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Customers FamilyTrees.GenoPro.com GenoPro version: 3.1.0.1
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GenoPro version 3.0.1.4, English Narrative Report skin 2018.03.09Is there a simple way to detect/correct missing union dates in multiple union families? Example: Albert has been married twice, the first time to Bernadette, the second time to Camilla (notice the A-B-C sequence in this test data). The date of the first wedding is not known and has not been filled in.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAW0AAAEMCAYAAAAPqefdAAAV0UlEQVR4nO3dbZKjIBSFYdflgljHLMHVuBkXw/wwtoCA+AUXeJ+qrprutInDvZwYk5ZBAwCqMZTeAQBAOkIbACpCaANARQhtAKgIoQ0AFSG0AaAihDYAVITQBoCKENoAUBFCGwAqQmgDQEUIbQCoCKENABUhtAGgIoQ2AFSE0AaAihDaAFARQhsAKkJoA0BFCG0AqAihDQAVIbQBoCKENgBUpHxoL5MeB6Xnw88GPQyDHsZJL+Zts1p/Pgx6GEY9LYHtfNtG92HfTtk7o6dxu83Zz9Bt1j7uX+OUtDeySajX3X0JPV7L9WrVW31YYe0Lh/as1SEM159tg7ZMox62FF0mPR4G3AlLO3GT9+Fvs1lZRZ3V8Hef5r/PbrMfwtnPakmo1819ufJ4zdSrVS/3oXXX8mtfLLSXaVyf0ZSynzEPz6CzVu4RWuC2Wd14hpyV86y8Hj2v9XYe29q32G3uPrpH7/URU68H+5L2eG3Uq1Vf9KH9c/m1Lxfa87wGpTvYFwZ/mUYjcBc9jaEiXWEULrYviftp72O9JNXr3r6kPV4r9WrV+314/nNpBJ7Ttp/ttmdW69nv79yVWZS1SOMYOH+avDtG4R6HtnnU3ghJ9bq0LymP12C9WvVaH/7dWE3tBYa2NgZ30OM0hwfTPP/knrfSs1YXz02thU589k4J7eApk4oJqtelfUl5vBbr1aq3+jB2f0LJDG3LnXNT/tu2Z99hOL5puN52FrrXQvvwRlgLhNTri31psl6tylj70z7MTH5oR2+/GxDuQ4zHZ17ffVx8I/LuG22iCajXV/vSZL1a1XHtBYb28R3/v2c392XNMunR+qxt4LbTxw+Hxf2P/NVzjuyS0vX6Yl/WH7RZr1Z1XHuBoa3tD7w7E9l6qeJsF7stZFbHD9bbb2Bsnwn13efZbW98mkWYwvX6al+arVerOq59+dAGACQjtAGgIoQ2AFSE0AaAihDaAFCR5kLb90mQu1/Ij7pAAsl92MwMeDOsJRSmde7YvlEb6oWnasiIZrqc0K7PNr5v1Ida4alacqKJTv8qsAmC71EnSFBTDzbR7W8OIGGQz53mLz1h0J7a+rCJbn9z4AiDPL54kgWuehK+pYK7iU4ntOtDaEOCp6FLaN9EaNeF01mQ4K0+zB3cTXR5aMDsK3utX+s1c9dLMf793LgiGCHwvfAYh+pCvfC+WO/sV/80r/4now+b6PK0AVv0pIxrOTvXxd6+JQS+FxzjUF2oFz4Q7UPzuu+jrNxoostTBmxW4evlLtNICGSUOsZmXUI/p164K9g77mIdkWXICO2bTgcsMvDubYTAt5LP/4VqRr3wgtM+3BZUCK2mVLAPm+jyswELHWUflwgjBHI4f1V0rEvo59QLd4X6xlrkN7D2a8k+bKLL4wM2a3V4tgyvCUcIfO/sjchjXagX3hfqnWUajUV+Z63+QltGHzbR5dEBWyY9OqPsWxdyKxIh8L3QGIfqQr3whbODh+3n+/rAMvqwiS5/c8AIge9RL0hQax820eW1Dn6v3DF+Ms7UC3e91Ydv9nPS431675kQ2vX5IrSBq54Gbu7A1rrx0L4ygNvvEtp5+Jo9dbyfbAuYauzDJjrdN2h3Bo8gyOtO0xPYeFttfdhEt4cG8I0vfIsaQYKa+rCJjie06/VGfagT3lBLTjTR7YR2nczxfVobaoU31JARzXQ6od0GagIJJPdhVzNAyqAjDfWCBNL6sPweZCRt8BFHvSCBtD4svwcAgGSENgBUhNAGgIrUGdqz0vaCmz/WBcvD175FomXSo/ed8/DSbXnMWhXfB4jl9u0XIWBmTejfH6kwtH9hrDzLUX0R2hmKIFbo/z4rPRQdk8TQdve/51r24tCbv2tjf3n0Rmif2AbFNziE9ruC//fSR7qENnxmrQbPnF8mPX7Zr4R2nLl+26wGY1kg7Q9tpf5eJlm/+yvwepszsUel1SjtlEABsSNta2akjOX+RDtNo78ms7LH3HwM8zalnND2Pb75s1FPi/v9yb6jPqmvAIN99suMyTi9omb7dItv7chYaMd6+qbKQts5wpqVvVqyJ7T3281nYfsofJnG/fd+Bdrr2PHRWfCcthm2V8fS2NaaZM5RkvW+hX3bMo3GbWePHzvSjmyL+rh54P+lSJ/5M8Pup9/vJoV27LHuqyu0D0VxBuXk9MjfKsqHyWs8GbgvpboPbc//PdS8WuvzsUwdW+N+vHVPffxIaMe2RX2SQvuwkVFzNzMi3996I/Kd/qootO3FNr0vOU5C++/UivcIMnGi9yR6Ttts3ptj6f3+eD/HI2A3mJ88PqfBmpF6eiTQZ5+EdvCx7qsntC8f9fmPtMc1BcJBTGjvUt6IfDKWh2Z3zzXfOdK++fhoQOCNyMNBRqDP3g7t6GPdV01o/53aCNx2DGPn/JR1ftUpxukzZadHX4FQs498r45l4HvnKGlW5lFJ+jnt6KQ51DKyLapk94bWhxyI9tnLoR19rPsqCe2TZ6htcG5/eiR2nnU/LdPdH+oE34h0gy1xLKPf26e/xmn2BOp22xT59IhnwjpP1nYtQ9uiWtFPbMT67O3TIyc9fVMloQ0A0JrQBoCqENoAUJGuQlvaxcwRR70ggbQ+LL8HAIBkhDYAVITQBoCKlAntWxdOYVEDscQuloAuxRZBeOsPqDJfjtVUILQjixikbEdoyyN2sQR052wRhC9CO7P8oR1bxCC+IaEtldjFEtCXhEUQCO3roosYrL9gvbQJ/knp709V9+0TL8R/5ULnxuOEriiYdkH/xoMrdbEEq7bOmIRuOxvnWN2j26E5Ka/stl415qe9nkdkvnsW9PCfHknNonsyh/bJIgap18c+nBO/cCH+Kxc6j13E/PSC/rH/Z2OSFkvwjWXsYvHmhAiN83nd/duhSSnzbOvVrWlSF+LwLugRvt5IWhbdkze0z0I6OujmEbLvKC3xQvxXLgpz/A8kLpYQukRko15ZLOHGohR3t0ObkkP7xkIcqX14KYvuyRja54sYxJd72o+QZ+MUy2/D9AvhXw3t0EXMT6/NbL5EajzAUxZLOEwo55VT6LbTa3DfXAAB7blyeiT6/cV+utuTN+UL7ZSjsZQj7fVCtfbphysXwr98+cXARcyvhELrL81vLZbwwpJhTxZAQINSF0G4sRDHpdBOzaJ7soV20iIG3nPagQuUWwF/4UL8V0I7dhHzK8XvNLTtV05PzmnHr8F9awEGNOl0EYRYXzya7zd68qZMoZ24iIHWh5cXZ+G6PxFcW9Qg7fRI5CLmZ6HQ3adHEhZLePDpkbTTUFe2Q7NiiyAkHARcnu93e/Im/owdACpCaANARQhtAKhIV6Et7WLmiKNekEBaH5bfg4ykDT7iqBckkNaH5fcgI2mDjzjqBQmk9WH5PchI2uAjjnpBAml9WH4PMpI2+IijXpBAWh+W34OMpA0+4qgXJJDWh+X3ICNpg4846gUJpPVh+T3ISNrgI456QQJpfVh+DzKSNviIo16QQFoflt+DjKQNPuKoFySQ1ofl9yAjaYOPOOoFCaT1Yfk9yEja4COOekECaX1Yfg8ykjb4iKNekEBaH5bfg4ykDT7iqBckkNaH5fcgI2mDjzjqBQmk9WH5PchI2uAjjnpBAml9WH4PMpI2+IijXpBAWh+W34OMpA0+4qgXJJDWh+X3ICNpg4846gUJpPVh+T3ISNrgI456QQJpfVh+DzKSNviIo16QQFoflt+DjKQNPuKoFySQ1ofl9yAjaYOPOOoFCaT1Yfk9yEja4COOekECaX1Yfg8ykjb4iKNekEBaH5bfg4ykDT7iqBckkNaH5fcgI2mDj7iq6jUrPQyjnpaX7m+Z9DgoPefa7up9LpMet9qMk15Ct7m3W7e9OF4fktaH5fcgI2mDj7h66rXoaRy0UkoP6qW4/CJ8b5m1GgY9WPuy/mz8Je4yjfb/ew6Nw7rddtMyjc79yiStD8vvQUbSBh9x1dRrC9g3g1ZAaK+hOuhRKXtfDvs2a2UcNc9qD3TnDqPbSSWtD8vvQUbSBh9xtdTLPNI8BNYvqKZfAA6Dc/us7P/nfhi6Bpxxu33wuh0BO0fBVjD+XgFMxikJNdunKCKvDJZ5Xk9ruGEbDd9FT2MoiH/7s204q+OpFYGk9WH5PchI2uAjro56OUeLbhD9AnLcD0ONkLVPF1jnxbdg3W60trPDb5nG/TE9ob3vzy/ord9NONL1hrR7mmP7fh2PcQydt/7tk+9cuFDS+rD8HmQkbfARV0W9DkeLThC7wRg97WE8AcS2ix3p+o6090Pkk+8DTt6IHKd5v5/DE8GslfMkZZ0L55z29f0pvQM5SRt8xMmvl3HU6H65pzn+NvF9b27rC1/tCW33MTOHtiV2bjr0hHK2nRzS+rD8HmQkbfARJ75eoTAzjzZPw9c9Kk3dLhCiJUL70qsHQvvx/pTegZykDT7ipNdrVuE38v7ekIyFr3We+nd/KaHthm0w0L8K7eOnRfzn3n/b/p0+Wh+P0yMP96f0DuQkbfARJ7teJ0eJW3glhO/+qRL33PDZJzY8b/blOtI2P/XivKG4GJ+UOYQyf1zzfH9K70BO0gYfcdQLEkjrw/J7kJG0wUcc9YIE0vqw/B5kJG3wEUe9IIG0Piy/BxlJG3zEUS9IIK0Py+9BRtIGH3HUCxJI68Pye5CROfD//v3jiy+++Lr0RWhnRljzxRdfT79KI7T54osvvi58ldZVaGutixecL774qvurtO5CuwRpb2SgDfRVn6h0BkwufIG+6hOVzoDJhS/QV32i0hkwufAF+qpPVDoDJhe+QF/1iUpnwOTCF+irPlHpDJhc+AJ91ScqnQGTC1+gr/pEpTNgcuEL9FWfqHQGTC58gb7qE5XOgMmFL9BXfaLSGTC58AX6qk9UOgMmF75AX/WJSmfA5MIX6Ks+UekMmFz4An3VJyqdAZMLX6Cv+kSlM2By4Qv0VZ+odAZMLnyBvuoTlc6AyYUv0Fd9otIZMLnwBfqqT1Q6AyYXvkBf9YlKZ8Dkwhfoqz5R6QyYXPgCfdUnKp0BkwtfoK/6RKUzYHLhC/RVn6h0BkwufIG+6hOVzoDJhS/QV32i0hkwufAF+qpPVDoDJhe+QF/1iUpnwOTCF+irPlHpDJhc+AJ91ad+K71MehyUng8/+02CcdJL6LbD7Yuexv22cbK2ZHL15GpfxXrH6Tll3Sl91atOKz1rNQx6sCbX+rNt0izTqAdzlszK/t68N2VMxmXS4zBqc+4xuXpxva/CvbNu9/ers9IDfQXdYWgv07ge0ShlHxEdjpBmrYxJMqvjEbTv93yYXO2711eR3pmV99WcedxAX/Wpu0ov82wc1aROrkVPY2By+V4OO5hc7bvVVwm9s3OOvDV91at+K+2dTPuk2I6c1u/XiTb+nXs0Avx3RDT/ft937hEdudJXF3pnmUbP+XD0iNA+/Gx7Q2jeX44ezlPPWm3bzsp+A8lz7hEdudJXib2zBn3qETlaR2gHfyF2rtq4LeHc42IcSYXezEQjrvRVcu/4+5C+6hOhfev22HnJ48RDR6701UnvcIQNH0L77wfHT4v8Hb3Myp48y6RH4wjJ+mSJ+7voy5W+0pHe8Xx0FNCa0LbD9XeO0fdHENZL0UMo238gwVF2xy72Vah3ZmV/MoTewqbf0M6Ij2bhC/RVn6h0BkwufIG+6hOVzoDJhS/QV32i0hkwufAF+qpPVDoDJhe+QF/1iUp/xPfOP5MMV6X0UeoX2kAlX8ZkwhveDGt6rS1U8UVMJryF0EYIVXwJEwpv+Sqw6bE2UMUX3JkgTCqEvNkT9Fd7qOJDT8KX4IYPoY0YqvjQ09AltOEitBFDFR94K3AJbpgIbcRQxQdiEyJ0gXrz6m2s9wefWC/YV//bL90a6jf6qj1U8YHghJjVIaj/lpf6+7mxZFnsvtCdcC8EFpgO9Vv0vlArqvhAaEIs06iVUt4jnx2hDb9wL8xajePfepNbX8X6jb5qD1W8KXYe2l2dZJlG61TI9hJ3NA6ZmFzYRF/BGU/0W1/F+o2+ag9VfCB2Pts6uJ6VFdDm720/Z3Jhk9wLv76K9Rt91R6q+EDqOe2/SeWEN6ENn1hfuf1zfK+EI+3WUcUHUj89Yk40691/zj3CI/XTI26A+35OX7WHKj7w5oRgcmFDXyGGKj4QezOyxP2gDYQ2YqjiQ08Dl8CGi9BGDFV8yBe6qZPjybZoF6GNGKr4gjvhS2AjhNBGDFV8SSiEr3wBWrMIAuKo4ouYTHgDoY0YqvgyJhKeIrQRQxU/wgTCE4Q2QqgiAFSE0AaAihDaAFARQhsAKkJoA0BFCO3NMu3LOBlfvsUL7t33vuJI0u+lboN2BHpw/Qr0An3SHUJ7423+Wau3gvvqPjAZ+0PNkYDQ3oQmjLMuX7Z9YAL3h5ojAaG9CU6YWath1H8H27OyX7Zuq8/8tp98K4gc7ns9gj+87I2GdmAbtCMltJdJj6PSavz1gbuNc4pF0SjNIbQ3wQmz6Gncmn8Nzr+JMCs9bIH+myx/QW0eoVv3bd7fb5mocdKL+3up26AdsXPa1sGB0YNWnzj9yZF7kwjtTVJou4yj8GXSo3lEHgpg7xG0eR8Xt0E7Uo+0Q302K57MO0Bob1JPjxyOhjyB697f4d/ukVRKaAe2QTuSQ9vfZ7wC6wOhvUl5I9I9ygkdJbv3l/oG451t0I6Hoc2Rdh8I7U3KR/6cT5LM6saRtnu6JSmoI9ugHU9D23tOm1dkrSG0N4E3gexz2Wt47p8OmfcwTQ5tre1PgiScB49tg3ZE/7gmoc8898GnR9pDaANARQhtAKgIoQ0AFSG0AaAihDYAVITQBoCKENoAUJG+Qtu8wFOy2LVHAE1fIauOQvs3SZTar5h2ZTsmF7zoK+TVT2hvfzl2+U/AmVyIoK+QWTehvUzj35HQrDxLiAX//NeZXL9FEPbtIwsamBer3+5nMh5HzfbjmjP4zmILh+34c/ev0VfIrZPQ9qw+Y10NLXbxeGNyHc5dni1ocJyk++P+JqX1+9t931xs4fT/iXfRV8ivj9A+m0zRJjSPZJwjjNMFDcIT8fx76z+QttiC+//Ct+grFNBBaNtX5vO9NIxfPH4/kpmNl8K/DdMWNDDuJ3ly3VlsQWttv6xmon2HvkIZ7Yd26A0i88gi5Yhovcq8ZxWbhAUNDvdz8v3dxRZcOVeS7w19RV8V0nxoz2oIfhRrf+ModvF4zxtGfxMxcUED3+/Gvn+02IK7cjyT6wv0FX1VSuOhfbIA7mEpsYR3+beXtftsO1/QIHI//u9vLrbw93/iXf5v0Vf0VTmNhzYAtIXQBoCKENoAUBFCGwAqQmgDQEUIbQCoCKENABUhtAGgIoQ2AFSE0AaAihDaAFARQhsAKkJoA0BFCG0AqAihDQAVIbQBoCKENgBUhNAGgIoQ2gBQEUIbACpCaANARQhtAKgIoQ0AFfkPkDIn6j2xAUwAAAAASUVORK5CYII=)
This results in a wrong sequence of marriages in the report![](data:image/png;base64,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) (extra text was removed) The same is true for the auto-arrange function which inverts first and second marriage. Also the timeline has problems with this. Here the first marriage was simply omitted. ![](data:image/png;base64,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)
The only work-around I found is to use a approximate date like “~1955” in the “Unions/UnionDate” field. ![](data:image/png;base64,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) (In the picture above we are looking at the “General/Display Text” values but the same values were put in the “Unions/Union Date” fields). Now the sequenceis OK.
(extra text wasremoved) The timeline is now also correct. Note that the end of the firstmarriage is automatically derived from the death date of the first wife, Bernadette. ![](data:image/png;base64,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)
QUESTION 1: Would it make sense to suggest an approximate first marriage start date derived from either the birth date of a first child (if any) or from the fact that the firstwife died before the second marriage took place. I do realise there is no fool proof solution for this. What if there are no children in the first marriage? What if there is a second union before the first spouse dies? Maybe the best solution would be to raise an error condition and let the problem spotter signal this? QUESTION 2: In the meanwhile, how can I detect the other marriages where this is the case? I’m only looking for multiple marriages where one of them has no union date filled in. Single unions without a union date cause no problems. [For one or the other reason I'm loosing some spaces in the text above. No idea why this happens.]
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Administrators Customers Important Contributors FamilyTrees.GenoPro.com GenoPro version: 3.1.0.1
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Select Albert and display Properties dialogue, select Family tab, click Change Mate Order, click 'Use spouse order form the list below', rearrange list order.
'lego audio video erro ergo disco' or "I read, I listen, I watch, I make mistakes, therefore I learn"
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Customers FamilyTrees.GenoPro.com GenoPro version: 3.1.0.1
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Hi Genome. Thank you for this procedure. This is indeed better than using fake dates. However, the main problem lies in identifying the families where one of the (multiple) union dates is missing. I have over 1000 families in my tree which does not make it simple to spot the problem cases. I'll think about writing a small program to do so. No big deal. But maybe this could be added as a function to the problem spotter?
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Administrators Customers Important Contributors FamilyTrees.GenoPro.com GenoPro version: 3.1.0.1
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I cannot see Dan doing any GenoPro enhancement any time soon whilst fully committed to GenoProX.
But a simple script with the Report Generator can help. e.g. <%[Report.LogComment('Families with no union date of individuals having multiple unions but no \'Mate Order\' set','#00a0ff'); Report.LogComment('========================================================','#00a0ff'); var found ='', sep='', num = 0; for (var f = 0; f < Families.Count; f++) { var fam = Families(f); if (fam.Marriage.Date. Year == '') { // No Union or no union date if (found.indexOf('/'+fam.ID+'/') == -1) { for (var p = 0; p < fam.Parents.Count; p++) { var ind = fam.Parents(p); if (ind.Mates.Count > 1 && ind.TagValue('Families.Order').length == 0) { // a partner in the unmion has more than one mate and no mate order set Report.LogComment(fam + ' ('+ fam.ID + ') on genomap '+ fam.Position.GenoMap,'#00a0ff'); found+='/'+fam.ID+'/'+sep; sep = ';' } } } } } if (found != '') num = found.split(';').length; Report.LogComment(''+num +' famil'+ (num != 1 ? 'ies' : 'y')+' found','#00a0ff'); Report.LogComment('Report Complete','#2f30cd') |
Skin is attached
'lego audio video erro ergo disco' or "I read, I listen, I watch, I make mistakes, therefore I learn"
Dateless Multiple Unions.zip
(27 views,
1.22 KB)
Edited: Thursday, April 25, 2019 by
genome
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Customers FamilyTrees.GenoPro.com GenoPro version: 3.1.0.1
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Nice tool Genome. A "must have" for all of us. You might even consider generating a separate web page with the report results, no? Right now I'm trying to figure out why your tool mentions 71 missing dates while mine only sees 19 (in a total of 1110 families). Mine does not mention cases where a "mate order" has been defined, but there are also some differences which need further investigation. I'll let you know if I find something relevant. As far as I am concerned, I'll never live old enough to see the birth of GenoProX, so I intend to stick to the non-X version.
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Administrators Customers Important Contributors FamilyTrees.GenoPro.com GenoPro version: 3.1.0.1
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I was reporting the same individual for each of his/her unions. I have amended my earlier reply to fix this and also exclude individuals with mate order set. The later took a while to sort out as the Report Generator API doesn't seem to expose the Individual Families.Order property correctly. The zipped skin is also updated.
'lego audio video erro ergo disco' or "I read, I listen, I watch, I make mistakes, therefore I learn"
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Customers FamilyTrees.GenoPro.com Important Contributors Translator GenoPro version: 3.1.0.1
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I note that in the list, if the marriage dates are not complete (only the year, without day and month), they are indicated as missing. I would also suggest adding the surname to the Report.logComment (.... + ' ' + ind.Name.Last + ....): only the first name is sometimes not enough.
Thanks, genome
Vittorino Lepore  "Se non porti almeno una soluzione, anche tu fai parte del problema" or "If you don't bring at least a solution, even you're a part of the problem"
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Customers FamilyTrees.GenoPro.com GenoPro version: 3.1.0.1
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I can confirm this finding. Also, when using approximate dates like ~1890 these are considered as missing. But I also found a false positive where all dates were filled in but reported as missing and a few cases that should have been reported but were not. I'll try to prepare a test sample to reproduce the test conditions.
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Customers FamilyTrees.GenoPro.com GenoPro version: 3.1.0.1
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All false positives I tested have one thing in common: they mention a "religious marriage" as union type.
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Customers FamilyTrees.GenoPro.com GenoPro version: 3.1.0.1
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I included a small GenoGram with 2 test cases. The top chart is the one with the "religious marriages" that were reported as having no dates mentioned. In the bottom chart a few dates are missing. The missing ones were listed in the previous version of the skin, not the latest. |