdLlcrlQq9Xq90+kg0FBQSaemTqDrjdZYyt0Hu+2n3drjJoWSgoJAE5LQOAK9tra2sbFRqVQODg6Ojo4m8xMWCgrqmKjpE+jHrbGUu/d320+6tf0mhZKCMoRA/+G33z39BxsINCF64wj00tLS2tpauVze399HoKGgkk5Nl0AfHHbizuxUlc/u7x4+6e7tN4Vy2TIM499e9i459d3rTW81VZFWjtWCxuL0MykdpnhKXIEubT145sT5t65V4wt0wfI/Mz7Wg+4VlQuWYRjqZmJtYoRuBPsUY0+dtWPvLUlzHIE+d+7cxYsXP/zww7r36aHTpgVQUFAJFOhWZ+9xayylen+39aS7u98UyuVvGKdOmsY3LnqWfPd601tNVaSVY7VwrCW8J87a6ekwxVNmZ2dD1sYV6BfmfvzS194cagpHwTJM0xTFcnSBLlg+U41EjZKIAh1rTxFoMkwcgf7TP/3TQqHwwQcfINBQUCmgpkugG63O7n5rLOXTe7vNTvdRvSmUy98wTv27i6+dNF/bFJdcb3qrqYq0cqwWjrWE98RZOz0dpnjK7Ozs7Oysam0sgX7rWjU4/BxLoHOFnOkq4lgEOrwFbQIdZ08RaDJMEGgoqFRSUybQw14dFSyf3Ns96HQf1ptCufyycWrxevMHlnEytyUueVhv/sAy+rEu2/W3Fs3+spcv2pUvvnbSMAwj2MLllx32er+ODfrZly82382dMoLthFUI9lDs3uWXDe9atw+v/MDfz/4uy+vkXvFtlzKZMmtHujb8Y/LJvcf3dpvOP7/4pdXg8HM8gS6Jkui+LLgnoTNsW8qZ4jLbSg1nyoYL9VtxCacZYWslh80FF9pEweqtF5uNykbZU1GRgwslvR3QMZLhINBQUKmkjKruiGbwuNl5VG+NpXxyd/eg3X1Yawrl8svGqcWS9EWwztaiaZzMbXlXGYb52ru15sPCK4bxyg/c+luLpvFywa3Wf1167aS7IZG1W/a0E14h0MPCK4Z1WdZz7+vCKydzWwP23a1j9NuUbJdyvGVWSHBtuED/9ld/8sLcjx/Umo/2Wytv3JYOP8cV6NABV2dJKWf61hUsxxzdiRs+H7VN1qXFbfXXlnKmEexAwXKl3Gk78CqUjbKnEQU6YsdIpuMI9NmzZ/P5fLFY7N3PTvfPXkLISJmuEehJCbRjn94l/ZxaLPXcV2GunteXXzZOnRRV2wv+wOrJtMJu5SqvVOFAD0XFF2qW3CHw/ph0cENhdZqyXy0ox1tC7PnhIIH+3p998MyJ87/7+2/+4nbtV3+tIB1+ji/QtVrBMqyCf4k4mlzKmYphXe9r35Cti/S34FQoySZUCCPW9lCvbCtR2Sh7Gk2gI3aMZDuMQENBpZKaOoF+WG+NpVTu7jba3Qe1plD6Uvig1nxQ640Z20ts631Q21o0fUukuPP68suGcdI8ZViX+9W8YE+gFayvndAKwR7Wmg9qzXdypwwjsImwzgcbDN9ByoRKz55VawfOdPqtr7zxzInzJz53QTX8PIxA921X9EVnhHfCAh1hK1HZCHsaQ6Cj7D7JdBBoKKhUUtMl0PvNzoNaayzlzme7jw+79/eaQrn8snHqOyX7n6XXvmgYRm/JD18xTr72Tn9hr87Wd04aX/zulgJ3XvdffN9yKl9+2TBe/qGziVe+r2Ql7SgrSHrYL+9899QXv7sVoFSdF19E2UHKhMrs7GzI2oEC/d7793v2rBp+HkqgnUFWe3qCf+KGdApHqED7p3D45niopmFE3EoUNsKeimrsNiA16SgdI5kOAg0FlUpqugS6ftC5X2uNpex8trt/2L231xTK5a8bp75Tcpe8/d1TRn/J1nf61wa+8vWTTp3LX7f/Nvv1H/pw57XzYus7Jw3j5Gtv7zXv9dXcMCT1B7ajeh3o4Q+dGR2vfH+veW+v+X2rPxnjnqcPvSWyDSnrSI4VRW+Jcq3tH/3xuyHDz0MKtEdGnWv0LMv0CLEwP2KgQIszH2SuabenuBAwdKZEJDbKngq7ZVnRLiJkCgeRB4GGgkolNXUCfW+vNZayXd2tt7p3d5sUSgpKFIH+7OHBtxbeDrk1TcKeRBg2+4KQxASBhoJKJYVAUygJKGO522OyBDpk7gUhCQoCDQWVSmq6BLrW6Nzda42l3K7u1lrdz3abFEoKSmYEWjnfgpCEBoGGgkolNXUC/dluayzl409395rd6qMmhZKCkhmBJiRtQaChoFJJTZFAr20d3q937u4h0BSKv4gfk0f7nYf12PeleVhvPdrvrG0dItCETDIINBRUKqkpEujS9sF72+17tfZeozN6ubfbaLS7u4/bFEoKivgx2dxuP6i36wedWOVBvb253f7Z7QMEmpBJBoGGgkolNUUCvVerb358sHazden6GEphs/FXW0/G0hSFor2M/jFZu9na/Phgr1ZHoAmZZBBoKKhUUlMk0PWxBjMgaQofE0ISGgQaCiqVFAJNSALCx4SQhAaBhoJKJYVAE5KA8DEhJKFBoKGgUkkh0IQkIHxMCEloEGgoqFRSCDQhCcixfky2CSHHFgQaCiqVFAJNSAJyrB8TQsjxBYGGgkolZVR1Z6ICXbAGPSW4YBlmrjSK6jgtjN6UjpRyprLbCd+1JIffMwlJaByBPnv2bD6fLxaL5XK5Uqno/tlLCBkpWRqBLuVMx5tLuZzcoLMp0BG7msRdS0xmZ2dD1iLQhCQ0jEBDQaWSypJAR7I+BDpKtQTtWmIyOzsb4tDig1RKtxtvxH+Qyhs3W6XbDR6kQsiEg0BDQaWSypJA1wqWEfS+Us4UZ3UULMPMFfrLHFu0B64FcSzlzN5SXwNSy/TXUW1fmD/RpyX98VLevuX6c1RkNYXueaq581oMqxDabQT6GDNrR7pWfJR3aae912g3Dzuxyl6jXdppl7Z5lDchEw0CDQWVSipTAl1zlNCdyeGf8FuwRHF2pNoWSNM0eytLOdO2T7uBguVdItPNfh1xc0HcKoibdPrjdtbpmX+hAPmUV2w/tFpYtxHoY8yskOBa52OytnVYa3TqjcPa41asUm8c1hqdta1DBJqQSQaBhoJKJZU1ga7Van2LtgreWdH9yFTSlWUzV+i9thcJI8GBEVwB99fx9MS/SlBcn6r2tdrbbdu1FT1Xdq+mEOIoLAI9/kQcgb50vdVodh7tt4YojWbn0vUWAk3IJINAQ0GlksqkQDsKGlGg+7rcG4Yt5UyrYPtzaAuiiSpu+iFdpRRou3Y8gY6yg3FZBHr8iTgHGoEmJFlBoKGgUkllSaALOdFEHUlUzqkQXpdypjh5w7KcmRjBedXSKRwq35Ti/ikcbicCcy+8C6VmHGUH47II9PgT8S4c0QX6D7/97uk/2ECgCdEbBBoKKpVUlgTaf7Wcf6FyHLfmNW2fdYtTHVTzHPx1hHhW5Zym7Y0ULMO0LNOPupSst2GbllfrHwXlRYRM4dCcuAJd2nrwzInzb12rDiPQvs9E2K3BFRGRXmtmruSZr3+M549v8lF/P6Rd8r2elnj+CGUvid5FaeWkfGZT+CWDQENBpZLKlEAnMen5KUJGSVyBfmHuxy997c1hpnBEul169Ah/LfEsHO6sjg9Kti8uknZv9IT3U/G7rreC6ZlBlSaBjnhwpqfDowaBhoJKJYVAT3nS81OEjJJYAv3WtWpw+DmqQI/5jBuvzMUFB+r7MX2+xiDQ9vXKQ/QTgZ6uINBQUKmkEOgpT3p+ipBREi7Qn9x7fG+36fzzi19aDQ4/R57CETpv3p4eYeZyHtHx34C8h7hzQRS3QXTnKvimjciaDUzBCrm9utNZz2QtX5dywuuSrEFnAlXvsgTZfdaFTdmkv5/eXRPXWv498h5w4bgHZlsZ8hldqpvZS4+58nbyNtuf+RJsJ6xCsIdhB2eo++iHvxdTFwQaCiqVFAJNSAISLtC//dWfvDD34we15qP91sobt6XDz3EuIvTdLt3jXoL2BITMXT/w+tT+nGj18HB4s97X/turOzshLg7vkrRB8XcJaX+EtgdPWR7YgZCawWrOkmg3s5ccc2E3fLeTD7z0thNeIdDDsIMjPebqfQ+7mf30BoGGgkolhUATkoCEC/T3/uyDZ06c/93ff/MXt2u/+msF6fBz7LtwOLdLdwymJJ1UEKLIYWtNn/b5RqsHNBt6e3V7tWIcXSFwUW+a7nvtssIib4VIuybGO/Ts64mvtTi3qvQc8+h3w4xy9Ab0UHFwhryP/sADOF1BoKGgUkkh0IQkIAPnQP/WV9545sT5E5+7oBp+HuI2drZiHYdAe6+Sc2XO2UYUgVYOPcpuHBJFoKOYaE0lbT3T82to1F1TbbfHizbpbS2GQKuOeb/eeARasr9RDk6w88EGw3dweoNAQ0GlkkKgCUlABgr0e+/f79mzavg58kWEwdulD5zCMcwIdE6c4yuZjxDF3lTqNNwMimCD8QS6Jj60VByOjbRr6v73h2C9DbutRbyZfeCY+6dwhE6SiS7Qkh6qD07YMfeqf6T3ZUqDQENBpZJCoAlJQKLcheOP/vjdkOHnWBcReudF46KYFAAACrRJREFUSP4677+IcCiBFjzcuTjRskKHafvbD1wD57vlmz/Ku5hLVTX+FA53k+4hs/8V3DXPXnj2qCZvX/h1RdJaYPMRj3mc28nHmMIR6GHYwRnuPvoINBQUlH4KgSYkAYki0J89PPjWwtsht7cb55MIQ2dQEEKcINBQUKmkjKruINCEDMwQj/I+VoEOmT9BCBHjCPTZs2fz+XyxWCyXy5VKRffPXkLISGEEmpAEZDoEOuSR9IQQeRiBhoJKJYVAE5KATIdAE0JiB4GGgkolhUATkoA4H5O1rcNH+52H9daDWrzysN56tN9Z2zrkY0LIJINAQ0GlksqUQHuuzh/hL9ADr/s+jgvDpVfBk6zE+ZiUtg82t9sP6u36QSdWeVBvb263f3b7YNDHhBAyziDQUFCppLIm0JGewjAoxyTQ4RQCnfLMzs6GrHU+Jnu1+ubHB2s3W5euxytrN1ubHx/s1QZ+TAgh4wwCDQWVSiqrAj2ShiLQZPyZnZ0NcWhmOhGS0CDQUFCppLIq0PaDa3sLLcs0DKugNGz35gPucwoK9uMCfA+r9TxjQvoMAWdzYrOBp1f4thnrERU5y/d0BGnfyFRl1o50LQJNSEKDQENBpZLKmkAHp0CLN7RVPlhL8tgx/7ONpU85FpHAY2ldiffVqflc3/v824ECHexReN/IVGRWSHAtAk1IQoNAQ0GlksqaQItzoKM9mVYyW1pRzfVSyaOPjeDm/DKreHSt8gm3kR+0q+obmaYwAk1IKoNAQ0GlksqqQLtefJwC7bLOar+/9lTZ35OwjSLQ6YzGOdDbhJBjCwINBZVKKqsCLR+BFrzVnWohncIhnzvhnyYhmQYi8Vfbb33NqjbqaTTQ28h9I1OWiHfhOI6PCSHk+IJAQ0GlksqaQBveCRU1v9E6VSzLp7P+iwhlk5XtpnOi4xqGYZiWFRyBll1gKLuIUDWFQ9rb6H0jSQpTOAhJaBBoKKhUUpkSaDLiDbCJtvAxISShQaChoFJJIdDZSnBqCElEnI/Jo73633zQ/Iu323++Ea8sb7T/8r3DH3mfrlLYbPzV1pO4z2ShUCgDyxs3W6Xbjd09BBoKKp0UAp2F+KeDkMTF+Zj89Yetqx892Tt4etg5ilXqzafvV57e/KRzeOiW/f3G0VG31WpTKJTxllqjfX2n/bPbDQQaCiqVFAJNSALifEz+4zud2sHRfvNJ/aATq+w3n9QPnq590H580HLK/Ye7T466+40mhUIZb3l80Ko12v/pZguBhoJKJYVAE5KAOB+TP99oNw+PHj3uDFEaracr77f3Gy2n3Huw23narT9uUiiUsZeDVvvSdQQaCiqdlFHVHQSakIEZl0Bfer9db7SccvfBbvtpt/a4SUlf+ae/8txP39rQ3o0sF59Anz17Np/PF4vFcrlcqVR0/+wlhIwURqAJSUCGEOg//Pbm6W+97RHo5tNL77frj1tOuXt/t/2kW9tvUtJX/umvPPflF176aXFDe08yWxiBhoJKMTVFAk0IUUUU6IPDo4ePO+Gl9MHuMyfOF6/dFRc+bj699H679rjllM/u7x4+6e7tN4Wy9d3+Jaev/NCznJKw8vlfee7T6t0vv/DSm8UN7Z3JZmkg0FBQ6aUQaEISEJ9AP3jcCS/Pz/3kpa/91LewJ9B7j1tOqd7fbT3p7u43nfKz//uU8W8viy8oCS2f/5Xnut2u49Da+5PB0mgi0FBQqaWmQqAJIQPjEej9Tkj5u2t3nzlx/u+u3fUt328+vfR+e3e/5ZRP7+02O91H9aZT/p1pfONi81G9+ej6ayeNV/4/YRUlWaUn0N1u99Pq3d98/qW//bsN7V3KWnmMQENBpZfSL9C+/OIXvyiXy2tra0tLS+fOnfvTaDl79mzEmlBQSaR8An1/vyOWnXvN6m7b+ef/+KXV3/vaT3117u939ptPf/R++9F+yymf3Ns96HQf1ptOedk4tXi99/qy8JqSvOIIdNd26Ct/t6G9V5kqjw8QaCio1FJTJ9Aff/xxpVLZ2NhYW1u7ePFiIVry+XzEmlBQSaREgW4EBPq3v/rXz8/95G6tfX+/86M3dp45cf6n1+7KBfp6+1G95ZRP7u4etLsPa02nvGy88oP+68svG6cWS01xLSVBRRToruPQP93Q3rHslH0EGgoqvdTUCfTOzk69Xq9UKuVy+cMPP/wgWorFYsSaUFBJpMIF+v/5s79/5sT53/39N39+e/9Xf60gHX6OLNCONCPQyS4+gT46Orpz5xMcepIFgYaCSjE1dQL9ySefdDqdg4OD/f396DetK5fLQ9zqDgoqKVS4QN/f73z5Kz9+5sT5E5+7oBp+dgT6Yb3llMrd3Ua7+6DWdMqieWqx1HxQaz4ovXbSeOUHwipKsooo0EdHR0+ePDk8PPzov97+zedf+pufbmjvXhYKAg0FlWJq6gT6008//eUvf3l0dHR0dPQ0ciqVSvTKUFCJo3wCfa/e8ZWN64/+yecuPHPi/O997afBtb1SP3j6o+vtB7WWU+58tvv4sHt/r+mUd757yrAuiy8oCS2f/0JfoB17Pjg4qNfrf//3P//N51/6mzc3tPcw9aWOQENBpZeaOoGGgoIKxiPQraO79U6w/B/f3nzmxPk3//+70rV3bYG+X2s5Zeez3f3D7r29plC2vnPSMAzDOPna257llISVnkD77Hl3d/f+/fvXr9/4jedf+us3N7R3Mt2l1kCgoaBSSyHQUFAJoPwCXesES+X+4f/+R+9KV/VK7eDpxevte3stp2xXd+ut7t3dJiV95fNfeE5qz9Vq9c6dO++8895vPP+S9k6muyDQUFApphBoKKgEUFEEemBBoDNVPv+F5xx7Lpdv9ez5N55/SSzaO5nugkBDQaWYQqChoBJAiQL9uHX0Wa0zROkJ9N29llNuV3drre5nu01K+srnv/CcY8//6B//s//3LwvVavU3X/if/+IHa9r7lpGy9xiBhoJKLYVAQ0ElgBqPQDeeXrze/my35ZSPP93da3arj5qU9JXPf+E5x57f+NuNf/7rX+7N3Pjnv/5l7X3LSEGgoaBSTCHQUFAJoByB/o/vdO7vH92tPfl0txOrfFZ7cq/+9PJNBDor5fNfeM6x5+qj5u989V9fvvzGrVu3fuer//ovvr+mvXupL3f3Wvdq7f90E4GGgkonhUBDQSWAcgT6rz9srd96crf+tNY8ilXu7z99b+fpe9udvYZb7u02Gu3u7uM2JX3lyy+89I/+8T978613ev988613Zv/F//Tzn//8rbf+87/8H57X3r3Ul3u19nvb7c2PGwg0FFQqKQQaCioBlCPQj/bqP95qnX+n/ecb8cry2+2/fPfwR9dbl4RS2Gz81daTS96FlLSWk7/1b9566z9vbW39d7/+O9o7k/qydrP13n9t7O7VEGgoqFRSRpUQMvVxBHqIJx2G5E6l0u12ayQb+Xn51n//L/7V17/xv/2X/7Khuy8ZiiPQZ8+ezefzxWKxXC5XKhXdXyqEkJHCCDQUVAIoBJqQhIYRaCioVFIINBRUAigEmpCEBoGGgkolhUBDQSWAQqAJSWgQaCioVFIINBRUAigEmpCEBoGGgkolhUBDQSWAQqAJSWgQaCioVFIINBRUAqiJCnTBMgwzV9LhGoSkLgg0FFQqqf8GR+S6jaXTG7gAAAAASUVORK5CYIIA)
0 should not be offered as choice for decimal places if significant digits mode is on.
If decimal places are set to 0 and then significant digits mode is selected, then you might silently switch digits to default setting. Should that be zero (which may happen) then spill out the error message.